diff --git a/.gitignore b/.gitignore
index dbf3bff8a04907673bb53d641315258e9dbc412e..030d9388e009a758b4aaab47ad40b8b754b02aba 100644
--- a/.gitignore
+++ b/.gitignore
@@ -5,6 +5,7 @@ models/
cv-jobs/
cv-out/
train-test-predict-jobs/
+Results/
# ignore the original data. this can be transferred via some other method than github. also prevents HCP restricted information from being uploaded
data/
diff --git a/misc-scripts/preproc-scripts/createSurfaceToCSVBatchAnnot.m b/misc-scripts/preproc-scripts/createSurfaceToCSVBatchAnnot.m
index f74b53688584835fdb884ec322d36a47c7862733..8777f6a79779486db3db1bb5c26b00779597ebdb 100644
--- a/misc-scripts/preproc-scripts/createSurfaceToCSVBatchAnnot.m
+++ b/misc-scripts/preproc-scripts/createSurfaceToCSVBatchAnnot.m
@@ -1,29 +1,29 @@
-annot = 'aparc.DKTatlas';
-region = 'caudalanteriorcingulate';
+annot = 'BA';
+region = 'BA45';
-subdir = '/data/user/mdefende/HCP1200New/recon-noT2';
+subdir = '/data/user/mdefende/HCP1200';
-subj = dir(subdir);
-subj(contains({subj.name},{'.','f','jobs'})) = [];
+subs = dir(subdir);
+subs(contains({subs.name},{'.','f','jobs'})) = [];
-scriptdir = '/data/user/mdefende/HCP1200New/recon-noT2';
+scriptdir = '/data/user/mdefende/HCP1200';
for ii = 1:length(subs)
- scriptname = fullfile(scriptdir,'SurfaceCSV','Jobs',[subj(ii).name '_' region '.sh']);
+ scriptname = fullfile(scriptdir,'SurfaceCSV','Jobs',[subs(ii).name '_' region '.sh']);
fid = fopen(scriptname,'w');
fprintf(fid,'#!/bin/bash\n');
fprintf(fid,'#SBATCH --partition=express\n');
fprintf(fid,'#SBATCH --time=15:00\n');
- fprintf(fid,['#SBATCH --job-name=' subj(ii).name '\n']);
+ fprintf(fid,['#SBATCH --job-name=' subs(ii).name '\n']);
fprintf(fid,'#SBATCH --ntasks=1\n');
fprintf(fid,'#SBATCH --cpus-per-task=1\n');
fprintf(fid,'#SBATCH --mem-per-cpu=8000\n');
- fprintf(fid,['#SBATCH -o ' fullfile(scriptdir,'SurfaceCSV','Jobs',[subj(ii).name '_' region '.out\n'])]);
+ fprintf(fid,['#SBATCH -o ' fullfile(scriptdir,'SurfaceCSV','Jobs',[subs(ii).name '_' region '.out\n'])]);
fprintf(fid,'module load rc/matlab/R2018a\n');
jobstring = ['matlab -nodisplay -nosplash -nodesktop -r "' ...
- 'addpath(genpath(''/data/user/mdefende/Projects/CorticalThicknessModel/A/Scripts''));' ...
- 'surfaceToCSVConversionAnnot(''' subj(ii).name ''',' ...
+ 'addpath(genpath(''/data/user/mdefende/Projects/ctmodel-ml/misc-scripts/preproc-scripts''));' ...
+ 'surfaceToCSVConversionAnnot(''' subs(ii).name ''',' ...
'''' subdir ''',' ...
'{''sulc'',''curv'',''curv.pial'',''area'',''area.mid'',''area.pial'',''pial_lgi'',''thickness''},' ...
'[0,2,5,10],' ...
@@ -34,6 +34,4 @@ for ii = 1:length(subs)
fprintf(fid,jobstring);
fclose(fid);
- system(['sbatch ' scriptname]);
- pause(0.1)
end
diff --git a/misc-scripts/preproc-scripts/createSurfaceToCSVBatchV1.m b/misc-scripts/preproc-scripts/createSurfaceToCSVBatchV1.m
index 7a2fe7031eb958621cc434081752478c07485c27..44deb2779be951b7ee245022dd1cc38e8e99fc2d 100644
--- a/misc-scripts/preproc-scripts/createSurfaceToCSVBatchV1.m
+++ b/misc-scripts/preproc-scripts/createSurfaceToCSVBatchV1.m
@@ -1,9 +1,9 @@
-subdir = '/data/user/mdefende/HCP1200New/recon-noT2';
+subdir = '/data/user/mdefende/HCP1200';
subj = dir(subdir);
subj(contains({subj.name},{'.','f','jobs'})) = [];
-scriptdir = '/data/user/mdefende/HCP1200New/recon-noT2/SurfaceCSV/Jobs';
+scriptdir = '/data/user/mdefende/HCP1200/SurfaceCSV/Jobs';
if ~exist(scriptdir,'dir')
mkdir(scriptdir)
@@ -23,7 +23,7 @@ for ii = 1:length(subj)
fprintf(fid,'module load rc/matlab/R2018a\n');
jobstring = ['matlab -nodisplay -nosplash -nodesktop -r "' ...
- 'addpath(genpath(''/data/user/mdefende/Projects/CorticalThicknessModel/A/Scripts''));' ...
+ 'addpath(genpath(''/data/user/mdefende/Projects/ctmodel-ml/misc-scripts/preproc-scripts''));' ...
'surfaceToCSVConversionV1(''' subj(ii).name ''',' ...
'''' subdir ''',' ...
'{''sulc'',''curv'',''curv.pial'',''area'',''area.mid'',''area.pial'',''pial_lgi'',''thickness''},' ...
diff --git a/misc-scripts/preproc-scripts/createSurfaceToCSVBatchVC.m b/misc-scripts/preproc-scripts/createSurfaceToCSVBatchVC.m
new file mode 100644
index 0000000000000000000000000000000000000000..b7e6ecf64a75aea8ee0bd4c6c9edddf51cf43b22
--- /dev/null
+++ b/misc-scripts/preproc-scripts/createSurfaceToCSVBatchVC.m
@@ -0,0 +1,102 @@
+%% Set up parameters
+% project directory
+projdir = '/data/user/mdefende/HCP1200';
+
+% subject's directory
+subdir = fullfile(projdir,'subs');
+
+% get all subjects in the subject's directory
+subj = dir(subdir);
+subj(contains({subj.name},'.')) = [];
+
+% set the directory the scripts will be saved in
+scriptdir = fullfile(projdir,'SurfaceCSV','Jobs');
+if ~exist(scriptdir,'dir')
+ mkdir(scriptdir)
+end
+
+% list of surfaces to put into the csv
+surfs = {'thickness','curv.K','curv.H','curv.pial.K','curv.pial.H', ...
+ 'area','area.mid','area.pial','pial_lgi','sulc'};
+
+% fwhm values to include
+fwhm = [0,2,5,10];
+
+% VC region to get vertices from
+region = 'V1';
+
+% path to demographics files
+demo_path = '/data/user/mdefende/Projects/ctmodel-ml/data/HCP_Behavior.csv';
+restr_path = '/data/user/mdefende/Projects/ctmodel-ml/data/HCP_restricted.csv';
+
+% set output directory for the csv files
+outdir = fullfile(projdir,'SurfaceCSV',region);
+if ~exist(outdir,'dir')
+ mkdir(outdir);
+end
+
+% set base name for csv file
+csvbase = region;
+
+%% Create the script
+for ii = 1:length(subj)
+ scriptname = fullfile(scriptdir,[subj(ii).name '.sh']);
+ fid = fopen(scriptname,'w');
+ fprintf(fid,'#!/bin/bash\n');
+ fprintf(fid,'#SBATCH --partition=express\n');
+ fprintf(fid,'#SBATCH --time=15:00\n');
+ fprintf(fid,['#SBATCH --job-name=' subj(ii).name '\n']);
+ fprintf(fid,'#SBATCH --ntasks=1\n');
+ fprintf(fid,'#SBATCH --cpus-per-task=1\n');
+ fprintf(fid,'#SBATCH --mem-per-cpu=4000\n');
+ fprintf(fid,['#SBATCH -o ' fullfile(scriptdir,[subj(ii).name '.out\n'])]);
+ fprintf(fid,'module load rc/matlab/R2018a\n');
+
+ % jobstring begins with basic matlab call, and adding the path to the
+ % preprocessing scripts directory
+ jobstring = ['matlab -nodisplay -nosplash -nodesktop -r "' ...
+ 'addpath(genpath(''/data/user/mdefende/Projects/ctmodel-ml/misc-scripts/preproc-scripts''));'];
+
+ % jobstring adds the beginning of the call to surfaceToCSVConversionVC
+ % along with the subject name and subdir
+ jobstring = [jobstring 'surfaceToCSVConversionVC(''' subj(ii).name ''',''' subdir ''','];
+
+ % add a beginning { to jobstring to denote the beginning of the cell
+ % array with the surface names
+ jobstring = [jobstring '{'];
+
+ % jobstring then adds all of the surface names
+ for surfind = 1:length(surfs)
+ if surfind ~= length(surfs)
+ jobstring = [jobstring '''' surfs{surfind} ''','];
+ else
+ jobstring = [jobstring '''' surfs{surfind} '''},'];
+ end
+ end
+
+ % do essentially the same for fwhm
+ jobstring = [jobstring '['];
+
+ for fwhmind = 1:length(fwhm)
+ if fwhmind ~= length(fwhm)
+ jobstring = [jobstring '' num2str(fwhm(fwhmind)) ','];
+ else
+ jobstring = [jobstring '' num2str(fwhm(fwhmind)) '],'];
+ end
+ end
+
+ % add the region to do stuff in
+ jobstring = [jobstring '''' region ''','];
+
+ % add paths to the demographics files
+ jobstring = [jobstring '''' demo_path ''',''' restr_path ''','];
+
+ % add output path
+ jobstring = [jobstring '''' outdir ''','];
+
+ % add csv base name, and end
+ jobstring = [jobstring '''' csvbase ''')"'];
+
+ fprintf(fid,jobstring);
+ fclose(fid);
+end
diff --git a/misc-scripts/preproc-scripts/createSurfaceToCSVBatchVC.m~ b/misc-scripts/preproc-scripts/createSurfaceToCSVBatchVC.m~
new file mode 100644
index 0000000000000000000000000000000000000000..4577d4d88a6dfdc3979a42a5d5a67aad040e345e
--- /dev/null
+++ b/misc-scripts/preproc-scripts/createSurfaceToCSVBatchVC.m~
@@ -0,0 +1,92 @@
+% surfaceToCSVConversionVC(subj,subdir,surfs,fwhm,region,demo_path,restr_path,outdir,csvbase)
+%% Set up parameters
+% subject's directory
+subdir = '/data/user/mdefende/HCP1200/subs';
+
+% get all subjects in the subject's directory
+subj = dir(subdir);
+subj(contains({subj.name},'.')) = [];
+
+% set the directory the scripts will be saved in
+scriptdir = '/data/user/mdefende/HCP1200/SurfaceCSV/Jobs';
+if ~exist(scriptdir,'dir')
+ mkdir(scriptdir)
+end
+
+% list of surfaces to put into the csv
+surfs = {'thickness','curv.K','curv.H','curv.pial.K','curv.pial.H', ...
+ 'area','area.mid','area.pial','pial_lgi','sulc'};
+
+% fwhm values to include
+fwhm = [0,2,5,10];
+
+% VC region to get vertices from
+region = 'V1';
+
+% path to demographics files
+demo_path = '/data/user/mdefende/Projects/ctmodel-ml/data/HCP_Behavior.csv';
+restr_path = '/data/user/mdefende/Projects/ctmodel-ml/data/HCP_restricted.csv';
+
+% set output directory for the csv files
+outdir = fullfile(subdir,'SurfaceCSV',region);
+
+% set base name for csv file
+csvbase = 'V1';
+
+%% Create the script
+for ii = 1:length(subj)
+ scriptname = fullfile(scriptdir,[subj(ii).name '.sh']);
+ fid = fopen(scriptname,'w');
+ fprintf(fid,'#!/bin/bash\n');
+ fprintf(fid,'#SBATCH --partition=express\n');
+ fprintf(fid,'#SBATCH --time=15:00\n');
+ fprintf(fid,['#SBATCH --job-name=' subj(ii).name '\n']);
+ fprintf(fid,'#SBATCH --ntasks=1\n');
+ fprintf(fid,'#SBATCH --cpus-per-task=1\n');
+ fprintf(fid,'#SBATCH --mem-per-cpu=4000\n');
+ fprintf(fid,['#SBATCH -o ' fullfile(scriptdir,[subj(ii).name '.out\n'])]);
+ fprintf(fid,'module load rc/matlab/R2018a\n');
+
+ % jobstring begins with basic matlab call, and adding the path to the
+ % preprocessing scripts directory
+ jobstring = ['matlab -nodisplay -nosplash -nodesktop -r "' ...
+ 'addpath(genpath(''/data/user/mdefende/Projects/ctmodel-ml/misc-scripts/preproc-scripts''));'];
+
+ % jobstring adds the beginning of the call to surfaceToCSVConversionVC
+ % along with the subject name and subdir
+ jobstring = [jobstring 'surfaceToCSVConversionVC(''' subj(ii).name ''',''' subdir ''','];
+
+ % add a beginning { to jobstring to denote the beginning of the cell
+ % array with the surface names
+ jobstring = [jobstring '{'];
+
+ % jobstring then adds all of the surface names
+ for surfind = 1:length(surfs)
+ if surfind ~= length(surfs)
+ jobstring = [jobstring '''' surfs{surfind} ''','];
+ else
+ jobstring = [jobstring '''' surfs{surfind} '''},'];
+ end
+ end
+
+ % do essentially the same for fwhm
+ jobstring = [jobstring '['];
+
+ for fwhmind = 1:length(fwhm)
+ if fwhmind ~= length(fwhm)
+ jobstring = [jobstring '' num2str(fwhm(fwhmind)) ','];
+ else
+ jobstring = [jobstring '' num2str(fwhm(fwhmind)) '],'];
+ end
+ end
+
+ % add the region to do stuff in
+ jobstring = [jobstring region ','];
+
+
+ '''' fullfile(subdir,'SurfaceCSV') ''')"\n'];
+
+ fprintf(fid,jobstring);
+ fclose(fid);
+ system(['sbatch ' scriptname]);
+end
diff --git a/misc-scripts/preproc-scripts/surfaceToCSVConversionV1.m b/misc-scripts/preproc-scripts/surfaceToCSVConversionV1.m
index b33632e74c621bb483f7afb904db2e53bda4a9f6..8838b976ece09a675ec8718242a32c248fce776d 100644
--- a/misc-scripts/preproc-scripts/surfaceToCSVConversionV1.m
+++ b/misc-scripts/preproc-scripts/surfaceToCSVConversionV1.m
@@ -1,4 +1,4 @@
-function surfaceToCSVConversionV1(subj,subdir,surfs,fwhm,outdir)
+function surfaceToCSVConversionV1(subj,subdir,surfs,fwhm,outdir,area_val)
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%{
Previously, I read in surface files serially and stored them into a single
@@ -27,7 +27,7 @@ The resulting file will be named [subj 'surf.mat']
setenv('SUBJECTS_DIR',subdir)
-projdir = '/data/user/mdefende/Projects/CorticalThicknessModel/A/Scripts/Data';
+projdir = '/data/user/mdefende/Projects/ctmodel-ml/data';
% load in the behavioral csv file to pull out age and gender information
% later on. access data in a table using logical indexing like so:
@@ -53,7 +53,7 @@ pol = [squeeze(load_mgh(fullfile(subdir,subj,'surf','lh.benson14_angle.mgz')));
areas = [squeeze(load_mgh(fullfile(subdir,subj,'surf','lh.benson14_varea.mgz'))); ...
squeeze(load_mgh(fullfile(subdir,subj,'surf','rh.benson14_varea.mgz')))];
-ind = areas == 1;
+ind = areas == area_val;
% create subject name, age, gender, and hemi vectors and add to the
% subCell variable
@@ -70,7 +70,7 @@ subCell(:,1:6) = [subjname,gender,age,hemi,num2cell(ecc),num2cell(pol)];
for surfind = 1:length(surfs)
for fwhmind = 1:length(fwhm)
-
+ disp([surfs(surfind) ' ' num2str(fwhm(fwhmind))])
% Determine the file name and location based on fwhm
if fwhm(fwhmind) == 0
lhsurfFile = fullfile(subdir,subj,'surf',['lh.' surfs{surfind}]);
diff --git a/misc-scripts/preproc-scripts/surfaceToCSVConversionVC.m b/misc-scripts/preproc-scripts/surfaceToCSVConversionVC.m
new file mode 100644
index 0000000000000000000000000000000000000000..197eab262460493d9ee5f2e7afc4b2271ad1ab63
--- /dev/null
+++ b/misc-scripts/preproc-scripts/surfaceToCSVConversionVC.m
@@ -0,0 +1,149 @@
+function surfaceToCSVConversionVC(subj,subdir,surfs,fwhm,region,demo_path,restr_path,outdir,csvbase)
+%{
+This function is designed to convert surface data for a subject to an
+easily read csv file. The user inputs various information about the subject
+and the surfaces to convert
+
+Inputs:
+ subj: subject name as a string
+ subdir: directory where the subject's FreeSurfer folder is located
+ surfs: cell array of surface file stems such as 'thickness', 'sulc',
+ etc.
+ fwhm: array of fwhms to include
+ region: 'V1','V2', or 'V3'
+ demo_path: full path to demographics file, typically getting
+ information such as gender.
+ restr_path: full path to restricted data file, typically has age in
+ years information
+ outdir: where the resulting csv file will be stored.
+ csvbase: string that will be added to the subject name when writing to
+ a csv file. So csv files will have the form <subject><csvbase>.csv
+
+
+Written by: Matt Defenderfer
+Date: 11/20/2019
+%}
+
+setenv('SUBJECTS_DIR',subdir)
+
+% Determine the value assocaited with the region in the benson atlas
+switch region
+ case 'V1'
+ area_val = 1;
+ case 'V2'
+ area_val = 2;
+ case 'V3'
+ area_val = 3;
+end
+
+% load in the behavioral csv file to pull out age and gender information
+% later on. access data in a table using logical indexing like so:
+% beh.Age(beh.Subject == subj)
+behRes = readtable(restr_path);
+beh = readtable(demo_path);
+
+% First step: read in ecc, pol, and areas. Go ahead and vertcat them
+disp([subj ' has begun'])
+lhecc = squeeze(load_mgh(fullfile(subdir,subj,'surf','lh.benson14_eccen.mgz')));
+rhecc = squeeze(load_mgh(fullfile(subdir,subj,'surf','rh.benson14_eccen.mgz')));
+
+lhnum = length(lhecc);
+rhnum = length(rhecc);
+
+ecc = [lhecc;rhecc];
+
+pol = [squeeze(load_mgh(fullfile(subdir,subj,'surf','lh.benson14_angle.mgz'))); ...
+ squeeze(load_mgh(fullfile(subdir,subj,'surf','rh.benson14_angle.mgz')))];
+
+areas = [squeeze(load_mgh(fullfile(subdir,subj,'surf','lh.benson14_varea.mgz'))); ...
+ squeeze(load_mgh(fullfile(subdir,subj,'surf','rh.benson14_varea.mgz')))];
+
+ind = areas == area_val;
+
+% create subject name, age, gender, and hemi vectors and add to the
+% subCell variable
+
+g = beh.Gender(behRes.Subject == str2double(subj));
+a = behRes.Age_in_Yrs(behRes.Subject == str2double(subj));
+
+subjname = cell(length(ecc),1); subjname(:) = {subj};
+hemi = cell(length(ecc),1); hemi(1:lhnum) = {'LH'}; hemi((lhnum+1):end) = {'RH'};
+gender = cell(length(ecc),1); gender(:) = g;
+age = cell(length(ecc),1); age(:) = {a};
+
+subCell = [subjname,gender,age,hemi,num2cell(ecc),num2cell(pol)];
+varnames = {'Subject','Gender','Age','Hemi', 'Ecc','Pol'};
+
+counter = size(subCell,2) + 1;
+
+subCell(:,end+1:end+(length(surfs)*length(fwhm))) = {NaN};
+varnames(end+1:end+(length(surfs)*length(fwhm))) = {[]};
+
+for surfind = 1:length(surfs)
+ for fwhmind = 1:length(fwhm)
+ disp([surfs{surfind} ' ' num2str(fwhm(fwhmind))])
+ % Determine the file name and location based on fwhm
+ if fwhm(fwhmind) == 0
+ lhsurfFile = fullfile(subdir,subj,'surf',['lh.' surfs{surfind}]);
+ rhsurfFile = fullfile(subdir,subj,'surf',['rh.' surfs{surfind}]);
+ else
+ lhsurfFile = fullfile(subdir,subj,'surf','MKD_surfs',['lh.' surfs{surfind} '.fwhm' num2str(fwhm(fwhmind))]);
+ rhsurfFile = fullfile(subdir,subj,'surf','MKD_surfs',['rh.' surfs{surfind} '.fwhm' num2str(fwhm(fwhmind))]);
+ end
+
+ % Determine if the file exists and load if so. Replace with
+ % NaN if does not exist
+ if exist(lhsurfFile,'file')
+ lhsurf = read_curv(lhsurfFile);
+ else
+ lhsurf = nan(lhnum,1);
+ end
+
+ if exist(rhsurfFile,'file')
+ rhsurf = read_curv(rhsurfFile);
+ else
+ rhsurf = nan(rhnum,1);
+ end
+
+ % concat lh and rh
+ combSurf = [lhsurf;rhsurf];
+
+ % stick the result in the next available column
+ subCell(:,counter) = num2cell(combSurf);
+
+ % change the name based on the surface
+ if strcmp(surfs{surfind},'thickness')
+ varnames{counter} = ['Thick' num2str(fwhm(fwhmind))];
+ elseif strcmp(surfs{surfind},'curv.K')
+ varnames{counter} = ['CurvK' num2str(fwhm(fwhmind))];
+ elseif strcmp(surfs{surfind},'curv.H')
+ varnames{counter} = ['CurvH' num2str(fwhm(fwhmind))];
+ elseif strcmp(surfs{surfind},'curv.pial.K')
+ varnames{counter} = ['PialCurvK' num2str(fwhm(fwhmind))];
+ elseif strcmp(surfs{surfind},'curv.pial.H')
+ varnames{counter} = ['PialCurvH' num2str(fwhm(fwhmind))];
+ elseif strcmp(surfs{surfind},'area')
+ varnames{counter} = ['Area' num2str(fwhm(fwhmind))];
+ elseif strcmp(surfs{surfind},'area.mid')
+ varnames{counter} = ['MidArea' num2str(fwhm(fwhmind))];
+ elseif strcmp(surfs{surfind},'area.pial')
+ varnames{counter} = ['PialArea' num2str(fwhm(fwhmind))];
+ elseif strcmp(surfs{surfind},'pial_lgi')
+ varnames{counter} = ['LGI' num2str(fwhm(fwhmind))];
+ elseif strcmp(surfs{surfind},'sulc')
+ varnames{counter} = ['Sulc' num2str(fwhm(fwhmind))];
+ end
+
+
+
+ counter = counter + 1;
+ end
+end
+
+subCell = subCell(ind,:);
+
+T = cell2table(subCell,'VariableNames',varnames);
+
+outname = [subj '_' csvbase '.csv'];
+writetable(T,fullfile(outdir,outname));
+end
\ No newline at end of file
diff --git a/misc-scripts/preproc-scripts/write_subject_preproc_jobs.m b/misc-scripts/preproc-scripts/write_subject_preproc_jobs.m
new file mode 100644
index 0000000000000000000000000000000000000000..f385c24cd0691e1c249962231caa8be5a4bfe0df
--- /dev/null
+++ b/misc-scripts/preproc-scripts/write_subject_preproc_jobs.m
@@ -0,0 +1,165 @@
+%{
+ This script will create job files to perform data generating actions on
+ HCP Structural Extended Preprocessed data for modelling cortical thickness.
+ This will eventually be converted to a bash script, but will live here for now.
+ These scripts will only perform actions for a single subject.
+
+ The workflow will have the following steps:
+ 1. unzip subject folder, if necessary
+ 2. restructure the subject folder to be more similar to Freesurfer standard
+ output, if necessary
+ 3. create curvature files for ?h.white and ?h.pial surfaces.
+ 4. create LGI files for each hemisphere
+ 5. smooth thickness, lgi, curv, sulc, and area files at 2, 5, and 10 mm
+ kernels
+ 6. transfer the retinotopic atlas to the subject
+%}
+%% Parameter Setup
+% set up SBATCH parameters
+partition = 'short';
+time = '12:00:00';
+cpus = '1';
+mem_per_cpu = '20G';
+
+% set up parameters to include specific steps from above
+unzip_subs = 0;
+restructure = 0;
+gen_curve = 0;
+gen_lgi = 0;
+smooth_sub = 0;
+gen_ret = 0;
+
+% set parameters for smoothing
+fwhm = [2,5,10]; % fwhm to smooth at
+surfs = {'thickness','curv.K','curv.H','curv.pial.K','curv.pial.H', ...
+ 'area','area.mid','area.pial','pial_lgi','sulc'}; % base surface names to smooth
+hemi = {'lh','rh'}; % hemispheres to smooth over
+
+% output directory to put smoothed surfaces in, under <subject>/surf/<outdir>;
+% leave empty to place in the subject's surf folder
+outdir = 'MKD_surfs';
+
+% set directory paths
+zipdir = '/data/user/mdefende/HCP1200/raw';
+subdir = '/data/user/mdefende/HCP1200/subs';
+jobdir = '/data/user/mdefende/HCP1200/jobs';
+
+%% The Actual Stuff
+
+% get the names of the subjects
+if unzip_subs
+ subs = dir(fullfile(zipdir,'*.zip'));
+else
+ subs = dir(subdir);
+
+ % exclude entries that are not 6 digit numerical folders
+ subs(cellfun(@isempty,regexp({subs.name},'^[0-9]{6}$','match'))) = [];
+end
+
+% make the job directory if it doesn't exist
+if ~exist(jobdir,'dir')
+ mkdir(jobdir)
+end
+
+% make the subjects directory if it doesn't exist
+if ~exist(subdir,'dir')
+ mkdir(subdir)
+end
+
+
+for ii = 1:length(subs)
+ % For HCP Data, subject names are the first 6 numerical digits of the
+ % zip files, or the full name of the subject directory (also 6 digits)
+ subname = subs(ii).name(1:6);
+ jobname = [subname '.sh'];
+
+ fid = fopen(fullfile(jobdir,jobname),'w');
+ fprintf(fid,'#!/bin/bash\n');
+ fprintf(fid,['#SBATCH --partition=' partition '\n']);
+ fprintf(fid,['#SBATCH --time=' time '\n']);
+ fprintf(fid,['#SBATCH --ntasks=' cpus '\n']);
+ fprintf(fid,['#SBATCH --mem-per-cpu=' mem_per_cpu '\n']);
+ fprintf(fid,['#SBATCH --output=' fullfile(jobdir,jobname(1:end-3)) '.txt\n\n']);
+ fprintf(fid,'module load Anaconda3/5.3.0\n');
+ fprintf(fid,'module load FreeSurfer/6.0.0-centos6_x86_64\n');
+ fprintf(fid,'module load rc/matlab/R2018a\n');
+ fprintf(fid,['SUBJECTS_DIR=' subdir '\n\n']);
+
+ fprintf(fid,['cd ' subdir '\n\n']);
+
+ % First need to unzip the file
+ if unzip_subs
+ fprintf(fid,['unzip ' subs(ii).name '\n\n']);
+ end
+
+ % Next, find the folder that contains all of the surfaces in the
+ % subject's folder and move them to the top level
+ if restructure
+ fprintf(fid,['mv ' subname '/T1w/' subname '/* ' subname '\n']);
+ fprintf(fid,['rm -r ' subname '/T1w\n\n']);
+ end
+
+ % Generate the curvature files
+ if gen_curve
+ % Have to cd into the subject's directory first because
+ % mris_curvature does not allow an option of where to store the
+ % output files
+ fprintf(fid,['cd ' fullfile(subs(ii).name,'surf') '\n']);
+
+ % lh.white: generate curv and rename
+ fprintf(fid,'mris_curvature -w lh.white; mv lh.white.K lh.curv.K; mv lh.white.H lh.curv.H\n');
+
+ % lh.pial: generate curv and rename
+ fprintf(fid,'mris_curvature -w rh.white; mv rh.white.K rh.curv.K; mv rh.white.H rh.curv.H\n');
+
+ % rh.white: generate curv and rename
+ fprintf(fid,'mris_curvature -w lh.pial; mv lh.pial.K lh.curv.pial.K; mv lh.pial.H lh.curv.pial.H\n');
+
+ % rh.pial: generate curv and rename
+ fprintf(fid,'mris_curvature -w rh.pial; mv rh.pial.K rh.curv.pial.K; mv rh.pial.H rh.curv.pial.H\n');
+
+ % cd back to the original directory
+ fprintf(fid,['cd ' subdir '\n\n']);
+ end
+
+
+ % Perform LGI calculations here
+ if gen_lgi
+ fprintf(fid,['recon-all -s ' subname ' -localGI\n\n']);
+ end
+
+ % surface smoothing
+ if smooth_sub
+ % for each combination of hemisphere, surface, and fwhm
+ for indf = 1:length(fwhm)
+ for inds = 1:length(surfs)
+ for indh = 1:length(hemi)
+ % create output surface name as combination of surf
+ % name and fwhm; hemi is appended automatically
+ outname = [surfs{inds} '.fwhm' num2str(fwhm(indf))];
+
+ % set full path to output file
+ outfile = fullfile(subdir, subs(ii).name, 'surf', outdir, outname);
+
+ % create job string for the current surface
+ jobstring = ['mri_surf2surf --s ' subs(ii).name ...
+ ' --hemi ' hemi{indh} ' --fwhm ' num2str(fwhm(indf)) ...
+ ' --sval ' surfs{inds} ' --tval ' outfile ...
+ ' --src_type curv --trg_type curv\n'];
+
+ % print the job string to the file
+ fprintf(fid,jobstring);
+ end
+ end
+ end
+ end
+ fprintf(fid,'\n');
+
+ % Transfer Atlases here
+ if gen_ret
+ fprintf(fid,'source activate RetAtlas\n');
+ fprintf(fid,['python -m neuropythy atlas ' subname ' --verbose\n']);
+ end
+
+ fclose(fid);
+end
\ No newline at end of file
diff --git a/model-py/GBDT-out.txt b/model-py/GBDT-out.txt
deleted file mode 100644
index 6fe4369569af448bc9da122ce16acfcc9b23ed59..0000000000000000000000000000000000000000
--- a/model-py/GBDT-out.txt
+++ /dev/null
@@ -1,153788 +0,0 @@
-booster[0]:
-0:[PialArea5<1.1133045] yes=1,no=2,missing=1,gain=49246,cover=5124388
- 1:[Area5<0.542713821] yes=3,no=4,missing=3,gain=34601,cover=4580882
- 3:[PialArea5<0.879786193] yes=7,no=8,missing=7,gain=6894,cover=474295
- 7:[Area5<0.462054074] yes=15,no=16,missing=15,gain=5306.625,cover=367990
- 15:[PialCurv5<-0.148241684] yes=31,no=32,missing=32,gain=1731.53125,cover=119659
- 31:[PialArea5<0.658944428] yes=63,no=64,missing=64,gain=452.898438,cover=29447
- 63:leaf=0.063170962,cover=0
- 64:leaf=0.0770256445,cover=0
- 32:[Area5<0.404548973] yes=65,no=66,missing=65,gain=560.90625,cover=90212
- 65:leaf=0.093409799,cover=0
- 66:leaf=0.0846438035,cover=0
- 16:[Curv5<-0.204921171] yes=33,no=34,missing=34,gain=5387.90625,cover=248331
- 33:[PialArea5<0.769840837] yes=67,no=68,missing=68,gain=1431.375,cover=101556
- 67:leaf=0.0558017492,cover=0
- 68:leaf=0.067692481,cover=0
- 34:[Curv5<0.137416571] yes=69,no=70,missing=70,gain=1485.5625,cover=146775
- 69:leaf=0.0782303736,cover=0
- 70:leaf=0.0563607812,cover=0
- 8:[Area5<0.476400614] yes=17,no=18,missing=18,gain=1179.03125,cover=106305
- 17:[PialArea5<0.968038738] yes=35,no=36,missing=35,gain=249.28125,cover=28194
- 35:[Area5<0.433531314] yes=71,no=72,missing=71,gain=149.070312,cover=19646
- 71:leaf=0.101473235,cover=0
- 72:leaf=0.0920749754,cover=0
- 36:[Area5<0.433531314] yes=73,no=74,missing=73,gain=70.5273438,cover=8548
- 73:leaf=0.113031797,cover=0
- 74:leaf=0.102555491,cover=0
- 18:[PialArea5<0.968038738] yes=37,no=38,missing=37,gain=835.15625,cover=78111
- 37:[PialCurv5<-0.116576619] yes=75,no=76,missing=76,gain=480.359375,cover=47424
- 75:leaf=0.0773964822,cover=0
- 76:leaf=0.0875049606,cover=0
- 38:[PialCurv5<-0.119850777] yes=77,no=78,missing=77,gain=156.5625,cover=30687
- 77:leaf=0.0889837295,cover=0
- 78:leaf=0.096212402,cover=0
- 4:[Ecc<1.21076584] yes=9,no=10,missing=9,gain=13107,cover=4106587
- 9:[Sulc0<-0.271910518] yes=19,no=20,missing=19,gain=1779.875,cover=233157
- 19:[LGI5<2.4272728] yes=39,no=40,missing=39,gain=942.15625,cover=203791
- 39:[PialArea5<0.952096343] yes=79,no=80,missing=80,gain=686.375,cover=131720
- 79:leaf=0.0776339993,cover=0
- 80:leaf=0.086004436,cover=0
- 40:[PialCurv5<-0.108766198] yes=81,no=82,missing=81,gain=303.65625,cover=72071
- 81:leaf=0.0664306879,cover=0
- 82:leaf=0.0743135512,cover=0
- 20:[PialCurv5<0.208232641] yes=41,no=42,missing=41,gain=295.019531,cover=29366
- 41:[PialArea5<0.375788301] yes=83,no=84,missing=83,gain=312.3125,cover=19672
- 83:leaf=0.0877371356,cover=0
- 84:leaf=0.0655659065,cover=0
- 42:[PialArea5<0.317611694] yes=85,no=86,missing=85,gain=159.46875,cover=9694
- 85:leaf=0.0757867023,cover=0
- 86:leaf=0.0546645112,cover=0
- 10:[Sulc0<0.383163035] yes=21,no=22,missing=21,gain=14272,cover=3873430
- 21:[PialArea5<0.977763891] yes=43,no=44,missing=44,gain=8107,cover=2895867
- 43:[Curv5<-0.161761403] yes=87,no=88,missing=87,gain=11821.5,cover=2349076
- 87:leaf=0.053842634,cover=0
- 88:leaf=0.0622408502,cover=0
- 44:[Area5<0.677535415] yes=89,no=90,missing=89,gain=10446.5,cover=546791
- 89:leaf=0.0763998404,cover=0
- 90:leaf=0.0619404204,cover=0
- 22:[Curv5<0.162240714] yes=45,no=46,missing=45,gain=12437.75,cover=977563
- 45:[PialArea5<0.436710119] yes=91,no=92,missing=92,gain=5740.5,cover=707330
- 91:leaf=0.0784553066,cover=0
- 92:leaf=0.0688757524,cover=0
- 46:[PialArea5<0.324585885] yes=93,no=94,missing=94,gain=2525.90625,cover=270233
- 93:leaf=0.0658678263,cover=0
- 94:leaf=0.0557970777,cover=0
- 2:[Area5<0.722552657] yes=5,no=6,missing=5,gain=20988.125,cover=543506
- 5:[PialArea5<1.29873812] yes=11,no=12,missing=11,gain=6531.1875,cover=235052
- 11:[Area5<0.640637577] yes=23,no=24,missing=23,gain=3258.75,cover=182616
- 23:[Area5<0.573932528] yes=47,no=48,missing=48,gain=576.703125,cover=64612
- 47:[Area5<0.513795495] yes=95,no=96,missing=95,gain=106.648438,cover=17417
- 95:leaf=0.113028586,cover=0
- 96:leaf=0.10303694,cover=0
- 48:[PialArea5<1.20515823] yes=97,no=98,missing=97,gain=316.109375,cover=47195
- 97:leaf=0.0915461257,cover=0
- 98:leaf=0.100384586,cover=0
- 24:[PialArea5<1.19545019] yes=49,no=50,missing=49,gain=831.71875,cover=118004
- 49:[PialCurv5<-0.102360219] yes=99,no=100,missing=99,gain=330.203125,cover=71341
- 99:leaf=0.0766966566,cover=0
- 100:leaf=0.0835461766,cover=0
- 50:[Area5<0.68633163] yes=101,no=102,missing=101,gain=203.640625,cover=46663
- 101:leaf=0.0918828622,cover=0
- 102:leaf=0.0852237046,cover=0
- 12:[PialArea5<1.48916721] yes=25,no=26,missing=25,gain=1147.17188,cover=52436
- 25:[Area5<0.64784193] yes=51,no=52,missing=51,gain=529.390625,cover=41479
- 51:[Curv5<-0.163374811] yes=103,no=104,missing=103,gain=139.039062,cover=13799
- 103:leaf=0.109960936,cover=0
- 104:leaf=0.122961879,cover=0
- 52:[PialArea5<1.39628088] yes=105,no=106,missing=105,gain=177.578125,cover=27680
- 105:leaf=0.0976499692,cover=0
- 106:leaf=0.106353,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=53,gain=137.46875,cover=10957
- 53:[Area5<0.659308732] yes=107,no=108,missing=108,gain=37.625,cover=5878
- 107:leaf=0.122767985,cover=0
- 108:leaf=0.113945462,cover=0
- 54:[MidArea5<1.21578133] yes=109,no=110,missing=109,gain=44.8984375,cover=5079
- 109:leaf=0.126073644,cover=0
- 110:leaf=0.138185948,cover=0
- 6:[PialArea5<1.36541271] yes=13,no=14,missing=14,gain=6012.1875,cover=308454
- 13:[Area5<0.784037054] yes=27,no=28,missing=27,gain=2036.59375,cover=238810
- 27:[PialArea5<1.21550834] yes=55,no=56,missing=55,gain=1298.98438,cover=120491
- 55:[Curv5<-0.130991504] yes=111,no=112,missing=111,gain=310.578125,cover=71995
- 111:leaf=0.0669445768,cover=0
- 112:leaf=0.0738351569,cover=0
- 56:[PialArea5<1.28208315] yes=113,no=114,missing=113,gain=203.492188,cover=48496
- 113:leaf=0.077168338,cover=0
- 114:leaf=0.0837594718,cover=0
- 28:[PialArea5<1.25128293] yes=57,no=58,missing=58,gain=448.71875,cover=118319
- 57:[Curv5<-0.12365336] yes=115,no=116,missing=115,gain=246.65625,cover=74446
- 115:leaf=0.0596123002,cover=0
- 116:leaf=0.0654741153,cover=0
- 58:[Area5<0.846071243] yes=117,no=118,missing=117,gain=340.570312,cover=43873
- 117:leaf=0.0721387491,cover=0
- 118:leaf=0.0631716773,cover=0
- 14:[Area5<0.814937592] yes=29,no=30,missing=29,gain=3113.8125,cover=69644
- 29:[PialArea5<1.57955706] yes=59,no=60,missing=60,gain=1239.46875,cover=32411
- 59:[Area5<0.768806875] yes=119,no=120,missing=119,gain=257.710938,cover=26372
- 119:leaf=0.0973173678,cover=0
- 120:leaf=0.0873660445,cover=0
- 60:[MidArea5<1.21578133] yes=121,no=122,missing=122,gain=86.5,cover=6039
- 121:leaf=0.110857151,cover=0
- 122:leaf=0.12323904,cover=0
- 30:[PialArea5<1.57955706] yes=61,no=62,missing=61,gain=414.984375,cover=37233
- 61:[Area5<0.894858658] yes=123,no=124,missing=123,gain=303.589844,cover=28334
- 123:leaf=0.0771200359,cover=0
- 124:leaf=0.0664943978,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=125,gain=313.226562,cover=8899
- 125:leaf=0.0947975591,cover=0
- 126:leaf=0.0759513751,cover=0
-booster[1]:
-0:[PialArea5<1.10075188] yes=1,no=2,missing=1,gain=44495,cover=5124388
- 1:[Area5<0.551487505] yes=3,no=4,missing=3,gain=31277,cover=4538346
- 3:[PialArea5<0.859420419] yes=7,no=8,missing=8,gain=6843,cover=530175
- 7:[Area5<0.4695113] yes=15,no=16,missing=16,gain=5268.9375,cover=383625
- 15:[PialCurv5<-0.142826259] yes=31,no=32,missing=31,gain=1752.09375,cover=128517
- 31:[Area5<0.404548973] yes=63,no=64,missing=63,gain=642.585938,cover=37646
- 63:leaf=0.078089498,cover=0
- 64:leaf=0.0644007623,cover=0
- 32:[Area5<0.420677572] yes=65,no=66,missing=65,gain=577.34375,cover=90871
- 65:leaf=0.0872416124,cover=0
- 66:leaf=0.0789849833,cover=0
- 16:[Curv5<-0.194365487] yes=33,no=34,missing=33,gain=5424.3125,cover=255108
- 33:[PialArea5<0.747707367] yes=67,no=68,missing=67,gain=1051.42188,cover=106135
- 67:leaf=0.0512744002,cover=0
- 68:leaf=0.0614011772,cover=0
- 34:[Curv5<0.174639657] yes=69,no=70,missing=69,gain=1736.46875,cover=148973
- 69:leaf=0.0733777136,cover=0
- 70:leaf=0.0500870757,cover=0
- 8:[Area5<0.483568966] yes=17,no=18,missing=17,gain=1569.6875,cover=146550
- 17:[PialArea5<0.943111241] yes=35,no=36,missing=36,gain=344.765625,cover=41950
- 35:[Area5<0.433531314] yes=71,no=72,missing=71,gain=204.867188,cover=27577
- 71:leaf=0.0942175314,cover=0
- 72:leaf=0.0847760588,cover=0
- 36:[Area5<0.44435063] yes=73,no=74,missing=73,gain=122.492188,cover=14373
- 73:leaf=0.103874519,cover=0
- 74:leaf=0.0939277112,cover=0
- 18:[PialArea5<0.955112517] yes=37,no=38,missing=37,gain=1157.28125,cover=104600
- 37:[PialCurv5<-0.11422696] yes=75,no=76,missing=75,gain=693.671875,cover=63883
- 75:leaf=0.0705586895,cover=0
- 76:leaf=0.0810498521,cover=0
- 38:[PialCurv5<-0.119850777] yes=77,no=78,missing=77,gain=213.84375,cover=40717
- 77:leaf=0.0821898133,cover=0
- 78:leaf=0.0895004719,cover=0
- 4:[PialCurv5<-0.109546423] yes=9,no=10,missing=9,gain=12439,cover=4008171
- 9:[PialArea5<0.928637981] yes=19,no=20,missing=20,gain=8268.5625,cover=603129
- 19:[Curv5<-0.146701202] yes=39,no=40,missing=40,gain=1534.625,cover=319085
- 39:[Area5<0.612264991] yes=79,no=80,missing=79,gain=1244.59375,cover=306630
- 79:leaf=0.051577922,cover=0
- 80:leaf=0.0451126657,cover=0
- 40:[Curv5<-0.0752395913] yes=81,no=82,missing=81,gain=267.257812,cover=12455
- 81:leaf=0.0622679852,cover=0
- 82:leaf=0.0814097449,cover=0
- 20:[Area5<0.64983958] yes=41,no=42,missing=41,gain=5857.78125,cover=284044
- 41:[PialArea5<1.00930154] yes=83,no=84,missing=84,gain=980.078125,cover=117000
- 83:leaf=0.0648522899,cover=0
- 84:leaf=0.0741113499,cover=0
- 42:[Area5<0.702101529] yes=85,no=86,missing=85,gain=853.1875,cover=167044
- 85:leaf=0.0581097081,cover=0
- 86:leaf=0.0509328209,cover=0
- 10:[Curv5<0.174639657] yes=21,no=22,missing=21,gain=11274.5,cover=3405042
- 21:[PialArea5<0.458904862] yes=43,no=44,missing=43,gain=14613.5,cover=3111590
- 43:[Curv5<0.133649558] yes=87,no=88,missing=87,gain=5024.25,cover=430809
- 87:leaf=0.0773420036,cover=0
- 88:leaf=0.066461727,cover=0
- 44:[Ecc<1.15906882] yes=89,no=90,missing=90,gain=9137.5,cover=2680781
- 89:leaf=0.0730175376,cover=0
- 90:leaf=0.0605972782,cover=0
- 22:[PialArea5<0.338250697] yes=45,no=46,missing=45,gain=3379.5625,cover=293452
- 45:[Curv5<0.216179401] yes=91,no=92,missing=91,gain=1552.79688,cover=108200
- 91:leaf=0.0646005869,cover=0
- 92:leaf=0.0524714068,cover=0
- 46:[Curv5<0.204311207] yes=93,no=94,missing=93,gain=768.09375,cover=185252
- 93:leaf=0.050922662,cover=0
- 94:leaf=0.0443188697,cover=0
- 2:[Area5<0.714924753] yes=5,no=6,missing=5,gain=19681.375,cover=586042
- 5:[PialArea5<1.28208315] yes=11,no=12,missing=11,gain=5967.875,cover=239800
- 11:[Area5<0.626857519] yes=23,no=24,missing=23,gain=2863.6875,cover=184764
- 23:[Area5<0.564792395] yes=47,no=48,missing=47,gain=448.421875,cover=56681
- 47:[Area5<0.509397149] yes=95,no=96,missing=95,gain=87.953125,cover=16020
- 95:leaf=0.106954478,cover=0
- 96:leaf=0.0979114249,cover=0
- 48:[PialArea5<1.18617713] yes=97,no=98,missing=97,gain=239.453125,cover=40661
- 97:leaf=0.0872655287,cover=0
- 98:leaf=0.0954056308,cover=0
- 24:[PialArea5<1.17753279] yes=49,no=50,missing=49,gain=773.1875,cover=128083
- 49:[Area5<0.673304081] yes=99,no=100,missing=99,gain=342.078125,cover=74343
- 99:leaf=0.0797359869,cover=0
- 100:leaf=0.072907351,cover=0
- 50:[Area5<0.67915231] yes=101,no=102,missing=101,gain=236.8125,cover=53740
- 101:leaf=0.0871960744,cover=0
- 102:leaf=0.080517076,cover=0
- 12:[PialArea5<1.4350239] yes=25,no=26,missing=25,gain=1099.92188,cover=55036
- 25:[Area5<0.648839295] yes=51,no=52,missing=51,gain=444.09375,cover=39375
- 51:[Curv5<-0.155295327] yes=103,no=104,missing=103,gain=133.601562,cover=14795
- 103:leaf=0.102599323,cover=0
- 104:leaf=0.115992166,cover=0
- 52:[Curv5<-0.146701202] yes=105,no=106,missing=105,gain=133.929688,cover=24580
- 105:leaf=0.0918591842,cover=0
- 106:leaf=0.101461232,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=54,gain=217.828125,cover=15661
- 53:[Area5<0.650824547] yes=107,no=108,missing=107,gain=75.421875,cover=11068
- 107:leaf=0.115372874,cover=0
- 108:leaf=0.106473498,cover=0
- 54:[MidArea5<1.21578133] yes=109,no=110,missing=110,gain=33.9726562,cover=4593
- 109:leaf=0.120334759,cover=0
- 110:leaf=0.131862581,cover=0
- 6:[PialArea5<1.33957577] yes=13,no=14,missing=14,gain=6227.5625,cover=346242
- 13:[Area5<0.778322995] yes=27,no=28,missing=27,gain=2075.78125,cover=260534
- 27:[PialArea5<1.20515823] yes=55,no=56,missing=55,gain=1232.75,cover=132003
- 55:[Curv5<-0.134546712] yes=111,no=112,missing=111,gain=331,cover=81557
- 111:leaf=0.0634662136,cover=0
- 112:leaf=0.0700754374,cover=0
- 56:[Ecc<2.07756257] yes=113,no=114,missing=114,gain=168.84375,cover=50446
- 113:leaf=0.0842116773,cover=0
- 114:leaf=0.0748555288,cover=0
- 28:[PialArea5<1.22674179] yes=57,no=58,missing=57,gain=407.296875,cover=128531
- 57:[Curv5<-0.121808149] yes=115,no=116,missing=115,gain=273.429688,cover=77383
- 115:leaf=0.0559694655,cover=0
- 116:leaf=0.0620073862,cover=0
- 58:[Area5<0.839165807] yes=117,no=118,missing=118,gain=329.304688,cover=51148
- 117:leaf=0.0676191077,cover=0
- 118:leaf=0.059443552,cover=0
- 14:[Area5<0.811441243] yes=29,no=30,missing=29,gain=3293.54688,cover=85708
- 29:[PialArea5<1.57955706] yes=59,no=60,missing=59,gain=1379.65625,cover=41371
- 59:[PialArea5<1.4350239] yes=119,no=120,missing=119,gain=340.84375,cover=35035
- 119:leaf=0.0832602233,cover=0
- 120:leaf=0.093478553,cover=0
- 60:[MidArea5<1.21578133] yes=121,no=122,missing=121,gain=83.6640625,cover=6336
- 121:leaf=0.106311157,cover=0
- 122:leaf=0.118153788,cover=0
- 30:[PialArea5<1.57955706] yes=61,no=62,missing=61,gain=467.328125,cover=44337
- 61:[Area5<0.894858658] yes=123,no=124,missing=123,gain=323.875,cover=35249
- 123:leaf=0.0724255517,cover=0
- 124:leaf=0.0624485388,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=125,gain=305.255859,cover=9088
- 125:leaf=0.0905619785,cover=0
- 126:leaf=0.0721546561,cover=0
-booster[2]:
-0:[PialArea5<1.08978546] yes=1,no=2,missing=2,gain=40254,cover=5124388
- 1:[Area5<0.532936037] yes=3,no=4,missing=4,gain=28220,cover=4498312
- 3:[PialArea5<0.839144647] yes=7,no=8,missing=7,gain=4772.8125,cover=414042
- 7:[PialCurv5<-0.137075767] yes=15,no=16,missing=15,gain=3693.03125,cover=284692
- 15:[Area5<0.44435063] yes=31,no=32,missing=32,gain=2051.64062,cover=82396
- 31:[PialArea5<0.621054947] yes=63,no=64,missing=63,gain=381.980469,cover=29726
- 63:leaf=0.0574949645,cover=0
- 64:leaf=0.0720959529,cover=0
- 32:[PialArea5<0.730471373] yes=65,no=66,missing=65,gain=477.300781,cover=52670
- 65:leaf=0.0473563559,cover=0
- 66:leaf=0.0570083857,cover=0
- 16:[Area5<0.453641325] yes=33,no=34,missing=33,gain=2240.53125,cover=202296
- 33:[PialArea5<0.309935868] yes=67,no=68,missing=67,gain=421.6875,cover=58525
- 67:leaf=0.0456046984,cover=0
- 68:leaf=0.0802183449,cover=0
- 34:[Curv5<-0.174421206] yes=69,no=70,missing=69,gain=1251.78125,cover=143771
- 69:leaf=0.0617154539,cover=0
- 70:leaf=0.0715039298,cover=0
- 8:[Area5<0.4695113] yes=17,no=18,missing=18,gain=1211.9375,cover=129350
- 17:[PialArea5<0.940168262] yes=35,no=36,missing=35,gain=300.96875,cover=38736
- 35:[Area5<0.420677572] yes=71,no=72,missing=72,gain=168.726562,cover=28434
- 71:leaf=0.0901815295,cover=0
- 72:leaf=0.0816348344,cover=0
- 36:[Area5<0.420677572] yes=73,no=74,missing=74,gain=70.6132812,cover=10302
- 73:leaf=0.102327041,cover=0
- 74:leaf=0.0919447839,cover=0
- 18:[PialArea5<0.934356034] yes=37,no=38,missing=37,gain=899.640625,cover=90614
- 37:[PialCurv5<-0.117370568] yes=75,no=76,missing=75,gain=597.335938,cover=54891
- 75:leaf=0.06720566,cover=0
- 76:leaf=0.077666752,cover=0
- 38:[PialCurv5<-0.11578764] yes=77,no=78,missing=77,gain=186.945312,cover=35723
- 77:leaf=0.0791003108,cover=0
- 78:leaf=0.0864223763,cover=0
- 4:[PialCurv5<-0.111886919] yes=9,no=10,missing=9,gain=11334.5,cover=4084270
- 9:[PialArea5<0.908809483] yes=19,no=20,missing=20,gain=7211.125,cover=604924
- 19:[Curv5<-0.153417632] yes=39,no=40,missing=40,gain=1261.70312,cover=302042
- 39:[Area5<0.598585367] yes=79,no=80,missing=79,gain=1314.15625,cover=289105
- 79:leaf=0.0493198,cover=0
- 80:leaf=0.0424571447,cover=0
- 40:[Curv5<-0.0837168768] yes=81,no=82,missing=82,gain=245.978516,cover=12937
- 81:leaf=0.0579783432,cover=0
- 82:leaf=0.075992398,cover=0
- 20:[Area5<0.636136949] yes=41,no=42,missing=41,gain=5998.75,cover=302882
- 41:[PialArea5<0.987776101] yes=83,no=84,missing=84,gain=951.90625,cover=117687
- 83:leaf=0.0616066121,cover=0
- 84:leaf=0.0706521869,cover=0
- 42:[Area5<0.692729533] yes=85,no=86,missing=85,gain=898.421875,cover=185195
- 85:leaf=0.0549861602,cover=0
- 86:leaf=0.0479996353,cover=0
- 10:[Curv5<0.171955615] yes=21,no=22,missing=22,gain=10667.5,cover=3479346
- 21:[PialArea5<0.472106963] yes=43,no=44,missing=44,gain=13563.5,cover=3161653
- 43:[Curv5<0.129884616] yes=87,no=88,missing=87,gain=4652,cover=468943
- 87:leaf=0.0732416213,cover=0
- 88:leaf=0.0631899834,cover=0
- 44:[Area5<0.637240529] yes=89,no=90,missing=89,gain=10716,cover=2692710
- 89:leaf=0.0644047484,cover=0
- 90:leaf=0.0566931851,cover=0
- 22:[PialArea5<0.34410578] yes=45,no=46,missing=46,gain=3249.84375,cover=317693
- 45:[Curv5<0.20983994] yes=91,no=92,missing=91,gain=1741.4375,cover=125198
- 91:leaf=0.0619477108,cover=0
- 92:leaf=0.0501326136,cover=0
- 46:[Ecc<6.41291761] yes=93,no=94,missing=93,gain=748.65625,cover=192495
- 93:leaf=0.0430191308,cover=0
- 94:leaf=0.0492648259,cover=0
- 2:[Area5<0.714924753] yes=5,no=6,missing=5,gain=18487,cover=626076
- 5:[PialArea5<1.26501572] yes=11,no=12,missing=12,gain=5874.5,cover=261016
- 11:[Area5<0.630444467] yes=23,no=24,missing=23,gain=2852.28125,cover=197638
- 23:[Area5<0.562355936] yes=47,no=48,missing=48,gain=504.5625,cover=65691
- 47:[Area5<0.499970406] yes=95,no=96,missing=95,gain=84.9921875,cover=16974
- 95:leaf=0.101925015,cover=0
- 96:leaf=0.0926535726,cover=0
- 48:[PialArea5<1.16911256] yes=97,no=98,missing=98,gain=223.203125,cover=48717
- 97:leaf=0.0817246661,cover=0
- 98:leaf=0.0887705535,cover=0
- 24:[PialArea5<1.16911256] yes=49,no=50,missing=49,gain=668.75,cover=131947
- 49:[PialCurv5<-0.0990834236] yes=99,no=100,missing=99,gain=384.671875,cover=79432
- 99:leaf=0.0683022961,cover=0
- 100:leaf=0.0753647089,cover=0
- 50:[Curv5<-0.151772231] yes=101,no=102,missing=102,gain=211.28125,cover=52515
- 101:leaf=0.0768073201,cover=0
- 102:leaf=0.0843419358,cover=0
- 12:[PialArea5<1.4350239] yes=25,no=26,missing=26,gain=1172.96875,cover=63378
- 25:[Area5<0.640637577] yes=51,no=52,missing=52,gain=506.28125,cover=47717
- 51:[Curv5<-0.158538193] yes=103,no=104,missing=104,gain=117.96875,cover=15540
- 103:leaf=0.0974888951,cover=0
- 104:leaf=0.109458208,cover=0
- 52:[PialArea5<1.33957577] yes=105,no=106,missing=105,gain=152.914062,cover=32177
- 105:leaf=0.0855594873,cover=0
- 106:leaf=0.0926554799,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=54,gain=196.8125,cover=15661
- 53:[Area5<0.648839295] yes=107,no=108,missing=107,gain=68.1914062,cover=11068
- 107:leaf=0.109798372,cover=0
- 108:leaf=0.101248197,cover=0
- 54:[Curv5<-0.204921171] yes=109,no=110,missing=110,gain=32.7617188,cover=4593
- 109:leaf=0.111433737,cover=0
- 110:leaf=0.120619707,cover=0
- 6:[PialArea5<1.31770575] yes=13,no=14,missing=13,gain=6040.1875,cover=365060
- 13:[Area5<0.771817088] yes=27,no=28,missing=27,gain=1747.53125,cover=265851
- 27:[PialArea5<1.17753279] yes=55,no=56,missing=56,gain=997.15625,cover=124894
- 55:[Curv5<-0.130991504] yes=111,no=112,missing=111,gain=302.953125,cover=68619
- 111:leaf=0.0590437017,cover=0
- 112:leaf=0.0659552515,cover=0
- 56:[PialArea5<1.23851824] yes=113,no=114,missing=114,gain=176.484375,cover=56275
- 113:leaf=0.0680134743,cover=0
- 114:leaf=0.0736725554,cover=0
- 28:[PialArea5<1.19545019] yes=57,no=58,missing=57,gain=356.109375,cover=140957
- 57:[Curv5<-0.121808149] yes=115,no=116,missing=115,gain=289.070312,cover=75318
- 115:leaf=0.0524045937,cover=0
- 116:leaf=0.0586592816,cover=0
- 58:[Area5<0.827407002] yes=117,no=118,missing=117,gain=346.71875,cover=65639
- 117:leaf=0.0633891448,cover=0
- 118:leaf=0.0560425185,cover=0
- 14:[Area5<0.808195949] yes=29,no=30,missing=29,gain=3085.04688,cover=99209
- 29:[PialArea5<1.48916721] yes=59,no=60,missing=59,gain=1470.78125,cover=47726
- 59:[Area5<0.758003652] yes=119,no=120,missing=119,gain=295.054688,cover=35350
- 119:leaf=0.0847200975,cover=0
- 120:leaf=0.0755136386,cover=0
- 60:[MidArea5<1.21578133] yes=121,no=122,missing=121,gain=284.128906,cover=12376
- 121:leaf=0.0953010023,cover=0
- 122:leaf=0.112775944,cover=0
- 30:[PialArea5<1.48916721] yes=61,no=62,missing=61,gain=539.046875,cover=51483
- 61:[Area5<0.894858658] yes=123,no=124,missing=123,gain=261.082031,cover=33816
- 123:leaf=0.0665606037,cover=0
- 124:leaf=0.0570661016,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=125,gain=351.734375,cover=17667
- 125:leaf=0.0803048685,cover=0
- 126:leaf=0.0659315139,cover=0
-booster[3]:
-0:[PialArea5<1.07423365] yes=1,no=2,missing=1,gain=36458.5,cover=5124388
- 1:[Area5<0.529385149] yes=3,no=4,missing=3,gain=25406.5,cover=4438262
- 3:[Ecc<4.46987629] yes=7,no=8,missing=7,gain=4055.5,cover=392811
- 7:[PialArea5<0.898016751] yes=15,no=16,missing=16,gain=1688.25,cover=242172
- 15:[Area5<0.44435063] yes=31,no=32,missing=32,gain=1806.125,cover=192844
- 31:[PialCurv5<-0.133997425] yes=63,no=64,missing=63,gain=430.859375,cover=60684
- 63:leaf=0.0715365708,cover=0
- 64:leaf=0.0803184658,cover=0
- 32:[PialCurv5<-0.116576619] yes=65,no=66,missing=66,gain=1467.48438,cover=132160
- 65:leaf=0.0597586446,cover=0
- 66:leaf=0.0707039833,cover=0
- 16:[Area5<0.462054074] yes=33,no=34,missing=33,gain=388.09375,cover=49328
- 33:[Area5<0.420677572] yes=67,no=68,missing=67,gain=65.6523438,cover=12200
- 67:leaf=0.0941520259,cover=0
- 68:leaf=0.0857766867,cover=0
- 34:[PialCurv5<-0.11266306] yes=69,no=70,missing=69,gain=214.835938,cover=37128
- 69:leaf=0.0744843408,cover=0
- 70:leaf=0.0822120383,cover=0
- 8:[Curv5<-0.256378978] yes=17,no=18,missing=18,gain=1764.90625,cover=150639
- 17:[PialArea5<0.806151748] yes=35,no=36,missing=35,gain=1133.21875,cover=54199
- 35:[Area5<0.420677572] yes=71,no=72,missing=71,gain=417.863281,cover=37899
- 71:leaf=0.0606558695,cover=0
- 72:leaf=0.0471588187,cover=0
- 36:[Area5<0.462054074] yes=73,no=74,missing=73,gain=159.585938,cover=16300
- 73:leaf=0.0746695325,cover=0
- 74:leaf=0.0627638921,cover=0
- 18:[PialArea5<0.866999865] yes=37,no=38,missing=37,gain=530.1875,cover=96440
- 37:[Area5<0.4695113] yes=75,no=76,missing=75,gain=515.28125,cover=81405
- 75:leaf=0.069646053,cover=0
- 76:leaf=0.0612399578,cover=0
- 38:[Area5<0.489361584] yes=77,no=78,missing=77,gain=103.414062,cover=15035
- 77:leaf=0.0796818659,cover=0
- 78:leaf=0.0710513368,cover=0
- 4:[PialCurv5<-0.104067586] yes=9,no=10,missing=10,gain=10903,cover=4045451
- 9:[PialArea5<0.89536339] yes=19,no=20,missing=19,gain=6722.5,cover=695789
- 19:[Curv5<-0.143275946] yes=39,no=40,missing=39,gain=1545.32812,cover=324386
- 39:[Area5<0.59157455] yes=79,no=80,missing=79,gain=1405.8125,cover=308813
- 79:leaf=0.0473613031,cover=0
- 80:leaf=0.0404039994,cover=0
- 40:[Curv5<-0.0837168768] yes=81,no=82,missing=81,gain=264.410156,cover=15573
- 81:leaf=0.0556159578,cover=0
- 82:leaf=0.0711515024,cover=0
- 20:[Area5<0.629274011] yes=41,no=42,missing=41,gain=6963.6875,cover=371403
- 41:[PialArea5<0.968038738] yes=83,no=84,missing=83,gain=1048.26562,cover=137184
- 83:leaf=0.0583114438,cover=0
- 84:leaf=0.0670606643,cover=0
- 42:[Area5<0.684738636] yes=85,no=86,missing=85,gain=1145.14062,cover=234219
- 85:leaf=0.0523383729,cover=0
- 86:leaf=0.0452990755,cover=0
- 10:[Curv5<0.169394374] yes=21,no=22,missing=21,gain=9922,cover=3349662
- 21:[PialArea5<0.436710119] yes=43,no=44,missing=44,gain=12541.75,cover=3011464
- 43:[Curv5<0.135532871] yes=87,no=88,missing=87,gain=2848.0625,cover=329446
- 87:leaf=0.0710293651,cover=0
- 88:leaf=0.061709471,cover=0
- 44:[Area5<0.625618935] yes=89,no=90,missing=89,gain=8611.5,cover=2682018
- 89:leaf=0.0620459989,cover=0
- 90:leaf=0.0544603951,cover=0
- 22:[PialArea5<0.360595763] yes=45,no=46,missing=45,gain=3207.9375,cover=338198
- 45:[Curv5<0.20983994] yes=91,no=92,missing=91,gain=1953.35938,cover=157816
- 91:leaf=0.0579664782,cover=0
- 92:leaf=0.0467563681,cover=0
- 46:[Curv5<0.199476883] yes=93,no=94,missing=93,gain=624.78125,cover=180382
- 93:leaf=0.0455715172,cover=0
- 94:leaf=0.0395004563,cover=0
- 2:[Area5<0.706109285] yes=5,no=6,missing=5,gain=17744.375,cover=686126
- 5:[PialArea5<1.25128293] yes=11,no=12,missing=11,gain=5299.25,cover=267955
- 11:[Area5<0.619086087] yes=23,no=24,missing=24,gain=2578.65625,cover=204076
- 23:[Area5<0.554568231] yes=47,no=48,missing=47,gain=404.71875,cover=62441
- 47:[Area5<0.499970406] yes=95,no=96,missing=96,gain=82.640625,cover=16962
- 95:leaf=0.0959993154,cover=0
- 96:leaf=0.0875649303,cover=0
- 48:[PialCurv5<-0.11578764] yes=97,no=98,missing=97,gain=180.578125,cover=45479
- 97:leaf=0.0770883411,cover=0
- 98:leaf=0.083443962,cover=0
- 24:[PialArea5<1.15332794] yes=49,no=50,missing=49,gain=618.5,cover=141635
- 49:[PialCurv5<-0.101551421] yes=99,no=100,missing=99,gain=413.53125,cover=84545
- 99:leaf=0.0648810714,cover=0
- 100:leaf=0.0719416142,cover=0
- 50:[Area5<0.666510165] yes=101,no=102,missing=101,gain=209.78125,cover=57090
- 101:leaf=0.0780342892,cover=0
- 102:leaf=0.0719207898,cover=0
- 12:[PialArea5<1.39628088] yes=25,no=26,missing=25,gain=1037.70312,cover=63879
- 25:[Area5<0.619086087] yes=51,no=52,missing=51,gain=413.875,cover=44447
- 51:[Curv5<-0.155295327] yes=103,no=104,missing=104,gain=76.0546875,cover=10386
- 103:leaf=0.0937026963,cover=0
- 104:leaf=0.106257476,cover=0
- 52:[Curv5<-0.166574284] yes=105,no=106,missing=105,gain=154.820312,cover=34061
- 105:leaf=0.0819379017,cover=0
- 106:leaf=0.0895329714,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=53,gain=226.695312,cover=19432
- 53:[Area5<0.648839295] yes=107,no=108,missing=108,gain=97.6445312,cover=15449
- 107:leaf=0.103008568,cover=0
- 108:leaf=0.0946560577,cover=0
- 54:[Curv5<-0.203415334] yes=109,no=110,missing=109,gain=27.53125,cover=3983
- 109:leaf=0.106469393,cover=0
- 110:leaf=0.115518153,cover=0
- 6:[PialArea5<1.31770575] yes=13,no=14,missing=13,gain=6394.9375,cover=418171
- 13:[Area5<0.767325044] yes=27,no=28,missing=27,gain=1984.53125,cover=314684
- 27:[PialArea5<1.17753279] yes=55,no=56,missing=55,gain=1194.75,cover=151654
- 55:[Curv5<-0.129194111] yes=111,no=112,missing=111,gain=399.90625,cover=91444
- 111:leaf=0.0564188845,cover=0
- 112:leaf=0.0633528158,cover=0
- 56:[Ecc<1.85215485] yes=113,no=114,missing=113,gain=196.554688,cover=60210
- 113:leaf=0.0766435489,cover=0
- 114:leaf=0.0669911578,cover=0
- 28:[PialArea5<1.18617713] yes=57,no=58,missing=57,gain=438.109375,cover=163030
- 57:[Curv5<-0.121808149] yes=115,no=116,missing=115,gain=323.851562,cover=87447
- 115:leaf=0.0493433848,cover=0
- 116:leaf=0.0554691069,cover=0
- 58:[Area5<0.818724692] yes=117,no=118,missing=117,gain=381.046875,cover=75583
- 117:leaf=0.0606721044,cover=0
- 118:leaf=0.0535487905,cover=0
- 14:[Area5<0.797084928] yes=29,no=30,missing=30,gain=3172.48438,cover=103487
- 29:[PialArea5<1.48916721] yes=59,no=60,missing=59,gain=1313.89062,cover=46703
- 59:[Area5<0.754342616] yes=119,no=120,missing=119,gain=243.890625,cover=34517
- 119:leaf=0.0814026967,cover=0
- 120:leaf=0.0729495212,cover=0
- 60:[MidArea5<1.21578133] yes=121,no=122,missing=121,gain=254.859375,cover=12186
- 121:leaf=0.0923343524,cover=0
- 122:leaf=0.10933391,cover=0
- 30:[PialArea5<1.48916721] yes=61,no=62,missing=62,gain=554.820312,cover=56784
- 61:[Area5<0.864337862] yes=123,no=124,missing=123,gain=305.753906,cover=37782
- 123:leaf=0.065195322,cover=0
- 124:leaf=0.0561055057,cover=0
- 62:[Area5<0.877147377] yes=125,no=126,missing=126,gain=406.523438,cover=19002
- 125:leaf=0.0800067112,cover=0
- 126:leaf=0.0652314872,cover=0
-booster[4]:
-0:[PialArea5<1.1257062] yes=1,no=2,missing=2,gain=33003.5,cover=5124388
- 1:[Area5<0.559839368] yes=3,no=4,missing=3,gain=23653.5,cover=4620915
- 3:[PialArea5<0.879786193] yes=7,no=8,missing=7,gain=6557.375,cover=593638
- 7:[Area5<0.483568966] yes=15,no=16,missing=15,gain=4893.0625,cover=451168
- 15:[PialCurv5<-0.139269829] yes=31,no=32,missing=32,gain=1735.125,cover=168083
- 31:[Area5<0.404548973] yes=63,no=64,missing=63,gain=735.054688,cover=52614
- 63:leaf=0.0682355464,cover=0
- 64:leaf=0.0552062504,cover=0
- 32:[Area5<0.433531314] yes=65,no=66,missing=65,gain=625.796875,cover=115469
- 65:leaf=0.0745684654,cover=0
- 66:leaf=0.0670081079,cover=0
- 16:[Curv5<-0.18985194] yes=33,no=34,missing=33,gain=4358.375,cover=283085
- 33:[PialArea5<0.785624862] yes=67,no=68,missing=67,gain=1169.25781,cover=119075
- 67:leaf=0.0437711924,cover=0
- 68:leaf=0.0536987744,cover=0
- 34:[Curv5<0.15992938] yes=69,no=70,missing=69,gain=1818.89062,cover=164010
- 69:leaf=0.0625487119,cover=0
- 70:leaf=0.0426746123,cover=0
- 8:[Area5<0.489361584] yes=17,no=18,missing=17,gain=1008.625,cover=142470
- 17:[PialArea5<0.987776101] yes=35,no=36,missing=35,gain=248.109375,cover=38162
- 35:[Area5<0.44435063] yes=71,no=72,missing=71,gain=170.789062,cover=29077
- 71:leaf=0.0821861476,cover=0
- 72:leaf=0.0740178674,cover=0
- 36:[Area5<0.44435063] yes=73,no=74,missing=73,gain=60.1894531,cover=9085
- 73:leaf=0.0931743905,cover=0
- 74:leaf=0.0837524012,cover=0
- 18:[PialArea5<0.981038809] yes=37,no=38,missing=37,gain=901.203125,cover=104308
- 37:[PialCurv5<-0.111109555] yes=75,no=76,missing=75,gain=512.257812,cover=66830
- 75:leaf=0.0623389594,cover=0
- 76:leaf=0.0712365881,cover=0
- 38:[PialCurv5<-0.11032705] yes=77,no=78,missing=78,gain=168.875,cover=37478
- 77:leaf=0.0730103403,cover=0
- 78:leaf=0.0799265131,cover=0
- 4:[Ecc<1.15906882] yes=9,no=10,missing=9,gain=9224,cover=4027277
- 9:[Sulc0<-0.332174033] yes=19,no=20,missing=19,gain=1389.15625,cover=203270
- 19:[LGI5<2.42399812] yes=39,no=40,missing=39,gain=756.53125,cover=167619
- 39:[PialArea5<0.974509239] yes=79,no=80,missing=80,gain=438.921875,cover=106929
- 79:leaf=0.0650691092,cover=0
- 80:leaf=0.0726462826,cover=0
- 40:[PialArea5<0.994868398] yes=81,no=82,missing=82,gain=234.132812,cover=60690
- 81:leaf=0.0582178496,cover=0
- 82:leaf=0.0658007115,cover=0
- 20:[PialArea5<0.355263293] yes=41,no=42,missing=41,gain=341.605469,cover=35651
- 41:[Curv5<0.166947007] yes=83,no=84,missing=84,gain=179.720703,cover=3385
- 83:leaf=0.0834507868,cover=0
- 84:leaf=0.0595542602,cover=0
- 42:[PialCurv5<0.171042696] yes=85,no=86,missing=85,gain=334.433594,cover=32266
- 85:leaf=0.0555262975,cover=0
- 86:leaf=0.0447823331,cover=0
- 10:[Sulc0<0.354630351] yes=21,no=22,missing=22,gain=11657.5,cover=3824007
- 21:[PialArea5<0.987776101] yes=43,no=44,missing=43,gain=7191.25,cover=2793963
- 43:[Curv5<-0.139824241] yes=87,no=88,missing=87,gain=8558.75,cover=2270995
- 87:leaf=0.0435775407,cover=0
- 88:leaf=0.0504643694,cover=0
- 44:[Area5<0.691153347] yes=89,no=90,missing=89,gain=7403,cover=522968
- 89:leaf=0.0623744912,cover=0
- 90:leaf=0.0502293818,cover=0
- 22:[Curv5<0.155577481] yes=45,no=46,missing=45,gain=9430.375,cover=1030044
- 45:[MidArea5<0.656586885] yes=91,no=92,missing=91,gain=4844.5625,cover=710946
- 91:leaf=0.0621818602,cover=0
- 92:leaf=0.0534600392,cover=0
- 46:[PialArea5<0.317611694] yes=93,no=94,missing=93,gain=2428.28125,cover=319098
- 93:leaf=0.0557049029,cover=0
- 94:leaf=0.0460914709,cover=0
- 2:[Area5<0.730491161] yes=5,no=6,missing=6,gain=13841.0625,cover=503473
- 5:[PialArea5<1.31770575] yes=11,no=12,missing=11,gain=4369.375,cover=230146
- 11:[Area5<0.650824547] yes=23,no=24,missing=23,gain=2326.90625,cover=181141
- 23:[Area5<0.589787364] yes=47,no=48,missing=47,gain=456.921875,cover=69005
- 47:[Area5<0.536314785] yes=95,no=96,missing=95,gain=96.9726562,cover=21933
- 95:leaf=0.0911539942,cover=0
- 96:leaf=0.0835057124,cover=0
- 48:[PialArea5<1.20515823] yes=97,no=98,missing=98,gain=220.273438,cover=47072
- 97:leaf=0.0739868134,cover=0
- 98:leaf=0.081017755,cover=0
- 24:[PialArea5<1.21550834] yes=49,no=50,missing=50,gain=576.921875,cover=112136
- 49:[PialCurv5<-0.104067586] yes=99,no=100,missing=100,gain=264.992188,cover=71229
- 99:leaf=0.062160369,cover=0
- 100:leaf=0.0682803392,cover=0
- 50:[Curv5<-0.141545609] yes=101,no=102,missing=101,gain=155.984375,cover=40907
- 101:leaf=0.0710799396,cover=0
- 102:leaf=0.0788898692,cover=0
- 12:[PialArea5<1.48916721] yes=25,no=26,missing=25,gain=730.40625,cover=49005
- 25:[Area5<0.664770067] yes=51,no=52,missing=51,gain=354.953125,cover=36928
- 51:[Curv5<-0.158538193] yes=103,no=104,missing=103,gain=114.726562,cover=15277
- 103:leaf=0.0894440338,cover=0
- 104:leaf=0.10084188,cover=0
- 52:[Curv5<-0.148390457] yes=105,no=106,missing=105,gain=114.136719,cover=21651
- 105:leaf=0.0796432048,cover=0
- 106:leaf=0.0886949003,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=53,gain=101.464844,cover=12077
- 53:[Curv5<-0.174421206] yes=107,no=108,missing=107,gain=39.0488281,cover=6435
- 107:leaf=0.0925082043,cover=0
- 108:leaf=0.101076022,cover=0
- 54:[Curv5<-0.198884338] yes=109,no=110,missing=109,gain=40.1054688,cover=5642
- 109:leaf=0.100053631,cover=0
- 110:leaf=0.108955838,cover=0
- 6:[PialArea5<1.39628088] yes=13,no=14,missing=13,gain=3547.625,cover=273327
- 13:[Area5<0.797084928] yes=27,no=28,missing=28,gain=1309,cover=219327
- 27:[PialArea5<1.25128293] yes=55,no=56,missing=55,gain=901.515625,cover=120380
- 55:[Curv5<-0.112134233] yes=111,no=112,missing=111,gain=225.125,cover=80793
- 111:leaf=0.0553738587,cover=0
- 112:leaf=0.0614567809,cover=0
- 56:[Ecc<2.19188094] yes=113,no=114,missing=113,gain=119.4375,cover=39587
- 113:leaf=0.0742373466,cover=0
- 114:leaf=0.0651892573,cover=0
- 28:[PialArea5<1.25128293] yes=57,no=58,missing=57,gain=286.148438,cover=98947
- 57:[Curv5<-0.12365336] yes=115,no=116,missing=115,gain=129.835938,cover=53845
- 115:leaf=0.0476369075,cover=0
- 116:leaf=0.0526373498,cover=0
- 58:[Area5<0.877147377] yes=117,no=118,missing=117,gain=235.476562,cover=45102
- 117:leaf=0.0574840568,cover=0
- 118:leaf=0.04956384,cover=0
- 14:[Area5<0.827407002] yes=29,no=30,missing=29,gain=1754.98438,cover=54000
- 29:[PialArea5<1.57955706] yes=59,no=60,missing=60,gain=662.882812,cover=26184
- 59:[Area5<0.771817088] yes=119,no=120,missing=119,gain=158.328125,cover=20052
- 119:leaf=0.0807327703,cover=0
- 120:leaf=0.071707204,cover=0
- 60:[Curv5<-0.138079464] yes=121,no=122,missing=122,gain=66.5097656,cover=6132
- 121:leaf=0.0920320302,cover=0
- 122:leaf=0.106285214,cover=0
- 30:[Area5<0.924216449] yes=61,no=62,missing=62,gain=205.742188,cover=27816
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=124,gain=224.408203,cover=16902
- 123:leaf=0.0623656772,cover=0
- 124:leaf=0.0762524605,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=125,gain=85.9257812,cover=10914
- 125:leaf=0.0529031046,cover=0
- 126:leaf=0.0619910471,cover=0
-booster[5]:
-0:[PialArea5<1.05969977] yes=1,no=2,missing=2,gain=29990.5,cover=5124388
- 1:[Area5<0.525751591] yes=3,no=4,missing=3,gain=20746,cover=4377934
- 3:[PialCurv5<-0.144106165] yes=7,no=8,missing=8,gain=3313.9375,cover=371968
- 7:[PialArea5<0.795950115] yes=15,no=16,missing=15,gain=1089.53125,cover=84805
- 15:[Area5<0.420677572] yes=31,no=32,missing=31,gain=1020.92969,cover=51020
- 31:[PialArea5<0.494012713] yes=63,no=64,missing=63,gain=210.507812,cover=14330
- 63:leaf=0.0391057692,cover=0
- 64:leaf=0.0615137927,cover=0
- 32:[PialArea5<0.693130434] yes=65,no=66,missing=66,gain=245.154297,cover=36690
- 65:leaf=0.0388572402,cover=0
- 66:leaf=0.0472505726,cover=0
- 16:[Area5<0.453641325] yes=33,no=34,missing=33,gain=379.0625,cover=33785
- 33:[Area5<0.404548973] yes=67,no=68,missing=67,gain=67.03125,cover=9748
- 67:leaf=0.0747384131,cover=0
- 68:leaf=0.0655611157,cover=0
- 34:[PialArea5<0.906120181] yes=69,no=70,missing=69,gain=229.455078,cover=24037
- 69:leaf=0.0533686168,cover=0
- 70:leaf=0.0640229285,cover=0
- 8:[PialArea5<0.81902951] yes=17,no=18,missing=18,gain=1892.3125,cover=287163
- 17:[Area5<0.44435063] yes=35,no=36,missing=36,gain=1394.5,cover=180389
- 35:[PialArea5<0.375788301] yes=71,no=72,missing=71,gain=338.609375,cover=50070
- 71:leaf=0.0414671861,cover=0
- 72:leaf=0.0688748658,cover=0
- 36:[Curv5<-0.175970852] yes=73,no=74,missing=74,gain=1167.14062,cover=130319
- 73:leaf=0.0523062833,cover=0
- 74:leaf=0.0620858185,cover=0
- 18:[Area5<0.4695113] yes=37,no=38,missing=37,gain=736.09375,cover=106774
- 37:[PialArea5<0.931472182] yes=75,no=76,missing=76,gain=155.632812,cover=37497
- 75:leaf=0.0733436942,cover=0
- 76:leaf=0.0808809623,cover=0
- 38:[PialArea5<0.925796032] yes=77,no=78,missing=77,gain=404.851562,cover=69277
- 77:leaf=0.0636019185,cover=0
- 78:leaf=0.0715723559,cover=0
- 4:[PialCurv5<-0.102360219] yes=9,no=10,missing=9,gain=9794.5,cover=4005966
- 9:[PialArea5<0.879786193] yes=19,no=20,missing=19,gain=5274.9375,cover=701740
- 19:[Curv5<-0.150053754] yes=39,no=40,missing=39,gain=1400.29688,cover=304765
- 39:[Area5<0.589787364] yes=79,no=80,missing=79,gain=1136.8125,cover=284633
- 79:leaf=0.042085655,cover=0
- 80:leaf=0.0356099904,cover=0
- 40:[Curv5<-0.0943295062] yes=81,no=82,missing=81,gain=306.59375,cover=20132
- 81:leaf=0.0483214855,cover=0
- 82:leaf=0.0628030822,cover=0
- 20:[Area5<0.631603718] yes=41,no=42,missing=41,gain=6371.03125,cover=396975
- 41:[PialArea5<0.949094117] yes=83,no=84,missing=84,gain=988.546875,cover=159582
- 83:leaf=0.0513812974,cover=0
- 84:leaf=0.059266407,cover=0
- 42:[Area5<0.684738636] yes=85,no=86,missing=85,gain=835.375,cover=237393
- 85:leaf=0.0458945855,cover=0
- 86:leaf=0.0399273559,cover=0
- 10:[Curv5<0.18040961] yes=21,no=22,missing=21,gain=8691.5,cover=3304226
- 21:[PialArea5<0.409017563] yes=43,no=44,missing=43,gain=9959.75,cover=3045247
- 43:[Curv5<0.143178418] yes=87,no=88,missing=87,gain=2664.75,cover=288123
- 87:leaf=0.0653328449,cover=0
- 88:leaf=0.05567801,cover=0
- 44:[Ecc<1.26157856] yes=89,no=90,missing=90,gain=7628,cover=2757124
- 89:leaf=0.0601392761,cover=0
- 90:leaf=0.0496182851,cover=0
- 22:[PialArea5<0.301675379] yes=45,no=46,missing=46,gain=2218.17188,cover=258979
- 45:[Curv5<0.233002663] yes=91,no=92,missing=91,gain=782.105469,cover=57324
- 91:leaf=0.0546982847,cover=0
- 92:leaf=0.0424674265,cover=0
- 46:[Ecc<6.58772182] yes=93,no=94,missing=94,gain=749.15625,cover=201655
- 93:leaf=0.0364445746,cover=0
- 94:leaf=0.0425656065,cover=0
- 2:[Area5<0.703760326] yes=5,no=6,missing=5,gain=15578.125,cover=746454
- 5:[PialArea5<1.23851824] yes=11,no=12,missing=12,gain=4604.125,cover=291532
- 11:[Area5<0.616426587] yes=23,no=24,missing=23,gain=2366.46875,cover=222635
- 23:[Area5<0.554568231] yes=47,no=48,missing=48,gain=353.125,cover=68332
- 47:[Area5<0.483568966] yes=95,no=96,missing=96,gain=87.3007812,cover=20078
- 95:leaf=0.0882342234,cover=0
- 96:leaf=0.0787347257,cover=0
- 48:[PialCurv5<-0.11266306] yes=97,no=98,missing=97,gain=194.953125,cover=48254
- 97:leaf=0.0691481009,cover=0
- 98:leaf=0.0755447224,cover=0
- 24:[PialCurv5<-0.106427588] yes=49,no=50,missing=49,gain=619.796875,cover=154303
- 49:[PialArea5<1.14602101] yes=99,no=100,missing=99,gain=340.226562,cover=79362
- 99:leaf=0.0576559976,cover=0
- 100:leaf=0.0643918961,cover=0
- 50:[Ecc<1.46579576] yes=101,no=102,missing=101,gain=318.953125,cover=74941
- 101:leaf=0.0738304704,cover=0
- 102:leaf=0.0651288852,cover=0
- 12:[PialArea5<1.39628088] yes=25,no=26,missing=26,gain=934.15625,cover=68897
- 25:[Area5<0.615061462] yes=51,no=52,missing=51,gain=398,cover=50074
- 51:[Curv5<-0.166574284] yes=103,no=104,missing=103,gain=70.2070312,cover=11159
- 103:leaf=0.0843965337,cover=0
- 104:leaf=0.0947846547,cover=0
- 52:[Curv5<-0.166574284] yes=105,no=106,missing=105,gain=146.242188,cover=38915
- 105:leaf=0.0737025067,cover=0
- 106:leaf=0.0806295052,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=54,gain=173.839844,cover=18823
- 53:[Area5<0.620557249] yes=107,no=108,missing=107,gain=81.578125,cover=14988
- 107:leaf=0.0962343737,cover=0
- 108:leaf=0.0867617205,cover=0
- 54:[LGI5<2.44639945] yes=109,no=110,missing=109,gain=26.0068359,cover=3835
- 109:leaf=0.105198197,cover=0
- 110:leaf=0.0963431075,cover=0
- 6:[PialArea5<1.28208315] yes=13,no=14,missing=13,gain=5870.8125,cover=454922
- 13:[Area5<0.759248734] yes=27,no=28,missing=27,gain=1610.96875,cover=322370
- 27:[PialArea5<1.16111541] yes=55,no=56,missing=55,gain=759.390625,cover=144364
- 55:[Curv5<-0.129194111] yes=111,no=112,missing=111,gain=414.515625,cover=89497
- 111:leaf=0.0503648296,cover=0
- 112:leaf=0.0574715026,cover=0
- 56:[Curv5<-0.144993886] yes=113,no=114,missing=113,gain=183.09375,cover=54867
- 113:leaf=0.0583900176,cover=0
- 114:leaf=0.0645982102,cover=0
- 28:[Curv5<-0.127358407] yes=57,no=58,missing=57,gain=398.015625,cover=178006
- 57:[PialArea5<1.16911256] yes=115,no=116,missing=115,gain=335.148438,cover=100763
- 115:leaf=0.0437116288,cover=0
- 116:leaf=0.0494866073,cover=0
- 58:[Ecc<18.5999508] yes=117,no=118,missing=118,gain=468.578125,cover=77243
- 117:leaf=0.0537009835,cover=0
- 118:leaf=0.0448936373,cover=0
- 14:[Area5<0.794681609] yes=29,no=30,missing=29,gain=2847.40625,cover=132552
- 29:[PialArea5<1.48916721] yes=59,no=60,missing=59,gain=1435.52344,cover=61978
- 59:[Area5<0.749596059] yes=119,no=120,missing=120,gain=265.351562,cover=49796
- 119:leaf=0.0720791593,cover=0
- 120:leaf=0.0647534877,cover=0
- 60:[MidArea5<1.21578133] yes=121,no=122,missing=121,gain=217.804688,cover=12182
- 121:leaf=0.0837589577,cover=0
- 122:leaf=0.0995331481,cover=0
- 30:[PialArea5<1.48916721] yes=61,no=62,missing=61,gain=594.46875,cover=70574
- 61:[Area5<0.864337862] yes=123,no=124,missing=123,gain=320.019531,cover=51279
- 123:leaf=0.0579178929,cover=0
- 124:leaf=0.0498634242,cover=0
- 62:[Area5<0.854415178] yes=125,no=126,missing=125,gain=354.529297,cover=19295
- 125:leaf=0.0743363723,cover=0
- 126:leaf=0.06003014,cover=0
-booster[6]:
-0:[PialArea5<1.06921077] yes=1,no=2,missing=1,gain=27114.5,cover=5124388
- 1:[Area5<0.554568231] yes=3,no=4,missing=3,gain=19099.5,cover=4417969
- 3:[Ecc<4.27275372] yes=7,no=8,missing=8,gain=4539.6875,cover=545285
- 7:[Area5<0.476400614] yes=15,no=16,missing=15,gain=1845.21875,cover=312318
- 15:[PialCurv5<-0.126528949] yes=31,no=32,missing=32,gain=662.328125,cover=116342
- 31:[Area5<0.404548973] yes=63,no=64,missing=63,gain=362.828125,cover=47223
- 63:leaf=0.067621626,cover=0
- 64:leaf=0.0581177473,cover=0
- 32:[PialArea5<0.834082127] yes=65,no=66,missing=66,gain=343.390625,cover=69119
- 65:leaf=0.0664314628,cover=0
- 66:leaf=0.0741402134,cover=0
- 16:[PialArea5<0.903379142] yes=33,no=34,missing=34,gain=1628.32812,cover=195976
- 33:[PialCurv5<-0.11578764] yes=67,no=68,missing=68,gain=1179.17188,cover=145692
- 67:leaf=0.0481698215,cover=0
- 68:leaf=0.0579625033,cover=0
- 34:[PialCurv5<-0.111109555] yes=69,no=70,missing=69,gain=270.695312,cover=50284
- 69:leaf=0.0621889122,cover=0
- 70:leaf=0.0696074888,cover=0
- 8:[Curv5<-0.247622609] yes=17,no=18,missing=18,gain=1830.25,cover=232967
- 17:[PialArea5<0.824056447] yes=35,no=36,missing=35,gain=1520.70312,cover=86634
- 35:[Area5<0.44435063] yes=71,no=72,missing=71,gain=510.890625,cover=59485
- 71:leaf=0.0501601174,cover=0
- 72:leaf=0.0387812667,cover=0
- 36:[PialArea5<0.920147538] yes=73,no=74,missing=73,gain=195.460938,cover=27149
- 73:leaf=0.0523110293,cover=0
- 74:leaf=0.0612138398,cover=0
- 18:[Curv5<0.124281213] yes=37,no=38,missing=37,gain=706.40625,cover=146333
- 37:[Area5<0.489361584] yes=75,no=76,missing=75,gain=611.859375,cover=138279
- 75:leaf=0.0605474524,cover=0
- 76:leaf=0.0533931851,cover=0
- 38:[Curv5<0.233002663] yes=77,no=78,missing=77,gain=72.7978516,cover=8054
- 77:leaf=0.0443042777,cover=0
- 78:leaf=0.0345555544,cover=0
- 4:[Curv5<-0.143275946] yes=9,no=10,missing=9,gain=9846.5,cover=3872684
- 9:[PialArea5<0.900697351] yes=19,no=20,missing=19,gain=7015,cover=873354
- 19:[Area5<0.620557249] yes=39,no=40,missing=40,gain=1347.07812,cover=404658
- 39:[PialArea5<0.816499233] yes=79,no=80,missing=79,gain=1347.65625,cover=186708
- 79:leaf=0.0364603363,cover=0
- 80:leaf=0.0449968837,cover=0
- 40:[PialCurv5<-0.0819871053] yes=81,no=82,missing=81,gain=327.429688,cover=217950
- 81:leaf=0.0337205902,cover=0
- 82:leaf=0.0391537324,cover=0
- 20:[Area5<0.654657125] yes=41,no=42,missing=41,gain=7107.375,cover=468696
- 41:[PialArea5<0.961681247] yes=83,no=84,missing=83,gain=1052.60938,cover=211595
- 83:leaf=0.0489523374,cover=0
- 84:leaf=0.0560709499,cover=0
- 42:[Area5<0.713311911] yes=85,no=86,missing=85,gain=967.984375,cover=257101
- 85:leaf=0.043348778,cover=0
- 86:leaf=0.0371718816,cover=0
- 10:[Curv5<0.15992938] yes=21,no=22,missing=21,gain=7947.75,cover=2999330
- 21:[PialArea5<0.494012713] yes=43,no=44,missing=43,gain=11054.5,cover=2587717
- 43:[Curv5<0.120553598] yes=87,no=88,missing=88,gain=3151.125,cover=463666
- 87:leaf=0.0608699806,cover=0
- 88:leaf=0.0525323339,cover=0
- 44:[Area5<0.65839982] yes=89,no=90,missing=89,gain=5438,cover=2124051
- 89:leaf=0.0521041118,cover=0
- 90:leaf=0.0461519957,cover=0
- 22:[PialArea5<0.375788301] yes=45,no=46,missing=45,gain=3838.625,cover=411613
- 45:[Curv5<0.199476883] yes=91,no=92,missing=91,gain=2416.75,cover=206337
- 91:leaf=0.051445026,cover=0
- 92:leaf=0.0405902267,cover=0
- 46:[Ecc<6.58772182] yes=93,no=94,missing=93,gain=658.507812,cover=205276
- 93:leaf=0.0339707993,cover=0
- 94:leaf=0.0396374613,cover=0
- 2:[Area5<0.710880876] yes=5,no=6,missing=6,gain=13574.75,cover=706419
- 5:[PialArea5<1.26501572] yes=11,no=12,missing=11,gain=4296.40625,cover=292734
- 11:[Area5<0.640637577] yes=23,no=24,missing=23,gain=2284.03125,cover=232299
- 23:[Area5<0.57817024] yes=47,no=48,missing=47,gain=546.8125,cover=96518
- 47:[Area5<0.513795495] yes=95,no=96,missing=95,gain=115.078125,cover=30930
- 95:leaf=0.081017442,cover=0
- 96:leaf=0.073426418,cover=0
- 48:[PialCurv5<-0.113441773] yes=97,no=98,missing=97,gain=259.679688,cover=65588
- 97:leaf=0.0637310222,cover=0
- 98:leaf=0.0700452998,cover=0
- 24:[PialArea5<1.16111541] yes=49,no=50,missing=49,gain=533.65625,cover=135781
- 49:[PialCurv5<-0.0957419723] yes=99,no=100,missing=99,gain=373.9375,cover=85642
- 99:leaf=0.0543506928,cover=0
- 100:leaf=0.0611081831,cover=0
- 50:[Curv5<-0.141545609] yes=101,no=102,missing=101,gain=177.265625,cover=50139
- 101:leaf=0.0621118322,cover=0
- 102:leaf=0.0697421879,cover=0
- 12:[PialArea5<1.4350239] yes=25,no=26,missing=25,gain=746.3125,cover=60435
- 25:[Area5<0.653711498] yes=51,no=52,missing=52,gain=335.632812,cover=45548
- 51:[Curv5<-0.151772231] yes=103,no=104,missing=103,gain=113.035156,cover=19815
- 103:leaf=0.0787684768,cover=0
- 104:leaf=0.0897131562,cover=0
- 52:[Curv5<-0.146701202] yes=105,no=106,missing=105,gain=99.734375,cover=25733
- 105:leaf=0.0701173767,cover=0
- 106:leaf=0.0781464502,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=54,gain=113.5,cover=14887
- 53:[Curv5<-0.175970852] yes=107,no=108,missing=108,gain=60.5136719,cover=10571
- 107:leaf=0.0827248096,cover=0
- 108:leaf=0.0909104347,cover=0
- 54:[MidArea5<1.21578133] yes=109,no=110,missing=110,gain=26.3115234,cover=4316
- 109:leaf=0.0931762084,cover=0
- 110:leaf=0.103661053,cover=0
- 6:[PialArea5<1.28208315] yes=13,no=14,missing=13,gain=4736.6875,cover=413685
- 13:[Area5<0.776627541] yes=27,no=28,missing=27,gain=1206.6875,cover=285719
- 27:[PialArea5<1.16911256] yes=55,no=56,missing=55,gain=680.234375,cover=155782
- 55:[Curv5<-0.114048101] yes=111,no=112,missing=111,gain=358.875,cover=96397
- 111:leaf=0.0474392399,cover=0
- 112:leaf=0.0540974326,cover=0
- 56:[Curv5<-0.143275946] yes=113,no=114,missing=113,gain=168.359375,cover=59385
- 113:leaf=0.0543534718,cover=0
- 114:leaf=0.0600121729,cover=0
- 28:[Curv5<-0.127358407] yes=57,no=58,missing=57,gain=264.953125,cover=129937
- 57:[PialArea5<1.16911256] yes=115,no=116,missing=116,gain=170.992188,cover=72698
- 115:leaf=0.0409004688,cover=0
- 116:leaf=0.0457726792,cover=0
- 58:[Ecc<18.3223667] yes=117,no=118,missing=117,gain=280.097656,cover=57239
- 117:leaf=0.0502346046,cover=0
- 118:leaf=0.0424149409,cover=0
- 14:[Area5<0.797084928] yes=29,no=30,missing=29,gain=2313.85938,cover=127966
- 29:[PialArea5<1.48916721] yes=59,no=60,missing=59,gain=1220.92188,cover=58934
- 59:[PialArea5<1.39628088] yes=119,no=120,missing=119,gain=238.117188,cover=47377
- 119:leaf=0.0622517727,cover=0
- 120:leaf=0.0703463703,cover=0
- 60:[MidArea5<1.21578133] yes=121,no=122,missing=121,gain=195.292969,cover=11557
- 121:leaf=0.0787659287,cover=0
- 122:leaf=0.0939674899,cover=0
- 30:[PialArea5<1.48916721] yes=61,no=62,missing=61,gain=525.460938,cover=69032
- 61:[Area5<0.864337862] yes=123,no=124,missing=124,gain=272.789062,cover=50030
- 123:leaf=0.0548720546,cover=0
- 124:leaf=0.0473703705,cover=0
- 62:[Area5<0.894858658] yes=125,no=126,missing=125,gain=312.363281,cover=19002
- 125:leaf=0.0677420869,cover=0
- 126:leaf=0.0548840463,cover=0
-booster[7]:
-0:[PialArea5<1.11947823] yes=1,no=2,missing=2,gain=24586.5,cover=5124388
- 1:[Area5<0.56946665] yes=3,no=4,missing=3,gain=17891.5,cover=4600898
- 3:[PialArea5<0.849116743] yes=7,no=8,missing=7,gain=6047.375,cover=669242
- 7:[Area5<0.489361584] yes=15,no=16,missing=15,gain=3833.6875,cover=456482
- 15:[PialCurv5<-0.135003537] yes=31,no=32,missing=32,gain=1423.0625,cover=167370
- 31:[Area5<0.404548973] yes=63,no=64,missing=63,gain=729.054688,cover=58367
- 63:leaf=0.0587320402,cover=0
- 64:leaf=0.0462884158,cover=0
- 32:[Ecc<3.41847086] yes=65,no=66,missing=65,gain=517.515625,cover=109003
- 65:leaf=0.0621945038,cover=0
- 66:leaf=0.0551072657,cover=0
- 16:[Curv5<-0.180574343] yes=33,no=34,missing=33,gain=3990.76562,cover=289112
- 33:[PialArea5<0.753297985] yes=67,no=68,missing=67,gain=668.210938,cover=116660
- 67:leaf=0.035180103,cover=0
- 68:leaf=0.0428031608,cover=0
- 34:[Curv5<0.147363082] yes=69,no=70,missing=69,gain=1914.90625,cover=172452
- 69:leaf=0.0532705858,cover=0
- 70:leaf=0.0364930369,cover=0
- 8:[PialArea5<0.955112517] yes=17,no=18,missing=17,gain=1207.0625,cover=212760
- 17:[Area5<0.489361584] yes=35,no=36,missing=35,gain=1079.48438,cover=136654
- 35:[Area5<0.433531314] yes=71,no=72,missing=71,gain=197.257812,cover=39251
- 71:leaf=0.0702398643,cover=0
- 72:leaf=0.0622688942,cover=0
- 36:[PialCurv5<-0.105644517] yes=73,no=74,missing=73,gain=809.703125,cover=97403
- 73:leaf=0.0511439107,cover=0
- 74:leaf=0.0605964735,cover=0
- 18:[Area5<0.489361584] yes=37,no=38,missing=37,gain=379.070312,cover=76106
- 37:[Area5<0.44435063] yes=75,no=76,missing=75,gain=82.5078125,cover=14585
- 75:leaf=0.0786695108,cover=0
- 76:leaf=0.070197396,cover=0
- 38:[PialCurv5<-0.109546423] yes=77,no=78,missing=78,gain=303.8125,cover=61521
- 77:leaf=0.060798835,cover=0
- 78:leaf=0.0680325627,cover=0
- 4:[Sulc0<0.41245693] yes=9,no=10,missing=9,gain=8044.75,cover=3931656
- 9:[Ecc<1.31300318] yes=19,no=20,missing=19,gain=8899,cover=3023106
- 19:[Sulc0<-0.34506914] yes=39,no=40,missing=39,gain=1318.53125,cover=221213
- 39:[LGI5<2.37953305] yes=79,no=80,missing=79,gain=756.78125,cover=175847
- 79:leaf=0.0581752434,cover=0
- 80:leaf=0.0516090877,cover=0
- 40:[PialArea5<0.38075453] yes=81,no=82,missing=81,gain=385.007812,cover=45366
- 81:leaf=0.058325883,cover=0
- 82:leaf=0.0436464101,cover=0
- 20:[PialArea5<0.994868398] yes=41,no=42,missing=42,gain=4809.375,cover=2801893
- 41:[Curv5<-0.127358407] yes=83,no=84,missing=84,gain=7016,cover=2340647
- 83:leaf=0.0371610224,cover=0
- 84:leaf=0.0432532839,cover=0
- 42:[Area5<0.699748635] yes=85,no=86,missing=85,gain=4890.59375,cover=461246
- 85:leaf=0.053039249,cover=0
- 86:leaf=0.0426432751,cover=0
- 10:[Curv5<0.151368812] yes=21,no=22,missing=21,gain=6940.3125,cover=908550
- 21:[Pol<69.6327286] yes=43,no=44,missing=43,gain=4436.1875,cover=587318
- 43:[Ecc<27.7987404] yes=87,no=88,missing=88,gain=758.660156,cover=88597
- 87:leaf=0.0538937263,cover=0
- 88:leaf=0.039780762,cover=0
- 44:[PialArea5<0.38075453] yes=89,no=90,missing=89,gain=1792.625,cover=498721
- 89:leaf=0.0602002256,cover=0
- 90:leaf=0.0522807017,cover=0
- 22:[PialArea5<0.324585885] yes=45,no=46,missing=46,gain=2047.53125,cover=321232
- 45:[Curv5<0.195079193] yes=91,no=92,missing=91,gain=1578.82812,cover=104016
- 91:leaf=0.0544138812,cover=0
- 92:leaf=0.0420835279,cover=0
- 46:[Curv5<0.190557376] yes=93,no=94,missing=93,gain=1071.07812,cover=217216
- 93:leaf=0.0422078334,cover=0
- 94:leaf=0.0345310867,cover=0
- 2:[Area5<0.733255386] yes=5,no=6,missing=5,gain=10591.5,cover=523490
- 5:[PialArea5<1.31770575] yes=11,no=12,missing=12,gain=3545.90625,cover=247924
- 11:[Area5<0.659308732] yes=23,no=24,missing=23,gain=2016.78125,cover=197498
- 23:[Area5<0.598585367] yes=47,no=48,missing=47,gain=445.78125,cover=83869
- 47:[PialArea5<1.18617713] yes=95,no=96,missing=95,gain=116.59375,cover=28609
- 95:leaf=0.0698160976,cover=0
- 96:leaf=0.0763194785,cover=0
- 48:[PialArea5<1.20515823] yes=97,no=98,missing=97,gain=199.976562,cover=55260
- 97:leaf=0.062581338,cover=0
- 98:leaf=0.0688236505,cover=0
- 24:[PialArea5<1.21550834] yes=49,no=50,missing=49,gain=463.5,cover=113629
- 49:[PialCurv5<-0.104067586] yes=99,no=100,missing=99,gain=225.695312,cover=74299
- 99:leaf=0.052217342,cover=0
- 100:leaf=0.0577435754,cover=0
- 50:[Curv5<-0.139824241] yes=101,no=102,missing=102,gain=123.398438,cover=39330
- 101:leaf=0.0603189357,cover=0
- 102:leaf=0.0674065873,cover=0
- 12:[PialArea5<1.48916721] yes=25,no=26,missing=26,gain=565.257812,cover=50426
- 25:[Area5<0.664770067] yes=51,no=52,missing=51,gain=286.171875,cover=37963
- 51:[Curv5<-0.158538193] yes=103,no=104,missing=103,gain=92.03125,cover=15277
- 103:leaf=0.0769303292,cover=0
- 104:leaf=0.0871274397,cover=0
- 52:[Curv5<-0.148390457] yes=105,no=106,missing=105,gain=102.085938,cover=22686
- 105:leaf=0.0681613609,cover=0
- 106:leaf=0.0764932185,cover=0
- 26:[MidArea5<1.21578133] yes=53,no=54,missing=54,gain=80.8359375,cover=12463
- 53:[Curv5<-0.174421206] yes=107,no=108,missing=107,gain=62,cover=11023
- 107:leaf=0.0815265551,cover=0
- 108:leaf=0.0896182135,cover=0
- 54:[LGI5<2.45281005] yes=109,no=110,missing=109,gain=16.3701172,cover=1440
- 109:leaf=0.103033282,cover=0
- 110:leaf=0.0912142694,cover=0
- 6:[PialArea5<1.39628088] yes=13,no=14,missing=13,gain=2682.34375,cover=275566
- 13:[Area5<0.805150867] yes=27,no=28,missing=27,gain=945.53125,cover=222352
- 27:[PialArea5<1.23851824] yes=55,no=56,missing=55,gain=727.078125,cover=132890
- 55:[PialCurv5<-0.0905637741] yes=111,no=112,missing=111,gain=202.070312,cover=84424
- 111:leaf=0.0455589853,cover=0
- 112:leaf=0.0504677668,cover=0
- 56:[LGI5<2.48603988] yes=113,no=114,missing=113,gain=125.652344,cover=48466
- 113:leaf=0.0602949746,cover=0
- 114:leaf=0.054196354,cover=0
- 28:[PialArea5<1.25128293] yes=57,no=58,missing=57,gain=194.296875,cover=89462
- 57:[Curv5<-0.115945198] yes=115,no=116,missing=115,gain=89.515625,cover=48694
- 115:leaf=0.0402108841,cover=0
- 116:leaf=0.0446340553,cover=0
- 58:[Area5<0.877147377] yes=117,no=118,missing=117,gain=152.128906,cover=40768
- 117:leaf=0.0487483591,cover=0
- 118:leaf=0.0422320068,cover=0
- 14:[Area5<0.827407002] yes=29,no=30,missing=29,gain=1244.85938,cover=53214
- 29:[PialArea5<1.57955706] yes=59,no=60,missing=59,gain=491.855469,cover=25398
- 59:[Area5<0.778322995] yes=119,no=120,missing=119,gain=106.746094,cover=19447
- 119:leaf=0.0684784874,cover=0
- 120:leaf=0.0610106401,cover=0
- 60:[Curv5<-0.138079464] yes=121,no=122,missing=121,gain=61.0488281,cover=5951
- 121:leaf=0.0787715539,cover=0
- 122:leaf=0.0925170556,cover=0
- 30:[Area5<0.924216449] yes=61,no=62,missing=61,gain=168.851562,cover=27816
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=123,gain=178.666016,cover=16902
- 123:leaf=0.0535832234,cover=0
- 124:leaf=0.06597092,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=125,gain=68.9892578,cover=10914
- 125:leaf=0.045010075,cover=0
- 126:leaf=0.0531477593,cover=0
-booster[8]:
-0:[PialArea5<1.04617453] yes=1,no=2,missing=2,gain=22401.25,cover=5124388
- 1:[Area5<0.517926872] yes=3,no=4,missing=3,gain=15465.25,cover=4317886
- 3:[PialCurv5<-0.148241684] yes=7,no=8,missing=7,gain=2379.25,cover=332346
- 7:[PialArea5<0.750515759] yes=15,no=16,missing=16,gain=720.230469,cover=66457
- 15:[Area5<0.380439579] yes=31,no=32,missing=32,gain=517.464844,cover=31195
- 31:[PialArea5<0.436710119] yes=63,no=64,missing=64,gain=97.9765625,cover=4976
- 63:leaf=0.0283015464,cover=0
- 64:leaf=0.056199383,cover=0
- 32:[PialArea5<0.636387587] yes=65,no=66,missing=66,gain=133.563477,cover=26219
- 65:leaf=0.0316391364,cover=0
- 66:leaf=0.0392242335,cover=0
- 16:[Area5<0.433531314] yes=33,no=34,missing=33,gain=346.882812,cover=35262
- 33:[Area5<0.380439579] yes=67,no=68,missing=67,gain=45.6054688,cover=8211
- 67:leaf=0.0655340627,cover=0
- 68:leaf=0.0567747168,cover=0
- 34:[PialArea5<0.866999865] yes=69,no=70,missing=69,gain=200.923828,cover=27051
- 69:leaf=0.0442222878,cover=0
- 70:leaf=0.0534610637,cover=0
- 8:[PialArea5<0.816499233] yes=17,no=18,missing=18,gain=1323.4375,cover=265889
- 17:[Area5<0.433531314] yes=35,no=36,missing=35,gain=979.5625,cover=166481
- 35:[PialArea5<0.409017563] yes=71,no=72,missing=72,gain=268.636719,cover=42283
- 71:leaf=0.0366894156,cover=0
- 72:leaf=0.0601716228,cover=0
- 36:[Curv5<-0.175970852] yes=73,no=74,missing=73,gain=967.601562,cover=124198
- 73:leaf=0.0453767441,cover=0
- 74:leaf=0.0543491207,cover=0
- 18:[Area5<0.453641325] yes=37,no=38,missing=37,gain=507.46875,cover=99408
- 37:[Area5<0.404548973] yes=75,no=76,missing=76,gain=103.089844,cover=28155
- 75:leaf=0.0715309307,cover=0
- 76:leaf=0.0642315745,cover=0
- 38:[PialCurv5<-0.111886919] yes=77,no=78,missing=77,gain=338.828125,cover=71253
- 77:leaf=0.0547568202,cover=0
- 78:leaf=0.0616894662,cover=0
- 4:[Curv5<-0.161761403] yes=9,no=10,missing=9,gain=8102,cover=3985540
- 9:[PialArea5<0.866999865] yes=19,no=20,missing=20,gain=5382.25,cover=820794
- 19:[Area5<0.601796865] yes=39,no=40,missing=39,gain=1254.51562,cover=337184
- 39:[PialArea5<0.788206637] yes=79,no=80,missing=79,gain=907.3125,cover=166301
- 79:leaf=0.032645762,cover=0
- 80:leaf=0.0400513969,cover=0
- 40:[PialCurv5<-0.0829703882] yes=81,no=82,missing=82,gain=214.242188,cover=170883
- 81:leaf=0.0293981638,cover=0
- 82:leaf=0.0352532268,cover=0
- 20:[Area5<0.638344944] yes=41,no=42,missing=41,gain=7045.9375,cover=483610
- 41:[PialArea5<0.940168262] yes=83,no=84,missing=83,gain=1074.96875,cover=225002
- 83:leaf=0.0441353135,cover=0
- 84:leaf=0.0510537513,cover=0
- 42:[Area5<0.695070922] yes=85,no=86,missing=85,gain=805.328125,cover=258608
- 85:leaf=0.0382643864,cover=0
- 86:leaf=0.0326757245,cover=0
- 10:[Curv5<0.164550796] yes=21,no=22,missing=21,gain=7234.75,cover=3164746
- 21:[PialArea5<0.480917931] yes=43,no=44,missing=44,gain=8914,cover=2785215
- 43:[Curv5<0.124281213] yes=87,no=88,missing=87,gain=2989.09375,cover=457423
- 87:leaf=0.0553693473,cover=0
- 88:leaf=0.0471983068,cover=0
- 44:[Area5<0.631603718] yes=89,no=90,missing=90,gain=7032,cover=2327792
- 89:leaf=0.0489852019,cover=0
- 90:leaf=0.0417832881,cover=0
- 22:[PialArea5<0.370812863] yes=45,no=46,missing=45,gain=2841.04688,cover=379531
- 45:[Curv5<0.216179401] yes=91,no=92,missing=91,gain=1888.09375,cover=189917
- 91:leaf=0.04487174,cover=0
- 92:leaf=0.0343623199,cover=0
- 46:[Ecc<6.2938199] yes=93,no=94,missing=93,gain=531.765625,cover=189614
- 93:leaf=0.029997915,cover=0
- 94:leaf=0.0352959372,cover=0
- 2:[Area5<0.690371037] yes=5,no=6,missing=5,gain=12505.625,cover=806502
- 5:[PialArea5<1.22674179] yes=11,no=12,missing=12,gain=3106.125,cover=278149
- 11:[Area5<0.606435955] yes=23,no=24,missing=23,gain=1613.3125,cover=214267
- 23:[Area5<0.525751591] yes=47,no=48,missing=47,gain=248.953125,cover=65158
- 47:[Area5<0.4695113] yes=95,no=96,missing=95,gain=50.3183594,cover=11695
- 95:leaf=0.0778765008,cover=0
- 96:leaf=0.0694543049,cover=0
- 48:[PialCurv5<-0.111886919] yes=97,no=98,missing=97,gain=188.609375,cover=53463
- 97:leaf=0.0603181496,cover=0
- 98:leaf=0.0663091391,cover=0
- 24:[PialCurv5<-0.109546423] yes=49,no=50,missing=49,gain=574.28125,cover=149109
- 49:[PialArea5<1.13220918] yes=99,no=100,missing=99,gain=252.242188,cover=72864
- 99:leaf=0.0495199561,cover=0
- 100:leaf=0.0555680469,cover=0
- 50:[Ecc<1.46579576] yes=101,no=102,missing=101,gain=251.71875,cover=76245
- 101:leaf=0.064109832,cover=0
- 102:leaf=0.0567072928,cover=0
- 12:[PialArea5<1.36541271] yes=25,no=26,missing=26,gain=645.382812,cover=63882
- 25:[Area5<0.610838115] yes=51,no=52,missing=52,gain=268.367188,cover=43959
- 51:[Curv5<-0.166574284] yes=103,no=104,missing=103,gain=51.0644531,cover=10906
- 103:leaf=0.0722666532,cover=0
- 104:leaf=0.0813408792,cover=0
- 52:[Curv5<-0.136312515] yes=105,no=106,missing=105,gain=105.011719,cover=33053
- 105:leaf=0.063787207,cover=0
- 106:leaf=0.0725141987,cover=0
- 26:[PialArea5<1.48916721] yes=53,no=54,missing=54,gain=136.402344,cover=19923
- 53:[Curv5<-0.163374811] yes=107,no=108,missing=107,gain=65.6035156,cover=12995
- 107:leaf=0.0729402974,cover=0
- 108:leaf=0.0815564469,cover=0
- 54:[MidArea5<1.1557827] yes=109,no=110,missing=110,gain=35.6347656,cover=6928
- 109:leaf=0.0817790776,cover=0
- 110:leaf=0.0910358354,cover=0
- 6:[PialArea5<1.28208315] yes=13,no=14,missing=13,gain=5073.46875,cover=528353
- 13:[Area5<0.747392178] yes=27,no=28,missing=27,gain=1775.71875,cover=387945
- 27:[PialArea5<1.16911256] yes=55,no=56,missing=56,gain=661.09375,cover=163255
- 55:[PialCurv5<-0.0877386853] yes=111,no=112,missing=111,gain=455.960938,cover=113173
- 111:leaf=0.0438543148,cover=0
- 112:leaf=0.0502726324,cover=0
- 56:[Curv5<-0.150053754] yes=113,no=114,missing=113,gain=155.875,cover=50082
- 113:leaf=0.0516070016,cover=0
- 114:leaf=0.0576266013,cover=0
- 28:[Ecc<16.5318356] yes=57,no=58,missing=57,gain=481.53125,cover=224690
- 57:[Curv5<-0.110226393] yes=115,no=116,missing=115,gain=537.210938,cover=159092
- 115:leaf=0.0412411392,cover=0
- 116:leaf=0.0473495089,cover=0
- 58:[Pol<8.56911278] yes=117,no=118,missing=117,gain=151.207031,cover=65598
- 117:leaf=0.0449153222,cover=0
- 118:leaf=0.0373952352,cover=0
- 14:[Area5<0.782137334] yes=29,no=30,missing=29,gain=2504.3125,cover=140408
- 29:[PialArea5<1.48916721] yes=59,no=60,missing=60,gain=1037.89844,cover=61317
- 59:[PialArea5<1.36541271] yes=119,no=120,missing=119,gain=231.265625,cover=49130
- 119:leaf=0.0573787875,cover=0
- 120:leaf=0.064401798,cover=0
- 60:[MidArea5<1.21578133] yes=121,no=122,missing=122,gain=164.339844,cover=12187
- 121:leaf=0.0733946934,cover=0
- 122:leaf=0.0875122398,cover=0
- 30:[PialArea5<1.4350239] yes=61,no=62,missing=61,gain=518.132812,cover=79091
- 61:[Area5<0.846071243] yes=123,no=124,missing=123,gain=259.136719,cover=48676
- 123:leaf=0.0500721,cover=0
- 124:leaf=0.0427271277,cover=0
- 62:[Area5<0.854415178] yes=125,no=126,missing=125,gain=406.808594,cover=30415
- 125:leaf=0.0618394613,cover=0
- 126:leaf=0.0501215421,cover=0
-booster[9]:
-0:[PialArea5<1.04185641] yes=1,no=2,missing=1,gain=20252.25,cover=5124388
- 1:[Area5<0.536314785] yes=3,no=4,missing=3,gain=13948,cover=4297869
- 3:[Ecc<4.46987629] yes=7,no=8,missing=7,gain=2778.4375,cover=425231
- 7:[Area5<0.453641325] yes=15,no=16,missing=15,gain=1090.59375,cover=257664
- 15:[PialCurv5<-0.121481076] yes=31,no=32,missing=32,gain=378.421875,cover=80568
- 31:[PialArea5<0.821553528] yes=63,no=64,missing=63,gain=232.863281,cover=41027
- 63:leaf=0.0515694618,cover=0
- 64:leaf=0.0595455132,cover=0
- 32:[PialArea5<0.82654506] yes=65,no=66,missing=66,gain=150.453125,cover=39541
- 65:leaf=0.059204001,cover=0
- 66:leaf=0.0660991147,cover=0
- 16:[PialCurv5<-0.124814533] yes=33,no=34,missing=33,gain=909.71875,cover=177096
- 33:[PialArea5<0.849116743] yes=67,no=68,missing=67,gain=590.949219,cover=53372
- 67:leaf=0.0401788019,cover=0
- 68:leaf=0.0507237017,cover=0
- 34:[PialCurv5<0.154069737] yes=69,no=70,missing=69,gain=694.859375,cover=123724
- 69:leaf=0.0536699556,cover=0
- 70:leaf=0.0325571522,cover=0
- 8:[Curv5<-0.245563462] yes=17,no=18,missing=17,gain=1200.25,cover=167567
- 17:[PialArea5<0.780359626] yes=35,no=36,missing=35,gain=829.222656,cover=67221
- 35:[Area5<0.380439579] yes=71,no=72,missing=72,gain=293.300781,cover=39950
- 71:leaf=0.0496006981,cover=0
- 72:leaf=0.0335455276,cover=0
- 36:[Area5<0.462054074] yes=73,no=74,missing=73,gain=185.791016,cover=27271
- 73:leaf=0.0542566888,cover=0
- 74:leaf=0.0440020338,cover=0
- 18:[PialCurv5<0.160740122] yes=37,no=38,missing=38,gain=408.671875,cover=100346
- 37:[Area5<0.4695113] yes=75,no=76,missing=75,gain=323.101562,cover=95177
- 75:leaf=0.0533260405,cover=0
- 76:leaf=0.0468946211,cover=0
- 38:[Curv5<0.245671451] yes=77,no=78,missing=77,gain=47.1855469,cover=5169
- 77:leaf=0.0373882465,cover=0
- 78:leaf=0.0268376805,cover=0
- 4:[Curv5<-0.132798299] yes=9,no=10,missing=9,gain=8189.25,cover=3872638
- 9:[PialArea5<0.872134149] yes=19,no=20,missing=20,gain=4999.46875,cover=941241
- 19:[Area5<0.610838115] yes=39,no=40,missing=39,gain=1206.42188,cover=395093
- 39:[PialCurv5<-0.125671759] yes=79,no=80,missing=80,gain=909.476562,cover=186785
- 79:leaf=0.0308773257,cover=0
- 80:leaf=0.0378713869,cover=0
- 40:[PialCurv5<-0.0758950338] yes=81,no=82,missing=82,gain=274.734375,cover=208308
- 81:leaf=0.0282846093,cover=0
- 82:leaf=0.0333029963,cover=0
- 20:[Area5<0.646843374] yes=41,no=42,missing=42,gain=6907.96875,cover=546148
- 41:[Area5<0.600206077] yes=83,no=84,missing=83,gain=1180.48438,cover=251361
- 83:leaf=0.0486675426,cover=0
- 84:leaf=0.0418100692,cover=0
- 42:[Area5<0.703760326] yes=85,no=86,missing=86,gain=851.6875,cover=294787
- 85:leaf=0.0363614373,cover=0
- 86:leaf=0.0309691709,cover=0
- 10:[Curv5<0.153449878] yes=21,no=22,missing=21,gain=6744.5,cover=2931397
- 21:[PialArea5<0.516320646] yes=43,no=44,missing=43,gain=8941.75,cover=2454772
- 43:[Curv5<0.114925429] yes=87,no=88,missing=88,gain=2568.3125,cover=502395
- 87:leaf=0.0523410514,cover=0
- 88:leaf=0.0451428704,cover=0
- 44:[Area5<0.653711498] yes=89,no=90,missing=89,gain=5205.875,cover=1952377
- 89:leaf=0.0456645451,cover=0
- 90:leaf=0.0394663885,cover=0
- 22:[PialArea5<0.390391022] yes=45,no=46,missing=45,gain=3880.46875,cover=476625
- 45:[Curv5<0.195079193] yes=91,no=92,missing=91,gain=2638.29688,cover=260722
- 91:leaf=0.0446415767,cover=0
- 92:leaf=0.0345504694,cover=0
- 46:[Ecc<6.47151232] yes=93,no=94,missing=93,gain=584.695312,cover=215903
- 93:leaf=0.0282657389,cover=0
- 94:leaf=0.0334725603,cover=0
- 2:[Area5<0.687926829] yes=5,no=6,missing=5,gain=11512,cover=826519
- 5:[PialArea5<1.22674179] yes=11,no=12,missing=11,gain=2779.625,cover=279276
- 11:[Area5<0.604913712] yes=23,no=24,missing=23,gain=1461.625,cover=217527
- 23:[Area5<0.525751591] yes=47,no=48,missing=48,gain=231.820312,cover=66589
- 47:[Area5<0.4695113] yes=95,no=96,missing=96,gain=49.3554688,cover=12390
- 95:leaf=0.0738952681,cover=0
- 96:leaf=0.0658641681,cover=0
- 48:[Curv5<-0.169727564] yes=97,no=98,missing=97,gain=186.109375,cover=54199
- 97:leaf=0.0584607981,cover=0
- 98:leaf=0.0660063624,cover=0
- 24:[PialCurv5<-0.106427588] yes=49,no=50,missing=49,gain=551.34375,cover=150938
- 49:[PialArea5<1.13220918] yes=99,no=100,missing=99,gain=269.859375,cover=80345
- 99:leaf=0.0473028235,cover=0
- 100:leaf=0.0532968938,cover=0
- 50:[LGI5<2.42399812] yes=101,no=102,missing=101,gain=219.75,cover=70593
- 101:leaf=0.060150791,cover=0
- 102:leaf=0.0538910441,cover=0
- 12:[PialArea5<1.36541271] yes=25,no=26,missing=25,gain=558.859375,cover=61749
- 25:[Area5<0.610838115] yes=51,no=52,missing=51,gain=230.320312,cover=42533
- 51:[Curv5<-0.166574284] yes=103,no=104,missing=103,gain=46.1054688,cover=10906
- 103:leaf=0.0686537176,cover=0
- 104:leaf=0.0772758946,cover=0
- 52:[Curv5<-0.16496937] yes=105,no=106,missing=105,gain=93.6210938,cover=31627
- 105:leaf=0.0601904094,cover=0
- 106:leaf=0.0665458664,cover=0
- 26:[PialArea5<1.48916721] yes=53,no=54,missing=53,gain=113.527344,cover=19216
- 53:[Area5<0.607942343] yes=107,no=108,missing=107,gain=62.1289062,cover=12544
- 107:leaf=0.0787204504,cover=0
- 108:leaf=0.0696421415,cover=0
- 54:[Curv5<-0.200394869] yes=109,no=110,missing=109,gain=33.3359375,cover=6672
- 109:leaf=0.0758283138,cover=0
- 110:leaf=0.0831593946,cover=0
- 6:[PialArea5<1.26501572] yes=13,no=14,missing=14,gain=4775.40625,cover=547243
- 13:[Area5<0.750726104] yes=27,no=28,missing=27,gain=1625.09375,cover=388931
- 27:[PialArea5<1.15332794] yes=55,no=56,missing=55,gain=576.75,cover=179395
- 55:[Curv5<-0.130991504] yes=111,no=112,missing=111,gain=473.375,cover=118989
- 111:leaf=0.0414711908,cover=0
- 112:leaf=0.0480872542,cover=0
- 56:[Curv5<-0.138079464] yes=113,no=114,missing=113,gain=164.246094,cover=60406
- 113:leaf=0.0482317917,cover=0
- 114:leaf=0.0541760735,cover=0
- 28:[Ecc<16.5318356] yes=57,no=58,missing=57,gain=400.585938,cover=209536
- 57:[Curv5<-0.110226393] yes=115,no=116,missing=116,gain=492.171875,cover=146858
- 115:leaf=0.0385756791,cover=0
- 116:leaf=0.0446048528,cover=0
- 58:[Pol<9.44515038] yes=117,no=118,missing=117,gain=123.115234,cover=62678
- 117:leaf=0.0419079028,cover=0
- 118:leaf=0.0351447277,cover=0
- 14:[Area5<0.780320704] yes=29,no=30,missing=29,gain=2418.9375,cover=158312
- 29:[PialArea5<1.4350239] yes=59,no=60,missing=60,gain=1092.0625,cover=70163
- 59:[Area5<0.743131101] yes=119,no=120,missing=119,gain=168.332031,cover=51605
- 119:leaf=0.0582553856,cover=0
- 120:leaf=0.0524535663,cover=0
- 60:[PialArea5<1.57955706] yes=121,no=122,missing=121,gain=244.253906,cover=18558
- 121:leaf=0.0659302697,cover=0
- 122:leaf=0.0781989321,cover=0
- 30:[PialArea5<1.4350239] yes=61,no=62,missing=62,gain=543.726562,cover=88149
- 61:[Area5<0.846071243] yes=123,no=124,missing=123,gain=264.757812,cover=57340
- 123:leaf=0.047189977,cover=0
- 124:leaf=0.0403216742,cover=0
- 62:[Area5<0.854415178] yes=125,no=126,missing=125,gain=380.421875,cover=30809
- 125:leaf=0.0588494539,cover=0
- 126:leaf=0.0476156063,cover=0
-booster[10]:
-0:[PialArea5<1.13904655] yes=1,no=2,missing=1,gain=18432.5,cover=5124388
- 1:[Ecc<1.41371143] yes=3,no=4,missing=3,gain=14097,cover=4660948
- 3:[Sulc0<-0.325671464] yes=7,no=8,missing=8,gain=2211.65625,cover=419442
- 7:[LGI5<2.42065382] yes=15,no=16,missing=15,gain=926.59375,cover=362678
- 15:[PialArea5<0.943111241] yes=31,no=32,missing=31,gain=599.78125,cover=230782
- 31:[PialCurv5<-0.121481076] yes=63,no=64,missing=63,gain=488.109375,cover=175318
- 63:leaf=0.0442079566,cover=0
- 64:leaf=0.0511561334,cover=0
- 32:[Area5<0.580209434] yes=65,no=66,missing=65,gain=197.109375,cover=55464
- 65:leaf=0.0599143989,cover=0
- 66:leaf=0.0536769591,cover=0
- 16:[Area5<0.57817024] yes=33,no=34,missing=33,gain=509.828125,cover=131896
- 33:[PialCurv5<-0.130995557] yes=67,no=68,missing=67,gain=244.214844,cover=58640
- 67:leaf=0.0439935848,cover=0
- 68:leaf=0.0514607392,cover=0
- 34:[Ecc<0.618862808] yes=69,no=70,missing=69,gain=231.023438,cover=73256
- 69:leaf=0.0473399572,cover=0
- 70:leaf=0.0413594358,cover=0
- 8:[PialArea5<0.349780142] yes=17,no=18,missing=18,gain=322.453125,cover=56764
- 17:[Curv5<0.190557376] yes=35,no=36,missing=35,gain=161.964355,cover=4395
- 35:[Sulc0<0.0294309072] yes=71,no=72,missing=72,gain=31.5751953,cover=2273
- 71:leaf=0.0629287288,cover=0
- 72:leaf=0.0409269929,cover=0
- 36:[PialArea5<0.281252682] yes=73,no=74,missing=74,gain=51.4853516,cover=2122
- 73:leaf=0.0544332974,cover=0
- 74:leaf=0.03698048,cover=0
- 18:[Curv5<0.124281213] yes=37,no=38,missing=38,gain=302.234375,cover=52369
- 37:[MidArea5<0.597799242] yes=75,no=76,missing=75,gain=218.328125,cover=37220
- 75:leaf=0.045798853,cover=0
- 76:leaf=0.0375612229,cover=0
- 38:[PialArea5<0.458904862] yes=77,no=78,missing=78,gain=114.436035,cover=15149
- 77:leaf=0.0362799056,cover=0
- 78:leaf=0.0275696702,cover=0
- 4:[Area5<0.513795495] yes=9,no=10,missing=9,gain=7245.25,cover=4241506
- 9:[PialArea5<0.806151748] yes=19,no=20,missing=19,gain=1848.54688,cover=227875
- 19:[Curv5<-0.2376284] yes=39,no=40,missing=39,gain=1069.98438,cover=139605
- 39:[Area5<0.404548973] yes=79,no=80,missing=80,gain=677.263672,cover=54983
- 79:leaf=0.0488366969,cover=0
- 80:leaf=0.035211321,cover=0
- 40:[PialCurv5<0.178517133] yes=81,no=82,missing=81,gain=524.601562,cover=84622
- 81:leaf=0.0479049124,cover=0
- 82:leaf=0.0291454103,cover=0
- 20:[PialArea5<0.920147538] yes=41,no=42,missing=41,gain=416.359375,cover=88270
- 41:[Area5<0.44435063] yes=83,no=84,missing=84,gain=367.1875,cover=60187
- 83:leaf=0.0569107123,cover=0
- 84:leaf=0.0480540395,cover=0
- 42:[Area5<0.44435063] yes=85,no=86,missing=85,gain=96.1914062,cover=28083
- 85:leaf=0.0645226464,cover=0
- 86:leaf=0.0564974248,cover=0
- 10:[Sulc0<0.317313671] yes=21,no=22,missing=22,gain=7299.25,cover=4013631
- 21:[PialArea5<0.961681247] yes=43,no=44,missing=44,gain=5989.5,cover=2891997
- 43:[Curv5<-0.171285838] yes=87,no=88,missing=87,gain=4273.375,cover=2188258
- 87:leaf=0.0313469693,cover=0
- 88:leaf=0.0365397558,cover=0
- 44:[Area5<0.671631575] yes=89,no=90,missing=89,gain=7011.09375,cover=703739
- 89:leaf=0.0476148129,cover=0
- 90:leaf=0.0370538607,cover=0
- 22:[Curv5<0.147363082] yes=45,no=46,missing=45,gain=6865.5,cover=1121634
- 45:[Ecc<28.7730255] yes=91,no=92,missing=91,gain=4216.125,cover=724267
- 91:leaf=0.0466607362,cover=0
- 92:leaf=0.0382172503,cover=0
- 46:[PialArea5<0.365779996] yes=93,no=94,missing=93,gain=2108.4375,cover=397367
- 93:leaf=0.0396284424,cover=0
- 94:leaf=0.0323414691,cover=0
- 2:[Area5<0.741095543] yes=5,no=6,missing=5,gain=7490.40625,cover=463440
- 5:[PialArea5<1.33957577] yes=11,no=12,missing=11,gain=2455.59375,cover=228600
- 11:[Area5<0.663006425] yes=23,no=24,missing=23,gain=1528.32812,cover=183003
- 23:[Area5<0.586059749] yes=47,no=48,missing=47,gain=312.46875,cover=75328
- 47:[Curv5<-0.180574343] yes=95,no=96,missing=96,gain=65.8808594,cover=17885
- 95:leaf=0.0631875545,cover=0
- 96:leaf=0.0705604404,cover=0
- 48:[Curv5<-0.169727564] yes=97,no=98,missing=97,gain=180.132812,cover=57443
- 97:leaf=0.0556719676,cover=0
- 98:leaf=0.0622423105,cover=0
- 24:[PialArea5<1.22674179] yes=49,no=50,missing=49,gain=327.726562,cover=107675
- 49:[Ecc<1.57116413] yes=99,no=100,missing=100,gain=163.914062,cover=65663
- 99:leaf=0.0548788272,cover=0
- 100:leaf=0.0467017144,cover=0
- 50:[Curv5<-0.139824241] yes=101,no=102,missing=101,gain=120.898438,cover=42012
- 101:leaf=0.0518754534,cover=0
- 102:leaf=0.0586148985,cover=0
- 12:[PialArea5<1.48916721] yes=25,no=26,missing=25,gain=364.257812,cover=45597
- 25:[Area5<0.669105887] yes=51,no=52,missing=51,gain=186.863281,cover=32065
- 51:[Curv5<-0.16496937] yes=103,no=104,missing=103,gain=69.71875,cover=12734
- 103:leaf=0.066404216,cover=0
- 104:leaf=0.0755208358,cover=0
- 52:[Curv5<-0.161761403] yes=105,no=106,missing=105,gain=76.3222656,cover=19331
- 105:leaf=0.0584753416,cover=0
- 106:leaf=0.0654159561,cover=0
- 26:[MidArea5<1.21578133] yes=53,no=54,missing=53,gain=76.9746094,cover=13532
- 53:[Curv5<-0.174421206] yes=107,no=108,missing=107,gain=60.953125,cover=11842
- 107:leaf=0.0693438724,cover=0
- 108:leaf=0.0770056248,cover=0
- 54:[Curv5<-0.200394869] yes=109,no=110,missing=109,gain=14.1904297,cover=1690
- 109:leaf=0.0775230527,cover=0
- 110:leaf=0.0877051651,cover=0
- 6:[PialArea5<1.39628088] yes=13,no=14,missing=13,gain=1611.20312,cover=234840
- 13:[Area5<0.814937592] yes=27,no=28,missing=27,gain=668.5625,cover=183809
- 27:[PialArea5<1.22674179] yes=55,no=56,missing=55,gain=362.75,cover=114042
- 55:[Curv5<-0.112134233] yes=111,no=112,missing=111,gain=118.554688,cover=59232
- 111:leaf=0.0395152494,cover=0
- 112:leaf=0.0444928519,cover=0
- 56:[Ecc<2.19188094] yes=113,no=114,missing=113,gain=123.015625,cover=54810
- 113:leaf=0.0544895306,cover=0
- 114:leaf=0.0458619073,cover=0
- 28:[Area5<0.924216449] yes=57,no=58,missing=57,gain=139.941406,cover=69767
- 57:[PialArea5<1.25128293] yes=115,no=116,missing=115,gain=102.636719,cover=59531
- 115:leaf=0.0362833738,cover=0
- 116:leaf=0.0404475331,cover=0
- 58:[Ecc<7.90440989] yes=117,no=118,missing=117,gain=38.293457,cover=10236
- 117:leaf=0.0287471097,cover=0
- 118:leaf=0.0349065922,cover=0
- 14:[Area5<0.839165807] yes=29,no=30,missing=29,gain=803.726562,cover=51031
- 29:[PialArea5<1.57955706] yes=59,no=60,missing=60,gain=394.589844,cover=25959
- 59:[Area5<0.782137334] yes=119,no=120,missing=119,gain=74.0898438,cover=19993
- 119:leaf=0.0576161928,cover=0
- 120:leaf=0.0514282994,cover=0
- 60:[Curv5<-0.175970852] yes=121,no=122,missing=121,gain=49.9716797,cover=5966
- 121:leaf=0.0646529421,cover=0
- 122:leaf=0.0740425959,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=61,gain=121.548828,cover=25072
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=123,gain=159.810547,cover=19240
- 123:leaf=0.0442328379,cover=0
- 124:leaf=0.0548139997,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=126,gain=32.0427246,cover=5832
- 125:leaf=0.0348673202,cover=0
- 126:leaf=0.0423470698,cover=0
-booster[11]:
-0:[PialArea5<1.03340518] yes=1,no=2,missing=1,gain=16777.75,cover=5124388
- 1:[Area5<0.562355936] yes=3,no=4,missing=3,gain=11637.25,cover=4257697
- 3:[Ecc<3.60812569] yes=7,no=8,missing=7,gain=3168.625,cover=589401
- 7:[Area5<0.4695113] yes=15,no=16,missing=16,gain=1212.28125,cover=302638
- 15:[PialCurv5<-0.122305259] yes=31,no=32,missing=31,gain=420,cover=96282
- 31:[Area5<0.404548973] yes=63,no=64,missing=63,gain=261.558594,cover=44143
- 63:leaf=0.0534800552,cover=0
- 64:leaf=0.0453150645,cover=0
- 32:[PialArea5<0.769840837] yes=65,no=66,missing=65,gain=154.296875,cover=52139
- 65:leaf=0.0519665442,cover=0
- 66:leaf=0.0574274659,cover=0
- 16:[PialArea5<0.864470184] yes=33,no=34,missing=33,gain=900.703125,cover=206356
- 33:[Curv5<-0.166574284] yes=67,no=68,missing=67,gain=924.875,cover=137131
- 67:leaf=0.0375702791,cover=0
- 68:leaf=0.0459244847,cover=0
- 34:[PialCurv5<-0.102360219] yes=69,no=70,missing=69,gain=379.226562,cover=69225
- 69:leaf=0.0468233041,cover=0
- 70:leaf=0.0546259694,cover=0
- 8:[PialArea5<0.829066753] yes=17,no=18,missing=17,gain=1627.9375,cover=286763
- 17:[Curv5<-0.218969986] yes=35,no=36,missing=35,gain=1557.42188,cover=204838
- 35:[Area5<0.476400614] yes=71,no=72,missing=71,gain=611.816406,cover=87386
- 71:leaf=0.0381020457,cover=0
- 72:leaf=0.0292528775,cover=0
- 36:[Curv5<0.124281213] yes=73,no=74,missing=73,gain=664.5,cover=117452
- 73:leaf=0.0423304625,cover=0
- 74:leaf=0.0299305078,cover=0
- 18:[PialCurv5<-0.122305259] yes=37,no=38,missing=38,gain=334.59375,cover=81925
- 37:[Area5<0.476400614] yes=75,no=76,missing=76,gain=217.160156,cover=43948
- 75:leaf=0.0498723947,cover=0
- 76:leaf=0.0409437008,cover=0
- 38:[PialArea5<0.925796032] yes=77,no=78,missing=78,gain=105.121094,cover=37977
- 77:leaf=0.0471723042,cover=0
- 78:leaf=0.052742172,cover=0
- 4:[Curv5<-0.119937547] yes=9,no=10,missing=9,gain=8456.375,cover=3668296
- 9:[PialArea5<0.884929597] yes=19,no=20,missing=19,gain=3609.25,cover=890643
- 19:[Area5<0.629274011] yes=39,no=40,missing=40,gain=873.429688,cover=406642
- 39:[PialArea5<0.803608477] yes=79,no=80,missing=79,gain=809.171875,cover=198678
- 79:leaf=0.0274905805,cover=0
- 80:leaf=0.0338808373,cover=0
- 40:[PialCurv5<-0.0668589398] yes=81,no=82,missing=81,gain=221.539062,cover=207964
- 81:leaf=0.0252285488,cover=0
- 82:leaf=0.0298719108,cover=0
- 20:[Area5<0.659308732] yes=41,no=42,missing=41,gain=4673.59375,cover=484001
- 41:[PialCurv5<-0.109546423] yes=83,no=84,missing=83,gain=1152.96875,cover=228559
- 83:leaf=0.0366447531,cover=0
- 84:leaf=0.0438134409,cover=0
- 42:[Area5<0.716575325] yes=85,no=86,missing=85,gain=567.195312,cover=255442
- 85:leaf=0.0319333337,cover=0
- 86:leaf=0.0271655321,cover=0
- 10:[Ecc<6.52965975] yes=21,no=22,missing=21,gain=5527,cover=2777653
- 21:[Sulc0<-0.364187956] yes=43,no=44,missing=43,gain=7568.59375,cover=947066
- 43:[Ecc<1.26157856] yes=87,no=88,missing=87,gain=2109.57812,cover=238278
- 87:leaf=0.0477157272,cover=0
- 88:leaf=0.0380737521,cover=0
- 44:[Curv5<0.113010712] yes=89,no=90,missing=90,gain=1958.40625,cover=708788
- 89:leaf=0.0337907635,cover=0
- 90:leaf=0.0284687933,cover=0
- 22:[Pol<56.1920547] yes=45,no=46,missing=46,gain=5452.125,cover=1830587
- 45:[Pol<15.1533136] yes=91,no=92,missing=91,gain=714.820312,cover=268389
- 91:leaf=0.0377067551,cover=0
- 92:leaf=0.0310351159,cover=0
- 46:[Curv5<0.143178418] yes=93,no=94,missing=94,gain=2497.8125,cover=1562198
- 93:leaf=0.0410266034,cover=0
- 94:leaf=0.03617936,cover=0
- 2:[Area5<0.699748635] yes=5,no=6,missing=5,gain=10024.125,cover=866691
- 5:[PialArea5<1.21550834] yes=11,no=12,missing=12,gain=2786.125,cover=340162
- 11:[Area5<0.617766261] yes=23,no=24,missing=23,gain=1692.23438,cover=261010
- 23:[Area5<0.564792395] yes=47,no=48,missing=47,gain=300.5,cover=89112
- 47:[Area5<0.476400614] yes=95,no=96,missing=95,gain=101.59375,cover=33492
- 95:leaf=0.0661458895,cover=0
- 96:leaf=0.0571406446,cover=0
- 48:[PialCurv5<-0.111886919] yes=97,no=98,missing=97,gain=213.742188,cover=55620
- 97:leaf=0.0491811559,cover=0
- 98:leaf=0.0554094799,cover=0
- 24:[PialCurv5<-0.0990834236] yes=49,no=50,missing=49,gain=613.046875,cover=171898
- 49:[PialArea5<1.1133045] yes=99,no=100,missing=99,gain=273.695312,cover=101978
- 99:leaf=0.041066844,cover=0
- 100:leaf=0.046288345,cover=0
- 50:[Ecc<1.57116413] yes=101,no=102,missing=101,gain=202.453125,cover=69920
- 101:leaf=0.0551767759,cover=0
- 102:leaf=0.0481903218,cover=0
- 12:[PialArea5<1.36541271] yes=25,no=26,missing=26,gain=615.164062,cover=79152
- 25:[Area5<0.610838115] yes=51,no=52,missing=51,gain=285.453125,cover=56312
- 51:[Curv5<-0.183827445] yes=103,no=104,missing=103,gain=45.3242188,cover=12588
- 103:leaf=0.0614601336,cover=0
- 104:leaf=0.0683672875,cover=0
- 52:[PialCurv5<-0.11422696] yes=105,no=106,missing=105,gain=114.734375,cover=43724
- 105:leaf=0.0518062674,cover=0
- 106:leaf=0.056999106,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=54,gain=123.214844,cover=22840
- 53:[Area5<0.620557249] yes=107,no=108,missing=107,gain=79.5703125,cover=19239
- 107:leaf=0.0710136741,cover=0
- 108:leaf=0.0630926266,cover=0
- 54:[LGI5<2.44639945] yes=109,no=110,missing=109,gain=21.9545898,cover=3601
- 109:leaf=0.0791168436,cover=0
- 110:leaf=0.070918873,cover=0
- 6:[PialArea5<1.23851824] yes=13,no=14,missing=13,gain=3841.28125,cover=526529
- 13:[Area5<0.765896857] yes=27,no=28,missing=28,gain=985.671875,cover=348962
- 27:[Ecc<12.9325523] yes=55,no=56,missing=56,gain=497.476562,cover=189214
- 55:[Curv5<-0.108295463] yes=111,no=112,missing=112,gain=462.34375,cover=125416
- 111:leaf=0.0396278165,cover=0
- 112:leaf=0.0464974046,cover=0
- 56:[Pol<44.6807365] yes=113,no=114,missing=113,gain=120.449219,cover=63798
- 113:leaf=0.0338797346,cover=0
- 114:leaf=0.0382343642,cover=0
- 28:[Curv5<-0.117843308] yes=57,no=58,missing=57,gain=299.179688,cover=159748
- 57:[PialArea5<1.13220918] yes=115,no=116,missing=115,gain=195.007812,cover=90105
- 115:leaf=0.0298860371,cover=0
- 116:leaf=0.0345556401,cover=0
- 58:[Ecc<18.3223667] yes=117,no=118,missing=118,gain=297.957031,cover=69643
- 117:leaf=0.0389040299,cover=0
- 118:leaf=0.0317649581,cover=0
- 14:[Area5<0.788037419] yes=29,no=30,missing=29,gain=1783.1875,cover=177567
- 29:[PialArea5<1.4350239] yes=59,no=60,missing=59,gain=1065.61719,cover=83818
- 59:[Ecc<2.13501525] yes=119,no=120,missing=120,gain=182.9375,cover=65753
- 119:leaf=0.0552163087,cover=0
- 120:leaf=0.0475138985,cover=0
- 60:[PialArea5<1.57955706] yes=121,no=122,missing=121,gain=210.255859,cover=18065
- 121:leaf=0.0584783144,cover=0
- 122:leaf=0.0699898228,cover=0
- 30:[PialArea5<1.4350239] yes=61,no=62,missing=61,gain=490.855469,cover=93749
- 61:[Area5<0.864337862] yes=123,no=124,missing=123,gain=207.480469,cover=64522
- 123:leaf=0.0410731062,cover=0
- 124:leaf=0.0350687653,cover=0
- 62:[Area5<0.894858658] yes=125,no=126,missing=125,gain=268.988281,cover=29227
- 125:leaf=0.0509144664,cover=0
- 126:leaf=0.0411667153,cover=0
-booster[12]:
-0:[PialArea5<1.08444798] yes=1,no=2,missing=1,gain=15232.5,cover=5124388
- 1:[Area5<0.576076329] yes=3,no=4,missing=3,gain=11332.5,cover=4478294
- 3:[PialArea5<0.836640656] yes=7,no=8,missing=7,gain=4272.28125,cover=717869
- 7:[Area5<0.483568966] yes=15,no=16,missing=15,gain=2562.3125,cover=469498
- 15:[Curv5<-0.26388669] yes=31,no=32,missing=32,gain=911.851562,cover=146972
- 31:[PialArea5<0.643814564] yes=63,no=64,missing=63,gain=471.142578,cover=40417
- 63:leaf=0.0278543737,cover=0
- 64:leaf=0.0403854921,cover=0
- 32:[Area5<0.420677572] yes=65,no=66,missing=65,gain=412.617188,cover=106555
- 65:leaf=0.0508948527,cover=0
- 66:leaf=0.0440880395,cover=0
- 16:[Curv5<-0.169727564] yes=33,no=34,missing=34,gain=3024.0625,cover=322526
- 33:[PialArea5<0.742050111] yes=67,no=68,missing=67,gain=510.011719,cover=133619
- 67:leaf=0.0263316631,cover=0
- 68:leaf=0.0325944722,cover=0
- 34:[PialCurv5<0.160740122] yes=69,no=70,missing=69,gain=1787.09375,cover=188907
- 69:leaf=0.041899126,cover=0
- 70:leaf=0.0285327043,cover=0
- 8:[PialCurv5<-0.121481076] yes=17,no=18,missing=17,gain=1127.85938,cover=248371
- 17:[Area5<0.483568966] yes=35,no=36,missing=36,gain=636.859375,cover=113644
- 35:[Area5<0.420677572] yes=71,no=72,missing=72,gain=137.320312,cover=28128
- 71:leaf=0.0554671586,cover=0
- 72:leaf=0.0472308956,cover=0
- 36:[PialArea5<0.928637981] yes=73,no=74,missing=73,gain=506.792969,cover=85516
- 73:leaf=0.0370476656,cover=0
- 74:leaf=0.0447941385,cover=0
- 18:[Area5<0.494833142] yes=37,no=38,missing=37,gain=418.9375,cover=134727
- 37:[Area5<0.433531314] yes=75,no=76,missing=76,gain=84.7109375,cover=32554
- 75:leaf=0.0594880581,cover=0
- 76:leaf=0.0530807264,cover=0
- 38:[PialArea5<0.943111241] yes=77,no=78,missing=77,gain=376.929688,cover=102173
- 77:leaf=0.0454202555,cover=0
- 78:leaf=0.0516551621,cover=0
- 4:[Sulc0<0.433680743] yes=9,no=10,missing=9,gain=6803.5,cover=3760425
- 9:[Ecc<1.10530448] yes=19,no=20,missing=19,gain=5717.375,cover=2897125
- 19:[PialCurv5<0.110155433] yes=39,no=40,missing=39,gain=749.054688,cover=163895
- 39:[LGI5<2.37589788] yes=79,no=80,missing=79,gain=580.4375,cover=138197
- 79:leaf=0.0469162017,cover=0
- 80:leaf=0.0404258631,cover=0
- 40:[PialArea5<0.404493898] yes=81,no=82,missing=81,gain=310.007812,cover=25698
- 81:leaf=0.044723358,cover=0
- 82:leaf=0.0313571692,cover=0
- 20:[Curv5<0.128008828] yes=41,no=42,missing=41,gain=3222.25,cover=2733230
- 41:[Curv5<-0.110226393] yes=83,no=84,missing=83,gain=4840.625,cover=2489369
- 83:leaf=0.0302479696,cover=0
- 84:leaf=0.0347678848,cover=0
- 42:[PialArea5<0.445556581] yes=85,no=86,missing=85,gain=1035.73438,cover=243861
- 85:leaf=0.0308286827,cover=0
- 86:leaf=0.0242205691,cover=0
- 10:[Curv5<0.14511615] yes=21,no=22,missing=21,gain=4483.875,cover=863300
- 21:[Pol<71.0996552] yes=43,no=44,missing=43,gain=3573.4375,cover=513803
- 43:[Ecc<29.3556995] yes=87,no=88,missing=87,gain=682.277344,cover=85586
- 87:leaf=0.0414390787,cover=0
- 88:leaf=0.0296612531,cover=0
- 44:[Curv5<0.107059956] yes=89,no=90,missing=89,gain=1228.625,cover=428217
- 89:leaf=0.0455419682,cover=0
- 90:leaf=0.0401832871,cover=0
- 22:[PialArea5<0.309935868] yes=45,no=46,missing=45,gain=1865.92188,cover=349497
- 45:[Curv5<0.190557376] yes=91,no=92,missing=91,gain=1111.49219,cover=82100
- 91:leaf=0.0463369489,cover=0
- 92:leaf=0.0346898399,cover=0
- 46:[Curv5<0.190557376] yes=93,no=94,missing=94,gain=1170.04688,cover=267397
- 93:leaf=0.033680167,cover=0
- 94:leaf=0.0262208562,cover=0
- 2:[Area5<0.724280655] yes=5,no=6,missing=5,gain=7435.8125,cover=646094
- 5:[PialArea5<1.28208315] yes=11,no=12,missing=11,gain=2505.9375,cover=297691
- 11:[Area5<0.64784193] yes=23,no=24,missing=23,gain=1497.5625,cover=236501
- 23:[Area5<0.584141672] yes=47,no=48,missing=47,gain=309.585938,cover=94783
- 47:[Curv5<-0.180574343] yes=95,no=96,missing=96,gain=91.4453125,cover=29955
- 95:leaf=0.0545794964,cover=0
- 96:leaf=0.061371889,cover=0
- 48:[PialCurv5<-0.11578764] yes=97,no=98,missing=97,gain=167.933594,cover=64828
- 97:leaf=0.0470504053,cover=0
- 98:leaf=0.0521806069,cover=0
- 24:[Curv5<-0.151772231] yes=49,no=50,missing=49,gain=343.367188,cover=141718
- 49:[PialArea5<1.18617713] yes=99,no=100,missing=100,gain=266.023438,cover=99878
- 99:leaf=0.0402395055,cover=0
- 100:leaf=0.0456871167,cover=0
- 50:[Ecc<1.41371143] yes=101,no=102,missing=101,gain=153.992188,cover=41840
- 101:leaf=0.055433739,cover=0
- 102:leaf=0.046335306,cover=0
- 12:[PialArea5<1.4350239] yes=25,no=26,missing=25,gain=436.398438,cover=61190
- 25:[Area5<0.66211915] yes=51,no=52,missing=51,gain=218.667969,cover=43701
- 51:[Curv5<-0.144993886] yes=103,no=104,missing=104,gain=77.6992188,cover=18720
- 103:leaf=0.0585169792,cover=0
- 104:leaf=0.0684865937,cover=0
- 52:[Curv5<-0.119937547] yes=105,no=106,missing=105,gain=75.0449219,cover=24981
- 105:leaf=0.0516570918,cover=0
- 106:leaf=0.0610316359,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=53,gain=87.5800781,cover=17489
- 53:[Curv5<-0.163374811] yes=107,no=108,missing=107,gain=56.8847656,cover=12294
- 107:leaf=0.060630817,cover=0
- 108:leaf=0.0685185641,cover=0
- 54:[Curv5<-0.204921171] yes=109,no=110,missing=110,gain=27.9199219,cover=5195
- 109:leaf=0.0660684705,cover=0
- 110:leaf=0.0737377629,cover=0
- 6:[PialArea5<1.33957577] yes=13,no=14,missing=13,gain=2204.76562,cover=348403
- 13:[Area5<0.799647689] yes=27,no=28,missing=27,gain=679.34375,cover=266560
- 27:[PialArea5<1.18617713] yes=55,no=56,missing=56,gain=542.679688,cover=168005
- 55:[PialCurv5<-0.0819871053] yes=111,no=112,missing=111,gain=221.242188,cover=95775
- 111:leaf=0.0337080471,cover=0
- 112:leaf=0.0385722145,cover=0
- 56:[LGI5<2.57263851] yes=113,no=114,missing=113,gain=155.277344,cover=72230
- 113:leaf=0.0449939854,cover=0
- 114:leaf=0.0399699993,cover=0
- 28:[Area5<0.877147377] yes=57,no=58,missing=57,gain=136.21875,cover=98555
- 57:[PialArea5<1.20515823] yes=115,no=116,missing=115,gain=123.347656,cover=76171
- 115:leaf=0.0321790799,cover=0
- 116:leaf=0.0362251922,cover=0
- 58:[Area5<0.987501919] yes=117,no=118,missing=118,gain=45.09375,cover=22384
- 117:leaf=0.0306449812,cover=0
- 118:leaf=0.0247911029,cover=0
- 14:[Area5<0.822840035] yes=29,no=30,missing=29,gain=1010.65625,cover=81843
- 29:[PialArea5<1.57955706] yes=59,no=60,missing=59,gain=494.871094,cover=42068
- 59:[Area5<0.767325044] yes=119,no=120,missing=119,gain=127.667969,cover=35722
- 119:leaf=0.0521745272,cover=0
- 120:leaf=0.046136111,cover=0
- 60:[Curv5<-0.16496937] yes=121,no=122,missing=121,gain=62.3193359,cover=6346
- 121:leaf=0.0603619702,cover=0
- 122:leaf=0.0709462687,cover=0
- 30:[PialArea5<1.57955706] yes=61,no=62,missing=62,gain=186.113281,cover=39775
- 61:[Area5<0.924216449] yes=123,no=124,missing=123,gain=123.466797,cover=31299
- 123:leaf=0.0401787385,cover=0
- 124:leaf=0.0331911892,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=123.244141,cover=8476
- 125:leaf=0.0509250164,cover=0
- 126:leaf=0.0381728187,cover=0
-booster[13]:
-0:[PialArea5<1.02926981] yes=1,no=2,missing=1,gain=14007.25,cover=5124388
- 1:[Area5<0.513795495] yes=3,no=4,missing=4,gain=9621.5,cover=4237680
- 3:[PialCurv5<-0.137075767] yes=7,no=8,missing=8,gain=1604.21875,cover=311101
- 7:[PialArea5<0.750515759] yes=15,no=16,missing=15,gain=646.765625,cover=93419
- 15:[Area5<0.380439579] yes=31,no=32,missing=31,gain=505.223633,cover=39019
- 31:[PialArea5<0.467676282] yes=63,no=64,missing=64,gain=100.475098,cover=6543
- 63:leaf=0.0222449116,cover=0
- 64:leaf=0.045809079,cover=0
- 32:[Curv5<-0.287682682] yes=65,no=66,missing=65,gain=132.179688,cover=32476
- 65:leaf=0.0259261858,cover=0
- 66:leaf=0.0323479995,cover=0
- 16:[Area5<0.433531314] yes=33,no=34,missing=33,gain=376.558594,cover=54400
- 33:[Area5<0.380439579] yes=67,no=68,missing=67,gain=68.1318359,cover=14048
- 67:leaf=0.0531269424,cover=0
- 68:leaf=0.0448959433,cover=0
- 34:[PialArea5<0.890138209] yes=69,no=70,missing=69,gain=183.806641,cover=40352
- 69:leaf=0.0353501402,cover=0
- 70:leaf=0.0430741236,cover=0
- 8:[PialArea5<0.772500634] yes=17,no=18,missing=17,gain=813.796875,cover=217682
- 17:[PialCurv5<0.178517133] yes=35,no=36,missing=35,gain=483.414062,cover=110519
- 35:[Area5<0.420677572] yes=71,no=72,missing=72,gain=382.039062,cover=106229
- 71:leaf=0.0478557199,cover=0
- 72:leaf=0.0402851701,cover=0
- 36:[Curv5<0.266060919] yes=73,no=74,missing=73,gain=66.4775391,cover=4290
- 73:leaf=0.0289752092,cover=0
- 74:leaf=0.0156876054,cover=0
- 18:[Area5<0.433531314] yes=37,no=38,missing=37,gain=355.09375,cover=107163
- 37:[Area5<0.404548973] yes=75,no=76,missing=75,gain=61.0957031,cover=20786
- 75:leaf=0.0564494692,cover=0
- 76:leaf=0.0508621335,cover=0
- 38:[PialCurv5<-0.104861222] yes=77,no=78,missing=77,gain=289.867188,cover=86377
- 77:leaf=0.0433125719,cover=0
- 78:leaf=0.0491815582,cover=0
- 4:[PialCurv5<-0.115016438] yes=9,no=10,missing=9,gain=6016.25,cover=3926579
- 9:[PialArea5<0.846608043] yes=19,no=20,missing=19,gain=1925.76562,cover=521511
- 19:[Curv5<-0.172863677] yes=39,no=40,missing=39,gain=557.628906,cover=200319
- 39:[Area5<0.57817024] yes=79,no=80,missing=80,gain=356.546875,cover=185323
- 79:leaf=0.0257330872,cover=0
- 80:leaf=0.0212476254,cover=0
- 40:[Curv5<-0.102400392] yes=81,no=82,missing=81,gain=144.551758,cover=14996
- 81:leaf=0.0307999887,cover=0
- 82:leaf=0.0437983088,cover=0
- 20:[Area5<0.613672853] yes=41,no=42,missing=41,gain=2594.82812,cover=321192
- 41:[PialArea5<0.925796032] yes=83,no=84,missing=83,gain=404.988281,cover=120430
- 83:leaf=0.0330721438,cover=0
- 84:leaf=0.0388827808,cover=0
- 42:[Curv5<-0.155295327] yes=85,no=86,missing=85,gain=515.476562,cover=200762
- 85:leaf=0.0261250529,cover=0
- 86:leaf=0.0419733822,cover=0
- 10:[Ecc<1.10530448] yes=21,no=22,missing=21,gain=4798.875,cover=3405068
- 21:[PialCurv5<0.110155433] yes=43,no=44,missing=43,gain=943.328125,cover=186211
- 43:[LGI5<2.37589788] yes=87,no=88,missing=87,gain=428.953125,cover=156754
- 87:leaf=0.0453244969,cover=0
- 88:leaf=0.0400885604,cover=0
- 44:[PialArea5<0.39522177] yes=89,no=90,missing=89,gain=301.086914,cover=29457
- 89:leaf=0.042267222,cover=0
- 90:leaf=0.0302254092,cover=0
- 22:[Ecc<6.2938199] yes=45,no=46,missing=45,gain=4937.875,cover=3218857
- 45:[PialCurv5<0.0771882981] yes=91,no=92,missing=92,gain=4286.15625,cover=998874
- 91:leaf=0.0328763612,cover=0
- 92:leaf=0.0262644179,cover=0
- 46:[Pol<53.6550331] yes=93,no=94,missing=94,gain=5984.6875,cover=2219983
- 93:leaf=0.0281368401,cover=0
- 94:leaf=0.0353542566,cover=0
- 2:[Area5<0.683950484] yes=5,no=6,missing=5,gain=8700.0625,cover=886708
- 5:[PialArea5<1.20515823] yes=11,no=12,missing=11,gain=1871.59375,cover=293293
- 11:[Area5<0.600206077] yes=23,no=24,missing=23,gain=1051.28125,cover=223478
- 23:[Curv5<-0.168147355] yes=47,no=48,missing=47,gain=182.21875,cover=67619
- 47:[Area5<0.517926872] yes=95,no=96,missing=96,gain=178.4375,cover=56436
- 95:leaf=0.054962229,cover=0
- 96:leaf=0.0477176271,cover=0
- 48:[Curv5<-0.125495523] yes=97,no=98,missing=97,gain=26.8056641,cover=11183
- 97:leaf=0.0545527935,cover=0
- 98:leaf=0.060210634,cover=0
- 24:[PialCurv5<-0.107986279] yes=49,no=50,missing=49,gain=525.570312,cover=155859
- 49:[PialArea5<1.1133045] yes=99,no=100,missing=99,gain=158.636719,cover=79757
- 99:leaf=0.0381009243,cover=0
- 100:leaf=0.0426653102,cover=0
- 50:[LGI5<2.42065382] yes=101,no=102,missing=101,gain=173.167969,cover=76102
- 101:leaf=0.0496796444,cover=0
- 102:leaf=0.0442833453,cover=0
- 12:[PialArea5<1.36541271] yes=25,no=26,missing=25,gain=424.296875,cover=69815
- 25:[Area5<0.600206077] yes=51,no=52,missing=52,gain=205.085938,cover=51765
- 51:[Curv5<-0.182293281] yes=103,no=104,missing=103,gain=40.59375,cover=11428
- 103:leaf=0.0562607907,cover=0
- 104:leaf=0.0632458776,cover=0
- 52:[Curv5<-0.130991504] yes=105,no=106,missing=105,gain=97.890625,cover=40337
- 105:leaf=0.0495948084,cover=0
- 106:leaf=0.0579268821,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=54,gain=78.1894531,cover=18050
- 53:[Curv5<-0.180574343] yes=107,no=108,missing=107,gain=59.4316406,cover=15271
- 107:leaf=0.0573596954,cover=0
- 108:leaf=0.0640635267,cover=0
- 54:[LGI5<2.50944686] yes=109,no=110,missing=109,gain=19.487793,cover=2779
- 109:leaf=0.0722156167,cover=0
- 110:leaf=0.0631954893,cover=0
- 6:[PialArea5<1.29873812] yes=13,no=14,missing=14,gain=3526.21875,cover=593415
- 13:[Area5<0.741095543] yes=27,no=28,missing=27,gain=1478.5625,cover=464715
- 27:[PialArea5<1.16911256] yes=55,no=56,missing=55,gain=536.210938,cover=188254
- 55:[PialCurv5<-0.0886472985] yes=111,no=112,missing=112,gain=461.304688,cover=134469
- 111:leaf=0.0338542536,cover=0
- 112:leaf=0.0397652499,cover=0
- 56:[Curv5<-0.150053754] yes=113,no=114,missing=113,gain=132.390625,cover=53785
- 113:leaf=0.0407063067,cover=0
- 114:leaf=0.0461356305,cover=0
- 28:[Ecc<15.5679035] yes=57,no=58,missing=58,gain=490.125,cover=276461
- 57:[Curv5<-0.104371414] yes=115,no=116,missing=116,gain=454.289062,cover=190428
- 115:leaf=0.0320970379,cover=0
- 116:leaf=0.0373247676,cover=0
- 58:[Pol<8.56911278] yes=117,no=118,missing=118,gain=174.574219,cover=86033
- 117:leaf=0.0354761407,cover=0
- 118:leaf=0.0284189191,cover=0
- 14:[Area5<0.778322995] yes=29,no=30,missing=29,gain=1587.77344,cover=128700
- 29:[PialArea5<1.48916721] yes=59,no=60,missing=60,gain=535.335938,cover=54431
- 59:[Curv5<-0.104371414] yes=119,no=120,missing=120,gain=135.195312,cover=42060
- 119:leaf=0.0470655672,cover=0
- 120:leaf=0.0582594946,cover=0
- 60:[MidArea5<1.21578133] yes=121,no=122,missing=121,gain=113.335938,cover=12371
- 121:leaf=0.0572057366,cover=0
- 122:leaf=0.0690470934,cover=0
- 30:[PialArea5<1.57955706] yes=61,no=62,missing=61,gain=338.988281,cover=74269
- 61:[Area5<0.839165807] yes=123,no=124,missing=123,gain=254.628906,cover=63163
- 123:leaf=0.0412304029,cover=0
- 124:leaf=0.0348645374,cover=0
- 62:[Area5<0.877147377] yes=125,no=126,missing=125,gain=212.224609,cover=11106
- 125:leaf=0.0549531356,cover=0
- 126:leaf=0.041041296,cover=0
-booster[14]:
-0:[PialArea5<1.01690364] yes=1,no=2,missing=1,gain=12676,cover=5124388
- 1:[Area5<0.545738399] yes=3,no=4,missing=4,gain=8625.25,cover=4175127
- 3:[PialCurv5<-0.137075767] yes=7,no=8,missing=7,gain=2088.96875,cover=473079
- 7:[Area5<0.44435063] yes=15,no=16,missing=16,gain=830.394531,cover=130430
- 15:[PialArea5<0.676429033] yes=31,no=32,missing=31,gain=303.958984,cover=35944
- 31:[Curv5<-0.331971258] yes=63,no=64,missing=64,gain=132.839355,cover=9561
- 63:leaf=0.0245665591,cover=0
- 64:leaf=0.0364899486,cover=0
- 32:[Area5<0.380439579] yes=65,no=66,missing=65,gain=143.8125,cover=26383
- 65:leaf=0.0484232418,cover=0
- 66:leaf=0.0397251993,cover=0
- 16:[PialArea5<0.801087916] yes=33,no=34,missing=33,gain=876.804688,cover=94486
- 33:[PialArea5<0.712173045] yes=67,no=68,missing=67,gain=168.5,cover=49031
- 67:leaf=0.0220746212,cover=0
- 68:leaf=0.0279993005,cover=0
- 34:[PialArea5<0.900697351] yes=69,no=70,missing=69,gain=139.78125,cover=45455
- 69:leaf=0.0330806971,cover=0
- 70:leaf=0.0389273725,cover=0
- 8:[PialCurv5<0.15079549] yes=17,no=18,missing=18,gain=1159.21875,cover=342649
- 17:[Area5<0.462054074] yes=35,no=36,missing=36,gain=1005.84375,cover=329427
- 35:[PialArea5<0.744910836] yes=71,no=72,missing=71,gain=271.796875,cover=88381
- 71:leaf=0.0419823043,cover=0
- 72:leaf=0.0475805812,cover=0
- 36:[PialArea5<0.831580997] yes=73,no=74,missing=73,gain=733.796875,cover=241046
- 73:leaf=0.0368375219,cover=0
- 74:leaf=0.0425955765,cover=0
- 18:[Curv5<0.245671451] yes=37,no=38,missing=38,gain=187.483154,cover=13222
- 37:[Ecc<35.8605728] yes=75,no=76,missing=76,gain=26.6574707,cover=9077
- 75:leaf=0.0301209427,cover=0
- 76:leaf=0.0177252926,cover=0
- 38:[Ecc<3.8768425] yes=77,no=78,missing=77,gain=19.6940002,cover=4145
- 77:leaf=0.0128017589,cover=0
- 78:leaf=0.0197518189,cover=0
- 4:[Curv5<-0.115945198] yes=9,no=10,missing=9,gain=6731,cover=3702048
- 9:[Area5<0.643796742] yes=19,no=20,missing=19,gain=3343.3125,cover=934130
- 19:[PialArea5<0.85412097] yes=39,no=40,missing=39,gain=4396.45312,cover=486654
- 39:[Curv5<-0.207981065] yes=79,no=80,missing=79,gain=787.976562,cover=236087
- 79:leaf=0.0222360026,cover=0
- 80:leaf=0.0280152392,cover=0
- 40:[PialCurv5<-0.11266306] yes=81,no=82,missing=81,gain=1078.75,cover=250567
- 81:leaf=0.0315154493,cover=0
- 82:leaf=0.0380937792,cover=0
- 20:[PialArea5<0.922987998] yes=41,no=42,missing=41,gain=1022.53125,cover=447476
- 41:[Pol<14.1659222] yes=83,no=84,missing=84,gain=258.121094,cover=244927
- 83:leaf=0.0263664369,cover=0
- 84:leaf=0.0212261733,cover=0
- 42:[Area5<0.698189139] yes=85,no=86,missing=85,gain=693.570312,cover=202549
- 85:leaf=0.0296371132,cover=0
- 86:leaf=0.0237806942,cover=0
- 10:[Curv5<0.183586344] yes=21,no=22,missing=22,gain=4898.875,cover=2767918
- 21:[PialArea5<0.404493898] yes=43,no=44,missing=43,gain=6289.5,cover=2532391
- 43:[Curv5<0.139330834] yes=87,no=88,missing=87,gain=1545.48438,cover=282250
- 87:leaf=0.0443951748,cover=0
- 88:leaf=0.0367770083,cover=0
- 44:[Curv5<0.124281213] yes=89,no=90,missing=89,gain=5279.25,cover=2250141
- 89:leaf=0.0327540785,cover=0
- 90:leaf=0.0258331876,cover=0
- 22:[PialArea5<0.281252682] yes=45,no=46,missing=46,gain=1563.71875,cover=235527
- 45:[Curv5<0.233002663] yes=91,no=92,missing=91,gain=337.111328,cover=33936
- 91:leaf=0.0389348045,cover=0
- 92:leaf=0.0286562089,cover=0
- 46:[Curv5<0.22365725] yes=93,no=94,missing=94,gain=541.21875,cover=201591
- 93:leaf=0.0250977669,cover=0
- 94:leaf=0.0193942841,cover=0
- 2:[Area5<0.682363749] yes=5,no=6,missing=5,gain=8364.9375,cover=949261
- 5:[PialArea5<1.18617713] yes=11,no=12,missing=11,gain=1788.01562,cover=315721
- 11:[Area5<0.59157455] yes=23,no=24,missing=24,gain=1063.82812,cover=235473
- 23:[PialCurv5<-0.124814533] yes=47,no=48,missing=47,gain=168.09375,cover=64039
- 47:[Area5<0.483568966] yes=95,no=96,missing=95,gain=92.2558594,cover=23601
- 95:leaf=0.054350812,cover=0
- 96:leaf=0.0435611419,cover=0
- 48:[Curv5<-0.138079464] yes=97,no=98,missing=98,gain=84.0898438,cover=40438
- 97:leaf=0.0491119325,cover=0
- 98:leaf=0.0566209629,cover=0
- 24:[PialCurv5<-0.104067586] yes=49,no=50,missing=49,gain=596.679688,cover=171434
- 49:[PialArea5<1.07926941] yes=99,no=100,missing=99,gain=157.0625,cover=96246
- 99:leaf=0.035643585,cover=0
- 100:leaf=0.0396954603,cover=0
- 50:[LGI5<2.42065382] yes=101,no=102,missing=101,gain=172.660156,cover=75188
- 101:leaf=0.0476356745,cover=0
- 102:leaf=0.0422452874,cover=0
- 12:[PialArea5<1.36541271] yes=25,no=26,missing=26,gain=438.476562,cover=80248
- 25:[Area5<0.600206077] yes=51,no=52,missing=51,gain=216.667969,cover=62664
- 51:[Area5<0.542713821] yes=103,no=104,missing=103,gain=45.5234375,cover=14470
- 103:leaf=0.0596618652,cover=0
- 104:leaf=0.0529291332,cover=0
- 52:[Curv5<-0.172863677] yes=105,no=106,missing=105,gain=111.855469,cover=48194
- 105:leaf=0.0459798574,cover=0
- 106:leaf=0.0513477288,cover=0
- 26:[PialArea5<1.48916721] yes=53,no=54,missing=53,gain=70.8476562,cover=17584
- 53:[Area5<0.601796865] yes=107,no=108,missing=107,gain=45.1904297,cover=11529
- 107:leaf=0.0625612512,cover=0
- 108:leaf=0.0542576797,cover=0
- 54:[MidArea5<1.1557827] yes=109,no=110,missing=109,gain=25.6269531,cover=6055
- 109:leaf=0.0608554743,cover=0
- 110:leaf=0.069425486,cover=0
- 6:[PialArea5<1.22674179] yes=13,no=14,missing=13,gain=3491.03125,cover=633540
- 13:[Area5<0.739104271] yes=27,no=28,missing=27,gain=1226.89062,cover=427613
- 27:[Curv5<-0.114048101] yes=55,no=56,missing=55,gain=526.234375,cover=179846
- 55:[PialArea5<1.1257062] yes=111,no=112,missing=111,gain=290.464844,cover=136991
- 111:leaf=0.0319625698,cover=0
- 112:leaf=0.0367394648,cover=0
- 56:[Ecc<19.4699688] yes=113,no=114,missing=114,gain=207.261719,cover=42855
- 113:leaf=0.0416666642,cover=0
- 114:leaf=0.0324645638,cover=0
- 28:[Ecc<15.7955055] yes=57,no=58,missing=57,gain=429.171875,cover=247767
- 57:[Curv5<-0.0963523984] yes=115,no=116,missing=116,gain=493.316406,cover=166233
- 115:leaf=0.0293753427,cover=0
- 116:leaf=0.035191644,cover=0
- 58:[Pol<9.44515038] yes=117,no=118,missing=118,gain=121.228516,cover=81534
- 117:leaf=0.0321957581,cover=0
- 118:leaf=0.0261414442,cover=0
- 14:[Area5<0.770300686] yes=29,no=30,missing=29,gain=1697.96875,cover=205927
- 29:[PialArea5<1.39628088] yes=59,no=60,missing=59,gain=840.5,cover=88134
- 59:[Ecc<1.31300318] yes=119,no=120,missing=119,gain=147.222656,cover=64566
- 119:leaf=0.0499117225,cover=0
- 120:leaf=0.041559685,cover=0
- 60:[PialArea5<1.57955706] yes=121,no=122,missing=122,gain=179.054688,cover=23568
- 121:leaf=0.0508872755,cover=0
- 122:leaf=0.0611130074,cover=0
- 30:[PialArea5<1.4350239] yes=61,no=62,missing=61,gain=499.933594,cover=117793
- 61:[Area5<0.833255887] yes=123,no=124,missing=123,gain=250.210938,cover=84859
- 123:leaf=0.0365041457,cover=0
- 124:leaf=0.0310392585,cover=0
- 62:[Area5<0.846071243] yes=125,no=126,missing=125,gain=300.259766,cover=32934
- 125:leaf=0.0468241088,cover=0
- 126:leaf=0.0371693857,cover=0
-booster[15]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=1,gain=11699.5,cover=5124388
- 1:[PialArea5<0.984361112] yes=3,no=4,missing=3,gain=2551,cover=483456
- 3:[Sulc0<-0.237935558] yes=7,no=8,missing=8,gain=1359.26562,cover=368752
- 7:[Area5<0.499970406] yes=15,no=16,missing=15,gain=789.234375,cover=330098
- 15:[PialCurv5<-0.111886919] yes=31,no=32,missing=31,gain=317.589844,cover=74946
- 31:[Area5<0.380439579] yes=63,no=64,missing=64,gain=167.039062,cover=37455
- 63:leaf=0.047458712,cover=0
- 64:leaf=0.0375024788,cover=0
- 32:[Area5<0.433531314] yes=65,no=66,missing=66,gain=59.2519531,cover=37491
- 65:leaf=0.0487381369,cover=0
- 66:leaf=0.0441418402,cover=0
- 16:[PialCurv5<-0.0948967114] yes=33,no=34,missing=33,gain=861.3125,cover=255152
- 33:[PialArea5<0.839144647] yes=67,no=68,missing=67,gain=190.242188,cover=68004
- 67:leaf=0.0281048995,cover=0
- 68:leaf=0.0335253663,cover=0
- 34:[Ecc<0.669936359] yes=69,no=70,missing=69,gain=490.742188,cover=187148
- 69:leaf=0.0408975109,cover=0
- 70:leaf=0.0357277468,cover=0
- 8:[PialArea5<0.355263293] yes=17,no=18,missing=18,gain=173.579102,cover=38654
- 17:[Sulc0<0.0451717228] yes=35,no=36,missing=35,gain=105.728516,cover=3681
- 35:[Curv5<0.183586344] yes=71,no=72,missing=71,gain=45.4407959,cover=2603
- 71:leaf=0.0504737012,cover=0
- 72:leaf=0.0371334888,cover=0
- 36:[Curv5<0.245671451] yes=73,no=74,missing=73,gain=15.331665,cover=1078
- 73:leaf=0.0301980469,cover=0
- 74:leaf=0.0181346182,cover=0
- 18:[PialCurv5<0.232516408] yes=37,no=38,missing=38,gain=100.295898,cover=34973
- 37:[MidArea5<0.576365113] yes=75,no=76,missing=75,gain=88.3886719,cover=27172
- 75:leaf=0.0322804749,cover=0
- 76:leaf=0.0260808077,cover=0
- 38:[PialArea5<0.467676282] yes=77,no=78,missing=78,gain=20.699707,cover=7801
- 77:leaf=0.0239399727,cover=0
- 78:leaf=0.0187527109,cover=0
- 4:[PialArea5<1.16911256] yes=9,no=10,missing=9,gain=398.476562,cover=114704
- 9:[Area5<0.582201123] yes=19,no=20,missing=19,gain=323.414062,cover=77316
- 19:[PialCurv5<-0.11266306] yes=39,no=40,missing=39,gain=79.8847656,cover=22302
- 39:[Area5<0.499970406] yes=79,no=80,missing=79,gain=73.6484375,cover=11210
- 79:leaf=0.0523632951,cover=0
- 80:leaf=0.04279707,cover=0
- 40:[Curv5<-0.144993886] yes=81,no=82,missing=81,gain=27.6074219,cover=11092
- 81:leaf=0.0499537885,cover=0
- 82:leaf=0.0567571707,cover=0
- 20:[Area5<0.776627541] yes=41,no=42,missing=42,gain=195.84375,cover=55014
- 41:[PialCurv5<-0.0957419723] yes=83,no=84,missing=83,gain=204.59375,cover=51739
- 83:leaf=0.0383623429,cover=0
- 84:leaf=0.0446697176,cover=0
- 42:[Area5<0.864337862] yes=85,no=86,missing=85,gain=37.7387695,cover=3275
- 85:leaf=0.0323474556,cover=0
- 86:leaf=0.0202511512,cover=0
- 10:[Area5<0.924216449] yes=21,no=22,missing=21,gain=242.460938,cover=37388
- 21:[PialArea5<1.4350239] yes=43,no=44,missing=43,gain=154.792969,cover=36651
- 43:[Area5<0.665633082] yes=87,no=88,missing=87,gain=113.726562,cover=31677
- 87:leaf=0.0516382121,cover=0
- 88:leaf=0.0456202328,cover=0
- 44:[Curv5<-0.138079464] yes=89,no=90,missing=89,gain=50.9599609,cover=4974
- 89:leaf=0.0557909384,cover=0
- 90:leaf=0.069609277,cover=0
- 22:[PialCurv5<0.00236006663] yes=45,no=46,missing=45,gain=13.4563446,cover=737
- 45:[Sulc0<-0.79536891] yes=91,no=92,missing=91,gain=4.42286682,cover=568
- 91:leaf=0.0307881366,cover=0
- 92:leaf=0.0212435722,cover=0
- 46:[Curv5<-0.0530214235] yes=93,no=94,missing=93,gain=0.93031168,cover=169
- 93:leaf=0.0226272102,cover=0
- 94:leaf=0.00736985682,cover=0
- 2:[PialArea5<1.14602101] yes=5,no=6,missing=6,gain=9480.25,cover=4640932
- 5:[Sulc0<0.443755656] yes=11,no=12,missing=11,gain=4371.125,cover=4241179
- 11:[Area5<0.593548477] yes=23,no=24,missing=23,gain=6617.125,cover=3375158
- 23:[PialArea5<0.866999865] yes=47,no=48,missing=48,gain=4259.40625,cover=649632
- 47:[Area5<0.494833142] yes=95,no=96,missing=95,gain=1899.9375,cover=455629
- 95:leaf=0.0358497351,cover=0
- 96:leaf=0.0287007932,cover=0
- 48:[PialCurv5<-0.11422696] yes=97,no=98,missing=97,gain=645.46875,cover=194003
- 97:leaf=0.0370812565,cover=0
- 98:leaf=0.0429090373,cover=0
- 24:[PialArea5<0.984361112] yes=49,no=50,missing=49,gain=2761.125,cover=2725526
- 49:[Curv5<-0.104371414] yes=99,no=100,missing=99,gain=4397.8125,cover=2173969
- 99:leaf=0.023426652,cover=0
- 100:leaf=0.0283956118,cover=0
- 50:[Area5<0.716575325] yes=101,no=102,missing=101,gain=2905.75,cover=551557
- 101:leaf=0.0345878974,cover=0
- 102:leaf=0.0273288973,cover=0
- 12:[Curv5<0.157731384] yes=25,no=26,missing=26,gain=4167.25,cover=866021
- 25:[Ecc<29.3556995] yes=51,no=52,missing=51,gain=3048.625,cover=586672
- 51:[Curv5<0.10516572] yes=103,no=104,missing=103,gain=1838.92188,cover=417085
- 103:leaf=0.0415423885,cover=0
- 104:leaf=0.0347799994,cover=0
- 52:[Pol<82.2009888] yes=105,no=106,missing=105,gain=1252.39453,cover=169587
- 105:leaf=0.0254724361,cover=0
- 106:leaf=0.0340767205,cover=0
- 26:[PialArea5<0.292306483] yes=53,no=54,missing=53,gain=1129.40625,cover=279349
- 53:[Curv5<0.22365725] yes=107,no=108,missing=107,gain=778.976562,cover=57413
- 107:leaf=0.0382094942,cover=0
- 108:leaf=0.0258849543,cover=0
- 54:[Curv5<0.199476883] yes=109,no=110,missing=110,gain=833.433594,cover=221936
- 109:leaf=0.0281329155,cover=0
- 110:leaf=0.0213599652,cover=0
- 6:[Area5<0.744179189] yes=13,no=14,missing=13,gain=3440.09375,cover=399753
- 13:[PialArea5<1.33957577] yes=27,no=28,missing=28,gain=1344.54688,cover=186230
- 27:[Area5<0.664770067] yes=55,no=56,missing=55,gain=666.257812,cover=146650
- 55:[Area5<0.582201123] yes=111,no=112,missing=112,gain=138.824219,cover=54493
- 111:leaf=0.0501336269,cover=0
- 112:leaf=0.0436454825,cover=0
- 56:[Curv5<-0.134546712] yes=113,no=114,missing=113,gain=146.925781,cover=92157
- 113:leaf=0.0368682779,cover=0
- 114:leaf=0.0418264233,cover=0
- 28:[PialArea5<1.48916721] yes=57,no=58,missing=58,gain=203.769531,cover=39580
- 57:[Area5<0.64784193] yes=115,no=116,missing=116,gain=101.306641,cover=27824
- 115:leaf=0.0538206995,cover=0
- 116:leaf=0.0467890687,cover=0
- 58:[Curv5<-0.18985194] yes=117,no=118,missing=118,gain=52.7138672,cover=11756
- 117:leaf=0.0531229638,cover=0
- 118:leaf=0.0599033833,cover=0
- 14:[PialArea5<1.39628088] yes=29,no=30,missing=30,gain=831.828125,cover=213523
- 29:[Area5<0.822840035] yes=59,no=60,missing=59,gain=375.03125,cover=165643
- 59:[PialArea5<1.26501572] yes=119,no=120,missing=119,gain=151.089844,cover=107577
- 119:leaf=0.0321088918,cover=0
- 120:leaf=0.0360709094,cover=0
- 60:[Area5<0.924216449] yes=121,no=122,missing=122,gain=81.8984375,cover=58066
- 121:leaf=0.0292979479,cover=0
- 122:leaf=0.0242104232,cover=0
- 30:[Area5<0.839165807] yes=61,no=62,missing=61,gain=381.041016,cover=47880
- 61:[MidArea5<1.21578133] yes=123,no=124,missing=123,gain=202.330078,cover=23378
- 123:leaf=0.0418994687,cover=0
- 124:leaf=0.0554400682,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=125,gain=78.625,cover=24502
- 125:leaf=0.0329489261,cover=0
- 126:leaf=0.0391224734,cover=0
-booster[16]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=2,gain=10559.125,cover=5124388
- 1:[PialArea5<0.971235156] yes=3,no=4,missing=3,gain=2311.35938,cover=483456
- 3:[Sulc0<-0.244882882] yes=7,no=8,missing=7,gain=1201.90625,cover=360509
- 7:[Area5<0.504816413] yes=15,no=16,missing=15,gain=701.8125,cover=320542
- 15:[PialCurv5<-0.111886919] yes=31,no=32,missing=32,gain=307.664062,cover=78648
- 31:[Area5<0.404548973] yes=63,no=64,missing=63,gain=166.287109,cover=38571
- 63:leaf=0.0425162874,cover=0
- 64:leaf=0.0347139798,cover=0
- 32:[Area5<0.433531314] yes=65,no=66,missing=65,gain=58.2734375,cover=40077
- 65:leaf=0.0462287851,cover=0
- 66:leaf=0.0417112149,cover=0
- 16:[Curv5<-0.132798299] yes=33,no=34,missing=33,gain=850.976562,cover=241894
- 33:[PialArea5<0.81902951] yes=67,no=68,missing=67,gain=311.613281,cover=83847
- 67:leaf=0.0259769242,cover=0
- 68:leaf=0.0324006788,cover=0
- 34:[Ecc<0.567370772] yes=69,no=70,missing=69,gain=385.046875,cover=158047
- 69:leaf=0.0397054069,cover=0
- 70:leaf=0.0345677249,cover=0
- 8:[PialArea5<0.331288606] yes=17,no=18,missing=17,gain=168.194336,cover=39967
- 17:[Curv5<0.22365725] yes=35,no=36,missing=35,gain=80.9299316,cover=2539
- 35:[Sulc0<0.0608992092] yes=71,no=72,missing=71,gain=22.8012695,cover=1547
- 71:leaf=0.0484220609,cover=0
- 72:leaf=0.0302655231,cover=0
- 36:[PialArea5<0.281252682] yes=73,no=74,missing=73,gain=19.1089172,cover=992
- 73:leaf=0.037531238,cover=0
- 74:leaf=0.0227040332,cover=0
- 18:[Sulc0<-0.0788570642] yes=37,no=38,missing=37,gain=112.442383,cover=37428
- 37:[PialArea5<0.450022906] yes=75,no=76,missing=76,gain=84.7929688,cover=23353
- 75:leaf=0.0337689519,cover=0
- 76:leaf=0.0261904784,cover=0
- 38:[PialCurv5<0.232516408] yes=77,no=78,missing=77,gain=29.958252,cover=14075
- 77:leaf=0.0236797947,cover=0
- 78:leaf=0.0187897701,cover=0
- 4:[PialArea5<1.15332794] yes=9,no=10,missing=9,gain=396.148438,cover=122947
- 9:[Area5<0.663006425] yes=19,no=20,missing=19,gain=315.550781,cover=81324
- 19:[PialCurv5<-0.119850777] yes=39,no=40,missing=39,gain=191.300781,cover=55518
- 39:[Area5<0.517926872] yes=79,no=80,missing=79,gain=120.177734,cover=17717
- 79:leaf=0.0468220711,cover=0
- 80:leaf=0.0363147818,cover=0
- 40:[Area5<0.580209434] yes=81,no=82,missing=82,gain=82.3359375,cover=37801
- 81:leaf=0.0475677475,cover=0
- 82:leaf=0.0427578352,cover=0
- 20:[LGI5<2.37953305] yes=41,no=42,missing=41,gain=150.386719,cover=25806
- 41:[PialCurv5<-0.0829703882] yes=83,no=84,missing=84,gain=69.0029297,cover=10557
- 83:leaf=0.0353738591,cover=0
- 84:leaf=0.043720331,cover=0
- 42:[Area5<0.776627541] yes=85,no=86,missing=85,gain=89.640625,cover=15249
- 85:leaf=0.0342364162,cover=0
- 86:leaf=0.0229105819,cover=0
- 10:[Area5<0.894858658] yes=21,no=22,missing=21,gain=223.96875,cover=41623
- 21:[PialArea5<1.36541271] yes=43,no=44,missing=43,gain=156.753906,cover=40753
- 43:[Area5<0.66211915] yes=87,no=88,missing=87,gain=108.351562,cover=32513
- 87:leaf=0.0483402722,cover=0
- 88:leaf=0.0425454788,cover=0
- 44:[Curv5<-0.141545609] yes=89,no=90,missing=90,gain=74.3242188,cover=8240
- 89:leaf=0.0509550832,cover=0
- 90:leaf=0.0633963868,cover=0
- 22:[PialCurv5<0.00236006663] yes=45,no=46,missing=45,gain=15.5850067,cover=870
- 45:[Sulc0<-0.788856506] yes=91,no=92,missing=91,gain=7.13427734,cover=693
- 91:leaf=0.0314072371,cover=0
- 92:leaf=0.0207436774,cover=0
- 46:[LGI5<2.48283219] yes=93,no=94,missing=93,gain=0.938955784,cover=177
- 93:leaf=0.0103927692,cover=0
- 94:leaf=0.00235219765,cover=0
- 2:[PialArea5<1.13904655] yes=5,no=6,missing=5,gain=8569.875,cover=4640932
- 5:[Sulc0<0.383163035] yes=11,no=12,missing=12,gain=4011.625,cover=4223280
- 11:[Area5<0.586059749] yes=23,no=24,missing=24,gain=6202.75,cover=3235058
- 23:[PialArea5<0.844099998] yes=47,no=48,missing=47,gain=3460.51562,cover=584880
- 47:[Curv5<-0.225438625] yes=95,no=96,missing=95,gain=1598.86719,cover=379062
- 95:leaf=0.0249233861,cover=0
- 96:leaf=0.0316403173,cover=0
- 48:[PialArea5<0.940168262] yes=97,no=98,missing=97,gain=656.609375,cover=205818
- 97:leaf=0.0347516127,cover=0
- 98:leaf=0.040463116,cover=0
- 24:[PialArea5<0.968038738] yes=49,no=50,missing=49,gain=2787.125,cover=2650178
- 49:[Curv5<-0.104371414] yes=99,no=100,missing=99,gain=3751.34375,cover=2030987
- 99:leaf=0.0220845416,cover=0
- 100:leaf=0.0267855376,cover=0
- 50:[Area5<0.714116395] yes=101,no=102,missing=101,gain=3026.10938,cover=619191
- 101:leaf=0.0327087305,cover=0
- 102:leaf=0.0257174708,cover=0
- 12:[Curv5<0.149355054] yes=25,no=26,missing=25,gain=4240.125,cover=988222
- 25:[Ecc<27.7987404] yes=51,no=52,missing=51,gain=3113.625,cover=630609
- 51:[Curv5<0.101325236] yes=103,no=104,missing=103,gain=1556.15625,cover=433569
- 103:leaf=0.0391236097,cover=0
- 104:leaf=0.0330967307,cover=0
- 52:[Pol<78.2110443] yes=105,no=106,missing=105,gain=1233.70312,cover=197040
- 105:leaf=0.0242216773,cover=0
- 106:leaf=0.0321355946,cover=0
- 26:[PialArea5<0.385581404] yes=53,no=54,missing=53,gain=1414.02344,cover=357613
- 53:[Curv5<0.190557376] yes=107,no=108,missing=107,gain=1736.55469,cover=228005
- 107:leaf=0.033050742,cover=0
- 108:leaf=0.0243027918,cover=0
- 54:[PialArea5<0.450022906] yes=109,no=110,missing=109,gain=243.703125,cover=129608
- 109:leaf=0.0241111629,cover=0
- 110:leaf=0.0196308475,cover=0
- 6:[Area5<0.736205518] yes=13,no=14,missing=14,gain=3161.5,cover=417652
- 13:[PialArea5<1.31770575] yes=27,no=28,missing=27,gain=1177.38281,cover=181966
- 27:[Area5<0.654657125] yes=55,no=56,missing=55,gain=548.195312,cover=138655
- 55:[Curv5<-0.180574343] yes=111,no=112,missing=111,gain=103.652344,cover=47400
- 111:leaf=0.0412893556,cover=0
- 112:leaf=0.0465399176,cover=0
- 56:[Curv5<-0.177508175] yes=113,no=114,missing=114,gain=131.917969,cover=91255
- 113:leaf=0.0344195515,cover=0
- 114:leaf=0.038257312,cover=0
- 28:[PialArea5<1.4350239] yes=57,no=58,missing=58,gain=204.042969,cover=43311
- 57:[Area5<0.631603718] yes=115,no=116,missing=115,gain=92.1855469,cover=26521
- 115:leaf=0.0512121283,cover=0
- 116:leaf=0.0436510779,cover=0
- 58:[PialArea5<1.57955706] yes=117,no=118,missing=117,gain=64.0292969,cover=16790
- 117:leaf=0.0500988029,cover=0
- 118:leaf=0.0568911918,cover=0
- 14:[PialArea5<1.36541271] yes=29,no=30,missing=29,gain=859.601562,cover=235686
- 29:[Area5<0.811441243] yes=59,no=60,missing=60,gain=377.941406,cover=173952
- 59:[PialArea5<1.21550834] yes=119,no=120,missing=120,gain=136.03125,cover=107743
- 119:leaf=0.0300832298,cover=0
- 120:leaf=0.0336418115,cover=0
- 60:[Area5<0.924216449] yes=121,no=122,missing=122,gain=77.4960938,cover=66209
- 121:leaf=0.0277285315,cover=0
- 122:leaf=0.0225867331,cover=0
- 30:[Area5<0.822840035] yes=61,no=62,missing=61,gain=427.582031,cover=61734
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=124,gain=207.166016,cover=27887
- 123:leaf=0.0395054892,cover=0
- 124:leaf=0.0508298278,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=126,gain=106.391602,cover=33847
- 125:leaf=0.0315464996,cover=0
- 126:leaf=0.0380974896,cover=0
-booster[17]:
-0:[PialArea5<1.02520955] yes=1,no=2,missing=1,gain=9539,cover=5124388
- 1:[Area5<0.509397149] yes=3,no=4,missing=3,gain=6794.875,cover=4217664
- 3:[PialCurv5<-0.153030112] yes=7,no=8,missing=8,gain=1134.17188,cover=291784
- 7:[PialArea5<0.705942631] yes=15,no=16,missing=15,gain=331.430664,cover=49317
- 15:[Area5<0.380439579] yes=31,no=32,missing=32,gain=178.412354,cover=17943
- 31:[PialArea5<0.39986974] yes=63,no=64,missing=63,gain=59.5863037,cover=3319
- 63:leaf=0.00881293695,cover=0
- 64:leaf=0.034477219,cover=0
- 32:[PialArea5<0.494012713] yes=65,no=66,missing=65,gain=44.7380371,cover=14624
- 65:leaf=0.0119002545,cover=0
- 66:leaf=0.0207174122,cover=0
- 16:[Area5<0.420677572] yes=33,no=34,missing=34,gain=174.070312,cover=31374
- 33:[Area5<0.380439579] yes=67,no=68,missing=67,gain=24.3388672,cover=6693
- 67:leaf=0.0416452996,cover=0
- 68:leaf=0.0353786014,cover=0
- 34:[PialArea5<0.81902951] yes=69,no=70,missing=69,gain=99.7436523,cover=24681
- 69:leaf=0.0260397773,cover=0
- 70:leaf=0.0325112157,cover=0
- 8:[PialArea5<0.780359626] yes=17,no=18,missing=17,gain=621,cover=242467
- 17:[Area5<0.404548973] yes=35,no=36,missing=36,gain=414.824219,cover=125397
- 35:[PialArea5<0.409017563] yes=71,no=72,missing=72,gain=169.711914,cover=19409
- 71:leaf=0.0155515661,cover=0
- 72:leaf=0.0410279036,cover=0
- 36:[Curv5<-0.182293281] yes=73,no=74,missing=73,gain=625.0625,cover=105988
- 73:leaf=0.0274329223,cover=0
- 74:leaf=0.0352885947,cover=0
- 18:[Area5<0.433531314] yes=37,no=38,missing=37,gain=323.4375,cover=117070
- 37:[Area5<0.380439579] yes=75,no=76,missing=75,gain=64.65625,cover=25480
- 75:leaf=0.0494939499,cover=0
- 76:leaf=0.0424006023,cover=0
- 38:[PialCurv5<-0.106427588] yes=77,no=78,missing=77,gain=335.199219,cover=91590
- 77:leaf=0.034821175,cover=0
- 78:leaf=0.0411278568,cover=0
- 4:[PialCurv5<-0.101551421] yes=9,no=10,missing=9,gain=4724.375,cover=3925880
- 9:[PialArea5<0.839144647] yes=19,no=20,missing=19,gain=1780.82812,cover=683404
- 19:[Curv5<-0.127358407] yes=39,no=40,missing=40,gain=702.644531,cover=241649
- 39:[Area5<0.57817024] yes=79,no=80,missing=79,gain=340.330078,cover=231479
- 79:leaf=0.0210843515,cover=0
- 80:leaf=0.0171749871,cover=0
- 40:[Curv5<-0.0598238073] yes=81,no=82,missing=82,gain=129.323242,cover=10170
- 81:leaf=0.0289983246,cover=0
- 82:leaf=0.0422094725,cover=0
- 20:[Area5<0.620557249] yes=41,no=42,missing=41,gain=2809.16406,cover=441755
- 41:[PialArea5<0.920147538] yes=83,no=84,missing=83,gain=507.453125,cover=182482
- 83:leaf=0.0268403385,cover=0
- 84:leaf=0.0321174078,cover=0
- 42:[Curv5<-0.134546712] yes=85,no=86,missing=85,gain=662.710938,cover=259273
- 85:leaf=0.0209072884,cover=0
- 86:leaf=0.0371938869,cover=0
- 10:[Curv5<0.177453667] yes=21,no=22,missing=22,gain=4011.375,cover=3242476
- 21:[PialArea5<0.422649235] yes=43,no=44,missing=43,gain=5908.6875,cover=2962008
- 43:[Curv5<0.131767005] yes=87,no=88,missing=88,gain=1383.92188,cover=323096
- 87:leaf=0.0386882871,cover=0
- 88:leaf=0.0318433456,cover=0
- 44:[Area5<0.616426587] yes=89,no=90,missing=90,gain=4632.125,cover=2638912
- 89:leaf=0.0320296399,cover=0
- 90:leaf=0.0262109078,cover=0
- 22:[PialArea5<0.267248243] yes=45,no=46,missing=45,gain=1454.30469,cover=280468
- 45:[Curv5<0.233002663] yes=91,no=92,missing=91,gain=315.078125,cover=27433
- 91:leaf=0.0367930792,cover=0
- 92:leaf=0.0257680696,cover=0
- 46:[PialArea5<0.409017563] yes=93,no=94,missing=93,gain=683.804688,cover=253035
- 93:leaf=0.0222336147,cover=0
- 94:leaf=0.0166717656,cover=0
- 2:[Area5<0.67915231] yes=5,no=6,missing=5,gain=6169.0625,cover=906724
- 5:[PialArea5<1.25128293] yes=11,no=12,missing=11,gain=1226.78125,cover=285566
- 11:[Area5<0.609410942] yes=23,no=24,missing=23,gain=759.40625,cover=241439
- 23:[Curv5<-0.163374811] yes=47,no=48,missing=48,gain=197.679688,cover=89552
- 47:[Area5<0.525751591] yes=95,no=96,missing=95,gain=185.460938,cover=75863
- 95:leaf=0.0452091806,cover=0
- 96:leaf=0.0388837419,cover=0
- 48:[LGI5<2.42399812] yes=97,no=98,missing=97,gain=29.1738281,cover=13689
- 97:leaf=0.0493226014,cover=0
- 98:leaf=0.0445889421,cover=0
- 24:[Curv5<-0.155295327] yes=49,no=50,missing=49,gain=445.226562,cover=151887
- 49:[PialArea5<1.1257062] yes=99,no=100,missing=99,gain=205.371094,cover=114696
- 99:leaf=0.032028567,cover=0
- 100:leaf=0.0363668948,cover=0
- 50:[LGI5<2.42065382] yes=101,no=102,missing=102,gain=73.4785156,cover=37191
- 101:leaf=0.0437113009,cover=0
- 102:leaf=0.0386752784,cover=0
- 12:[PialArea5<1.4350239] yes=25,no=26,missing=26,gain=172.648438,cover=44127
- 25:[Area5<0.595263004] yes=51,no=52,missing=51,gain=95.5820312,cover=34936
- 51:[Curv5<-0.155295327] yes=103,no=104,missing=103,gain=28.8383789,cover=6512
- 103:leaf=0.0489790067,cover=0
- 104:leaf=0.0586372912,cover=0
- 52:[Curv5<-0.168147355] yes=105,no=106,missing=105,gain=70.3007812,cover=28424
- 105:leaf=0.0421942472,cover=0
- 106:leaf=0.0479903296,cover=0
- 26:[Curv5<-0.203415334] yes=53,no=54,missing=53,gain=38.3554688,cover=9191
- 53:[LGI5<2.51288176] yes=107,no=108,missing=107,gain=16.190918,cover=4424
- 107:leaf=0.051738251,cover=0
- 108:leaf=0.0453867391,cover=0
- 54:[MidArea5<1.1557827] yes=109,no=110,missing=109,gain=20.5170898,cover=4767
- 109:leaf=0.0545817912,cover=0
- 110:leaf=0.0655487999,cover=0
- 6:[PialArea5<1.25128293] yes=13,no=14,missing=13,gain=2539.875,cover=621158
- 13:[Area5<0.755546272] yes=27,no=28,missing=27,gain=1039.57812,cover=442322
- 27:[Curv5<-0.130991504] yes=55,no=56,missing=55,gain=496.8125,cover=237517
- 55:[PialArea5<1.1257062] yes=111,no=112,missing=112,gain=351.898438,cover=161249
- 111:leaf=0.0265171509,cover=0
- 112:leaf=0.0312235393,cover=0
- 56:[Ecc<18.3223667] yes=113,no=114,missing=113,gain=289.335938,cover=76268
- 113:leaf=0.0349633284,cover=0
- 114:leaf=0.0270341989,cover=0
- 28:[Curv5<-0.141545609] yes=57,no=58,missing=58,gain=304.523438,cover=204805
- 57:[PialArea5<1.11947823] yes=115,no=116,missing=115,gain=182.410156,cover=94686
- 115:leaf=0.0205531828,cover=0
- 116:leaf=0.0250295158,cover=0
- 58:[Ecc<18.5999508] yes=117,no=118,missing=117,gain=312.107422,cover=110119
- 117:leaf=0.028757317,cover=0
- 118:leaf=0.0228314679,cover=0
- 14:[Area5<0.776627541] yes=29,no=30,missing=29,gain=1274.40625,cover=178836
- 29:[PialArea5<1.4350239] yes=59,no=60,missing=59,gain=533.378906,cover=80797
- 59:[Curv5<-0.125495523] yes=119,no=120,missing=120,gain=145.625,cover=61477
- 119:leaf=0.0363276564,cover=0
- 120:leaf=0.0431749485,cover=0
- 60:[MidArea5<1.21578133] yes=121,no=122,missing=121,gain=128.523438,cover=19320
- 121:leaf=0.0452781357,cover=0
- 122:leaf=0.0573574267,cover=0
- 30:[PialArea5<1.48916721] yes=61,no=62,missing=61,gain=314.011719,cover=98039
- 61:[Area5<0.894858658] yes=123,no=124,missing=124,gain=172.835938,cover=76364
- 123:leaf=0.0308248643,cover=0
- 124:leaf=0.0248681847,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=125,gain=197.65918,cover=21675
- 125:leaf=0.0398623869,cover=0
- 126:leaf=0.0297445264,cover=0
-booster[18]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=1,gain=9083.625,cover=5124388
- 1:[PialArea5<0.971235156] yes=3,no=4,missing=3,gain=1931.73438,cover=483456
- 3:[Sulc0<-0.285426885] yes=7,no=8,missing=8,gain=1052.1875,cover=360509
- 7:[LGI5<2.40692019] yes=15,no=16,missing=15,gain=576.898438,cover=311297
- 15:[PialCurv5<-0.119053185] yes=31,no=32,missing=31,gain=332.726562,cover=186717
- 31:[Area5<0.489361584] yes=63,no=64,missing=63,gain=167.860352,cover=35444
- 63:leaf=0.0335759334,cover=0
- 64:leaf=0.0266631898,cover=0
- 32:[Area5<0.56946665] yes=65,no=66,missing=65,gain=262.492188,cover=151273
- 65:leaf=0.0375763811,cover=0
- 66:leaf=0.0333754085,cover=0
- 16:[Area5<0.586059749] yes=33,no=34,missing=34,gain=347.796875,cover=124580
- 33:[Curv5<-0.160152137] yes=67,no=68,missing=67,gain=184.638672,cover=65286
- 67:leaf=0.0300473422,cover=0
- 68:leaf=0.0354377404,cover=0
- 34:[Curv5<-0.0795110464] yes=69,no=70,missing=69,gain=316.417969,cover=59294
- 69:leaf=0.0230577681,cover=0
- 70:leaf=0.0303912908,cover=0
- 8:[PialArea5<0.331288606] yes=17,no=18,missing=18,gain=215.849609,cover=49212
- 17:[Sulc0<0.0451717228] yes=35,no=36,missing=35,gain=91.6938477,cover=2995
- 35:[Curv5<0.166947007] yes=71,no=72,missing=71,gain=36.8061523,cover=2278
- 71:leaf=0.0506870747,cover=0
- 72:leaf=0.037464112,cover=0
- 36:[Curv5<0.245671451] yes=73,no=74,missing=73,gain=11.2685547,cover=717
- 73:leaf=0.0282841083,cover=0
- 74:leaf=0.0156581625,cover=0
- 18:[Sulc0<-0.0862998366] yes=37,no=38,missing=38,gain=135.198242,cover=46217
- 37:[MidArea5<0.603350997] yes=75,no=76,missing=75,gain=105.990234,cover=31463
- 75:leaf=0.0287751891,cover=0
- 76:leaf=0.0229374673,cover=0
- 38:[PialCurv5<0.232516408] yes=77,no=78,missing=78,gain=25.9174805,cover=14754
- 77:leaf=0.0212599467,cover=0
- 78:leaf=0.0168037117,cover=0
- 4:[LGI5<2.44639945] yes=9,no=10,missing=9,gain=357.289062,cover=122947
- 9:[PialArea5<1.14602101] yes=19,no=20,missing=19,gain=224.945312,cover=83951
- 19:[Pol<57.8577347] yes=39,no=40,missing=39,gain=144.271484,cover=53663
- 39:[PialCurv5<-0.111886919] yes=79,no=80,missing=79,gain=53.6386719,cover=21904
- 79:leaf=0.0326877125,cover=0
- 80:leaf=0.0376754291,cover=0
- 40:[Area5<0.733255386] yes=81,no=82,missing=82,gain=101.183594,cover=31759
- 81:leaf=0.0415781438,cover=0
- 82:leaf=0.0318504162,cover=0
- 20:[Area5<0.924216449] yes=41,no=42,missing=41,gain=128.347656,cover=30288
- 41:[PialCurv5<-0.119850777] yes=83,no=84,missing=83,gain=115.017578,cover=29754
- 83:leaf=0.0387577862,cover=0
- 84:leaf=0.0460868888,cover=0
- 42:[PialCurv5<0.00860458333] yes=85,no=86,missing=86,gain=8.34952545,cover=534
- 85:leaf=0.0225618221,cover=0
- 86:leaf=0.00645847199,cover=0
- 10:[Area5<0.797084928] yes=21,no=22,missing=21,gain=154.685547,cover=38996
- 21:[PialArea5<1.31770575] yes=43,no=44,missing=43,gain=124.724609,cover=36930
- 43:[Area5<0.652759671] yes=87,no=88,missing=87,gain=94.2275391,cover=33632
- 87:leaf=0.0368743762,cover=0
- 88:leaf=0.0315362625,cover=0
- 44:[Curv5<-0.115945198] yes=89,no=90,missing=89,gain=28.1496582,cover=3298
- 89:leaf=0.0431124978,cover=0
- 90:leaf=0.0585778914,cover=0
- 22:[Area5<0.854415178] yes=45,no=46,missing=45,gain=31.0809326,cover=2066
- 45:[LGI5<2.5453887] yes=91,no=92,missing=91,gain=19.7341003,cover=1194
- 91:leaf=0.031209087,cover=0
- 92:leaf=0.0175652932,cover=0
- 46:[PialCurv5<-0.0441194475] yes=93,no=94,missing=93,gain=11.8859253,cover=872
- 93:leaf=0.0184293091,cover=0
- 94:leaf=0.00618283357,cover=0
- 2:[PialArea5<1.15332794] yes=5,no=6,missing=5,gain=7042.375,cover=4640932
- 5:[Sulc0<0.474820405] yes=11,no=12,missing=11,gain=3512.5,cover=4259148
- 11:[Area5<0.582201123] yes=23,no=24,missing=23,gain=4890.125,cover=3453157
- 23:[PialArea5<0.81902951] yes=47,no=48,missing=47,gain=2869.20312,cover=565428
- 47:[Curv5<-0.218969986] yes=95,no=96,missing=95,gain=1276.90625,cover=331024
- 95:leaf=0.0220294744,cover=0
- 96:leaf=0.028424114,cover=0
- 48:[PialCurv5<-0.121481076] yes=97,no=98,missing=98,gain=717.234375,cover=234404
- 97:leaf=0.030382365,cover=0
- 98:leaf=0.0359172076,cover=0
- 24:[Curv5<0.129884616] yes=49,no=50,missing=49,gain=2732.0625,cover=2887729
- 49:[Sulc0<0.126604497] yes=99,no=100,missing=99,gain=3064.0625,cover=2633884
- 99:leaf=0.023497859,cover=0
- 100:leaf=0.027686445,cover=0
- 50:[PialArea5<0.454431564] yes=101,no=102,missing=101,gain=989.042969,cover=253845
- 101:leaf=0.0221860539,cover=0
- 102:leaf=0.0159391966,cover=0
- 12:[Curv5<0.141257599] yes=25,no=26,missing=25,gain=3135.89062,cover=805991
- 25:[Ecc<30.4150848] yes=51,no=52,missing=51,gain=2656.09375,cover=441380
- 51:[Curv5<0.0955092236] yes=103,no=104,missing=103,gain=907.15625,cover=309162
- 103:leaf=0.0371501856,cover=0
- 104:leaf=0.0315983929,cover=0
- 52:[Pol<80.2322083] yes=105,no=106,missing=106,gain=969.28125,cover=132218
- 105:leaf=0.0212516095,cover=0
- 106:leaf=0.0298281014,cover=0
- 26:[PialArea5<0.355263293] yes=53,no=54,missing=53,gain=1325.375,cover=364611
- 53:[Curv5<0.186949074] yes=107,no=108,missing=107,gain=1554.55859,cover=176029
- 107:leaf=0.0327127762,cover=0
- 108:leaf=0.023313256,cover=0
- 54:[PialArea5<0.445556581] yes=109,no=110,missing=109,gain=392.121094,cover=188582
- 109:leaf=0.0235165339,cover=0
- 110:leaf=0.0184992608,cover=0
- 6:[Area5<0.744179189] yes=13,no=14,missing=13,gain=2527.79688,cover=381784
- 13:[PialArea5<1.36541271] yes=27,no=28,missing=27,gain=954.039062,cover=175765
- 27:[Area5<0.66824472] yes=55,no=56,missing=55,gain=495.984375,cover=143443
- 55:[Area5<0.582201123] yes=111,no=112,missing=112,gain=119.183594,cover=55851
- 111:leaf=0.0439165384,cover=0
- 112:leaf=0.0377939157,cover=0
- 56:[PialArea5<1.23851824] yes=113,no=114,missing=113,gain=134.199219,cover=87592
- 113:leaf=0.0312040392,cover=0
- 114:leaf=0.0351975709,cover=0
- 28:[PialArea5<1.57955706] yes=57,no=58,missing=57,gain=117.863281,cover=32322
- 57:[Area5<0.651789546] yes=115,no=116,missing=115,gain=75.1777344,cover=26754
- 115:leaf=0.0477692299,cover=0
- 116:leaf=0.0417102352,cover=0
- 58:[Curv5<-0.18985194] yes=117,no=118,missing=117,gain=28.2563477,cover=5568
- 117:leaf=0.0478382483,cover=0
- 118:leaf=0.0550991185,cover=0
- 14:[PialArea5<1.4350239] yes=29,no=30,missing=29,gain=596.867188,cover=206019
- 29:[Area5<0.822840035] yes=59,no=60,missing=60,gain=309.625,cover=169462
- 59:[PialArea5<1.29873812] yes=119,no=120,missing=119,gain=134.871094,cover=107133
- 119:leaf=0.0280561652,cover=0
- 120:leaf=0.0320577472,cover=0
- 60:[Area5<0.924216449] yes=121,no=122,missing=122,gain=74.8251953,cover=62329
- 121:leaf=0.0254964065,cover=0
- 122:leaf=0.0209132433,cover=0
- 30:[Area5<0.846071243] yes=61,no=62,missing=61,gain=269.193359,cover=36557
- 61:[MidArea5<1.21578133] yes=123,no=124,missing=123,gain=132.78125,cover=18198
- 123:leaf=0.0367776565,cover=0
- 124:leaf=0.0476527922,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=65.8066406,cover=18359
- 125:leaf=0.0320814326,cover=0
- 126:leaf=0.0252895411,cover=0
-booster[19]:
-0:[Ecc<1.3629595] yes=1,no=2,missing=2,gain=8211.125,cover=5124388
- 1:[PialArea5<0.994868398] yes=3,no=4,missing=3,gain=1574.15625,cover=443423
- 3:[Sulc0<-0.312649339] yes=7,no=8,missing=8,gain=817.03125,cover=343525
- 7:[LGI5<2.49934268] yes=15,no=16,missing=16,gain=533.164062,cover=294692
- 15:[PialCurv5<-0.121481076] yes=31,no=32,missing=31,gain=371.398438,cover=245889
- 31:[Area5<0.494833142] yes=63,no=64,missing=63,gain=217.036133,cover=45314
- 63:leaf=0.0318634547,cover=0
- 64:leaf=0.0249137264,cover=0
- 32:[Area5<0.56946665] yes=65,no=66,missing=65,gain=329.789062,cover=200575
- 65:leaf=0.0354292654,cover=0
- 66:leaf=0.0313363187,cover=0
- 16:[Area5<0.600206077] yes=33,no=34,missing=33,gain=137.646484,cover=48803
- 33:[Curv5<-0.130991504] yes=67,no=68,missing=68,gain=87.3671875,cover=27413
- 67:leaf=0.0268823635,cover=0
- 68:leaf=0.0329546779,cover=0
- 34:[Curv5<-0.0730527416] yes=69,no=70,missing=69,gain=114.290527,cover=21390
- 69:leaf=0.0199625492,cover=0
- 70:leaf=0.0272866581,cover=0
- 8:[PialArea5<0.360595763] yes=17,no=18,missing=18,gain=216.947266,cover=48833
- 17:[Sulc0<-0.00954892673] yes=35,no=36,missing=35,gain=112.091064,cover=4816
- 35:[PialArea5<0.281252682] yes=71,no=72,missing=71,gain=46.2651367,cover=3536
- 71:leaf=0.0493467115,cover=0
- 72:leaf=0.0357427411,cover=0
- 36:[Curv5<0.245671451] yes=73,no=74,missing=73,gain=16.0486908,cover=1280
- 73:leaf=0.0265073758,cover=0
- 74:leaf=0.0151437018,cover=0
- 18:[PialCurv5<0.160740122] yes=37,no=38,missing=38,gain=156.830078,cover=44017
- 37:[MidArea5<0.639977157] yes=75,no=76,missing=75,gain=107.793457,cover=29451
- 75:leaf=0.0282746442,cover=0
- 76:leaf=0.0222178027,cover=0
- 38:[PialArea5<0.494012713] yes=77,no=78,missing=78,gain=55.190918,cover=14566
- 77:leaf=0.0218092948,cover=0
- 78:leaf=0.0156352352,cover=0
- 4:[LGI5<2.43692279] yes=9,no=10,missing=9,gain=249.394531,cover=99898
- 9:[PialCurv5<-0.124814533] yes=19,no=20,missing=20,gain=162.441406,cover=66111
- 19:[Area5<0.499970406] yes=39,no=40,missing=39,gain=60.8417969,cover=12453
- 39:[Area5<0.433531314] yes=79,no=80,missing=79,gain=9.18060303,cover=1049
- 79:leaf=0.0544515215,cover=0
- 80:leaf=0.0428605787,cover=0
- 40:[PialArea5<1.13904655] yes=81,no=82,missing=81,gain=16.828125,cover=11404
- 81:leaf=0.031288635,cover=0
- 82:leaf=0.0352293514,cover=0
- 20:[PialArea5<1.20515823] yes=41,no=42,missing=41,gain=147.039062,cover=53658
- 41:[Area5<0.586059749] yes=83,no=84,missing=83,gain=78.25,cover=38629
- 83:leaf=0.0423644595,cover=0
- 84:leaf=0.0373242162,cover=0
- 42:[Area5<0.987501919] yes=85,no=86,missing=85,gain=97.6689453,cover=15029
- 85:leaf=0.0451272205,cover=0
- 86:leaf=0.0153528843,cover=0
- 10:[Area5<0.768806875] yes=21,no=22,missing=21,gain=127.40918,cover=33787
- 21:[PialArea5<1.31770575] yes=43,no=44,missing=44,gain=97.1396484,cover=30789
- 43:[Area5<0.557224929] yes=87,no=88,missing=87,gain=66.9121094,cover=27788
- 87:leaf=0.0399286263,cover=0
- 88:leaf=0.032906495,cover=0
- 44:[Curv5<-0.108295463] yes=89,no=90,missing=89,gain=24.9492188,cover=3001
- 89:leaf=0.0420134254,cover=0
- 90:leaf=0.0589121468,cover=0
- 22:[Area5<0.864337862] yes=45,no=46,missing=45,gain=41.817688,cover=2998
- 45:[LGI5<2.55302763] yes=91,no=92,missing=91,gain=32.7467651,cover=2335
- 91:leaf=0.0310227107,cover=0
- 92:leaf=0.0180055778,cover=0
- 46:[PialCurv5<-0.0441194475] yes=93,no=94,missing=93,gain=11.0612221,cover=663
- 93:leaf=0.017661795,cover=0
- 94:leaf=0.00411801692,cover=0
- 2:[PialArea5<1.05506396] yes=5,no=6,missing=5,gain=6667.25,cover=4680965
- 5:[Sulc0<0.281104684] yes=11,no=12,missing=11,gain=3875.25,cover=3985381
- 11:[Area5<0.601796865] yes=23,no=24,missing=24,gain=5264.8125,cover=2779484
- 23:[PialArea5<0.82654506] yes=47,no=48,missing=47,gain=2861.01562,cover=689156
- 47:[Area5<0.476400614] yes=95,no=96,missing=95,gain=1606.99219,cover=416494
- 95:leaf=0.0301036332,cover=0
- 96:leaf=0.0224970933,cover=0
- 48:[PialCurv5<-0.108766198] yes=97,no=98,missing=98,gain=911.453125,cover=272662
- 97:leaf=0.0284478068,cover=0
- 98:leaf=0.0344160125,cover=0
- 24:[Curv5<-0.129194111] yes=49,no=50,missing=49,gain=2044.1875,cover=2090328
- 49:[PialArea5<0.917384863] yes=99,no=100,missing=99,gain=1783.13281,cover=659389
- 99:leaf=0.0167426672,cover=0
- 100:leaf=0.0219433606,cover=0
- 50:[Pol<160.869751] yes=101,no=102,missing=102,gain=3725.28125,cover=1430939
- 101:leaf=0.0218708236,cover=0
- 102:leaf=0.0302723628,cover=0
- 12:[Curv5<0.137416571] yes=25,no=26,missing=25,gain=4191.0625,cover=1205897
- 25:[MidArea5<0.669281006] yes=51,no=52,missing=51,gain=3342.35938,cover=715615
- 51:[Curv5<0.0955092236] yes=103,no=104,missing=103,gain=1474.29688,cover=445129
- 103:leaf=0.0346742831,cover=0
- 104:leaf=0.0288749319,cover=0
- 52:[Ecc<24.7238369] yes=105,no=106,missing=105,gain=1094.27734,cover=270486
- 105:leaf=0.027717365,cover=0
- 106:leaf=0.0213481244,cover=0
- 26:[PialArea5<0.39986974] yes=53,no=54,missing=54,gain=1918.01562,cover=490282
- 53:[Curv5<0.190557376] yes=107,no=108,missing=107,gain=2165,cover=305834
- 107:leaf=0.0286450814,cover=0
- 108:leaf=0.0200702082,cover=0
- 54:[PialArea5<0.480917931] yes=109,no=110,missing=109,gain=353.023438,cover=184448
- 109:leaf=0.020229239,cover=0
- 110:leaf=0.0155396787,cover=0
- 6:[Area5<0.720865786] yes=13,no=14,missing=13,gain=3482.84375,cover=695584
- 13:[PialArea5<1.26501572] yes=27,no=28,missing=28,gain=1235.9375,cover=301971
- 27:[Area5<0.644818127] yes=55,no=56,missing=55,gain=785.609375,cover=245556
- 55:[Curv5<-0.179045901] yes=111,no=112,missing=112,gain=165.171875,cover=90738
- 111:leaf=0.0342027694,cover=0
- 112:leaf=0.0390997976,cover=0
- 56:[Curv5<-0.138079464] yes=113,no=114,missing=113,gain=293.792969,cover=154818
- 113:leaf=0.0283870902,cover=0
- 114:leaf=0.0335281342,cover=0
- 28:[PialArea5<1.39628088] yes=57,no=58,missing=57,gain=211.679688,cover=56415
- 57:[Area5<0.633885562] yes=115,no=116,missing=116,gain=98.7539062,cover=36659
- 115:leaf=0.0421970002,cover=0
- 116:leaf=0.0362040736,cover=0
- 58:[Curv5<-0.188354567] yes=117,no=118,missing=118,gain=65.96875,cover=19756
- 117:leaf=0.0416069292,cover=0
- 118:leaf=0.047472883,cover=0
- 14:[PialArea5<1.31770575] yes=29,no=30,missing=29,gain=1260.33594,cover=393613
- 29:[Area5<0.805150867] yes=59,no=60,missing=59,gain=392.4375,cover=301645
- 59:[PialArea5<1.17753279] yes=119,no=120,missing=119,gain=322.886719,cover=209133
- 119:leaf=0.0243007895,cover=0
- 120:leaf=0.0283819679,cover=0
- 60:[Curv5<-0.141545609] yes=121,no=122,missing=121,gain=106.486328,cover=92512
- 121:leaf=0.0201346185,cover=0
- 122:leaf=0.0235316716,cover=0
- 30:[Area5<0.818724692] yes=61,no=62,missing=61,gain=445.398438,cover=91968
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=124,gain=257.177734,cover=46415
- 123:leaf=0.0333346836,cover=0
- 124:leaf=0.0446909629,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=125,gain=115.205078,cover=45553
- 125:leaf=0.0265638661,cover=0
- 126:leaf=0.033041995,cover=0
-booster[20]:
-0:[PialArea5<1.01690364] yes=1,no=2,missing=1,gain=7461.5,cover=5124388
- 1:[Area5<0.504816413] yes=3,no=4,missing=3,gain=5366.9375,cover=4175127
- 3:[PialCurv5<-0.130995557] yes=7,no=8,missing=8,gain=877.460938,cover=271942
- 7:[PialArea5<0.742050111] yes=15,no=16,missing=16,gain=490.3125,cover=100245
- 15:[Area5<0.380439579] yes=31,no=32,missing=31,gain=384.036621,cover=37590
- 31:[PialArea5<0.436710119] yes=63,no=64,missing=63,gain=81.6738281,cover=7008
- 63:leaf=0.00946406927,cover=0
- 64:leaf=0.0335707068,cover=0
- 32:[PialArea5<0.624898493] yes=65,no=66,missing=66,gain=101.818359,cover=30582
- 65:leaf=0.0146239074,cover=0
- 66:leaf=0.0210904945,cover=0
- 16:[Area5<0.420677572] yes=33,no=34,missing=33,gain=294.173828,cover=62655
- 33:[Area5<0.380439579] yes=67,no=68,missing=67,gain=48.9086914,cover=14272
- 67:leaf=0.0395707637,cover=0
- 68:leaf=0.0332567357,cover=0
- 34:[PialArea5<0.89274627] yes=69,no=70,missing=69,gain=138.31543,cover=48383
- 69:leaf=0.0256227646,cover=0
- 70:leaf=0.0319567136,cover=0
- 8:[PialArea5<0.739180207] yes=17,no=18,missing=18,gain=472.101562,cover=171697
- 17:[PialCurv5<0.167567819] yes=35,no=36,missing=35,gain=297.349609,cover=73306
- 35:[Curv5<-0.153417632] yes=71,no=72,missing=71,gain=233.365234,cover=69804
- 71:leaf=0.0266215242,cover=0
- 72:leaf=0.0324356407,cover=0
- 36:[Curv5<0.266060919] yes=73,no=74,missing=74,gain=39.2394104,cover=3502
- 73:leaf=0.0185524877,cover=0
- 74:leaf=0.00724860234,cover=0
- 18:[Area5<0.420677572] yes=37,no=38,missing=37,gain=233.734375,cover=98391
- 37:[Area5<0.380439579] yes=75,no=76,missing=75,gain=35.2216797,cover=15778
- 75:leaf=0.0446058661,cover=0
- 76:leaf=0.0387527496,cover=0
- 38:[Curv5<-0.158538193] yes=77,no=78,missing=77,gain=207.324219,cover=82613
- 77:leaf=0.031842351,cover=0
- 78:leaf=0.0375461988,cover=0
- 4:[Curv5<-0.169727564] yes=9,no=10,missing=9,gain=4177.9375,cover=3903185
- 9:[PialArea5<0.829066753] yes=19,no=20,missing=19,gain=1997.53125,cover=734782
- 19:[Area5<0.57817024] yes=39,no=40,missing=39,gain=361.943359,cover=244311
- 39:[PialArea5<0.739180207] yes=79,no=80,missing=79,gain=292.881836,cover=104095
- 79:leaf=0.0147250807,cover=0
- 80:leaf=0.0201007109,cover=0
- 40:[Sulc0<-0.319176674] yes=81,no=82,missing=81,gain=135.99707,cover=140216
- 81:leaf=0.0131189004,cover=0
- 82:leaf=0.016860161,cover=0
- 20:[Area5<0.636136949] yes=41,no=42,missing=41,gain=2708.24219,cover=490471
- 41:[PialArea5<0.917384863] yes=83,no=84,missing=83,gain=622.269531,cover=253920
- 83:leaf=0.0224023163,cover=0
- 84:leaf=0.0273627993,cover=0
- 42:[Area5<0.675895274] yes=85,no=86,missing=85,gain=346.693359,cover=236551
- 85:leaf=0.0196017902,cover=0
- 86:leaf=0.0157065466,cover=0
- 10:[Curv5<0.169394374] yes=21,no=22,missing=21,gain=3373.375,cover=3168403
- 21:[PialArea5<0.427728564] yes=43,no=44,missing=43,gain=5120.125,cover=2827716
- 43:[PialArea5<0.331288606] yes=87,no=88,missing=87,gain=1084.51562,cover=302752
- 87:leaf=0.035872817,cover=0
- 88:leaf=0.028621966,cover=0
- 44:[Area5<0.650824547] yes=89,no=90,missing=89,gain=3770.3125,cover=2524964
- 89:leaf=0.0265953429,cover=0
- 90:leaf=0.0221805181,cover=0
- 22:[PialArea5<0.301675379] yes=45,no=46,missing=46,gain=1506.88281,cover=340687
- 45:[Curv5<0.233002663] yes=91,no=92,missing=91,gain=578.664062,cover=67669
- 91:leaf=0.0285707749,cover=0
- 92:leaf=0.0185729451,cover=0
- 46:[Curv5<0.216179401] yes=93,no=94,missing=93,gain=685.929688,cover=273018
- 93:leaf=0.0185765792,cover=0
- 94:leaf=0.0127776191,cover=0
- 2:[Area5<0.695070922] yes=5,no=6,missing=5,gain=5160.34375,cover=949261
- 5:[PialArea5<1.23851824] yes=11,no=12,missing=11,gain=1130.32812,cover=364791
- 11:[Area5<0.623097897] yes=23,no=24,missing=23,gain=888.226562,cover=303284
- 23:[Curv5<-0.158538193] yes=47,no=48,missing=47,gain=238.953125,cover=119521
- 47:[Area5<0.539561152] yes=95,no=96,missing=95,gain=222.707031,cover=101981
- 95:leaf=0.0383639112,cover=0
- 96:leaf=0.0326941274,cover=0
- 48:[Curv5<-0.119937547] yes=97,no=98,missing=97,gain=43.5449219,cover=17540
- 97:leaf=0.0385954939,cover=0
- 98:leaf=0.0440573357,cover=0
- 24:[Curv5<-0.150053754] yes=49,no=50,missing=49,gain=508.3125,cover=183763
- 49:[PialArea5<1.10654831] yes=99,no=100,missing=99,gain=181.195312,cover=135338
- 99:leaf=0.0260717012,cover=0
- 100:leaf=0.0297489762,cover=0
- 50:[Curv5<-0.104371414] yes=101,no=102,missing=101,gain=92.2636719,cover=48425
- 101:leaf=0.0321022496,cover=0
- 102:leaf=0.0366836376,cover=0
- 12:[PialArea5<1.4350239] yes=25,no=26,missing=25,gain=184.117188,cover=61507
- 25:[Area5<0.609410942] yes=51,no=52,missing=51,gain=117.404297,cover=49604
- 51:[Curv5<-0.158538193] yes=103,no=104,missing=103,gain=37.4208984,cover=10676
- 103:leaf=0.0409701653,cover=0
- 104:leaf=0.0492555089,cover=0
- 52:[Curv5<-0.185332045] yes=105,no=106,missing=105,gain=74.4023438,cover=38928
- 105:leaf=0.0345820971,cover=0
- 106:leaf=0.0390925929,cover=0
- 26:[Area5<0.620557249] yes=53,no=54,missing=53,gain=38.7587891,cover=11903
- 53:[Curv5<-0.214297205] yes=107,no=108,missing=107,gain=13.3029785,cover=2592
- 107:leaf=0.0458610132,cover=0
- 108:leaf=0.0533239059,cover=0
- 54:[Curv5<-0.195883974] yes=109,no=110,missing=109,gain=33.7602539,cover=9311
- 109:leaf=0.0399988219,cover=0
- 110:leaf=0.0460858904,cover=0
- 6:[PialArea5<1.22674179] yes=13,no=14,missing=13,gain=1857.98438,cover=584470
- 13:[Ecc<15.3430929] yes=27,no=28,missing=27,gain=625.585938,cover=389437
- 27:[Curv5<-0.104371414] yes=55,no=56,missing=55,gain=581.722656,cover=265599
- 55:[Area5<0.753010809] yes=111,no=112,missing=111,gain=343.773438,cover=182763
- 111:leaf=0.0249491837,cover=0
- 112:leaf=0.020592127,cover=0
- 56:[Area5<0.894858658] yes=113,no=114,missing=114,gain=327.5625,cover=82836
- 113:leaf=0.0287103094,cover=0
- 114:leaf=0.0136003885,cover=0
- 28:[Pol<7.58674097] yes=57,no=58,missing=57,gain=166.720703,cover=123838
- 57:[Curv5<-0.161761403] yes=115,no=116,missing=116,gain=13.5109863,cover=13325
- 115:leaf=0.0241609309,cover=0
- 116:leaf=0.0274177548,cover=0
- 58:[Pol<42.7478409] yes=117,no=118,missing=117,gain=270.806641,cover=110513
- 117:leaf=0.0168328509,cover=0
- 118:leaf=0.0218164157,cover=0
- 14:[Area5<0.768806875] yes=29,no=30,missing=29,gain=825.804688,cover=195033
- 29:[PialArea5<1.39628088] yes=59,no=60,missing=59,gain=423.507812,cover=75689
- 59:[Curv5<-0.134546712] yes=119,no=120,missing=119,gain=119.556641,cover=55481
- 119:leaf=0.0298078861,cover=0
- 120:leaf=0.0355751291,cover=0
- 60:[Curv5<-0.155295327] yes=121,no=122,missing=121,gain=122.788086,cover=20208
- 121:leaf=0.0370392315,cover=0
- 122:leaf=0.0457943641,cover=0
- 30:[PialArea5<1.48916721] yes=61,no=62,missing=61,gain=292.261719,cover=119344
- 61:[Area5<0.864337862] yes=123,no=124,missing=123,gain=168.919922,cover=96620
- 123:leaf=0.0266864505,cover=0
- 124:leaf=0.022051001,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=126,gain=171.238281,cover=22724
- 125:leaf=0.0346574374,cover=0
- 126:leaf=0.0253500193,cover=0
-booster[21]:
-0:[Ecc<1.51801682] yes=1,no=2,missing=1,gain=7083.875,cover=5124388
- 1:[Sulc0<-0.426983118] yes=3,no=4,missing=4,gain=1606.10938,cover=503473
- 3:[PialArea5<0.998395085] yes=7,no=8,missing=7,gain=946.953125,cover=400013
- 7:[PialCurv5<-0.0990834236] yes=15,no=16,missing=16,gain=587.382812,cover=292545
- 15:[Area5<0.494833142] yes=31,no=32,missing=31,gain=509.169922,cover=117271
- 31:[PialArea5<0.803608477] yes=63,no=64,missing=63,gain=137.195312,cover=47914
- 63:leaf=0.0271655414,cover=0
- 64:leaf=0.0325316451,cover=0
- 32:[PialArea5<0.87722075] yes=65,no=66,missing=65,gain=148.227539,cover=69357
- 65:leaf=0.0207398571,cover=0
- 66:leaf=0.0253674835,cover=0
- 16:[Area5<0.571740985] yes=33,no=34,missing=33,gain=327.792969,cover=175274
- 33:[PialArea5<0.753297985] yes=67,no=68,missing=67,gain=111.175781,cover=68200
- 67:leaf=0.030904457,cover=0
- 68:leaf=0.0349537693,cover=0
- 34:[Ecc<0.567370772] yes=69,no=70,missing=69,gain=346.121094,cover=107074
- 69:leaf=0.0323639214,cover=0
- 70:leaf=0.0264428463,cover=0
- 8:[LGI5<2.43692279] yes=17,no=18,missing=18,gain=239.941406,cover=107468
- 17:[PialCurv5<-0.111886919] yes=35,no=36,missing=35,gain=168.484375,cover=70753
- 35:[Area5<0.509397149] yes=71,no=72,missing=71,gain=91.0058594,cover=24828
- 71:leaf=0.0417462848,cover=0
- 72:leaf=0.0313638113,cover=0
- 36:[PialArea5<1.29873812] yes=73,no=74,missing=73,gain=113.326172,cover=45925
- 73:leaf=0.0364245884,cover=0
- 74:leaf=0.0434320755,cover=0
- 18:[PialArea5<1.31770575] yes=37,no=38,missing=37,gain=76.6269531,cover=36715
- 37:[Area5<0.657483757] yes=75,no=76,missing=76,gain=96.5566406,cover=32515
- 75:leaf=0.0323053561,cover=0
- 76:leaf=0.0268138144,cover=0
- 38:[Area5<0.814937592] yes=77,no=78,missing=77,gain=30.0002441,cover=4200
- 77:leaf=0.038331341,cover=0
- 78:leaf=0.0229428448,cover=0
- 4:[Sulc0<-0.166708246] yes=9,no=10,missing=10,gain=336.414062,cover=103460
- 9:[PialArea5<0.427728564] yes=19,no=20,missing=19,gain=410.882812,cover=74595
- 19:[PialArea5<0.309935868] yes=39,no=40,missing=39,gain=82.1274414,cover=8655
- 39:[Area5<0.663006425] yes=79,no=80,missing=80,gain=14.6025391,cover=1530
- 79:leaf=0.0439360403,cover=0
- 80:leaf=0.0617580414,cover=0
- 40:[PialCurv5<0.113078766] yes=81,no=82,missing=82,gain=77.4819336,cover=7125
- 81:leaf=0.0387712829,cover=0
- 82:leaf=0.0282002594,cover=0
- 20:[PialCurv5<0.147539601] yes=41,no=42,missing=42,gain=192.792969,cover=65940
- 41:[Pol<136.792099] yes=83,no=84,missing=84,gain=170.503906,cover=56447
- 83:leaf=0.0225720163,cover=0
- 84:leaf=0.028424615,cover=0
- 42:[PialArea5<0.502762914] yes=85,no=86,missing=85,gain=31.1168213,cover=9493
- 85:leaf=0.0209233724,cover=0
- 86:leaf=0.0148011642,cover=0
- 10:[PialArea5<0.301675379] yes=21,no=22,missing=22,gain=67.0446777,cover=28865
- 21:[Sulc0<0.101211272] yes=43,no=44,missing=44,gain=27.2970886,cover=1055
- 43:[Curv5<0.166947007] yes=87,no=88,missing=87,gain=12.5654297,cover=708
- 87:leaf=0.0499213748,cover=0
- 88:leaf=0.0329457968,cover=0
- 44:[Curv5<0.266060919] yes=89,no=90,missing=89,gain=3.98222351,cover=347
- 89:leaf=0.0238426086,cover=0
- 90:leaf=0.012856923,cover=0
- 22:[Curv5<0.233002663] yes=45,no=46,missing=46,gain=40.3293457,cover=27810
- 45:[PialArea5<0.441150606] yes=91,no=92,missing=91,gain=68.8798828,cover=25664
- 91:leaf=0.0234572701,cover=0
- 92:leaf=0.0171110407,cover=0
- 46:[Curv5<0.266060919] yes=93,no=94,missing=94,gain=3.7454834,cover=2146
- 93:leaf=0.0129006794,cover=0
- 94:leaf=0.00853548292,cover=0
- 2:[PialArea5<1.0952065] yes=5,no=6,missing=5,gain=5326.875,cover=4620915
- 5:[Sulc0<0.235979095] yes=11,no=12,missing=11,gain=3263.125,cover=4077802
- 11:[Area5<0.606435955] yes=23,no=24,missing=23,gain=4318.59375,cover=2770068
- 23:[PialArea5<0.884929597] yes=47,no=48,missing=48,gain=2978.82812,cover=709350
- 47:[Area5<0.476400614] yes=95,no=96,missing=95,gain=1589.92188,cover=521527
- 95:leaf=0.0277976673,cover=0
- 96:leaf=0.0207599867,cover=0
- 48:[Curv5<-0.155295327] yes=97,no=98,missing=98,gain=587.339844,cover=187823
- 97:leaf=0.0282429401,cover=0
- 98:leaf=0.0359705463,cover=0
- 24:[Ecc<19.4699688] yes=49,no=50,missing=49,gain=2037.71875,cover=2060718
- 49:[Pol<162.313202] yes=99,no=100,missing=99,gain=2636.03125,cover=1659324
- 99:leaf=0.0195744187,cover=0
- 100:leaf=0.0258288216,cover=0
- 50:[Pol<9.44515038] yes=101,no=102,missing=101,gain=586.121094,cover=401394
- 101:leaf=0.022595536,cover=0
- 102:leaf=0.0157395396,cover=0
- 12:[Ecc<5.97554874] yes=25,no=26,missing=25,gain=4049.28125,cover=1307734
- 25:[Curv5<0.22365725] yes=51,no=52,missing=51,gain=434.996094,cover=182618
- 51:[Curv5<0.0896491781] yes=103,no=104,missing=103,gain=198.597656,cover=147911
- 103:leaf=0.0225022938,cover=0
- 104:leaf=0.0172397848,cover=0
- 52:[PialArea5<0.267248243] yes=105,no=106,missing=105,gain=82.2164307,cover=34707
- 105:leaf=0.0167798903,cover=0
- 106:leaf=0.0105812745,cover=0
- 26:[Ecc<26.874506] yes=53,no=54,missing=53,gain=2625.46875,cover=1125116
- 53:[Curv5<0.116796501] yes=107,no=108,missing=107,gain=3558.67188,cover=787557
- 107:leaf=0.0298734643,cover=0
- 108:leaf=0.0231480915,cover=0
- 54:[Pol<82.2009888] yes=109,no=110,missing=110,gain=880.695312,cover=337559
- 109:leaf=0.0186022557,cover=0
- 110:leaf=0.0237107184,cover=0
- 6:[Area5<0.726017833] yes=13,no=14,missing=13,gain=2318.10938,cover=543113
- 13:[PialArea5<1.29873812] yes=27,no=28,missing=28,gain=858.195312,cover=229245
- 27:[Area5<0.640637577] yes=55,no=56,missing=55,gain=440.746094,cover=184669
- 55:[Curv5<-0.180574343] yes=111,no=112,missing=112,gain=86.9160156,cover=56937
- 111:leaf=0.0317419879,cover=0
- 112:leaf=0.0362153612,cover=0
- 56:[Curv5<-0.177508175] yes=113,no=114,missing=113,gain=165.613281,cover=127732
- 113:leaf=0.0260399636,cover=0
- 114:leaf=0.0296792965,cover=0
- 28:[PialArea5<1.48916721] yes=57,no=58,missing=58,gain=129.773438,cover=44576
- 57:[Area5<0.633885562] yes=115,no=116,missing=116,gain=75.6523438,cover=35144
- 115:leaf=0.0398943424,cover=0
- 116:leaf=0.0343156904,cover=0
- 58:[MidArea5<1.21578133] yes=117,no=118,missing=118,gain=33.5336914,cover=9432
- 117:leaf=0.041115839,cover=0
- 118:leaf=0.0506863855,cover=0
- 14:[PialArea5<1.36541271] yes=29,no=30,missing=29,gain=780.960938,cover=313868
- 29:[Area5<0.797084928] yes=59,no=60,missing=60,gain=314.410156,cover=249118
- 59:[PialArea5<1.18617713] yes=119,no=120,missing=119,gain=185.734375,cover=146537
- 119:leaf=0.0226398222,cover=0
- 120:leaf=0.0262058824,cover=0
- 60:[Curv5<-0.146701202] yes=121,no=122,missing=121,gain=91.7773438,cover=102581
- 121:leaf=0.0192406531,cover=0
- 122:leaf=0.0222345833,cover=0
- 30:[Area5<0.839165807] yes=61,no=62,missing=61,gain=316.550781,cover=64750
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=123,gain=176.414062,cover=35803
- 123:leaf=0.0305491183,cover=0
- 124:leaf=0.0398076735,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=70.6879883,cover=28947
- 125:leaf=0.026411945,cover=0
- 126:leaf=0.0203528758,cover=0
-booster[22]:
-0:[Ecc<1.57116413] yes=1,no=2,missing=1,gain=6401.75,cover=5124388
- 1:[Sulc0<-0.401674598] yes=3,no=4,missing=3,gain=1607.35938,cover=523489
- 3:[PialArea5<0.949094117] yes=7,no=8,missing=7,gain=917.5,cover=424713
- 7:[Curv5<-0.106344692] yes=15,no=16,missing=16,gain=502.148438,cover=279777
- 15:[Area5<0.509397149] yes=31,no=32,missing=31,gain=724.695312,cover=173807
- 31:[PialCurv5<-0.118254207] yes=63,no=64,missing=63,gain=195.775391,cover=76519
- 63:leaf=0.0259061139,cover=0
- 64:leaf=0.0309815686,cover=0
- 32:[PialArea5<0.803608477] yes=65,no=66,missing=65,gain=229.119141,cover=97288
- 65:leaf=0.0187201183,cover=0
- 66:leaf=0.023853898,cover=0
- 16:[PialCurv5<0.0447484925] yes=33,no=34,missing=33,gain=250.785156,cover=105970
- 33:[LGI5<2.49934268] yes=67,no=68,missing=67,gain=180.232422,cover=84371
- 67:leaf=0.0316088721,cover=0
- 68:leaf=0.0253599919,cover=0
- 34:[PialArea5<0.476533443] yes=69,no=70,missing=69,gain=180.413086,cover=21599
- 69:leaf=0.0330815725,cover=0
- 70:leaf=0.0220934656,cover=0
- 8:[LGI5<2.43374896] yes=17,no=18,missing=17,gain=322.632812,cover=144936
- 17:[PialCurv5<-0.11578764] yes=35,no=36,missing=36,gain=198.070312,cover=93418
- 35:[Area5<0.509397149] yes=71,no=72,missing=72,gain=103.261719,cover=28039
- 71:leaf=0.0376238674,cover=0
- 72:leaf=0.0285974722,cover=0
- 36:[PialArea5<1.20515823] yes=73,no=74,missing=73,gain=133.625,cover=65379
- 73:leaf=0.0335851945,cover=0
- 74:leaf=0.0390119664,cover=0
- 18:[Area5<0.663006425] yes=37,no=38,missing=37,gain=101.619141,cover=51518
- 37:[PialCurv5<-0.122305259] yes=75,no=76,missing=75,gain=69.2246094,cover=30013
- 75:leaf=0.0268410686,cover=0
- 76:leaf=0.0319477431,cover=0
- 38:[PialArea5<1.18617713] yes=77,no=78,missing=77,gain=103.12793,cover=21505
- 77:leaf=0.0231719222,cover=0
- 78:leaf=0.0304245483,cover=0
- 4:[Sulc0<-0.152423486] yes=9,no=10,missing=10,gain=300.322266,cover=98776
- 9:[PialArea5<0.422649235] yes=19,no=20,missing=19,gain=355.793945,cover=69675
- 19:[PialArea5<0.301675379] yes=39,no=40,missing=39,gain=72.9741211,cover=8093
- 39:[Area5<0.67915231] yes=79,no=80,missing=80,gain=11.8292847,cover=1298
- 79:leaf=0.0427197292,cover=0
- 80:leaf=0.0678341761,cover=0
- 40:[Curv5<0.157731384] yes=81,no=82,missing=81,gain=73.8701172,cover=6795
- 81:leaf=0.0345912464,cover=0
- 82:leaf=0.0236134082,cover=0
- 20:[Area5<0.604913712] yes=41,no=42,missing=41,gain=176.751953,cover=61582
- 41:[PialCurv5<0.116372027] yes=83,no=84,missing=83,gain=58.7133789,cover=19112
- 83:leaf=0.0268168654,cover=0
- 84:leaf=0.0187360402,cover=0
- 42:[Curv5<0.114925429] yes=85,no=86,missing=86,gain=82.8569336,cover=42470
- 85:leaf=0.0208528321,cover=0
- 86:leaf=0.0146875605,cover=0
- 10:[PialArea5<0.317611694] yes=21,no=22,missing=21,gain=56.6323242,cover=29101
- 21:[Curv5<0.233002663] yes=43,no=44,missing=43,gain=32.9319458,cover=1444
- 43:[Curv5<0.157731384] yes=87,no=88,missing=87,gain=12.099884,cover=780
- 87:leaf=0.0468306802,cover=0
- 88:leaf=0.0305318814,cover=0
- 44:[Sulc0<0.193122864] yes=89,no=90,missing=90,gain=7.46716309,cover=664
- 89:leaf=0.0227479823,cover=0
- 90:leaf=0.0118544297,cover=0
- 22:[Curv5<0.22365725] yes=45,no=46,missing=46,gain=35.0236816,cover=27657
- 45:[PialArea5<0.441150606] yes=91,no=92,missing=91,gain=55.7155762,cover=25067
- 91:leaf=0.0218735784,cover=0
- 92:leaf=0.0158807542,cover=0
- 46:[Curv5<0.266060919] yes=93,no=94,missing=93,gain=4.10455322,cover=2590
- 93:leaf=0.0121295871,cover=0
- 94:leaf=0.00762431556,cover=0
- 2:[PialArea5<1.00930154] yes=5,no=6,missing=5,gain=4871.125,cover=4600899
- 5:[Sulc0<0.227376223] yes=11,no=12,missing=11,gain=3774.3125,cover=3719735
- 11:[Area5<0.580209434] yes=23,no=24,missing=23,gain=3540.5625,cover=2397750
- 23:[PialArea5<0.790770054] yes=47,no=48,missing=47,gain=1438.125,cover=481056
- 47:[Curv5<-0.211220503] yes=95,no=96,missing=95,gain=976.230469,cover=253372
- 95:leaf=0.0167291146,cover=0
- 96:leaf=0.0230274275,cover=0
- 48:[Curv5<-0.179045901] yes=97,no=98,missing=97,gain=641.410156,cover=227684
- 97:leaf=0.0242973007,cover=0
- 98:leaf=0.0303203668,cover=0
- 24:[Curv5<-0.108295463] yes=49,no=50,missing=49,gain=1779.42188,cover=1916694
- 49:[PialArea5<0.859420419] yes=99,no=100,missing=99,gain=1354.55469,cover=723047
- 99:leaf=0.0135254636,cover=0
- 100:leaf=0.0179680176,cover=0
- 50:[Pol<160.153915] yes=101,no=102,missing=101,gain=2975.59375,cover=1193647
- 101:leaf=0.0185130741,cover=0
- 102:leaf=0.0264955666,cover=0
- 12:[Curv5<0.135532871] yes=25,no=26,missing=25,gain=3739.09375,cover=1321985
- 25:[MidArea5<0.666140199] yes=51,no=52,missing=51,gain=3091.23438,cover=793873
- 51:[Curv5<0.0915888697] yes=103,no=104,missing=103,gain=1290.96875,cover=460172
- 103:leaf=0.0303944647,cover=0
- 104:leaf=0.0250384361,cover=0
- 52:[Ecc<24.3269672] yes=105,no=106,missing=106,gain=1068.52344,cover=333701
- 105:leaf=0.0237997528,cover=0
- 106:leaf=0.0181403365,cover=0
- 26:[PialArea5<0.385581404] yes=53,no=54,missing=53,gain=1962.77344,cover=528112
- 53:[Curv5<0.204311207] yes=107,no=108,missing=107,gain=1871.57812,cover=284577
- 107:leaf=0.0247263517,cover=0
- 108:leaf=0.0159005672,cover=0
- 54:[PialArea5<0.485325813] yes=109,no=110,missing=109,gain=474.595703,cover=243535
- 109:leaf=0.01728951,cover=0
- 110:leaf=0.0123305349,cover=0
- 6:[Area5<0.681571782] yes=13,no=14,missing=14,gain=3334.23438,cover=881164
- 13:[PialArea5<1.23851824] yes=27,no=28,missing=28,gain=632.453125,cover=260206
- 27:[Area5<0.620557249] yes=55,no=56,missing=55,gain=400.734375,cover=220602
- 55:[Curv5<-0.177508175] yes=111,no=112,missing=111,gain=162.394531,cover=88453
- 111:leaf=0.0296322294,cover=0
- 112:leaf=0.0347486176,cover=0
- 56:[Curv5<-0.141545609] yes=113,no=114,missing=113,gain=341.449219,cover=132149
- 113:leaf=0.0251842421,cover=0
- 114:leaf=0.031568449,cover=0
- 28:[PialArea5<1.39628088] yes=57,no=58,missing=58,gain=109.5,cover=39604
- 57:[Curv5<-0.150053754] yes=115,no=116,missing=116,gain=48.0839844,cover=28803
- 115:leaf=0.0325516798,cover=0
- 116:leaf=0.0381846279,cover=0
- 58:[Area5<0.589787364] yes=117,no=118,missing=117,gain=32.644043,cover=10801
- 117:leaf=0.0468611158,cover=0
- 118:leaf=0.038327828,cover=0
- 14:[PialArea5<1.20515823] yes=29,no=30,missing=29,gain=1488.92969,cover=620958
- 29:[Area5<0.753010809] yes=59,no=60,missing=59,gain=579.8125,cover=401619
- 59:[Curv5<-0.104371414] yes=119,no=120,missing=119,gain=448.648438,cover=211011
- 119:leaf=0.0212511215,cover=0
- 120:leaf=0.0267838221,cover=0
- 60:[Curv5<-0.0902613774] yes=121,no=122,missing=121,gain=285.339844,cover=190608
- 121:leaf=0.0173098352,cover=0
- 122:leaf=0.021408407,cover=0
- 30:[Area5<0.763170242] yes=61,no=62,missing=61,gain=679.074219,cover=219339
- 61:[PialArea5<1.39628088] yes=123,no=124,missing=123,gain=346.429688,cover=84115
- 123:leaf=0.0276126415,cover=0
- 124:leaf=0.0353210978,cover=0
- 62:[PialArea5<1.4350239] yes=125,no=126,missing=125,gain=257.816406,cover=135224
- 125:leaf=0.0223751422,cover=0
- 126:leaf=0.0274700169,cover=0
-booster[23]:
-0:[Ecc<1.3629595] yes=1,no=2,missing=1,gain=5795.625,cover=5124388
- 1:[PialArea5<0.937250912] yes=3,no=4,missing=4,gain=1117.49219,cover=443423
- 3:[PialCurv5<0.0959877223] yes=7,no=8,missing=7,gain=569.234375,cover=308465
- 7:[LGI5<2.37589788] yes=15,no=16,missing=15,gain=424.875,cover=266071
- 15:[Curv5<-0.0943295062] yes=31,no=32,missing=31,gain=267.726562,cover=132850
- 31:[Area5<0.489361584] yes=63,no=64,missing=63,gain=227.462891,cover=78532
- 63:leaf=0.0289583262,cover=0
- 64:leaf=0.0233813692,cover=0
- 32:[PialArea5<0.39986974] yes=65,no=66,missing=65,gain=105.570312,cover=54318
- 65:leaf=0.040807914,cover=0
- 66:leaf=0.0295605194,cover=0
- 16:[Area5<0.580209434] yes=33,no=34,missing=34,gain=251.279297,cover=133221
- 33:[Curv5<-0.179045901] yes=67,no=68,missing=67,gain=176.039062,cover=68611
- 67:leaf=0.022719359,cover=0
- 68:leaf=0.0277988911,cover=0
- 34:[Curv5<-0.0902613774] yes=69,no=70,missing=69,gain=329.854492,cover=64610
- 69:leaf=0.0164496806,cover=0
- 70:leaf=0.0238362644,cover=0
- 8:[PialArea5<0.450022906] yes=17,no=18,missing=17,gain=254.970703,cover=42394
- 17:[Curv5<0.199476883] yes=35,no=36,missing=35,gain=156.201904,cover=14754
- 35:[PialArea5<0.324585885] yes=71,no=72,missing=71,gain=81.2971191,cover=9882
- 71:leaf=0.0380124561,cover=0
- 72:leaf=0.0259307362,cover=0
- 36:[PialArea5<0.281252682] yes=73,no=74,missing=73,gain=51.0202026,cover=4872
- 73:leaf=0.0316281132,cover=0
- 74:leaf=0.0152446358,cover=0
- 18:[Curv5<0.110890195] yes=37,no=38,missing=38,gain=122.91333,cover=27640
- 37:[PialArea5<0.567627013] yes=75,no=76,missing=75,gain=66.847168,cover=16176
- 75:leaf=0.0233609527,cover=0
- 76:leaf=0.016645791,cover=0
- 38:[PialArea5<0.520672619] yes=77,no=78,missing=77,gain=31.463562,cover=11464
- 77:leaf=0.0151519915,cover=0
- 78:leaf=0.0098856939,cover=0
- 4:[LGI5<2.47264814] yes=9,no=10,missing=9,gain=284.160156,cover=134958
- 9:[PialCurv5<-0.124814533] yes=19,no=20,missing=20,gain=188.554688,cover=102108
- 19:[Area5<0.476400614] yes=39,no=40,missing=40,gain=75.746582,cover=19900
- 39:[Area5<0.433531314] yes=79,no=80,missing=80,gain=8.62573242,cover=1382
- 79:leaf=0.0431341194,cover=0
- 80:leaf=0.0348029174,cover=0
- 40:[PialArea5<1.08444798] yes=81,no=82,missing=81,gain=30.4589844,cover=18518
- 81:leaf=0.0241379868,cover=0
- 82:leaf=0.0282293055,cover=0
- 20:[PialArea5<1.14602101] yes=41,no=42,missing=42,gain=162.078125,cover=82208
- 41:[Area5<0.613672853] yes=83,no=84,missing=83,gain=115.291016,cover=56823
- 83:leaf=0.0332263969,cover=0
- 84:leaf=0.0287002232,cover=0
- 42:[Area5<0.924216449] yes=85,no=86,missing=85,gain=105.192383,cover=25385
- 85:leaf=0.0360315703,cover=0
- 86:leaf=0.011843537,cover=0
- 10:[Area5<0.768806875] yes=21,no=22,missing=21,gain=122.643555,cover=32850
- 21:[PialArea5<1.17753279] yes=43,no=44,missing=43,gain=77.2402344,cover=30144
- 43:[Area5<0.57817024] yes=87,no=88,missing=87,gain=62.3735352,cover=23821
- 87:leaf=0.0297814813,cover=0
- 88:leaf=0.0239449125,cover=0
- 44:[Curv5<-0.117843308] yes=89,no=90,missing=90,gain=38.4897461,cover=6323
- 89:leaf=0.0302233547,cover=0
- 90:leaf=0.0421541296,cover=0
- 22:[Area5<0.854415178] yes=45,no=46,missing=45,gain=27.7870178,cover=2706
- 45:[PialArea5<1.15332794] yes=91,no=92,missing=91,gain=21.2639771,cover=1982
- 91:leaf=0.0138245672,cover=0
- 92:leaf=0.0242309514,cover=0
- 46:[PialCurv5<-0.0456207059] yes=93,no=94,missing=93,gain=7.91534233,cover=724
- 93:leaf=0.0114872549,cover=0
- 94:leaf=0.000801223912,cover=0
- 2:[PialArea5<1.0376358] yes=5,no=6,missing=5,gain=4608.875,cover=4680965
- 5:[Sulc0<0.474820405] yes=11,no=12,missing=11,gain=3026.5,cover=3912954
- 11:[Area5<0.504816413] yes=23,no=24,missing=24,gain=3422.15625,cover=3107293
- 23:[PialArea5<0.761482477] yes=47,no=48,missing=47,gain=593.667969,cover=194959
- 47:[Curv5<-0.279226273] yes=95,no=96,missing=96,gain=511.796875,cover=93963
- 95:leaf=0.0160545819,cover=0
- 96:leaf=0.0244694259,cover=0
- 48:[Area5<0.433531314] yes=97,no=98,missing=97,gain=275.59375,cover=100996
- 97:leaf=0.0325330943,cover=0
- 98:leaf=0.0263605267,cover=0
- 24:[Curv5<0.113010712] yes=49,no=50,missing=49,gain=2576.375,cover=2912334
- 49:[Curv5<-0.0983823985] yes=99,no=100,missing=99,gain=3081.71875,cover=2559536
- 99:leaf=0.0169159304,cover=0
- 100:leaf=0.0204069633,cover=0
- 50:[PialArea5<0.507580996] yes=101,no=102,missing=101,gain=983.9375,cover=352798
- 101:leaf=0.0162916612,cover=0
- 102:leaf=0.0108026704,cover=0
- 12:[Curv5<0.157731384] yes=25,no=26,missing=25,gain=2245.8125,cover=805661
- 25:[Ecc<31.520586] yes=51,no=52,missing=51,gain=1896.03125,cover=538624
- 51:[Curv5<0.110890195] yes=103,no=104,missing=103,gain=1065.47656,cover=398705
- 103:leaf=0.0286676083,cover=0
- 104:leaf=0.0234668441,cover=0
- 52:[Pol<82.2009888] yes=105,no=106,missing=105,gain=733.978516,cover=139919
- 105:leaf=0.015648311,cover=0
- 106:leaf=0.0229102932,cover=0
- 26:[PialArea5<0.267248243] yes=53,no=54,missing=54,gain=863.890625,cover=267037
- 53:[Area5<0.621834755] yes=107,no=108,missing=108,gain=343.533203,cover=30540
- 107:leaf=0.0201745834,cover=0
- 108:leaf=0.0309028067,cover=0
- 54:[Curv5<0.204311207] yes=109,no=110,missing=109,gain=559.712891,cover=236497
- 109:leaf=0.0188438427,cover=0
- 110:leaf=0.0133057162,cover=0
- 6:[Area5<0.7084831] yes=13,no=14,missing=13,gain=2691.95312,cover=768011
- 13:[PialArea5<1.26501572] yes=27,no=28,missing=27,gain=752.929688,cover=301637
- 27:[Area5<0.646843374] yes=55,no=56,missing=56,gain=523.414062,cover=253166
- 55:[Curv5<-0.144993886] yes=111,no=112,missing=111,gain=168.691406,cover=111855
- 111:leaf=0.0281097591,cover=0
- 112:leaf=0.0341522954,cover=0
- 56:[Curv5<-0.138079464] yes=113,no=114,missing=113,gain=247.054688,cover=141311
- 113:leaf=0.0230990127,cover=0
- 114:leaf=0.028077215,cover=0
- 28:[PialArea5<1.48916721] yes=57,no=58,missing=57,gain=114.742188,cover=48471
- 57:[Curv5<-0.163374811] yes=115,no=116,missing=115,gain=73.5917969,cover=40744
- 115:leaf=0.0307965875,cover=0
- 116:leaf=0.0357670151,cover=0
- 58:[Area5<0.586059749] yes=117,no=118,missing=117,gain=27.2451172,cover=7727
- 117:leaf=0.0497278981,cover=0
- 118:leaf=0.037842989,cover=0
- 14:[PialArea5<1.28208315] yes=29,no=30,missing=29,gain=1044.53125,cover=466374
- 29:[Area5<0.790145099] yes=59,no=60,missing=59,gain=375.308594,cover=343240
- 59:[Curv5<-0.104371414] yes=119,no=120,missing=119,gain=285.410156,cover=225615
- 119:leaf=0.0200531427,cover=0
- 120:leaf=0.0241813418,cover=0
- 60:[Curv5<-0.139824241] yes=121,no=122,missing=121,gain=116.378906,cover=117625
- 121:leaf=0.0159210395,cover=0
- 122:leaf=0.0190731939,cover=0
- 30:[Area5<0.822840035] yes=61,no=62,missing=62,gain=391.34375,cover=123134
- 61:[PialArea5<1.48916721] yes=123,no=124,missing=123,gain=279.060547,cover=71007
- 123:leaf=0.0261381175,cover=0
- 124:leaf=0.0341221616,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=125,gain=103.320312,cover=52127
- 125:leaf=0.0209877267,cover=0
- 126:leaf=0.0270943549,cover=0
-booster[24]:
-0:[Ecc<1.62447274] yes=1,no=2,missing=1,gain=5250.25,cover=5124388
- 1:[Sulc0<-0.426983118] yes=3,no=4,missing=4,gain=1525.35938,cover=543506
- 3:[PialArea5<0.943111241] yes=7,no=8,missing=8,gain=764.929688,cover=427576
- 7:[PialCurv5<-0.0957419723] yes=15,no=16,missing=16,gain=481.375,cover=273844
- 15:[Area5<0.453641325] yes=31,no=32,missing=31,gain=488.5625,cover=115294
- 31:[Area5<0.380439579] yes=63,no=64,missing=63,gain=104.942383,cover=30526
- 63:leaf=0.0327521451,cover=0
- 64:leaf=0.0255194493,cover=0
- 32:[Area5<0.567154288] yes=65,no=66,missing=66,gain=134.541992,cover=84768
- 65:leaf=0.0210972559,cover=0
- 66:leaf=0.0169086494,cover=0
- 16:[Area5<0.584141672] yes=33,no=34,missing=33,gain=297.085938,cover=158550
- 33:[PialArea5<0.753297985] yes=67,no=68,missing=67,gain=100.015625,cover=71636
- 67:leaf=0.0264168233,cover=0
- 68:leaf=0.0301609617,cover=0
- 34:[Ecc<0.513775289] yes=69,no=70,missing=69,gain=310.660156,cover=86914
- 69:leaf=0.0283105318,cover=0
- 70:leaf=0.0218621921,cover=0
- 8:[LGI5<2.44639945] yes=17,no=18,missing=18,gain=293.570312,cover=153732
- 17:[PialCurv5<-0.107211173] yes=35,no=36,missing=35,gain=192.273438,cover=104589
- 35:[Area5<0.509397149] yes=71,no=72,missing=71,gain=124.939453,cover=43882
- 71:leaf=0.0344454907,cover=0
- 72:leaf=0.0264221318,cover=0
- 36:[PialArea5<1.29873812] yes=73,no=74,missing=73,gain=105.994141,cover=60707
- 73:leaf=0.0310613401,cover=0
- 74:leaf=0.0378105119,cover=0
- 18:[PialArea5<1.14602101] yes=37,no=38,missing=37,gain=82.9257812,cover=49143
- 37:[Area5<0.650824547] yes=75,no=76,missing=76,gain=95.2236328,cover=34130
- 75:leaf=0.0260569304,cover=0
- 76:leaf=0.0206524767,cover=0
- 38:[Area5<0.814937592] yes=77,no=78,missing=77,gain=42.3652344,cover=15013
- 77:leaf=0.0290157646,cover=0
- 78:leaf=0.017255852,cover=0
- 4:[Pol<133.406311] yes=9,no=10,missing=9,gain=325.728516,cover=115930
- 9:[Sulc0<-0.195981219] yes=19,no=20,missing=20,gain=128.452148,cover=76884
- 19:[PialArea5<0.349780142] yes=39,no=40,missing=39,gain=123.109863,cover=46878
- 39:[Area5<0.645846248] yes=79,no=80,missing=80,gain=20.9741821,cover=775
- 79:leaf=0.0344757698,cover=0
- 80:leaf=0.0553237908,cover=0
- 40:[Area5<0.600206077] yes=81,no=82,missing=82,gain=87.6499023,cover=46103
- 81:leaf=0.0219304413,cover=0
- 82:leaf=0.0171650834,cover=0
- 20:[Pol<89.1530609] yes=41,no=42,missing=42,gain=39.5161133,cover=30006
- 41:[Curv5<0.131767005] yes=83,no=84,missing=83,gain=29.9140625,cover=14562
- 83:leaf=0.0183566567,cover=0
- 84:leaf=0.0136653604,cover=0
- 42:[MidArea5<0.636635542] yes=85,no=86,missing=86,gain=37.659668,cover=15444
- 85:leaf=0.0150066735,cover=0
- 86:leaf=0.00997323636,cover=0
- 10:[PialCurv5<0.147539601] yes=21,no=22,missing=21,gain=194.990723,cover=39046
- 21:[PialArea5<0.476533443] yes=43,no=44,missing=43,gain=151.76416,cover=25773
- 43:[PialArea5<0.365779996] yes=87,no=88,missing=87,gain=22.7248535,cover=5635
- 87:leaf=0.0375760645,cover=0
- 88:leaf=0.0305858552,cover=0
- 44:[PialCurv5<0.0331302322] yes=89,no=90,missing=89,gain=65.418457,cover=20138
- 89:leaf=0.0259090215,cover=0
- 90:leaf=0.0201526824,cover=0
- 22:[PialArea5<0.441150606] yes=45,no=46,missing=45,gain=131.55835,cover=13273
- 45:[Curv5<0.20983994] yes=91,no=92,missing=91,gain=61.1965332,cover=6121
- 91:leaf=0.026900677,cover=0
- 92:leaf=0.0162897408,cover=0
- 46:[Curv5<0.118689038] yes=93,no=94,missing=93,gain=26.5136719,cover=7152
- 93:leaf=0.0171242636,cover=0
- 94:leaf=0.0108919675,cover=0
- 2:[PialArea5<1.13220918] yes=5,no=6,missing=6,gain=3980.125,cover=4580882
- 5:[Sulc0<0.506771445] yes=11,no=12,missing=11,gain=2479.125,cover=4151150
- 11:[Curv5<0.108977526] yes=23,no=24,missing=23,gain=3097.46875,cover=3405183
- 23:[Ecc<19.4699688] yes=47,no=48,missing=47,gain=3873.84375,cover=3009032
- 47:[Sulc0<0.118391842] yes=95,no=96,missing=96,gain=2676.5625,cover=2366645
- 95:leaf=0.0188128501,cover=0
- 96:leaf=0.0236011576,cover=0
- 48:[Sulc0<0.013685069] yes=97,no=98,missing=97,gain=1236.54688,cover=642387
- 97:leaf=0.0132162301,cover=0
- 98:leaf=0.0176464859,cover=0
- 24:[PialArea5<0.507580996] yes=49,no=50,missing=50,gain=999.271484,cover=396151
- 49:[Ecc<5.53207445] yes=99,no=100,missing=100,gain=934.769531,cover=250536
- 99:leaf=0.0127335479,cover=0
- 100:leaf=0.0188421272,cover=0
- 50:[Pol<89.7623749] yes=101,no=102,missing=101,gain=226.00293,cover=145615
- 101:leaf=0.0138608832,cover=0
- 102:leaf=0.00939112436,cover=0
- 12:[Curv5<0.153449878] yes=25,no=26,missing=26,gain=1938.5,cover=745967
- 25:[Ecc<30.959959] yes=51,no=52,missing=52,gain=1735.44531,cover=468790
- 51:[Curv5<0.10516572] yes=103,no=104,missing=103,gain=817.015625,cover=337062
- 103:leaf=0.0281141438,cover=0
- 104:leaf=0.0230771061,cover=0
- 52:[Pol<82.2009888] yes=105,no=106,missing=106,gain=687.0625,cover=131728
- 105:leaf=0.0149043677,cover=0
- 106:leaf=0.0221411865,cover=0
- 26:[PialArea5<0.281252682] yes=53,no=54,missing=53,gain=808.289062,cover=277177
- 53:[Curv5<0.216179401] yes=107,no=108,missing=107,gain=418.255859,cover=44344
- 107:leaf=0.0280544106,cover=0
- 108:leaf=0.0181462523,cover=0
- 54:[Curv5<0.204311207] yes=109,no=110,missing=109,gain=482.699219,cover=232833
- 109:leaf=0.0179289673,cover=0
- 110:leaf=0.0124571966,cover=0
- 6:[Area5<0.744179189] yes=13,no=14,missing=13,gain=1517.05469,cover=429732
- 13:[PialArea5<1.31770575] yes=27,no=28,missing=28,gain=605.609375,cover=203056
- 27:[Area5<0.674147427] yes=55,no=56,missing=55,gain=307.589844,cover=157174
- 55:[Area5<0.56946665] yes=111,no=112,missing=111,gain=92.0117188,cover=67512
- 111:leaf=0.0328652672,cover=0
- 112:leaf=0.0271773841,cover=0
- 56:[PialCurv5<-0.109546423] yes=113,no=114,missing=114,gain=100.648438,cover=89662
- 113:leaf=0.0214891061,cover=0
- 114:leaf=0.0248695686,cover=0
- 28:[PialArea5<1.57955706] yes=57,no=58,missing=58,gain=110.996094,cover=45882
- 57:[Curv5<-0.151772231] yes=115,no=116,missing=116,gain=85.4228516,cover=40501
- 115:leaf=0.029779071,cover=0
- 116:leaf=0.0354959033,cover=0
- 58:[Curv5<-0.18985194] yes=117,no=118,missing=118,gain=23.244873,cover=5381
- 117:leaf=0.0354058072,cover=0
- 118:leaf=0.0420670435,cover=0
- 14:[PialArea5<1.36541271] yes=29,no=30,missing=29,gain=376,cover=226676
- 29:[Area5<0.833255887] yes=59,no=60,missing=59,gain=187.121094,cover=167974
- 59:[Pol<46.5024796] yes=119,no=120,missing=119,gain=139.658203,cover=121727
- 119:leaf=0.0189905372,cover=0
- 120:leaf=0.0223801509,cover=0
- 60:[Pol<13.2006302] yes=121,no=122,missing=121,gain=45.6313477,cover=46247
- 121:leaf=0.0205495339,cover=0
- 122:leaf=0.0162407719,cover=0
- 30:[Area5<0.864337862] yes=61,no=62,missing=61,gain=186.116211,cover=58702
- 61:[MidArea5<1.21578133] yes=123,no=124,missing=123,gain=149.939453,cover=36312
- 123:leaf=0.0253341738,cover=0
- 124:leaf=0.0354230888,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=49.0666504,cover=22390
- 125:leaf=0.0221277904,cover=0
- 126:leaf=0.0168627407,cover=0
-booster[25]:
-0:[PialArea5<1.00196755] yes=1,no=2,missing=1,gain=4922.5625,cover=5124388
- 1:[Area5<0.499970406] yes=3,no=4,missing=3,gain=3654.21875,cover=4095062
- 3:[PialCurv5<-0.153030112] yes=7,no=8,missing=8,gain=638.5625,cover=251190
- 7:[PialArea5<0.686586082] yes=15,no=16,missing=15,gain=217.671387,cover=43547
- 15:[Area5<0.380439579] yes=31,no=32,missing=32,gain=104.012817,cover=13971
- 31:[Curv5<-0.39144522] yes=63,no=64,missing=64,gain=49.4703979,cover=2910
- 63:leaf=0.0109382598,cover=0
- 64:leaf=0.0255091731,cover=0
- 32:[PialArea5<0.441150606] yes=65,no=66,missing=65,gain=36.4804077,cover=11061
- 65:leaf=0.000511419319,cover=0
- 66:leaf=0.0116361398,cover=0
- 16:[Area5<0.420677572] yes=33,no=34,missing=33,gain=120.685547,cover=29576
- 33:[Area5<0.380439579] yes=67,no=68,missing=67,gain=25.2626953,cover=7527
- 67:leaf=0.0296907779,cover=0
- 68:leaf=0.0237363465,cover=0
- 34:[PialArea5<0.808668435] yes=69,no=70,missing=69,gain=59.6337891,cover=22049
- 69:leaf=0.0165532529,cover=0
- 70:leaf=0.0218316093,cover=0
- 8:[Area5<0.420677572] yes=17,no=18,missing=17,gain=417.324219,cover=207643
- 17:[PialArea5<0.409017563] yes=35,no=36,missing=36,gain=174.754883,cover=45699
- 35:[PialArea5<0.281252682] yes=71,no=72,missing=71,gain=19.5469913,cover=993
- 71:leaf=0.000340687839,cover=0
- 72:leaf=0.0144824153,cover=0
- 36:[Area5<0.380439579] yes=73,no=74,missing=73,gain=102.379883,cover=44706
- 73:leaf=0.0331761651,cover=0
- 74:leaf=0.0279595442,cover=0
- 18:[PialArea5<0.806151748] yes=37,no=38,missing=37,gain=318.972656,cover=161944
- 37:[Curv5<-0.163374811] yes=75,no=76,missing=75,gain=418.484375,cover=95877
- 75:leaf=0.0186152365,cover=0
- 76:leaf=0.0252261851,cover=0
- 38:[Curv5<-0.172863677] yes=77,no=78,missing=78,gain=169.214844,cover=66067
- 77:leaf=0.0249971207,cover=0
- 78:leaf=0.0311151426,cover=0
- 4:[Curv5<-0.153417632] yes=9,no=10,missing=9,gain=3305.0625,cover=3843872
- 9:[PialArea5<0.811158121] yes=19,no=20,missing=19,gain=1679.21875,cover=808968
- 19:[Area5<0.56946665] yes=39,no=40,missing=39,gain=243.019531,cover=239579
- 39:[PialArea5<0.718622029] yes=79,no=80,missing=80,gain=206.271484,cover=93974
- 79:leaf=0.0101400753,cover=0
- 80:leaf=0.0149579076,cover=0
- 40:[Sulc0<-0.292069882] yes=81,no=82,missing=81,gain=165.35498,cover=145605
- 81:leaf=0.00893268827,cover=0
- 82:leaf=0.0129521517,cover=0
- 20:[Area5<0.650824547] yes=41,no=42,missing=41,gain=2452.14453,cover=569389
- 41:[PialCurv5<-0.123133563] yes=83,no=84,missing=84,gain=677.558594,cover=344329
- 83:leaf=0.016577227,cover=0
- 84:leaf=0.0210139416,cover=0
- 42:[PialCurv5<-0.0810050145] yes=85,no=86,missing=85,gain=288.849609,cover=225060
- 85:leaf=0.0115186842,cover=0
- 86:leaf=0.0180108752,cover=0
- 10:[Pol<160.153915] yes=21,no=22,missing=21,gain=2597.59375,cover=3034904
- 21:[Ecc<7.08616447] yes=43,no=44,missing=43,gain=3143.15625,cover=2793199
- 43:[Sulc0<-0.451341361] yes=87,no=88,missing=87,gain=3006.67188,cover=1104302
- 87:leaf=0.0211149883,cover=0
- 88:leaf=0.0144666927,cover=0
- 44:[MidArea5<0.691121161] yes=89,no=90,missing=89,gain=3588.6875,cover=1688897
- 89:leaf=0.0210948512,cover=0
- 90:leaf=0.0164137315,cover=0
- 22:[PialCurv5<0.110155433] yes=45,no=46,missing=46,gain=624.238281,cover=241705
- 45:[Curv5<-0.0752395913] yes=91,no=92,missing=91,gain=426.386719,cover=195757
- 91:leaf=0.0215803813,cover=0
- 92:leaf=0.026345063,cover=0
- 46:[PialArea5<0.413606972] yes=93,no=94,missing=93,gain=211.396973,cover=45948
- 93:leaf=0.0244072247,cover=0
- 94:leaf=0.016176613,cover=0
- 2:[Area5<0.671631575] yes=5,no=6,missing=5,gain=3935.89062,cover=1029326
- 5:[PialCurv5<-0.119053185] yes=11,no=12,missing=11,gain=546.789062,cover=310081
- 11:[Area5<0.559839368] yes=23,no=24,missing=23,gain=304.136719,cover=123379
- 23:[Area5<0.4695113] yes=47,no=48,missing=47,gain=72.1152344,cover=22762
- 47:[Curv5<-0.214297205] yes=95,no=96,missing=96,gain=16.1031494,cover=2578
- 95:leaf=0.0348890796,cover=0
- 96:leaf=0.0447760113,cover=0
- 48:[PialArea5<1.16911256] yes=97,no=98,missing=97,gain=50.222168,cover=20184
- 97:leaf=0.0269761626,cover=0
- 98:leaf=0.0338182002,cover=0
- 24:[PialArea5<1.17753279] yes=49,no=50,missing=50,gain=251.6875,cover=100617
- 49:[Area5<0.615061462] yes=99,no=100,missing=99,gain=61.28125,cover=75096
- 99:leaf=0.0229972582,cover=0
- 100:leaf=0.0200665053,cover=0
- 50:[Curv5<-0.163374811] yes=101,no=102,missing=102,gain=63.40625,cover=25521
- 101:leaf=0.026532108,cover=0
- 102:leaf=0.0414581262,cover=0
- 12:[LGI5<2.42399812] yes=25,no=26,missing=25,gain=299.0625,cover=186702
- 25:[PialArea5<1.25128293] yes=51,no=52,missing=51,gain=146.023438,cover=64863
- 51:[Curv5<-0.127358407] yes=103,no=104,missing=103,gain=99.4980469,cover=54721
- 103:leaf=0.0289821569,cover=0
- 104:leaf=0.0350332819,cover=0
- 52:[Curv5<-0.138079464] yes=105,no=106,missing=105,gain=24.8994141,cover=10142
- 105:leaf=0.0354771726,cover=0
- 106:leaf=0.0431788862,cover=0
- 26:[Curv5<-0.130991504] yes=53,no=54,missing=54,gain=143.910156,cover=121839
- 53:[PialArea5<1.29873812] yes=107,no=108,missing=108,gain=105.744141,cover=99445
- 107:leaf=0.0253810827,cover=0
- 108:leaf=0.031353429,cover=0
- 54:[PialCurv5<-0.0877386853] yes=109,no=110,missing=109,gain=59.8730469,cover=22394
- 109:leaf=0.0358100161,cover=0
- 110:leaf=0.0290847812,cover=0
- 6:[PialArea5<1.20515823] yes=13,no=14,missing=13,gain=1430.50781,cover=719245
- 13:[Area5<0.739104271] yes=27,no=28,missing=27,gain=750.859375,cover=474441
- 27:[Curv5<-0.114048101] yes=55,no=56,missing=55,gain=515.867188,cover=223913
- 55:[Sulc0<-0.370474488] yes=111,no=112,missing=112,gain=186.224609,cover=169445
- 111:leaf=0.018111838,cover=0
- 112:leaf=0.0226182248,cover=0
- 56:[Ecc<19.4699688] yes=113,no=114,missing=113,gain=162.267578,cover=54468
- 113:leaf=0.0257039554,cover=0
- 114:leaf=0.0185623206,cover=0
- 28:[Curv5<-0.0902613774] yes=57,no=58,missing=57,gain=332.650391,cover=250528
- 57:[PialArea5<1.0952065] yes=115,no=116,missing=116,gain=223.765625,cover=168497
- 115:leaf=0.0129402196,cover=0
- 116:leaf=0.0166015439,cover=0
- 58:[Ecc<18.8860435] yes=117,no=118,missing=117,gain=314.931641,cover=82031
- 117:leaf=0.0208952464,cover=0
- 118:leaf=0.014184325,cover=0
- 14:[Area5<0.780320704] yes=29,no=30,missing=29,gain=737.285156,cover=244804
- 29:[PialArea5<1.39628088] yes=59,no=60,missing=59,gain=392.287109,cover=125832
- 59:[Curv5<-0.129194111] yes=119,no=120,missing=120,gain=151.398438,cover=97128
- 119:leaf=0.0230067708,cover=0
- 120:leaf=0.0280792098,cover=0
- 60:[Curv5<-0.16496937] yes=121,no=122,missing=121,gain=123.060547,cover=28704
- 121:leaf=0.0282889213,cover=0
- 122:leaf=0.0352445953,cover=0
- 30:[PialArea5<1.57955706] yes=61,no=62,missing=61,gain=190.400391,cover=118972
- 61:[Area5<0.924216449] yes=123,no=124,missing=123,gain=143.304688,cover=108005
- 123:leaf=0.0200551264,cover=0
- 124:leaf=0.0146844927,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=99.2719727,cover=10967
- 125:leaf=0.0291126519,cover=0
- 126:leaf=0.0183117446,cover=0
-booster[26]:
-0:[Ecc<1.57116413] yes=1,no=2,missing=1,gain=4488.25,cover=5124388
- 1:[Sulc0<-0.401674598] yes=3,no=4,missing=3,gain=1130.85156,cover=523489
- 3:[PialArea5<1.1133045] yes=7,no=8,missing=8,gain=641.03125,cover=424713
- 7:[LGI5<2.49934268] yes=15,no=16,missing=16,gain=505.71875,cover=367168
- 15:[PialCurv5<-0.109546423] yes=31,no=32,missing=31,gain=388.84375,cover=304819
- 31:[Area5<0.433531314] yes=63,no=64,missing=63,gain=174.443359,cover=96264
- 63:leaf=0.0254001599,cover=0
- 64:leaf=0.0196984652,cover=0
- 32:[Area5<0.593548477] yes=65,no=66,missing=65,gain=199.40625,cover=208555
- 65:leaf=0.0260621104,cover=0
- 66:leaf=0.0229679253,cover=0
- 16:[Area5<0.59157455] yes=33,no=34,missing=34,gain=90.8828125,cover=62349
- 33:[PialCurv5<-0.130995557] yes=67,no=68,missing=67,gain=68.796875,cover=30790
- 67:leaf=0.016429862,cover=0
- 68:leaf=0.0217301063,cover=0
- 34:[Curv5<-0.0752395913] yes=69,no=70,missing=69,gain=56.7910156,cover=31559
- 69:leaf=0.014994218,cover=0
- 70:leaf=0.0195431467,cover=0
- 8:[Area5<0.846071243] yes=17,no=18,missing=17,gain=100.828125,cover=57545
- 17:[Curv5<-0.138079464] yes=35,no=36,missing=36,gain=127.007812,cover=56139
- 35:[Area5<0.542713821] yes=71,no=72,missing=71,gain=87.7626953,cover=45909
- 71:leaf=0.0354730263,cover=0
- 72:leaf=0.0267382469,cover=0
- 36:[PialArea5<1.33957577] yes=73,no=74,missing=74,gain=64.4370117,cover=10230
- 73:leaf=0.0317133293,cover=0
- 74:leaf=0.0424030721,cover=0
- 18:[Area5<0.987501919] yes=37,no=38,missing=38,gain=13.7277985,cover=1406
- 37:[PialArea5<1.31770575] yes=75,no=76,missing=75,gain=20.5370407,cover=843
- 75:leaf=0.0113371043,cover=0
- 76:leaf=0.0269903,cover=0
- 38:[Pol<70.3717499] yes=77,no=78,missing=77,gain=4.42950058,cover=563
- 77:leaf=0.00371684856,cover=0
- 78:leaf=0.0126813753,cover=0
- 4:[Sulc0<-0.145219594] yes=9,no=10,missing=10,gain=229.056641,cover=98776
- 9:[PialArea5<0.427728564] yes=19,no=20,missing=19,gain=278.072266,cover=70848
- 19:[PialArea5<0.301675379] yes=39,no=40,missing=40,gain=62.6577148,cover=8705
- 39:[Area5<0.66211915] yes=79,no=80,missing=79,gain=10.9854126,cover=1323
- 79:leaf=0.0357534848,cover=0
- 80:leaf=0.0525948592,cover=0
- 40:[Curv5<0.151368812] yes=81,no=82,missing=82,gain=64.026123,cover=7382
- 81:leaf=0.0290150978,cover=0
- 82:leaf=0.0194123331,cover=0
- 20:[Area5<0.601796865] yes=41,no=42,missing=41,gain=139.350098,cover=62143
- 41:[PialCurv5<0.0851107761] yes=83,no=84,missing=83,gain=43.4333496,cover=18366
- 83:leaf=0.0224559233,cover=0
- 84:leaf=0.0162716638,cover=0
- 42:[Curv5<0.114925429] yes=85,no=86,missing=86,gain=65.6557617,cover=43777
- 85:leaf=0.0168938302,cover=0
- 86:leaf=0.0114784138,cover=0
- 10:[PialArea5<0.301675379] yes=21,no=22,missing=22,gain=44.3070068,cover=27928
- 21:[Sulc0<0.101211272] yes=43,no=44,missing=43,gain=20.444809,cover=1010
- 43:[Curv5<0.155577481] yes=87,no=88,missing=87,gain=10.2764587,cover=639
- 87:leaf=0.0454461686,cover=0
- 88:leaf=0.0265672039,cover=0
- 44:[Curv5<0.266060919] yes=89,no=90,missing=89,gain=4.13035393,cover=371
- 89:leaf=0.0189169534,cover=0
- 90:leaf=0.00818944629,cover=0
- 22:[Sulc0<-0.0326132737] yes=45,no=46,missing=46,gain=27.9986572,cover=26918
- 45:[PialArea5<0.454431564] yes=91,no=92,missing=91,gain=24.8999023,cover=13150
- 91:leaf=0.0185850821,cover=0
- 92:leaf=0.0134780901,cover=0
- 46:[Pol<86.7064972] yes=93,no=94,missing=94,gain=17.0106201,cover=13768
- 93:leaf=0.0138786035,cover=0
- 94:leaf=0.0101844529,cover=0
- 2:[PialArea5<1.00558591] yes=5,no=6,missing=5,gain=3457.4375,cover=4600899
- 5:[Sulc0<0.193122864] yes=11,no=12,missing=12,gain=2840.90625,cover=3702019
- 11:[Area5<0.606435955] yes=23,no=24,missing=23,gain=2995.625,cover=2303365
- 23:[PialArea5<0.798493028] yes=47,no=48,missing=47,gain=1731.15625,cover=646689
- 47:[Curv5<-0.225438625] yes=95,no=96,missing=95,gain=913.6875,cover=345366
- 95:leaf=0.0123089366,cover=0
- 96:leaf=0.0177523475,cover=0
- 48:[PialCurv5<-0.101551421] yes=97,no=98,missing=98,gain=924.375,cover=301323
- 97:leaf=0.0192317013,cover=0
- 98:leaf=0.0251969881,cover=0
- 24:[Pol<167.338547] yes=49,no=50,missing=49,gain=1563.92188,cover=1656676
- 49:[Pol<94.4799194] yes=99,no=100,missing=99,gain=1641.3125,cover=1491667
- 99:leaf=0.0154667124,cover=0
- 100:leaf=0.0121495016,cover=0
- 50:[Curv5<-0.166574284] yes=101,no=102,missing=102,gain=1594.46094,cover=165009
- 101:leaf=0.011641656,cover=0
- 102:leaf=0.0222523939,cover=0
- 12:[Ecc<5.85121489] yes=25,no=26,missing=26,gain=3322.8125,cover=1398654
- 25:[Curv5<0.233002663] yes=51,no=52,missing=52,gain=345.692383,cover=199929
- 51:[PialArea5<0.331288606] yes=103,no=104,missing=103,gain=173.585938,cover=171365
- 103:leaf=0.0175442416,cover=0
- 104:leaf=0.0126079414,cover=0
- 52:[Curv5<0.266060919] yes=105,no=106,missing=105,gain=58.6370239,cover=28564
- 105:leaf=0.00892794877,cover=0
- 106:leaf=0.00419238256,cover=0
- 26:[Ecc<26.4278679] yes=53,no=54,missing=53,gain=2146.5,cover=1198725
- 53:[Curv5<0.118689038] yes=107,no=108,missing=107,gain=2734.26562,cover=839892
- 107:leaf=0.0234419554,cover=0
- 108:leaf=0.0177326165,cover=0
- 54:[Pol<79.5617371] yes=109,no=110,missing=109,gain=635.453125,cover=358833
- 109:leaf=0.0138719622,cover=0
- 110:leaf=0.0180841964,cover=0
- 6:[Area5<0.695856333] yes=13,no=14,missing=13,gain=2560.95312,cover=898880
- 13:[PialArea5<1.20515823] yes=27,no=28,missing=27,gain=516.054688,cover=319592
- 27:[Area5<0.624364853] yes=55,no=56,missing=55,gain=444.402344,cover=255428
- 55:[Curv5<-0.186853081] yes=111,no=112,missing=112,gain=155.519531,cover=93186
- 111:leaf=0.0240403153,cover=0
- 112:leaf=0.0285763349,cover=0
- 56:[PialCurv5<-0.0931780562] yes=113,no=114,missing=114,gain=356.271484,cover=162242
- 113:leaf=0.0193039905,cover=0
- 114:leaf=0.0242450666,cover=0
- 28:[PialArea5<1.39628088] yes=57,no=58,missing=58,gain=121.394531,cover=64164
- 57:[Area5<0.595263004] yes=115,no=116,missing=115,gain=73.734375,cover=50566
- 115:leaf=0.0310712103,cover=0
- 116:leaf=0.0256669652,cover=0
- 58:[Area5<0.621834755] yes=117,no=118,missing=118,gain=35.3505859,cover=13598
- 117:leaf=0.0365530066,cover=0
- 118:leaf=0.0304079149,cover=0
- 14:[PialArea5<1.21550834] yes=29,no=30,missing=29,gain=1017.35156,cover=579288
- 29:[Ecc<16.0247612] yes=59,no=60,missing=59,gain=410.160156,cover=384538
- 59:[Curv5<-0.0963523984] yes=119,no=120,missing=119,gain=459.607422,cover=259647
- 119:leaf=0.0163177401,cover=0
- 120:leaf=0.0209770985,cover=0
- 60:[Pol<9.44515038] yes=121,no=122,missing=121,gain=158.25293,cover=124891
- 121:leaf=0.0188280698,cover=0
- 122:leaf=0.0134805385,cover=0
- 30:[Area5<0.790145099] yes=61,no=62,missing=61,gain=387.757812,cover=194750
- 61:[PialArea5<1.4350239] yes=123,no=124,missing=124,gain=270.740234,cover=95439
- 123:leaf=0.0219938308,cover=0
- 124:leaf=0.028985355,cover=0
- 62:[PialArea5<1.48916721] yes=125,no=126,missing=125,gain=134.299805,cover=99311
- 125:leaf=0.0178646948,cover=0
- 126:leaf=0.0225327518,cover=0
-booster[27]:
-0:[PialArea5<0.961681247] yes=1,no=2,missing=1,gain=4100.125,cover=5124388
- 1:[Area5<0.499970406] yes=3,no=4,missing=4,gain=2943.25,cover=3854585
- 3:[Curv5<-0.234010845] yes=7,no=8,missing=8,gain=537.226562,cover=243411
- 7:[PialArea5<0.679818809] yes=15,no=16,missing=15,gain=458.228516,cover=98465
- 15:[Area5<0.380439579] yes=31,no=32,missing=31,gain=156.093018,cover=20306
- 31:[Curv5<-0.39144522] yes=63,no=64,missing=64,gain=71.9433594,cover=4245
- 63:leaf=0.00856903661,cover=0
- 64:leaf=0.0239245016,cover=0
- 32:[PialArea5<0.529292643] yes=65,no=66,missing=65,gain=53.3418579,cover=16061
- 65:leaf=0.00364337559,cover=0
- 66:leaf=0.0109424163,cover=0
- 16:[Area5<0.404548973] yes=33,no=34,missing=33,gain=347.418945,cover=78159
- 33:[Area5<0.380439579] yes=67,no=68,missing=67,gain=42.7543945,cover=15618
- 67:leaf=0.0293458644,cover=0
- 68:leaf=0.0240849834,cover=0
- 34:[PialArea5<0.803608477] yes=69,no=70,missing=69,gain=128.162109,cover=62541
- 69:leaf=0.0161822718,cover=0
- 70:leaf=0.0207161214,cover=0
- 8:[PialCurv5<0.0987490341] yes=17,no=18,missing=17,gain=313.251953,cover=144946
- 17:[Area5<0.420677572] yes=35,no=36,missing=35,gain=240.21875,cover=140418
- 35:[Sulc0<0.779008448] yes=71,no=72,missing=71,gain=70.8916016,cover=27001
- 71:leaf=0.0280691478,cover=0
- 72:leaf=-0.0172372293,cover=0
- 36:[Curv5<-0.161761403] yes=73,no=74,missing=73,gain=215.929688,cover=113417
- 73:leaf=0.0206597671,cover=0
- 74:leaf=0.0250392016,cover=0
- 18:[Curv5<0.266060919] yes=37,no=38,missing=37,gain=44.0372925,cover=4528
- 37:[Ecc<25.5461979] yes=75,no=76,missing=76,gain=33.4528046,cover=3496
- 75:leaf=0.0150253372,cover=0
- 76:leaf=0.00120071473,cover=0
- 38:[Ecc<3.8768425] yes=77,no=78,missing=77,gain=14.4106798,cover=1032
- 77:leaf=-0.00656778831,cover=0
- 78:leaf=0.00570306974,cover=0
- 4:[Curv5<-0.125495523] yes=9,no=10,missing=10,gain=3473.875,cover=3611174
- 9:[Area5<0.659308732] yes=19,no=20,missing=19,gain=1564.19922,cover=835634
- 19:[PialArea5<0.806151748] yes=39,no=40,missing=40,gain=1905.93359,cover=595323
- 39:[Sulc0<-0.115756653] yes=79,no=80,missing=80,gain=321.913086,cover=230892
- 79:leaf=0.0100341188,cover=0
- 80:leaf=0.0163639542,cover=0
- 40:[PialCurv5<-0.0914456472] yes=81,no=82,missing=81,gain=684.597656,cover=364431
- 81:leaf=0.0153330592,cover=0
- 82:leaf=0.0206559338,cover=0
- 20:[Pol<13.2006302] yes=41,no=42,missing=41,gain=279.366211,cover=240311
- 41:[Ecc<4.40349627] yes=83,no=84,missing=83,gain=34.8994141,cover=27445
- 83:leaf=0.0189411398,cover=0
- 84:leaf=0.0134987775,cover=0
- 42:[PialCurv5<-0.062031392] yes=85,no=86,missing=86,gain=181.565918,cover=212866
- 85:leaf=0.00835990068,cover=0
- 86:leaf=0.01358392,cover=0
- 10:[Ecc<7.03401423] yes=21,no=22,missing=22,gain=2702.34375,cover=2775540
- 21:[Sulc0<-0.389213681] yes=43,no=44,missing=43,gain=3590.35156,cover=1071222
- 43:[Area5<0.660333693] yes=87,no=88,missing=87,gain=941.046875,cover=240137
- 87:leaf=0.0224410649,cover=0
- 88:leaf=0.0160345118,cover=0
- 44:[PialCurv5<0.113078766] yes=89,no=90,missing=89,gain=1050.07031,cover=831085
- 89:leaf=0.0148411421,cover=0
- 90:leaf=0.0112824002,cover=0
- 22:[Ecc<22.4429302] yes=45,no=46,missing=45,gain=2739.84375,cover=1704318
- 45:[Pol<112.359543] yes=91,no=92,missing=91,gain=1113.78125,cover=1165739
- 91:leaf=0.020346716,cover=0
- 92:leaf=0.0171837136,cover=0
- 46:[PialArea5<0.613238215] yes=93,no=94,missing=93,gain=1494.16797,cover=538579
- 93:leaf=0.0174986664,cover=0
- 94:leaf=0.0122292023,cover=0
- 2:[Area5<0.66824472] yes=5,no=6,missing=5,gain=4364.82812,cover=1269803
- 5:[PialCurv5<-0.11578764] yes=11,no=12,missing=11,gain=779.59375,cover=399199
- 11:[Area5<0.567154288] yes=23,no=24,missing=23,gain=394.810547,cover=178471
- 23:[Area5<0.462054074] yes=47,no=48,missing=47,gain=111.376953,cover=44220
- 47:[Curv5<-0.200394869] yes=95,no=96,missing=96,gain=20.852417,cover=4208
- 95:leaf=0.0316612832,cover=0
- 96:leaf=0.0424941406,cover=0
- 48:[PialArea5<1.16911256] yes=97,no=98,missing=98,gain=79.0292969,cover=40012
- 97:leaf=0.0236477163,cover=0
- 98:leaf=0.030701939,cover=0
- 24:[PialArea5<1.16911256] yes=49,no=50,missing=49,gain=306.701172,cover=134251
- 49:[Curv5<-0.160152137] yes=99,no=100,missing=100,gain=91.0771484,cover=105323
- 99:leaf=0.0183597207,cover=0
- 100:leaf=0.029768873,cover=0
- 50:[Curv5<-0.163374811] yes=101,no=102,missing=101,gain=72.0571289,cover=28928
- 101:leaf=0.023895273,cover=0
- 102:leaf=0.0376373939,cover=0
- 12:[Curv5<-0.117843308] yes=25,no=26,missing=25,gain=304.085938,cover=220728
- 25:[Area5<0.613672853] yes=51,no=52,missing=51,gain=246.515625,cover=188658
- 51:[LGI5<2.36078882] yes=103,no=104,missing=103,gain=86.9804688,cover=86296
- 103:leaf=0.029258782,cover=0
- 104:leaf=0.0257742088,cover=0
- 52:[PialArea5<1.18617713] yes=105,no=106,missing=105,gain=202.720703,cover=102362
- 105:leaf=0.0220183376,cover=0
- 106:leaf=0.0274615176,cover=0
- 26:[PialCurv5<-0.0858580992] yes=53,no=54,missing=53,gain=78.484375,cover=32070
- 53:[PialArea5<1.18617713] yes=107,no=108,missing=107,gain=36.6413574,cover=3824
- 107:leaf=0.0344123468,cover=0
- 108:leaf=0.0468793176,cover=0
- 54:[LGI5<2.40692019] yes=109,no=110,missing=109,gain=59.0683594,cover=28246
- 109:leaf=0.0330001153,cover=0
- 110:leaf=0.0278096553,cover=0
- 6:[PialArea5<1.18617713] yes=13,no=14,missing=13,gain=1573.46094,cover=870604
- 13:[Area5<0.735260904] yes=27,no=28,missing=27,gain=873.738281,cover=592745
- 27:[Curv5<-0.100392215] yes=55,no=56,missing=56,gain=689.3125,cover=284497
- 55:[Sulc0<-0.332174033] yes=111,no=112,missing=111,gain=268.169922,cover=222549
- 111:leaf=0.0157798044,cover=0
- 112:leaf=0.0204896275,cover=0
- 56:[Ecc<19.4699688] yes=113,no=114,missing=113,gain=237.389648,cover=61948
- 113:leaf=0.0240730867,cover=0
- 114:leaf=0.0163844936,cover=0
- 28:[Curv5<-0.0881721899] yes=57,no=58,missing=57,gain=388.294922,cover=308248
- 57:[PialArea5<1.07926941] yes=115,no=116,missing=115,gain=280.074219,cover=196179
- 115:leaf=0.0107822483,cover=0
- 116:leaf=0.0145611782,cover=0
- 58:[Ecc<18.5999508] yes=117,no=118,missing=118,gain=414.802734,cover=112069
- 117:leaf=0.0184554048,cover=0
- 118:leaf=0.0119565651,cover=0
- 14:[Area5<0.763170242] yes=29,no=30,missing=29,gain=660.625,cover=277859
- 29:[PialArea5<1.36541271] yes=59,no=60,missing=60,gain=327.207031,cover=124033
- 59:[Curv5<-0.129194111] yes=119,no=120,missing=119,gain=128.625,cover=92727
- 119:leaf=0.0207448974,cover=0
- 120:leaf=0.0255662408,cover=0
- 60:[Curv5<-0.115945198] yes=121,no=122,missing=122,gain=107.442383,cover=31306
- 121:leaf=0.0266702157,cover=0
- 122:leaf=0.0374364257,cover=0
- 30:[PialArea5<1.48916721] yes=61,no=62,missing=62,gain=209.082031,cover=153826
- 61:[Area5<0.877147377] yes=123,no=124,missing=123,gain=145.056641,cover=130345
- 123:leaf=0.0182639379,cover=0
- 124:leaf=0.0140861003,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=125,gain=117.886719,cover=23481
- 125:leaf=0.0249380805,cover=0
- 126:leaf=0.0172760449,cover=0
-booster[28]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=1,gain=3854.75,cover=5124388
- 1:[PialArea5<0.925796032] yes=3,no=4,missing=3,gain=703.828125,cover=423406
- 3:[PialCurv5<0.0851107761] yes=7,no=8,missing=8,gain=353.578125,cover=286767
- 7:[Curv5<-0.0708468556] yes=15,no=16,missing=15,gain=416.503906,cover=242663
- 15:[Area5<0.567154288] yes=31,no=32,missing=31,gain=500.400391,cover=161641
- 31:[PialCurv5<-0.126528949] yes=63,no=64,missing=63,gain=180.367188,cover=105618
- 63:leaf=0.0171015598,cover=0
- 64:leaf=0.0217256434,cover=0
- 32:[Ecc<0.513775289] yes=65,no=66,missing=65,gain=121.92627,cover=56023
- 65:leaf=0.0184906274,cover=0
- 66:leaf=0.0132021578,cover=0
- 16:[PialCurv5<-0.00569582684] yes=33,no=34,missing=33,gain=234.775391,cover=81022
- 33:[Curv5<-0.0273730159] yes=67,no=68,missing=67,gain=121.473633,cover=35295
- 67:leaf=0.0236614998,cover=0
- 68:leaf=0.0297666378,cover=0
- 34:[PialArea5<0.537928462] yes=69,no=70,missing=69,gain=252.150879,cover=45727
- 69:leaf=0.0268983189,cover=0
- 70:leaf=0.0183107257,cover=0
- 8:[PialArea5<0.476533443] yes=17,no=18,missing=18,gain=222.594482,cover=44104
- 17:[Curv5<0.190557376] yes=35,no=36,missing=35,gain=140.58374,cover=18265
- 35:[PialArea5<0.338250697] yes=71,no=72,missing=71,gain=79.354248,cover=12171
- 71:leaf=0.0312670693,cover=0
- 72:leaf=0.0205179602,cover=0
- 36:[PialArea5<0.281252682] yes=73,no=74,missing=74,gain=47.3736572,cover=6094
- 73:leaf=0.0264668614,cover=0
- 74:leaf=0.0115931584,cover=0
- 18:[Curv5<0.0974604636] yes=37,no=38,missing=38,gain=107.776245,cover=25839
- 37:[PialArea5<0.567627013] yes=75,no=76,missing=76,gain=40.6862793,cover=14803
- 75:leaf=0.0189636406,cover=0
- 76:leaf=0.0131597687,cover=0
- 38:[PialArea5<0.567627013] yes=77,no=78,missing=78,gain=24.299408,cover=11036
- 77:leaf=0.0103395106,cover=0
- 78:leaf=0.00560072064,cover=0
- 4:[LGI5<2.51288176] yes=9,no=10,missing=9,gain=218.871094,cover=136639
- 9:[PialCurv5<-0.117370568] yes=19,no=20,missing=19,gain=155.902344,cover=115824
- 19:[Area5<0.504816413] yes=39,no=40,missing=39,gain=77.046875,cover=31928
- 39:[Area5<0.433531314] yes=79,no=80,missing=80,gain=18.2670898,cover=4244
- 79:leaf=0.0340919755,cover=0
- 80:leaf=0.0259506796,cover=0
- 40:[PialArea5<1.08444798] yes=81,no=82,missing=81,gain=49.3476562,cover=27684
- 81:leaf=0.0184518993,cover=0
- 82:leaf=0.0226932559,cover=0
- 20:[Area5<0.894858658] yes=41,no=42,missing=41,gain=147.046875,cover=83896
- 41:[PialArea5<1.29873812] yes=83,no=84,missing=83,gain=133.398438,cover=82885
- 83:leaf=0.0250630733,cover=0
- 84:leaf=0.0319062062,cover=0
- 42:[PialCurv5<-0.0363363102] yes=85,no=86,missing=85,gain=7.94246674,cover=1011
- 85:leaf=0.0102381287,cover=0
- 86:leaf=0.00123866904,cover=0
- 10:[Area5<0.760524631] yes=21,no=22,missing=21,gain=73.9758301,cover=20815
- 21:[PialArea5<1.17753279] yes=43,no=44,missing=44,gain=38.7041016,cover=18952
- 43:[Area5<0.513795495] yes=87,no=88,missing=88,gain=29.5588379,cover=15114
- 87:leaf=0.0262046251,cover=0
- 88:leaf=0.017927533,cover=0
- 44:[Curv5<-0.117843308] yes=89,no=90,missing=89,gain=23.5147095,cover=3838
- 89:leaf=0.0226152893,cover=0
- 90:leaf=0.0339616351,cover=0
- 22:[Sulc0<-0.516633809] yes=45,no=46,missing=45,gain=19.6098557,cover=1863
- 45:[PialArea5<1.11947823] yes=91,no=92,missing=91,gain=8.47624969,cover=1356
- 91:leaf=0.0076725292,cover=0
- 92:leaf=0.015721973,cover=0
- 46:[LGI5<2.56467891] yes=93,no=94,missing=93,gain=4.11145687,cover=507
- 93:leaf=0.00632169191,cover=0
- 94:leaf=-0.00283393147,cover=0
- 2:[PialArea5<1.00930154] yes=5,no=6,missing=6,gain=3018.09375,cover=4700982
- 5:[Sulc0<0.272107065] yes=11,no=12,missing=11,gain=2303.4375,cover=3799900
- 11:[Area5<0.595263004] yes=23,no=24,missing=23,gain=2838.73438,cover=2576585
- 23:[PialArea5<0.769840837] yes=47,no=48,missing=47,gain=1340.50781,cover=621299
- 47:[Curv5<-0.20189926] yes=95,no=96,missing=95,gain=773.251953,cover=285026
- 95:leaf=0.0111821024,cover=0
- 96:leaf=0.0165536422,cover=0
- 48:[PialCurv5<-0.119850777] yes=97,no=98,missing=97,gain=876.980469,cover=336273
- 97:leaf=0.0166203436,cover=0
- 98:leaf=0.0217275973,cover=0
- 24:[Curv5<-0.0902613774] yes=49,no=50,missing=49,gain=1417.375,cover=1955286
- 49:[PialArea5<0.890138209] yes=99,no=100,missing=99,gain=1129.59375,cover=756924
- 99:leaf=0.00952067133,cover=0
- 100:leaf=0.013384073,cover=0
- 50:[Ecc<4.94054604] yes=101,no=102,missing=101,gain=2352.3125,cover=1198362
- 101:leaf=0.010903595,cover=0
- 102:leaf=0.0157091524,cover=0
- 12:[Curv5<0.139330834] yes=25,no=26,missing=25,gain=2561.9375,cover=1223315
- 25:[MidArea5<0.658196807] yes=51,no=52,missing=51,gain=2157.03125,cover=743860
- 51:[Curv5<0.0896491781] yes=103,no=104,missing=103,gain=1036.72656,cover=433963
- 103:leaf=0.02409794,cover=0
- 104:leaf=0.0190107618,cover=0
- 52:[Curv5<0.0473068655] yes=105,no=106,missing=105,gain=844.578125,cover=309897
- 105:leaf=0.0185115393,cover=0
- 106:leaf=0.0132065043,cover=0
- 26:[PialArea5<0.349780142] yes=53,no=54,missing=53,gain=1510.98047,cover=479455
- 53:[Curv5<0.186949074] yes=107,no=108,missing=107,gain=1159.81445,cover=187976
- 107:leaf=0.0214062016,cover=0
- 108:leaf=0.0135486005,cover=0
- 54:[PialArea5<0.445556581] yes=109,no=110,missing=109,gain=488.683594,cover=291479
- 109:leaf=0.0130833043,cover=0
- 110:leaf=0.00874264073,cover=0
- 6:[Area5<0.7084831] yes=13,no=14,missing=13,gain=2178.83594,cover=901082
- 13:[PialArea5<1.28208315] yes=27,no=28,missing=28,gain=515.398438,cover=374339
- 27:[Area5<0.633885562] yes=55,no=56,missing=55,gain=490.511719,cover=331823
- 55:[Curv5<-0.160152137] yes=111,no=112,missing=112,gain=168.845703,cover=122719
- 111:leaf=0.0221139845,cover=0
- 112:leaf=0.0271450635,cover=0
- 56:[Curv5<-0.150053754] yes=113,no=114,missing=114,gain=325.955078,cover=209104
- 113:leaf=0.0176858157,cover=0
- 114:leaf=0.0220359694,cover=0
- 28:[PialArea5<1.48916721] yes=57,no=58,missing=58,gain=71.9775391,cover=42516
- 57:[Area5<0.603367925] yes=115,no=116,missing=115,gain=55.2529297,cover=34716
- 115:leaf=0.030363325,cover=0
- 116:leaf=0.024503326,cover=0
- 58:[Area5<0.633885562] yes=117,no=118,missing=117,gain=24.1975098,cover=7800
- 117:leaf=0.035565868,cover=0
- 118:leaf=0.029023556,cover=0
- 14:[PialArea5<1.26501572] yes=29,no=30,missing=30,gain=809.722656,cover=526743
- 29:[Ecc<16.5318356] yes=59,no=60,missing=59,gain=342.277344,cover=389103
- 59:[Curv5<-0.106344692] yes=119,no=120,missing=119,gain=364.261719,cover=271661
- 119:leaf=0.0146447793,cover=0
- 120:leaf=0.0185649898,cover=0
- 60:[Pol<9.44515038] yes=121,no=122,missing=121,gain=143.166992,cover=117442
- 121:leaf=0.0172078274,cover=0
- 122:leaf=0.012002131,cover=0
- 30:[Area5<0.822840035] yes=61,no=62,missing=61,gain=263.847656,cover=137640
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=124,gain=209.613281,cover=81255
- 123:leaf=0.0204571467,cover=0
- 124:leaf=0.0297158416,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=125,gain=73.9267578,cover=56385
- 125:leaf=0.0160136446,cover=0
- 126:leaf=0.0211399142,cover=0
-booster[29]:
-0:[Ecc<1.62447274] yes=1,no=2,missing=2,gain=3514.875,cover=5124388
- 1:[Sulc0<-0.426983118] yes=3,no=4,missing=3,gain=970.640625,cover=543506
- 3:[PialCurv5<-0.128275648] yes=7,no=8,missing=7,gain=526.453125,cover=427576
- 7:[Area5<0.433531314] yes=15,no=16,missing=15,gain=106.754883,cover=77922
- 15:[PialArea5<0.866999865] yes=31,no=32,missing=32,gain=54.7912598,cover=11540
- 31:[Area5<0.380439579] yes=63,no=64,missing=64,gain=32.9439697,cover=9796
- 63:leaf=0.0233311113,cover=0
- 64:leaf=0.0172270443,cover=0
- 32:[Area5<0.380439579] yes=65,no=66,missing=65,gain=9.23864746,cover=1744
- 65:leaf=0.0376199074,cover=0
- 66:leaf=0.0273794178,cover=0
- 16:[PialArea5<0.859420419] yes=33,no=34,missing=33,gain=149.105469,cover=66382
- 33:[Curv5<-0.158538193] yes=67,no=68,missing=67,gain=57.3319092,cover=24980
- 67:leaf=0.012123392,cover=0
- 68:leaf=0.0263057258,cover=0
- 34:[Area5<0.545738399] yes=69,no=70,missing=70,gain=54.2011719,cover=41402
- 69:leaf=0.0201844964,cover=0
- 70:leaf=0.0162412953,cover=0
- 8:[PialArea5<0.917384863] yes=17,no=18,missing=17,gain=433.515625,cover=349654
- 17:[LGI5<2.37589788] yes=35,no=36,missing=35,gain=233.9375,cover=207747
- 35:[Curv5<-0.0943295062] yes=71,no=72,missing=72,gain=122.667969,cover=110555
- 71:leaf=0.0196266919,cover=0
- 72:leaf=0.0230100565,cover=0
- 36:[Area5<0.559839368] yes=73,no=74,missing=73,gain=142.838867,cover=97192
- 73:leaf=0.0198752303,cover=0
- 74:leaf=0.0160012245,cover=0
- 18:[LGI5<2.32164335] yes=37,no=38,missing=37,gain=247.003906,cover=141907
- 37:[PialCurv5<-0.0957419723] yes=75,no=76,missing=75,gain=74.5009766,cover=44557
- 75:leaf=0.0239341315,cover=0
- 76:leaf=0.0280398782,cover=0
- 38:[Area5<0.620557249] yes=77,no=78,missing=77,gain=155.734375,cover=97350
- 77:leaf=0.0240360387,cover=0
- 78:leaf=0.0199655052,cover=0
- 4:[Pol<133.406311] yes=9,no=10,missing=9,gain=248.334961,cover=115930
- 9:[LGI5<2.37224698] yes=19,no=20,missing=19,gain=97.3320312,cover=76884
- 19:[PialCurv5<0.160740122] yes=39,no=40,missing=40,gain=62.4558105,cover=28128
- 39:[PialArea5<0.39986974] yes=79,no=80,missing=79,gain=51.6506348,cover=21466
- 79:leaf=0.0279678889,cover=0
- 80:leaf=0.0163832214,cover=0
- 40:[PialArea5<0.317611694] yes=81,no=82,missing=82,gain=27.9996033,cover=6662
- 81:leaf=0.0229487251,cover=0
- 82:leaf=0.0104727848,cover=0
- 20:[Area5<0.571740985] yes=41,no=42,missing=41,gain=68.1320801,cover=48756
- 41:[PialCurv5<0.122354448] yes=83,no=84,missing=83,gain=23.8346558,cover=7835
- 83:leaf=0.0175119806,cover=0
- 84:leaf=0.0104029747,cover=0
- 42:[Pol<90.9627914] yes=85,no=86,missing=85,gain=53.098877,cover=40921
- 85:leaf=0.0126249408,cover=0
- 86:leaf=0.00896939915,cover=0
- 10:[PialCurv5<0.147539601] yes=21,no=22,missing=21,gain=140.992188,cover=39046
- 21:[PialArea5<0.507580996] yes=43,no=44,missing=43,gain=123.458984,cover=25773
- 43:[PialArea5<0.365779996] yes=87,no=88,missing=87,gain=23.635498,cover=7108
- 87:leaf=0.0311207231,cover=0
- 88:leaf=0.024314031,cover=0
- 44:[PialCurv5<0.0308136549] yes=89,no=90,missing=89,gain=52.2687988,cover=18665
- 89:leaf=0.0204838943,cover=0
- 90:leaf=0.0151307927,cover=0
- 22:[PialArea5<0.494012713] yes=45,no=46,missing=45,gain=98.8133545,cover=13273
- 45:[Curv5<0.20983994] yes=91,no=92,missing=91,gain=53.2366943,cover=8387
- 91:leaf=0.0198545028,cover=0
- 92:leaf=0.0111129852,cover=0
- 46:[Curv5<0.108977526] yes=93,no=94,missing=93,gain=15.3933868,cover=4886
- 93:leaf=0.011847862,cover=0
- 94:leaf=0.00608648174,cover=0
- 2:[PialArea5<1.06442153] yes=5,no=6,missing=5,gain=2569.96875,cover=4580882
- 5:[Sulc0<0.210163057] yes=11,no=12,missing=11,gain=1974.34375,cover=3936249
- 11:[Area5<0.613672853] yes=23,no=24,missing=24,gain=2554.23438,cover=2571636
- 23:[PialArea5<0.887534022] yes=47,no=48,missing=47,gain=1948.29688,cover=734855
- 47:[Area5<0.453641325] yes=95,no=96,missing=95,gain=1118.82031,cover=549406
- 95:leaf=0.0205898695,cover=0
- 96:leaf=0.0136032151,cover=0
- 48:[PialCurv5<-0.0974217355] yes=97,no=98,missing=97,gain=514.662109,cover=185449
- 97:leaf=0.0188032556,cover=0
- 98:leaf=0.0248240568,cover=0
- 24:[Ecc<18.8860435] yes=49,no=50,missing=49,gain=1457.05469,cover=1836781
- 49:[Pol<157.965515] yes=99,no=100,missing=99,gain=1872.92188,cover=1465829
- 99:leaf=0.0124393394,cover=0
- 100:leaf=0.0176665802,cover=0
- 50:[Pol<9.44515038] yes=101,no=102,missing=101,gain=465.859375,cover=370952
- 101:leaf=0.0156459194,cover=0
- 102:leaf=0.0091154566,cover=0
- 12:[Curv5<0.147363082] yes=25,no=26,missing=25,gain=2578.79688,cover=1364613
- 25:[PialArea5<0.533624351] yes=51,no=52,missing=51,gain=1957.24219,cover=926513
- 51:[Curv5<0.108977526] yes=103,no=104,missing=103,gain=1039.5625,cover=401876
- 103:leaf=0.0230361931,cover=0
- 104:leaf=0.0178402718,cover=0
- 52:[Curv5<0.0798443258] yes=105,no=106,missing=106,gain=2157.58203,cover=524637
- 105:leaf=0.0174730867,cover=0
- 106:leaf=0.0106025068,cover=0
- 26:[PialArea5<0.34410578] yes=53,no=54,missing=53,gain=1304.0332,cover=438100
- 53:[Curv5<0.22365725] yes=107,no=108,missing=108,gain=891.486328,cover=165574
- 107:leaf=0.0182340629,cover=0
- 108:leaf=0.00974013377,cover=0
- 54:[PialArea5<0.436710119] yes=109,no=110,missing=110,gain=399.677734,cover=272526
- 109:leaf=0.0118998243,cover=0
- 110:leaf=0.00788063463,cover=0
- 6:[Area5<0.729573667] yes=13,no=14,missing=13,gain=1361.89062,cover=644633
- 13:[PialArea5<1.29873812] yes=27,no=28,missing=27,gain=467.175781,cover=296359
- 27:[Area5<0.655598104] yes=55,no=56,missing=55,gain=307.96875,cover=250745
- 55:[Curv5<-0.180574343] yes=111,no=112,missing=112,gain=88.9257812,cover=97613
- 111:leaf=0.0205554925,cover=0
- 112:leaf=0.0239236746,cover=0
- 56:[Curv5<-0.12365336] yes=113,no=114,missing=113,gain=144.382812,cover=153132
- 113:leaf=0.0171722323,cover=0
- 114:leaf=0.0211391356,cover=0
- 28:[Curv5<-0.188354567] yes=57,no=58,missing=57,gain=85.3642578,cover=45614
- 57:[Area5<0.639429986] yes=115,no=116,missing=115,gain=40.3393555,cover=25752
- 115:leaf=0.026127357,cover=0
- 116:leaf=0.0216795132,cover=0
- 58:[PialCurv5<-0.0877386853] yes=117,no=118,missing=117,gain=51.2138672,cover=19862
- 117:leaf=0.0290282015,cover=0
- 118:leaf=0.0235861372,cover=0
- 14:[PialArea5<1.33957577] yes=29,no=30,missing=29,gain=444.238281,cover=348274
- 29:[PialCurv5<-0.0957419723] yes=59,no=60,missing=59,gain=204.658203,cover=273134
- 59:[Curv5<-0.12365336] yes=119,no=120,missing=119,gain=250.411133,cover=126502
- 119:leaf=0.0128151989,cover=0
- 120:leaf=0.0291069243,cover=0
- 60:[Pol<47.409153] yes=121,no=122,missing=121,gain=192.267578,cover=146632
- 121:leaf=0.0136179524,cover=0
- 122:leaf=0.0173264425,cover=0
- 30:[Area5<0.846071243] yes=61,no=62,missing=61,gain=167.134766,cover=75140
- 61:[MidArea5<1.21578133] yes=123,no=124,missing=123,gain=129.282227,cover=44614
- 123:leaf=0.020066347,cover=0
- 124:leaf=0.0296841711,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=50.1975098,cover=30526
- 125:leaf=0.0171459503,cover=0
- 126:leaf=0.0121947741,cover=0
-booster[30]:
-0:[PialArea5<0.952096343] yes=1,no=2,missing=1,gain=3203.25,cover=5124388
- 1:[Area5<0.494833142] yes=3,no=4,missing=4,gain=2344.3125,cover=3792033
- 3:[Curv5<-0.218969986] yes=7,no=8,missing=7,gain=423.628906,cover=223514
- 7:[PialArea5<0.679818809] yes=15,no=16,missing=15,gain=406.356445,cover=108447
- 15:[Area5<0.380439579] yes=31,no=32,missing=31,gain=148.282898,cover=21334
- 31:[Curv5<-0.39144522] yes=63,no=64,missing=64,gain=69.0825195,cover=4648
- 63:leaf=0.00645919843,cover=0
- 64:leaf=0.021306457,cover=0
- 32:[PialArea5<0.529292643] yes=65,no=66,missing=65,gain=56.3341064,cover=16686
- 65:leaf=0.00190328422,cover=0
- 66:leaf=0.00939898286,cover=0
- 16:[Area5<0.404548973] yes=33,no=34,missing=34,gain=340.417969,cover=87113
- 33:[Area5<0.380439579] yes=67,no=68,missing=67,gain=41.2670898,cover=18265
- 67:leaf=0.0262845363,cover=0
- 68:leaf=0.0215150751,cover=0
- 34:[PialArea5<0.788206637] yes=69,no=70,missing=70,gain=112.323242,cover=68848
- 69:leaf=0.0138563588,cover=0
- 70:leaf=0.0179735683,cover=0
- 8:[PialCurv5<0.0959877223] yes=17,no=18,missing=17,gain=278.529297,cover=115067
- 17:[Area5<0.433531314] yes=35,no=36,missing=35,gain=151.654297,cover=111102
- 35:[Sulc0<0.779008448] yes=71,no=72,missing=71,gain=74.5043945,cover=31184
- 71:leaf=0.0243249293,cover=0
- 72:leaf=-0.0183369908,cover=0
- 36:[Curv5<-0.148390457] yes=73,no=74,missing=74,gain=130.480469,cover=79918
- 73:leaf=0.0182962995,cover=0
- 74:leaf=0.0223737266,cover=0
- 18:[Curv5<0.266060919] yes=37,no=38,missing=38,gain=32.0505524,cover=3965
- 37:[Ecc<25.5461979] yes=75,no=76,missing=75,gain=28.2186813,cover=3018
- 75:leaf=0.0122934403,cover=0
- 76:leaf=-0.00120342069,cover=0
- 38:[Ecc<3.8768425] yes=77,no=78,missing=77,gain=13.4644012,cover=947
- 77:leaf=-0.0081860302,cover=0
- 78:leaf=0.00420308486,cover=0
- 4:[Curv5<-0.115945198] yes=9,no=10,missing=10,gain=3061.75,cover=3568519
- 9:[Area5<0.637240529] yes=19,no=20,missing=19,gain=1380.91797,cover=863121
- 19:[PialArea5<0.790770054] yes=39,no=40,missing=40,gain=1527.51172,cover=531022
- 39:[PialCurv5<-0.131946102] yes=79,no=80,missing=79,gain=284.133789,cover=196289
- 79:leaf=0.00642098952,cover=0
- 80:leaf=0.0103422254,cover=0
- 40:[PialCurv5<-0.126528949] yes=81,no=82,missing=81,gain=634.050781,cover=334733
- 81:leaf=0.011760924,cover=0
- 82:leaf=0.0161982682,cover=0
- 20:[Pol<13.2006302] yes=41,no=42,missing=41,gain=281.789062,cover=332099
- 41:[Ecc<4.67068386] yes=83,no=84,missing=83,gain=41.1379395,cover=35718
- 83:leaf=0.0166080445,cover=0
- 84:leaf=0.0117502417,cover=0
- 42:[Sulc0<-0.130613819] yes=85,no=86,missing=85,gain=281.811523,cover=296381
- 85:leaf=0.00710129738,cover=0
- 86:leaf=0.0114546781,cover=0
- 10:[Ecc<7.29654455] yes=21,no=22,missing=21,gain=2373.4375,cover=2705398
- 21:[Pol<146.864227] yes=43,no=44,missing=43,gain=2897.17188,cover=1092088
- 43:[Pol<69.6327286] yes=87,no=88,missing=88,gain=2083.16797,cover=967878
- 87:leaf=0.0179238804,cover=0
- 88:leaf=0.0106395474,cover=0
- 44:[PialCurv5<0.0824522972] yes=89,no=90,missing=89,gain=303.177734,cover=124210
- 89:leaf=0.0210052691,cover=0
- 90:leaf=0.0152862072,cover=0
- 22:[Ecc<23.1745358] yes=45,no=46,missing=45,gain=2552.10938,cover=1613310
- 45:[Pol<113.394409] yes=91,no=92,missing=91,gain=1082.97656,cover=1109409
- 91:leaf=0.01798038,cover=0
- 92:leaf=0.0147631494,cover=0
- 46:[PialArea5<0.576038003] yes=93,no=94,missing=94,gain=1131.16211,cover=503901
- 93:leaf=0.0151187032,cover=0
- 94:leaf=0.0103499172,cover=0
- 2:[Area5<0.683950484] yes=5,no=6,missing=6,gain=3730.73438,cover=1332355
- 5:[PialCurv5<-0.115016438] yes=11,no=12,missing=11,gain=811.320312,cover=510485
- 11:[Area5<0.587948382] yes=23,no=24,missing=23,gain=445.369141,cover=225231
- 23:[Area5<0.494833142] yes=47,no=48,missing=48,gain=138.092773,cover=70211
- 47:[Area5<0.433531314] yes=95,no=96,missing=96,gain=36.3916016,cover=11462
- 95:leaf=0.0319048278,cover=0
- 96:leaf=0.0246218909,cover=0
- 48:[PialArea5<1.16911256] yes=97,no=98,missing=97,gain=91.46875,cover=58749
- 97:leaf=0.0192251056,cover=0
- 98:leaf=0.0252202582,cover=0
- 24:[PialArea5<1.1133045] yes=49,no=50,missing=49,gain=316.329102,cover=155020
- 49:[Sulc0<-0.655889988] yes=99,no=100,missing=100,gain=108.178711,cover=101421
- 99:leaf=0.013491462,cover=0
- 100:leaf=0.017138036,cover=0
- 50:[PialArea5<1.31770575] yes=101,no=102,missing=101,gain=91.190918,cover=53599
- 101:leaf=0.0182520356,cover=0
- 102:leaf=0.0235046949,cover=0
- 12:[Curv5<-0.114048101] yes=25,no=26,missing=25,gain=336.347656,cover=285254
- 25:[Area5<0.633885562] yes=51,no=52,missing=51,gain=344.519531,cover=238940
- 51:[LGI5<2.33929968] yes=103,no=104,missing=103,gain=109.150391,cover=125585
- 103:leaf=0.0254309922,cover=0
- 104:leaf=0.0219075959,cover=0
- 52:[PialArea5<1.16911256] yes=105,no=106,missing=105,gain=209.245117,cover=113355
- 105:leaf=0.0176863018,cover=0
- 106:leaf=0.0226973612,cover=0
- 26:[Area5<0.644818127] yes=53,no=54,missing=53,gain=122.973633,cover=46314
- 53:[PialCurv5<-0.0715543851] yes=107,no=108,missing=107,gain=42.7182617,cover=17895
- 107:leaf=0.032587152,cover=0
- 108:leaf=0.027216509,cover=0
- 54:[Curv5<-0.0837168768] yes=109,no=110,missing=109,gain=51.3442383,cover=28419
- 109:leaf=0.0215790253,cover=0
- 110:leaf=0.0258586612,cover=0
- 6:[PialArea5<1.17753279] yes=13,no=14,missing=13,gain=1273.44531,cover=821870
- 13:[Ecc<16.5318356] yes=27,no=28,missing=27,gain=644.617188,cover=547196
- 27:[Curv5<-0.0860676765] yes=55,no=56,missing=55,gain=700.736328,cover=374511
- 55:[Area5<0.744179189] yes=111,no=112,missing=112,gain=325.746094,cover=266478
- 111:leaf=0.0143460426,cover=0
- 112:leaf=0.0108108753,cover=0
- 56:[Area5<0.894858658] yes=113,no=114,missing=113,gain=324.97168,cover=108033
- 113:leaf=0.0181613397,cover=0
- 114:leaf=0.00390012446,cover=0
- 28:[Ecc<36.5542564] yes=57,no=58,missing=58,gain=259.981934,cover=172685
- 57:[Pol<6.72755051] yes=115,no=116,missing=115,gain=184.577148,cover=133169
- 115:leaf=0.0164554417,cover=0
- 116:leaf=0.00897028111,cover=0
- 58:[Pol<127.728462] yes=117,no=118,missing=118,gain=101.507568,cover=39516
- 117:leaf=0.0119472817,cover=0
- 118:leaf=0.017091509,cover=0
- 14:[Area5<0.790145099] yes=29,no=30,missing=29,gain=459.527344,cover=274674
- 29:[PialArea5<1.39628088] yes=59,no=60,missing=59,gain=315.566406,cover=154011
- 59:[Curv5<-0.146701202] yes=119,no=120,missing=120,gain=146.597656,cover=125230
- 119:leaf=0.0167995933,cover=0
- 120:leaf=0.0204986427,cover=0
- 60:[Curv5<-0.141545609] yes=121,no=122,missing=121,gain=120.421875,cover=28781
- 121:leaf=0.0221934374,cover=0
- 122:leaf=0.0304670464,cover=0
- 30:[PialArea5<1.39628088] yes=61,no=62,missing=62,gain=134.833984,cover=120663
- 61:[Area5<0.894858658] yes=123,no=124,missing=124,gain=75.1469727,cover=83347
- 123:leaf=0.0144854207,cover=0
- 124:leaf=0.0105337128,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=126,gain=90.9902344,cover=37316
- 125:leaf=0.0189988352,cover=0
- 126:leaf=0.013567877,cover=0
-booster[31]:
-0:[Ecc<1.05247808] yes=1,no=2,missing=1,gain=3015.8125,cover=5124388
- 1:[PialCurv5<0.074624911] yes=3,no=4,missing=3,gain=433.015625,cover=323045
- 3:[LGI5<2.47631311] yes=7,no=8,missing=7,gain=313.667969,cover=284763
- 7:[PialArea5<1.1133045] yes=15,no=16,missing=16,gain=224.726562,cover=224546
- 15:[Curv5<-0.0963523984] yes=31,no=32,missing=32,gain=242.458984,cover=194988
- 31:[PialArea5<0.806151748] yes=63,no=64,missing=63,gain=144.699219,cover=127449
- 63:leaf=0.0155622559,cover=0
- 64:leaf=0.0191690512,cover=0
- 32:[PialCurv5<0.000298873958] yes=65,no=66,missing=66,gain=112.220703,cover=67539
- 65:leaf=0.0232832488,cover=0
- 66:leaf=0.0190629251,cover=0
- 16:[PialCurv5<-0.131946102] yes=33,no=34,missing=34,gain=45.2875977,cover=29558
- 33:[Area5<0.584141672] yes=67,no=68,missing=68,gain=8.71133423,cover=3228
- 67:leaf=0.0234385282,cover=0
- 68:leaf=0.0170132052,cover=0
- 34:[Area5<0.924216449] yes=69,no=70,missing=69,gain=46.7348633,cover=26330
- 69:leaf=0.0248926803,cover=0
- 70:leaf=0.00576457474,cover=0
- 8:[PialArea5<1.05055559] yes=17,no=18,missing=18,gain=69.8457031,cover=60217
- 17:[Curv5<-0.0686563179] yes=35,no=36,missing=35,gain=72.644043,cover=48555
- 35:[Area5<0.598585367] yes=71,no=72,missing=72,gain=112.436523,cover=35325
- 71:leaf=0.0159314256,cover=0
- 72:leaf=0.0100472206,cover=0
- 36:[LGI5<2.62853003] yes=73,no=74,missing=73,gain=27.5784912,cover=13230
- 73:leaf=0.0192294996,cover=0
- 74:leaf=0.013237399,cover=0
- 18:[Area5<0.797084928] yes=37,no=38,missing=37,gain=29.9788818,cover=11662
- 37:[Curv5<-0.117843308] yes=75,no=76,missing=76,gain=23.4101562,cover=11100
- 75:leaf=0.0189727396,cover=0
- 76:leaf=0.0256856121,cover=0
- 38:[Sulc0<-0.510775328] yes=77,no=78,missing=77,gain=10.1671944,cover=562
- 77:leaf=0.0112907747,cover=0
- 78:leaf=-0.00579228066,cover=0
- 4:[PialArea5<0.476533443] yes=9,no=10,missing=9,gain=186.612793,cover=38282
- 9:[Curv5<0.153449878] yes=19,no=20,missing=19,gain=116.05249,cover=16018
- 19:[PialArea5<0.301675379] yes=39,no=40,missing=39,gain=53.8331299,cover=7718
- 39:[Area5<0.663006425] yes=79,no=80,missing=80,gain=17.5011292,cover=507
- 79:leaf=0.0341530629,cover=0
- 80:leaf=0.0633663833,cover=0
- 40:[Area5<0.628069878] yes=81,no=82,missing=81,gain=45.3353271,cover=7211
- 81:leaf=0.017617574,cover=0
- 82:leaf=0.0257575754,cover=0
- 20:[PialArea5<0.292306483] yes=41,no=42,missing=42,gain=61.4849243,cover=8300
- 41:[Sulc0<0.013685069] yes=83,no=84,missing=83,gain=13.4255524,cover=1023
- 83:leaf=0.0274827238,cover=0
- 84:leaf=0.0122044412,cover=0
- 42:[Curv5<0.233002663] yes=85,no=86,missing=85,gain=34.0513,cover=7277
- 85:leaf=0.0138291148,cover=0
- 86:leaf=0.00607409235,cover=0
- 10:[Curv5<0.099404186] yes=21,no=22,missing=21,gain=98.3035889,cover=22264
- 21:[PialArea5<0.584843099] yes=43,no=44,missing=43,gain=40.9453735,cover=13897
- 43:[Area5<0.673304081] yes=87,no=88,missing=87,gain=23.6056519,cover=4897
- 87:leaf=0.0149316359,cover=0
- 88:leaf=0.0236117281,cover=0
- 44:[PialCurv5<0.164156988] yes=89,no=90,missing=89,gain=14.5100403,cover=9000
- 89:leaf=0.0118311355,cover=0
- 90:leaf=0.00616637943,cover=0
- 22:[PialArea5<0.588969886] yes=45,no=46,missing=45,gain=22.394371,cover=8367
- 45:[Curv5<0.135532871] yes=91,no=92,missing=91,gain=16.4551697,cover=5756
- 91:leaf=0.0112044523,cover=0
- 92:leaf=0.00572732883,cover=0
- 46:[LGI5<2.47631311] yes=93,no=94,missing=93,gain=3.93999767,cover=2611
- 93:leaf=0.00338678923,cover=0
- 94:leaf=-0.00116079196,cover=0
- 2:[PialArea5<0.949094117] yes=5,no=6,missing=5,gain=2453.9375,cover=4801343
- 5:[Sulc0<0.151281953] yes=11,no=12,missing=11,gain=2100.42188,cover=3542853
- 11:[Area5<0.536314785] yes=23,no=24,missing=23,gain=2555.50781,cover=2060811
- 23:[Area5<0.433531314] yes=47,no=48,missing=47,gain=565.380859,cover=302189
- 47:[Curv5<-0.39144522] yes=95,no=96,missing=96,gain=217.275391,cover=59224
- 95:leaf=0.00675299997,cover=0
- 96:leaf=0.0209846571,cover=0
- 48:[Curv5<-0.203415334] yes=97,no=98,missing=98,gain=627.640625,cover=242965
- 97:leaf=0.0124373371,cover=0
- 98:leaf=0.0175261591,cover=0
- 24:[Pol<167.338547] yes=49,no=50,missing=49,gain=1445.33594,cover=1758622
- 49:[Pol<92.7492142] yes=99,no=100,missing=99,gain=1102.75781,cover=1573711
- 99:leaf=0.0118415365,cover=0
- 100:leaf=0.00919176359,cover=0
- 50:[Curv5<-0.185332045] yes=101,no=102,missing=101,gain=1439.27344,cover=184911
- 101:leaf=0.0083147632,cover=0
- 102:leaf=0.0179860946,cover=0
- 12:[Ecc<5.53207445] yes=25,no=26,missing=25,gain=2705.625,cover=1482042
- 25:[Curv5<0.245671451] yes=51,no=52,missing=52,gain=263.186523,cover=206363
- 51:[PialArea5<0.309935868] yes=103,no=104,missing=103,gain=149.121094,cover=186153
- 103:leaf=0.014359246,cover=0
- 104:leaf=0.00901825447,cover=0
- 52:[PialArea5<0.281252682] yes=105,no=106,missing=106,gain=44.3580627,cover=20210
- 105:leaf=0.00685981615,cover=0
- 106:leaf=0.00182278175,cover=0
- 26:[Ecc<25.981123] yes=53,no=54,missing=54,gain=1675.69531,cover=1275679
- 53:[Curv5<0.101325236] yes=107,no=108,missing=107,gain=2437.6875,cover=901365
- 107:leaf=0.0191812739,cover=0
- 108:leaf=0.0139258122,cover=0
- 54:[PialArea5<0.331288606] yes=109,no=110,missing=110,gain=539.740234,cover=374314
- 109:leaf=0.0184955783,cover=0
- 110:leaf=0.0116224419,cover=0
- 6:[Area5<0.66824472] yes=13,no=14,missing=13,gain=2867.47656,cover=1258490
- 13:[Curv5<-0.148390457] yes=27,no=28,missing=27,gain=620.417969,cover=373591
- 27:[Area5<0.589787364] yes=55,no=56,missing=55,gain=361.101562,cover=307487
- 55:[Area5<0.483568966] yes=111,no=112,missing=112,gain=135.824219,cover=101560
- 111:leaf=0.0257435646,cover=0
- 112:leaf=0.0198181886,cover=0
- 56:[PialArea5<1.18617713] yes=113,no=114,missing=114,gain=274.671875,cover=205927
- 113:leaf=0.0159431472,cover=0
- 114:leaf=0.020668963,cover=0
- 28:[Area5<0.624364853] yes=57,no=58,missing=57,gain=96.3671875,cover=66104
- 57:[Curv5<-0.117843308] yes=115,no=116,missing=115,gain=43.6826172,cover=24938
- 115:leaf=0.0240706857,cover=0
- 116:leaf=0.0283453893,cover=0
- 58:[Curv5<-0.0943295062] yes=117,no=118,missing=117,gain=85.5634766,cover=41166
- 117:leaf=0.0204333756,cover=0
- 118:leaf=0.0255071204,cover=0
- 14:[PialArea5<1.16111541] yes=29,no=30,missing=29,gain=1107.34375,cover=884899
- 29:[Area5<0.72867924] yes=59,no=60,missing=59,gain=652.71875,cover=577072
- 59:[Curv5<-0.0963523984] yes=119,no=120,missing=120,gain=565.691406,cover=252246
- 119:leaf=0.0131336069,cover=0
- 120:leaf=0.0189658981,cover=0
- 60:[Curv5<-0.0816265643] yes=121,no=122,missing=122,gain=350.321289,cover=324826
- 121:leaf=0.00974368211,cover=0
- 122:leaf=0.013178979,cover=0
- 30:[Area5<0.776627541] yes=61,no=62,missing=61,gain=415.365234,cover=307827
- 61:[PialArea5<1.36541271] yes=123,no=124,missing=123,gain=260.574219,cover=159797
- 123:leaf=0.016889656,cover=0
- 124:leaf=0.0218754914,cover=0
- 62:[PialArea5<1.39628088] yes=125,no=126,missing=125,gain=150.724609,cover=148030
- 125:leaf=0.0132706789,cover=0
- 126:leaf=0.0168596655,cover=0
-booster[32]:
-0:[Ecc<1.68457866] yes=1,no=2,missing=1,gain=2752.71875,cover=5124388
- 1:[Sulc0<-0.34506914] yes=3,no=4,missing=3,gain=879.046875,cover=566024
- 3:[LGI5<2.37589788] yes=7,no=8,missing=7,gain=500.925781,cover=478024
- 7:[PialArea5<0.903379142] yes=15,no=16,missing=16,gain=287.828125,cover=235096
- 15:[Curv5<-0.0943295062] yes=31,no=32,missing=31,gain=177.291016,cover=143034
- 31:[Area5<0.545738399] yes=63,no=64,missing=64,gain=169,cover=85579
- 63:leaf=0.0175453648,cover=0
- 64:leaf=0.0128558045,cover=0
- 32:[PialCurv5<0.0447484925] yes=65,no=66,missing=65,gain=152.294922,cover=57455
- 65:leaf=0.0211673882,cover=0
- 66:leaf=0.0154648218,cover=0
- 16:[PialCurv5<-0.0974217355] yes=33,no=34,missing=34,gain=152.959961,cover=92062
- 33:[Area5<0.513795495] yes=67,no=68,missing=67,gain=87.5224609,cover=48697
- 67:leaf=0.0237184707,cover=0
- 68:leaf=0.0180868115,cover=0
- 34:[Area5<0.864337862] yes=69,no=70,missing=69,gain=84.4648438,cover=43365
- 69:leaf=0.023454152,cover=0
- 70:leaf=0.00778416405,cover=0
- 8:[PialArea5<1.10075188] yes=17,no=18,missing=17,gain=238.386719,cover=242928
- 17:[Area5<0.660333693] yes=35,no=36,missing=36,gain=197.175781,cover=206943
- 35:[PialCurv5<-0.104861222] yes=71,no=72,missing=71,gain=174.676758,cover=162700
- 71:leaf=0.0138140991,cover=0
- 72:leaf=0.0171260852,cover=0
- 36:[Ecc<0.45941934] yes=73,no=74,missing=74,gain=156.213623,cover=44243
- 73:leaf=0.0184068829,cover=0
- 74:leaf=0.0105769308,cover=0
- 18:[PialArea5<1.4350239] yes=37,no=38,missing=37,gain=57.5859375,cover=35985
- 37:[Area5<0.818724692] yes=75,no=76,missing=75,gain=44.0683594,cover=32730
- 75:leaf=0.0190152358,cover=0
- 76:leaf=0.00858236384,cover=0
- 38:[Curv5<-0.161761403] yes=77,no=78,missing=77,gain=18.8943481,cover=3255
- 77:leaf=0.0229390003,cover=0
- 78:leaf=0.0310693085,cover=0
- 4:[PialArea5<0.34410578] yes=9,no=10,missing=9,gain=153.002441,cover=88000
- 9:[Curv5<0.233002663] yes=19,no=20,missing=19,gain=73.8328857,cover=4980
- 19:[Curv5<0.157731384] yes=39,no=40,missing=39,gain=27.5756836,cover=3592
- 39:[Area5<0.63275224] yes=79,no=80,missing=80,gain=21.5643005,cover=1460
- 79:leaf=0.0255139265,cover=0
- 80:leaf=0.0392009877,cover=0
- 40:[PialArea5<0.267248243] yes=81,no=82,missing=81,gain=15.0007019,cover=2132
- 81:leaf=0.0286592487,cover=0
- 82:leaf=0.0182137787,cover=0
- 20:[PialArea5<0.245474651] yes=41,no=42,missing=42,gain=14.5151672,cover=1388
- 41:[Sulc0<0.176289052] yes=83,no=84,missing=84,gain=4.57747269,cover=124
- 83:leaf=0.0317276157,cover=0
- 84:leaf=0.00810714439,cover=0
- 42:[Curv5<0.266060919] yes=85,no=86,missing=86,gain=8.24848557,cover=1264
- 85:leaf=0.0126405209,cover=0
- 86:leaf=0.00454322761,cover=0
- 10:[Sulc0<-0.0936657563] yes=21,no=22,missing=21,gain=131.536133,cover=83020
- 21:[MidArea5<0.658196807] yes=43,no=44,missing=44,gain=108.291748,cover=59695
- 43:[Curv5<0.126145482] yes=87,no=88,missing=87,gain=82.4665527,cover=34036
- 87:leaf=0.0158277601,cover=0
- 88:leaf=0.010341906,cover=0
- 44:[Area5<0.603367925] yes=89,no=90,missing=89,gain=47.2039795,cover=25659
- 89:leaf=0.017331956,cover=0
- 90:leaf=0.00936358981,cover=0
- 22:[Pol<90.9627914] yes=45,no=46,missing=45,gain=24.1240845,cover=23325
- 45:[Curv5<0.143178418] yes=91,no=92,missing=91,gain=21.2351685,cover=9554
- 91:leaf=0.0118677411,cover=0
- 92:leaf=0.00704985345,cover=0
- 46:[MidArea5<0.606966078] yes=93,no=94,missing=93,gain=25.9374847,cover=13771
- 93:leaf=0.00862823892,cover=0
- 94:leaf=0.00426298799,cover=0
- 2:[PialArea5<1.01690364] yes=5,no=6,missing=5,gain=1951.4375,cover=4558364
- 5:[Sulc0<0.0931760818] yes=11,no=12,missing=11,gain=1849.34375,cover=3721046
- 11:[Ecc<18.8860435] yes=23,no=24,missing=23,gain=2110.74219,cover=2093166
- 23:[Pol<153.554306] yes=47,no=48,missing=47,gain=2043.28125,cover=1745228
- 47:[Area5<0.612264991] yes=95,no=96,missing=95,gain=1479.71094,cover=1384335
- 95:leaf=0.0134597486,cover=0
- 96:leaf=0.00989583507,cover=0
- 48:[Curv5<-0.16496937] yes=97,no=98,missing=97,gain=721.730469,cover=360893
- 97:leaf=0.0127270594,cover=0
- 98:leaf=0.0172206741,cover=0
- 24:[Pol<6.72755051] yes=49,no=50,missing=49,gain=381.003906,cover=347938
- 49:[Sulc0<-0.849334478] yes=99,no=100,missing=100,gain=40.4832764,cover=26957
- 99:leaf=0.00972447451,cover=0
- 100:leaf=0.0143419253,cover=0
- 50:[Area5<0.682363749] yes=101,no=102,missing=101,gain=369.602051,cover=320981
- 101:leaf=0.00864822511,cover=0
- 102:leaf=0.00524104945,cover=0
- 12:[Ecc<5.46745825] yes=25,no=26,missing=25,gain=2852.4375,cover=1627880
- 25:[Curv5<0.233002663] yes=51,no=52,missing=51,gain=244.890625,cover=231192
- 51:[PialArea5<0.38075453] yes=103,no=104,missing=103,gain=172.458008,cover=201768
- 103:leaf=0.0116250543,cover=0
- 104:leaf=0.00808500219,cover=0
- 52:[PialArea5<0.281252682] yes=105,no=106,missing=105,gain=59.1165924,cover=29424
- 105:leaf=0.00770072872,cover=0
- 106:leaf=0.00262622186,cover=0
- 26:[Ecc<25.1292973] yes=53,no=54,missing=53,gain=1663.60156,cover=1396688
- 53:[Curv5<0.103246093] yes=107,no=108,missing=108,gain=2365.17969,cover=970644
- 107:leaf=0.0179880559,cover=0
- 108:leaf=0.0130436225,cover=0
- 54:[Pol<162.313202] yes=109,no=110,missing=110,gain=539.117188,cover=426044
- 109:leaf=0.0113739446,cover=0
- 110:leaf=0.0241318773,cover=0
- 6:[Area5<0.720865786] yes=13,no=14,missing=13,gain=1372.625,cover=837318
- 13:[PialArea5<1.23851824] yes=27,no=28,missing=27,gain=397.730469,cover=382735
- 27:[Area5<0.646843374] yes=55,no=56,missing=55,gain=325.324219,cover=316336
- 55:[Sulc0<-0.552155435] yes=111,no=112,missing=111,gain=140.076172,cover=123422
- 111:leaf=0.0174518209,cover=0
- 112:leaf=0.0217730738,cover=0
- 56:[Sulc0<-0.413983464] yes=113,no=114,missing=113,gain=249.916016,cover=192914
- 113:leaf=0.0139846867,cover=0
- 114:leaf=0.0182519015,cover=0
- 28:[PialArea5<1.4350239] yes=57,no=58,missing=57,gain=87.5742188,cover=66399
- 57:[Area5<0.609410942] yes=115,no=116,missing=115,gain=51.199707,cover=52986
- 115:leaf=0.0234903414,cover=0
- 116:leaf=0.01897512,cover=0
- 58:[MidArea5<1.21578133] yes=117,no=118,missing=118,gain=36.6591797,cover=13413
- 117:leaf=0.0234210566,cover=0
- 118:leaf=0.0339181088,cover=0
- 14:[PialArea5<1.25128293] yes=29,no=30,missing=29,gain=480.740234,cover=454583
- 29:[PialCurv5<-0.0923183635] yes=59,no=60,missing=59,gain=222.792969,cover=316154
- 59:[Curv5<-0.114048101] yes=119,no=120,missing=120,gain=246.094727,cover=140511
- 119:leaf=0.01010931,cover=0
- 120:leaf=0.0271774381,cover=0
- 60:[Ecc<19.170145] yes=121,no=122,missing=121,gain=220.705078,cover=175643
- 121:leaf=0.0141343419,cover=0
- 122:leaf=0.0101663843,cover=0
- 30:[Area5<0.833255887] yes=61,no=62,missing=61,gain=154.05957,cover=138429
- 61:[PialArea5<1.48916721] yes=123,no=124,missing=123,gain=150.556641,cover=86075
- 123:leaf=0.0158152655,cover=0
- 124:leaf=0.0216994323,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=125,gain=56.4262695,cover=52354
- 125:leaf=0.0125668272,cover=0
- 126:leaf=0.0172092691,cover=0
-booster[33]:
-0:[Ecc<0.999059319] yes=1,no=2,missing=1,gain=2490.625,cover=5124388
- 1:[PialCurv5<0.074624911] yes=3,no=4,missing=3,gain=354.605469,cover=303029
- 3:[LGI5<2.47631311] yes=7,no=8,missing=7,gain=250.289062,cover=266578
- 7:[PialCurv5<-0.130080611] yes=15,no=16,missing=16,gain=191.785156,cover=210759
- 15:[Curv5<-0.169727564] yes=31,no=32,missing=31,gain=54.3742676,cover=26003
- 31:[PialArea5<0.974509239] yes=63,no=64,missing=63,gain=25.0441895,cover=25300
- 63:leaf=0.0126875462,cover=0
- 64:leaf=0.0160541888,cover=0
- 32:[Curv5<-0.0943295062] yes=65,no=66,missing=65,gain=7.73730469,cover=703
- 65:leaf=0.0255030934,cover=0
- 66:leaf=0.0400643982,cover=0
- 16:[PialArea5<1.10654831] yes=33,no=34,missing=34,gain=162.472656,cover=184756
- 33:[Curv5<-0.0708468556] yes=67,no=68,missing=67,gain=143.546875,cover=159144
- 67:leaf=0.017160017,cover=0
- 68:leaf=0.0204257052,cover=0
- 34:[Area5<0.987501919] yes=69,no=70,missing=69,gain=36.4770508,cover=25612
- 69:leaf=0.0226275474,cover=0
- 70:leaf=0.00282449741,cover=0
- 8:[PialArea5<0.994868398] yes=17,no=18,missing=17,gain=57.2231445,cover=55819
- 17:[Curv5<-0.0553030409] yes=35,no=36,missing=36,gain=71.1450195,cover=41053
- 35:[Area5<0.621834755] yes=71,no=72,missing=71,gain=98.5876465,cover=30678
- 71:leaf=0.0138549125,cover=0
- 72:leaf=0.00725542102,cover=0
- 36:[PialCurv5<-0.00763805071] yes=73,no=74,missing=73,gain=22.8424072,cover=10375
- 73:leaf=0.0198804606,cover=0
- 74:leaf=0.0150908483,cover=0
- 18:[Area5<0.818724692] yes=37,no=38,missing=37,gain=28.4068604,cover=14766
- 37:[PialArea5<1.26501572] yes=75,no=76,missing=76,gain=23.7609863,cover=14358
- 75:leaf=0.0165748354,cover=0
- 76:leaf=0.0221762788,cover=0
- 38:[Sulc0<-0.552155435] yes=77,no=78,missing=77,gain=9.89183426,cover=408
- 77:leaf=0.00914199091,cover=0
- 78:leaf=-0.00781120593,cover=0
- 4:[PialArea5<0.450022906] yes=9,no=10,missing=9,gain=163.291992,cover=36451
- 9:[Sulc0<-0.0326132737] yes=19,no=20,missing=20,gain=88.390625,cover=12587
- 19:[PialArea5<0.301675379] yes=39,no=40,missing=39,gain=53.2084961,cover=10242
- 39:[Curv5<0.151368812] yes=79,no=80,missing=79,gain=12.7705688,cover=1397
- 79:leaf=0.0347557254,cover=0
- 80:leaf=0.0244413074,cover=0
- 40:[Area5<0.642765105] yes=81,no=82,missing=81,gain=47.1459961,cover=8845
- 81:leaf=0.0149749741,cover=0
- 82:leaf=0.0230296683,cover=0
- 20:[Sulc0<0.0850813463] yes=41,no=42,missing=42,gain=9.20896912,cover=2345
- 41:[PialArea5<0.331288606] yes=83,no=84,missing=83,gain=6.49228668,cover=1075
- 83:leaf=0.018447211,cover=0
- 84:leaf=0.0092283776,cover=0
- 42:[Sulc0<0.676033437] yes=85,no=86,missing=86,gain=4.87839603,cover=1270
- 85:leaf=0.00554554118,cover=0
- 86:leaf=-0.0159598086,cover=0
- 10:[Curv5<0.099404186] yes=21,no=22,missing=21,gain=83.4755859,cover=23864
- 21:[PialArea5<0.567627013] yes=43,no=44,missing=44,gain=49.6305542,cover=14002
- 43:[Area5<0.672473609] yes=87,no=88,missing=87,gain=27.4752808,cover=4746
- 87:leaf=0.0145154195,cover=0
- 88:leaf=0.0242971536,cover=0
- 44:[PialCurv5<0.164156988] yes=89,no=90,missing=89,gain=12.0368652,cover=9256
- 89:leaf=0.0108108344,cover=0
- 90:leaf=0.00575821707,cover=0
- 22:[PialArea5<0.542192638] yes=45,no=46,missing=45,gain=30.6313019,cover=9862
- 45:[Curv5<0.135532871] yes=91,no=92,missing=91,gain=21.1568909,cover=5539
- 91:leaf=0.0129400296,cover=0
- 92:leaf=0.00641668448,cover=0
- 46:[PialArea5<0.613238215] yes=93,no=94,missing=93,gain=5.20402527,cover=4323
- 93:leaf=0.0044806879,cover=0
- 94:leaf=0.000957746175,cover=0
- 2:[PialArea5<0.946096778] yes=5,no=6,missing=5,gain=2111.03125,cover=4821359
- 5:[Sulc0<0.517823458] yes=11,no=12,missing=12,gain=1843.07812,cover=3538693
- 11:[Area5<0.521939099] yes=23,no=24,missing=23,gain=1917.1875,cover=2813570
- 23:[PialCurv5<-0.126528949] yes=47,no=48,missing=48,gain=451.195312,cover=263137
- 47:[Area5<0.420677572] yes=95,no=96,missing=95,gain=335.095703,cover=113816
- 95:leaf=0.0174761247,cover=0
- 96:leaf=0.0110698454,cover=0
- 48:[Area5<0.44435063] yes=97,no=98,missing=97,gain=230.470703,cover=149321
- 97:leaf=0.0202172939,cover=0
- 98:leaf=0.0156366061,cover=0
- 24:[Curv5<-0.104371414] yes=49,no=50,missing=49,gain=1679.11719,cover=2550433
- 49:[Area5<0.669105887] yes=99,no=100,missing=99,gain=951.8125,cover=769443
- 99:leaf=0.00961158052,cover=0
- 100:leaf=0.00570589397,cover=0
- 50:[PialCurv5<0.104427323] yes=101,no=102,missing=101,gain=2873.09375,cover=1780990
- 101:leaf=0.0128655126,cover=0
- 102:leaf=0.0087218741,cover=0
- 12:[Curv5<0.164550796] yes=25,no=26,missing=25,gain=1326.91797,cover=725123
- 25:[PialArea5<0.360595763] yes=51,no=52,missing=51,gain=1289.88281,cover=510525
- 51:[PialCurv5<0.280504435] yes=103,no=104,missing=103,gain=211.87207,cover=87489
- 103:leaf=0.0227740705,cover=0
- 104:leaf=0.0178074595,cover=0
- 52:[Pol<74.7525482] yes=105,no=106,missing=105,gain=944.355469,cover=423036
- 105:leaf=0.00900643878,cover=0
- 106:leaf=0.01507877,cover=0
- 26:[PialArea5<0.245474651] yes=53,no=54,missing=53,gain=655.126953,cover=214598
- 53:[Area5<0.604913712] yes=107,no=108,missing=108,gain=183.761719,cover=15019
- 107:leaf=0.0133536635,cover=0
- 108:leaf=0.024774082,cover=0
- 54:[Curv5<0.22365725] yes=109,no=110,missing=110,gain=291.792969,cover=199579
- 109:leaf=0.0105051221,cover=0
- 110:leaf=0.00537942722,cover=0
- 6:[Area5<0.685542226] yes=13,no=14,missing=13,gain=2542.71094,cover=1282666
- 13:[Curv5<-0.150053754] yes=27,no=28,missing=27,gain=645.527344,cover=473865
- 27:[Area5<0.598585367] yes=55,no=56,missing=55,gain=460.894531,cover=373361
- 55:[Area5<0.504816413] yes=111,no=112,missing=112,gain=143.129883,cover=121567
- 111:leaf=0.0222274493,cover=0
- 112:leaf=0.0175540354,cover=0
- 56:[PialArea5<1.18617713] yes=113,no=114,missing=113,gain=324.291016,cover=251794
- 113:leaf=0.0136788134,cover=0
- 114:leaf=0.0182276815,cover=0
- 28:[Area5<0.644818127] yes=57,no=58,missing=57,gain=166.695312,cover=100504
- 57:[Curv5<-0.108295463] yes=115,no=116,missing=115,gain=71.7763672,cover=43207
- 115:leaf=0.0212456789,cover=0
- 116:leaf=0.0256304089,cover=0
- 58:[Curv5<-0.0881721899] yes=117,no=118,missing=118,gain=111.070801,cover=57297
- 117:leaf=0.0171840601,cover=0
- 118:leaf=0.022148665,cover=0
- 14:[PialArea5<1.15332794] yes=29,no=30,missing=29,gain=931.5625,cover=808801
- 29:[Ecc<16.5318356] yes=59,no=60,missing=60,gain=481.798828,cover=507577
- 59:[Curv5<-0.0816265643] yes=119,no=120,missing=120,gain=586.207031,cover=340437
- 119:leaf=0.0105775911,cover=0
- 120:leaf=0.0151643129,cover=0
- 60:[Ecc<36.5542564] yes=121,no=122,missing=122,gain=232.597656,cover=167140
- 121:leaf=0.00758874044,cover=0
- 122:leaf=0.0120031508,cover=0
- 30:[LGI5<2.62417936] yes=61,no=62,missing=61,gain=317.855469,cover=301224
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=123,gain=211.389648,cover=107103
- 123:leaf=0.0158644449,cover=0
- 124:leaf=0.0241416376,cover=0
- 62:[Pol<50.9985542] yes=125,no=126,missing=125,gain=197.038086,cover=194121
- 125:leaf=0.011894647,cover=0
- 126:leaf=0.0151929501,cover=0
-booster[34]:
-0:[Ecc<20.3925476] yes=1,no=2,missing=1,gain=2329.5625,cover=5124388
- 1:[Curv5<0.139330834] yes=3,no=4,missing=3,gain=2774.54688,cover=4135095
- 3:[PialArea5<0.502762914] yes=7,no=8,missing=7,gain=2021.73438,cover=3630821
- 7:[Area5<0.663893223] yes=15,no=16,missing=16,gain=601.306641,cover=271034
- 15:[Curv5<-0.228820562] yes=31,no=32,missing=31,gain=289.380859,cover=117945
- 31:[Curv5<-0.39144522] yes=63,no=64,missing=63,gain=18.3216248,cover=3714
- 63:leaf=-0.0024401783,cover=0
- 64:leaf=0.00469856476,cover=0
- 32:[Curv5<0.0877084062] yes=65,no=66,missing=66,gain=246.026367,cover=114231
- 65:leaf=0.0171358287,cover=0
- 66:leaf=0.0124854017,cover=0
- 16:[Curv5<0.110890195] yes=33,no=34,missing=33,gain=350.173828,cover=153089
- 33:[PialArea5<0.390391022] yes=67,no=68,missing=67,gain=65.5644531,cover=62975
- 67:leaf=0.0259149168,cover=0
- 68:leaf=0.021193089,cover=0
- 34:[PialArea5<0.370812863] yes=69,no=70,missing=69,gain=388.770508,cover=90114
- 69:leaf=0.0237634275,cover=0
- 70:leaf=0.0153835043,cover=0
- 8:[PialArea5<0.917384863] yes=17,no=18,missing=17,gain=2351.42188,cover=3359787
- 17:[Area5<0.489361584] yes=35,no=36,missing=36,gain=1672.55469,cover=2056710
- 35:[Area5<0.404548973] yes=71,no=72,missing=71,gain=321.476562,cover=179668
- 71:leaf=0.0202430431,cover=0
- 72:leaf=0.0149236219,cover=0
- 36:[Curv5<-0.108295463] yes=73,no=74,missing=73,gain=1778.9375,cover=1877042
- 73:leaf=0.00875019655,cover=0
- 74:leaf=0.0120126111,cover=0
- 18:[Area5<0.666510165] yes=37,no=38,missing=37,gain=2459.70312,cover=1303077
- 37:[Curv5<-0.132798299] yes=75,no=76,missing=75,gain=810.316406,cover=475811
- 75:leaf=0.0160999205,cover=0
- 76:leaf=0.0220010784,cover=0
- 38:[PialArea5<1.14602101] yes=77,no=78,missing=77,gain=745.34375,cover=827266
- 77:leaf=0.0112662539,cover=0
- 78:leaf=0.0143659106,cover=0
- 4:[PialArea5<0.418112278] yes=9,no=10,missing=10,gain=1767.89648,cover=504274
- 9:[Curv5<0.195079193] yes=19,no=20,missing=19,gain=1184.34473,cover=298487
- 19:[PialArea5<0.309935868] yes=39,no=40,missing=39,gain=485.828125,cover=179154
- 39:[Curv5<0.166947007] yes=79,no=80,missing=79,gain=120.920898,cover=37183
- 79:leaf=0.0222304109,cover=0
- 80:leaf=0.0164583307,cover=0
- 40:[Area5<0.685542226] yes=81,no=82,missing=81,gain=223.824219,cover=141971
- 81:leaf=0.0104297074,cover=0
- 82:leaf=0.0144033954,cover=0
- 20:[PialArea5<0.245474651] yes=41,no=42,missing=42,gain=282.618652,cover=119333
- 41:[Curv5<0.266060919] yes=83,no=84,missing=83,gain=106.19281,cover=9779
- 83:leaf=0.0187081341,cover=0
- 84:leaf=0.00697498769,cover=0
- 42:[Curv5<0.245671451] yes=85,no=86,missing=86,gain=246.451294,cover=109554
- 85:leaf=0.00800001062,cover=0
- 86:leaf=0.00245361915,cover=0
- 10:[PialArea5<0.502762914] yes=21,no=22,missing=22,gain=276.673096,cover=205787
- 21:[Area5<0.695856333] yes=43,no=44,missing=43,gain=247.348145,cover=129390
- 43:[Curv5<0.195079193] yes=87,no=88,missing=87,gain=74.0257568,cover=71064
- 87:leaf=0.00565645099,cover=0
- 88:leaf=0.00205442356,cover=0
- 44:[Curv5<0.183586344] yes=89,no=90,missing=89,gain=96.2939453,cover=58326
- 89:leaf=0.0100549003,cover=0
- 90:leaf=0.00494588492,cover=0
- 22:[Pol<100.628822] yes=45,no=46,missing=46,gain=65.0796051,cover=76397
- 45:[Pol<51.9018669] yes=91,no=92,missing=91,gain=19.3153076,cover=28520
- 91:leaf=0.0113885719,cover=0
- 92:leaf=0.00447708648,cover=0
- 46:[Pol<143.959366] yes=93,no=94,missing=93,gain=40.6497612,cover=47877
- 93:leaf=0.0010584452,cover=0
- 94:leaf=0.00494985981,cover=0
- 2:[PialArea5<0.576038003] yes=5,no=6,missing=5,gain=1491.65234,cover=989293
- 5:[Curv5<0.113010712] yes=11,no=12,missing=12,gain=626,cover=273270
- 11:[Curv5<-0.104371414] yes=23,no=24,missing=23,gain=225.272461,cover=93465
- 23:[Curv5<-0.282992184] yes=47,no=48,missing=48,gain=27.2474556,cover=4149
- 47:[LGI5<3.29043651] yes=95,no=96,missing=95,gain=9.33389568,cover=1770
- 95:leaf=-0.0029781675,cover=0
- 96:leaf=0.00445241062,cover=0
- 48:[Pol<89.1530609] yes=97,no=98,missing=97,gain=23.5791054,cover=2379
- 97:leaf=0.0144025236,cover=0
- 98:leaf=0.00417812727,cover=0
- 24:[Ecc<37.2796402] yes=49,no=50,missing=49,gain=141.360352,cover=89316
- 49:[Curv5<0.083802022] yes=99,no=100,missing=99,gain=102.21582,cover=66045
- 99:leaf=0.0198990218,cover=0
- 100:leaf=0.0159455184,cover=0
- 50:[Pol<121.397697] yes=101,no=102,missing=101,gain=49.6785889,cover=23271
- 101:leaf=0.0122490237,cover=0
- 102:leaf=0.0187956858,cover=0
- 12:[PialArea5<0.338250697] yes=25,no=26,missing=26,gain=692.135742,cover=179805
- 25:[Area5<0.660333693] yes=51,no=52,missing=51,gain=207.333496,cover=46379
- 51:[PialArea5<0.245474651] yes=103,no=104,missing=104,gain=123.971558,cover=19155
- 103:leaf=0.0210325699,cover=0
- 104:leaf=0.0104136132,cover=0
- 52:[PialArea5<0.267248243] yes=105,no=106,missing=106,gain=162.214844,cover=27224
- 105:leaf=0.0280522592,cover=0
- 106:leaf=0.0173935462,cover=0
- 26:[PialArea5<0.463276565] yes=53,no=54,missing=54,gain=198.401367,cover=133426
- 53:[Area5<0.696645021] yes=107,no=108,missing=108,gain=226.937744,cover=93300
- 107:leaf=0.00723653799,cover=0
- 108:leaf=0.0123301633,cover=0
- 54:[Area5<0.746306419] yes=109,no=110,missing=109,gain=77.6254272,cover=40126
- 109:leaf=0.0040662582,cover=0
- 110:leaf=0.00846614689,cover=0
- 6:[Pol<7.58674097] yes=13,no=14,missing=13,gain=573.154297,cover=716023
- 13:[Curv5<-0.102400392] yes=27,no=28,missing=27,gain=53.4541016,cover=52657
- 27:[PialArea5<1.22674179] yes=55,no=56,missing=55,gain=48.5383301,cover=44861
- 55:[Sulc0<-0.864702106] yes=111,no=112,missing=111,gain=34.0075684,cover=40489
- 111:leaf=0.00958671328,cover=0
- 112:leaf=0.0129925227,cover=0
- 56:[MidArea5<1.12090862] yes=113,no=114,missing=113,gain=4.51757812,cover=4372
- 113:leaf=0.0168774873,cover=0
- 114:leaf=0.0208512489,cover=0
- 28:[PialCurv5<-0.0515215881] yes=57,no=58,missing=57,gain=43.0943604,cover=7796
- 57:[Curv5<-0.0686563179] yes=115,no=116,missing=115,gain=22.7153625,cover=1642
- 115:leaf=0.0207774397,cover=0
- 116:leaf=0.0340373144,cover=0
- 58:[PialArea5<0.824056447] yes=117,no=118,missing=117,gain=17.3599243,cover=6154
- 117:leaf=0.0202208105,cover=0
- 118:leaf=0.0138483485,cover=0
- 14:[Sulc0<-0.101085678] yes=29,no=30,missing=30,gain=627.289062,cover=663366
- 29:[PialArea5<0.934356034] yes=59,no=60,missing=60,gain=393.111816,cover=274200
- 59:[Area5<0.663006425] yes=119,no=120,missing=119,gain=90.548645,cover=132012
- 119:leaf=0.00527612027,cover=0
- 120:leaf=0.00261881272,cover=0
- 60:[Pol<41.8258972] yes=121,no=122,missing=122,gain=198.36377,cover=142188
- 121:leaf=0.00590652926,cover=0
- 122:leaf=0.00965882279,cover=0
- 30:[Area5<0.688713074] yes=61,no=62,missing=61,gain=1047.66602,cover=389166
- 61:[PialCurv5<0.0240441076] yes=123,no=124,missing=123,gain=464.466309,cover=95046
- 123:leaf=0.0160882901,cover=0
- 124:leaf=0.008429409,cover=0
- 62:[Pol<163.830338] yes=125,no=126,missing=126,gain=361.974121,cover=294120
- 125:leaf=0.00742844725,cover=0
- 126:leaf=0.0164265465,cover=0
-booster[35]:
-0:[Ecc<1.68457866] yes=1,no=2,missing=1,gain=2178.60938,cover=5124388
- 1:[Sulc0<-0.426983118] yes=3,no=4,missing=3,gain=721.664062,cover=566024
- 3:[PialCurv5<-0.130080611] yes=7,no=8,missing=7,gain=408.734375,cover=442929
- 7:[Area5<0.453641325] yes=15,no=16,missing=15,gain=69.8305664,cover=75954
- 15:[PialArea5<0.829066753] yes=31,no=32,missing=31,gain=59.213623,cover=15434
- 31:[Area5<0.380439579] yes=63,no=64,missing=64,gain=32.1282959,cover=10946
- 63:leaf=0.017015351,cover=0
- 64:leaf=0.0109984642,cover=0
- 32:[PialArea5<0.934356034] yes=65,no=66,missing=66,gain=16.4047241,cover=4488
- 65:leaf=0.0178570859,cover=0
- 66:leaf=0.0250542462,cover=0
- 16:[PialArea5<0.849116743] yes=33,no=34,missing=33,gain=92.8691406,cover=60520
- 33:[Curv5<-0.158538193] yes=67,no=68,missing=68,gain=47.1514282,cover=20033
- 67:leaf=0.00769833243,cover=0
- 68:leaf=0.0216119643,cover=0
- 34:[Curv5<-0.171285838] yes=69,no=70,missing=70,gain=31.4311523,cover=40487
- 69:leaf=0.0121301934,cover=0
- 70:leaf=0.0238553043,cover=0
- 8:[LGI5<2.32164335] yes=17,no=18,missing=17,gain=342.46875,cover=366975
- 17:[PialArea5<0.89274627] yes=35,no=36,missing=35,gain=146.054688,cover=124099
- 35:[Area5<0.802302957] yes=71,no=72,missing=72,gain=63.2167969,cover=71473
- 71:leaf=0.0165398102,cover=0
- 72:leaf=0.00241925358,cover=0
- 36:[PialCurv5<-0.0896686092] yes=73,no=74,missing=73,gain=74.9667969,cover=52626
- 73:leaf=0.0181599092,cover=0
- 74:leaf=0.0219606999,cover=0
- 18:[PialArea5<1.14602101] yes=37,no=38,missing=37,gain=184.091797,cover=242876
- 37:[Area5<0.586059749] yes=75,no=76,missing=75,gain=219.679688,cover=213375
- 75:leaf=0.0157989282,cover=0
- 76:leaf=0.0125857666,cover=0
- 38:[PialArea5<1.48916721] yes=77,no=78,missing=78,gain=55.4118652,cover=29501
- 77:leaf=0.0176433604,cover=0
- 78:leaf=0.0252105333,cover=0
- 4:[Pol<134.081207] yes=9,no=10,missing=9,gain=205.54248,cover=123095
- 9:[LGI5<2.37224698] yes=19,no=20,missing=20,gain=86.902832,cover=83971
- 19:[PialCurv5<0.182067633] yes=39,no=40,missing=39,gain=47.015625,cover=30659
- 39:[PialArea5<0.385581404] yes=79,no=80,missing=80,gain=42.7650146,cover=24478
- 79:leaf=0.0223715324,cover=0
- 80:leaf=0.0119690085,cover=0
- 40:[PialArea5<0.309935868] yes=81,no=82,missing=82,gain=24.4244232,cover=6181
- 81:leaf=0.0190388802,cover=0
- 82:leaf=0.00666603958,cover=0
- 20:[Area5<0.593548477] yes=41,no=42,missing=42,gain=57.092041,cover=53312
- 41:[PialCurv5<0.119354174] yes=83,no=84,missing=84,gain=29.739563,cover=11859
- 83:leaf=0.0125272423,cover=0
- 84:leaf=0.00661054486,cover=0
- 42:[Pol<95.050293] yes=85,no=86,missing=86,gain=52.8147583,cover=41453
- 85:leaf=0.0085321106,cover=0
- 86:leaf=0.00480229268,cover=0
- 10:[PialCurv5<0.147539601] yes=21,no=22,missing=21,gain=94.4589844,cover=39124
- 21:[PialArea5<0.516320646] yes=43,no=44,missing=43,gain=99.9487305,cover=25900
- 43:[PialArea5<0.365779996] yes=87,no=88,missing=87,gain=18.4432373,cover=7531
- 87:leaf=0.024926316,cover=0
- 88:leaf=0.0189628303,cover=0
- 44:[Area5<0.609410942] yes=89,no=90,missing=89,gain=44.913208,cover=18369
- 89:leaf=0.016458543,cover=0
- 90:leaf=0.0114171514,cover=0
- 22:[PialArea5<0.507580996] yes=45,no=46,missing=45,gain=73.8045654,cover=13224
- 45:[Curv5<0.199476883] yes=91,no=92,missing=91,gain=37.4041748,cover=8890
- 91:leaf=0.0152126802,cover=0
- 92:leaf=0.00838391762,cover=0
- 46:[MidArea5<0.681940854] yes=93,no=94,missing=93,gain=9.47648239,cover=4334
- 93:leaf=0.00614279229,cover=0
- 94:leaf=0.000501600851,cover=0
- 2:[PialArea5<1.07926941] yes=5,no=6,missing=5,gain=1530.14062,cover=4558364
- 5:[Sulc0<0.299089104] yes=11,no=12,missing=11,gain=1381.5,cover=3970207
- 11:[PialCurv5<0.131570891] yes=23,no=24,missing=23,gain=1794.24219,cover=2804169
- 23:[Ecc<19.170145] yes=47,no=48,missing=47,gain=2149.32812,cover=2508593
- 47:[Pol<163.028091] yes=95,no=96,missing=95,gain=1155.38281,cover=2003692
- 95:leaf=0.0105503537,cover=0
- 96:leaf=0.0141436877,cover=0
- 48:[Sulc0<-0.0637059584] yes=97,no=98,missing=97,gain=573.408203,cover=504901
- 97:leaf=0.00598358084,cover=0
- 98:leaf=0.00942271389,cover=0
- 24:[Pol<95.6227875] yes=49,no=50,missing=49,gain=371.770996,cover=295576
- 49:[Curv5<0.0974604636] yes=99,no=100,missing=99,gain=142.763672,cover=102021
- 99:leaf=0.0111613432,cover=0
- 100:leaf=0.00723364297,cover=0
- 50:[Pol<142.520569] yes=101,no=102,missing=101,gain=286.917847,cover=193555
- 101:leaf=0.00399544556,cover=0
- 102:leaf=0.00910926145,cover=0
- 12:[Curv5<0.128008828] yes=25,no=26,missing=25,gain=1749.14844,cover=1166038
- 25:[MidArea5<0.675531864] yes=51,no=52,missing=52,gain=1670.09375,cover=613134
- 51:[Curv5<0.0778492987] yes=103,no=104,missing=103,gain=627.730469,cover=381754
- 103:leaf=0.0185671374,cover=0
- 104:leaf=0.0142953936,cover=0
- 52:[PialCurv5<0.0377402082] yes=105,no=106,missing=106,gain=643.033203,cover=231380
- 105:leaf=0.0152461333,cover=0
- 106:leaf=0.00894963276,cover=0
- 26:[PialArea5<0.390391022] yes=53,no=54,missing=53,gain=1317.96094,cover=552904
- 53:[Curv5<0.174639657] yes=107,no=108,missing=107,gain=1150.95703,cover=304100
- 107:leaf=0.0153965326,cover=0
- 108:leaf=0.00922373682,cover=0
- 54:[PialArea5<0.48968944] yes=109,no=110,missing=109,gain=348.269531,cover=248804
- 109:leaf=0.00831080507,cover=0
- 110:leaf=0.00413313834,cover=0
- 6:[Area5<0.749596059] yes=13,no=14,missing=13,gain=806.792969,cover=588157
- 13:[PialArea5<1.31770575] yes=27,no=28,missing=27,gain=359.292969,cover=316980
- 27:[Area5<0.631603718] yes=55,no=56,missing=56,gain=176.898438,cover=269073
- 55:[Area5<0.542713821] yes=111,no=112,missing=111,gain=52.7729492,cover=56500
- 111:leaf=0.0204562396,cover=0
- 112:leaf=0.0160479359,cover=0
- 56:[PialCurv5<-0.109546423] yes=113,no=114,missing=113,gain=151.164062,cover=212573
- 113:leaf=0.0120119341,cover=0
- 114:leaf=0.014698769,cover=0
- 28:[Curv5<-0.18985194] yes=57,no=58,missing=57,gain=87.9418945,cover=47907
- 57:[Area5<0.639429986] yes=115,no=116,missing=115,gain=35.3032227,cover=25436
- 115:leaf=0.0203184839,cover=0
- 116:leaf=0.0158552602,cover=0
- 58:[MidArea5<1.1557827] yes=117,no=118,missing=117,gain=48.4138184,cover=22471
- 117:leaf=0.0204227529,cover=0
- 118:leaf=0.028508557,cover=0
- 14:[PialArea5<1.33957577] yes=29,no=30,missing=30,gain=202.822266,cover=271177
- 29:[Area5<0.854415178] yes=59,no=60,missing=59,gain=133.588867,cover=203911
- 59:[Pol<46.5024796] yes=119,no=120,missing=119,gain=140.981934,cover=169640
- 119:leaf=0.00947530195,cover=0
- 120:leaf=0.0123600392,cover=0
- 60:[Area5<0.987501919] yes=121,no=122,missing=121,gain=42.4703369,cover=34271
- 121:leaf=0.00813258067,cover=0
- 122:leaf=0.00230883504,cover=0
- 30:[Area5<0.924216449] yes=61,no=62,missing=62,gain=94.7758789,cover=67266
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=123,gain=88.109375,cover=54406
- 123:leaf=0.0136441365,cover=0
- 124:leaf=0.0193918701,cover=0
- 62:[Pol<11.2407846] yes=125,no=126,missing=126,gain=19.9126892,cover=12860
- 125:leaf=0.0143362479,cover=0
- 126:leaf=0.00885704625,cover=0
-booster[36]:
-0:[Ecc<0.999059319] yes=1,no=2,missing=2,gain=1994.9375,cover=5124388
- 1:[PialCurv5<0.074624911] yes=3,no=4,missing=3,gain=284.6875,cover=303029
- 3:[LGI5<2.49934268] yes=7,no=8,missing=7,gain=216.326172,cover=266578
- 7:[PialCurv5<-0.126528949] yes=15,no=16,missing=15,gain=162.875,cover=223423
- 15:[Curv5<-0.156904668] yes=31,no=32,missing=31,gain=53.6560059,cover=32893
- 31:[PialArea5<0.934356034] yes=63,no=64,missing=64,gain=30.5166016,cover=32278
- 63:leaf=0.0109126586,cover=0
- 64:leaf=0.0140399029,cover=0
- 32:[Curv5<-0.0730527416] yes=65,no=66,missing=66,gain=7.61274719,cover=615
- 65:leaf=0.0246164184,cover=0
- 66:leaf=0.0401655845,cover=0
- 16:[PialArea5<1.1133045] yes=33,no=34,missing=34,gain=136.748047,cover=190530
- 33:[Curv5<-0.0708468556] yes=67,no=68,missing=67,gain=151.046875,cover=165495
- 67:leaf=0.0147551773,cover=0
- 68:leaf=0.0180215053,cover=0
- 34:[Area5<0.924216449] yes=69,no=70,missing=70,gain=39.6306152,cover=25035
- 69:leaf=0.0199630167,cover=0
- 70:leaf=0.00235414202,cover=0
- 8:[LGI5<2.61550069] yes=17,no=18,missing=17,gain=42.3237305,cover=43155
- 17:[PialArea5<0.987776101] yes=35,no=36,missing=35,gain=26.3178711,cover=33215
- 35:[Curv5<-0.0730527416] yes=71,no=72,missing=72,gain=33.3206787,cover=23774
- 71:leaf=0.0105946315,cover=0
- 72:leaf=0.0146716004,cover=0
- 36:[PialCurv5<-0.122305259] yes=73,no=74,missing=73,gain=16.5427246,cover=9441
- 73:leaf=0.01136168,cover=0
- 74:leaf=0.0161786824,cover=0
- 18:[Area5<0.580209434] yes=37,no=38,missing=37,gain=20.0368958,cover=9940
- 37:[Curv5<-0.225438625] yes=75,no=76,missing=76,gain=7.98399353,cover=3401
- 75:leaf=0.00851562899,cover=0
- 76:leaf=0.0137523711,cover=0
- 38:[PialArea5<1.19545019] yes=77,no=78,missing=77,gain=20.9939117,cover=6539
- 77:leaf=0.0064086467,cover=0
- 78:leaf=0.0156885069,cover=0
- 4:[PialArea5<0.48968944] yes=9,no=10,missing=9,gain=142.898926,cover=36451
- 9:[Curv5<0.151368812] yes=19,no=20,missing=19,gain=86.4134521,cover=16609
- 19:[Area5<0.628069878] yes=39,no=40,missing=40,gain=43.8044434,cover=8039
- 39:[PialArea5<0.338250697] yes=79,no=80,missing=79,gain=24.3535156,cover=4824
- 79:leaf=0.0227318835,cover=0
- 80:leaf=0.0129743489,cover=0
- 40:[PialArea5<0.360595763] yes=81,no=82,missing=81,gain=27.5700073,cover=3215
- 81:leaf=0.0330928154,cover=0
- 82:leaf=0.0201001372,cover=0
- 20:[PialArea5<0.338250697] yes=41,no=42,missing=42,gain=48.6972961,cover=8570
- 41:[Sulc0<0.0850813463] yes=83,no=84,missing=83,gain=21.6506042,cover=2218
- 83:leaf=0.0188483577,cover=0
- 84:leaf=0.00534185907,cover=0
- 42:[Curv5<0.233002663] yes=85,no=86,missing=85,gain=21.387085,cover=6352
- 85:leaf=0.00968165975,cover=0
- 86:leaf=0.00280338991,cover=0
- 10:[Curv5<0.099404186] yes=21,no=22,missing=21,gain=64.9930725,cover=19842
- 21:[PialArea5<0.613238215] yes=43,no=44,missing=44,gain=25.2383423,cover=12682
- 43:[Area5<0.672473609] yes=87,no=88,missing=87,gain=15.618866,cover=5611
- 87:leaf=0.0106890313,cover=0
- 88:leaf=0.0168656819,cover=0
- 44:[Area5<0.433531314] yes=89,no=90,missing=90,gain=12.2349701,cover=7071
- 89:leaf=0.0561949126,cover=0
- 90:leaf=0.00759689137,cover=0
- 22:[PialArea5<0.588969886] yes=45,no=46,missing=45,gain=14.3301468,cover=7160
- 45:[Area5<0.665633082] yes=91,no=92,missing=92,gain=10.7117424,cover=4701
- 91:leaf=0.00286275311,cover=0
- 92:leaf=0.00764055131,cover=0
- 46:[Sulc0<-0.684786558] yes=93,no=94,missing=93,gain=3.61029506,cover=2459
- 93:leaf=-0.0155568486,cover=0
- 94:leaf=0.000850265962,cover=0
- 2:[PialArea5<0.971235156] yes=5,no=6,missing=5,gain=1658.23438,cover=4821359
- 5:[Sulc0<0.134837523] yes=11,no=12,missing=11,gain=1436.46875,cover=3690588
- 11:[Area5<0.571740985] yes=23,no=24,missing=24,gain=2060.375,cover=2164630
- 23:[PialArea5<0.761482477] yes=47,no=48,missing=47,gain=741.804688,cover=481317
- 47:[Curv5<-0.156904668] yes=95,no=96,missing=96,gain=539.969727,cover=215678
- 95:leaf=0.00746538118,cover=0
- 96:leaf=0.0124965934,cover=0
- 48:[Curv5<-0.150053754] yes=97,no=98,missing=97,gain=581.492188,cover=265639
- 97:leaf=0.0126214838,cover=0
- 98:leaf=0.0189070608,cover=0
- 24:[Pol<165.944183] yes=49,no=50,missing=49,gain=1218.10156,cover=1683313
- 49:[Pol<94.4799194] yes=99,no=100,missing=100,gain=1124.62109,cover=1488165
- 99:leaf=0.00906217285,cover=0
- 100:leaf=0.00631301478,cover=0
- 50:[Curv5<-0.191348091] yes=101,no=102,missing=101,gain=1139.2207,cover=195148
- 101:leaf=0.00565146795,cover=0
- 102:leaf=0.0142367054,cover=0
- 12:[Ecc<5.91357183] yes=25,no=26,missing=25,gain=2029.22656,cover=1525958
- 25:[Curv5<0.216179401] yes=51,no=52,missing=52,gain=229.373047,cover=242583
- 51:[Pol<105.995506] yes=103,no=104,missing=103,gain=159.126465,cover=195489
- 103:leaf=0.00890196487,cover=0
- 104:leaf=0.00604107231,cover=0
- 52:[Curv5<0.266060919] yes=105,no=106,missing=106,gain=72.9157104,cover=47094
- 105:leaf=0.00477055321,cover=0
- 106:leaf=0.000110542496,cover=0
- 26:[Ecc<25.981123] yes=53,no=54,missing=54,gain=1401.875,cover=1283375
- 53:[Curv5<0.0896491781] yes=107,no=108,missing=107,gain=1846.89062,cover=899128
- 107:leaf=0.0157876126,cover=0
- 108:leaf=0.0111170709,cover=0
- 54:[PialArea5<0.301675379] yes=109,no=110,missing=110,gain=437.105469,cover=384247
- 109:leaf=0.016997274,cover=0
- 110:leaf=0.00891157147,cover=0
- 6:[Area5<0.719086528] yes=13,no=14,missing=13,gain=1708.76172,cover=1130771
- 13:[PialCurv5<-0.11578764] yes=27,no=28,missing=27,gain=474.449219,cover=566879
- 27:[Area5<0.59157455] yes=55,no=56,missing=55,gain=319.310547,cover=229333
- 55:[Area5<0.517926872] yes=111,no=112,missing=111,gain=76.7329102,cover=51270
- 111:leaf=0.0191486757,cover=0
- 112:leaf=0.0146064013,cover=0
- 56:[Curv5<-0.161761403] yes=113,no=114,missing=113,gain=212.249023,cover=178063
- 113:leaf=0.0109343715,cover=0
- 114:leaf=0.0219812114,cover=0
- 28:[Area5<0.646843374] yes=57,no=58,missing=57,gain=343.033203,cover=337546
- 57:[Curv5<-0.130991504] yes=115,no=116,missing=116,gain=122.49707,cover=123573
- 115:leaf=0.0165479649,cover=0
- 116:leaf=0.0207539592,cover=0
- 58:[Curv5<-0.0881721899] yes=117,no=118,missing=117,gain=247.185547,cover=213973
- 117:leaf=0.0132246409,cover=0
- 118:leaf=0.0179403927,cover=0
- 14:[PialArea5<1.13904655] yes=29,no=30,missing=29,gain=570.910156,cover=563892
- 29:[Curv5<-0.0816265643] yes=59,no=60,missing=59,gain=303.149414,cover=292637
- 59:[Pol<11.2407846] yes=119,no=120,missing=119,gain=176.992676,cover=196295
- 119:leaf=0.0115212342,cover=0
- 120:leaf=0.00687096408,cover=0
- 60:[PialCurv5<-0.0595124774] yes=121,no=122,missing=122,gain=234.918945,cover=96342
- 121:leaf=0.0206528306,cover=0
- 122:leaf=0.0102236895,cover=0
- 30:[LGI5<2.69470191] yes=61,no=62,missing=62,gain=211.463867,cover=271255
- 61:[Area5<0.987501919] yes=123,no=124,missing=123,gain=199.219238,cover=106863
- 123:leaf=0.0138568254,cover=0
- 124:leaf=0.00159081654,cover=0
- 62:[Pol<51.9018669] yes=125,no=126,missing=125,gain=152.057129,cover=164392
- 125:leaf=0.00945604034,cover=0
- 126:leaf=0.0126168523,cover=0
-booster[37]:
-0:[Ecc<20.0856266] yes=1,no=2,missing=1,gain=1896.67188,cover=5124388
- 1:[Curv5<0.131767005] yes=3,no=4,missing=3,gain=2231.3125,cover=4115078
- 3:[PialArea5<0.524996102] yes=7,no=8,missing=8,gain=1798.96875,cover=3552281
- 7:[Area5<0.663006425] yes=15,no=16,missing=15,gain=689.662109,cover=286388
- 15:[Curv5<-0.220549613] yes=31,no=32,missing=32,gain=294.709961,cover=129655
- 31:[Curv5<-0.39144522] yes=63,no=64,missing=63,gain=18.5332699,cover=5049
- 63:leaf=-0.00252135261,cover=0
- 64:leaf=0.00355622056,cover=0
- 32:[Ecc<9.75650311] yes=65,no=66,missing=66,gain=215.143066,cover=124606
- 65:leaf=0.0111326138,cover=0
- 66:leaf=0.0155501142,cover=0
- 16:[Curv5<0.103246093] yes=33,no=34,missing=33,gain=255.240234,cover=156733
- 33:[Ecc<7.79996967] yes=67,no=68,missing=68,gain=93.5039062,cover=65336
- 67:leaf=0.0167248081,cover=0
- 68:leaf=0.0207541026,cover=0
- 34:[PialArea5<0.390391022] yes=69,no=70,missing=69,gain=316.181641,cover=91397
- 69:leaf=0.0212213732,cover=0
- 70:leaf=0.0138658704,cover=0
- 8:[PialArea5<0.914612174] yes=17,no=18,missing=17,gain=1915.125,cover=3265893
- 17:[Area5<0.483568966] yes=35,no=36,missing=36,gain=1439.42969,cover=1952660
- 35:[Area5<0.404548973] yes=71,no=72,missing=71,gain=270.310547,cover=162092
- 71:leaf=0.0180967283,cover=0
- 72:leaf=0.013127326,cover=0
- 36:[Curv5<-0.121808149] yes=73,no=74,missing=73,gain=1485.31641,cover=1790568
- 73:leaf=0.00717559177,cover=0
- 74:leaf=0.0102634719,cover=0
- 18:[Area5<0.692729533] yes=37,no=38,missing=37,gain=2049.50781,cover=1313233
- 37:[Curv5<-0.130991504] yes=75,no=76,missing=75,gain=845.222656,cover=625947
- 75:leaf=0.0133804148,cover=0
- 76:leaf=0.018226631,cover=0
- 38:[PialArea5<1.10654831] yes=77,no=78,missing=77,gain=585.943359,cover=687286
- 77:leaf=0.00886668917,cover=0
- 78:leaf=0.0117890043,cover=0
- 4:[PialArea5<0.427728564] yes=9,no=10,missing=9,gain=1732.73047,cover=562797
- 9:[Curv5<0.186949074] yes=19,no=20,missing=19,gain=1156.62598,cover=337056
- 19:[PialArea5<0.317611694] yes=39,no=40,missing=39,gain=505.291016,cover=189631
- 39:[Curv5<0.157731384] yes=79,no=80,missing=79,gain=121.064453,cover=40237
- 79:leaf=0.0210368931,cover=0
- 80:leaf=0.0153502123,cover=0
- 40:[Area5<0.683950484] yes=81,no=82,missing=82,gain=227.943848,cover=149394
- 81:leaf=0.00896717235,cover=0
- 82:leaf=0.0128950523,cover=0
- 20:[PialArea5<0.267248243] yes=41,no=42,missing=42,gain=292.452881,cover=147425
- 41:[Curv5<0.266060919] yes=83,no=84,missing=83,gain=127.220215,cover=20114
- 83:leaf=0.0142745171,cover=0
- 84:leaf=0.00464635948,cover=0
- 42:[Curv5<0.233002663] yes=85,no=86,missing=85,gain=240.154175,cover=127311
- 85:leaf=0.00706317276,cover=0
- 86:leaf=0.00226228195,cover=0
- 10:[PialArea5<0.524996102] yes=21,no=22,missing=21,gain=284.746338,cover=225741
- 21:[Area5<0.696645021] yes=43,no=44,missing=43,gain=278.967163,cover=153505
- 43:[PialCurv5<0.125401646] yes=87,no=88,missing=87,gain=61.6905212,cover=80658
- 87:leaf=0.00755096367,cover=0
- 88:leaf=0.00296121417,cover=0
- 44:[Curv5<0.15992938] yes=89,no=90,missing=90,gain=113.710449,cover=72847
- 89:leaf=0.00942674,cover=0
- 90:leaf=0.00544170337,cover=0
- 22:[Pol<101.695656] yes=45,no=46,missing=45,gain=64.3426285,cover=72236
- 45:[Pol<56.1920547] yes=91,no=92,missing=91,gain=19.9311066,cover=28412
- 91:leaf=0.00971235987,cover=0
- 92:leaf=0.00321446289,cover=0
- 46:[PialCurv5<0.0308136549] yes=93,no=94,missing=93,gain=30.6818657,cover=43824
- 93:leaf=0.0150816161,cover=0
- 94:leaf=0.000322396867,cover=0
- 2:[PialArea5<0.563414931] yes=5,no=6,missing=5,gain=1273.56641,cover=1009310
- 5:[Curv5<0.118689038] yes=11,no=12,missing=11,gain=559.976562,cover=267189
- 11:[Curv5<-0.183827445] yes=23,no=24,missing=23,gain=168.488281,cover=98781
- 23:[Sulc0<-0.457356662] yes=47,no=48,missing=47,gain=11.1492138,cover=2468
- 47:[Area5<0.489361584] yes=95,no=96,missing=95,gain=3.45436478,cover=441
- 95:leaf=-0.00931611005,cover=0
- 96:leaf=-9.24077249e-05,cover=0
- 48:[Pol<80.8913651] yes=97,no=98,missing=97,gain=13.1220217,cover=2027
- 97:leaf=0.00782175921,cover=0
- 98:leaf=-0.000440991804,cover=0
- 24:[Ecc<35.8605728] yes=49,no=50,missing=49,gain=140.417969,cover=96313
- 49:[Curv5<0.0857537538] yes=99,no=100,missing=99,gain=86.1728516,cover=68668
- 99:leaf=0.0177087244,cover=0
- 100:leaf=0.014116168,cover=0
- 50:[Pol<121.397697] yes=101,no=102,missing=102,gain=43.5738525,cover=27645
- 101:leaf=0.0105995154,cover=0
- 102:leaf=0.0163394976,cover=0
- 12:[PialArea5<0.331288606] yes=25,no=26,missing=25,gain=577.925781,cover=168408
- 25:[Area5<0.640637577] yes=51,no=52,missing=51,gain=183.647217,cover=41394
- 51:[PialArea5<0.245474651] yes=103,no=104,missing=104,gain=79.4940186,cover=12285
- 103:leaf=0.0170385335,cover=0
- 104:leaf=0.00723649561,cover=0
- 52:[PialArea5<0.245474651] yes=105,no=106,missing=106,gain=165.352051,cover=29109
- 105:leaf=0.0280013829,cover=0
- 106:leaf=0.0153798955,cover=0
- 26:[Area5<0.710077047] yes=53,no=54,missing=54,gain=188.070801,cover=127014
- 53:[PialArea5<0.418112278] yes=107,no=108,missing=107,gain=85.258728,cover=53899
- 107:leaf=0.00691034039,cover=0
- 108:leaf=0.00276460382,cover=0
- 54:[PialArea5<0.427728564] yes=109,no=110,missing=110,gain=168.237549,cover=73115
- 109:leaf=0.011776099,cover=0
- 110:leaf=0.00697721681,cover=0
- 6:[Pol<9.44515038] yes=13,no=14,missing=14,gain=518.179688,cover=742121
- 13:[Curv5<-0.0881721899] yes=27,no=28,missing=27,gain=59.1169434,cover=64616
- 27:[PialArea5<1.21550834] yes=55,no=56,missing=56,gain=53.6047363,cover=55923
- 55:[Pol<5.08026028] yes=111,no=112,missing=111,gain=41.6196289,cover=50092
- 111:leaf=0.0113770533,cover=0
- 112:leaf=0.00842546765,cover=0
- 56:[LGI5<3.21727777] yes=113,no=114,missing=113,gain=6.15441895,cover=5831
- 113:leaf=0.016668018,cover=0
- 114:leaf=0.01335066,cover=0
- 28:[PialCurv5<-0.0487009101] yes=57,no=58,missing=57,gain=67.2694092,cover=8693
- 57:[Curv5<-0.0598238073] yes=115,no=116,missing=115,gain=18.8312683,cover=1490
- 115:leaf=0.0209694672,cover=0
- 116:leaf=0.0331065729,cover=0
- 58:[PialArea5<0.836640656] yes=117,no=118,missing=117,gain=19.9156189,cover=7203
- 117:leaf=0.0175183695,cover=0
- 118:leaf=0.0115769012,cover=0
- 14:[Sulc0<-0.130613819] yes=29,no=30,missing=29,gain=555.970703,cover=677505
- 29:[PialArea5<0.934356034] yes=59,no=60,missing=59,gain=295.573975,cover=260042
- 59:[Pol<39.0368156] yes=119,no=120,missing=119,gain=75.859436,cover=125317
- 119:leaf=0.0012157443,cover=0
- 120:leaf=0.00389869744,cover=0
- 60:[Pol<41.8258972] yes=121,no=122,missing=121,gain=197.567627,cover=134725
- 121:leaf=0.00427003019,cover=0
- 122:leaf=0.00813554972,cover=0
- 30:[Area5<0.687129855] yes=61,no=62,missing=61,gain=965.388672,cover=417463
- 61:[Curv5<0.0452247933] yes=123,no=124,missing=123,gain=425.64502,cover=101756
- 123:leaf=0.0133266421,cover=0
- 124:leaf=0.00401351554,cover=0
- 62:[Pol<167.338547] yes=125,no=126,missing=126,gain=332.240723,cover=315707
- 125:leaf=0.00613675173,cover=0
- 126:leaf=0.0157014634,cover=0
-booster[38]:
-0:[Ecc<0.999059319] yes=1,no=2,missing=1,gain=1747.96875,cover=5124388
- 1:[PialCurv5<0.0471153036] yes=3,no=4,missing=3,gain=242.367188,cover=303029
- 3:[Curv5<-0.0708468556] yes=7,no=8,missing=8,gain=225.263672,cover=257490
- 7:[PialArea5<1.00196755] yes=15,no=16,missing=15,gain=249.170898,cover=204122
- 15:[Area5<0.557224929] yes=31,no=32,missing=32,gain=192.740723,cover=139518
- 31:[PialArea5<0.733388364] yes=63,no=64,missing=64,gain=93.6816406,cover=77672
- 63:leaf=0.0106446771,cover=0
- 64:leaf=0.0145941991,cover=0
- 32:[PialArea5<0.772500634] yes=65,no=66,missing=65,gain=99.6252441,cover=61846
- 65:leaf=0.00584012596,cover=0
- 66:leaf=0.0108301295,cover=0
- 16:[PialArea5<1.33957577] yes=33,no=34,missing=33,gain=60.0791016,cover=64604
- 33:[Pol<39.9674568] yes=67,no=68,missing=67,gain=72.3691406,cover=58039
- 67:leaf=0.0127767297,cover=0
- 68:leaf=0.0164620057,cover=0
- 34:[Area5<0.726017833] yes=69,no=70,missing=69,gain=19.9516602,cover=6565
- 69:leaf=0.0221881699,cover=0
- 70:leaf=0.0163573846,cover=0
- 8:[PialCurv5<-0.0154925911] yes=17,no=18,missing=17,gain=111.623047,cover=53368
- 17:[Curv5<-0.024997253] yes=35,no=36,missing=36,gain=69.6123047,cover=25269
- 35:[PialArea5<0.911882102] yes=71,no=72,missing=71,gain=35.1333008,cover=18195
- 71:leaf=0.0164709147,cover=0
- 72:leaf=0.0221687201,cover=0
- 36:[Area5<0.648839295] yes=73,no=74,missing=74,gain=24.1751709,cover=7074
- 73:leaf=0.0205836724,cover=0
- 74:leaf=0.0264643114,cover=0
- 18:[PialArea5<0.555011809] yes=37,no=38,missing=37,gain=109.456055,cover=28099
- 37:[Curv5<0.00546095846] yes=75,no=76,missing=75,gain=37.9902344,cover=6591
- 75:leaf=0.0137637081,cover=0
- 76:leaf=0.0224503372,cover=0
- 38:[Sulc0<-0.338601172] yes=77,no=78,missing=77,gain=33.9941406,cover=21508
- 77:leaf=0.0137128672,cover=0
- 78:leaf=0.00830811448,cover=0
- 4:[PialArea5<0.454431564] yes=9,no=10,missing=10,gain=143.559204,cover=45539
- 9:[Sulc0<-0.0788570642] yes=19,no=20,missing=19,gain=76.7947998,cover=14487
- 19:[PialArea5<0.338250697] yes=39,no=40,missing=39,gain=41.7543945,cover=11330
- 39:[Area5<0.648839295] yes=79,no=80,missing=80,gain=12.362854,cover=2811
- 79:leaf=0.0198194236,cover=0
- 80:leaf=0.0292718504,cover=0
- 40:[Area5<0.642765105] yes=81,no=82,missing=81,gain=41.3948975,cover=8519
- 81:leaf=0.0119164325,cover=0
- 82:leaf=0.0195679739,cover=0
- 20:[Sulc0<0.0689564943] yes=41,no=42,missing=42,gain=12.8178139,cover=3157
- 41:[PialArea5<0.309935868] yes=83,no=84,missing=83,gain=7.45015717,cover=1715
- 83:leaf=0.017575739,cover=0
- 84:leaf=0.00857132953,cover=0
- 42:[Sulc0<0.676033437] yes=85,no=86,missing=85,gain=5.06417561,cover=1442
- 85:leaf=0.00403458811,cover=0
- 86:leaf=-0.0174497459,cover=0
- 10:[Curv5<0.0974604636] yes=21,no=22,missing=21,gain=79.5926514,cover=31052
- 21:[PialArea5<0.567627013] yes=43,no=44,missing=43,gain=45.9279785,cover=20808
- 43:[Area5<0.672473609] yes=87,no=88,missing=87,gain=33.4524841,cover=6256
- 87:leaf=0.0116207255,cover=0
- 88:leaf=0.0211741775,cover=0
- 44:[Sulc0<-0.101085678] yes=89,no=90,missing=89,gain=14.6987305,cover=14552
- 89:leaf=0.0085984841,cover=0
- 90:leaf=0.00178621523,cover=0
- 22:[PialArea5<0.567627013] yes=45,no=46,missing=45,gain=25.3322754,cover=10244
- 45:[Area5<0.651789546] yes=91,no=92,missing=92,gain=17.3550949,cover=6758
- 91:leaf=0.00337091694,cover=0
- 92:leaf=0.00846089888,cover=0
- 46:[LGI5<2.47631311] yes=93,no=94,missing=93,gain=3.70312643,cover=3486
- 93:leaf=0.00175180775,cover=0
- 94:leaf=-0.00221384014,cover=0
- 2:[PialArea5<0.937250912] yes=5,no=6,missing=5,gain=1399.15625,cover=4821359
- 5:[Sulc0<0.0850813463] yes=11,no=12,missing=11,gain=1422.64062,cover=3482422
- 11:[Area5<0.548651993] yes=23,no=24,missing=23,gain=1750.47266,cover=1859403
- 23:[Curv5<-0.215837389] yes=47,no=48,missing=47,gain=505.433594,cover=345970
- 47:[PialArea5<0.693130434] yes=95,no=96,missing=95,gain=409.700684,cover=168342
- 95:leaf=0.00422170386,cover=0
- 96:leaf=0.0103540244,cover=0
- 48:[PialArea5<0.733388364] yes=97,no=98,missing=97,gain=237.644531,cover=177628
- 97:leaf=0.0108747156,cover=0
- 98:leaf=0.0145583721,cover=0
- 24:[Pol<168.718765] yes=49,no=50,missing=49,gain=1164.92969,cover=1513433
- 49:[Pol<89.7623749] yes=99,no=100,missing=99,gain=771.994141,cover=1360039
- 99:leaf=0.00794799812,cover=0
- 100:leaf=0.00555881066,cover=0
- 50:[Curv5<-0.195883974] yes=101,no=102,missing=102,gain=876.910156,cover=153394
- 101:leaf=0.00473274011,cover=0
- 102:leaf=0.0134500591,cover=0
- 12:[Ecc<5.33884621] yes=25,no=26,missing=25,gain=2040.28516,cover=1623019
- 25:[Curv5<0.245671451] yes=51,no=52,missing=52,gain=149.464844,cover=232324
- 51:[PialArea5<0.331288606] yes=103,no=104,missing=103,gain=141.398682,cover=211554
- 103:leaf=0.00976339448,cover=0
- 104:leaf=0.00551131601,cover=0
- 52:[PialArea5<0.292306483] yes=105,no=106,missing=106,gain=29.4393749,cover=20770
- 105:leaf=0.00396393985,cover=0
- 106:leaf=6.38155834e-05,cover=0
- 26:[PialCurv5<0.0519027263] yes=53,no=54,missing=53,gain=1237.17188,cover=1390695
- 53:[Ecc<22.8050022] yes=107,no=108,missing=108,gain=1048.25,cover=260358
- 107:leaf=0.0166835357,cover=0
- 108:leaf=0.0103231445,cover=0
- 54:[PialArea5<0.621054947] yes=109,no=110,missing=109,gain=1353.1875,cover=1130337
- 109:leaf=0.0108165517,cover=0
- 110:leaf=0.00663883938,cover=0
- 6:[Area5<0.699748635] yes=13,no=14,missing=13,gain=1932.25391,cover=1338937
- 13:[PialCurv5<-0.111109555] yes=27,no=28,missing=27,gain=616.054688,cover=586534
- 27:[Area5<0.57817024] yes=55,no=56,missing=55,gain=360.19043,cover=282937
- 55:[Area5<0.462054074] yes=111,no=112,missing=111,gain=85.2602539,cover=63336
- 111:leaf=0.020655863,cover=0
- 112:leaf=0.0139564946,cover=0
- 56:[PialArea5<1.17753279] yes=113,no=114,missing=113,gain=264.925781,cover=219601
- 113:leaf=0.00937029347,cover=0
- 114:leaf=0.0137571795,cover=0
- 28:[Sulc0<-0.15955846] yes=57,no=58,missing=57,gain=312.050781,cover=303597
- 57:[Area5<0.63275224] yes=115,no=116,missing=115,gain=334.845703,cover=278221
- 115:leaf=0.0161490235,cover=0
- 116:leaf=0.0125780394,cover=0
- 58:[Pol<50.9985542] yes=117,no=118,missing=118,gain=186.285156,cover=25376
- 117:leaf=0.011656791,cover=0
- 118:leaf=0.0220070872,cover=0
- 14:[PialArea5<1.10654831] yes=29,no=30,missing=29,gain=686.763672,cover=752403
- 29:[Curv5<-0.0881721899] yes=59,no=60,missing=59,gain=414.942383,cover=391189
- 59:[Pol<11.2407846] yes=119,no=120,missing=120,gain=219.544922,cover=241924
- 119:leaf=0.0105105229,cover=0
- 120:leaf=0.00576266833,cover=0
- 60:[Ecc<18.0513744] yes=121,no=122,missing=121,gain=365.441406,cover=149265
- 121:leaf=0.0114142802,cover=0
- 122:leaf=0.00617651921,cover=0
- 30:[Area5<0.794681609] yes=61,no=62,missing=61,gain=253.517578,cover=361214
- 61:[PialArea5<1.36541271] yes=123,no=124,missing=123,gain=244.575195,cover=215236
- 123:leaf=0.0110009741,cover=0
- 124:leaf=0.0157866012,cover=0
- 62:[PialArea5<1.31770575] yes=125,no=126,missing=125,gain=128.455566,cover=145978
- 125:leaf=0.00780659774,cover=0
- 126:leaf=0.0108460626,cover=0
-booster[39]:
-0:[Ecc<20.7119312] yes=1,no=2,missing=1,gain=1675.6875,cover=5124388
- 1:[Curv5<0.149355054] yes=3,no=4,missing=4,gain=1964.35938,cover=4155112
- 3:[PialArea5<0.450022906] yes=7,no=8,missing=7,gain=1618.25,cover=3728249
- 7:[PialArea5<0.355263293] yes=15,no=16,missing=15,gain=379.542969,cover=194781
- 15:[Curv5<-0.303613424] yes=31,no=32,missing=32,gain=120.384277,cover=44830
- 31:[PialCurv5<-0.0704385936] yes=63,no=64,missing=63,gain=4.57071304,cover=409
- 63:leaf=-0.0100807287,cover=0
- 64:leaf=0.0102551552,cover=0
- 32:[Area5<0.646843374] yes=65,no=66,missing=66,gain=85.6567383,cover=44421
- 65:leaf=0.0155521873,cover=0
- 66:leaf=0.0201917458,cover=0
- 16:[Area5<0.66824472] yes=33,no=34,missing=33,gain=263.84082,cover=149951
- 33:[Curv5<0.110890195] yes=67,no=68,missing=68,gain=160.371094,cover=63654
- 67:leaf=0.0128942458,cover=0
- 68:leaf=0.00783447456,cover=0
- 34:[Curv5<0.118689038] yes=69,no=70,missing=69,gain=251.132812,cover=86297
- 69:leaf=0.0183844864,cover=0
- 70:leaf=0.0128212068,cover=0
- 8:[Curv5<0.0974604636] yes=17,no=18,missing=17,gain=1780.76562,cover=3533468
- 17:[Sulc0<0.0850813463] yes=35,no=36,missing=36,gain=1529.39062,cover=3266466
- 35:[PialArea5<0.900697351] yes=71,no=72,missing=72,gain=1696.84375,cover=2862729
- 71:leaf=0.00838706922,cover=0
- 72:leaf=0.0108231185,cover=0
- 36:[Ecc<8.29616165] yes=73,no=74,missing=73,gain=1047.12891,cover=403737
- 73:leaf=0.00990333315,cover=0
- 74:leaf=0.0150508033,cover=0
- 18:[PialArea5<0.559226274] yes=37,no=38,missing=38,gain=875.120117,cover=267002
- 37:[Area5<0.687129855] yes=75,no=76,missing=75,gain=461.874023,cover=154254
- 75:leaf=0.00458703469,cover=0
- 76:leaf=0.0102594057,cover=0
- 38:[Pol<102.241241] yes=77,no=78,missing=77,gain=133.277756,cover=112748
- 77:leaf=0.00436956203,cover=0
- 78:leaf=0.000893304241,cover=0
- 4:[PialArea5<0.413606972] yes=9,no=10,missing=9,gain=1041.42334,cover=426863
- 9:[Curv5<0.204311207] yes=19,no=20,missing=19,gain=643.866211,cover=261083
- 19:[PialArea5<0.292306483] yes=39,no=40,missing=39,gain=364.586914,cover=166392
- 39:[PialArea5<0.245474651] yes=79,no=80,missing=79,gain=75.7629395,cover=25151
- 79:leaf=0.0212809518,cover=0
- 80:leaf=0.0143488413,cover=0
- 40:[Area5<0.687129855] yes=81,no=82,missing=81,gain=156.530762,cover=141241
- 81:leaf=0.00760459667,cover=0
- 82:leaf=0.0109407883,cover=0
- 20:[PialArea5<0.245474651] yes=41,no=42,missing=41,gain=194.525696,cover=94691
- 41:[Area5<0.532936037] yes=83,no=84,missing=84,gain=68.4790955,cover=8672
- 83:leaf=0.000913397409,cover=0
- 84:leaf=0.0138869053,cover=0
- 42:[Curv5<0.245671451] yes=85,no=86,missing=85,gain=128.360596,cover=86019
- 85:leaf=0.0055421195,cover=0
- 86:leaf=0.00133788155,cover=0
- 10:[PialArea5<0.48968944] yes=21,no=22,missing=21,gain=140.360901,cover=165780
- 21:[Curv5<0.190557376] yes=43,no=44,missing=43,gain=151.911499,cover=100754
- 43:[Area5<0.699748635] yes=87,no=88,missing=88,gain=74.0919189,cover=69657
- 87:leaf=0.00416785432,cover=0
- 88:leaf=0.00743888272,cover=0
- 44:[Curv5<0.216179401] yes=89,no=90,missing=89,gain=24.4239578,cover=31097
- 89:leaf=0.00259233196,cover=0
- 90:leaf=-0.000283149537,cover=0
- 22:[Pol<101.159882] yes=45,no=46,missing=45,gain=40.5943642,cover=65026
- 45:[Pol<53.6550331] yes=91,no=92,missing=92,gain=14.4870377,cover=24485
- 91:leaf=0.00919397455,cover=0
- 92:leaf=0.00277066906,cover=0
- 46:[PialCurv5<0.054317683] yes=93,no=94,missing=93,gain=27.1808491,cover=40541
- 93:leaf=0.012259203,cover=0
- 94:leaf=0.000289931806,cover=0
- 2:[PialArea5<0.546516836] yes=5,no=6,missing=5,gain=1020.4375,cover=969276
- 5:[Curv5<0.118689038] yes=11,no=12,missing=12,gain=491.157227,cover=241988
- 11:[Curv5<-0.0553030409] yes=23,no=24,missing=24,gain=132.555176,cover=82478
- 23:[Curv5<-0.249691159] yes=47,no=48,missing=47,gain=22.786108,cover=3950
- 47:[LGI5<3.29043651] yes=95,no=96,missing=96,gain=6.81555033,cover=1472
- 95:leaf=-0.00366512057,cover=0
- 96:leaf=0.00319963298,cover=0
- 48:[Ecc<33.9075584] yes=97,no=98,missing=97,gain=28.1139336,cover=2478
- 97:leaf=0.0125066284,cover=0
- 98:leaf=0.00185534882,cover=0
- 24:[Ecc<37.2796402] yes=49,no=50,missing=49,gain=87.9648438,cover=78528
- 49:[Curv5<0.0857537538] yes=99,no=100,missing=100,gain=67.6103516,cover=58198
- 99:leaf=0.0167734623,cover=0
- 100:leaf=0.0132624507,cover=0
- 50:[Pol<120.317558] yes=101,no=102,missing=102,gain=44.2036743,cover=20330
- 101:leaf=0.00986626372,cover=0
- 102:leaf=0.0167420227,cover=0
- 12:[PialArea5<0.309935868] yes=25,no=26,missing=26,gain=487.39209,cover=159510
- 25:[Area5<0.638344944] yes=51,no=52,missing=51,gain=149.491699,cover=26966
- 51:[PialArea5<0.245474651] yes=103,no=104,missing=103,gain=54.3052979,cover=8878
- 103:leaf=0.0154533628,cover=0
- 104:leaf=0.00676617119,cover=0
- 52:[PialArea5<0.245474651] yes=105,no=106,missing=105,gain=109.304443,cover=18088
- 105:leaf=0.0260886047,cover=0
- 106:leaf=0.0154538946,cover=0
- 26:[Area5<0.684738636] yes=53,no=54,missing=53,gain=182.302246,cover=132544
- 53:[PialArea5<0.385581404] yes=107,no=108,missing=108,gain=58.8269653,cover=38058
- 107:leaf=0.00593558373,cover=0
- 108:leaf=0.00196049549,cover=0
- 54:[PialArea5<0.413606972] yes=109,no=110,missing=109,gain=196.139893,cover=94486
- 109:leaf=0.0106675439,cover=0
- 110:leaf=0.00611005118,cover=0
- 6:[Ecc<39.5502243] yes=13,no=14,missing=13,gain=441.825195,cover=727288
- 13:[Pol<6.72755051] yes=27,no=28,missing=27,gain=301.211426,cover=562626
- 27:[Curv5<-0.121808149] yes=55,no=56,missing=56,gain=37.6550293,cover=31995
- 55:[PialArea5<0.884929597] yes=111,no=112,missing=112,gain=29.4383545,cover=29871
- 111:leaf=0.00704081357,cover=0
- 112:leaf=0.0107402457,cover=0
- 56:[Ecc<28.7730255] yes=113,no=114,missing=113,gain=11.157196,cover=2124
- 113:leaf=0.0208964553,cover=0
- 114:leaf=0.0135545656,cover=0
- 28:[Pol<42.7478409] yes=57,no=58,missing=58,gain=410.144043,cover=530631
- 57:[Pol<16.156723] yes=115,no=116,missing=115,gain=170.010986,cover=151125
- 115:leaf=0.00604278129,cover=0
- 116:leaf=0.00216279714,cover=0
- 58:[Pol<106.604004] yes=117,no=118,missing=117,gain=352.60791,cover=379506
- 117:leaf=0.00859792437,cover=0
- 118:leaf=0.00523581821,cover=0
- 14:[PialCurv5<0.0171581414] yes=29,no=30,missing=29,gain=617.939941,cover=164662
- 29:[Sulc0<0.013685069] yes=59,no=60,missing=59,gain=220.04248,cover=104845
- 59:[PialArea5<0.931472182] yes=119,no=120,missing=120,gain=49.5084229,cover=47608
- 119:leaf=0.00660110638,cover=0
- 120:leaf=0.00983898249,cover=0
- 60:[Pol<161.595886] yes=121,no=122,missing=121,gain=244.488281,cover=57237
- 121:leaf=0.0115603702,cover=0
- 122:leaf=0.0205835626,cover=0
- 30:[Pol<111.326981] yes=61,no=62,missing=62,gain=301.487274,cover=59817
- 61:[PialCurv5<0.0666604191] yes=123,no=124,missing=123,gain=29.7380829,cover=48511
- 123:leaf=0.0042777448,cover=0
- 124:leaf=0.00175987126,cover=0
- 62:[Pol<152.092255] yes=125,no=126,missing=126,gain=32.5559692,cover=11306
- 125:leaf=0.0105544748,cover=0
- 126:leaf=0.0173972603,cover=0
-booster[40]:
-0:[Ecc<1.68457866] yes=1,no=2,missing=1,gain=1599.25,cover=5124388
- 1:[Sulc0<-0.426983118] yes=3,no=4,missing=3,gain=515.607422,cover=566024
- 3:[LGI5<2.50273752] yes=7,no=8,missing=7,gain=356.234375,cover=442929
- 7:[PialCurv5<-0.119053185] yes=15,no=16,missing=15,gain=278.154297,cover=369416
- 15:[PialArea5<0.82654506] yes=31,no=32,missing=32,gain=80.2287598,cover=92807
- 31:[Area5<0.380439579] yes=63,no=64,missing=63,gain=71.75177,cover=31593
- 63:leaf=0.0145881688,cover=0
- 64:leaf=0.0072707287,cover=0
- 32:[Area5<0.462054074] yes=65,no=66,missing=65,gain=76.2692871,cover=61214
- 65:leaf=0.0161075424,cover=0
- 66:leaf=0.0106141269,cover=0
- 16:[Area5<0.827407002] yes=33,no=34,missing=33,gain=178.005859,cover=276609
- 33:[PialArea5<1.14602101] yes=67,no=68,missing=67,gain=192.486328,cover=272724
- 67:leaf=0.0130543588,cover=0
- 68:leaf=0.0173425656,cover=0
- 34:[PialArea5<1.29873812] yes=69,no=70,missing=69,gain=19.6183796,cover=3885
- 69:leaf=0.00107203319,cover=0
- 70:leaf=0.0103220865,cover=0
- 8:[Area5<0.745235085] yes=17,no=18,missing=17,gain=45.9160156,cover=73513
- 17:[PialArea5<0.994868398] yes=35,no=36,missing=35,gain=57.064209,cover=68541
- 35:[Curv5<-0.0881721899] yes=71,no=72,missing=71,gain=51.8070068,cover=49746
- 71:leaf=0.00729817851,cover=0
- 72:leaf=0.0110727018,cover=0
- 36:[Curv5<-0.117843308] yes=73,no=74,missing=74,gain=27.8830566,cover=18795
- 73:leaf=0.0107264537,cover=0
- 74:leaf=0.0166373234,cover=0
- 18:[PialArea5<1.08444798] yes=37,no=38,missing=38,gain=17.9776802,cover=4972
- 37:[Ecc<0.45941934] yes=75,no=76,missing=76,gain=10.1718855,cover=2681
- 75:leaf=0.00994917285,cover=0
- 76:leaf=0.000235972606,cover=0
- 38:[LGI5<2.55302763] yes=77,no=78,missing=77,gain=9.0436554,cover=2291
- 77:leaf=0.0109371534,cover=0
- 78:leaf=0.00459821522,cover=0
- 4:[Pol<134.081207] yes=9,no=10,missing=9,gain=162.123535,cover=123095
- 9:[LGI5<2.37224698] yes=19,no=20,missing=19,gain=76.875,cover=83971
- 19:[Pol<90.361351] yes=39,no=40,missing=40,gain=40.6867065,cover=30659
- 39:[PialCurv5<0.0720715299] yes=79,no=80,missing=79,gain=16.0502319,cover=14866
- 79:leaf=0.0124091245,cover=0
- 80:leaf=0.00910401624,cover=0
- 40:[PialArea5<0.349780142] yes=81,no=82,missing=82,gain=33.5487061,cover=15793
- 81:leaf=0.0168194678,cover=0
- 82:leaf=0.00671013072,cover=0
- 20:[Area5<0.593548477] yes=41,no=42,missing=42,gain=44.8481445,cover=53312
- 41:[Sulc0<-0.0788570642] yes=83,no=84,missing=83,gain=23.9282532,cover=11859
- 83:leaf=0.00964241475,cover=0
- 84:leaf=0.00374431978,cover=0
- 42:[Pol<95.050293] yes=85,no=86,missing=85,gain=43.950531,cover=41453
- 85:leaf=0.00632486213,cover=0
- 86:leaf=0.00292267255,cover=0
- 10:[PialCurv5<0.0959877223] yes=21,no=22,missing=21,gain=66.9111328,cover=39124
- 21:[PialArea5<0.537928462] yes=43,no=44,missing=43,gain=66.9360352,cover=20726
- 43:[Area5<0.652759671] yes=87,no=88,missing=88,gain=18.9760132,cover=5826
- 87:leaf=0.0160357766,cover=0
- 88:leaf=0.0233124383,cover=0
- 44:[Ecc<0.943656743] yes=89,no=90,missing=89,gain=33.8466797,cover=14900
- 89:leaf=0.00931255985,cover=0
- 90:leaf=0.0142762726,cover=0
- 22:[PialArea5<0.507580996] yes=45,no=46,missing=45,gain=68.6184082,cover=18398
- 45:[Curv5<0.190557376] yes=91,no=92,missing=91,gain=34.0643921,cover=11238
- 91:leaf=0.0131475432,cover=0
- 92:leaf=0.00732571213,cover=0
- 46:[Curv5<0.0877084062] yes=93,no=94,missing=93,gain=21.8409576,cover=7160
- 93:leaf=0.00805849489,cover=0
- 94:leaf=0.0024884399,cover=0
- 2:[Curv5<0.183586344] yes=5,no=6,missing=6,gain=1116.89844,cover=4558364
- 5:[PialArea5<0.38075453] yes=11,no=12,missing=11,gain=1989.6875,cover=4328131
- 11:[Curv5<0.153449878] yes=23,no=24,missing=23,gain=402.87207,cover=207065
- 23:[Area5<0.640637577] yes=47,no=48,missing=48,gain=222.080078,cover=112028
- 47:[Curv5<-0.350989401] yes=95,no=96,missing=96,gain=89.1080322,cover=26621
- 95:leaf=-0.00680478895,cover=0
- 96:leaf=0.0117908884,cover=0
- 48:[PialArea5<0.317611694] yes=97,no=98,missing=97,gain=223.733398,cover=85407
- 97:leaf=0.0211872905,cover=0
- 98:leaf=0.015144581,cover=0
- 24:[PialArea5<0.281252682] yes=49,no=50,missing=49,gain=262.767578,cover=95037
- 49:[PialArea5<0.245474651] yes=99,no=100,missing=100,gain=52.1716309,cover=13019
- 99:leaf=0.0227599647,cover=0
- 100:leaf=0.0155845284,cover=0
- 50:[Area5<0.673304081] yes=101,no=102,missing=102,gain=109.283203,cover=82018
- 101:leaf=0.00748746702,cover=0
- 102:leaf=0.0112579837,cover=0
- 12:[Curv5<0.118689038] yes=25,no=26,missing=25,gain=1450.60938,cover=4121066
- 25:[PialArea5<0.563414931] yes=51,no=52,missing=51,gain=1971.58594,cover=3712323
- 51:[Area5<0.665633082] yes=103,no=104,missing=103,gain=672.505859,cover=346330
- 103:leaf=0.00954103563,cover=0
- 104:leaf=0.0140158413,cover=0
- 52:[Ecc<18.3223667] yes=105,no=106,missing=105,gain=1831.11719,cover=3365993
- 105:leaf=0.00886578113,cover=0
- 106:leaf=0.00614624424,cover=0
- 26:[PialArea5<0.507580996] yes=53,no=54,missing=53,gain=1045.76172,cover=408743
- 53:[Area5<0.695856333] yes=107,no=108,missing=107,gain=449.682129,cover=269818
- 107:leaf=0.00485168351,cover=0
- 108:leaf=0.00898767542,cover=0
- 54:[PialArea5<0.559226274] yes=109,no=110,missing=109,gain=117.819397,cover=138925
- 109:leaf=0.00338222692,cover=0
- 110:leaf=0.000469911931,cover=0
- 6:[PialArea5<0.317611694] yes=13,no=14,missing=14,gain=529.142334,cover=230233
- 13:[Curv5<0.266060919] yes=27,no=28,missing=27,gain=218.246582,cover=72522
- 27:[PialArea5<0.245474651] yes=55,no=56,missing=55,gain=253.029053,cover=61397
- 55:[Area5<0.643796742] yes=111,no=112,missing=112,gain=57.1263428,cover=10776
- 111:leaf=0.0137225706,cover=0
- 112:leaf=0.0212214347,cover=0
- 56:[Area5<0.659308732] yes=113,no=114,missing=114,gain=89.0596924,cover=50621
- 113:leaf=0.00644323323,cover=0
- 114:leaf=0.0107272239,cover=0
- 28:[Area5<0.525751591] yes=57,no=58,missing=57,gain=31.7524014,cover=11125
- 57:[Ecc<3.73767829] yes=115,no=116,missing=115,gain=13.9164705,cover=1617
- 115:leaf=-0.01084588,cover=0
- 116:leaf=-0.00108909048,cover=0
- 58:[PialArea5<0.245474651] yes=117,no=118,missing=118,gain=44.6788597,cover=9508
- 117:leaf=0.00887837447,cover=0
- 118:leaf=0.00108153885,cover=0
- 14:[Curv5<0.22365725] yes=29,no=30,missing=30,gain=141.319336,cover=157711
- 29:[PialArea5<0.404493898] yes=59,no=60,missing=59,gain=158.218262,cover=115921
- 59:[Pol<146.864227] yes=119,no=120,missing=120,gain=49.7051392,cover=64798
- 119:leaf=0.0056182812,cover=0
- 120:leaf=0.0143512553,cover=0
- 60:[PialCurv5<0.147539601] yes=121,no=122,missing=121,gain=28.4434128,cover=51123
- 121:leaf=0.00628602272,cover=0
- 122:leaf=0.00178918976,cover=0
- 30:[Area5<0.610838115] yes=61,no=62,missing=61,gain=32.8300323,cover=41790
- 61:[Curv5<0.266060919] yes=123,no=124,missing=124,gain=10.2375164,cover=11851
- 123:leaf=-0.000466721744,cover=0
- 124:leaf=-0.00369133218,cover=0
- 62:[PialArea5<0.365779996] yes=125,no=126,missing=126,gain=26.2973328,cover=29939
- 125:leaf=0.00344823161,cover=0
- 126:leaf=0.000442042248,cover=0
-booster[41]:
-0:[Area5<0.564792395] yes=1,no=2,missing=1,gain=1469.79688,cover=5124388
- 1:[PialArea5<0.782997906] yes=3,no=4,missing=4,gain=1043.5293,cover=646091
- 3:[Curv5<-0.183827445] yes=7,no=8,missing=8,gain=537.342773,cover=315223
- 7:[Area5<0.420677572] yes=15,no=16,missing=15,gain=471.981689,cover=135052
- 15:[Curv5<-0.39144522] yes=31,no=32,missing=31,gain=116.979248,cover=28623
- 31:[PialArea5<0.555011809] yes=63,no=64,missing=63,gain=43.4429779,cover=2493
- 63:leaf=-0.00434066262,cover=0
- 64:leaf=0.00900325458,cover=0
- 32:[Area5<0.380439579] yes=65,no=66,missing=65,gain=88.411377,cover=26130
- 65:leaf=0.0159823578,cover=0
- 66:leaf=0.0101158945,cover=0
- 16:[PialArea5<0.693130434] yes=33,no=34,missing=33,gain=174.674805,cover=106429
- 33:[PialCurv5<-0.0940372422] yes=67,no=68,missing=68,gain=44.2024689,cover=39102
- 67:leaf=0.00115711591,cover=0
- 68:leaf=0.00620721607,cover=0
- 34:[Area5<0.521939099] yes=69,no=70,missing=69,gain=59.453125,cover=67327
- 69:leaf=0.00712545961,cover=0
- 70:leaf=0.00403824961,cover=0
- 8:[PialCurv5<0.144311354] yes=17,no=18,missing=17,gain=571.593262,cover=180171
- 17:[Curv5<-0.115945198] yes=35,no=36,missing=35,gain=201.987793,cover=155664
- 35:[Area5<0.453641325] yes=71,no=72,missing=71,gain=294.88501,cover=59798
- 71:leaf=0.0150780352,cover=0
- 72:leaf=0.00696972618,cover=0
- 36:[PialArea5<0.689872265] yes=73,no=74,missing=74,gain=109.745605,cover=95866
- 73:leaf=0.0116747292,cover=0
- 74:leaf=0.0154916374,cover=0
- 18:[Curv5<0.245671451] yes=37,no=38,missing=37,gain=70.5344086,cover=24507
- 37:[Ecc<29.3556995] yes=75,no=76,missing=75,gain=23.1397552,cover=17177
- 75:leaf=0.00532216905,cover=0
- 76:leaf=-0.00182636513,cover=0
- 38:[PialArea5<0.281252682] yes=77,no=78,missing=77,gain=13.4205523,cover=7330
- 77:leaf=0.00100419531,cover=0
- 78:leaf=-0.003278333,cover=0
- 4:[Curv5<-0.155295327] yes=9,no=10,missing=10,gain=497.957031,cover=330868
- 9:[Area5<0.453641325] yes=19,no=20,missing=19,gain=352.017578,cover=275941
- 19:[PialArea5<0.914612174] yes=39,no=40,missing=39,gain=88.0151367,cover=45902
- 39:[Area5<0.380439579] yes=79,no=80,missing=79,gain=58.5793457,cover=36000
- 79:leaf=0.0200362131,cover=0
- 80:leaf=0.0136568947,cover=0
- 40:[Curv5<-0.209697157] yes=81,no=82,missing=81,gain=30.5413818,cover=9902
- 81:leaf=0.0180840455,cover=0
- 82:leaf=0.0244936608,cover=0
- 20:[PialArea5<0.908809483] yes=41,no=42,missing=41,gain=371.847656,cover=230039
- 41:[PialCurv5<-0.127408311] yes=83,no=84,missing=83,gain=98.2797852,cover=124834
- 83:leaf=0.00748541439,cover=0
- 84:leaf=0.0102917096,cover=0
- 42:[PialCurv5<-0.133997425] yes=85,no=86,missing=85,gain=85.3178711,cover=105205
- 85:leaf=0.0107380962,cover=0
- 86:leaf=0.0138499727,cover=0
- 10:[Curv5<-0.115945198] yes=21,no=22,missing=21,gain=72.7944336,cover=54927
- 21:[PialArea5<0.884929597] yes=43,no=44,missing=43,gain=43.8171387,cover=35340
- 43:[Area5<0.494833142] yes=87,no=88,missing=88,gain=31.1365967,cover=20888
- 87:leaf=0.0168238748,cover=0
- 88:leaf=0.0126324808,cover=0
- 44:[Area5<0.4695113] yes=89,no=90,missing=90,gain=25.9465332,cover=14452
- 89:leaf=0.0248078089,cover=0
- 90:leaf=0.0168850794,cover=0
- 22:[Ecc<24.3269672] yes=45,no=46,missing=45,gain=22.3842773,cover=19587
- 45:[PialArea5<0.869586051] yes=91,no=92,missing=92,gain=19.298584,cover=19360
- 91:leaf=0.0182413347,cover=0
- 92:leaf=0.0215948299,cover=0
- 46:[Area5<0.513795495] yes=93,no=94,missing=93,gain=14.5232334,cover=227
- 93:leaf=-0.0199827123,cover=0
- 94:leaf=0.0102864094,cover=0
- 2:[PialArea5<1.10654831] yes=5,no=6,missing=6,gain=1458.46094,cover=4478297
- 5:[PialCurv5<-0.0940372422] yes=11,no=12,missing=12,gain=1548.28125,cover=3929617
- 11:[Curv5<-0.129194111] yes=23,no=24,missing=23,gain=1008.77734,cover=768843
- 23:[PialArea5<0.846608043] yes=47,no=48,missing=47,gain=760.840332,cover=739329
- 47:[Sulc0<-0.37669614] yes=95,no=96,missing=95,gain=108.799744,cover=186696
- 95:leaf=0.0017496465,cover=0
- 96:leaf=0.00461568544,cover=0
- 48:[Area5<0.664770067] yes=97,no=98,missing=98,gain=794.601562,cover=552633
- 97:leaf=0.00795493554,cover=0
- 98:leaf=0.00416200655,cover=0
- 24:[Curv5<-0.0752395913] yes=49,no=50,missing=49,gain=216.721191,cover=29514
- 49:[PialArea5<0.775119185] yes=99,no=100,missing=99,gain=138.761719,cover=23988
- 99:leaf=0.00589997275,cover=0
- 100:leaf=0.0147176981,cover=0
- 50:[PialArea5<0.790770054] yes=101,no=102,missing=101,gain=114.24353,cover=5526
- 101:leaf=0.0187368318,cover=0
- 102:leaf=0.0343433954,cover=0
- 12:[Pol<156.492447] yes=25,no=26,missing=25,gain=1420.46875,cover=3160774
- 25:[Ecc<7.4459548] yes=51,no=52,missing=51,gain=1386.63281,cover=2863607
- 51:[Pol<66.6374893] yes=103,no=104,missing=103,gain=1785.75586,cover=1185945
- 103:leaf=0.0109965811,cover=0
- 104:leaf=0.00556746544,cover=0
- 52:[Pol<52.7894325] yes=105,no=106,missing=105,gain=2072.25391,cover=1677662
- 105:leaf=0.00485024042,cover=0
- 106:leaf=0.00943697989,cover=0
- 26:[PialCurv5<0.104427323] yes=53,no=54,missing=53,gain=317.141602,cover=297167
- 53:[Curv5<-0.0553030409] yes=107,no=108,missing=107,gain=353.620117,cover=247757
- 107:leaf=0.0104202135,cover=0
- 108:leaf=0.0142385587,cover=0
- 54:[PialArea5<0.472106963] yes=109,no=110,missing=109,gain=172.867798,cover=49410
- 109:leaf=0.0115563059,cover=0
- 110:leaf=0.00541743916,cover=0
- 6:[Area5<0.759248734] yes=13,no=14,missing=13,gain=645.462891,cover=548680
- 13:[PialArea5<1.33957577] yes=27,no=28,missing=28,gain=348.839844,cover=320595
- 27:[LGI5<2.50273752] yes=55,no=56,missing=55,gain=158.045898,cover=268416
- 55:[Curv5<-0.155295327] yes=111,no=112,missing=112,gain=68.0717773,cover=95568
- 111:leaf=0.0118103325,cover=0
- 112:leaf=0.0147772273,cover=0
- 56:[Sulc0<-0.751221538] yes=113,no=114,missing=113,gain=105.017578,cover=172848
- 113:leaf=0.00858437177,cover=0
- 114:leaf=0.0111070061,cover=0
- 28:[Curv5<-0.16496937] yes=57,no=58,missing=58,gain=107.953125,cover=52179
- 57:[MidArea5<1.21578133] yes=115,no=116,missing=115,gain=54.2416992,cover=37006
- 115:leaf=0.0136173237,cover=0
- 116:leaf=0.0230052285,cover=0
- 58:[PialCurv5<-0.0923183635] yes=117,no=118,missing=117,gain=76.1083984,cover=15173
- 117:leaf=0.0230007637,cover=0
- 118:leaf=0.0158673562,cover=0
- 14:[PialArea5<1.4350239] yes=29,no=30,missing=29,gain=151.369141,cover=228085
- 29:[PialCurv5<-0.0948967114] yes=59,no=60,missing=60,gain=126.57373,cover=192868
- 59:[Curv5<-0.121808149] yes=119,no=120,missing=119,gain=170.215332,cover=95880
- 119:leaf=0.00613706186,cover=0
- 120:leaf=0.0219023954,cover=0
- 60:[Area5<0.987501919] yes=121,no=122,missing=121,gain=105.746094,cover=96988
- 121:leaf=0.00930674747,cover=0
- 122:leaf=0.000489526021,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=61,gain=77.8017578,cover=35217
- 61:[Ecc<3.10160303] yes=123,no=124,missing=123,gain=64.0869141,cover=30122
- 123:leaf=0.0169439744,cover=0
- 124:leaf=0.0111109605,cover=0
- 62:[PialCurv5<-0.0426128618] yes=125,no=126,missing=125,gain=15.96772,cover=5095
- 125:leaf=0.00660516648,cover=0
- 126:leaf=-0.00194205518,cover=0
-booster[42]:
-0:[Ecc<0.943656743] yes=1,no=2,missing=2,gain=1368.03906,cover=5124388
- 1:[LGI5<2.42399812] yes=3,no=4,missing=3,gain=181.294922,cover=283012
- 3:[PialCurv5<0.074624911] yes=7,no=8,missing=7,gain=125.609375,cover=185904
- 7:[PialCurv5<-0.0923183635] yes=15,no=16,missing=15,gain=142.941406,cover=162726
- 15:[PialArea5<1.1133045] yes=31,no=32,missing=31,gain=69.5432129,cover=70516
- 31:[Curv5<-0.0881721899] yes=63,no=64,missing=64,gain=49.3029785,cover=56253
- 63:leaf=0.00994209852,cover=0
- 64:leaf=0.0248453338,cover=0
- 32:[Area5<0.433531314] yes=65,no=66,missing=65,gain=22.4871826,cover=14263
- 65:leaf=0.0431685857,cover=0
- 66:leaf=0.0138645265,cover=0
- 16:[PialArea5<0.908809483] yes=33,no=34,missing=34,gain=64.3432617,cover=92210
- 33:[Curv5<-0.0413376503] yes=67,no=68,missing=67,gain=78.9555664,cover=65446
- 67:leaf=0.0116513735,cover=0
- 68:leaf=0.0152209243,cover=0
- 34:[Area5<0.864337862] yes=69,no=70,missing=69,gain=27.5009766,cover=26764
- 69:leaf=0.0161336847,cover=0
- 70:leaf=0.00269987108,cover=0
- 8:[PialArea5<0.360595763] yes=17,no=18,missing=17,gain=79.4492798,cover=23178
- 17:[Curv5<0.155577481] yes=35,no=36,missing=35,gain=25.0655212,cover=2934
- 35:[PialArea5<0.301675379] yes=71,no=72,missing=72,gain=9.21885681,cover=1117
- 71:leaf=0.0289103389,cover=0
- 72:leaf=0.0190699119,cover=0
- 36:[PialArea5<0.281252682] yes=73,no=74,missing=73,gain=6.01568604,cover=1817
- 73:leaf=0.0176135655,cover=0
- 74:leaf=0.010991401,cover=0
- 18:[PialArea5<0.529292643] yes=37,no=38,missing=37,gain=36.8293762,cover=20244
- 37:[Curv5<0.122410901] yes=75,no=76,missing=75,gain=66.9646606,cover=10186
- 75:leaf=0.0145173389,cover=0
- 76:leaf=0.00627064705,cover=0
- 38:[Curv5<0.101325236] yes=77,no=78,missing=78,gain=25.2733459,cover=10058
- 77:leaf=0.00701981131,cover=0
- 78:leaf=0.00154923205,cover=0
- 4:[PialCurv5<0.0331302322] yes=9,no=10,missing=9,gain=62.0444336,cover=97108
- 9:[Curv5<0.000893599819] yes=19,no=20,missing=19,gain=80.6088867,cover=81112
- 19:[PialArea5<0.998395085] yes=39,no=40,missing=39,gain=57.3056641,cover=77245
- 39:[Area5<0.660333693] yes=79,no=80,missing=79,gain=72.1008301,cover=54465
- 79:leaf=0.009512119,cover=0
- 80:leaf=0.00441710372,cover=0
- 40:[Area5<0.504816413] yes=81,no=82,missing=82,gain=22.7590332,cover=22780
- 81:leaf=0.0195501111,cover=0
- 82:leaf=0.0114143547,cover=0
- 20:[PialCurv5<0.0044251224] yes=41,no=42,missing=41,gain=16.6130371,cover=3867
- 41:[LGI5<2.50608969] yes=83,no=84,missing=83,gain=19.921051,cover=1975
- 83:leaf=0.0247582719,cover=0
- 84:leaf=0.0146210594,cover=0
- 42:[PialArea5<0.576038003] yes=85,no=86,missing=86,gain=21.0640564,cover=1892
- 85:leaf=0.0193387698,cover=0
- 86:leaf=0.0087461127,cover=0
- 10:[PialArea5<0.39986974] yes=21,no=22,missing=22,gain=29.1145325,cover=15996
- 21:[Sulc0<-0.137935251] yes=43,no=44,missing=43,gain=21.2855682,cover=2777
- 43:[Area5<0.700531542] yes=87,no=88,missing=87,gain=15.7934265,cover=1853
- 87:leaf=0.0136238961,cover=0
- 88:leaf=0.0454685055,cover=0
- 44:[Sulc0<0.676033437] yes=89,no=90,missing=90,gain=5.31184101,cover=924
- 89:leaf=0.00564722531,cover=0
- 90:leaf=-0.0177399106,cover=0
- 22:[PialCurv5<0.175003663] yes=45,no=46,missing=46,gain=15.9040527,cover=13219
- 45:[PialArea5<0.647521853] yes=91,no=92,missing=91,gain=17.7246857,cover=9698
- 91:leaf=0.00833608862,cover=0
- 92:leaf=0.00394420139,cover=0
- 46:[Ecc<0.353712648] yes=93,no=94,missing=94,gain=7.51523304,cover=3521
- 93:leaf=0.00715269241,cover=0
- 94:leaf=0.00151286053,cover=0
- 2:[PialArea5<0.991309822] yes=5,no=6,missing=5,gain=1125.44531,cover=4841376
- 5:[Area5<0.4695113] yes=11,no=12,missing=11,gain=988.09375,cover=3819037
- 11:[PialArea5<0.655307472] yes=23,no=24,missing=23,gain=238.990723,cover=128601
- 23:[Curv5<-0.331971258] yes=47,no=48,missing=47,gain=143.809326,cover=27530
- 47:[PialArea5<0.458904862] yes=95,no=96,missing=95,gain=25.5609264,cover=5747
- 95:leaf=-0.00589288352,cover=0
- 96:leaf=0.00212550513,cover=0
- 48:[Sulc0<0.703387856] yes=97,no=98,missing=97,gain=124.480469,cover=21783
- 97:leaf=0.00999889988,cover=0
- 98:leaf=-0.00945684034,cover=0
- 24:[PialCurv5<-0.113441773] yes=49,no=50,missing=49,gain=145.380371,cover=101071
- 49:[Area5<0.380439579] yes=99,no=100,missing=99,gain=159.792725,cover=66947
- 99:leaf=0.0172250662,cover=0
- 100:leaf=0.0102757579,cover=0
- 50:[Area5<0.404548973] yes=101,no=102,missing=101,gain=43.8847656,cover=34124
- 101:leaf=0.0194196738,cover=0
- 102:leaf=0.0145100355,cover=0
- 12:[Curv5<-0.0860676765] yes=25,no=26,missing=26,gain=1401.69531,cover=3690436
- 25:[Area5<0.670794368] yes=51,no=52,missing=51,gain=1611.59961,cover=1181253
- 51:[PialArea5<0.82654506] yes=103,no=104,missing=103,gain=1688.3125,cover=838185
- 103:leaf=0.00436953083,cover=0
- 104:leaf=0.00887371134,cover=0
- 52:[Pol<15.1533136] yes=105,no=106,missing=106,gain=356.124634,cover=343068
- 105:leaf=0.00709271431,cover=0
- 106:leaf=0.0021469919,cover=0
- 26:[Ecc<5.21075869] yes=53,no=54,missing=53,gain=2020.03516,cover=2509183
- 53:[Pol<62.0115929] yes=107,no=108,missing=107,gain=1410.01465,cover=602466
- 107:leaf=0.0154753616,cover=0
- 108:leaf=0.00462626386,cover=0
- 54:[Ecc<23.5513935] yes=109,no=110,missing=109,gain=1214.53125,cover=1906717
- 109:leaf=0.00925666746,cover=0
- 110:leaf=0.00636452949,cover=0
- 6:[Area5<0.72690624] yes=13,no=14,missing=13,gain=1086.47266,cover=1022339
- 13:[Curv5<-0.129194111] yes=27,no=28,missing=27,gain=316.158203,cover=535000
- 27:[Area5<0.613672853] yes=55,no=56,missing=55,gain=363.757812,cover=441426
- 55:[Area5<0.513795495] yes=111,no=112,missing=112,gain=97.1367188,cover=113662
- 111:leaf=0.016306391,cover=0
- 112:leaf=0.011940117,cover=0
- 56:[PialArea5<1.21550834] yes=113,no=114,missing=113,gain=298.53418,cover=327764
- 113:leaf=0.0084197931,cover=0
- 114:leaf=0.0120674474,cover=0
- 28:[PialCurv5<-0.0965851992] yes=57,no=58,missing=57,gain=223.290039,cover=93574
- 57:[PialArea5<1.29873812] yes=115,no=116,missing=115,gain=62.4991455,cover=5508
- 115:leaf=0.0205862876,cover=0
- 116:leaf=0.0346841328,cover=0
- 58:[Pol<53.6550331] yes=117,no=118,missing=117,gain=114.366211,cover=88066
- 117:leaf=0.0100922957,cover=0
- 118:leaf=0.0139216632,cover=0
- 14:[PialArea5<1.29873812] yes=29,no=30,missing=29,gain=333.985352,cover=487339
- 29:[Curv5<-0.141545609] yes=59,no=60,missing=60,gain=210.432617,cover=384548
- 59:[PialCurv5<-0.0800075978] yes=119,no=120,missing=119,gain=158.289307,cover=186249
- 119:leaf=0.00507935556,cover=0
- 120:leaf=0.0108193355,cover=0
- 60:[Pol<146.864227] yes=121,no=122,missing=122,gain=173.820312,cover=198299
- 121:leaf=0.0070844586,cover=0
- 122:leaf=0.0108070141,cover=0
- 30:[Area5<0.854415178] yes=61,no=62,missing=61,gain=112.010986,cover=102791
- 61:[MidArea5<1.21578133] yes=123,no=124,missing=124,gain=125.950684,cover=68730
- 123:leaf=0.0104885921,cover=0
- 124:leaf=0.0191531535,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=34.8572998,cover=34061
- 125:leaf=0.00839206949,cover=0
- 126:leaf=0.00451680599,cover=0
-booster[43]:
-0:[Area5<0.564792395] yes=1,no=2,missing=1,gain=1272.00781,cover=5124388
- 1:[PialArea5<0.769840837] yes=3,no=4,missing=4,gain=891.615234,cover=646091
- 3:[Curv5<-0.156904668] yes=7,no=8,missing=7,gain=477.181641,cover=291436
- 7:[Area5<0.433531314] yes=15,no=16,missing=16,gain=450.17334,cover=141827
- 15:[Curv5<-0.39144522] yes=31,no=32,missing=31,gain=114.113525,cover=36477
- 31:[PialArea5<0.567627013] yes=63,no=64,missing=63,gain=40.5028496,cover=3025
- 63:leaf=-0.00397777883,cover=0
- 64:leaf=0.00778476009,cover=0
- 32:[Area5<0.380439579] yes=65,no=66,missing=65,gain=99.2061768,cover=33452
- 65:leaf=0.0147246988,cover=0
- 66:leaf=0.00899828039,cover=0
- 16:[PialArea5<0.693130434] yes=33,no=34,missing=33,gain=131.979004,cover=105350
- 33:[PialCurv5<-0.0779728889] yes=67,no=68,missing=67,gain=45.9025536,cover=43553
- 67:leaf=0.00100086536,cover=0
- 68:leaf=0.00610040128,cover=0
- 34:[PialCurv5<-0.103163145] yes=69,no=70,missing=70,gain=49.4522705,cover=61797
- 69:leaf=0.00442701345,cover=0
- 70:leaf=0.0078423908,cover=0
- 8:[PialCurv5<0.137877449] yes=17,no=18,missing=17,gain=546.711426,cover=149609
- 17:[Curv5<-0.106344692] yes=35,no=36,missing=36,gain=95.0620117,cover=124213
- 35:[Area5<0.476400614] yes=71,no=72,missing=71,gain=138.784912,cover=39644
- 71:leaf=0.0129200239,cover=0
- 72:leaf=0.00664770463,cover=0
- 36:[PialCurv5<0.0308136549] yes=73,no=74,missing=74,gain=97.6352539,cover=84569
- 73:leaf=0.0128149763,cover=0
- 74:leaf=0.00909418147,cover=0
- 18:[Curv5<0.245671451] yes=37,no=38,missing=38,gain=66.0963974,cover=25396
- 37:[PialArea5<0.245474651] yes=75,no=76,missing=75,gain=21.0368195,cover=18052
- 75:leaf=0.0100462949,cover=0
- 76:leaf=0.00382931321,cover=0
- 38:[PialArea5<0.281252682] yes=77,no=78,missing=78,gain=12.2626152,cover=7344
- 77:leaf=0.000672870257,cover=0
- 78:leaf=-0.00341657922,cover=0
- 4:[Curv5<-0.16496937] yes=9,no=10,missing=10,gain=490.3125,cover=354655
- 9:[Area5<0.44435063] yes=19,no=20,missing=19,gain=313.661133,cover=280021
- 19:[PialArea5<0.914612174] yes=39,no=40,missing=39,gain=70.9025879,cover=40505
- 39:[Area5<0.380439579] yes=79,no=80,missing=79,gain=48.6630859,cover=33144
- 79:leaf=0.0178930294,cover=0
- 80:leaf=0.0124859381,cover=0
- 40:[Area5<0.404548973] yes=81,no=82,missing=81,gain=22.8005371,cover=7361
- 81:leaf=0.0236977302,cover=0
- 82:leaf=0.0171475019,cover=0
- 20:[PialArea5<0.906120181] yes=41,no=42,missing=41,gain=337.810547,cover=239516
- 41:[PialCurv5<-0.132898524] yes=83,no=84,missing=84,gain=88.2270508,cover=134141
- 83:leaf=0.00644454081,cover=0
- 84:leaf=0.00901996903,cover=0
- 42:[PialArea5<1.15332794] yes=85,no=86,missing=85,gain=73.8579102,cover=105375
- 85:leaf=0.0112366034,cover=0
- 86:leaf=0.0160732083,cover=0
- 10:[Curv5<-0.115945198] yes=21,no=22,missing=22,gain=96.8686523,cover=74634
- 21:[PialArea5<0.906120181] yes=43,no=44,missing=43,gain=60.8110352,cover=52000
- 43:[Area5<0.483568966] yes=87,no=88,missing=88,gain=50.1933594,cover=35702
- 87:leaf=0.0156459473,cover=0
- 88:leaf=0.0113268103,cover=0
- 44:[Area5<0.4695113] yes=89,no=90,missing=89,gain=28.0388184,cover=16298
- 89:leaf=0.0231847297,cover=0
- 90:leaf=0.0154942675,cover=0
- 22:[Ecc<6.58772182] yes=45,no=46,missing=45,gain=22.0949707,cover=22634
- 45:[PialArea5<0.887534022] yes=91,no=92,missing=92,gain=15.5693359,cover=18437
- 91:leaf=0.017425783,cover=0
- 92:leaf=0.0208567064,cover=0
- 46:[Pol<41.8258972] yes=93,no=94,missing=93,gain=22.6324463,cover=4197
- 93:leaf=0.00151014049,cover=0
- 94:leaf=0.0152714802,cover=0
- 2:[PialArea5<1.05969977] yes=5,no=6,missing=5,gain=1250.64062,cover=4478297
- 5:[Curv5<-0.0816265643] yes=11,no=12,missing=11,gain=1541.64844,cover=3761017
- 11:[Area5<0.688713074] yes=23,no=24,missing=23,gain=1240.22363,cover=1208942
- 23:[PialArea5<0.851613045] yes=47,no=48,missing=48,gain=1692.87598,cover=813407
- 47:[Sulc0<-0.137935251] yes=95,no=96,missing=95,gain=562.484253,cover=325050
- 95:leaf=0.00269576954,cover=0
- 96:leaf=0.00843207352,cover=0
- 48:[PialCurv5<-0.0914456472] yes=97,no=98,missing=98,gain=948.423828,cover=488357
- 97:leaf=0.00666042184,cover=0
- 98:leaf=0.0113082482,cover=0
- 24:[Pol<14.1659222] yes=49,no=50,missing=50,gain=394.950195,cover=395535
- 49:[Ecc<4.73840666] yes=99,no=100,missing=100,gain=57.1257935,cover=48009
- 99:leaf=0.0117032602,cover=0
- 100:leaf=0.00655827392,cover=0
- 50:[PialArea5<0.943111241] yes=101,no=102,missing=101,gain=323.183716,cover=347526
- 101:leaf=0.00082093908,cover=0
- 102:leaf=0.00387141551,cover=0
- 12:[PialCurv5<-0.0379593484] yes=25,no=26,missing=25,gain=2189.52344,cover=2552075
- 25:[Curv5<-0.048490826] yes=51,no=52,missing=52,gain=1084.67773,cover=148473
- 51:[PialCurv5<-0.058241725] yes=103,no=104,missing=103,gain=314.334717,cover=97366
- 103:leaf=0.0139907245,cover=0
- 104:leaf=0.0080844285,cover=0
- 52:[Pol<89.1530609] yes=105,no=106,missing=105,gain=145.288574,cover=51107
- 105:leaf=0.0219916366,cover=0
- 106:leaf=0.0166537575,cover=0
- 26:[Ecc<5.33884621] yes=53,no=54,missing=53,gain=1567.15625,cover=2403602
- 53:[Pol<146.864227] yes=107,no=108,missing=108,gain=896.824707,cover=624171
- 107:leaf=0.00430379342,cover=0
- 108:leaf=0.0107828407,cover=0
- 54:[Pol<52.7894325] yes=109,no=110,missing=109,gain=1183.92578,cover=1779431
- 109:leaf=0.00409585843,cover=0
- 110:leaf=0.0082736155,cover=0
- 6:[Area5<0.755546272] yes=13,no=14,missing=13,gain=642.708984,cover=717280
- 13:[PialArea5<1.31770575] yes=27,no=28,missing=27,gain=357.957031,cover=432101
- 27:[PialCurv5<-0.105644517] yes=55,no=56,missing=55,gain=175.734375,cover=371886
- 55:[Curv5<-0.138079464] yes=111,no=112,missing=111,gain=154.55957,cover=184414
- 111:leaf=0.00838510506,cover=0
- 112:leaf=0.0206802096,cover=0
- 56:[Pol<58.6768646] yes=113,no=114,missing=113,gain=157.576172,cover=187472
- 113:leaf=0.00916885119,cover=0
- 114:leaf=0.0120766833,cover=0
- 28:[Curv5<-0.155295327] yes=57,no=58,missing=57,gain=104.381348,cover=60215
- 57:[PialArea5<1.57955706] yes=115,no=116,missing=115,gain=62.8200684,cover=46319
- 115:leaf=0.0119810952,cover=0
- 116:leaf=0.0176053625,cover=0
- 58:[PialCurv5<-0.0923183635] yes=117,no=118,missing=117,gain=97.1585693,cover=13896
- 117:leaf=0.0230765697,cover=0
- 118:leaf=0.0144088985,cover=0
- 14:[PialArea5<1.36541271] yes=29,no=30,missing=29,gain=164.705566,cover=285179
- 29:[Area5<0.854415178] yes=59,no=60,missing=59,gain=135.238037,cover=227406
- 59:[PialCurv5<-0.0829703882] yes=119,no=120,missing=119,gain=132.399414,cover=186252
- 119:leaf=0.00597564736,cover=0
- 120:leaf=0.00866581406,cover=0
- 60:[Pol<16.156723] yes=121,no=122,missing=122,gain=48.1824951,cover=41154
- 121:leaf=0.00752679352,cover=0
- 122:leaf=0.00315081561,cover=0
- 30:[Area5<0.924216449] yes=61,no=62,missing=61,gain=78.8952637,cover=57773
- 61:[MidArea5<1.21578133] yes=123,no=124,missing=123,gain=74.3927002,cover=45528
- 123:leaf=0.00963663869,cover=0
- 124:leaf=0.0151595045,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=125,gain=17.4903259,cover=12245
- 125:leaf=0.00456147734,cover=0
- 126:leaf=0.00848776195,cover=0
-booster[44]:
-0:[Ecc<20.0856266] yes=1,no=2,missing=1,gain=1223.10156,cover=5124388
- 1:[PialCurv5<0.15079549] yes=3,no=4,missing=3,gain=1536.07031,cover=4115078
- 3:[Sulc0<0.167916268] yes=7,no=8,missing=7,gain=1524.82031,cover=3306304
- 7:[Area5<0.663006425] yes=15,no=16,missing=15,gain=1375.35156,cover=2980541
- 15:[PialArea5<0.836640656] yes=31,no=32,missing=31,gain=1571.63281,cover=1497855
- 31:[Curv5<-0.134546712] yes=63,no=64,missing=63,gain=853.005859,cover=769488
- 63:leaf=0.00531327166,cover=0
- 64:leaf=0.00864442252,cover=0
- 32:[Curv5<-0.130991504] yes=65,no=66,missing=65,gain=1053.04883,cover=728367
- 65:leaf=0.00940630678,cover=0
- 66:leaf=0.0144485636,cover=0
- 16:[PialArea5<1.08444798] yes=33,no=34,missing=33,gain=921.939453,cover=1482686
- 33:[Curv5<-0.0708468556] yes=67,no=68,missing=67,gain=1158.25781,cover=1057303
- 67:leaf=0.00390085322,cover=0
- 68:leaf=0.00721780164,cover=0
- 34:[Area5<0.811441243] yes=69,no=70,missing=69,gain=314.484375,cover=425383
- 69:leaf=0.00917848665,cover=0
- 70:leaf=0.0059731123,cover=0
- 8:[Ecc<8.41855335] yes=17,no=18,missing=17,gain=892.644531,cover=325763
- 17:[Ecc<4.53598547] yes=35,no=36,missing=35,gain=220.80542,cover=143229
- 35:[PialArea5<0.669517875] yes=71,no=72,missing=72,gain=32.6358337,cover=25792
- 71:leaf=0.00498596299,cover=0
- 72:leaf=0.000797942223,cover=0
- 36:[Pol<113.913933] yes=73,no=74,missing=73,gain=99.8706055,cover=117437
- 73:leaf=0.00980482157,cover=0
- 74:leaf=0.00606132066,cover=0
- 18:[Pol<114.966316] yes=37,no=38,missing=37,gain=548.680664,cover=182534
- 37:[PialCurv5<0.0695191324] yes=75,no=76,missing=75,gain=240.712891,cover=113102
- 75:leaf=0.0186059959,cover=0
- 76:leaf=0.0138323754,cover=0
- 38:[LGI5<3.17022181] yes=77,no=78,missing=77,gain=200.456543,cover=69432
- 77:leaf=0.0119481282,cover=0
- 78:leaf=0.00632847799,cover=0
- 4:[Sulc0<0.540103436] yes=9,no=10,missing=9,gain=1141.51172,cover=808774
- 9:[PialArea5<0.542192638] yes=19,no=20,missing=19,gain=457.543457,cover=478095
- 19:[Area5<0.675895274] yes=39,no=40,missing=39,gain=508.392334,cover=311116
- 39:[PialArea5<0.38075453] yes=79,no=80,missing=79,gain=196.400024,cover=167730
- 79:leaf=0.00554433232,cover=0
- 80:leaf=0.00193442986,cover=0
- 40:[Curv5<0.126145482] yes=81,no=82,missing=81,gain=304.572021,cover=143386
- 81:leaf=0.0111009693,cover=0
- 82:leaf=0.00585117284,cover=0
- 20:[Curv5<0.10516572] yes=41,no=42,missing=41,gain=266.940063,cover=166979
- 41:[Pol<110.287491] yes=83,no=84,missing=83,gain=127.004852,cover=78390
- 83:leaf=0.0058549298,cover=0
- 84:leaf=0.00182711449,cover=0
- 42:[Pol<102.241241] yes=85,no=86,missing=85,gain=102.215942,cover=88589
- 85:leaf=0.00195460208,cover=0
- 86:leaf=-0.00150133844,cover=0
- 10:[Curv5<0.166947007] yes=21,no=22,missing=21,gain=536.124023,cover=330679
- 21:[PialArea5<0.34410578] yes=43,no=44,missing=43,gain=335.969727,cover=197911
- 43:[PialArea5<0.281252682] yes=87,no=88,missing=87,gain=56.0397949,cover=37460
- 87:leaf=0.0179114323,cover=0
- 88:leaf=0.012757984,cover=0
- 44:[Curv5<0.126145482] yes=89,no=90,missing=89,gain=241.570801,cover=160451
- 89:leaf=0.0105953496,cover=0
- 90:leaf=0.00667949254,cover=0
- 22:[PialArea5<0.245474651] yes=45,no=46,missing=45,gain=183.327026,cover=132768
- 45:[Area5<0.598585367] yes=91,no=92,missing=92,gain=66.4957275,cover=10040
- 91:leaf=0.00624346687,cover=0
- 92:leaf=0.0147622256,cover=0
- 46:[Curv5<0.20983994] yes=93,no=94,missing=93,gain=92.6918945,cover=122728
- 93:leaf=0.00561931869,cover=0
- 94:leaf=0.00260473508,cover=0
- 2:[PialArea5<0.533624351] yes=5,no=6,missing=6,gain=784.341797,cover=1009310
- 5:[Curv5<0.126145482] yes=11,no=12,missing=11,gain=440.823242,cover=240291
- 11:[PialArea5<0.385581404] yes=23,no=24,missing=23,gain=108.00293,cover=93317
- 23:[Area5<0.626857519] yes=47,no=48,missing=47,gain=63.7415771,cover=16422
- 47:[Area5<0.462054074] yes=95,no=96,missing=95,gain=29.3226852,cover=3616
- 95:leaf=-0.00452627847,cover=0
- 96:leaf=0.0100283613,cover=0
- 48:[PialArea5<0.324585885] yes=97,no=98,missing=98,gain=29.0911865,cover=12806
- 97:leaf=0.0202866327,cover=0
- 98:leaf=0.0146638257,cover=0
- 24:[Curv5<0.0974604636] yes=49,no=50,missing=50,gain=107.610596,cover=76895
- 49:[Curv5<-0.0390223041] yes=99,no=100,missing=99,gain=110.53418,cover=38366
- 99:leaf=0.00334209576,cover=0
- 100:leaf=0.0126001658,cover=0
- 50:[Area5<0.702101529] yes=101,no=102,missing=101,gain=85.1984863,cover=38529
- 101:leaf=0.00492744055,cover=0
- 102:leaf=0.00980003923,cover=0
- 12:[PialArea5<0.292306483] yes=25,no=26,missing=25,gain=426.281982,cover=146974
- 25:[Area5<0.613672853] yes=51,no=52,missing=52,gain=109.842285,cover=18629
- 51:[Area5<0.483568966] yes=103,no=104,missing=104,gain=37.1425247,cover=4565
- 103:leaf=-0.00660567963,cover=0
- 104:leaf=0.00812762324,cover=0
- 52:[PialArea5<0.245474651] yes=105,no=106,missing=105,gain=74.7572021,cover=14064
- 105:leaf=0.0218170099,cover=0
- 106:leaf=0.0134035023,cover=0
- 26:[Area5<0.683164001] yes=53,no=54,missing=54,gain=154.862793,cover=128345
- 53:[PialArea5<0.370812863] yes=107,no=108,missing=108,gain=54.2792053,cover=39317
- 107:leaf=0.0042640497,cover=0
- 108:leaf=0.000520529633,cover=0
- 54:[PialArea5<0.370812863] yes=109,no=110,missing=109,gain=189.972412,cover=89028
- 109:leaf=0.0098786382,cover=0
- 110:leaf=0.00485984329,cover=0
- 6:[Pol<8.56911278] yes=13,no=14,missing=14,gain=401.257812,cover=769019
- 13:[Curv5<-0.0881721899] yes=27,no=28,missing=28,gain=55.2873535,cover=59591
- 27:[PialArea5<1.22674179] yes=55,no=56,missing=55,gain=37.8807373,cover=51815
- 55:[Sulc0<-0.864702106] yes=111,no=112,missing=112,gain=34.3519287,cover=46830
- 111:leaf=0.00515818549,cover=0
- 112:leaf=0.00835352577,cover=0
- 56:[LGI5<3.21727777] yes=113,no=114,missing=113,gain=4.35290527,cover=4985
- 113:leaf=0.0134424632,cover=0
- 114:leaf=0.010425372,cover=0
- 28:[PialCurv5<-0.0487009101] yes=57,no=58,missing=57,gain=48.8771667,cover=7776
- 57:[Curv5<-0.0390223041] yes=115,no=116,missing=116,gain=13.9754639,cover=1345
- 115:leaf=0.0192518234,cover=0
- 116:leaf=0.0345719606,cover=0
- 58:[PialArea5<0.836640656] yes=117,no=118,missing=117,gain=19.1328125,cover=6431
- 117:leaf=0.0151342275,cover=0
- 118:leaf=0.00904945284,cover=0
- 14:[Sulc0<-0.0713235363] yes=29,no=30,missing=29,gain=452.322266,cover=709428
- 29:[PialArea5<0.943111241] yes=59,no=60,missing=59,gain=240.38678,cover=294350
- 59:[Area5<0.664770067] yes=119,no=120,missing=120,gain=88.917984,cover=151787
- 119:leaf=0.00253126747,cover=0
- 120:leaf=8.72304081e-05,cover=0
- 60:[Pol<41.8258972] yes=121,no=122,missing=121,gain=179.970825,cover=142563
- 121:leaf=0.00233813468,cover=0
- 122:leaf=0.00591617217,cover=0
- 30:[PialCurv5<0.0128733069] yes=61,no=62,missing=61,gain=843.689941,cover=415078
- 61:[Area5<0.717401922] yes=123,no=124,missing=123,gain=556.568848,cover=159238
- 123:leaf=0.0110224131,cover=0
- 124:leaf=0.00509306556,cover=0
- 62:[Pol<57.0350037] yes=125,no=126,missing=125,gain=310.564575,cover=255840
- 125:leaf=0.00150013133,cover=0
- 126:leaf=0.00506085111,cover=0
-booster[45]:
-0:[Ecc<1.73852015] yes=1,no=2,missing=1,gain=1156.52344,cover=5124388
- 1:[LGI5<2.37224698] yes=3,no=4,missing=3,gain=466.992188,cover=586041
- 3:[PialArea5<0.874648154] yes=7,no=8,missing=8,gain=180.083008,cover=271305
- 7:[Sulc0<-0.195981219] yes=15,no=16,missing=15,gain=102.175293,cover=163715
- 15:[Curv5<-0.0902613774] yes=31,no=32,missing=31,gain=102.575684,cover=147046
- 31:[Area5<0.542713821] yes=63,no=64,missing=63,gain=98.9528809,cover=78466
- 63:leaf=0.0097104162,cover=0
- 64:leaf=0.00596422004,cover=0
- 32:[PialCurv5<0.010724308] yes=65,no=66,missing=66,gain=122.869141,cover=68580
- 65:leaf=0.0133597376,cover=0
- 66:leaf=0.00911464542,cover=0
- 16:[PialArea5<0.355263293] yes=33,no=34,missing=33,gain=26.664505,cover=16669
- 33:[Curv5<0.166947007] yes=67,no=68,missing=67,gain=15.3403625,cover=1772
- 67:leaf=0.0196127668,cover=0
- 68:leaf=0.00870990288,cover=0
- 34:[Pol<89.1530609] yes=69,no=70,missing=70,gain=17.1385803,cover=14897
- 69:leaf=0.00738165621,cover=0
- 70:leaf=0.00371140474,cover=0
- 8:[PialCurv5<-0.0974217355] yes=17,no=18,missing=18,gain=106.395996,cover=107590
- 17:[Area5<0.529385149] yes=35,no=36,missing=35,gain=61.9018555,cover=55417
- 35:[PialArea5<1.21550834] yes=71,no=72,missing=71,gain=25.5999146,cover=14278
- 71:leaf=0.0128755225,cover=0
- 72:leaf=0.0274222139,cover=0
- 36:[PialArea5<1.13220918] yes=73,no=74,missing=73,gain=53.2225342,cover=41139
- 73:leaf=0.00804849528,cover=0
- 74:leaf=0.0118191531,cover=0
- 18:[Area5<0.894858658] yes=37,no=38,missing=37,gain=81.8935547,cover=52173
- 37:[Sulc0<-0.540693521] yes=75,no=76,missing=75,gain=52.920166,cover=51186
- 75:leaf=0.0144429356,cover=0
- 76:leaf=0.00989168324,cover=0
- 38:[Curv5<-0.146701202] yes=77,no=78,missing=77,gain=3.65631747,cover=987
- 77:leaf=0.0106072137,cover=0
- 78:leaf=-0.00157513691,cover=0
- 4:[Sulc0<-0.305269122] yes=9,no=10,missing=9,gain=215.778809,cover=314736
- 9:[LGI5<2.51969218] yes=19,no=20,missing=19,gain=126.701172,cover=265427
- 19:[PialArea5<1.14602101] yes=39,no=40,missing=39,gain=87.2373047,cover=193699
- 39:[Pol<65.8802414] yes=79,no=80,missing=80,gain=126.676758,cover=172915
- 79:leaf=0.00633404637,cover=0
- 80:leaf=0.00924361497,cover=0
- 40:[PialArea5<1.48916721] yes=81,no=82,missing=81,gain=36.4776611,cover=20784
- 81:leaf=0.0111273481,cover=0
- 82:leaf=0.0187991951,cover=0
- 20:[Area5<0.759248734] yes=41,no=42,missing=41,gain=48.3000488,cover=71728
- 41:[LGI5<2.61550069] yes=83,no=84,missing=83,gain=34.9174805,cover=67799
- 83:leaf=0.00734141469,cover=0
- 84:leaf=0.0049303011,cover=0
- 42:[PialArea5<1.10654831] yes=85,no=86,missing=85,gain=11.756012,cover=3929
- 85:leaf=-0.00137098087,cover=0
- 86:leaf=0.00422165636,cover=0
- 10:[PialArea5<0.281252682] yes=21,no=22,missing=21,gain=55.4213257,cover=49309
- 21:[Area5<0.645846248] yes=43,no=44,missing=44,gain=8.6913147,cover=600
- 43:[Sulc0<0.254506379] yes=87,no=88,missing=88,gain=6.16675186,cover=532
- 87:leaf=0.0187715515,cover=0
- 88:leaf=-0.00232953462,cover=0
- 44:[LGI5<2.58517122] yes=89,no=90,missing=90,gain=3.82719803,cover=68
- 89:leaf=0.0276495125,cover=0
- 90:leaf=0.0548408441,cover=0
- 22:[Pol<127.133438] yes=45,no=46,missing=45,gain=40.7443542,cover=48709
- 45:[Pol<98.4687576] yes=91,no=92,missing=92,gain=30.466156,cover=36898
- 91:leaf=0.00440119253,cover=0
- 92:leaf=0.00131730875,cover=0
- 46:[PialCurv5<0.128475845] yes=93,no=94,missing=93,gain=20.3178101,cover=11811
- 93:leaf=0.00889430661,cover=0
- 94:leaf=0.00474484405,cover=0
- 2:[Curv5<0.157731384] yes=5,no=6,missing=5,gain=871.039062,cover=4538347
- 5:[PialArea5<0.450022906] yes=11,no=12,missing=11,gain=1936.94531,cover=4115803
- 11:[PialArea5<0.34410578] yes=23,no=24,missing=23,gain=458.735352,cover=301627
- 23:[Area5<0.638344944] yes=47,no=48,missing=48,gain=138.134277,cover=62898
- 47:[Area5<0.420677572] yes=95,no=96,missing=95,gain=55.7861938,cover=15174
- 95:leaf=-0.00822896045,cover=0
- 96:leaf=0.0106329201,cover=0
- 48:[PialCurv5<0.275165707] yes=97,no=98,missing=97,gain=123.194824,cover=47724
- 97:leaf=0.017771028,cover=0
- 98:leaf=0.0126212155,cover=0
- 24:[Curv5<0.126145482] yes=49,no=50,missing=49,gain=332.786133,cover=238729
- 49:[Area5<0.655598104] yes=99,no=100,missing=99,gain=284.250977,cover=117082
- 99:leaf=0.00811758917,cover=0
- 100:leaf=0.0132460892,cover=0
- 50:[Area5<0.703760326] yes=101,no=102,missing=101,gain=199.917236,cover=121647
- 101:leaf=0.00561695127,cover=0
- 102:leaf=0.00967116188,cover=0
- 12:[Curv5<0.101325236] yes=25,no=26,missing=26,gain=1443.51172,cover=3814176
- 25:[Sulc0<0.0294309072] yes=51,no=52,missing=51,gain=1239.52734,cover=3490689
- 51:[PialArea5<0.920147538] yes=103,no=104,missing=104,gain=1424.50391,cover=2642315
- 103:leaf=0.00496738777,cover=0
- 104:leaf=0.00729054678,cover=0
- 52:[MidArea5<0.69566375] yes=105,no=106,missing=105,gain=1125.19727,cover=848374
- 105:leaf=0.0102795642,cover=0
- 106:leaf=0.00662294403,cover=0
- 26:[PialArea5<0.542192638] yes=53,no=54,missing=54,gain=695.2677,cover=323487
- 53:[Area5<0.695856333] yes=107,no=108,missing=108,gain=341.351074,cover=176035
- 107:leaf=0.00240504206,cover=0
- 108:leaf=0.00695584714,cover=0
- 54:[Area5<0.72690624] yes=109,no=110,missing=109,gain=112.000992,cover=147452
- 109:leaf=-0.000953427923,cover=0
- 110:leaf=0.00182247197,cover=0
- 6:[PialArea5<0.349780142] yes=13,no=14,missing=14,gain=797.186768,cover=422544
- 13:[Area5<0.646843374] yes=27,no=28,missing=27,gain=344.848145,cover=164544
- 27:[PialArea5<0.245474651] yes=55,no=56,missing=55,gain=152.875244,cover=72687
- 55:[Area5<0.525751591] yes=111,no=112,missing=112,gain=82.0551453,cover=11404
- 111:leaf=-0.000840928406,cover=0
- 112:leaf=0.0114155896,cover=0
- 56:[Curv5<0.266060919] yes=113,no=114,missing=113,gain=100.988525,cover=61283
- 113:leaf=0.00425128127,cover=0
- 114:leaf=-0.00146966905,cover=0
- 28:[PialArea5<0.267248243] yes=57,no=58,missing=57,gain=270.10791,cover=91857
- 57:[PialArea5<0.245474651] yes=115,no=116,missing=115,gain=45.9077148,cover=12791
- 115:leaf=0.0189439151,cover=0
- 116:leaf=0.0129344705,cover=0
- 58:[PialCurv5<0.371846795] yes=117,no=118,missing=117,gain=132.035522,cover=79066
- 117:leaf=0.00960186683,cover=0
- 118:leaf=0.0054399888,cover=0
- 14:[PialArea5<0.454431564] yes=29,no=30,missing=30,gain=223.438965,cover=258000
- 29:[Curv5<0.20983994] yes=59,no=60,missing=60,gain=254.833618,cover=176911
- 59:[Area5<0.722552657] yes=119,no=120,missing=119,gain=95.7886963,cover=137251
- 119:leaf=0.00365829654,cover=0
- 120:leaf=0.00652994728,cover=0
- 60:[Curv5<0.245671451] yes=121,no=122,missing=122,gain=27.7269497,cover=39660
- 121:leaf=0.000726921018,cover=0
- 122:leaf=-0.00236219401,cover=0
- 30:[PialCurv5<0.125401646] yes=61,no=62,missing=62,gain=42.5385361,cover=81089
- 61:[LGI5<2.62853003] yes=123,no=124,missing=123,gain=17.5452919,cover=4878
- 123:leaf=0.00205043633,cover=0
- 124:leaf=0.0080600027,cover=0
- 62:[Area5<0.765896857] yes=125,no=126,missing=125,gain=33.490242,cover=76211
- 125:leaf=-0.000434541114,cover=0
- 126:leaf=0.00231001317,cover=0
-booster[46]:
-0:[Area5<0.529385149] yes=1,no=2,missing=1,gain=1135.30469,cover=5124388
- 1:[PialArea5<0.727568209] yes=3,no=4,missing=3,gain=490.838867,cover=403112
- 3:[Curv5<-0.279226273] yes=7,no=8,missing=7,gain=266.226807,cover=138971
- 7:[Area5<0.380439579] yes=15,no=16,missing=16,gain=76.2553864,cover=27578
- 15:[PialArea5<0.567627013] yes=31,no=32,missing=31,gain=36.6158752,cover=3995
- 31:[PialArea5<0.331288606] yes=63,no=64,missing=63,gain=16.3599453,cover=1263
- 63:leaf=-0.0136166438,cover=0
- 64:leaf=0.00358281401,cover=0
- 32:[PialCurv5<-0.167439327] yes=65,no=66,missing=65,gain=7.09370422,cover=2732
- 65:leaf=0.00861319993,cover=0
- 66:leaf=0.0138263134,cover=0
- 16:[PialArea5<0.609252691] yes=33,no=34,missing=33,gain=50.2898064,cover=23583
- 33:[Sulc0<-0.493071198] yes=67,no=68,missing=67,gain=10.5780525,cover=7918
- 67:leaf=-0.00424859999,cover=0
- 68:leaf=-0.000577150553,cover=0
- 34:[Sulc0<-0.389213681] yes=69,no=70,missing=69,gain=28.3467751,cover=15665
- 69:leaf=0.00177598244,cover=0
- 70:leaf=0.00782850478,cover=0
- 8:[PialCurv5<0.212141559] yes=17,no=18,missing=17,gain=168.908203,cover=111393
- 17:[Curv5<-0.129194111] yes=35,no=36,missing=36,gain=160.047363,cover=105672
- 35:[Area5<0.404548973] yes=71,no=72,missing=71,gain=211.517151,cover=55592
- 71:leaf=0.0125367045,cover=0
- 72:leaf=0.0046862443,cover=0
- 36:[Sulc0<0.795422614] yes=73,no=74,missing=74,gain=115.182495,cover=50080
- 73:leaf=0.0103746392,cover=0
- 74:leaf=-0.0094894236,cover=0
- 18:[LGI5<3.40779543] yes=37,no=38,missing=37,gain=18.4625721,cover=5721
- 37:[Curv5<-0.0439181365] yes=75,no=76,missing=75,gain=15.8284845,cover=5417
- 75:leaf=0.0408625714,cover=0
- 76:leaf=-0.00163591083,cover=0
- 38:[Sulc0<1.11117697] yes=77,no=78,missing=77,gain=9.09790134,cover=304
- 77:leaf=0.0158077702,cover=0
- 78:leaf=-0.004878812,cover=0
- 4:[PialCurv5<-0.11578764] yes=9,no=10,missing=9,gain=301.379883,cover=264141
- 9:[Area5<0.420677572] yes=19,no=20,missing=19,gain=184.647949,cover=149297
- 19:[Area5<0.380439579] yes=39,no=40,missing=40,gain=38.2550049,cover=23898
- 39:[PialArea5<0.906120181] yes=79,no=80,missing=79,gain=14.3355103,cover=7398
- 79:leaf=0.0151082352,cover=0
- 80:leaf=0.0240227189,cover=0
- 40:[PialArea5<0.864470184] yes=81,no=82,missing=81,gain=30.8001709,cover=16500
- 81:leaf=0.0101221902,cover=0
- 82:leaf=0.015126531,cover=0
- 20:[PialArea5<0.890138209] yes=41,no=42,missing=41,gain=190.684326,cover=125399
- 41:[Sulc0<-0.895242691] yes=83,no=84,missing=84,gain=45.0092773,cover=82585
- 83:leaf=0.00495845219,cover=0
- 84:leaf=0.00738697499,cover=0
- 42:[Curv5<-0.188354567] yes=85,no=86,missing=86,gain=41.5355225,cover=42814
- 85:leaf=0.0101971608,cover=0
- 86:leaf=0.0163821243,cover=0
- 10:[Area5<0.44435063] yes=21,no=22,missing=21,gain=106.262695,cover=114844
- 21:[PialArea5<0.903379142] yes=43,no=44,missing=43,gain=24.1778564,cover=20226
- 43:[Area5<0.404548973] yes=87,no=88,missing=87,gain=16.1120605,cover=16762
- 87:leaf=0.0170826297,cover=0
- 88:leaf=0.0136189656,cover=0
- 44:[Curv5<-0.200394869] yes=89,no=90,missing=89,gain=8.59790039,cover=3464
- 89:leaf=0.0171004515,cover=0
- 90:leaf=0.0222136695,cover=0
- 22:[Curv5<-0.134546712] yes=45,no=46,missing=45,gain=123.878906,cover=94618
- 45:[PialArea5<0.908809483] yes=91,no=92,missing=91,gain=66.9938965,cover=72199
- 91:leaf=0.00929963961,cover=0
- 92:leaf=0.012535112,cover=0
- 46:[Ecc<4.46987629] yes=93,no=94,missing=94,gain=14.5742188,cover=22419
- 93:leaf=0.0154496226,cover=0
- 94:leaf=0.0126377633,cover=0
- 2:[PialArea5<1.05055559] yes=5,no=6,missing=5,gain=1070.74219,cover=4721276
- 5:[PialCurv5<-0.0940372422] yes=11,no=12,missing=11,gain=1283.67969,cover=3948548
- 11:[Curv5<-0.125495523] yes=23,no=24,missing=24,gain=828.265137,cover=776784
- 23:[PialArea5<0.798493028] yes=47,no=48,missing=47,gain=584.826904,cover=750643
- 47:[Sulc0<-0.389213681] yes=95,no=96,missing=95,gain=86.233429,cover=148669
- 95:leaf=0.000161181291,cover=0
- 96:leaf=0.00293114432,cover=0
- 48:[Area5<0.628069878] yes=97,no=98,missing=97,gain=650.024414,cover=601974
- 97:leaf=0.00626473874,cover=0
- 98:leaf=0.00294368993,cover=0
- 24:[Curv5<-0.0752395913] yes=49,no=50,missing=50,gain=133.371826,cover=26141
- 49:[PialArea5<0.775119185] yes=99,no=100,missing=100,gain=116.871338,cover=20390
- 99:leaf=0.00512535824,cover=0
- 100:leaf=0.0133402292,cover=0
- 50:[PialArea5<0.780359626] yes=101,no=102,missing=102,gain=98.6989746,cover=5751
- 101:leaf=0.0151567115,cover=0
- 102:leaf=0.0294610206,cover=0
- 12:[Pol<155.012512] yes=25,no=26,missing=25,gain=1242.99609,cover=3171764
- 25:[Ecc<7.69572639] yes=51,no=52,missing=51,gain=1071.51953,cover=2857144
- 51:[Pol<98.4687576] yes=103,no=104,missing=103,gain=1325.70117,cover=1260275
- 103:leaf=0.00650034472,cover=0
- 104:leaf=0.00325525994,cover=0
- 52:[Ecc<21.0377083] yes=105,no=106,missing=105,gain=1574.94727,cover=1596869
- 105:leaf=0.00802998524,cover=0
- 106:leaf=0.00481048692,cover=0
- 26:[PialCurv5<0.101587482] yes=53,no=54,missing=53,gain=264.421875,cover=314620
- 53:[Curv5<-0.0439181365] yes=107,no=108,missing=107,gain=302.798828,cover=260897
- 107:leaf=0.00854779687,cover=0
- 108:leaf=0.0120560741,cover=0
- 54:[PialArea5<0.507580996] yes=109,no=110,missing=110,gain=155.088745,cover=53723
- 109:leaf=0.00881657656,cover=0
- 110:leaf=0.00343999197,cover=0
- 6:[LGI5<2.55687809] yes=13,no=14,missing=13,gain=624.371094,cover=772728
- 13:[Area5<0.924216449] yes=27,no=28,missing=27,gain=223.111328,cover=272558
- 27:[PialArea5<1.57955706] yes=55,no=56,missing=56,gain=236.242188,cover=267158
- 55:[LGI5<2.30690479] yes=111,no=112,missing=112,gain=142.738281,cover=258585
- 111:leaf=0.0121268379,cover=0
- 112:leaf=0.0091234399,cover=0
- 56:[Curv5<-0.200394869] yes=113,no=114,missing=114,gain=26.0603027,cover=8573
- 113:leaf=0.0145882815,cover=0
- 114:leaf=0.0202839132,cover=0
- 28:[Pol<56.1920547] yes=57,no=58,missing=57,gain=38.3000069,cover=5400
- 57:[PialArea5<1.57955706] yes=115,no=116,missing=116,gain=15.5581779,cover=1569
- 115:leaf=0.0023289891,cover=0
- 116:leaf=0.0125593413,cover=0
- 58:[PialArea5<1.25128293] yes=117,no=118,missing=117,gain=10.1371861,cover=3831
- 117:leaf=-0.00543517061,cover=0
- 118:leaf=-0.000284063601,cover=0
- 14:[Pol<51.9018669] yes=29,no=30,missing=30,gain=350.584961,cover=500170
- 29:[Pol<14.1659222] yes=59,no=60,missing=59,gain=484.301758,cover=272466
- 59:[Curv5<-0.177508175] yes=119,no=120,missing=119,gain=38.2729492,cover=84655
- 119:leaf=0.00788426492,cover=0
- 120:leaf=0.0100783622,cover=0
- 60:[Ecc<6.41291761] yes=121,no=122,missing=121,gain=181.364502,cover=187811
- 121:leaf=0.00621808926,cover=0
- 122:leaf=0.00298574916,cover=0
- 30:[Sulc0<-0.720188618] yes=61,no=62,missing=61,gain=293.729492,cover=227704
- 61:[PialArea5<1.36541271] yes=123,no=124,missing=124,gain=75.3954468,cover=56898
- 123:leaf=0.00445291307,cover=0
- 124:leaf=0.0100921802,cover=0
- 62:[Area5<0.765896857] yes=125,no=126,missing=125,gain=196.833496,cover=170806
- 125:leaf=0.0106852204,cover=0
- 126:leaf=0.00723519269,cover=0
-booster[47]:
-0:[Area5<0.584141672] yes=1,no=2,missing=1,gain=1055.60156,cover=5124388
- 1:[PialArea5<0.750515759] yes=3,no=4,missing=4,gain=1001.58984,cover=826517
- 3:[Curv5<-0.230516881] yes=7,no=8,missing=8,gain=404.019043,cover=330040
- 7:[Area5<0.380439579] yes=15,no=16,missing=16,gain=218.147644,cover=78212
- 15:[PialArea5<0.476533443] yes=31,no=32,missing=32,gain=38.1659851,cover=8032
- 31:[PialArea5<0.331288606] yes=63,no=64,missing=63,gain=11.763792,cover=704
- 63:leaf=-0.0129401106,cover=0
- 64:leaf=0.00254568341,cover=0
- 32:[Pol<57.8577347] yes=65,no=66,missing=65,gain=17.9572144,cover=7328
- 65:leaf=0.00596864289,cover=0
- 66:leaf=0.0124239316,cover=0
- 16:[Area5<0.513795495] yes=33,no=34,missing=33,gain=66.4353485,cover=70180
- 33:[PialArea5<0.632563293] yes=67,no=68,missing=67,gain=79.6401367,cover=39868
- 67:leaf=-0.000719381613,cover=0
- 68:leaf=0.00424324116,cover=0
- 34:[Sulc0<-0.426983118] yes=69,no=70,missing=69,gain=42.3140945,cover=30312
- 69:leaf=-0.00137968268,cover=0
- 70:leaf=0.00286605209,cover=0
- 8:[PialCurv5<0.178517133] yes=17,no=18,missing=17,gain=493.282227,cover=251828
- 17:[Curv5<-0.110226393] yes=35,no=36,missing=36,gain=268.342773,cover=214983
- 35:[Area5<0.453641325] yes=71,no=72,missing=71,gain=301.376709,cover=90633
- 71:leaf=0.0102612972,cover=0
- 72:leaf=0.00365948048,cover=0
- 36:[PialCurv5<0.0519027263] yes=73,no=74,missing=73,gain=141.967529,cover=124350
- 73:leaf=0.0100243306,cover=0
- 74:leaf=0.00632036244,cover=0
- 18:[Curv5<0.266060919] yes=37,no=38,missing=37,gain=45.1869888,cover=36845
- 37:[PialArea5<0.267248243] yes=75,no=76,missing=75,gain=53.1164627,cover=28861
- 75:leaf=0.00688574463,cover=0
- 76:leaf=0.00112419447,cover=0
- 38:[PialArea5<0.281252682] yes=77,no=78,missing=78,gain=13.3696804,cover=7984
- 77:leaf=-0.000166255908,cover=0
- 78:leaf=-0.00425916305,cover=0
- 4:[Curv5<-0.144993886] yes=9,no=10,missing=10,gain=709.408203,cover=496477
- 9:[Area5<0.462054074] yes=19,no=20,missing=19,gain=356.777344,cover=415652
- 19:[PialArea5<0.906120181] yes=39,no=40,missing=39,gain=82.7351074,cover=71031
- 39:[Area5<0.404548973] yes=79,no=80,missing=79,gain=65.2514648,cover=56734
- 79:leaf=0.0134432437,cover=0
- 80:leaf=0.00960184541,cover=0
- 40:[Curv5<-0.215837389] yes=81,no=82,missing=81,gain=31.4035645,cover=14297
- 81:leaf=0.013267017,cover=0
- 82:leaf=0.0182960015,cover=0
- 20:[PialArea5<0.898016751] yes=41,no=42,missing=41,gain=432.117188,cover=344621
- 41:[Sulc0<-0.338601172] yes=83,no=84,missing=83,gain=142.734863,cover=183444
- 83:leaf=0.00549426069,cover=0
- 84:leaf=0.0104200197,cover=0
- 42:[PialCurv5<-0.132898524] yes=85,no=86,missing=86,gain=120.306152,cover=161177
- 85:leaf=0.00742443511,cover=0
- 86:leaf=0.010385708,cover=0
- 10:[Curv5<-0.0983823985] yes=21,no=22,missing=22,gain=89.0517578,cover=80825
- 21:[PialArea5<0.872134149] yes=43,no=44,missing=43,gain=62.4667969,cover=54398
- 43:[Area5<0.517926872] yes=87,no=88,missing=87,gain=34.6060791,cover=33578
- 87:leaf=0.0129900901,cover=0
- 88:leaf=0.00965688564,cover=0
- 44:[LGI5<2.46263766] yes=89,no=90,missing=89,gain=20.0629883,cover=20820
- 89:leaf=0.0157773476,cover=0
- 90:leaf=0.0126521755,cover=0
- 22:[PialCurv5<-0.0245349593] yes=45,no=46,missing=45,gain=32.4133301,cover=26427
- 45:[PialArea5<0.816499233] yes=91,no=92,missing=92,gain=15.5559082,cover=18906
- 91:leaf=0.0154428184,cover=0
- 92:leaf=0.0183219872,cover=0
- 46:[Ecc<28.2834949] yes=93,no=94,missing=93,gain=17.0409546,cover=7521
- 93:leaf=0.0132302735,cover=0
- 94:leaf=-0.00894589722,cover=0
- 2:[PialArea5<0.355263293] yes=5,no=6,missing=6,gain=1059.48828,cover=4297871
- 5:[Curv5<0.164550796] yes=11,no=12,missing=12,gain=891.703125,cover=235007
- 11:[PialCurv5<0.275165707] yes=23,no=24,missing=23,gain=196.539062,cover=91265
- 23:[PialArea5<0.292306483] yes=47,no=48,missing=47,gain=109.786133,cover=53092
- 47:[PialArea5<0.267248243] yes=95,no=96,missing=95,gain=18.8952637,cover=10457
- 95:leaf=0.0221500769,cover=0
- 96:leaf=0.0177456662,cover=0
- 48:[Area5<0.660333693] yes=97,no=98,missing=98,gain=69.7302246,cover=42635
- 97:leaf=0.0111234728,cover=0
- 98:leaf=0.0152829383,cover=0
- 24:[PialArea5<0.267248243] yes=49,no=50,missing=49,gain=67.9971924,cover=38173
- 49:[PialArea5<0.245474651] yes=99,no=100,missing=99,gain=9.92483521,cover=2518
- 99:leaf=0.0223422572,cover=0
- 100:leaf=0.0157222562,cover=0
- 50:[Area5<0.691153347] yes=101,no=102,missing=101,gain=68.6254883,cover=35655
- 101:leaf=0.00715820817,cover=0
- 102:leaf=0.0115621267,cover=0
- 12:[PialArea5<0.267248243] yes=25,no=26,missing=26,gain=338.668457,cover=143742
- 25:[PialCurv5<0.362132162] yes=51,no=52,missing=51,gain=66.9124756,cover=24546
- 51:[PialArea5<0.245474651] yes=103,no=104,missing=103,gain=38.6417236,cover=12278
- 103:leaf=0.0173753854,cover=0
- 104:leaf=0.0117572164,cover=0
- 52:[LGI5<3.00812316] yes=105,no=106,missing=105,gain=31.348053,cover=12268
- 105:leaf=0.00775556592,cover=0
- 106:leaf=0.0135112004,cover=0
- 26:[Area5<0.66824472] yes=53,no=54,missing=53,gain=161.147949,cover=119196
- 53:[Sulc0<0.0931760818] yes=107,no=108,missing=108,gain=83.4098511,cover=62804
- 107:leaf=0.0118647348,cover=0
- 108:leaf=0.00327573949,cover=0
- 54:[PialCurv5<0.343960524] yes=109,no=110,missing=109,gain=84.1937256,cover=56392
- 109:leaf=0.00958220195,cover=0
- 110:leaf=0.00568088703,cover=0
- 6:[Curv5<0.129884616] yes=13,no=14,missing=13,gain=1484.19922,cover=4062864
- 13:[PialArea5<0.555011809] yes=27,no=28,missing=27,gain=2114.96094,cover=3581250
- 27:[Curv5<0.099404186] yes=55,no=56,missing=55,gain=473.775391,cover=390507
- 55:[Curv5<-0.0413376503] yes=111,no=112,missing=112,gain=355.041992,cover=200873
- 111:leaf=0.00182728062,cover=0
- 112:leaf=0.0115218377,cover=0
- 56:[Area5<0.691945016] yes=113,no=114,missing=113,gain=344.401855,cover=189634
- 113:leaf=0.00494327955,cover=0
- 114:leaf=0.00929441117,cover=0
- 28:[Curv5<0.0736173838] yes=57,no=58,missing=57,gain=1474.22656,cover=3190743
- 57:[Ecc<17.7876587] yes=115,no=116,missing=115,gain=984.0625,cover=2931835
- 115:leaf=0.00629514828,cover=0
- 116:leaf=0.00416971277,cover=0
- 58:[PialArea5<0.632563293] yes=117,no=118,missing=117,gain=372.529572,cover=258908
- 117:leaf=0.00368743553,cover=0
- 118:leaf=-0.00010683445,cover=0
- 14:[PialArea5<0.476533443] yes=29,no=30,missing=29,gain=693.235718,cover=481614
- 29:[Curv5<0.190557376] yes=59,no=60,missing=59,gain=405.224121,cover=317098
- 59:[Area5<0.710077047] yes=119,no=120,missing=119,gain=219.061523,cover=240864
- 119:leaf=0.00392971467,cover=0
- 120:leaf=0.00696102856,cover=0
- 60:[Curv5<0.216179401] yes=121,no=122,missing=121,gain=54.8334656,cover=76234
- 121:leaf=0.00223080674,cover=0
- 122:leaf=-0.000494211097,cover=0
- 30:[Area5<0.768806875] yes=61,no=62,missing=62,gain=81.6311874,cover=164516
- 61:[PialCurv5<0.0877920389] yes=123,no=124,missing=123,gain=62.8470612,cover=130594
- 123:leaf=0.00536246039,cover=0
- 124:leaf=-0.000493998989,cover=0
- 62:[PialArea5<0.559226274] yes=125,no=126,missing=125,gain=62.0258636,cover=33922
- 125:leaf=0.00434714323,cover=0
- 126:leaf=3.42417479e-05,cover=0
-booster[48]:
-0:[Ecc<19.4699688] yes=1,no=2,missing=2,gain=974.5625,cover=5124388
- 1:[PialCurv5<0.144311354] yes=3,no=4,missing=4,gain=1202.87109,cover=4075045
- 3:[Sulc0<0.0530014001] yes=7,no=8,missing=7,gain=1313.91797,cover=3245030
- 7:[Area5<0.654657125] yes=15,no=16,missing=15,gain=1149.47656,cover=2798346
- 15:[PialArea5<0.813682437] yes=31,no=32,missing=32,gain=1315.10938,cover=1349431
- 31:[Curv5<-0.0943295062] yes=63,no=64,missing=64,gain=572.822754,cover=605626
- 63:leaf=0.00420654984,cover=0
- 64:leaf=0.00736215198,cover=0
- 32:[PialCurv5<-0.0914456472] yes=65,no=66,missing=66,gain=942.679688,cover=743805
- 65:leaf=0.00740170339,cover=0
- 66:leaf=0.011282932,cover=0
- 16:[Pol<154.27803] yes=33,no=34,missing=33,gain=908.953125,cover=1448915
- 33:[Pol<96.2546158] yes=67,no=68,missing=67,gain=1156.80566,cover=1199070
- 67:leaf=0.00563083356,cover=0
- 68:leaf=0.00230632769,cover=0
- 34:[Curv5<-0.163374811] yes=69,no=70,missing=69,gain=700.000977,cover=249845
- 69:leaf=0.0040855268,cover=0
- 70:leaf=0.00972410943,cover=0
- 8:[Ecc<8.29616165] yes=17,no=18,missing=17,gain=1123.69141,cover=446684
- 17:[Ecc<4.73840666] yes=35,no=36,missing=36,gain=387.060791,cover=213660
- 35:[Ecc<3.29132295] yes=71,no=72,missing=71,gain=63.4172363,cover=52839
- 71:leaf=0.000831026118,cover=0
- 72:leaf=0.00430532079,cover=0
- 36:[PialCurv5<0.0354230702] yes=73,no=74,missing=73,gain=114.583252,cover=160821
- 73:leaf=0.00958711281,cover=0
- 74:leaf=0.00672066724,cover=0
- 18:[Pol<114.966316] yes=37,no=38,missing=38,gain=582.237305,cover=233024
- 37:[Ecc<12.0179253] yes=75,no=76,missing=75,gain=273.78418,cover=135026
- 75:leaf=0.0112833669,cover=0
- 76:leaf=0.0157871787,cover=0
- 38:[LGI5<3.09244633] yes=77,no=78,missing=77,gain=211.130371,cover=97998
- 77:leaf=0.0104642836,cover=0
- 78:leaf=0.00575829064,cover=0
- 4:[PialArea5<0.48968944] yes=9,no=10,missing=9,gain=895.897461,cover=830015
- 9:[Curv5<0.157731384] yes=19,no=20,missing=19,gain=943.641602,cover=519181
- 19:[PialArea5<0.370812863] yes=39,no=40,missing=39,gain=303.319824,cover=222610
- 39:[Area5<0.651789546] yes=79,no=80,missing=80,gain=74.1020508,cover=57128
- 79:leaf=0.00835372508,cover=0
- 80:leaf=0.0123718036,cover=0
- 40:[Area5<0.681571782] yes=81,no=82,missing=81,gain=287.966064,cover=165482
- 81:leaf=0.00434260955,cover=0
- 82:leaf=0.00864759926,cover=0
- 20:[PialArea5<0.331288606] yes=41,no=42,missing=41,gain=303.917847,cover=296571
- 41:[Area5<0.633885562] yes=83,no=84,missing=83,gain=175.483521,cover=97674
- 83:leaf=0.00358891417,cover=0
- 84:leaf=0.00788539555,cover=0
- 42:[Curv5<0.20983994] yes=85,no=86,missing=85,gain=214.716003,cover=198897
- 85:leaf=0.00364904036,cover=0
- 86:leaf=-0.000109408204,cover=0
- 10:[Curv5<0.120553598] yes=21,no=22,missing=21,gain=392.411438,cover=310834
- 21:[PialArea5<0.580179036] yes=43,no=44,missing=43,gain=340.675537,cover=176103
- 43:[Area5<0.684738636] yes=87,no=88,missing=87,gain=224.911621,cover=71694
- 87:leaf=0.00280521088,cover=0
- 88:leaf=0.00860783365,cover=0
- 44:[Pol<110.287491] yes=89,no=90,missing=90,gain=135.963959,cover=104409
- 89:leaf=0.00372196781,cover=0
- 90:leaf=0.00011046906,cover=0
- 22:[Area5<0.754342616] yes=45,no=46,missing=45,gain=90.8467789,cover=134731
- 45:[Pol<101.159882] yes=91,no=92,missing=91,gain=59.0676003,cover=99620
- 91:leaf=0.000983523554,cover=0
- 92:leaf=-0.00151479512,cover=0
- 46:[PialArea5<0.580179036] yes=93,no=94,missing=94,gain=84.0530624,cover=35111
- 93:leaf=0.00443626102,cover=0
- 94:leaf=-0.000544708571,cover=0
- 2:[Sulc0<0.0294309072] yes=5,no=6,missing=5,gain=694.358887,cover=1049343
- 5:[Pol<9.44515038] yes=11,no=12,missing=12,gain=442.083862,cover=427370
- 11:[Pol<5.08026028] yes=23,no=24,missing=24,gain=41.5112305,cover=60688
- 23:[PialCurv5<-0.126528949] yes=47,no=48,missing=47,gain=22.0393677,cover=36828
- 47:[Sulc0<-0.745069146] yes=95,no=96,missing=96,gain=13.1473083,cover=14944
- 95:leaf=0.00505167991,cover=0
- 96:leaf=0.00804844033,cover=0
- 48:[PialArea5<1.28208315] yes=97,no=98,missing=97,gain=12.1052246,cover=21884
- 97:leaf=0.00850096997,cover=0
- 98:leaf=0.0129945083,cover=0
- 24:[PialArea5<1.21550834] yes=49,no=50,missing=50,gain=16.1755829,cover=23860
- 49:[Sulc0<-0.872199774] yes=99,no=100,missing=99,gain=14.0811768,cover=21682
- 99:leaf=0.00247437996,cover=0
- 100:leaf=0.00545191066,cover=0
- 50:[LGI5<3.37729335] yes=101,no=102,missing=101,gain=2.81380463,cover=2178
- 101:leaf=0.0103462553,cover=0
- 102:leaf=0.00627203612,cover=0
- 12:[Pol<40.9012032] yes=25,no=26,missing=25,gain=275.377258,cover=366682
- 25:[Pol<19.2006226] yes=51,no=52,missing=52,gain=179.026276,cover=127637
- 51:[PialArea5<1.14602101] yes=103,no=104,missing=104,gain=42.8085022,cover=48539
- 103:leaf=0.00205514859,cover=0
- 104:leaf=0.00621371716,cover=0
- 52:[PialCurv5<-0.0456207059] yes=105,no=106,missing=106,gain=70.4679871,cover=79098
- 105:leaf=1.19934475e-05,cover=0
- 106:leaf=-0.00304942182,cover=0
- 26:[Pol<114.432869] yes=53,no=54,missing=53,gain=292.298523,cover=239045
- 53:[Area5<0.669950843] yes=107,no=108,missing=108,gain=143.153259,cover=32242
- 107:leaf=0.0119122025,cover=0
- 108:leaf=0.00502273394,cover=0
- 54:[PialArea5<0.908809483] yes=109,no=110,missing=109,gain=365.120087,cover=206803
- 109:leaf=0.000252658181,cover=0
- 110:leaf=0.00446108123,cover=0
- 6:[PialCurv5<0.00236006663] yes=13,no=14,missing=13,gain=515.581543,cover=621973
- 13:[Pol<95.050293] yes=27,no=28,missing=27,gain=542.469238,cover=112043
- 27:[Curv5<-0.00866711512] yes=55,no=56,missing=55,gain=289.799316,cover=41688
- 55:[Pol<44.6807365] yes=111,no=112,missing=111,gain=217.242676,cover=32427
- 111:leaf=0.00813207403,cover=0
- 112:leaf=0.0170817729,cover=0
- 56:[PialCurv5<-0.00955641083] yes=113,no=114,missing=113,gain=65.2128906,cover=9261
- 113:leaf=0.0248750187,cover=0
- 114:leaf=0.0164676793,cover=0
- 28:[Pol<144.670364] yes=57,no=58,missing=57,gain=401.226196,cover=70355
- 57:[Area5<0.712503135] yes=115,no=116,missing=116,gain=136.659637,cover=37301
- 115:leaf=0.00518698338,cover=0
- 116:leaf=-0.000870171178,cover=0
- 58:[Ecc<39.5502243] yes=117,no=118,missing=117,gain=182.599854,cover=33054
- 117:leaf=0.00585461129,cover=0
- 118:leaf=0.0133057879,cover=0
- 14:[PialArea5<0.655307472] yes=29,no=30,missing=29,gain=757.912109,cover=509930
- 29:[Curv5<0.081820026] yes=59,no=60,missing=60,gain=463.845703,cover=340666
- 59:[Ecc<34.5416374] yes=119,no=120,missing=119,gain=105.106689,cover=71076
- 119:leaf=0.011092918,cover=0
- 120:leaf=0.0070331702,cover=0
- 60:[PialArea5<0.370812863] yes=121,no=122,missing=122,gain=438.992188,cover=269590
- 121:leaf=0.00826099142,cover=0
- 122:leaf=0.00385428639,cover=0
- 30:[Curv5<0.0635297745] yes=61,no=62,missing=61,gain=175.50412,cover=169264
- 61:[Pol<50.9985542] yes=123,no=124,missing=124,gain=154.124939,cover=129191
- 123:leaf=0.000934630923,cover=0
- 124:leaf=0.00442296639,cover=0
- 62:[PialCurv5<0.0695191324] yes=125,no=126,missing=125,gain=51.8764687,cover=40073
- 125:leaf=0.00629482418,cover=0
- 126:leaf=-0.00131654611,cover=0
-booster[49]:
-0:[Area5<0.539561152] yes=1,no=2,missing=2,gain=936.257812,cover=5124388
- 1:[PialArea5<0.727568209] yes=3,no=4,missing=3,gain=445.31543,cover=463438
- 3:[PialCurv5<-0.107211173] yes=7,no=8,missing=8,gain=239.070679,cover=158798
- 7:[Area5<0.380439579] yes=15,no=16,missing=15,gain=216.00209,cover=62229
- 15:[PialArea5<0.432214499] yes=31,no=32,missing=32,gain=35.0548706,cover=8490
- 31:[PialArea5<0.324585885] yes=63,no=64,missing=63,gain=6.50602865,cover=402
- 63:leaf=-0.0132819535,cover=0
- 64:leaf=0.000362902065,cover=0
- 32:[PialCurv5<-0.181738108] yes=65,no=66,missing=65,gain=20.4547119,cover=8088
- 65:leaf=0.00525908871,cover=0
- 66:leaf=0.0122235082,cover=0
- 16:[PialArea5<0.636387587] yes=33,no=34,missing=33,gain=52.6140137,cover=53739
- 33:[Ecc<5.59685707] yes=67,no=68,missing=68,gain=18.5525303,cover=17102
- 67:leaf=0.00185804837,cover=0
- 68:leaf=-0.00161957089,cover=0
- 34:[Area5<0.453641325] yes=69,no=70,missing=69,gain=30.649765,cover=36637
- 69:leaf=0.0049092113,cover=0
- 70:leaf=0.00186833553,cover=0
- 8:[PialCurv5<0.137877449] yes=17,no=18,missing=17,gain=193.13269,cover=96569
- 17:[Sulc0<0.849368811] yes=35,no=36,missing=35,gain=71.3972168,cover=84853
- 35:[Curv5<-0.115945198] yes=71,no=72,missing=72,gain=78.418457,cover=84393
- 71:leaf=0.00613077777,cover=0
- 72:leaf=0.00922258943,cover=0
- 36:[LGI5<3.0310638] yes=73,no=74,missing=74,gain=17.1617298,cover=460
- 73:leaf=0.00826486852,cover=0
- 74:leaf=-0.0164238382,cover=0
- 18:[Curv5<0.266060919] yes=37,no=38,missing=38,gain=33.6424026,cover=11716
- 37:[Ecc<29.3556995] yes=75,no=76,missing=75,gain=20.800642,cover=8925
- 75:leaf=0.00325158611,cover=0
- 76:leaf=-0.00503767002,cover=0
- 38:[Pol<96.8070755] yes=77,no=78,missing=78,gain=9.2447052,cover=2791
- 77:leaf=0.00025866236,cover=0
- 78:leaf=-0.00584546663,cover=0
- 4:[Curv5<-0.182293281] yes=9,no=10,missing=9,gain=302.93457,cover=304640
- 9:[Area5<0.420677572] yes=19,no=20,missing=19,gain=213.143555,cover=217784
- 19:[PialArea5<0.906120181] yes=39,no=40,missing=40,gain=39.3173828,cover=29052
- 39:[Area5<0.380439579] yes=79,no=80,missing=79,gain=31.3128662,cover=25454
- 79:leaf=0.0136587052,cover=0
- 80:leaf=0.00984302722,cover=0
- 40:[Curv5<-0.214297205] yes=81,no=82,missing=82,gain=8.96563721,cover=3598
- 81:leaf=0.0153042246,cover=0
- 82:leaf=0.021504283,cover=0
- 20:[PialArea5<0.89536339] yes=41,no=42,missing=41,gain=194.810303,cover=188732
- 41:[PialCurv5<-0.105644517] yes=83,no=84,missing=83,gain=67.368042,cover=118798
- 83:leaf=0.00537028536,cover=0
- 84:leaf=0.0087450007,cover=0
- 42:[PialArea5<0.998395085] yes=85,no=86,missing=85,gain=41.9736328,cover=69934
- 85:leaf=0.0082636876,cover=0
- 86:leaf=0.0108122723,cover=0
- 10:[Curv5<-0.121808149] yes=21,no=22,missing=21,gain=67.0307617,cover=86856
- 21:[Area5<0.462054074] yes=43,no=44,missing=43,gain=79.5783691,cover=64230
- 43:[PialArea5<0.872134149] yes=87,no=88,missing=87,gain=26.8135986,cover=14896
- 87:leaf=0.0125137884,cover=0
- 88:leaf=0.0178151857,cover=0
- 44:[PialArea5<0.851613045] yes=89,no=90,missing=89,gain=61.7150879,cover=49334
- 89:leaf=0.00773685379,cover=0
- 90:leaf=0.011280342,cover=0
- 22:[Ecc<6.58772182] yes=45,no=46,missing=45,gain=16.5987549,cover=22626
- 45:[PialArea5<0.849116743] yes=91,no=92,missing=92,gain=10.2125244,cover=18651
- 91:leaf=0.0134874657,cover=0
- 92:leaf=0.0161962863,cover=0
- 46:[Pol<38.1036148] yes=93,no=94,missing=93,gain=20.1592255,cover=3975
- 93:leaf=-0.00513796462,cover=0
- 94:leaf=0.0114063686,cover=0
- 2:[PialArea5<1.16911256] yes=5,no=6,missing=5,gain=963.234375,cover=4660950
- 5:[PialCurv5<-0.121481076] yes=11,no=12,missing=11,gain=997.8125,cover=4282186
- 11:[Curv5<-0.171285838] yes=23,no=24,missing=23,gain=571.931274,cover=525492
- 23:[PialArea5<0.824056447] yes=47,no=48,missing=47,gain=379.351318,cover=505171
- 47:[Curv5<-0.350989401] yes=95,no=96,missing=96,gain=77.504364,cover=114411
- 95:leaf=0.00422885874,cover=0
- 96:leaf=-0.00029990339,cover=0
- 48:[Curv5<-0.310856104] yes=97,no=98,missing=97,gain=280.365479,cover=390760
- 97:leaf=0.00823994074,cover=0
- 98:leaf=0.00301549328,cover=0
- 24:[Curv5<-0.125495523] yes=49,no=50,missing=49,gain=62.1558228,cover=20321
- 49:[PialArea5<0.742050111] yes=99,no=100,missing=99,gain=39.4675903,cover=16131
- 99:leaf=0.00389771583,cover=0
- 100:leaf=0.0108269444,cover=0
- 50:[PialArea5<0.806151748] yes=101,no=102,missing=101,gain=77.9823303,cover=4190
- 101:leaf=0.0109091625,cover=0
- 102:leaf=0.0247745421,cover=0
- 12:[Pol<157.965515] yes=25,no=26,missing=25,gain=941.496094,cover=3756694
- 25:[PialArea5<0.324585885] yes=51,no=52,missing=52,gain=764.605469,cover=3345557
- 51:[Curv5<0.171955615] yes=103,no=104,missing=103,gain=612.5625,cover=151081
- 103:leaf=0.0125175659,cover=0
- 104:leaf=0.00597647298,cover=0
- 52:[Curv5<0.143178418] yes=105,no=106,missing=106,gain=1142.06055,cover=3194476
- 105:leaf=0.00522916066,cover=0
- 106:leaf=0.00244594668,cover=0
- 26:[PialCurv5<-0.0868030339] yes=53,no=54,missing=53,gain=302.990234,cover=411137
- 53:[Curv5<-0.102400392] yes=107,no=108,missing=108,gain=125.031616,cover=124514
- 107:leaf=0.00521099195,cover=0
- 108:leaf=0.0142143145,cover=0
- 54:[PialCurv5<0.0798129067] yes=109,no=110,missing=109,gain=244.646484,cover=286623
- 109:leaf=0.00920928363,cover=0
- 110:leaf=0.00563065754,cover=0
- 6:[Area5<0.763170242] yes=13,no=14,missing=14,gain=393.892578,cover=378764
- 13:[PialArea5<1.4350239] yes=27,no=28,missing=28,gain=187.879883,cover=211972
- 27:[Curv5<-0.108295463] yes=55,no=56,missing=56,gain=115.347656,cover=186576
- 55:[LGI5<2.31684756] yes=111,no=112,missing=111,gain=94.2485352,cover=171308
- 111:leaf=0.0114766359,cover=0
- 112:leaf=0.00774122262,cover=0
- 56:[PialCurv5<-0.0789950639] yes=113,no=114,missing=113,gain=178.048279,cover=15268
- 113:leaf=0.0246472824,cover=0
- 114:leaf=0.0102517474,cover=0
- 28:[Curv5<-0.117843308] yes=57,no=58,missing=58,gain=57.2642822,cover=25396
- 57:[MidArea5<1.21578133] yes=115,no=116,missing=115,gain=48.7768555,cover=23649
- 115:leaf=0.0117202085,cover=0
- 116:leaf=0.0194035303,cover=0
- 58:[PialCurv5<-0.0800075978] yes=117,no=118,missing=117,gain=54.5487671,cover=1747
- 117:leaf=0.0323983617,cover=0
- 118:leaf=0.0144282132,cover=0
- 14:[PialArea5<1.57955706] yes=29,no=30,missing=30,gain=89.3972168,cover=166792
- 29:[Curv5<-0.12365336] yes=59,no=60,missing=60,gain=93.9388428,cover=154672
- 59:[PialCurv5<-0.076943703] yes=119,no=120,missing=119,gain=61.0524292,cover=111752
- 119:leaf=0.00442256778,cover=0
- 120:leaf=0.0090419231,cover=0
- 60:[PialCurv5<-0.0999256745] yes=121,no=122,missing=121,gain=90.1887207,cover=42920
- 121:leaf=0.0224179551,cover=0
- 122:leaf=0.00714004273,cover=0
- 30:[Ecc<3.54469991] yes=61,no=62,missing=62,gain=44.8302002,cover=12120
- 61:[Sulc0<-0.655889988] yes=123,no=124,missing=123,gain=25.8358154,cover=3690
- 123:leaf=0.015864281,cover=0
- 124:leaf=0.00113917724,cover=0
- 62:[Pol<155.757294] yes=125,no=126,missing=125,gain=29.5943909,cover=8430
- 125:leaf=0.00677229604,cover=0
- 126:leaf=0.0154134035,cover=0
-booster[50]:
-0:[Ecc<0.889730632] yes=1,no=2,missing=1,gain=893.074219,cover=5124388
- 1:[LGI5<2.23211861] yes=3,no=4,missing=3,gain=140.969238,cover=262995
- 3:[Sulc0<-0.237935558] yes=7,no=8,missing=7,gain=43.0755615,cover=32951
- 7:[PialCurv5<-0.0737633556] yes=15,no=16,missing=16,gain=42.0197754,cover=31287
- 15:[Curv5<-0.0881721899] yes=31,no=32,missing=32,gain=24.6548462,cover=16424
- 31:[PialArea5<1.0952065] yes=63,no=64,missing=64,gain=23.1859131,cover=15997
- 63:leaf=0.00840360299,cover=0
- 64:leaf=0.0129879657,cover=0
- 32:[Area5<0.57817024] yes=65,no=66,missing=66,gain=8.02813721,cover=427
- 65:leaf=0.010308248,cover=0
- 66:leaf=0.0258020964,cover=0
- 16:[Ecc<0.669936359] yes=33,no=34,missing=33,gain=21.0556641,cover=14863
- 33:[PialCurv5<0.200529471] yes=67,no=68,missing=67,gain=17.7606201,cover=11063
- 67:leaf=0.0149266645,cover=0
- 68:leaf=0.00476097455,cover=0
- 34:[Area5<0.754342616] yes=69,no=70,missing=70,gain=19.5829315,cover=3800
- 69:leaf=0.0108881379,cover=0
- 70:leaf=-0.00831879117,cover=0
- 8:[PialCurv5<-0.0410871245] yes=17,no=18,missing=17,gain=8.2457428,cover=1664
- 17:[Curv5<-0.0598238073] yes=35,no=36,missing=36,gain=7.73416042,cover=37
- 35:[Curv5<-0.0881721899] yes=71,no=72,missing=71,gain=1.393507,cover=20
- 71:leaf=-0.00609950768,cover=0
- 72:leaf=0.0195692163,cover=0
- 36:[Pol<50.1003532] yes=73,no=74,missing=73,gain=2.93939018,cover=17
- 73:leaf=0.0667004883,cover=0
- 74:leaf=0.0208869725,cover=0
- 18:[Curv5<0.0235087723] yes=37,no=38,missing=38,gain=6.04106188,cover=1627
- 37:[MidArea5<0.791754067] yes=75,no=76,missing=75,gain=3.08928156,cover=215
- 75:leaf=-0.00708893314,cover=0
- 76:leaf=0.0127093792,cover=0
- 38:[Sulc0<-0.0401471928] yes=77,no=78,missing=77,gain=5.14431763,cover=1412
- 77:leaf=0.00591393141,cover=0
- 78:leaf=-0.000587881193,cover=0
- 4:[PialArea5<0.994868398] yes=9,no=10,missing=9,gain=90.9609375,cover=230044
- 9:[PialArea5<0.39522177] yes=19,no=20,missing=19,gain=70.5253906,cover=175872
- 19:[Sulc0<0.0294309072] yes=39,no=40,missing=40,gain=30.3470459,cover=7800
- 39:[Area5<0.630444467] yes=79,no=80,missing=79,gain=38.4908447,cover=6924
- 79:leaf=0.0103526171,cover=0
- 80:leaf=0.0185227003,cover=0
- 40:[Sulc0<0.676033437] yes=81,no=82,missing=82,gain=3.95063233,cover=876
- 81:leaf=0.00345303002,cover=0
- 82:leaf=-0.0171248149,cover=0
- 20:[PialCurv5<0.0447484925] yes=41,no=42,missing=41,gain=104.79541,cover=168072
- 41:[Curv5<-0.0439181365] yes=83,no=84,missing=83,gain=166.550537,cover=138416
- 83:leaf=0.00656762952,cover=0
- 84:leaf=0.0110838637,cover=0
- 42:[PialArea5<0.524996102] yes=85,no=86,missing=85,gain=36.2299957,cover=29656
- 85:leaf=0.0062787733,cover=0
- 86:leaf=0.00269957585,cover=0
- 10:[Curv5<-0.115945198] yes=21,no=22,missing=21,gain=54.2099609,cover=54172
- 21:[Area5<0.476400614] yes=43,no=44,missing=44,gain=37.5264893,cover=46297
- 43:[PialArea5<1.19545019] yes=87,no=88,missing=87,gain=9.77127075,cover=1337
- 87:leaf=0.0155002596,cover=0
- 88:leaf=0.0296766069,cover=0
- 44:[Pol<36.2100182] yes=89,no=90,missing=89,gain=34.8094482,cover=44960
- 89:leaf=0.00667761127,cover=0
- 90:leaf=0.00954777468,cover=0
- 22:[Area5<0.924216449] yes=45,no=46,missing=45,gain=49.9227905,cover=7875
- 45:[PialCurv5<-0.08490628] yes=91,no=92,missing=91,gain=29.5291138,cover=7568
- 91:leaf=0.0243756007,cover=0
- 92:leaf=0.0130550163,cover=0
- 46:[LGI5<2.34364653] yes=93,no=94,missing=93,gain=3.78699303,cover=307
- 93:leaf=0.000111647474,cover=0
- 94:leaf=-0.0111639043,cover=0
- 2:[PialArea5<0.934356034] yes=5,no=6,missing=5,gain=759.1875,cover=4861393
- 5:[MidArea5<0.72893405] yes=11,no=12,missing=11,gain=1001.85547,cover=3491751
- 11:[Curv5<0.143178418] yes=23,no=24,missing=23,gain=877.410156,cover=2518920
- 23:[PialArea5<0.507580996] yes=47,no=48,missing=48,gain=1407.16992,cover=1949913
- 47:[Area5<0.650824547] yes=95,no=96,missing=96,gain=440.908203,cover=396679
- 95:leaf=0.00570864882,cover=0
- 96:leaf=0.00938023627,cover=0
- 48:[Curv5<0.0915888697] yes=97,no=98,missing=97,gain=1241.44629,cover=1553234
- 97:leaf=0.00555252377,cover=0
- 98:leaf=0.0015065762,cover=0
- 24:[PialArea5<0.413606972] yes=49,no=50,missing=49,gain=946.474121,cover=569007
- 49:[Curv5<0.204311207] yes=99,no=100,missing=99,gain=452.931641,cover=351545
- 99:leaf=0.00623860676,cover=0
- 100:leaf=0.00236759591,cover=0
- 50:[PialArea5<0.498393416] yes=101,no=102,missing=101,gain=126.4561,cover=217462
- 101:leaf=0.00168355112,cover=0
- 102:leaf=-0.000874318474,cover=0
- 12:[Area5<0.681571782] yes=25,no=26,missing=26,gain=1005.51709,cover=972831
- 25:[Sulc0<-0.188964635] yes=51,no=52,missing=52,gain=656.889893,cover=310588
- 51:[Curv5<-0.0902613774] yes=103,no=104,missing=104,gain=398.982178,cover=251065
- 103:leaf=0.00361215672,cover=0
- 104:leaf=0.0090165399,cover=0
- 52:[Area5<0.646843374] yes=105,no=106,missing=105,gain=172.246582,cover=59523
- 105:leaf=0.0143870087,cover=0
- 106:leaf=0.00854744762,cover=0
- 26:[Curv5<-0.0598238073] yes=53,no=54,missing=54,gain=521.536987,cover=662243
- 53:[Pol<18.1680222] yes=107,no=108,missing=107,gain=217.236557,cover=216166
- 107:leaf=0.00435575005,cover=0
- 108:leaf=-0.000451030879,cover=0
- 54:[PialCurv5<-0.0262977369] yes=109,no=110,missing=109,gain=704.017944,cover=446077
- 109:leaf=0.010098367,cover=0
- 110:leaf=0.00257125986,cover=0
- 6:[Area5<0.716575325] yes=13,no=14,missing=14,gain=1295.12305,cover=1369642
- 13:[Sulc0<-0.285426885] yes=27,no=28,missing=28,gain=645.645508,cover=713538
- 27:[Ecc<5.59685707] yes=55,no=56,missing=55,gain=442.230469,cover=635422
- 55:[Curv5<-0.100392215] yes=111,no=112,missing=111,gain=247.376953,cover=329472
- 111:leaf=0.0078220889,cover=0
- 112:leaf=0.0128102852,cover=0
- 56:[Sulc0<-0.673217118] yes=113,no=114,missing=113,gain=387.353027,cover=305950
- 113:leaf=0.00370163261,cover=0
- 114:leaf=0.00726642832,cover=0
- 28:[Pol<48.3047981] yes=57,no=58,missing=58,gain=342.47168,cover=78116
- 57:[Pol<13.2006302] yes=115,no=116,missing=115,gain=58.1853638,cover=17165
- 115:leaf=0.0103363944,cover=0
- 116:leaf=0.00377223874,cover=0
- 58:[Area5<0.666510165] yes=117,no=118,missing=117,gain=104.475098,cover=60951
- 117:leaf=0.0161949825,cover=0
- 118:leaf=0.0119228326,cover=0
- 14:[PialArea5<1.1133045] yes=29,no=30,missing=29,gain=418.877441,cover=656104
- 29:[Curv5<-0.0708468556] yes=59,no=60,missing=59,gain=269.970093,cover=340793
- 59:[Pol<14.1659222] yes=119,no=120,missing=120,gain=179.699554,cover=226190
- 119:leaf=0.00575471343,cover=0
- 120:leaf=0.00163593236,cover=0
- 60:[PialCurv5<-0.0487009101] yes=121,no=122,missing=122,gain=323.969849,cover=114603
- 121:leaf=0.0145029444,cover=0
- 122:leaf=0.0044149938,cover=0
- 30:[PialArea5<1.4350239] yes=61,no=62,missing=62,gain=139.331055,cover=315311
- 61:[Area5<0.839165807] yes=123,no=124,missing=123,gain=127.40625,cover=272505
- 123:leaf=0.00585210277,cover=0
- 124:leaf=0.00316128507,cover=0
- 62:[Area5<0.864337862] yes=125,no=126,missing=125,gain=75.7973633,cover=42806
- 125:leaf=0.00999848545,cover=0
- 126:leaf=0.00564680761,cover=0
-booster[51]:
-0:[Ecc<19.4699688] yes=1,no=2,missing=1,gain=830.597656,cover=5124388
- 1:[PialCurv5<0.200529471] yes=3,no=4,missing=3,gain=980.664062,cover=4075045
- 3:[Sulc0<0.263311565] yes=7,no=8,missing=7,gain=1039.31641,cover=3489589
- 7:[Area5<0.623097897] yes=15,no=16,missing=15,gain=970.832031,cover=3152107
- 15:[PialArea5<0.767178178] yes=31,no=32,missing=32,gain=934.279297,cover=1076004
- 31:[Curv5<-0.0943295062] yes=63,no=64,missing=63,gain=434.864746,cover=409614
- 63:leaf=0.00315318885,cover=0
- 64:leaf=0.00643203035,cover=0
- 32:[Curv5<-0.138079464] yes=65,no=66,missing=66,gain=885.410156,cover=666390
- 65:leaf=0.00679060444,cover=0
- 66:leaf=0.0115370825,cover=0
- 16:[PialArea5<0.961681247] yes=33,no=34,missing=33,gain=782.158203,cover=2076103
- 33:[Curv5<-0.0642315522] yes=67,no=68,missing=67,gain=1213.48047,cover=1229877
- 67:leaf=0.00182023272,cover=0
- 68:leaf=0.00505854329,cover=0
- 34:[Area5<0.767325044] yes=69,no=70,missing=69,gain=465.195312,cover=846226
- 69:leaf=0.00657678628,cover=0
- 70:leaf=0.00402019266,cover=0
- 8:[Ecc<8.41855335] yes=17,no=18,missing=17,gain=629.493164,cover=337482
- 17:[Ecc<4.94054604] yes=35,no=36,missing=36,gain=127.97644,cover=142567
- 35:[PialArea5<0.309935868] yes=71,no=72,missing=71,gain=20.8488693,cover=31193
- 71:leaf=0.00895672943,cover=0
- 72:leaf=0.00256049796,cover=0
- 36:[Pol<113.913933] yes=73,no=74,missing=73,gain=70.291748,cover=111374
- 73:leaf=0.00693842163,cover=0
- 74:leaf=0.00317862188,cover=0
- 18:[PialCurv5<0.0904879719] yes=37,no=38,missing=37,gain=305.465332,cover=194915
- 37:[Pol<113.394409] yes=75,no=76,missing=75,gain=142.309082,cover=63031
- 75:leaf=0.0148535371,cover=0
- 76:leaf=0.0100097936,cover=0
- 38:[PialArea5<0.597118378] yes=77,no=78,missing=77,gain=243.850586,cover=131884
- 77:leaf=0.00996827614,cover=0
- 78:leaf=0.00511341635,cover=0
- 4:[PialArea5<0.441150606] yes=9,no=10,missing=9,gain=652.721924,cover=585456
- 9:[Curv5<0.183586344] yes=19,no=20,missing=19,gain=558.811768,cover=340427
- 19:[Area5<0.691153347] yes=39,no=40,missing=39,gain=191.741943,cover=191799
- 39:[PialArea5<0.292306483] yes=79,no=80,missing=80,gain=145.94519,cover=90702
- 79:leaf=0.0104089053,cover=0
- 80:leaf=0.00414480967,cover=0
- 40:[PialCurv5<0.309146255] yes=81,no=82,missing=81,gain=131.767578,cover=101097
- 81:leaf=0.00962025765,cover=0
- 82:leaf=0.00597832911,cover=0
- 20:[PialArea5<0.267248243] yes=41,no=42,missing=41,gain=151.30545,cover=148628
- 41:[Area5<0.601796865] yes=83,no=84,missing=83,gain=60.6701355,cover=19342
- 83:leaf=0.00320781767,cover=0
- 84:leaf=0.00890584104,cover=0
- 42:[Curv5<0.245671451] yes=85,no=86,missing=86,gain=111.627304,cover=129286
- 85:leaf=0.00252586231,cover=0
- 86:leaf=-0.00130291248,cover=0
- 10:[Area5<0.714116395] yes=21,no=22,missing=21,gain=219.369873,cover=245029
- 21:[Pol<105.462654] yes=43,no=44,missing=43,gain=77.770134,cover=125409
- 43:[Curv5<0.120553598] yes=87,no=88,missing=88,gain=27.2520981,cover=57168
- 87:leaf=0.0029159151,cover=0
- 88:leaf=0.000547144795,cover=0
- 44:[PialArea5<0.537928462] yes=89,no=90,missing=90,gain=33.8299065,cover=68241
- 89:leaf=-0.000422616577,cover=0
- 90:leaf=-0.0027670064,cover=0
- 22:[PialArea5<0.567627013] yes=45,no=46,missing=45,gain=159.88382,cover=119620
- 45:[Curv5<0.133649558] yes=91,no=92,missing=91,gain=149.672363,cover=76697
- 91:leaf=0.00717895804,cover=0
- 92:leaf=0.00259376387,cover=0
- 46:[Pol<109.248352] yes=93,no=94,missing=93,gain=43.2363358,cover=42923
- 93:leaf=0.00201006234,cover=0
- 94:leaf=-0.00116459944,cover=0
- 2:[Sulc0<0.0294309072] yes=5,no=6,missing=5,gain=614.606934,cover=1049343
- 5:[Pol<6.72755051] yes=11,no=12,missing=11,gain=393.95105,cover=427370
- 11:[Sulc0<-0.87967056] yes=23,no=24,missing=24,gain=25.2936401,cover=46064
- 23:[PialArea5<1.05969977] yes=47,no=48,missing=48,gain=12.4800034,cover=9806
- 47:[PialArea5<0.775119185] yes=95,no=96,missing=95,gain=5.48580551,cover=5996
- 95:leaf=-0.00120420242,cover=0
- 96:leaf=0.00344698946,cover=0
- 48:[Curv5<-0.180574343] yes=97,no=98,missing=98,gain=2.59838867,cover=3810
- 97:leaf=0.00610537967,cover=0
- 98:leaf=0.0104320031,cover=0
- 24:[PialArea5<1.28208315] yes=49,no=50,missing=50,gain=17.2920532,cover=36258
- 49:[Curv5<-0.0816265643] yes=99,no=100,missing=100,gain=15.8936157,cover=34398
- 99:leaf=0.00660920003,cover=0
- 100:leaf=0.0106449779,cover=0
- 50:[MidArea5<1.09619975] yes=101,no=102,missing=102,gain=3.27967834,cover=1860
- 101:leaf=0.0100757433,cover=0
- 102:leaf=0.0143684195,cover=0
- 12:[Pol<41.8258972] yes=25,no=26,missing=26,gain=190.405151,cover=381306
- 25:[Pol<18.1680222] yes=51,no=52,missing=51,gain=229.123917,cover=144284
- 51:[PialArea5<1.14602101] yes=103,no=104,missing=103,gain=43.7339325,cover=58243
- 103:leaf=0.00207045162,cover=0
- 104:leaf=0.00584800122,cover=0
- 52:[PialCurv5<-0.0472753309] yes=105,no=106,missing=105,gain=73.4320831,cover=86041
- 105:leaf=-0.000225485332,cover=0
- 106:leaf=-0.00321559841,cover=0
- 26:[Pol<112.874634] yes=53,no=54,missing=53,gain=283.748047,cover=237022
- 53:[Area5<0.669950843] yes=107,no=108,missing=107,gain=118.418335,cover=29942
- 107:leaf=0.0110827489,cover=0
- 108:leaf=0.0046136328,cover=0
- 54:[PialArea5<0.861938] yes=109,no=110,missing=109,gain=317.39035,cover=207080
- 109:leaf=-0.0007889595,cover=0
- 110:leaf=0.00331723946,cover=0
- 6:[PialCurv5<0.0044251224] yes=13,no=14,missing=13,gain=457.333496,cover=621973
- 13:[Pol<93.3357697] yes=27,no=28,missing=27,gain=487.518066,cover=115274
- 27:[Pol<46.5024796] yes=55,no=56,missing=56,gain=254.567139,cover=43480
- 55:[Curv5<-0.00633975025] yes=111,no=112,missing=111,gain=190.655273,cover=29954
- 111:leaf=0.00724625913,cover=0
- 112:leaf=0.0176517945,cover=0
- 56:[MidArea5<0.599643409] yes=113,no=114,missing=114,gain=41.2008057,cover=13526
- 113:leaf=0.0120002832,cover=0
- 114:leaf=0.0187943596,cover=0
- 28:[Pol<143.959366] yes=57,no=58,missing=57,gain=350.554321,cover=71794
- 57:[Area5<0.712503135] yes=115,no=116,missing=115,gain=116.96521,cover=37270
- 115:leaf=0.00430938462,cover=0
- 116:leaf=-0.00129632745,cover=0
- 58:[Ecc<38.0136108] yes=117,no=118,missing=117,gain=170.689697,cover=34524
- 117:leaf=0.00423317729,cover=0
- 118:leaf=0.0114314621,cover=0
- 14:[PialArea5<0.672997355] yes=29,no=30,missing=29,gain=672.318359,cover=506699
- 29:[Curv5<0.0778492987] yes=59,no=60,missing=59,gain=387.845947,cover=354146
- 59:[PialArea5<0.613238215] yes=119,no=120,missing=119,gain=100.811523,cover=72899
- 119:leaf=0.00993726589,cover=0
- 120:leaf=0.00611989247,cover=0
- 60:[PialArea5<0.502762914] yes=121,no=122,missing=121,gain=399.411621,cover=281247
- 121:leaf=0.00555852754,cover=0
- 122:leaf=0.00138840103,cover=0
- 30:[PialCurv5<0.0447484925] yes=61,no=62,missing=61,gain=145.658813,cover=152553
- 61:[Sulc0<0.345196545] yes=123,no=124,missing=123,gain=121.932404,cover=56363
- 123:leaf=0.00156515185,cover=0
- 124:leaf=0.00645406311,cover=0
- 62:[Pol<62.799984] yes=125,no=126,missing=125,gain=104.88604,cover=96190
- 125:leaf=-0.00145055482,cover=0
- 126:leaf=0.00186546321,cover=0
-booster[52]:
-0:[Area5<0.509397149] yes=1,no=2,missing=1,gain=804.734375,cover=5124388
- 1:[PialArea5<0.724588811] yes=3,no=4,missing=3,gain=265.202148,cover=303029
- 3:[Curv5<-0.287682682] yes=7,no=8,missing=7,gain=164.183594,cover=104032
- 7:[PialArea5<0.597118378] yes=15,no=16,missing=15,gain=53.2732658,cover=20631
- 15:[PialArea5<0.458904862] yes=31,no=32,missing=31,gain=11.6968727,cover=7155
- 31:[PialCurv5<-0.0363363102] yes=63,no=64,missing=63,gain=5.68675232,cover=1813
- 63:leaf=-0.00648189336,cover=0
- 64:leaf=0.00616268674,cover=0
- 32:[Sulc0<-0.644343197] yes=65,no=66,missing=65,gain=10.5951548,cover=5342
- 65:leaf=-0.00421478273,cover=0
- 66:leaf=0.000452085776,cover=0
- 16:[Area5<0.380439579] yes=33,no=34,missing=34,gain=43.7333603,cover=13476
- 33:[MidArea5<0.524661958] yes=67,no=68,missing=68,gain=5.77404785,cover=2072
- 67:leaf=0.0111857243,cover=0
- 68:leaf=0.0050832252,cover=0
- 34:[Sulc0<-0.413983464] yes=69,no=70,missing=69,gain=20.0731506,cover=11404
- 69:leaf=0.000820186397,cover=0
- 70:leaf=0.00643335423,cover=0
- 8:[Sulc0<0.762988985] yes=17,no=18,missing=17,gain=111.813599,cover=83401
- 17:[Area5<0.380439579] yes=35,no=36,missing=35,gain=87.394165,cover=81711
- 35:[PialCurv5<0.0354230702] yes=71,no=72,missing=71,gain=36.9387817,cover=6998
- 71:leaf=0.0122515401,cover=0
- 72:leaf=-0.0127680618,cover=0
- 36:[PialCurv5<-0.0982506946] yes=73,no=74,missing=74,gain=136.609497,cover=74713
- 73:leaf=0.00307560875,cover=0
- 74:leaf=0.00750589138,cover=0
- 18:[Curv5<0.108977526] yes=37,no=38,missing=37,gain=22.8827496,cover=1690
- 37:[Ecc<33.2971039] yes=75,no=76,missing=75,gain=18.3429413,cover=501
- 75:leaf=-0.00994783081,cover=0
- 76:leaf=-0.0319269747,cover=0
- 38:[LGI5<3.78836131] yes=77,no=78,missing=77,gain=14.5800724,cover=1189
- 77:leaf=-0.00379821286,cover=0
- 78:leaf=0.0289615486,cover=0
- 4:[PialCurv5<-0.115016438] yes=9,no=10,missing=9,gain=173.921387,cover=198997
- 9:[Area5<0.404548973] yes=19,no=20,missing=20,gain=119.962158,cover=118183
- 19:[PialArea5<0.914612174] yes=39,no=40,missing=39,gain=22.7561035,cover=16311
- 39:[Area5<0.380439579] yes=79,no=80,missing=79,gain=18.3543701,cover=15094
- 79:leaf=0.0122646419,cover=0
- 80:leaf=0.0087717222,cover=0
- 40:[PialArea5<1.16111541] yes=81,no=82,missing=81,gain=4.699646,cover=1217
- 81:leaf=0.0168439671,cover=0
- 82:leaf=0.0313823447,cover=0
- 20:[PialArea5<0.872134149] yes=41,no=42,missing=41,gain=108.562622,cover=101872
- 41:[Sulc0<-0.872199774] yes=83,no=84,missing=84,gain=32.3610229,cover=65247
- 83:leaf=0.00381475128,cover=0
- 84:leaf=0.00607936829,cover=0
- 42:[Curv5<-0.200394869] yes=85,no=86,missing=85,gain=37.0184326,cover=36625
- 85:leaf=0.00796618685,cover=0
- 86:leaf=0.0128617082,cover=0
- 10:[Area5<0.44435063] yes=21,no=22,missing=22,gain=68.1464844,cover=80814
- 21:[Area5<0.404548973] yes=43,no=44,missing=43,gain=16.1446533,cover=19882
- 43:[MidArea5<0.65496558] yes=87,no=88,missing=88,gain=7.93548584,cover=5294
- 87:leaf=0.0142475115,cover=0
- 88:leaf=0.0204752218,cover=0
- 44:[PialCurv5<-0.0990834236] yes=89,no=90,missing=89,gain=11.0008545,cover=14588
- 89:leaf=0.0103341909,cover=0
- 90:leaf=0.0130869625,cover=0
- 22:[Curv5<-0.144993886] yes=45,no=46,missing=45,gain=45.3439941,cover=60932
- 45:[PialArea5<0.906120181] yes=91,no=92,missing=91,gain=31.5762939,cover=43555
- 91:leaf=0.00741267717,cover=0
- 92:leaf=0.0103070345,cover=0
- 46:[Ecc<27.7987404] yes=93,no=94,missing=93,gain=11.9875488,cover=17377
- 93:leaf=0.0114349956,cover=0
- 94:leaf=-0.00949200988,cover=0
- 2:[PialCurv5<-0.127408311] yes=5,no=6,missing=6,gain=865.546875,cover=4821359
- 5:[Curv5<-0.175970852] yes=11,no=12,missing=12,gain=548.708984,cover=564749
- 11:[PialArea5<0.856611013] yes=23,no=24,missing=24,gain=438.872559,cover=545546
- 23:[Curv5<-0.350989401] yes=47,no=48,missing=47,gain=90.0595169,cover=164899
- 47:[PialArea5<0.724588811] yes=95,no=96,missing=96,gain=80.1678391,cover=15320
- 95:leaf=0.000517564069,cover=0
- 96:leaf=0.00777155114,cover=0
- 48:[PialArea5<0.767178178] yes=97,no=98,missing=97,gain=84.8205414,cover=149579
- 97:leaf=-0.00167726877,cover=0
- 98:leaf=0.00077764038,cover=0
- 24:[Curv5<-0.310856104] yes=49,no=50,missing=49,gain=220.768188,cover=380647
- 49:[Sulc0<-0.708302617] yes=99,no=100,missing=100,gain=57.2804565,cover=28105
- 99:leaf=0.00604572473,cover=0
- 100:leaf=0.0109079415,cover=0
- 50:[Ecc<5.08081961] yes=101,no=102,missing=101,gain=162.793945,cover=352542
- 101:leaf=0.00446577696,cover=0
- 102:leaf=0.00219845329,cover=0
- 12:[Curv5<-0.138079464] yes=25,no=26,missing=26,gain=54.9489746,cover=19203
- 25:[PialArea5<0.742050111] yes=51,no=52,missing=51,gain=33.2549744,cover=14395
- 51:[Pol<158.709351] yes=103,no=104,missing=103,gain=4.96291924,cover=2026
- 103:leaf=0.00241626101,cover=0
- 104:leaf=0.0092046475,cover=0
- 52:[PialCurv5<-0.139269829] yes=105,no=106,missing=105,gain=26.4620972,cover=12369
- 105:leaf=0.0139115602,cover=0
- 106:leaf=0.00887527503,cover=0
- 26:[PialArea5<0.816499233] yes=53,no=54,missing=54,gain=78.8928528,cover=4808
- 53:[Pol<150.62207] yes=107,no=108,missing=107,gain=22.1361923,cover=2509
- 107:leaf=0.0067974017,cover=0
- 108:leaf=0.0177409463,cover=0
- 54:[Curv5<-0.0439181365] yes=109,no=110,missing=110,gain=62.2835693,cover=2299
- 109:leaf=0.0206139106,cover=0
- 110:leaf=0.0628895238,cover=0
- 6:[Pol<151.353775] yes=13,no=14,missing=13,gain=869.75,cover=4256610
- 13:[Pol<105.995506] yes=27,no=28,missing=27,gain=818.589844,cover=3617178
- 27:[Ecc<25.5461979] yes=55,no=56,missing=55,gain=1089.83789,cover=2320398
- 55:[Curv5<0.151368812] yes=111,no=112,missing=111,gain=518.732422,cover=1923986
- 111:leaf=0.00583090307,cover=0
- 112:leaf=0.00342887081,cover=0
- 56:[PialArea5<0.267248243] yes=113,no=114,missing=113,gain=318.401611,cover=396412
- 113:leaf=0.013437192,cover=0
- 114:leaf=0.00244158646,cover=0
- 28:[Sulc0<0.574602425] yes=57,no=58,missing=57,gain=1017.35791,cover=1296780
- 57:[PialArea5<0.920147538] yes=115,no=116,missing=115,gain=852.553711,cover=1115699
- 115:leaf=0.00218993821,cover=0
- 116:leaf=0.00564261712,cover=0
- 58:[PialCurv5<0.250690639] yes=117,no=118,missing=117,gain=456.097168,cover=181081
- 117:leaf=0.00913713872,cover=0
- 118:leaf=0.00407916354,cover=0
- 14:[Ecc<13.4950199] yes=29,no=30,missing=29,gain=426.385742,cover=639432
- 29:[Curv5<-0.144993886] yes=59,no=60,missing=59,gain=192.771484,cover=434765
- 59:[Sulc0<-0.481185079] yes=119,no=120,missing=119,gain=90.6070557,cover=147982
- 119:leaf=0.00542039797,cover=0
- 120:leaf=0.0092568649,cover=0
- 60:[PialCurv5<0.0567538291] yes=121,no=122,missing=122,gain=338.942871,cover=286783
- 121:leaf=0.00910730939,cover=0
- 122:leaf=0.00517624523,cover=0
- 30:[Ecc<37.2796402] yes=61,no=62,missing=61,gain=533.883057,cover=204667
- 61:[Sulc0<-0.609302223] yes=123,no=124,missing=123,gain=104.714294,cover=169459
- 123:leaf=0.00129886542,cover=0
- 124:leaf=0.00413967622,cover=0
- 62:[Sulc0<0.143142253] yes=125,no=126,missing=125,gain=81.3200684,cover=35208
- 125:leaf=0.00832718145,cover=0
- 126:leaf=0.0133027229,cover=0
-booster[53]:
-0:[Ecc<0.836319208] yes=1,no=2,missing=1,gain=746.285156,cover=5124388
- 1:[LGI5<2.23211861] yes=3,no=4,missing=3,gain=122.60498,cover=242979
- 3:[Sulc0<-0.173886195] yes=7,no=8,missing=8,gain=35.2540283,cover=30621
- 7:[PialCurv5<-0.0737633556] yes=15,no=16,missing=15,gain=38.3045654,cover=29597
- 15:[Curv5<-0.0708468556] yes=31,no=32,missing=32,gain=21.9957886,cover=15131
- 31:[PialArea5<1.4350239] yes=63,no=64,missing=63,gain=22.6836853,cover=14890
- 63:leaf=0.0081589669,cover=0
- 64:leaf=0.0238270946,cover=0
- 32:[Area5<0.57817024] yes=65,no=66,missing=66,gain=5.29648972,cover=241
- 65:leaf=0.00792284776,cover=0
- 66:leaf=0.0271571167,cover=0
- 16:[PialCurv5<0.0262785293] yes=33,no=34,missing=33,gain=18.2636719,cover=14466
- 33:[Curv5<-0.0109836133] yes=67,no=68,missing=67,gain=28.5723267,cover=9809
- 67:leaf=0.0122617325,cover=0
- 68:leaf=0.0194920488,cover=0
- 34:[PialArea5<0.537928462] yes=69,no=70,missing=70,gain=12.3248291,cover=4657
- 69:leaf=0.0123398108,cover=0
- 70:leaf=0.0071850582,cover=0
- 8:[Curv5<0.0235087723] yes=17,no=18,missing=17,gain=4.42669344,cover=1024
- 17:[Area5<0.737164855] yes=35,no=36,missing=35,gain=1.80540442,cover=105
- 35:[Pol<123.059357] yes=71,no=72,missing=72,gain=0.665490627,cover=100
- 71:leaf=-0.00561575498,cover=0
- 72:leaf=-0.0139660714,cover=0
- 36:[Ecc<0.221054599] yes=73,no=74,missing=73,gain=0.729225814,cover=5
- 73:leaf=-0.00440112967,cover=0
- 74:leaf=0.0306687951,cover=0
- 18:[Sulc0<-0.0401471928] yes=37,no=38,missing=37,gain=3.02532101,cover=919
- 37:[Ecc<0.406764686] yes=75,no=76,missing=75,gain=2.12534428,cover=492
- 75:leaf=0.010245461,cover=0
- 76:leaf=0.00278189848,cover=0
- 38:[Ecc<0.513775289] yes=77,no=78,missing=77,gain=0.945404291,cover=427
- 77:leaf=-0.00313251955,cover=0
- 78:leaf=0.00158237887,cover=0
- 4:[PialArea5<1.01690364] yes=9,no=10,missing=9,gain=70.234375,cover=212358
- 9:[PialArea5<0.39522177] yes=19,no=20,missing=19,gain=63.0717773,cover=167842
- 19:[Area5<0.630444467] yes=39,no=40,missing=40,gain=26.6491089,cover=7416
- 39:[PialArea5<0.267248243] yes=79,no=80,missing=79,gain=17.1637421,cover=5045
- 79:leaf=0.0167662445,cover=0
- 80:leaf=0.00763608981,cover=0
- 40:[Curv5<0.157731384] yes=81,no=82,missing=81,gain=22.1613464,cover=2371
- 81:leaf=0.0200229641,cover=0
- 82:leaf=0.0103383893,cover=0
- 20:[PialCurv5<0.0331302322] yes=41,no=42,missing=41,gain=86.7128906,cover=160426
- 41:[Curv5<-0.0413376503] yes=83,no=84,missing=83,gain=167.570068,cover=129420
- 83:leaf=0.0058359839,cover=0
- 84:leaf=0.0108252177,cover=0
- 42:[PialArea5<0.529292643] yes=85,no=86,missing=86,gain=35.4156036,cover=31006
- 85:leaf=0.00579023035,cover=0
- 86:leaf=0.00231881789,cover=0
- 10:[Curv5<-0.112134233] yes=21,no=22,missing=21,gain=42.3879395,cover=44516
- 21:[Area5<0.489361584] yes=43,no=44,missing=43,gain=29.1616821,cover=39041
- 43:[Area5<0.404548973] yes=87,no=88,missing=87,gain=9.40853882,cover=1255
- 87:leaf=0.0281300303,cover=0
- 88:leaf=0.0139011908,cover=0
- 44:[Pol<21.2328167] yes=89,no=90,missing=89,gain=23.0397339,cover=37786
- 89:leaf=0.0055303867,cover=0
- 90:leaf=0.00836887676,cover=0
- 22:[Area5<0.924216449] yes=45,no=46,missing=45,gain=38.3282166,cover=5475
- 45:[PialCurv5<-0.0819871053] yes=91,no=92,missing=91,gain=27.6757812,cover=5223
- 91:leaf=0.0243699327,cover=0
- 92:leaf=0.012290583,cover=0
- 46:[LGI5<2.34364653] yes=93,no=94,missing=93,gain=4.24397278,cover=252
- 93:leaf=0.000717406976,cover=0
- 94:leaf=-0.0122919967,cover=0
- 2:[PialArea5<1.19545019] yes=5,no=6,missing=5,gain=642.023438,cover=4881409
- 5:[Area5<0.494833142] yes=11,no=12,missing=12,gain=670.660156,cover=4575231
- 11:[PialArea5<0.686586082] yes=23,no=24,missing=24,gain=211.429443,cover=208746
- 23:[Curv5<-0.310856104] yes=47,no=48,missing=48,gain=111.680511,cover=54598
- 47:[PialArea5<0.458904862] yes=95,no=96,missing=96,gain=24.4166126,cover=10622
- 95:leaf=-0.00617623841,cover=0
- 96:leaf=0.00063053373,cover=0
- 48:[Sulc0<0.779008448] yes=97,no=98,missing=97,gain=92.2374878,cover=43976
- 97:leaf=0.00574033801,cover=0
- 98:leaf=-0.00827617757,cover=0
- 24:[PialCurv5<-0.113441773] yes=49,no=50,missing=50,gain=131.406494,cover=154148
- 49:[Area5<0.404548973] yes=99,no=100,missing=99,gain=107.108154,cover=98172
- 99:leaf=0.0102760708,cover=0
- 100:leaf=0.00598630263,cover=0
- 50:[Area5<0.433531314] yes=101,no=102,missing=101,gain=47.355957,cover=55976
- 101:leaf=0.012376274,cover=0
- 102:leaf=0.00897744577,cover=0
- 12:[Sulc0<-0.00176540145] yes=25,no=26,missing=25,gain=785.0625,cover=4366485
- 25:[PialArea5<0.887534022] yes=51,no=52,missing=51,gain=861.737305,cover=2489558
- 51:[Pol<165.944183] yes=103,no=104,missing=103,gain=878.127197,cover=1252568
- 103:leaf=0.00199571089,cover=0
- 104:leaf=0.00591410277,cover=0
- 52:[Area5<0.705328763] yes=105,no=106,missing=105,gain=1332.20703,cover=1236990
- 105:leaf=0.00578359375,cover=0
- 106:leaf=0.00246489746,cover=0
- 26:[PialCurv5<0.0354230702] yes=53,no=54,missing=54,gain=1534.94922,cover=1876927
- 53:[Area5<0.717401922] yes=107,no=108,missing=107,gain=894.873047,cover=352525
- 107:leaf=0.00983326323,cover=0
- 108:leaf=0.00469767209,cover=0
- 54:[PialArea5<0.632563293] yes=109,no=110,missing=109,gain=782.585938,cover=1524402
- 109:leaf=0.00472730352,cover=0
- 110:leaf=0.00204998883,cover=0
- 6:[Area5<0.754342616] yes=13,no=14,missing=14,gain=284.433594,cover=306178
- 13:[PialArea5<1.48916721] yes=27,no=28,missing=28,gain=112.773438,cover=149515
- 27:[Curv5<-0.183827445] yes=55,no=56,missing=55,gain=77.5383301,cover=135395
- 55:[Area5<0.640637577] yes=111,no=112,missing=111,gain=58.7376709,cover=77679
- 111:leaf=0.00883830711,cover=0
- 112:leaf=0.00575478887,cover=0
- 56:[Area5<0.573932528] yes=113,no=114,missing=113,gain=48.3135986,cover=57716
- 113:leaf=0.0174837001,cover=0
- 114:leaf=0.00877173711,cover=0
- 28:[Curv5<-0.195883974] yes=57,no=58,missing=58,gain=28.927124,cover=14120
- 57:[Area5<0.630444467] yes=115,no=116,missing=116,gain=20.5238342,cover=6573
- 115:leaf=0.0160849821,cover=0
- 116:leaf=0.00863375794,cover=0
- 58:[PialCurv5<-0.0923183635] yes=117,no=118,missing=117,gain=23.4472656,cover=7547
- 117:leaf=0.0163722467,cover=0
- 118:leaf=0.0104087852,cover=0
- 14:[Curv5<-0.114048101] yes=29,no=30,missing=30,gain=85.5343018,cover=156663
- 29:[PialArea5<1.57955706] yes=59,no=60,missing=59,gain=77.4329834,cover=124999
- 59:[Pol<12.2267933] yes=119,no=120,missing=119,gain=54.1646729,cover=113913
- 119:leaf=0.00653461507,cover=0
- 120:leaf=0.00357098551,cover=0
- 60:[Ecc<3.10160303] yes=121,no=122,missing=121,gain=46.3595886,cover=11086
- 121:leaf=0.0146303801,cover=0
- 122:leaf=0.0067402632,cover=0
- 30:[PialCurv5<-0.0858580992] yes=61,no=62,missing=61,gain=94.3193359,cover=31664
- 61:[Curv5<-0.0943295062] yes=123,no=124,missing=124,gain=39.178833,cover=2060
- 123:leaf=0.0132594975,cover=0
- 124:leaf=0.0284573771,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=65.2293701,cover=29604
- 125:leaf=0.00737314904,cover=0
- 126:leaf=-0.000753142696,cover=0
-booster[54]:
-0:[Ecc<21.0377083] yes=1,no=2,missing=1,gain=696.886719,cover=5124388
- 1:[PialCurv5<0.182067633] yes=3,no=4,missing=3,gain=821.578125,cover=4175128
- 3:[Sulc0<0.176289052] yes=7,no=8,missing=8,gain=1093.68359,cover=3495332
- 7:[Area5<0.663006425] yes=15,no=16,missing=15,gain=909.353516,cover=3080099
- 15:[PialArea5<0.831580997] yes=31,no=32,missing=31,gain=1037.73828,cover=1533354
- 31:[Curv5<-0.0963523984] yes=63,no=64,missing=63,gain=503.725098,cover=779332
- 63:leaf=0.00294853817,cover=0
- 64:leaf=0.00551480055,cover=0
- 32:[Curv5<-0.115945198] yes=65,no=66,missing=66,gain=872.063477,cover=754022
- 65:leaf=0.00600618077,cover=0
- 66:leaf=0.0110891778,cover=0
- 16:[PialArea5<0.533624351] yes=33,no=34,missing=33,gain=654.88916,cover=1546745
- 33:[Pol<137.578873] yes=67,no=68,missing=68,gain=148.075317,cover=38244
- 67:leaf=0.00792864989,cover=0
- 68:leaf=0.0145810191,cover=0
- 34:[PialArea5<0.994868398] yes=69,no=70,missing=69,gain=778.853516,cover=1508501
- 69:leaf=0.00248299446,cover=0
- 70:leaf=0.00478319591,cover=0
- 8:[Ecc<8.17402458] yes=17,no=18,missing=18,gain=686.901367,cover=415233
- 17:[Ecc<4.13769388] yes=35,no=36,missing=36,gain=153.471436,cover=167036
- 35:[PialArea5<0.651661396] yes=71,no=72,missing=71,gain=33.656929,cover=27736
- 71:leaf=0.00225836411,cover=0
- 72:leaf=-0.00194155111,cover=0
- 36:[Pol<113.913933] yes=73,no=74,missing=73,gain=86.9213867,cover=139300
- 73:leaf=0.00598733639,cover=0
- 74:leaf=0.00272799958,cover=0
- 18:[Pol<114.432869] yes=37,no=38,missing=37,gain=425.483398,cover=248197
- 37:[PialCurv5<0.0771882981] yes=75,no=76,missing=75,gain=307.232422,cover=158451
- 75:leaf=0.0136197731,cover=0
- 76:leaf=0.00891192909,cover=0
- 38:[LGI5<3.17022181] yes=77,no=78,missing=78,gain=216.251343,cover=89746
- 77:leaf=0.00796270836,cover=0
- 78:leaf=0.00284723728,cover=0
- 4:[PialArea5<0.463276565] yes=9,no=10,missing=9,gain=676.253662,cover=679796
- 9:[Curv5<0.18040961] yes=19,no=20,missing=20,gain=588.274902,cover=422438
- 19:[PialArea5<0.349780142] yes=39,no=40,missing=40,gain=235.65332,cover=246626
- 39:[PialCurv5<0.343960524] yes=79,no=80,missing=79,gain=83.7619629,cover=67011
- 79:leaf=0.00933872443,cover=0
- 80:leaf=0.00540274754,cover=0
- 40:[Area5<0.69896996] yes=81,no=82,missing=82,gain=232.688354,cover=179615
- 81:leaf=0.00292588188,cover=0
- 82:leaf=0.00652588904,cover=0
- 20:[PialArea5<0.292306483] yes=41,no=42,missing=42,gain=166.057587,cover=175812
- 41:[Curv5<0.266060919] yes=83,no=84,missing=83,gain=71.0793762,cover=37508
- 83:leaf=0.00589592243,cover=0
- 84:leaf=0.000251390011,cover=0
- 42:[Curv5<0.233002663] yes=85,no=86,missing=86,gain=112.385391,cover=138304
- 85:leaf=0.00189161883,cover=0
- 86:leaf=-0.00151097286,cover=0
- 10:[Area5<0.714116395] yes=21,no=22,missing=21,gain=189.325256,cover=257358
- 21:[Pol<106.604004] yes=43,no=44,missing=44,gain=79.8833466,cover=126417
- 43:[Curv5<0.110890195] yes=87,no=88,missing=87,gain=41.9946175,cover=58418
- 87:leaf=0.0028389215,cover=0
- 88:leaf=-5.14225503e-05,cover=0
- 44:[PialArea5<0.537928462] yes=89,no=90,missing=90,gain=29.4649277,cover=67999
- 89:leaf=-0.000729646068,cover=0
- 90:leaf=-0.00282268552,cover=0
- 22:[PialArea5<0.593058109] yes=45,no=46,missing=45,gain=157.389511,cover=130941
- 45:[Curv5<0.126145482] yes=91,no=92,missing=92,gain=191.858551,cover=85179
- 91:leaf=0.00663363701,cover=0
- 92:leaf=0.0016949214,cover=0
- 46:[Curv5<0.113010712] yes=93,no=94,missing=93,gain=54.7475433,cover=45762
- 93:leaf=0.00154975778,cover=0
- 94:leaf=-0.00190937461,cover=0
- 2:[Sulc0<0.134837523] yes=5,no=6,missing=5,gain=427.927979,cover=949260
- 5:[Pol<11.2407846] yes=11,no=12,missing=11,gain=341.856506,cover=433035
- 11:[Pol<5.08026028] yes=23,no=24,missing=23,gain=40.7905273,cover=67622
- 23:[Sulc0<-0.801933944] yes=47,no=48,missing=48,gain=18.5501709,cover=35283
- 47:[PialArea5<1.04185641] yes=95,no=96,missing=95,gain=11.4584274,cover=10238
- 95:leaf=0.00303266617,cover=0
- 96:leaf=0.00641555106,cover=0
- 48:[MidArea5<1.09619975] yes=97,no=98,missing=98,gain=11.4369507,cover=25045
- 97:leaf=0.00685301935,cover=0
- 98:leaf=0.0146132186,cover=0
- 24:[Sulc0<-0.152423486] yes=49,no=50,missing=49,gain=18.9430695,cover=32339
- 49:[PialArea5<1.19545019] yes=99,no=100,missing=99,gain=20.8657532,cover=26943
- 99:leaf=0.00277428026,cover=0
- 100:leaf=0.00717705442,cover=0
- 50:[PialCurv5<-0.0441194475] yes=101,no=102,missing=101,gain=21.4139557,cover=5396
- 101:leaf=0.00924671907,cover=0
- 102:leaf=0.00288172346,cover=0
- 12:[Pol<39.9674568] yes=25,no=26,missing=25,gain=246.062164,cover=365413
- 25:[PialCurv5<-0.0347327143] yes=51,no=52,missing=51,gain=118.654099,cover=117725
- 51:[Curv5<-0.0507577434] yes=103,no=104,missing=104,gain=134.08374,cover=80200
- 103:leaf=8.56016777e-05,cover=0
- 104:leaf=0.0126188276,cover=0
- 52:[PialArea5<0.658944428] yes=105,no=106,missing=105,gain=32.9156189,cover=37525
- 105:leaf=0.00406020647,cover=0
- 106:leaf=-0.00328943692,cover=0
- 26:[Ecc<33.9075584] yes=53,no=54,missing=53,gain=242.482056,cover=247688
- 53:[Pol<112.874634] yes=107,no=108,missing=108,gain=283.281372,cover=180110
- 107:leaf=0.00523382938,cover=0
- 108:leaf=0.000195461951,cover=0
- 54:[PialArea5<0.831580997] yes=109,no=110,missing=109,gain=157.46991,cover=67578
- 109:leaf=0.000781031733,cover=0
- 110:leaf=0.00616988353,cover=0
- 6:[PialCurv5<0.0128733069] yes=13,no=14,missing=13,gain=385.020264,cover=516225
- 13:[Pol<93.3357697] yes=27,no=28,missing=27,gain=350.439331,cover=82011
- 27:[Curv5<0.00546095846] yes=55,no=56,missing=56,gain=144.262329,cover=31533
- 55:[PialCurv5<-0.0114707183] yes=111,no=112,missing=111,gain=164.050964,cover=24824
- 111:leaf=0.0128460322,cover=0
- 112:leaf=0.00457175123,cover=0
- 56:[PialCurv5<-0.00569582684] yes=113,no=114,missing=113,gain=30.4626465,cover=6709
- 113:leaf=0.0222066995,cover=0
- 114:leaf=0.0151891876,cover=0
- 28:[Pol<138.971481] yes=57,no=58,missing=57,gain=290.788544,cover=50478
- 57:[Area5<0.717401922] yes=115,no=116,missing=116,gain=83.333931,cover=25281
- 115:leaf=0.00336530921,cover=0
- 116:leaf=-0.00239686575,cover=0
- 58:[Ecc<40.3354568] yes=117,no=118,missing=117,gain=93.9577026,cover=25197
- 117:leaf=0.00486422423,cover=0
- 118:leaf=0.0110181505,cover=0
- 14:[PialArea5<0.636387587] yes=29,no=30,missing=29,gain=435.88562,cover=434214
- 29:[Curv5<0.0955092236] yes=59,no=60,missing=59,gain=317.149414,cover=290304
- 59:[Ecc<37.2796402] yes=119,no=120,missing=119,gain=93.0247803,cover=74694
- 119:leaf=0.00844049826,cover=0
- 120:leaf=0.00458314316,cover=0
- 60:[PialArea5<0.370812863] yes=121,no=122,missing=122,gain=336.35144,cover=215610
- 121:leaf=0.0062998957,cover=0
- 122:leaf=0.00211188453,cover=0
- 30:[Curv5<0.067619428] yes=61,no=62,missing=61,gain=123.281891,cover=143910
- 61:[Pol<57.8577347] yes=123,no=124,missing=123,gain=127.332458,cover=106627
- 123:leaf=0.000328437163,cover=0
- 124:leaf=0.00378743745,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=50.2853355,cover=37283
- 125:leaf=-0.00169200194,cover=0
- 126:leaf=0.00873317849,cover=0
-booster[55]:
-0:[Area5<0.521939099] yes=1,no=2,missing=2,gain=677.992188,cover=5124388
- 1:[PialArea5<0.712173045] yes=3,no=4,missing=3,gain=261.703125,cover=363078
- 3:[Curv5<-0.287682682] yes=7,no=8,missing=7,gain=150.320007,cover=111294
- 7:[PialArea5<0.601145923] yes=15,no=16,missing=16,gain=38.6711388,cover=21103
- 15:[PialArea5<0.454431564] yes=31,no=32,missing=31,gain=9.18324471,cover=8119
- 31:[PialCurv5<-0.0363363102] yes=63,no=64,missing=63,gain=5.19270897,cover=1829
- 63:leaf=-0.00619670888,cover=0
- 64:leaf=0.00553546799,cover=0
- 32:[Area5<0.380439579] yes=65,no=66,missing=65,gain=11.9081974,cover=6290
- 65:leaf=0.00347908749,cover=0
- 66:leaf=-0.00247786287,cover=0
- 16:[Area5<0.380439579] yes=33,no=34,missing=33,gain=37.0194702,cover=12984
- 33:[MidArea5<0.489716202] yes=67,no=68,missing=67,gain=6.23312378,cover=1764
- 67:leaf=0.0138844922,cover=0
- 68:leaf=0.00697894488,cover=0
- 34:[Sulc0<-0.445309728] yes=69,no=70,missing=69,gain=20.948988,cover=11220
- 69:leaf=-0.00020520408,cover=0
- 70:leaf=0.00512685347,cover=0
- 8:[PialCurv5<0.212141559] yes=17,no=18,missing=17,gain=98.8560791,cover=90191
- 17:[Curv5<-0.141545609] yes=35,no=36,missing=35,gain=78.1512451,cover=85630
- 35:[Area5<0.404548973] yes=71,no=72,missing=72,gain=128.723923,cover=40975
- 71:leaf=0.00901436713,cover=0
- 72:leaf=0.00226365216,cover=0
- 36:[Sulc0<0.779008448] yes=73,no=74,missing=73,gain=91.5796509,cover=44655
- 73:leaf=0.00706429873,cover=0
- 74:leaf=-0.0113614313,cover=0
- 18:[LGI5<3.40779543] yes=37,no=38,missing=37,gain=16.8610306,cover=4561
- 37:[Curv5<-0.0439181365] yes=75,no=76,missing=76,gain=15.0408459,cover=4305
- 75:leaf=0.042654641,cover=0
- 76:leaf=-0.00315215625,cover=0
- 38:[Ecc<14.694541] yes=77,no=78,missing=77,gain=8.36871624,cover=256
- 77:leaf=0.0216239206,cover=0
- 78:leaf=0.0030599467,cover=0
- 4:[Curv5<-0.19738704] yes=9,no=10,missing=9,gain=194.621094,cover=251784
- 9:[Area5<0.420677572] yes=19,no=20,missing=19,gain=133.918213,cover=162505
- 19:[Area5<0.380439579] yes=39,no=40,missing=40,gain=26.5915527,cover=29077
- 39:[PialCurv5<-0.140412122] yes=79,no=80,missing=79,gain=12.1724854,cover=9071
- 79:leaf=0.00931659248,cover=0
- 80:leaf=0.0129936179,cover=0
- 40:[PialArea5<0.89536339] yes=81,no=82,missing=81,gain=20.8669434,cover=20006
- 81:leaf=0.00729794754,cover=0
- 82:leaf=0.0117165251,cover=0
- 20:[PialArea5<0.917384863] yes=41,no=42,missing=41,gain=106.956299,cover=133428
- 41:[Sulc0<-0.903383076] yes=83,no=84,missing=84,gain=39.6369629,cover=97600
- 83:leaf=0.00301262224,cover=0
- 84:leaf=0.00514016394,cover=0
- 42:[PialArea5<1.20515823] yes=85,no=86,missing=86,gain=17.960022,cover=35828
- 85:leaf=0.00741565693,cover=0
- 86:leaf=0.0140237035,cover=0
- 10:[Area5<0.44435063] yes=21,no=22,missing=21,gain=63.7807617,cover=89279
- 21:[PialArea5<0.908809483] yes=43,no=44,missing=43,gain=31.4720459,cover=16886
- 43:[Area5<0.380439579] yes=87,no=88,missing=88,gain=15.6507568,cover=15122
- 87:leaf=0.0162624046,cover=0
- 88:leaf=0.0103972275,cover=0
- 44:[PialArea5<1.02520955] yes=89,no=90,missing=89,gain=6.98216248,cover=1764
- 89:leaf=0.0161203872,cover=0
- 90:leaf=0.0234897397,cover=0
- 22:[Curv5<-0.134546712] yes=45,no=46,missing=45,gain=59.9593506,cover=72393
- 45:[PialArea5<0.879786193] yes=91,no=92,missing=91,gain=51.5593262,cover=50679
- 91:leaf=0.00614051148,cover=0
- 92:leaf=0.0095296884,cover=0
- 46:[Ecc<4.67068386] yes=93,no=94,missing=93,gain=14.1447144,cover=21714
- 93:leaf=0.0112189455,cover=0
- 94:leaf=0.00840036105,cover=0
- 2:[PialCurv5<-0.126528949] yes=5,no=6,missing=5,gain=761.78125,cover=4761310
- 5:[Curv5<-0.174421206] yes=11,no=12,missing=12,gain=507.016052,cover=562397
- 11:[PialArea5<0.937250912] yes=23,no=24,missing=23,gain=356.974854,cover=543492
- 23:[Sulc0<-0.690729618] yes=47,no=48,missing=47,gain=152.67688,cover=260668
- 47:[Ecc<5.08081961] yes=95,no=96,missing=95,gain=137.302185,cover=147761
- 95:leaf=0.00167909102,cover=0
- 96:leaf=-0.001596977,cover=0
- 48:[PialArea5<0.769840837] yes=97,no=98,missing=97,gain=106.810043,cover=112907
- 97:leaf=-0.000351644296,cover=0
- 98:leaf=0.00294132577,cover=0
- 24:[Curv5<-0.279226273] yes=49,no=50,missing=49,gain=136.016357,cover=282824
- 49:[Sulc0<-0.557882011] yes=99,no=100,missing=100,gain=50.6138916,cover=51202
- 99:leaf=0.00480135111,cover=0
- 100:leaf=0.00955438986,cover=0
- 50:[Ecc<5.08081961] yes=101,no=102,missing=102,gain=107.954041,cover=231622
- 101:leaf=0.00399309024,cover=0
- 102:leaf=0.00174172618,cover=0
- 12:[Curv5<-0.150053754] yes=25,no=26,missing=26,gain=50.902832,cover=18905
- 25:[PialArea5<0.733388364] yes=51,no=52,missing=51,gain=18.8338623,cover=11512
- 51:[Pol<158.709351] yes=103,no=104,missing=103,gain=3.80208611,cover=1286
- 103:leaf=0.00118275813,cover=0
- 104:leaf=0.00856731366,cover=0
- 52:[PialCurv5<-0.14160423] yes=105,no=106,missing=105,gain=22.3877258,cover=10226
- 105:leaf=0.013231786,cover=0
- 106:leaf=0.00756251533,cover=0
- 26:[PialArea5<0.816499233] yes=53,no=54,missing=54,gain=75.034668,cover=7393
- 53:[Pol<152.827332] yes=107,no=108,missing=108,gain=20.6043625,cover=3377
- 107:leaf=0.00582405319,cover=0
- 108:leaf=0.0152477389,cover=0
- 54:[Curv5<-0.0530214235] yes=109,no=110,missing=110,gain=64.0266113,cover=4016
- 109:leaf=0.0168879125,cover=0
- 110:leaf=0.0534209982,cover=0
- 6:[Pol<153.554306] yes=13,no=14,missing=13,gain=748.445312,cover=4198913
- 13:[Pol<105.995506] yes=27,no=28,missing=28,gain=684.703125,cover=3617757
- 27:[Ecc<25.1292973] yes=55,no=56,missing=55,gain=925.136719,cover=2294793
- 55:[Sulc0<-0.0713235363] yes=111,no=112,missing=112,gain=452.128906,cover=1890318
- 111:leaf=0.00409179972,cover=0
- 112:leaf=0.00564595172,cover=0
- 56:[PialArea5<0.281252682] yes=113,no=114,missing=114,gain=290.386536,cover=404475
- 113:leaf=0.0106763858,cover=0
- 114:leaf=0.00194676488,cover=0
- 28:[Ecc<7.49602938] yes=57,no=58,missing=58,gain=907.131836,cover=1322964
- 57:[Ecc<1.3629595] yes=115,no=116,missing=115,gain=740.458984,cover=598173
- 115:leaf=0.00597671419,cover=0
- 116:leaf=0.000773445587,cover=0
- 58:[Sulc0<0.610343635] yes=117,no=118,missing=118,gain=624.268555,cover=724791
- 117:leaf=0.0033789319,cover=0
- 118:leaf=0.00712156994,cover=0
- 14:[Curv5<-0.148390457] yes=29,no=30,missing=29,gain=319.527832,cover=581156
- 29:[Area5<0.655598104] yes=59,no=60,missing=59,gain=140.469238,cover=223077
- 59:[Sulc0<-0.413983464] yes=119,no=120,missing=120,gain=139.859619,cover=110685
- 119:leaf=0.00474248128,cover=0
- 120:leaf=0.00959396549,cover=0
- 60:[PialArea5<1.0376358] yes=121,no=122,missing=121,gain=98.8629456,cover=112392
- 121:leaf=0.00136306521,cover=0
- 122:leaf=0.00434489362,cover=0
- 30:[PialCurv5<0.0798129067] yes=61,no=62,missing=61,gain=196.868164,cover=358079
- 61:[Curv5<-0.0273730159] yes=123,no=124,missing=124,gain=220.233887,cover=291604
- 123:leaf=0.00640073931,cover=0
- 124:leaf=0.00951817352,cover=0
- 62:[PialArea5<0.418112278] yes=125,no=126,missing=125,gain=143.608612,cover=66475
- 125:leaf=0.00901420787,cover=0
- 126:leaf=0.00308450544,cover=0
-booster[56]:
-0:[PialCurv5<0.250690639] yes=1,no=2,missing=2,gain=652.150391,cover=5124388
- 1:[PialArea5<0.467676282] yes=3,no=4,missing=3,gain=1099.13672,cover=4600898
- 3:[Area5<0.66211915] yes=7,no=8,missing=8,gain=532.762695,cover=344021
- 7:[PialArea5<0.309935868] yes=15,no=16,missing=16,gain=170.502075,cover=159709
- 15:[Area5<0.433531314] yes=31,no=32,missing=31,gain=52.6445923,cover=20991
- 31:[Pol<83.4982376] yes=63,no=64,missing=64,gain=2.78204346,cover=323
- 63:leaf=-0.0182789788,cover=0
- 64:leaf=-0.00810843986,cover=0
- 32:[PialCurv5<0.137877449] yes=65,no=66,missing=65,gain=52.4338989,cover=20668
- 65:leaf=0.0132210283,cover=0
- 66:leaf=0.00756498566,cover=0
- 16:[Curv5<0.110890195] yes=33,no=34,missing=33,gain=241.389099,cover=138718
- 33:[Curv5<-0.143275946] yes=67,no=68,missing=67,gain=129.347656,cover=58463
- 67:leaf=-0.00289870752,cover=0
- 68:leaf=0.00699807703,cover=0
- 34:[Pol<125.881905] yes=69,no=70,missing=69,gain=93.5657959,cover=80255
- 69:leaf=0.00143826322,cover=0
- 70:leaf=0.0061115399,cover=0
- 8:[PialArea5<0.317611694] yes=17,no=18,missing=17,gain=209.67041,cover=184312
- 17:[PialCurv5<0.141046807] yes=35,no=36,missing=35,gain=35.6346436,cover=15763
- 35:[Sulc0<0.0451717228] yes=71,no=72,missing=71,gain=9.03372192,cover=3455
- 71:leaf=0.0298646633,cover=0
- 72:leaf=0.0179546904,cover=0
- 36:[PialArea5<0.267248243] yes=73,no=74,missing=73,gain=29.1419067,cover=12308
- 73:leaf=0.017503703,cover=0
- 74:leaf=0.0115334336,cover=0
- 18:[Curv5<0.120553598] yes=37,no=38,missing=37,gain=274.686035,cover=168549
- 37:[Curv5<-0.0109836133] yes=75,no=76,missing=75,gain=69.2353516,cover=69947
- 75:leaf=-0.00446423888,cover=0
- 76:leaf=0.0105877174,cover=0
- 38:[Pol<124.735107] yes=77,no=78,missing=77,gain=100.070679,cover=98602
- 77:leaf=0.00585263036,cover=0
- 78:leaf=0.0117002511,cover=0
- 4:[Curv5<0.0877084062] yes=9,no=10,missing=9,gain=1145.03516,cover=4256877
- 9:[Area5<0.691945016] yes=19,no=20,missing=19,gain=1088.45898,cover=3888207
- 19:[PialCurv5<-0.124814533] yes=39,no=40,missing=39,gain=1242.94531,cover=2205117
- 39:[Ecc<5.33884621] yes=79,no=80,missing=79,gain=379.741089,cover=562362
- 79:leaf=0.00422594231,cover=0
- 80:leaf=0.00160037691,cover=0
- 40:[PialArea5<0.869586051] yes=81,no=82,missing=81,gain=814.722656,cover=1642755
- 81:leaf=0.00456449669,cover=0
- 82:leaf=0.00685085868,cover=0
- 20:[PialArea5<0.651661396] yes=41,no=42,missing=41,gain=1518.70215,cover=1683090
- 41:[Curv5<-0.0366821773] yes=83,no=84,missing=83,gain=281.418945,cover=145525
- 83:leaf=-0.000771144289,cover=0
- 84:leaf=0.00850240514,cover=0
- 42:[PialArea5<1.01690364] yes=85,no=86,missing=85,gain=857.418945,cover=1537565
- 85:leaf=0.00166410638,cover=0
- 86:leaf=0.00408736477,cover=0
- 10:[PialArea5<0.584843099] yes=21,no=22,missing=22,gain=571.839233,cover=368670
- 21:[Area5<0.701312602] yes=43,no=44,missing=44,gain=434.57959,cover=231304
- 43:[PialCurv5<0.0567538291] yes=87,no=88,missing=87,gain=87.8580551,cover=107336
- 87:leaf=0.00606146874,cover=0
- 88:leaf=-5.8715239e-05,cover=0
- 44:[Curv5<0.116796501] yes=89,no=90,missing=90,gain=221.422607,cover=123968
- 89:leaf=0.00676284358,cover=0
- 90:leaf=0.00253650802,cover=0
- 22:[Area5<0.739104271] yes=45,no=46,missing=45,gain=71.0399551,cover=137366
- 45:[PialCurv5<0.0377402082] yes=91,no=92,missing=91,gain=65.9616547,cover=67836
- 91:leaf=0.00625179056,cover=0
- 92:leaf=-0.00287322351,cover=0
- 46:[PialArea5<0.655307472] yes=93,no=94,missing=93,gain=95.1500931,cover=69530
- 93:leaf=0.00148901658,cover=0
- 94:leaf=-0.00221094862,cover=0
- 2:[PialArea5<0.39986974] yes=5,no=6,missing=5,gain=556.851013,cover=523490
- 5:[Area5<0.66824472] yes=11,no=12,missing=12,gain=411.111328,cover=280015
- 11:[PialArea5<0.267248243] yes=23,no=24,missing=23,gain=157.614639,cover=124485
- 23:[Curv5<0.266060919] yes=47,no=48,missing=47,gain=59.835968,cover=22317
- 47:[PialArea5<0.245474651] yes=95,no=96,missing=95,gain=31.1918945,cover=17276
- 95:leaf=0.00877739023,cover=0
- 96:leaf=0.00452556135,cover=0
- 48:[Area5<0.483568966] yes=97,no=98,missing=97,gain=15.7530088,cover=5041
- 97:leaf=-0.00706933299,cover=0
- 98:leaf=0.00154971145,cover=0
- 24:[Curv5<0.245671451] yes=49,no=50,missing=49,gain=81.0071564,cover=102168
- 49:[Sulc0<-0.0401471928] yes=99,no=100,missing=99,gain=37.1304245,cover=83454
- 99:leaf=0.00695539406,cover=0
- 100:leaf=0.00114432524,cover=0
- 50:[Curv5<0.266060919] yes=101,no=102,missing=101,gain=13.051857,cover=18714
- 101:leaf=-0.000928198278,cover=0
- 102:leaf=-0.00357089005,cover=0
- 12:[PialArea5<0.292306483] yes=25,no=26,missing=25,gain=179.453857,cover=155530
- 25:[PialArea5<0.245474651] yes=51,no=52,missing=51,gain=49.4043579,cover=19020
- 51:[PialCurv5<0.409174502] yes=103,no=104,missing=103,gain=16.3278503,cover=3338
- 103:leaf=0.018250607,cover=0
- 104:leaf=0.0110705253,cover=0
- 52:[PialCurv5<0.371846795] yes=105,no=106,missing=105,gain=37.1473999,cover=15682
- 105:leaf=0.0110558299,cover=0
- 106:leaf=0.00618151063,cover=0
- 26:[PialCurv5<0.353309482] yes=53,no=54,missing=54,gain=171.687744,cover=136510
- 53:[Area5<0.730491161] yes=107,no=108,missing=108,gain=75.0897217,cover=79161
- 107:leaf=0.00511892745,cover=0
- 108:leaf=0.00835752487,cover=0
- 54:[Area5<0.754342616] yes=109,no=110,missing=109,gain=55.7676849,cover=57349
- 109:leaf=0.00180385727,cover=0
- 110:leaf=0.00553434854,cover=0
- 6:[Area5<0.735260904] yes=13,no=14,missing=13,gain=190.5495,cover=243475
- 13:[Area5<0.653711498] yes=27,no=28,missing=27,gain=58.2390213,cover=155699
- 27:[Ecc<5.27515984] yes=55,no=56,missing=55,gain=11.4163971,cover=35355
- 55:[Area5<0.420677572] yes=111,no=112,missing=111,gain=11.1544914,cover=16511
- 111:leaf=0.0541560762,cover=0
- 112:leaf=-0.00152523105,cover=0
- 56:[Sulc0<0.281104684] yes=113,no=114,missing=113,gain=6.96968842,cover=18844
- 113:leaf=-0.00454691937,cover=0
- 114:leaf=-0.00255636475,cover=0
- 28:[PialArea5<0.520672619] yes=57,no=58,missing=57,gain=52.3878098,cover=120344
- 57:[Curv5<0.195079193] yes=115,no=116,missing=115,gain=47.4573479,cover=90608
- 115:leaf=0.000949242327,cover=0
- 116:leaf=-0.00217647222,cover=0
- 58:[Curv5<0.120553598] yes=117,no=118,missing=117,gain=15.7363663,cover=29736
- 117:leaf=1.52645534e-05,cover=0
- 118:leaf=-0.00263488712,cover=0
- 14:[PialArea5<0.511941612] yes=29,no=30,missing=29,gain=88.002182,cover=87776
- 29:[Area5<0.818724692] yes=59,no=60,missing=59,gain=46.2738037,cover=56987
- 59:[Curv5<0.169394374] yes=119,no=120,missing=119,gain=36.3324585,cover=46886
- 119:leaf=0.00360015151,cover=0
- 120:leaf=0.00048034545,cover=0
- 60:[PialCurv5<0.329096764] yes=121,no=122,missing=121,gain=12.6743622,cover=10101
- 121:leaf=0.00801741518,cover=0
- 122:leaf=0.00443898281,cover=0
- 30:[Curv5<0.131767005] yes=61,no=62,missing=61,gain=26.0140285,cover=30789
- 61:[PialArea5<0.613238215] yes=123,no=124,missing=123,gain=9.05290604,cover=11243
- 123:leaf=0.00319186156,cover=0
- 124:leaf=0.000309166091,cover=0
- 62:[Area5<0.877147377] yes=125,no=126,missing=125,gain=14.3686514,cover=19546
- 125:leaf=-0.00151574891,cover=0
- 126:leaf=0.00264723762,cover=0
-booster[57]:
-0:[Area5<0.573932528] yes=1,no=2,missing=1,gain=617.738281,cover=5124388
- 1:[PialArea5<0.727568209] yes=3,no=4,missing=3,gain=531.077637,cover=726434
- 3:[Curv5<-0.141545609] yes=7,no=8,missing=7,gain=208.740173,cover=249362
- 7:[Area5<0.433531314] yes=15,no=16,missing=16,gain=241.948822,cover=106253
- 15:[Curv5<-0.39144522] yes=31,no=32,missing=31,gain=59.8301697,cover=26883
- 31:[PialArea5<0.555011809] yes=63,no=64,missing=64,gain=21.3419838,cover=2879
- 63:leaf=-0.00492915604,cover=0
- 64:leaf=0.00380247622,cover=0
- 32:[Area5<0.380439579] yes=65,no=66,missing=65,gain=44.9834595,cover=24004
- 65:leaf=0.00921411533,cover=0
- 66:leaf=0.00470448053,cover=0
- 16:[Sulc0<-0.244882882] yes=33,no=34,missing=33,gain=43.935318,cover=79370
- 33:[Ecc<5.53207445] yes=67,no=68,missing=68,gain=60.9926872,cover=66287
- 67:leaf=0.00108987628,cover=0
- 68:leaf=-0.00194672309,cover=0
- 34:[Pol<81.5476837] yes=69,no=70,missing=69,gain=19.8056717,cover=13083
- 69:leaf=0.00564268604,cover=0
- 70:leaf=0.00139762682,cover=0
- 8:[Curv5<0.0756113976] yes=17,no=18,missing=18,gain=317.422485,cover=143109
- 17:[Curv5<-0.0837168768] yes=35,no=36,missing=35,gain=58.517334,cover=104922
- 35:[Area5<0.513795495] yes=71,no=72,missing=71,gain=87.824585,cover=35145
- 71:leaf=0.00653606886,cover=0
- 72:leaf=0.00153574115,cover=0
- 36:[PialCurv5<0.0171581414] yes=73,no=74,missing=73,gain=67.0671387,cover=69777
- 73:leaf=0.00801450107,cover=0
- 74:leaf=0.00490157912,cover=0
- 18:[Sulc0<-0.108384088] yes=37,no=38,missing=38,gain=59.8334084,cover=38187
- 37:[PialArea5<0.331288606] yes=75,no=76,missing=75,gain=41.7005272,cover=8478
- 75:leaf=0.0122761158,cover=0
- 76:leaf=0.0026275767,cover=0
- 38:[Curv5<0.266060919] yes=77,no=78,missing=78,gain=25.8462601,cover=29709
- 77:leaf=0.00014289128,cover=0
- 78:leaf=-0.00346286967,cover=0
- 4:[Curv5<-0.155295327] yes=9,no=10,missing=9,gain=443.90918,cover=477072
- 9:[Area5<0.453641325] yes=19,no=20,missing=19,gain=224.997314,cover=381315
- 19:[PialArea5<0.89536339] yes=39,no=40,missing=39,gain=49.7016602,cover=66516
- 39:[Area5<0.380439579] yes=79,no=80,missing=79,gain=44.2633057,cover=53809
- 79:leaf=0.0105729615,cover=0
- 80:leaf=0.00655049179,cover=0
- 40:[Curv5<-0.215837389] yes=81,no=82,missing=81,gain=19.4000244,cover=12707
- 81:leaf=0.0093489103,cover=0
- 82:leaf=0.0136176376,cover=0
- 20:[PialArea5<0.906120181] yes=41,no=42,missing=41,gain=241.621094,cover=314799
- 41:[Sulc0<-0.864702106] yes=83,no=84,missing=84,gain=112.762024,cover=189082
- 83:leaf=0.00167127128,cover=0
- 84:leaf=0.00430776877,cover=0
- 42:[Sulc0<-0.407819748] yes=85,no=86,missing=86,gain=66.3581543,cover=125717
- 85:leaf=0.00608279789,cover=0
- 86:leaf=0.012006769,cover=0
- 10:[Curv5<-0.104371414] yes=21,no=22,missing=21,gain=86.2609863,cover=95757
- 21:[PialArea5<0.861938] yes=43,no=44,missing=44,gain=45.8015137,cover=65065
- 43:[Area5<0.483568966] yes=87,no=88,missing=87,gain=34.8306274,cover=39655
- 87:leaf=0.00948211085,cover=0
- 88:leaf=0.00604154309,cover=0
- 44:[Area5<0.4695113] yes=89,no=90,missing=89,gain=17.369873,cover=25410
- 89:leaf=0.014427592,cover=0
- 90:leaf=0.00925296452,cover=0
- 22:[PialCurv5<-0.019163372] yes=45,no=46,missing=45,gain=24.4807129,cover=30692
- 45:[Curv5<-0.0752395913] yes=91,no=92,missing=91,gain=20.7749023,cover=23576
- 91:leaf=0.0108830249,cover=0
- 92:leaf=0.0140267182,cover=0
- 46:[Pol<59.5955544] yes=93,no=94,missing=93,gain=13.6100922,cover=7116
- 93:leaf=0.00224377378,cover=0
- 94:leaf=0.00934760738,cover=0
- 2:[PialArea5<0.365779996] yes=5,no=6,missing=5,gain=663.03125,cover=4397954
- 5:[Curv5<0.15992938] yes=11,no=12,missing=12,gain=671.968506,cover=279625
- 11:[PialCurv5<0.291493237] yes=23,no=24,missing=23,gain=151.402344,cover=100245
- 23:[PialArea5<0.281252682] yes=47,no=48,missing=47,gain=97.8015137,cover=68475
- 47:[Sulc0<0.0770083591] yes=95,no=96,missing=96,gain=11.7935791,cover=7005
- 95:leaf=0.0245091394,cover=0
- 96:leaf=0.0154463341,cover=0
- 48:[Area5<0.691153347] yes=97,no=98,missing=97,gain=73.4042969,cover=61470
- 97:leaf=0.00840519834,cover=0
- 98:leaf=0.0120011112,cover=0
- 24:[PialArea5<0.292306483] yes=49,no=50,missing=49,gain=42.4346313,cover=31770
- 49:[PialArea5<0.245474651] yes=99,no=100,missing=99,gain=15.7357788,cover=5118
- 99:leaf=0.0180282295,cover=0
- 100:leaf=0.00933536422,cover=0
- 50:[Area5<0.705328763] yes=101,no=102,missing=101,gain=50.0567322,cover=26652
- 101:leaf=0.00333835301,cover=0
- 102:leaf=0.00768181449,cover=0
- 12:[PialArea5<0.245474651] yes=25,no=26,missing=26,gain=277.634766,cover=179380
- 25:[PialCurv5<0.343960524] yes=51,no=52,missing=51,gain=34.859375,cover=13488
- 51:[Area5<0.660333693] yes=103,no=104,missing=103,gain=16.8948669,cover=5976
- 103:leaf=0.011659136,cover=0
- 104:leaf=0.0172085166,cover=0
- 52:[LGI5<3.00812316] yes=105,no=106,missing=105,gain=23.0587463,cover=7512
- 105:leaf=0.00680753589,cover=0
- 106:leaf=0.012975784,cover=0
- 26:[Area5<0.671631575] yes=53,no=54,missing=53,gain=164.37262,cover=165892
- 53:[Sulc0<0.0530014001] yes=107,no=108,missing=108,gain=91.7784576,cover=91892
- 107:leaf=0.00927688833,cover=0
- 108:leaf=0.00159738993,cover=0
- 54:[PialCurv5<0.371846795] yes=109,no=110,missing=109,gain=91.8847046,cover=74000
- 109:leaf=0.00661238143,cover=0
- 110:leaf=0.00304591702,cover=0
- 6:[Curv5<0.122410901] yes=13,no=14,missing=14,gain=1030.72852,cover=4118329
- 13:[PialArea5<0.571868718] yes=27,no=28,missing=27,gain=1449.79883,cover=3593839
- 27:[Area5<0.66824472] yes=55,no=56,missing=55,gain=359.396973,cover=394477
- 55:[Curv5<0.0857537538] yes=111,no=112,missing=111,gain=219.956909,cover=148229
- 111:leaf=0.00591482362,cover=0
- 112:leaf=0.00192158844,cover=0
- 56:[Curv5<0.0955092236] yes=113,no=114,missing=113,gain=256.879395,cover=246248
- 113:leaf=0.00925252866,cover=0
- 114:leaf=0.00601905724,cover=0
- 28:[Curv5<0.0716206133] yes=57,no=58,missing=57,gain=972.668945,cover=3199362
- 57:[Sulc0<-0.0172607526] yes=115,no=116,missing=115,gain=794.208984,cover=2973571
- 115:leaf=0.00299102697,cover=0
- 116:leaf=0.00498433178,cover=0
- 58:[PialArea5<0.647521853] yes=117,no=118,missing=117,gain=190.558563,cover=225791
- 117:leaf=0.0014272586,cover=0
- 118:leaf=-0.00147886702,cover=0
- 14:[PialArea5<0.48968944] yes=29,no=30,missing=30,gain=443.727234,cover=524490
- 29:[Area5<0.684738636] yes=59,no=60,missing=59,gain=332.184998,cover=347952
- 59:[Pol<131.443253] yes=119,no=120,missing=119,gain=77.6836472,cover=146293
- 119:leaf=-4.03642989e-05,cover=0
- 120:leaf=0.00354606146,cover=0
- 60:[PialCurv5<0.303062648] yes=121,no=122,missing=121,gain=210.598083,cover=201659
- 121:leaf=0.00485564442,cover=0
- 122:leaf=0.00157046539,cover=0
- 30:[Area5<0.784037054] yes=61,no=62,missing=61,gain=72.9077148,cover=176538
- 61:[PialArea5<0.550757647] yes=123,no=124,missing=124,gain=52.3623123,cover=147230
- 123:leaf=-0.000536817941,cover=0
- 124:leaf=-0.00244762539,cover=0
- 62:[PialArea5<0.571868718] yes=125,no=126,missing=125,gain=48.0675011,cover=29308
- 125:leaf=0.00329092634,cover=0
- 126:leaf=-0.000767152058,cover=0
-booster[58]:
-0:[PialArea5<1.19545019] yes=1,no=2,missing=2,gain=621.546875,cover=5124388
- 1:[Area5<0.557224929] yes=3,no=4,missing=3,gain=614.902344,cover=4801342
- 3:[PialArea5<0.689872265] yes=7,no=8,missing=8,gain=328.69043,cover=580680
- 7:[Curv5<-0.141545609] yes=15,no=16,missing=15,gain=147.877563,cover=151296
- 15:[Area5<0.420677572] yes=31,no=32,missing=31,gain=136.572693,cover=61581
- 31:[Curv5<-0.39144522] yes=63,no=64,missing=64,gain=46.0667572,cover=15111
- 63:leaf=-0.00161873701,cover=0
- 64:leaf=0.00619330164,cover=0
- 32:[PialCurv5<-0.0779728889] yes=65,no=66,missing=65,gain=28.9010391,cover=46470
- 65:leaf=-0.000945214182,cover=0
- 66:leaf=0.00254511437,cover=0
- 16:[PialCurv5<0.0959877223] yes=33,no=34,missing=33,gain=177.257263,cover=89715
- 33:[Sulc0<0.869075775] yes=67,no=68,missing=68,gain=62.2554932,cover=64111
- 67:leaf=0.00563127641,cover=0
- 68:leaf=-0.0141826412,cover=0
- 34:[Curv5<0.245671451] yes=69,no=70,missing=69,gain=35.0704842,cover=25604
- 69:leaf=0.00160073081,cover=0
- 70:leaf=-0.0027899011,cover=0
- 8:[PialCurv5<-0.0990834236] yes=17,no=18,missing=18,gain=337.661133,cover=429384
- 17:[Area5<0.433531314] yes=35,no=36,missing=35,gain=195.504395,cover=301803
- 35:[Area5<0.380439579] yes=71,no=72,missing=71,gain=41.6922607,cover=47555
- 71:leaf=0.0101945652,cover=0
- 72:leaf=0.00672035897,cover=0
- 36:[PialArea5<0.856611013] yes=73,no=74,missing=73,gain=184.129272,cover=254248
- 73:leaf=0.00276769837,cover=0
- 74:leaf=0.00546134543,cover=0
- 18:[Curv5<-0.108295463] yes=37,no=38,missing=38,gain=78.5961914,cover=127581
- 37:[Area5<0.462054074] yes=75,no=76,missing=75,gain=75.515625,cover=96828
- 75:leaf=0.0100034103,cover=0
- 76:leaf=0.00633149594,cover=0
- 38:[PialCurv5<-0.019163372] yes=77,no=78,missing=77,gain=24.2581787,cover=30753
- 77:leaf=0.0106837666,cover=0
- 78:leaf=0.00742845377,cover=0
- 4:[Curv5<-0.0773924068] yes=9,no=10,missing=9,gain=812.618164,cover=4220662
- 9:[PialArea5<0.859420419] yes=19,no=20,missing=19,gain=1082.96802,cover=1634593
- 19:[Sulc0<-0.166708246] yes=39,no=40,missing=40,gain=280.993927,cover=466750
- 39:[PialArea5<0.750515759] yes=79,no=80,missing=80,gain=256.828125,cover=374654
- 79:leaf=-0.00244603213,cover=0
- 80:leaf=0.00041459268,cover=0
- 40:[Area5<0.663893223] yes=81,no=82,missing=81,gain=246.047974,cover=92096
- 81:leaf=0.00490453793,cover=0
- 82:leaf=-0.000310356554,cover=0
- 20:[Area5<0.67507118] yes=41,no=42,missing=41,gain=1039.51465,cover=1167843
- 41:[Sulc0<-0.395407349] yes=83,no=84,missing=84,gain=821.129883,cover=547539
- 83:leaf=0.00374001986,cover=0
- 84:leaf=0.00893591624,cover=0
- 42:[Pol<12.2267933] yes=85,no=86,missing=86,gain=364.963257,cover=620304
- 85:leaf=0.00491568819,cover=0
- 86:leaf=0.00117074407,cover=0
- 10:[PialCurv5<-0.0410871245] yes=21,no=22,missing=21,gain=2108.00098,cover=2586069
- 21:[Curv5<-0.0507577434] yes=43,no=44,missing=43,gain=668.740723,cover=129086
- 43:[PialCurv5<-0.058241725] yes=87,no=88,missing=88,gain=220.376099,cover=79017
- 87:leaf=0.0102713211,cover=0
- 88:leaf=0.00486558536,cover=0
- 44:[Pol<87.3220139] yes=89,no=90,missing=89,gain=147.195801,cover=50069
- 89:leaf=0.0171818696,cover=0
- 90:leaf=0.0117553379,cover=0
- 22:[Ecc<5.21075869] yes=45,no=46,missing=45,gain=802.21582,cover=2456983
- 45:[Pol<62.799984] yes=91,no=92,missing=91,gain=780.181641,cover=626403
- 91:leaf=0.00883693621,cover=0
- 92:leaf=0.00131723075,cover=0
- 46:[Ecc<22.4429302] yes=93,no=94,missing=93,gain=681.21875,cover=1830580
- 93:leaf=0.00443528406,cover=0
- 94:leaf=0.00229294994,cover=0
- 2:[LGI5<2.5379107] yes=5,no=6,missing=5,gain=294.670166,cover=323046
- 5:[PialArea5<1.57955706] yes=11,no=12,missing=12,gain=114.257324,cover=118772
- 11:[Area5<0.894858658] yes=23,no=24,missing=23,gain=98.7287598,cover=109922
- 23:[Area5<0.621834755] yes=47,no=48,missing=47,gain=74.7866211,cover=106285
- 47:[Area5<0.542713821] yes=95,no=96,missing=95,gain=21.9638672,cover=16775
- 95:leaf=0.0146450549,cover=0
- 96:leaf=0.00965494383,cover=0
- 48:[Curv5<-0.119937547] yes=97,no=98,missing=97,gain=77.690918,cover=89510
- 97:leaf=0.00618052296,cover=0
- 98:leaf=0.0103230327,cover=0
- 24:[Area5<0.987501919] yes=49,no=50,missing=49,gain=18.2989368,cover=3637
- 49:[Curv5<-0.0752395913] yes=99,no=100,missing=99,gain=5.62383842,cover=1978
- 99:leaf=0.00145441981,cover=0
- 100:leaf=0.0112898592,cover=0
- 50:[Pol<114.432869] yes=101,no=102,missing=101,gain=9.84343433,cover=1659
- 101:leaf=-0.00146537821,cover=0
- 102:leaf=-0.00922430493,cover=0
- 12:[Ecc<4.00532722] yes=25,no=26,missing=25,gain=33.3234863,cover=8850
- 25:[PialCurv5<-0.019163372] yes=51,no=52,missing=51,gain=21.0080566,cover=7383
- 51:[Curv5<-0.144993886] yes=103,no=104,missing=104,gain=17.6960449,cover=7254
- 103:leaf=0.0135785295,cover=0
- 104:leaf=0.0200864747,cover=0
- 52:[Area5<0.924216449] yes=105,no=106,missing=105,gain=3.40070915,cover=129
- 105:leaf=0.00731012225,cover=0
- 106:leaf=-0.0106173074,cover=0
- 26:[Area5<0.67507118] yes=53,no=54,missing=54,gain=6.76950264,cover=1467
- 53:[LGI5<2.51629615] yes=107,no=108,missing=108,gain=3.60891914,cover=146
- 107:leaf=0.0142922653,cover=0
- 108:leaf=0.0493220575,cover=0
- 54:[Ecc<5.46745825] yes=109,no=110,missing=109,gain=5.09988785,cover=1321
- 109:leaf=0.00789610669,cover=0
- 110:leaf=0.00167028792,cover=0
- 6:[Pol<50.1003532] yes=13,no=14,missing=13,gain=114.867554,cover=204274
- 13:[Pol<16.156723] yes=27,no=28,missing=27,gain=162.660828,cover=125502
- 27:[PialCurv5<-0.11032705] yes=55,no=56,missing=55,gain=21.7788086,cover=41128
- 55:[Curv5<-0.168147355] yes=111,no=112,missing=112,gain=20.6815033,cover=22783
- 111:leaf=0.0046141292,cover=0
- 112:leaf=0.0107866237,cover=0
- 56:[Pol<5.90224934] yes=113,no=114,missing=113,gain=10.0877075,cover=18345
- 113:leaf=0.00874240883,cover=0
- 114:leaf=0.00635226304,cover=0
- 28:[Area5<0.732334435] yes=57,no=58,missing=58,gain=73.9263306,cover=84374
- 57:[PialArea5<1.36541271] yes=115,no=116,missing=115,gain=17.4375458,cover=20537
- 115:leaf=0.00401232252,cover=0
- 116:leaf=0.00746265752,cover=0
- 58:[Ecc<5.33884621] yes=117,no=118,missing=118,gain=25.5854454,cover=63837
- 117:leaf=0.00294928462,cover=0
- 118:leaf=0.000732888875,cover=0
- 14:[Sulc0<-0.815117955] yes=29,no=30,missing=30,gain=90.1506348,cover=78772
- 29:[Curv5<-0.161761403] yes=59,no=60,missing=60,gain=27.2284737,cover=16116
- 59:[PialArea5<1.4350239] yes=119,no=120,missing=119,gain=9.21934128,cover=13245
- 119:leaf=0.00102684845,cover=0
- 120:leaf=0.00461380277,cover=0
- 60:[PialArea5<1.4350239] yes=121,no=122,missing=122,gain=11.4905357,cover=2871
- 121:leaf=0.00527583947,cover=0
- 122:leaf=0.0128731178,cover=0
- 30:[Ecc<9.38688755] yes=61,no=62,missing=61,gain=51.7734375,cover=62656
- 61:[Ecc<3.16401935] yes=123,no=124,missing=124,gain=60.3417969,cover=38603
- 123:leaf=0.00137763878,cover=0
- 124:leaf=0.0084904125,cover=0
- 62:[Pol<164.532394] yes=125,no=126,missing=125,gain=35.7888947,cover=24053
- 125:leaf=0.00692470139,cover=0
- 126:leaf=0.00306508131,cover=0
-booster[59]:
-0:[PialArea5<0.931472182] yes=1,no=2,missing=1,gain=576.53125,cover=5124388
- 1:[MidArea5<0.744108081] yes=3,no=4,missing=3,gain=758.618164,cover=3651638
- 3:[Curv5<0.126145482] yes=7,no=8,missing=7,gain=631.749023,cover=2854343
- 7:[PialArea5<0.529292643] yes=15,no=16,missing=15,gain=1128.17773,cover=2095372
- 15:[Area5<0.642765105] yes=31,no=32,missing=31,gain=421.108887,cover=357228
- 31:[Curv5<-0.209697157] yes=63,no=64,missing=64,gain=126.168823,cover=114175
- 63:leaf=-0.00275642588,cover=0
- 64:leaf=0.00422557723,cover=0
- 32:[PialArea5<0.390391022] yes=65,no=66,missing=65,gain=192.414551,cover=243053
- 65:leaf=0.0108499061,cover=0
- 66:leaf=0.00689748535,cover=0
- 16:[Curv5<0.083802022] yes=33,no=34,missing=33,gain=758.14209,cover=1738144
- 33:[Sulc0<0.0372688323] yes=67,no=68,missing=68,gain=1020.85889,cover=1541063
- 67:leaf=0.0028576171,cover=0
- 68:leaf=0.00583563466,cover=0
- 34:[PialArea5<0.601145923] yes=69,no=70,missing=69,gain=225.766846,cover=197081
- 69:leaf=0.00191941985,cover=0
- 70:leaf=-0.00146883482,cover=0
- 8:[PialArea5<0.422649235] yes=17,no=18,missing=17,gain=969.800171,cover=758971
- 17:[Curv5<0.183586344] yes=35,no=36,missing=35,gain=446.489258,cover=443556
- 35:[PialArea5<0.292306483] yes=71,no=72,missing=72,gain=326.451904,cover=254964
- 71:leaf=0.00999076944,cover=0
- 72:leaf=0.00430446118,cover=0
- 36:[PialArea5<0.245474651] yes=73,no=74,missing=74,gain=212.564774,cover=188592
- 73:leaf=0.00751863141,cover=0
- 74:leaf=0.00124242902,cover=0
- 18:[PialArea5<0.524996102] yes=37,no=38,missing=37,gain=164.647598,cover=315415
- 37:[Area5<0.731406808] yes=75,no=76,missing=75,gain=178.421417,cover=221978
- 75:leaf=-0.00025223862,cover=0
- 76:leaf=0.00282497215,cover=0
- 38:[PialCurv5<0.0285326894] yes=77,no=78,missing=78,gain=34.746582,cover=93437
- 77:leaf=0.00943103898,cover=0
- 78:leaf=-0.00189642829,cover=0
- 4:[Area5<0.700531542] yes=9,no=10,missing=9,gain=574.003967,cover=797295
- 9:[Sulc0<-0.0862998366] yes=19,no=20,missing=19,gain=407.494629,cover=305505
- 19:[Curv5<-0.0773924068] yes=39,no=40,missing=40,gain=256.272583,cover=257134
- 39:[Area5<0.629274011] yes=79,no=80,missing=80,gain=139.956985,cover=204912
- 79:leaf=0.00387889822,cover=0
- 80:leaf=0.000897763472,cover=0
- 40:[PialCurv5<-0.0501225069] yes=81,no=82,missing=81,gain=134.580627,cover=52222
- 81:leaf=0.0117213968,cover=0
- 82:leaf=0.00454309816,cover=0
- 20:[Area5<0.663006425] yes=41,no=42,missing=41,gain=121.255859,cover=48371
- 41:[Pol<43.7633247] yes=83,no=84,missing=83,gain=29.7775269,cover=12211
- 83:leaf=0.00540133659,cover=0
- 84:leaf=0.0127351237,cover=0
- 42:[Pol<45.5953903] yes=85,no=86,missing=85,gain=71.6027832,cover=36160
- 85:leaf=0.0012786967,cover=0
- 86:leaf=0.00706046214,cover=0
- 10:[Curv5<-0.0439181365] yes=21,no=22,missing=21,gain=373.257751,cover=491790
- 21:[Pol<18.1680222] yes=43,no=44,missing=43,gain=186.929901,cover=172442
- 43:[Ecc<4.46987629] yes=87,no=88,missing=87,gain=43.3600159,cover=20551
- 87:leaf=0.00988589413,cover=0
- 88:leaf=0.00232381164,cover=0
- 44:[Pol<158.709351] yes=89,no=90,missing=89,gain=76.0235748,cover=151891
- 89:leaf=-0.00247625192,cover=0
- 90:leaf=0.000539358938,cover=0
- 22:[PialCurv5<-0.0154925911] yes=45,no=46,missing=45,gain=671.421021,cover=319348
- 45:[Curv5<-0.0203319378] yes=91,no=92,missing=91,gain=197.760376,cover=25999
- 91:leaf=0.00548982387,cover=0
- 92:leaf=0.0143208718,cover=0
- 46:[Ecc<4.87342644] yes=93,no=94,missing=93,gain=117.13752,cover=293349
- 93:leaf=-0.00119448255,cover=0
- 94:leaf=0.0013232911,cover=0
- 2:[Area5<0.72867924] yes=5,no=6,missing=5,gain=1018.23535,cover=1472750
- 5:[Sulc0<-0.237935558] yes=11,no=12,missing=11,gain=562.402344,cover=879826
- 11:[LGI5<2.45281005] yes=23,no=24,missing=23,gain=448.508301,cover=799571
- 23:[Curv5<-0.12365336] yes=47,no=48,missing=48,gain=154.396484,cover=249186
- 47:[Ecc<5.4036684] yes=95,no=96,missing=95,gain=130.247559,cover=210033
- 95:leaf=0.00640195375,cover=0
- 96:leaf=0.00218722387,cover=0
- 48:[PialCurv5<-0.0886472985] yes=97,no=98,missing=97,gain=87.4516602,cover=39153
- 97:leaf=0.0176314097,cover=0
- 98:leaf=0.00873483811,cover=0
- 24:[Sulc0<-0.650102437] yes=49,no=50,missing=49,gain=259.258301,cover=550385
- 49:[PialArea5<1.19545019] yes=99,no=100,missing=100,gain=202.299316,cover=310532
- 99:leaf=0.00240118662,cover=0
- 100:leaf=0.00564653007,cover=0
- 50:[Pol<50.9985542] yes=101,no=102,missing=101,gain=232.010498,cover=239853
- 101:leaf=0.00307645695,cover=0
- 102:leaf=0.00634356681,cover=0
- 12:[Pol<48.3047981] yes=25,no=26,missing=25,gain=296.510254,cover=80255
- 25:[Pol<15.1533136] yes=51,no=52,missing=51,gain=46.235054,cover=18112
- 51:[LGI5<3.15728688] yes=103,no=104,missing=104,gain=15.7134476,cover=5380
- 103:leaf=0.00554574048,cover=0
- 104:leaf=0.0113224024,cover=0
- 52:[PialCurv5<-0.00955641083] yes=105,no=106,missing=105,gain=26.0596142,cover=12732
- 105:leaf=0.00286116428,cover=0
- 106:leaf=-0.00338093564,cover=0
- 26:[Area5<0.666510165] yes=53,no=54,missing=54,gain=86.3220215,cover=62143
- 53:[Sulc0<-0.0637059584] yes=107,no=108,missing=107,gain=18.4810791,cover=18703
- 107:leaf=0.0124066081,cover=0
- 108:leaf=0.0156485923,cover=0
- 54:[Sulc0<0.0214736983] yes=109,no=110,missing=109,gain=58.5018311,cover=43440
- 109:leaf=0.00849614665,cover=0
- 110:leaf=0.0126879141,cover=0
- 6:[PialArea5<1.08444798] yes=13,no=14,missing=13,gain=333.636108,cover=592924
- 13:[Curv5<-0.066452302] yes=27,no=28,missing=27,gain=218.921356,cover=256898
- 27:[Pol<15.1533136] yes=55,no=56,missing=55,gain=130.784836,cover=162727
- 55:[Curv5<-0.156904668] yes=111,no=112,missing=112,gain=27.1116867,cover=22741
- 111:leaf=0.00206274376,cover=0
- 112:leaf=0.00555713987,cover=0
- 56:[Sulc0<-0.319176674] yes=113,no=114,missing=114,gain=105.787262,cover=139986
- 113:leaf=-0.00157939398,cover=0
- 114:leaf=0.00128232862,cover=0
- 28:[PialCurv5<-0.0456207059] yes=57,no=58,missing=57,gain=228.41394,cover=94171
- 57:[Curv5<-0.0343657099] yes=115,no=116,missing=116,gain=62.578186,cover=6620
- 115:leaf=0.00969009753,cover=0
- 116:leaf=0.0222137757,cover=0
- 58:[Ecc<16.5318356] yes=117,no=118,missing=117,gain=110.089752,cover=87551
- 117:leaf=0.00379520073,cover=0
- 118:leaf=0.000160442811,cover=0
- 14:[PialCurv5<-0.105644517] yes=29,no=30,missing=30,gain=118.131348,cover=336026
- 29:[Curv5<-0.138079464] yes=59,no=60,missing=60,gain=236.014252,cover=134481
- 59:[Pol<16.156723] yes=119,no=120,missing=119,gain=63.9287872,cover=131588
- 119:leaf=0.00403855415,cover=0
- 120:leaf=0.00145345135,cover=0
- 60:[Curv5<-0.0943295062] yes=121,no=122,missing=122,gain=43.3399963,cover=2893
- 121:leaf=0.014351978,cover=0
- 122:leaf=0.0339680873,cover=0
- 30:[Area5<0.811441243] yes=61,no=62,missing=61,gain=102.334961,cover=201545
- 61:[PialArea5<1.33957577] yes=123,no=124,missing=124,gain=98.9956055,cover=128131
- 123:leaf=0.00459600193,cover=0
- 124:leaf=0.00864959788,cover=0
- 62:[Pol<11.2407846] yes=125,no=126,missing=125,gain=58.6168365,cover=73414
- 125:leaf=0.00699355686,cover=0
- 126:leaf=0.00232954603,cover=0
-booster[60]:
-0:[Ecc<18.8860435] yes=1,no=2,missing=1,gain=583.691406,cover=5124388
- 1:[PialCurv5<0.128475845] yes=3,no=4,missing=3,gain=675.818359,cover=4035011
- 3:[Sulc0<0.0372688323] yes=7,no=8,missing=8,gain=1035.48438,cover=3139786
- 7:[Pol<147.599014] yes=15,no=16,missing=15,gain=634.616211,cover=2730016
- 15:[PialArea5<0.89274627] yes=31,no=32,missing=31,gain=750.040039,cover=2025219
- 31:[Area5<0.584141672] yes=63,no=64,missing=63,gain=657.574829,cover=997544
- 63:leaf=0.00371227274,cover=0
- 64:leaf=0.00101017428,cover=0
- 32:[Area5<0.705328763] yes=65,no=66,missing=65,gain=822.009766,cover=1027675
- 65:leaf=0.00522434479,cover=0
- 66:leaf=0.00239394791,cover=0
- 16:[Curv5<-0.177508175] yes=33,no=34,missing=33,gain=780.991699,cover=704797
- 33:[Sulc0<-0.528458416] yes=67,no=68,missing=67,gain=173.478149,cover=302068
- 67:leaf=0.00228053308,cover=0
- 68:leaf=0.00588318426,cover=0
- 34:[Curv5<-0.0620335713] yes=69,no=70,missing=70,gain=176.078613,cover=402729
- 69:leaf=0.00533825578,cover=0
- 70:leaf=0.00753486389,cover=0
- 8:[Ecc<8.29616165] yes=17,no=18,missing=18,gain=836.243652,cover=409770
- 17:[Ecc<3.73767829] yes=35,no=36,missing=35,gain=289.817871,cover=200749
- 35:[PialArea5<0.669517875] yes=71,no=72,missing=72,gain=52.2886696,cover=29446
- 71:leaf=0.000836678024,cover=0
- 72:leaf=-0.00349643524,cover=0
- 36:[PialCurv5<0.0331302322] yes=73,no=74,missing=73,gain=93.6580811,cover=171303
- 73:leaf=0.00617780862,cover=0
- 74:leaf=0.0037077039,cover=0
- 18:[Pol<116.093399] yes=37,no=38,missing=37,gain=323.598633,cover=209021
- 37:[Ecc<11.3532677] yes=75,no=76,missing=76,gain=233.498535,cover=121994
- 75:leaf=0.00756023172,cover=0
- 76:leaf=0.0119505851,cover=0
- 38:[LGI5<3.09244633] yes=77,no=78,missing=77,gain=148.401611,cover=87027
- 77:leaf=0.00766833499,cover=0
- 78:leaf=0.00347059756,cover=0
- 4:[PialArea5<0.542192638] yes=9,no=10,missing=9,gain=543.158691,cover=895225
- 9:[Area5<0.671631575] yes=19,no=20,missing=19,gain=579.003418,cover=648809
- 19:[PialArea5<0.331288606] yes=39,no=40,missing=40,gain=172.85202,cover=278556
- 39:[PialCurv5<0.362132162] yes=79,no=80,missing=79,gain=108.016602,cover=78592
- 79:leaf=0.00468313787,cover=0
- 80:leaf=0.000891728734,cover=0
- 40:[Curv5<0.108977526] yes=81,no=82,missing=82,gain=150.453491,cover=199964
- 81:leaf=0.00336863077,cover=0
- 82:leaf=-0.000220286922,cover=0
- 20:[Curv5<0.129884616] yes=41,no=42,missing=41,gain=373.230713,cover=370253
- 41:[PialArea5<0.418112278] yes=83,no=84,missing=83,gain=85.7541504,cover=107102
- 83:leaf=0.00930419378,cover=0
- 84:leaf=0.00593384821,cover=0
- 42:[PialArea5<0.375788301] yes=85,no=86,missing=85,gain=278.604126,cover=263151
- 85:leaf=0.00545991538,cover=0
- 86:leaf=0.00203007227,cover=0
- 10:[Curv5<0.101325236] yes=21,no=22,missing=21,gain=194.496216,cover=246416
- 21:[Pol<111.846848] yes=43,no=44,missing=43,gain=128.130371,cover=125401
- 43:[Ecc<9.50052643] yes=87,no=88,missing=87,gain=49.5384674,cover=70383
- 87:leaf=0.00220751879,cover=0
- 88:leaf=0.00530830305,cover=0
- 44:[Sulc0<0.263311565] yes=89,no=90,missing=89,gain=42.6002083,cover=55018
- 89:leaf=-0.00122822064,cover=0
- 90:leaf=0.00174493284,cover=0
- 22:[Area5<0.756765008] yes=45,no=46,missing=45,gain=63.1486435,cover=121015
- 45:[Pol<100.628822] yes=91,no=92,missing=91,gain=43.3226624,cover=84005
- 91:leaf=-0.000612508564,cover=0
- 92:leaf=-0.00293800049,cover=0
- 46:[PialArea5<0.632563293] yes=93,no=94,missing=94,gain=66.2257385,cover=37010
- 93:leaf=0.0021972328,cover=0
- 94:leaf=-0.00211172341,cover=0
- 2:[Sulc0<0.0608992092] yes=5,no=6,missing=5,gain=453.470093,cover=1089377
- 5:[Pol<11.2407846] yes=11,no=12,missing=11,gain=330.266541,cover=469766
- 11:[Pol<5.90224934] yes=23,no=24,missing=24,gain=44.3978882,cover=73111
- 23:[Sulc0<-0.849334478] yes=47,no=48,missing=48,gain=18.0279541,cover=43164
- 47:[PialArea5<1.05055559] yes=95,no=96,missing=96,gain=9.23969269,cover=10575
- 95:leaf=0.00197551772,cover=0
- 96:leaf=0.00497710891,cover=0
- 48:[MidArea5<1.09619975] yes=97,no=98,missing=98,gain=13.2733154,cover=32589
- 97:leaf=0.00544398231,cover=0
- 98:leaf=0.0124270599,cover=0
- 24:[PialArea5<1.29873812] yes=49,no=50,missing=49,gain=13.3264389,cover=29947
- 49:[Sulc0<-0.87967056] yes=99,no=100,missing=99,gain=13.4286766,cover=28668
- 99:leaf=0.000354805205,cover=0
- 100:leaf=0.00288996822,cover=0
- 50:[LGI5<3.38720298] yes=101,no=102,missing=102,gain=1.38584518,cover=1279
- 101:leaf=0.00853404682,cover=0
- 102:leaf=0.00485513406,cover=0
- 12:[Pol<40.9012032] yes=25,no=26,missing=25,gain=272.018463,cover=396655
- 25:[Pol<20.2198563] yes=51,no=52,missing=51,gain=111.723686,cover=128071
- 51:[PialArea5<1.11947823] yes=103,no=104,missing=103,gain=27.043396,cover=46366
- 103:leaf=-0.000185179262,cover=0
- 104:leaf=0.00291859591,cover=0
- 52:[PialCurv5<-0.0456207059] yes=105,no=106,missing=106,gain=41.9275208,cover=81705
- 105:leaf=-0.00174068601,cover=0
- 106:leaf=-0.00404542033,cover=0
- 26:[Pol<108.715256] yes=53,no=54,missing=53,gain=310.522461,cover=268584
- 53:[Pol<48.3047981] yes=107,no=108,missing=107,gain=148.348358,cover=40755
- 107:leaf=0.00144307432,cover=0
- 108:leaf=0.00764093874,cover=0
- 54:[PialArea5<0.89274627] yes=109,no=110,missing=109,gain=269.433563,cover=227829
- 109:leaf=-0.00143396098,cover=0
- 110:leaf=0.00203147577,cover=0
- 6:[PialCurv5<0.00860458333] yes=13,no=14,missing=13,gain=366.505615,cover=619611
- 13:[Pol<95.050293] yes=27,no=28,missing=27,gain=438.273682,cover=110187
- 27:[Pol<48.3047981] yes=55,no=56,missing=56,gain=193.326904,cover=42996
- 55:[Curv5<0.000893599819] yes=111,no=112,missing=112,gain=153.127747,cover=29236
- 111:leaf=0.00565583771,cover=0
- 112:leaf=0.0156243443,cover=0
- 56:[MidArea5<0.599643409] yes=113,no=114,missing=114,gain=42.6196289,cover=13760
- 113:leaf=0.00926092174,cover=0
- 114:leaf=0.0159091167,cover=0
- 28:[Pol<143.959366] yes=57,no=58,missing=57,gain=260.96582,cover=67191
- 57:[Area5<0.706906915] yes=115,no=116,missing=116,gain=86.3210526,cover=36337
- 115:leaf=0.00267856149,cover=0
- 116:leaf=-0.00219693477,cover=0
- 58:[Ecc<40.3354568] yes=117,no=118,missing=118,gain=115.274689,cover=30854
- 117:leaf=0.00336391083,cover=0
- 118:leaf=0.00947657507,cover=0
- 14:[PialArea5<0.689872265] yes=29,no=30,missing=30,gain=459.394287,cover=509424
- 29:[Curv5<0.0716206133] yes=59,no=60,missing=59,gain=301.650513,cover=377136
- 59:[Ecc<33.9075584] yes=119,no=120,missing=119,gain=90.8721924,cover=70958
- 119:leaf=0.00755542377,cover=0
- 120:leaf=0.00382404285,cover=0
- 60:[PialArea5<0.454431564] yes=121,no=122,missing=121,gain=305.228882,cover=306178
- 121:leaf=0.00402279152,cover=0
- 122:leaf=0.000848418684,cover=0
- 30:[PialCurv5<0.054317683] yes=61,no=62,missing=62,gain=92.9232559,cover=132288
- 61:[Sulc0<0.345196545] yes=123,no=124,missing=123,gain=90.5797577,cover=59963
- 123:leaf=-0.000236230975,cover=0
- 124:leaf=0.00375157967,cover=0
- 62:[Curv5<0.0278947372] yes=125,no=126,missing=126,gain=76.3267059,cover=72325
- 125:leaf=0.00289906911,cover=0
- 126:leaf=-0.00197146391,cover=0
-booster[61]:
-0:[Ecc<0.783076942] yes=1,no=2,missing=1,gain=533.667969,cover=5124388
- 1:[LGI5<2.42399812] yes=3,no=4,missing=4,gain=100.523438,cover=222962
- 3:[PialCurv5<-0.0923183635] yes=7,no=8,missing=7,gain=64.2592773,cover=148294
- 7:[Curv5<-0.0881721899] yes=15,no=16,missing=15,gain=31.6686096,cover=54271
- 15:[PialArea5<1.1133045] yes=31,no=32,missing=31,gain=32.2295532,cover=53771
- 31:[Pol<56.1920547] yes=63,no=64,missing=64,gain=20.4500427,cover=42157
- 63:leaf=0.0025525738,cover=0
- 64:leaf=0.00482065929,cover=0
- 32:[PialArea5<1.48916721] yes=65,no=66,missing=65,gain=14.1746826,cover=11614
- 65:leaf=0.00650129979,cover=0
- 66:leaf=0.0140353059,cover=0
- 16:[Area5<0.642765105] yes=33,no=34,missing=33,gain=5.18944931,cover=500
- 33:[PialCurv5<-0.120663248] yes=67,no=68,missing=67,gain=2.67708969,cover=266
- 67:leaf=0.0214433223,cover=0
- 68:leaf=0.00952501595,cover=0
- 34:[Area5<0.760524631] yes=69,no=70,missing=69,gain=5.86093521,cover=234
- 69:leaf=0.0254617129,cover=0
- 70:leaf=0.000278365624,cover=0
- 8:[Sulc0<-0.498973608] yes=17,no=18,missing=17,gain=81.3175049,cover=94023
- 17:[LGI5<2.23211861] yes=35,no=36,missing=35,gain=31.4986572,cover=60754
- 35:[PialCurv5<-0.0542625114] yes=71,no=72,missing=72,gain=18.6397095,cover=12931
- 71:leaf=0.00828024279,cover=0
- 72:leaf=0.0120811816,cover=0
- 36:[Pol<125.308708] yes=73,no=74,missing=73,gain=27.8212891,cover=47823
- 73:leaf=0.00850349851,cover=0
- 74:leaf=0.00608556625,cover=0
- 18:[PialArea5<0.450022906] yes=37,no=38,missing=37,gain=57.786377,cover=33269
- 37:[Curv5<0.153449878] yes=75,no=76,missing=75,gain=34.216217,cover=8058
- 75:leaf=0.0116597088,cover=0
- 76:leaf=0.00513157202,cover=0
- 38:[Sulc0<-0.130613819] yes=77,no=78,missing=78,gain=27.1147919,cover=25211
- 77:leaf=0.00423367973,cover=0
- 78:leaf=-0.00143740396,cover=0
- 4:[LGI5<2.61550069] yes=9,no=10,missing=10,gain=28.7906799,cover=74668
- 9:[PialCurv5<0.0331302322] yes=19,no=20,missing=19,gain=32.7791138,cover=66763
- 19:[Curv5<-0.00633975025] yes=39,no=40,missing=39,gain=69.7962341,cover=55277
- 39:[Curv5<-0.0902613774] yes=79,no=80,missing=79,gain=20.8400879,cover=51947
- 79:leaf=0.00372315431,cover=0
- 80:leaf=0.0062106573,cover=0
- 40:[PialCurv5<0.0044251224] yes=81,no=82,missing=81,gain=12.8026123,cover=3330
- 81:leaf=0.0145322522,cover=0
- 82:leaf=0.00829538703,cover=0
- 20:[PialArea5<0.647521853] yes=41,no=42,missing=41,gain=14.6848936,cover=11486
- 41:[PialArea5<0.267248243] yes=83,no=84,missing=83,gain=12.2392673,cover=8711
- 83:leaf=0.0135248769,cover=0
- 84:leaf=0.00242655864,cover=0
- 42:[Area5<0.66211915] yes=85,no=86,missing=85,gain=10.1752872,cover=2775
- 85:leaf=0.00280851056,cover=0
- 86:leaf=-0.00358780776,cover=0
- 10:[PialArea5<0.609252691] yes=21,no=22,missing=22,gain=11.407136,cover=7905
- 21:[Area5<0.720865786] yes=43,no=44,missing=43,gain=19.6859379,cover=1533
- 43:[LGI5<2.73607373] yes=87,no=88,missing=87,gain=2.55865002,cover=1464
- 87:leaf=0.00452877674,cover=0
- 88:leaf=-0.00115104485,cover=0
- 44:[PialArea5<0.498393416] yes=89,no=90,missing=89,gain=2.66706848,cover=69
- 89:leaf=0.0402459912,cover=0
- 90:leaf=0.0195344519,cover=0
- 22:[Pol<135.419098] yes=45,no=46,missing=46,gain=11.858573,cover=6372
- 45:[Curv5<-0.143275946] yes=91,no=92,missing=91,gain=6.2317977,cover=3789
- 91:leaf=-6.86219355e-05,cover=0
- 92:leaf=0.00399473915,cover=0
- 46:[Area5<0.607942343] yes=93,no=94,missing=94,gain=9.37259674,cover=2583
- 93:leaf=0.000744269229,cover=0
- 94:leaf=-0.00530390954,cover=0
- 2:[Pol<9.44515038] yes=5,no=6,missing=5,gain=486.552734,cover=4901426
- 5:[Curv5<-0.188354567] yes=11,no=12,missing=12,gain=160.031982,cover=215637
- 11:[PialArea5<0.816499233] yes=23,no=24,missing=23,gain=40.8997192,cover=105260
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=48,gain=34.9311371,cover=15905
- 47:[PialArea5<0.563414931] yes=95,no=96,missing=95,gain=9.90526199,cover=1581
- 95:leaf=0.000951177266,cover=0
- 96:leaf=0.0105552832,cover=0
- 48:[Sulc0<-0.842326522] yes=97,no=98,missing=97,gain=13.9355907,cover=14324
- 97:leaf=-0.00138480845,cover=0
- 98:leaf=0.00184276409,cover=0
- 24:[LGI5<3.15084362] yes=49,no=50,missing=50,gain=28.3122559,cover=89355
- 49:[Ecc<1.41371143] yes=99,no=100,missing=100,gain=35.5456543,cover=67693
- 99:leaf=0.000153166053,cover=0
- 100:leaf=0.00496859243,cover=0
- 50:[PialArea5<1.07926941] yes=101,no=102,missing=101,gain=8.94765854,cover=21662
- 101:leaf=0.00186054932,cover=0
- 102:leaf=0.00399558619,cover=0
- 12:[Ecc<5.33884621] yes=25,no=26,missing=25,gain=180.910645,cover=110377
- 25:[Ecc<1.57116413] yes=51,no=52,missing=52,gain=77.6018066,cover=25876
- 51:[PialArea5<0.780359626] yes=103,no=104,missing=103,gain=9.66300392,cover=3933
- 103:leaf=-0.000109835273,cover=0
- 104:leaf=0.0052965614,cover=0
- 52:[Curv5<-0.0773924068] yes=105,no=106,missing=106,gain=72.0631104,cover=21943
- 105:leaf=0.00979111064,cover=0
- 106:leaf=0.0167419817,cover=0
- 26:[MidArea5<0.694149137] yes=53,no=54,missing=53,gain=52.2412109,cover=84501
- 53:[Ecc<37.2796402] yes=107,no=108,missing=107,gain=56.2308044,cover=12962
- 107:leaf=0.00127019023,cover=0
- 108:leaf=0.0116901239,cover=0
- 54:[PialCurv5<0.0447484925] yes=109,no=110,missing=109,gain=20.5405273,cover=71539
- 109:leaf=0.00609017117,cover=0
- 110:leaf=0.00224845926,cover=0
- 6:[Pol<49.2074432] yes=13,no=14,missing=13,gain=749.46875,cover=4685789
- 13:[Ecc<5.53207445] yes=27,no=28,missing=28,gain=1443.7865,cover=781551
- 27:[Curv5<-0.0943295062] yes=55,no=56,missing=55,gain=457.235596,cover=262434
- 55:[PialArea5<1.57955706] yes=111,no=112,missing=111,gain=132.543701,cover=235599
- 111:leaf=0.00340521336,cover=0
- 112:leaf=0.00989413448,cover=0
- 56:[Ecc<1.46579576] yes=113,no=114,missing=113,gain=127.177124,cover=26835
- 113:leaf=0.00424410822,cover=0
- 114:leaf=0.0124067133,cover=0
- 28:[Pol<19.2006226] yes=57,no=58,missing=58,gain=274.926788,cover=519117
- 57:[Sulc0<-0.0401471928] yes=115,no=116,missing=115,gain=89.5213013,cover=124953
- 115:leaf=0.00134362525,cover=0
- 116:leaf=0.00553032011,cover=0
- 58:[Sulc0<-0.401674598] yes=117,no=118,missing=117,gain=159.551407,cover=394164
- 117:leaf=-0.00184171635,cover=0
- 118:leaf=0.00017103304,cover=0
- 14:[PialArea5<0.911882102] yes=29,no=30,missing=30,gain=603.665039,cover=3904238
- 29:[Ecc<8.01039791] yes=59,no=60,missing=60,gain=868.113281,cover=2990475
- 59:[Area5<0.548651993] yes=119,no=120,missing=119,gain=812.909912,cover=1470521
- 119:leaf=0.00439561578,cover=0
- 120:leaf=0.00126607693,cover=0
- 60:[Sulc0<-0.463317156] yes=121,no=122,missing=122,gain=890.760254,cover=1519954
- 121:leaf=-0.000500274007,cover=0
- 122:leaf=0.0038682227,cover=0
- 30:[Area5<0.731406808] yes=61,no=62,missing=61,gain=753.157227,cover=913763
- 61:[Sulc0<-0.37669614] yes=123,no=124,missing=124,gain=781.710938,cover=583777
- 123:leaf=0.00419233879,cover=0
- 124:leaf=0.00849536527,cover=0
- 62:[PialArea5<1.04185641] yes=125,no=126,missing=125,gain=342.434082,cover=329986
- 125:leaf=0.000433314504,cover=0
- 126:leaf=0.00367265497,cover=0
-booster[62]:
-0:[Ecc<18.5999508] yes=1,no=2,missing=1,gain=531.115234,cover=5124388
- 1:[PialCurv5<0.119354174] yes=3,no=4,missing=4,gain=594.522461,cover=4014717
- 3:[Sulc0<0.013685069] yes=7,no=8,missing=8,gain=973.618164,cover=3080719
- 7:[LGI5<2.35279679] yes=15,no=16,missing=15,gain=610.704102,cover=2671789
- 15:[Ecc<3.94116735] yes=31,no=32,missing=31,gain=330.247803,cover=440970
- 31:[Sulc0<-0.357752919] yes=63,no=64,missing=63,gain=198.231445,cover=358393
- 63:leaf=0.00584355555,cover=0
- 64:leaf=0.0022481773,cover=0
- 32:[Area5<0.529385149] yes=65,no=66,missing=65,gain=73.3596878,cover=82577
- 65:leaf=0.0053909705,cover=0
- 66:leaf=0.00126229238,cover=0
- 16:[Pol<148.336472] yes=33,no=34,missing=33,gain=558.045898,cover=2230819
- 33:[PialArea5<0.898016751] yes=67,no=68,missing=68,gain=548.675293,cover=1652371
- 67:leaf=0.00129695446,cover=0
- 68:leaf=0.00312059419,cover=0
- 34:[Curv5<-0.182293281] yes=69,no=70,missing=69,gain=703.85498,cover=578448
- 69:leaf=0.00194802636,cover=0
- 70:leaf=0.00549691543,cover=0
- 8:[Ecc<9.17092323] yes=17,no=18,missing=18,gain=763.318848,cover=408930
- 17:[Ecc<4.94054604] yes=35,no=36,missing=36,gain=337.824097,cover=237341
- 35:[Ecc<3.16401935] yes=71,no=72,missing=71,gain=64.3371658,cover=54614
- 71:leaf=-0.00169446564,cover=0
- 72:leaf=0.00179996155,cover=0
- 36:[PialCurv5<0.0128733069] yes=73,no=74,missing=73,gain=78.6234131,cover=182727
- 73:leaf=0.00648828363,cover=0
- 74:leaf=0.00420094701,cover=0
- 18:[Pol<120.317558] yes=37,no=38,missing=37,gain=347.191895,cover=171589
- 37:[Ecc<12.7231894] yes=75,no=76,missing=76,gain=137.784668,cover=104745
- 75:leaf=0.00820930209,cover=0
- 76:leaf=0.0118368482,cover=0
- 38:[LGI5<3.05514836] yes=77,no=78,missing=77,gain=138.98407,cover=66844
- 77:leaf=0.00758995349,cover=0
- 78:leaf=0.00302681117,cover=0
- 4:[PialArea5<0.537928462] yes=9,no=10,missing=9,gain=499.689209,cover=933998
- 9:[Curv5<0.14511615] yes=19,no=20,missing=19,gain=531.392456,cover=651370
- 19:[Area5<0.691945016] yes=39,no=40,missing=40,gain=244.945801,cover=254248
- 39:[PialArea5<0.39522177] yes=79,no=80,missing=79,gain=161.126312,cover=126660
- 79:leaf=0.0058516413,cover=0
- 80:leaf=0.00185095449,cover=0
- 40:[Curv5<0.113010712] yes=81,no=82,missing=81,gain=104.639282,cover=127588
- 81:leaf=0.00810790993,cover=0
- 82:leaf=0.00505309133,cover=0
- 20:[PialArea5<0.38075453] yes=41,no=42,missing=41,gain=255.539093,cover=397122
- 41:[Area5<0.645846248] yes=83,no=84,missing=83,gain=184.458313,cover=198832
- 83:leaf=0.00101541064,cover=0
- 84:leaf=0.0041117142,cover=0
- 42:[Area5<0.677535415] yes=85,no=86,missing=85,gain=120.073463,cover=198290
- 85:leaf=-0.00110276078,cover=0
- 86:leaf=0.00138041563,cover=0
- 10:[Curv5<0.0955092236] yes=21,no=22,missing=21,gain=212.408981,cover=282628
- 21:[Pol<111.846848] yes=43,no=44,missing=44,gain=132.507278,cover=133684
- 43:[Ecc<10.147254] yes=87,no=88,missing=87,gain=51.6636047,cover=75108
- 87:leaf=0.00236066198,cover=0
- 88:leaf=0.00557842804,cover=0
- 44:[Sulc0<0.263311565] yes=89,no=90,missing=89,gain=46.00317,cover=58576
- 89:leaf=-0.001066825,cover=0
- 90:leaf=0.00197218591,cover=0
- 22:[Area5<0.720865786] yes=45,no=46,missing=45,gain=82.6657333,cover=148944
- 45:[Pol<99.5532455] yes=91,no=92,missing=91,gain=27.0874481,cover=67592
- 91:leaf=-0.00111892528,cover=0
- 92:leaf=-0.00317837554,cover=0
- 46:[PialArea5<0.632563293] yes=93,no=94,missing=93,gain=111.251602,cover=81352
- 93:leaf=0.00138853432,cover=0
- 94:leaf=-0.00244402536,cover=0
- 2:[Sulc0<-0.0326132737] yes=5,no=6,missing=5,gain=408.007568,cover=1109671
- 5:[Pol<6.72755051] yes=11,no=12,missing=12,gain=294.26886,cover=421849
- 11:[MidArea5<0.675531864] yes=23,no=24,missing=23,gain=20.2277832,cover=46847
- 23:[Sulc0<-0.389213681] yes=47,no=48,missing=48,gain=8.64728451,cover=4049
- 47:[PialCurv5<-0.210138425] yes=95,no=96,missing=95,gain=4.36699247,cover=3253
- 95:leaf=0.00509208068,cover=0
- 96:leaf=-0.000819863111,cover=0
- 48:[LGI5<2.89127874] yes=97,no=98,missing=97,gain=2.37857533,cover=796
- 97:leaf=0.0132019361,cover=0
- 98:leaf=0.00463184388,cover=0
- 24:[Curv5<-0.0816265643] yes=49,no=50,missing=49,gain=17.565979,cover=42798
- 49:[LGI5<3.41813922] yes=99,no=100,missing=99,gain=14.5336609,cover=40692
- 99:leaf=0.004859115,cover=0
- 100:leaf=0.00236253627,cover=0
- 50:[Ecc<38.0136108] yes=101,no=102,missing=101,gain=18.0009232,cover=2106
- 101:leaf=0.013886109,cover=0
- 102:leaf=0.00463163946,cover=0
- 12:[PialArea5<1.01690364] yes=25,no=26,missing=25,gain=133.607941,cover=375002
- 25:[Area5<0.66211915] yes=51,no=52,missing=52,gain=149.945145,cover=263198
- 51:[Sulc0<-0.332174033] yes=103,no=104,missing=103,gain=144.551651,cover=126606
- 103:leaf=-0.000450566789,cover=0
- 104:leaf=0.0031188752,cover=0
- 52:[Ecc<35.195137] yes=105,no=106,missing=105,gain=51.543335,cover=136592
- 105:leaf=-0.00205724849,cover=0
- 106:leaf=0.000576533901,cover=0
- 26:[Pol<41.8258972] yes=53,no=54,missing=53,gain=54.7275772,cover=111804
- 53:[Pol<19.2006226] yes=107,no=108,missing=108,gain=68.4285278,cover=53233
- 107:leaf=0.00227760593,cover=0
- 108:leaf=-0.00130978227,cover=0
- 54:[Sulc0<-0.481185079] yes=109,no=110,missing=109,gain=52.3518829,cover=58571
- 109:leaf=0.00100921141,cover=0
- 110:leaf=0.00400978094,cover=0
- 6:[PialCurv5<-0.00372259994] yes=13,no=14,missing=13,gain=294.7323,cover=687822
- 13:[Curv5<-0.0203319378] yes=27,no=28,missing=28,gain=539.432007,cover=131171
- 27:[Area5<0.702883124] yes=55,no=56,missing=55,gain=288.484253,cover=113840
- 55:[PialArea5<0.89274627] yes=111,no=112,missing=111,gain=118.056458,cover=55975
- 111:leaf=0.00471349619,cover=0
- 112:leaf=0.0100639053,cover=0
- 56:[Ecc<36.5542564] yes=113,no=114,missing=113,gain=112.284439,cover=57865
- 113:leaf=-0.00142727036,cover=0
- 114:leaf=0.00299541443,cover=0
- 28:[Pol<77.5287857] yes=57,no=58,missing=57,gain=119.329346,cover=17331
- 57:[PialCurv5<-0.0173297711] yes=115,no=116,missing=115,gain=77.723999,cover=11444
- 115:leaf=0.0203013103,cover=0
- 116:leaf=0.0120379347,cover=0
- 58:[Pol<138.971481] yes=117,no=118,missing=117,gain=28.3497314,cover=5887
- 117:leaf=0.00417217799,cover=0
- 118:leaf=0.011198692,cover=0
- 14:[PialArea5<0.689872265] yes=29,no=30,missing=29,gain=460.519653,cover=556651
- 29:[Curv5<0.0716206133] yes=59,no=60,missing=60,gain=312.722412,cover=393084
- 59:[Ecc<34.5416374] yes=119,no=120,missing=119,gain=89.6853027,cover=79159
- 119:leaf=0.00697869761,cover=0
- 120:leaf=0.00338619179,cover=0
- 60:[PialArea5<0.507580996] yes=121,no=122,missing=122,gain=284.025391,cover=313925
- 121:leaf=0.00328465714,cover=0
- 122:leaf=1.16393385e-05,cover=0
- 30:[PialCurv5<0.04242469] yes=61,no=62,missing=61,gain=121.266327,cover=163567
- 61:[Sulc0<0.317313671] yes=123,no=124,missing=123,gain=130.471664,cover=69138
- 123:leaf=-0.000118128468,cover=0
- 124:leaf=0.00447214115,cover=0
- 62:[Sulc0<0.433680743] yes=125,no=126,missing=125,gain=75.5582047,cover=94429
- 125:leaf=-0.0025145195,cover=0
- 126:leaf=0.000354832824,cover=0
-booster[63]:
-0:[PialArea5<1.18617713] yes=1,no=2,missing=1,gain=492.433594,cover=5124388
- 1:[Area5<0.494833142] yes=3,no=4,missing=4,gain=512.898438,cover=4781326
- 3:[PialArea5<0.658944428] yes=7,no=8,missing=7,gain=150.799805,cover=242000
- 7:[Curv5<-0.310856104] yes=15,no=16,missing=15,gain=68.6942673,cover=47505
- 15:[PialArea5<0.458904862] yes=31,no=32,missing=31,gain=15.1764851,cover=9232
- 31:[Ecc<1.26157856] yes=63,no=64,missing=63,gain=4.4600296,cover=1593
- 63:leaf=-0.0151078794,cover=0
- 64:leaf=-0.00528952293,cover=0
- 32:[Area5<0.380439579] yes=65,no=66,missing=65,gain=11.7846184,cover=7639
- 65:leaf=0.00361769879,cover=0
- 66:leaf=-0.00159700576,cover=0
- 16:[Sulc0<0.703387856] yes=33,no=34,missing=33,gain=73.7915344,cover=38273
- 33:[Area5<0.404548973] yes=67,no=68,missing=67,gain=25.6263123,cover=36839
- 67:leaf=0.00631890772,cover=0
- 68:leaf=0.0029655504,cover=0
- 34:[PialArea5<0.245474651] yes=69,no=70,missing=69,gain=15.8214874,cover=1434
- 69:leaf=-0.00191046286,cover=0
- 70:leaf=-0.0125166941,cover=0
- 8:[PialCurv5<-0.105644517] yes=17,no=18,missing=17,gain=130.01416,cover=194495
- 17:[Area5<0.380439579] yes=35,no=36,missing=35,gain=99.7125244,cover=135868
- 35:[PialCurv5<-0.144106165] yes=71,no=72,missing=72,gain=13.0603333,cover=12553
- 71:leaf=0.00690537272,cover=0
- 72:leaf=0.0101699885,cover=0
- 36:[PialArea5<0.821553528] yes=73,no=74,missing=73,gain=102.316956,cover=123315
- 73:leaf=0.00275453064,cover=0
- 74:leaf=0.00564164249,cover=0
- 18:[Area5<0.420677572] yes=37,no=38,missing=37,gain=40.2061768,cover=58627
- 37:[PialCurv5<0.101587482] yes=75,no=76,missing=75,gain=6.60482788,cover=8723
- 75:leaf=0.0104397545,cover=0
- 76:leaf=0.0560430177,cover=0
- 38:[Pol<65.1286774] yes=77,no=78,missing=77,gain=20.0541992,cover=49904
- 77:leaf=0.00458856113,cover=0
- 78:leaf=0.0072567123,cover=0
- 4:[Curv5<-0.0943295062] yes=9,no=10,missing=9,gain=620.919922,cover=4539326
- 9:[PialArea5<0.780359626] yes=19,no=20,missing=19,gain=845.059448,cover=1745006
- 19:[Sulc0<-0.217071146] yes=39,no=40,missing=39,gain=126.625183,cover=274868
- 39:[Area5<0.554568231] yes=79,no=80,missing=80,gain=124.055771,cover=213734
- 79:leaf=0.000244569208,cover=0
- 80:leaf=-0.00230902433,cover=0
- 40:[Pol<108.715256] yes=81,no=82,missing=81,gain=133.66037,cover=61134
- 81:leaf=0.00403975463,cover=0
- 82:leaf=-0.000750183011,cover=0
- 20:[Area5<0.652759671] yes=41,no=42,missing=41,gain=971.050293,cover=1470138
- 41:[Sulc0<-0.357752919] yes=83,no=84,missing=83,gain=645.99707,cover=709963
- 83:leaf=0.00289774383,cover=0
- 84:leaf=0.00745363161,cover=0
- 42:[Pol<13.2006302] yes=85,no=86,missing=85,gain=362.912811,cover=760175
- 85:leaf=0.00374401151,cover=0
- 86:leaf=0.000477798603,cover=0
- 10:[PialCurv5<0.0171581414] yes=21,no=22,missing=21,gain=1298.36328,cover=2794320
- 21:[Curv5<-0.00866711512] yes=43,no=44,missing=44,gain=1524.50244,cover=751630
- 43:[Area5<0.681571782] yes=87,no=88,missing=87,gain=910.477051,cover=604614
- 87:leaf=0.00578328548,cover=0
- 88:leaf=0.00185964291,cover=0
- 44:[PialCurv5<-0.00569582684] yes=89,no=90,missing=89,gain=486.992676,cover=147016
- 89:leaf=0.0125622852,cover=0
- 90:leaf=0.00673911953,cover=0
- 22:[PialArea5<0.613238215] yes=45,no=46,missing=45,gain=758.463623,cover=2042690
- 45:[Curv5<0.107059956] yes=91,no=92,missing=92,gain=1134.7876,cover=1301534
- 91:leaf=0.00517692138,cover=0
- 92:leaf=0.00196472346,cover=0
- 46:[Curv5<0.0655679703] yes=93,no=94,missing=93,gain=604.087402,cover=741156
- 93:leaf=0.00185451529,cover=0
- 94:leaf=-0.00128056144,cover=0
- 2:[LGI5<2.49262404] yes=5,no=6,missing=5,gain=238.04834,cover=343062
- 5:[PialArea5<1.57955706] yes=11,no=12,missing=12,gain=93.7142334,cover=103144
- 11:[Area5<0.629274011] yes=23,no=24,missing=24,gain=75.8300781,cover=95956
- 23:[PialArea5<1.29873812] yes=47,no=48,missing=47,gain=23.5064087,cover=18202
- 47:[Area5<0.532936037] yes=95,no=96,missing=95,gain=11.6845703,cover=12210
- 95:leaf=0.0121398913,cover=0
- 96:leaf=0.00718159555,cover=0
- 48:[Area5<0.542713821] yes=97,no=98,missing=97,gain=15.0115356,cover=5992
- 97:leaf=0.0187057126,cover=0
- 98:leaf=0.0106711825,cover=0
- 24:[Area5<0.987501919] yes=49,no=50,missing=49,gain=66.9628906,cover=77754
- 49:[Curv5<-0.139824241] yes=99,no=100,missing=100,gain=58.8460693,cover=76334
- 99:leaf=0.00481542526,cover=0
- 100:leaf=0.0080572851,cover=0
- 50:[Pol<102.241241] yes=101,no=102,missing=101,gain=10.5940723,cover=1420
- 101:leaf=-0.00110609364,cover=0
- 102:leaf=-0.00974340178,cover=0
- 12:[Ecc<3.94116735] yes=25,no=26,missing=26,gain=30.76651,cover=7188
- 25:[Area5<0.636136949] yes=51,no=52,missing=51,gain=17.2115173,cover=6088
- 51:[MidArea5<1.1557827] yes=103,no=104,missing=103,gain=3.01629639,cover=582
- 103:leaf=0.0189558472,cover=0
- 104:leaf=0.0268478133,cover=0
- 52:[MidArea5<1.21578133] yes=105,no=106,missing=105,gain=25.0343628,cover=5506
- 105:leaf=0.00871715322,cover=0
- 106:leaf=0.0155151114,cover=0
- 26:[Area5<0.67507118] yes=53,no=54,missing=54,gain=4.52560043,cover=1100
- 53:[LGI5<2.25958419] yes=107,no=108,missing=107,gain=1.55495453,cover=126
- 107:leaf=0.0203475859,cover=0
- 108:leaf=0.00871467125,cover=0
- 54:[Ecc<5.46745825] yes=109,no=110,missing=110,gain=3.89636326,cover=974
- 109:leaf=0.00593909947,cover=0
- 110:leaf=-0.000427583087,cover=0
- 6:[Area5<0.754342616] yes=13,no=14,missing=14,gain=110.502808,cover=239918
- 13:[Curv5<-0.114048101] yes=27,no=28,missing=28,gain=55.4824829,cover=102758
- 27:[PialArea5<1.4350239] yes=55,no=56,missing=55,gain=35.3170776,cover=93666
- 55:[Sulc0<-0.87967056] yes=111,no=112,missing=111,gain=39.9539795,cover=82344
- 111:leaf=0.00252336287,cover=0
- 112:leaf=0.00488921953,cover=0
- 56:[Curv5<-0.192867488] yes=113,no=114,missing=113,gain=18.7696381,cover=11322
- 113:leaf=0.00515837222,cover=0
- 114:leaf=0.00923503935,cover=0
- 28:[PialCurv5<-0.0779728889] yes=57,no=58,missing=57,gain=117.835724,cover=9092
- 57:[Curv5<-0.0943295062] yes=115,no=116,missing=116,gain=34.6768188,cover=2433
- 115:leaf=0.0138267642,cover=0
- 116:leaf=0.0265665781,cover=0
- 58:[PialCurv5<-0.0644776821] yes=117,no=118,missing=117,gain=8.52429962,cover=6659
- 117:leaf=0.0078172069,cover=0
- 118:leaf=0.00394688686,cover=0
- 14:[Curv5<-0.106344692] yes=29,no=30,missing=29,gain=72.1731262,cover=137160
- 29:[Pol<12.2267933] yes=59,no=60,missing=60,gain=52.0163116,cover=113793
- 59:[Ecc<14.28263] yes=119,no=120,missing=119,gain=14.2853546,cover=19029
- 119:leaf=0.00350017962,cover=0
- 120:leaf=0.00633380422,cover=0
- 60:[Pol<46.5024796] yes=121,no=122,missing=121,gain=55.6760712,cover=94764
- 121:leaf=0.000682952523,cover=0
- 122:leaf=0.00314741815,cover=0
- 30:[PialCurv5<-0.0789950639] yes=61,no=62,missing=61,gain=71.2297058,cover=23367
- 61:[Curv5<-0.0860676765] yes=123,no=124,missing=124,gain=27.9426727,cover=2058
- 123:leaf=0.01063821,cover=0
- 124:leaf=0.0239298902,cover=0
- 62:[Pol<42.7478409] yes=125,no=126,missing=125,gain=29.9201355,cover=21309
- 125:leaf=0.00193280017,cover=0
- 126:leaf=0.00580800418,cover=0
-booster[64]:
-0:[Ecc<18.5999508] yes=1,no=2,missing=1,gain=466.320312,cover=5124388
- 1:[PialCurv5<0.232516408] yes=3,no=4,missing=4,gain=520.207031,cover=4014717
- 3:[Sulc0<0.33585754] yes=7,no=8,missing=8,gain=560.410156,cover=3559022
- 7:[PialCurv5<0.0771882981] yes=15,no=16,missing=15,gain=534.105469,cover=3240869
- 15:[Curv5<-0.0620335713] yes=31,no=32,missing=31,gain=834.911133,cover=2810972
- 31:[PialArea5<0.788206637] yes=63,no=64,missing=63,gain=684.105957,cover=2122825
- 63:leaf=0.000722600729,cover=0
- 64:leaf=0.00298293401,cover=0
- 32:[PialCurv5<-0.0297427773] yes=65,no=66,missing=65,gain=1186.92725,cover=688147
- 65:leaf=0.00918601174,cover=0
- 66:leaf=0.00361477328,cover=0
- 16:[PialArea5<0.441150606] yes=33,no=34,missing=34,gain=311.014557,cover=429897
- 33:[Area5<0.665633082] yes=67,no=68,missing=67,gain=87.5155029,cover=46757
- 67:leaf=0.00363188726,cover=0
- 68:leaf=0.00843970757,cover=0
- 34:[Pol<96.2546158] yes=69,no=70,missing=69,gain=290.651245,cover=383140
- 69:leaf=0.00232511899,cover=0
- 70:leaf=-0.000476470304,cover=0
- 8:[Ecc<8.35574818] yes=17,no=18,missing=18,gain=327.391113,cover=318153
- 17:[Ecc<5.08081961] yes=35,no=36,missing=35,gain=47.7555542,cover=129454
- 35:[Area5<0.639429986] yes=71,no=72,missing=72,gain=19.413353,cover=29506
- 71:leaf=-0.00115053903,cover=0
- 72:leaf=0.00195246644,cover=0
- 36:[PialCurv5<0.0932018384] yes=73,no=74,missing=73,gain=42.230896,cover=99948
- 73:leaf=0.00554968696,cover=0
- 74:leaf=0.00303156162,cover=0
- 18:[PialCurv5<0.0987490341] yes=37,no=38,missing=37,gain=211.462891,cover=188699
- 37:[LGI5<3.33878016] yes=75,no=76,missing=75,gain=44.5280762,cover=47761
- 75:leaf=0.00986437034,cover=0
- 76:leaf=0.00576461572,cover=0
- 38:[Sulc0<0.624357879] yes=77,no=78,missing=77,gain=103.626587,cover=140938
- 77:leaf=0.00423271628,cover=0
- 78:leaf=0.00700419629,cover=0
- 4:[PialArea5<0.422649235] yes=9,no=10,missing=10,gain=299.924713,cover=455695
- 9:[Area5<0.691153347] yes=19,no=20,missing=20,gain=248.341248,cover=260642
- 19:[PialArea5<0.281252682] yes=39,no=40,missing=40,gain=101.940414,cover=160199
- 39:[Area5<0.607942343] yes=79,no=80,missing=80,gain=49.8901367,cover=29378
- 79:leaf=0.00121360528,cover=0
- 80:leaf=0.00541736325,cover=0
- 40:[Curv5<0.233002663] yes=81,no=82,missing=81,gain=80.7278595,cover=130821
- 81:leaf=0.00108512328,cover=0
- 82:leaf=-0.00204193755,cover=0
- 20:[PialCurv5<0.362132162] yes=41,no=42,missing=41,gain=118.9729,cover=100443
- 41:[PialArea5<0.309935868] yes=83,no=84,missing=83,gain=62.9517212,cover=66272
- 83:leaf=0.00987007003,cover=0
- 84:leaf=0.00493529718,cover=0
- 42:[PialArea5<0.317611694] yes=85,no=86,missing=86,gain=33.4720421,cover=34171
- 85:leaf=0.0045473841,cover=0
- 86:leaf=0.00093793089,cover=0
- 10:[Area5<0.741095543] yes=21,no=22,missing=21,gain=119.667145,cover=195053
- 21:[Pol<103.31839] yes=43,no=44,missing=44,gain=52.960434,cover=138298
- 43:[Area5<0.65839982] yes=87,no=88,missing=87,gain=15.9470406,cover=59713
- 87:leaf=-0.00146506296,cover=0
- 88:leaf=0.000474973349,cover=0
- 44:[Area5<0.645846248] yes=89,no=90,missing=89,gain=20.476738,cover=78585
- 89:leaf=-0.00363723608,cover=0
- 90:leaf=-0.00156204531,cover=0
- 22:[PialArea5<0.550757647] yes=45,no=46,missing=45,gain=38.2271652,cover=56755
- 45:[Area5<0.833255887] yes=91,no=92,missing=91,gain=29.4747314,cover=37307
- 91:leaf=0.00206423411,cover=0
- 92:leaf=0.00648427336,cover=0
- 46:[Curv5<0.143178418] yes=93,no=94,missing=93,gain=14.1660509,cover=19448
- 93:leaf=0.000825962692,cover=0
- 94:leaf=-0.00200210512,cover=0
- 2:[Sulc0<0.0608992092] yes=5,no=6,missing=5,gain=365.108398,cover=1109671
- 5:[Pol<11.2407846] yes=11,no=12,missing=12,gain=255.053925,cover=481433
- 11:[Pol<5.08026028] yes=23,no=24,missing=23,gain=36.0448914,cover=74242
- 23:[Curv5<-0.0642315522] yes=47,no=48,missing=48,gain=13.4965515,cover=38814
- 47:[MidArea5<0.669281006] yes=95,no=96,missing=95,gain=12.1012268,cover=37036
- 95:leaf=0.000922660169,cover=0
- 96:leaf=0.00437664846,cover=0
- 48:[Area5<0.69896996] yes=97,no=98,missing=98,gain=9.05640793,cover=1778
- 97:leaf=0.00328966486,cover=0
- 98:leaf=0.0109900041,cover=0
- 24:[PialArea5<1.25128293] yes=49,no=50,missing=49,gain=13.719635,cover=35428
- 49:[Sulc0<-0.872199774] yes=99,no=100,missing=99,gain=13.5480232,cover=33106
- 99:leaf=9.39871752e-05,cover=0
- 100:leaf=0.00243878248,cover=0
- 50:[LGI5<3.33014965] yes=101,no=102,missing=101,gain=2.51709175,cover=2322
- 101:leaf=0.00696536154,cover=0
- 102:leaf=0.00342995557,cover=0
- 12:[Pol<39.9674568] yes=25,no=26,missing=25,gain=228.68071,cover=407191
- 25:[Pol<20.2198563] yes=51,no=52,missing=52,gain=96.4339142,cover=128155
- 51:[PialArea5<1.11947823] yes=103,no=104,missing=103,gain=24.3880844,cover=47166
- 103:leaf=-0.000408940396,cover=0
- 104:leaf=0.00250992342,cover=0
- 52:[PialCurv5<-0.0542625114] yes=105,no=106,missing=106,gain=39.3092804,cover=80989
- 105:leaf=-0.00170674082,cover=0
- 106:leaf=-0.00391984684,cover=0
- 26:[Pol<111.326981] yes=53,no=54,missing=53,gain=295.202393,cover=279036
- 53:[Pol<48.3047981] yes=107,no=108,missing=107,gain=163.257294,cover=46576
- 107:leaf=0.000958648685,cover=0
- 108:leaf=0.00698141707,cover=0
- 54:[Ecc<31.520586] yes=109,no=110,missing=109,gain=247.629868,cover=232460
- 109:leaf=-0.000965395477,cover=0
- 110:leaf=0.0025245971,cover=0
- 6:[PialCurv5<0.0128733069] yes=13,no=14,missing=13,gain=299.807495,cover=628238
- 13:[Pol<93.3357697] yes=27,no=28,missing=27,gain=383.136353,cover=117725
- 27:[Pol<48.3047981] yes=55,no=56,missing=55,gain=199.834595,cover=47303
- 55:[Curv5<0.00546095846] yes=111,no=112,missing=111,gain=125.497559,cover=31872
- 111:leaf=0.00461908383,cover=0
- 112:leaf=0.0135800513,cover=0
- 56:[MidArea5<0.580365539] yes=113,no=114,missing=113,gain=36.7733765,cover=15431
- 113:leaf=0.00763001526,cover=0
- 114:leaf=0.0139795905,cover=0
- 28:[Pol<143.959366] yes=57,no=58,missing=58,gain=231.895218,cover=70422
- 57:[Area5<0.717401922] yes=115,no=116,missing=115,gain=72.9491119,cover=38410
- 115:leaf=0.0017347805,cover=0
- 116:leaf=-0.00263741193,cover=0
- 58:[Ecc<40.3354568] yes=117,no=118,missing=118,gain=103.717407,cover=32012
- 117:leaf=0.00269024889,cover=0
- 118:leaf=0.00838331878,cover=0
- 14:[PialArea5<0.689872265] yes=29,no=30,missing=29,gain=373.006531,cover=510513
- 29:[Curv5<0.0736173838] yes=59,no=60,missing=59,gain=248.0979,cover=382417
- 59:[PialArea5<0.613238215] yes=119,no=120,missing=119,gain=81.020813,cover=75145
- 119:leaf=0.00674167508,cover=0
- 120:leaf=0.00344464998,cover=0
- 60:[PialArea5<0.34410578] yes=121,no=122,missing=121,gain=271.160645,cover=307272
- 121:leaf=0.00506698154,cover=0
- 122:leaf=0.00130800565,cover=0
- 30:[Sulc0<0.423605621] yes=61,no=62,missing=61,gain=65.8811569,cover=128096
- 61:[Pol<143.959366] yes=123,no=124,missing=123,gain=55.4686661,cover=78744
- 123:leaf=-0.00189981365,cover=0
- 124:leaf=0.00185012189,cover=0
- 62:[PialCurv5<0.054317683] yes=125,no=126,missing=125,gain=63.7511978,cover=49352
- 125:leaf=0.00395441474,cover=0
- 126:leaf=-0.000105352039,cover=0
-booster[65]:
-0:[PialArea5<0.998395085] yes=1,no=2,missing=1,gain=446.179688,cover=5124388
- 1:[Area5<0.476400614] yes=3,no=4,missing=4,gain=444.725098,cover=4075045
- 3:[Pol<47.409153] yes=7,no=8,missing=7,gain=105.484985,cover=173899
- 7:[PialArea5<0.742050111] yes=15,no=16,missing=15,gain=38.5418777,cover=24898
- 15:[Sulc0<0.143142253] yes=31,no=32,missing=32,gain=13.0547447,cover=8706
- 31:[Pol<36.2100182] yes=63,no=64,missing=64,gain=9.53778172,cover=8546
- 63:leaf=-0.0017657897,cover=0
- 64:leaf=0.00208239933,cover=0
- 32:[Curv5<-0.100392215] yes=65,no=66,missing=66,gain=14.7022152,cover=160
- 65:leaf=0.00181803841,cover=0
- 66:leaf=-0.0285892822,cover=0
- 16:[PialArea5<0.824056447] yes=33,no=34,missing=33,gain=9.06848145,cover=16192
- 33:[Ecc<1.96654522] yes=67,no=68,missing=67,gain=5.19264221,cover=7865
- 67:leaf=0.000849289354,cover=0
- 68:leaf=0.0035032474,cover=0
- 34:[Sulc0<-0.047846999] yes=69,no=70,missing=69,gain=6.33872986,cover=8327
- 69:leaf=0.00426416006,cover=0
- 70:leaf=-0.0321220271,cover=0
- 8:[PialArea5<0.390391022] yes=17,no=18,missing=18,gain=93.4718018,cover=149001
- 17:[PialArea5<0.301675379] yes=35,no=36,missing=35,gain=10.536253,cover=2929
- 35:[LGI5<3.42912889] yes=71,no=72,missing=72,gain=15.3146629,cover=1384
- 71:leaf=-0.00818764232,cover=0
- 72:leaf=0.0141032385,cover=0
- 36:[Sulc0<0.779008448] yes=73,no=74,missing=73,gain=18.039484,cover=1545
- 73:leaf=0.000908791495,cover=0
- 74:leaf=-0.0172840133,cover=0
- 18:[Area5<0.404548973] yes=37,no=38,missing=37,gain=86.1104736,cover=146072
- 37:[Curv5<-0.230516881] yes=75,no=76,missing=75,gain=25.5386353,cover=33824
- 75:leaf=0.00633470574,cover=0
- 76:leaf=0.00911230408,cover=0
- 38:[Curv5<-0.198884338] yes=77,no=78,missing=77,gain=79.2451172,cover=112248
- 77:leaf=0.003442185,cover=0
- 78:leaf=0.00611212989,cover=0
- 4:[Curv5<-0.0752395913] yes=9,no=10,missing=9,gain=761.719238,cover=3901146
- 9:[Area5<0.646843374] yes=19,no=20,missing=19,gain=859.263855,cover=1359799
- 19:[PialArea5<0.764178395] yes=39,no=40,missing=39,gain=757.936157,cover=816061
- 39:[Sulc0<-0.152423486] yes=79,no=80,missing=79,gain=170.226593,cover=223666
- 79:leaf=-0.000986519968,cover=0
- 80:leaf=0.00268027536,cover=0
- 40:[PialCurv5<-0.0896686092] yes=81,no=82,missing=81,gain=647.998535,cover=592395
- 81:leaf=0.00199493533,cover=0
- 82:leaf=0.00563427946,cover=0
- 20:[Pol<16.156723] yes=41,no=42,missing=41,gain=301.284515,cover=543738
- 41:[Ecc<5.08081961] yes=83,no=84,missing=83,gain=66.2684174,cover=65325
- 83:leaf=0.00636768667,cover=0
- 84:leaf=0.0020395196,cover=0
- 42:[Sulc0<-0.244882882] yes=85,no=86,missing=86,gain=248.234879,cover=478413
- 85:leaf=-0.00161109737,cover=0
- 86:leaf=0.000896665733,cover=0
- 10:[PialCurv5<-0.0262977369] yes=21,no=22,missing=22,gain=1468.33154,cover=2541347
- 21:[Curv5<-0.0390223041] yes=43,no=44,missing=43,gain=826.55249,cover=191867
- 43:[Area5<0.682363749] yes=87,no=88,missing=88,gain=323.903198,cover=124601
- 87:leaf=0.00671363389,cover=0
- 88:leaf=0.00159989193,cover=0
- 44:[Pol<77.5287857] yes=89,no=90,missing=89,gain=147.154785,cover=67266
- 89:leaf=0.014148389,cover=0
- 90:leaf=0.0093558263,cover=0
- 22:[Ecc<5.72519016] yes=45,no=46,missing=46,gain=514.963867,cover=2349480
- 45:[Pol<68.1421661] yes=91,no=92,missing=91,gain=485.139709,cover=676001
- 91:leaf=0.00614974322,cover=0
- 92:leaf=0.000699216907,cover=0
- 46:[Pol<57.8577347] yes=93,no=94,missing=93,gain=485.857422,cover=1673479
- 93:leaf=0.000374533091,cover=0
- 94:leaf=0.00300024054,cover=0
- 2:[Area5<0.763170242] yes=5,no=6,missing=5,gain=484.351562,cover=1049343
- 5:[Sulc0<-0.210027173] yes=11,no=12,missing=12,gain=263.033691,cover=731875
- 11:[LGI5<2.5379107] yes=23,no=24,missing=23,gain=309.942871,cover=677608
- 23:[PialArea5<1.31770575] yes=47,no=48,missing=47,gain=138.711914,cover=282026
- 47:[Curv5<-0.115945198] yes=95,no=96,missing=95,gain=86.3132324,cover=245710
- 95:leaf=0.00420549465,cover=0
- 96:leaf=0.00685472554,cover=0
- 48:[MidArea5<1.21578133] yes=97,no=98,missing=97,gain=49.1116333,cover=36316
- 97:leaf=0.00751709705,cover=0
- 98:leaf=0.0166354682,cover=0
- 24:[Sulc0<-0.563680887] yes=49,no=50,missing=49,gain=145.866699,cover=395582
- 49:[PialArea5<1.23851824] yes=99,no=100,missing=99,gain=132.903381,cover=259838
- 99:leaf=0.00161515072,cover=0
- 100:leaf=0.00451708492,cover=0
- 50:[Pol<55.3432045] yes=101,no=102,missing=101,gain=202.241699,cover=135744
- 101:leaf=0.00190501229,cover=0
- 102:leaf=0.00581706828,cover=0
- 12:[Pol<53.6550331] yes=25,no=26,missing=26,gain=161.333496,cover=54267
- 25:[LGI5<3.25380015] yes=51,no=52,missing=51,gain=21.2370453,cover=16029
- 51:[Sulc0<0.485350072] yes=103,no=104,missing=103,gain=10.099411,cover=13062
- 103:leaf=0.0022355991,cover=0
- 104:leaf=0.0361448266,cover=0
- 52:[PialCurv5<-0.0245349593] yes=105,no=106,missing=106,gain=13.3990364,cover=2967
- 105:leaf=0.00944629405,cover=0
- 106:leaf=0.00240182364,cover=0
- 26:[Ecc<3.73767829] yes=53,no=54,missing=54,gain=30.4144287,cover=38238
- 53:[LGI5<2.5453887] yes=107,no=108,missing=107,gain=8.42655468,cover=1161
- 107:leaf=0.00460859295,cover=0
- 108:leaf=-0.00409587706,cover=0
- 54:[Ecc<21.7409172] yes=109,no=110,missing=109,gain=31.2010498,cover=37077
- 109:leaf=0.0105455285,cover=0
- 110:leaf=0.00756969629,cover=0
- 6:[PialArea5<1.29873812] yes=13,no=14,missing=14,gain=141.374207,cover=317468
- 13:[Area5<0.854415178] yes=27,no=28,missing=27,gain=102.367531,cover=233960
- 27:[Curv5<-0.066452302] yes=55,no=56,missing=55,gain=78.2830658,cover=195087
- 55:[PialArea5<1.08978546] yes=111,no=112,missing=111,gain=68.6673431,cover=154665
- 111:leaf=-0.000534558494,cover=0
- 112:leaf=0.00172755204,cover=0
- 56:[PialCurv5<-0.0644776821] yes=113,no=114,missing=114,gain=114.687347,cover=40422
- 113:leaf=0.0202966146,cover=0
- 114:leaf=0.0030573972,cover=0
- 28:[Ecc<6.76014757] yes=57,no=58,missing=57,gain=78.6802216,cover=38873
- 57:[Area5<0.924216449] yes=115,no=116,missing=115,gain=55.0409241,cover=12120
- 115:leaf=-0.00188991358,cover=0
- 116:leaf=-0.00877274852,cover=0
- 58:[Curv5<-0.0642315522] yes=117,no=118,missing=117,gain=19.8304882,cover=26753
- 117:leaf=-0.000582583016,cover=0
- 118:leaf=0.00252067391,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=54.1018982,cover=83508
- 29:[Curv5<-0.0943295062] yes=59,no=60,missing=60,gain=71.9868469,cover=75934
- 59:[PialArea5<1.57955706] yes=119,no=120,missing=119,gain=55.3551941,cover=70077
- 119:leaf=0.00287021906,cover=0
- 120:leaf=0.00708971685,cover=0
- 60:[PialCurv5<-0.0800075978] yes=121,no=122,missing=121,gain=47.9631042,cover=5857
- 121:leaf=0.0253567435,cover=0
- 122:leaf=0.00790922903,cover=0
- 30:[Ecc<8.17402458] yes=61,no=62,missing=62,gain=19.3710175,cover=7574
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=123,gain=11.3001356,cover=4035
- 123:leaf=-0.0051726806,cover=0
- 124:leaf=0.000198085865,cover=0
- 62:[PialCurv5<-0.126528949] yes=125,no=126,missing=125,gain=5.86542225,cover=3539
- 125:leaf=-0.00193064404,cover=0
- 126:leaf=0.00314203207,cover=0
-booster[66]:
-0:[LGI5<3.29780769] yes=1,no=2,missing=1,gain=429.166992,cover=5124388
- 1:[PialCurv5<0.255337358] yes=3,no=4,missing=3,gain=440.421875,cover=4417969
- 3:[PialArea5<0.432214499] yes=7,no=8,missing=8,gain=707.362305,cover=3987899
- 7:[Area5<0.644818127] yes=15,no=16,missing=15,gain=321.552979,cover=211642
- 15:[Pol<123.059357] yes=31,no=32,missing=31,gain=81.3293762,cover=81151
- 31:[PialArea5<0.309935868] yes=63,no=64,missing=64,gain=60.7527161,cover=65939
- 63:leaf=0.00528789032,cover=0
- 64:leaf=0.00145667046,cover=0
- 32:[Curv5<-0.0390223041] yes=65,no=66,missing=65,gain=42.8825378,cover=15212
- 65:leaf=-0.00478683738,cover=0
- 66:leaf=0.00689701363,cover=0
- 16:[PialArea5<0.309935868] yes=33,no=34,missing=33,gain=123.430664,cover=130491
- 33:[Curv5<0.153449878] yes=67,no=68,missing=67,gain=27.2894897,cover=14793
- 67:leaf=0.0137075288,cover=0
- 68:leaf=0.00937515963,cover=0
- 34:[Curv5<0.135532871] yes=69,no=70,missing=69,gain=141.5979,cover=115698
- 69:leaf=0.00812623184,cover=0
- 70:leaf=0.00462649297,cover=0
- 8:[Curv5<0.103246093] yes=17,no=18,missing=17,gain=522.712891,cover=3776257
- 17:[Sulc0<0.176289052] yes=35,no=36,missing=35,gain=509.450195,cover=3500491
- 35:[Area5<0.613672853] yes=71,no=72,missing=71,gain=579.334473,cover=3058984
- 71:leaf=0.00341373286,cover=0
- 72:leaf=0.00193330576,cover=0
- 36:[Ecc<27.327179] yes=73,no=74,missing=74,gain=348.875244,cover=441507
- 73:leaf=0.00509213284,cover=0
- 74:leaf=0.00195873878,cover=0
- 18:[PialArea5<0.559226274] yes=37,no=38,missing=37,gain=248.192474,cover=275766
- 37:[Area5<0.698189139] yes=75,no=76,missing=75,gain=274.22406,cover=182756
- 75:leaf=-0.000458274968,cover=0
- 76:leaf=0.00341615523,cover=0
- 38:[Area5<0.730491161] yes=77,no=78,missing=77,gain=40.1482697,cover=93010
- 77:leaf=-0.00280120922,cover=0
- 78:leaf=-0.000722800731,cover=0
- 4:[PialArea5<0.39986974] yes=9,no=10,missing=9,gain=270.472931,cover=430070
- 9:[Area5<0.691153347] yes=19,no=20,missing=19,gain=235.856232,cover=231699
- 19:[PialArea5<0.245474651] yes=39,no=40,missing=40,gain=107.593155,cover=141817
- 39:[Curv5<0.266060919] yes=79,no=80,missing=79,gain=39.5725098,cover=11861
- 79:leaf=0.00705329934,cover=0
- 80:leaf=0.000381883961,cover=0
- 40:[Curv5<0.266060919] yes=81,no=82,missing=82,gain=78.7747803,cover=129956
- 81:leaf=0.000789532263,cover=0
- 82:leaf=-0.00360539928,cover=0
- 20:[PialCurv5<0.343960524] yes=41,no=42,missing=41,gain=97.751709,cover=89882
- 41:[PialArea5<0.301675379] yes=83,no=84,missing=83,gain=59.4351807,cover=44845
- 83:leaf=0.0110127721,cover=0
- 84:leaf=0.00512431795,cover=0
- 42:[PialArea5<0.301675379] yes=85,no=86,missing=86,gain=48.3432541,cover=45037
- 85:leaf=0.00592477759,cover=0
- 86:leaf=0.00168294681,cover=0
- 10:[Area5<0.743131101] yes=21,no=22,missing=21,gain=120.510185,cover=198371
- 21:[Curv5<0.199476883] yes=43,no=44,missing=43,gain=37.3158188,cover=140368
- 43:[PialArea5<0.472106963] yes=87,no=88,missing=87,gain=35.8541107,cover=118092
- 87:leaf=-1.15803587e-05,cover=0
- 88:leaf=-0.00175493455,cover=0
- 44:[Curv5<0.22365725] yes=89,no=90,missing=89,gain=4.8099823,cover=22276
- 89:leaf=-0.00247599068,cover=0
- 90:leaf=-0.00397157297,cover=0
- 22:[PialArea5<0.476533443] yes=45,no=46,missing=45,gain=36.1128693,cover=58003
- 45:[Area5<0.833255887] yes=91,no=92,missing=91,gain=21.4449463,cover=27603
- 91:leaf=0.0022536316,cover=0
- 92:leaf=0.00630459189,cover=0
- 46:[Area5<0.864337862] yes=93,no=94,missing=93,gain=17.2787571,cover=30400
- 93:leaf=-0.000102103877,cover=0
- 94:leaf=0.0037478481,cover=0
- 2:[Sulc0<-0.265099555] yes=5,no=6,missing=5,gain=252.53656,cover=706419
- 5:[Pol<10.3232107] yes=11,no=12,missing=11,gain=88.4324799,cover=242625
- 11:[Curv5<-0.183827445] yes=23,no=24,missing=23,gain=18.3631744,cover=29981
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=10.2422905,cover=15588
- 47:[Ecc<23.1745358] yes=95,no=96,missing=96,gain=3.96803856,cover=390
- 95:leaf=0.00236653327,cover=0
- 96:leaf=0.012909526,cover=0
- 48:[PialArea5<1.04185641] yes=97,no=98,missing=97,gain=12.1244164,cover=15198
- 97:leaf=-0.000160576179,cover=0
- 98:leaf=0.00273311255,cover=0
- 24:[LGI5<3.53458858] yes=49,no=50,missing=49,gain=13.2679977,cover=14393
- 49:[PialCurv5<-0.11266306] yes=99,no=100,missing=99,gain=10.9966278,cover=9881
- 99:leaf=0.00995382201,cover=0
- 100:leaf=0.00415149378,cover=0
- 50:[PialArea5<1.21550834] yes=101,no=102,missing=102,gain=8.46613884,cover=4512
- 101:leaf=0.000664987776,cover=0
- 102:leaf=0.00772871543,cover=0
- 12:[Pol<50.1003532] yes=25,no=26,missing=25,gain=149.952606,cover=212644
- 25:[Pol<22.2436924] yes=51,no=52,missing=51,gain=70.7908936,cover=80921
- 51:[PialArea5<1.14602101] yes=103,no=104,missing=103,gain=16.2293491,cover=30605
- 103:leaf=-0.000859264401,cover=0
- 104:leaf=0.00218262733,cover=0
- 52:[LGI5<3.94193578] yes=105,no=106,missing=105,gain=38.2427063,cover=50316
- 105:leaf=-0.00315407221,cover=0
- 106:leaf=-0.0117317289,cover=0
- 26:[PialArea5<0.911882102] yes=53,no=54,missing=53,gain=48.1698608,cover=131723
- 53:[Curv5<-0.0439181365] yes=107,no=108,missing=107,gain=37.7555809,cover=62952
- 107:leaf=-0.000947300345,cover=0
- 108:leaf=0.00280738063,cover=0
- 54:[Area5<0.659308732] yes=109,no=110,missing=110,gain=52.514534,cover=68771
- 109:leaf=0.00386758568,cover=0
- 110:leaf=0.000640807615,cover=0
- 6:[PialCurv5<0.0331302322] yes=13,no=14,missing=14,gain=220.223633,cover=463794
- 13:[Pol<104.929901] yes=27,no=28,missing=27,gain=367.054688,cover=170351
- 27:[Pol<50.9985542] yes=55,no=56,missing=56,gain=213.843018,cover=68376
- 55:[PialCurv5<-0.0209923834] yes=111,no=112,missing=112,gain=81.6653748,cover=39228
- 111:leaf=0.0060592005,cover=0
- 112:leaf=0.00149149436,cover=0
- 56:[Ecc<10.8716469] yes=113,no=114,missing=114,gain=95.6134033,cover=29148
- 113:leaf=0.00102315226,cover=0
- 114:leaf=0.0103110988,cover=0
- 28:[Ecc<34.5416374] yes=57,no=58,missing=57,gain=204.799927,cover=101975
- 57:[Ecc<16.2597466] yes=115,no=116,missing=115,gain=132.372406,cover=65646
- 115:leaf=0.00312098372,cover=0
- 116:leaf=-0.00178644923,cover=0
- 58:[Pol<134.081207] yes=117,no=118,missing=118,gain=116.301025,cover=36329
- 117:leaf=-0.000829352648,cover=0
- 118:leaf=0.00589964492,cover=0
- 14:[PialArea5<0.669517875] yes=29,no=30,missing=30,gain=197.450165,cover=293443
- 29:[Curv5<0.069626309] yes=59,no=60,missing=59,gain=152.802765,cover=220752
- 59:[Pol<105.995506] yes=119,no=120,missing=119,gain=27.3696899,cover=36817
- 119:leaf=0.00571775949,cover=0
- 120:leaf=0.00289633265,cover=0
- 60:[PialArea5<0.360595763] yes=121,no=122,missing=121,gain=137.957489,cover=183935
- 121:leaf=0.00367804058,cover=0
- 122:leaf=0.000401546917,cover=0
- 30:[Curv5<0.0615303926] yes=61,no=62,missing=62,gain=57.3929482,cover=72691
- 61:[Sulc0<0.464385748] yes=123,no=124,missing=123,gain=33.1872292,cover=50749
- 123:leaf=-0.00105058949,cover=0
- 124:leaf=0.0019871851,cover=0
- 62:[Sulc0<0.528918922] yes=125,no=126,missing=125,gain=23.5699158,cover=21942
- 125:leaf=-0.00454350654,cover=0
- 126:leaf=-0.00103852956,cover=0
-booster[67]:
-0:[PialArea5<0.974509239] yes=1,no=2,missing=1,gain=424.883789,cover=5124388
- 1:[Curv5<-0.0752395913] yes=3,no=4,missing=3,gain=432.022461,cover=3934651
- 3:[Area5<0.626857519] yes=7,no=8,missing=8,gain=1102.14453,cover=1411008
- 7:[PialArea5<0.747707367] yes=15,no=16,missing=15,gain=518.142334,cover=818791
- 15:[Area5<0.521939099] yes=31,no=32,missing=32,gain=291.057465,cover=239289
- 31:[Area5<0.404548973] yes=63,no=64,missing=63,gain=101.495285,cover=116176
- 63:leaf=0.00538232224,cover=0
- 64:leaf=0.00154245005,cover=0
- 32:[Sulc0<-0.152423486] yes=65,no=66,missing=65,gain=131.413696,cover=123113
- 65:leaf=-0.00204144558,cover=0
- 66:leaf=0.00212902692,cover=0
- 16:[PialCurv5<-0.0896686092] yes=33,no=34,missing=33,gain=469.172363,cover=579502
- 33:[Area5<0.476400614] yes=67,no=68,missing=67,gain=239.39093,cover=431258
- 67:leaf=0.00481191045,cover=0
- 68:leaf=0.00180414657,cover=0
- 34:[Pol<59.5955544] yes=69,no=70,missing=69,gain=107.412354,cover=148244
- 69:leaf=0.00298746955,cover=0
- 70:leaf=0.00631840155,cover=0
- 8:[Pol<14.1659222] yes=17,no=18,missing=18,gain=258.892883,cover=592217
- 17:[Ecc<4.8056078] yes=35,no=36,missing=36,gain=45.9015045,cover=61272
- 35:[Ecc<1.41371143] yes=71,no=72,missing=71,gain=49.5007019,cover=9480
- 71:leaf=-0.000324204972,cover=0
- 72:leaf=0.00795974117,cover=0
- 36:[Sulc0<-0.911647499] yes=73,no=74,missing=74,gain=32.8663864,cover=51792
- 73:leaf=-0.000956688251,cover=0
- 74:leaf=0.00258530793,cover=0
- 18:[Area5<0.7084831] yes=37,no=38,missing=38,gain=267.952271,cover=530945
- 37:[Sulc0<-0.166708246] yes=75,no=76,missing=75,gain=349.678253,cover=374418
- 75:leaf=-0.00077701977,cover=0
- 76:leaf=0.00320106186,cover=0
- 38:[PialCurv5<-0.108766198] yes=77,no=78,missing=78,gain=66.2310791,cover=156527
- 77:leaf=-0.000942460669,cover=0
- 78:leaf=-0.00319334678,cover=0
- 4:[PialCurv5<-0.0154925911] yes=9,no=10,missing=10,gain=1294.75098,cover=2523643
- 9:[Curv5<-0.0343657099] yes=19,no=20,missing=19,gain=998.785156,cover=258252
- 19:[Area5<0.676715076] yes=39,no=40,missing=39,gain=458.780457,cover=166489
- 39:[PialArea5<0.753297985] yes=79,no=80,missing=80,gain=146.030762,cover=85856
- 79:leaf=0.00355145591,cover=0
- 80:leaf=0.00770896999,cover=0
- 40:[PialCurv5<-0.0487009101] yes=81,no=82,missing=81,gain=261.81665,cover=80633
- 81:leaf=0.00533724157,cover=0
- 82:leaf=-0.00108782004,cover=0
- 20:[Pol<70.3717499] yes=41,no=42,missing=42,gain=117.303955,cover=91763
- 41:[Sulc0<-0.0326132737] yes=83,no=84,missing=83,gain=74.5097656,cover=30038
- 83:leaf=0.0105754742,cover=0
- 84:leaf=0.0157944243,cover=0
- 42:[Area5<0.864337862] yes=85,no=86,missing=85,gain=53.7454834,cover=61725
- 85:leaf=0.00876801088,cover=0
- 86:leaf=-0.00422413042,cover=0
- 10:[PialArea5<0.584843099] yes=21,no=22,missing=21,gain=510.585938,cover=2265391
- 21:[Curv5<0.113010712] yes=43,no=44,missing=43,gain=1100.49219,cover=1230345
- 43:[Area5<0.665633082] yes=87,no=88,missing=88,gain=299.051025,cover=392800
- 87:leaf=0.00318758003,cover=0
- 88:leaf=0.0059785326,cover=0
- 44:[PialArea5<0.39522177] yes=89,no=90,missing=89,gain=567.586853,cover=837545
- 89:leaf=0.00300334441,cover=0
- 90:leaf=0.000390529371,cover=0
- 22:[Curv5<0.069626309] yes=45,no=46,missing=45,gain=733.521606,cover=1035046
- 45:[MidArea5<0.72893405] yes=91,no=92,missing=91,gain=332.508179,cover=773783
- 91:leaf=0.00294376328,cover=0
- 92:leaf=0.000869867334,cover=0
- 46:[Area5<0.72514528] yes=93,no=94,missing=93,gain=120.016632,cover=261263
- 93:leaf=-0.00248580123,cover=0
- 94:leaf=-0.00030322207,cover=0
- 2:[Area5<0.748478889] yes=5,no=6,missing=5,gain=528.368652,cover=1189737
- 5:[Sulc0<-0.23104082] yes=11,no=12,missing=11,gain=321.362793,cover=777250
- 11:[LGI5<2.5379107] yes=23,no=24,missing=23,gain=276.218994,cover=711967
- 23:[PialArea5<1.33957577] yes=47,no=48,missing=48,gain=126.256592,cover=303991
- 47:[Curv5<-0.100392215] yes=95,no=96,missing=95,gain=110.963257,cover=275932
- 95:leaf=0.00393437734,cover=0
- 96:leaf=0.00730332453,cover=0
- 48:[MidArea5<1.1557827] yes=97,no=98,missing=98,gain=34.6601562,cover=28059
- 97:leaf=0.0071682618,cover=0
- 98:leaf=0.0127917845,cover=0
- 24:[Sulc0<-0.661663771] yes=49,no=50,missing=49,gain=163.102295,cover=407976
- 49:[PialArea5<1.21550834] yes=99,no=100,missing=99,gain=104.502014,cover=210725
- 99:leaf=0.00107116101,cover=0
- 100:leaf=0.00384261459,cover=0
- 50:[Pol<55.3432045] yes=101,no=102,missing=101,gain=194.466187,cover=197251
- 101:leaf=0.00181389588,cover=0
- 102:leaf=0.00498780888,cover=0
- 12:[Pol<53.6550331] yes=25,no=26,missing=25,gain=181.213257,cover=65283
- 25:[LGI5<3.25380015] yes=51,no=52,missing=51,gain=20.7147522,cover=18397
- 51:[LGI5<2.56467891] yes=103,no=104,missing=104,gain=14.8772221,cover=14914
- 103:leaf=0.00865803286,cover=0
- 104:leaf=0.00171774253,cover=0
- 52:[PialCurv5<-0.0245349593] yes=105,no=106,missing=105,gain=16.8065147,cover=3483
- 105:leaf=0.00892658439,cover=0
- 106:leaf=0.0016422685,cover=0
- 26:[Ecc<4.40349627] yes=53,no=54,missing=53,gain=41.0948486,cover=46886
- 53:[Pol<102.241241] yes=107,no=108,missing=107,gain=7.88768244,cover=2451
- 107:leaf=0.00540042622,cover=0
- 108:leaf=-0.000274740712,cover=0
- 54:[Ecc<20.0856266] yes=109,no=110,missing=109,gain=33.3594971,cover=44435
- 109:leaf=0.0102184964,cover=0
- 110:leaf=0.00741398055,cover=0
- 6:[PialArea5<1.13904655] yes=13,no=14,missing=13,gain=163.613007,cover=412487
- 13:[Curv5<-0.0642315522] yes=27,no=28,missing=27,gain=105.566055,cover=192469
- 27:[Pol<16.156723] yes=55,no=56,missing=56,gain=71.6311874,cover=135181
- 55:[Curv5<-0.144993886] yes=111,no=112,missing=111,gain=16.2543716,cover=21890
- 111:leaf=0.0013415193,cover=0
- 112:leaf=0.00420407532,cover=0
- 56:[Sulc0<-0.401674598] yes=113,no=114,missing=113,gain=79.4732971,cover=113291
- 113:leaf=-0.0019271085,cover=0
- 114:leaf=0.000752142223,cover=0
- 28:[PialCurv5<-0.0410871245] yes=57,no=58,missing=57,gain=140.763702,cover=57288
- 57:[Curv5<-0.0413376503] yes=115,no=116,missing=115,gain=46.8800964,cover=5859
- 115:leaf=0.00692032976,cover=0
- 116:leaf=0.0170363281,cover=0
- 58:[Area5<0.811441243] yes=117,no=118,missing=117,gain=49.6955147,cover=51429
- 117:leaf=0.00260819145,cover=0
- 118:leaf=-0.000628378126,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=67.1503906,cover=220018
- 29:[PialArea5<1.57955706] yes=59,no=60,missing=60,gain=88.4151611,cover=209909
- 59:[Curv5<-0.0943295062] yes=119,no=120,missing=120,gain=90.9162598,cover=199705
- 119:leaf=0.00197655149,cover=0
- 120:leaf=0.00492062513,cover=0
- 60:[Ecc<2.97906685] yes=121,no=122,missing=121,gain=25.0124817,cover=10204
- 121:leaf=0.0115071144,cover=0
- 122:leaf=0.00577974599,cover=0
- 30:[Ecc<8.11897564] yes=61,no=62,missing=61,gain=42.9546127,cover=10109
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=123,gain=19.0198631,cover=5669
- 123:leaf=-0.00625852076,cover=0
- 124:leaf=9.77248201e-05,cover=0
- 62:[PialCurv5<-0.125671759] yes=125,no=126,missing=125,gain=8.4739933,cover=4440
- 125:leaf=-0.00220844592,cover=0
- 126:leaf=0.00326432846,cover=0
-booster[68]:
-0:[Ecc<0.783076942] yes=1,no=2,missing=2,gain=401.361328,cover=5124388
- 1:[LGI5<2.23211861] yes=3,no=4,missing=4,gain=87.1386719,cover=222962
- 3:[PialCurv5<-0.0737633556] yes=7,no=8,missing=7,gain=27.5826721,cover=28269
- 7:[PialArea5<1.4350239] yes=15,no=16,missing=15,gain=17.6921997,cover=13794
- 15:[Curv5<-0.0881721899] yes=31,no=32,missing=31,gain=16.8430939,cover=13594
- 31:[PialArea5<0.872134149] yes=63,no=64,missing=63,gain=10.5165787,cover=13209
- 63:leaf=0.00284030894,cover=0
- 64:leaf=0.00573258614,cover=0
- 32:[Area5<0.576076329] yes=65,no=66,missing=65,gain=5.82395554,cover=385
- 65:leaf=0.00475916546,cover=0
- 66:leaf=0.0188358855,cover=0
- 16:[Curv5<-0.136312515] yes=33,no=34,missing=34,gain=3.10802078,cover=200
- 33:[Area5<0.784037054] yes=67,no=68,missing=67,gain=2.28337288,cover=182
- 67:leaf=0.0194337815,cover=0
- 68:leaf=-0.000319158338,cover=0
- 34:leaf=0.0394809209,cover=0
- 8:[Sulc0<-0.244882882] yes=17,no=18,missing=17,gain=31.7225952,cover=14475
- 17:[Area5<0.827407002] yes=35,no=36,missing=35,gain=10.8110657,cover=12989
- 35:[PialCurv5<0.200529471] yes=69,no=70,missing=69,gain=10.3100891,cover=12820
- 69:leaf=0.00948545523,cover=0
- 70:leaf=0.00204130402,cover=0
- 36:[Ecc<0.567370772] yes=71,no=72,missing=71,gain=3.79390812,cover=169
- 71:leaf=0.00242208713,cover=0
- 72:leaf=-0.0128861284,cover=0
- 18:[PialCurv5<-0.0410871245] yes=37,no=38,missing=37,gain=6.57292652,cover=1486
- 37:[LGI5<2.21018219] yes=73,no=74,missing=73,gain=7.94152737,cover=29
- 73:leaf=-0.00650790194,cover=0
- 74:leaf=0.0455220826,cover=0
- 38:[Curv5<0.0431617796] yes=75,no=76,missing=75,gain=6.4445982,cover=1457
- 75:leaf=-0.00712401187,cover=0
- 76:leaf=0.00223312131,cover=0
- 4:[PialCurv5<-0.133997425] yes=9,no=10,missing=9,gain=53.4793701,cover=194693
- 9:[Curv5<-0.194365487] yes=19,no=20,missing=19,gain=34.6894455,cover=17992
- 19:[PialCurv5<-0.151339546] yes=39,no=40,missing=39,gain=8.57758522,cover=16946
- 39:[LGI5<2.67457628] yes=77,no=78,missing=78,gain=4.63950348,cover=6505
- 77:leaf=-0.000565769442,cover=0
- 78:leaf=-0.00793675054,cover=0
- 40:[Pol<14.1659222] yes=79,no=80,missing=79,gain=4.75943947,cover=10441
- 79:leaf=-0.000816308369,cover=0
- 80:leaf=0.00198928942,cover=0
- 20:[LGI5<2.51288176] yes=41,no=42,missing=41,gain=10.5602112,cover=1046
- 41:[Curv5<-0.156904668] yes=81,no=82,missing=82,gain=7.15388107,cover=843
- 81:leaf=0.00952481199,cover=0
- 82:leaf=0.0197708886,cover=0
- 42:[MidArea5<0.712433219] yes=83,no=84,missing=83,gain=3.25678539,cover=203
- 83:leaf=0.00653193099,cover=0
- 84:leaf=-0.00610626396,cover=0
- 10:[LGI5<2.45602322] yes=21,no=22,missing=21,gain=41.3123779,cover=176701
- 21:[Sulc0<-0.498973608] yes=43,no=44,missing=43,gain=31.8496094,cover=128368
- 43:[PialCurv5<-0.0819871053] yes=85,no=86,missing=85,gain=50.1800537,cover=94890
- 85:leaf=0.00385001232,cover=0
- 86:leaf=0.00615182798,cover=0
- 44:[PialArea5<0.454431564] yes=87,no=88,missing=88,gain=50.2190399,cover=33478
- 87:leaf=0.0065919566,cover=0
- 88:leaf=0.00206657685,cover=0
- 22:[PialArea5<1.01690364] yes=45,no=46,missing=45,gain=16.8819275,cover=48333
- 45:[Curv5<-0.0730527416] yes=89,no=90,missing=89,gain=15.5403671,cover=38275
- 89:leaf=0.00133461657,cover=0
- 90:leaf=0.00335244439,cover=0
- 46:[Area5<0.827407002] yes=91,no=92,missing=92,gain=15.0165787,cover=10058
- 91:leaf=0.0048840763,cover=0
- 92:leaf=-0.00821206346,cover=0
- 2:[Pol<9.44515038] yes=5,no=6,missing=5,gain=397.377441,cover=4901426
- 5:[Curv5<-0.188354567] yes=11,no=12,missing=11,gain=134.475342,cover=215637
- 11:[PialCurv5<-0.210138425] yes=23,no=24,missing=23,gain=33.7607727,cover=105260
- 23:[PialArea5<0.563414931] yes=47,no=48,missing=48,gain=9.13689423,cover=2859
- 47:[Ecc<3.16401935] yes=93,no=94,missing=93,gain=3.99053288,cover=343
- 93:leaf=0.0197182484,cover=0
- 94:leaf=-0.00102396146,cover=0
- 48:[PialArea5<1.02076101] yes=95,no=96,missing=95,gain=6.47233582,cover=2516
- 95:leaf=0.010319205,cover=0
- 96:leaf=0.00352100166,cover=0
- 24:[PialArea5<0.869586051] yes=49,no=50,missing=49,gain=41.1076355,cover=102401
- 49:[Sulc0<-0.788856506] yes=97,no=98,missing=97,gain=15.464448,cover=22692
- 97:leaf=-0.00062365859,cover=0
- 98:leaf=0.00199038466,cover=0
- 50:[Ecc<1.41371143] yes=99,no=100,missing=99,gain=25.5637512,cover=79709
- 99:leaf=-0.000996596995,cover=0
- 100:leaf=0.00335675105,cover=0
- 12:[Ecc<5.08081961] yes=25,no=26,missing=25,gain=150.805664,cover=110377
- 25:[Ecc<1.57116413] yes=51,no=52,missing=52,gain=72.7661743,cover=24431
- 51:[PialArea5<0.780359626] yes=101,no=102,missing=101,gain=7.87205315,cover=3933
- 101:leaf=-0.000900886662,cover=0
- 102:leaf=0.00397826405,cover=0
- 52:[Curv5<-0.0816265643] yes=103,no=104,missing=104,gain=67.6074829,cover=20498
- 103:leaf=0.00838009454,cover=0
- 104:leaf=0.0152323684,cover=0
- 26:[MidArea5<0.691121161] yes=53,no=54,missing=53,gain=46.1931152,cover=85946
- 53:[Area5<0.660333693] yes=105,no=106,missing=106,gain=52.7602768,cover=12633
- 105:leaf=-0.0017573795,cover=0
- 106:leaf=0.00470485864,cover=0
- 54:[PialCurv5<-0.117370568] yes=107,no=108,missing=107,gain=22.3228149,cover=73313
- 107:leaf=0.00796906929,cover=0
- 108:leaf=0.004534618,cover=0
- 6:[Pol<48.3047981] yes=13,no=14,missing=13,gain=563.694336,cover=4685789
- 13:[Ecc<5.59685707] yes=27,no=28,missing=27,gain=1073.77563,cover=762352
- 27:[Curv5<-0.108295463] yes=55,no=56,missing=56,gain=384.043579,cover=258858
- 55:[PialArea5<1.57955706] yes=109,no=110,missing=110,gain=89.7738037,cover=226026
- 109:leaf=0.00231101154,cover=0
- 110:leaf=0.00771247968,cover=0
- 56:[Ecc<1.46579576] yes=111,no=112,missing=112,gain=100.120239,cover=32832
- 111:leaf=0.00304112793,cover=0
- 112:leaf=0.00974159967,cover=0
- 28:[Pol<19.2006226] yes=57,no=58,missing=57,gain=236.592712,cover=503494
- 57:[Sulc0<0.0530014001] yes=113,no=114,missing=114,gain=68.2216339,cover=124311
- 113:leaf=0.000798182504,cover=0
- 114:leaf=0.00489607919,cover=0
- 58:[Sulc0<-0.285426885] yes=115,no=116,missing=115,gain=127.854553,cover=379183
- 115:leaf=-0.00209996593,cover=0
- 116:leaf=-0.000227216864,cover=0
- 14:[PialArea5<0.908809483] yes=29,no=30,missing=29,gain=488.883301,cover=3923437
- 29:[Ecc<7.95697832] yes=59,no=60,missing=59,gain=683.775391,cover=2984468
- 59:[Pol<146.122681] yes=117,no=118,missing=117,gain=648.491394,cover=1451542
- 117:leaf=0.000559431035,cover=0
- 118:leaf=0.00347294169,cover=0
- 60:[Sulc0<-0.493071198] yes=119,no=120,missing=119,gain=654.182861,cover=1532926
- 119:leaf=-0.00111483119,cover=0
- 120:leaf=0.00282066851,cover=0
- 30:[Area5<0.722552657] yes=61,no=62,missing=61,gain=609.265869,cover=938969
- 61:[Sulc0<-0.445309728] yes=121,no=122,missing=122,gain=700.368652,cover=563558
- 121:leaf=0.00302028726,cover=0
- 122:leaf=0.00691630412,cover=0
- 62:[PialArea5<1.05055559] yes=123,no=124,missing=124,gain=277.10144,cover=375411
- 123:leaf=0.000147975108,cover=0
- 124:leaf=0.00286558457,cover=0
-booster[69]:
-0:[Ecc<21.3640327] yes=1,no=2,missing=1,gain=393.822266,cover=5124388
- 1:[PialCurv5<0.250690639] yes=3,no=4,missing=4,gain=388.236816,cover=4195145
- 3:[Sulc0<0.0530014001] yes=7,no=8,missing=7,gain=489.300293,cover=3783383
- 7:[Area5<0.613672853] yes=15,no=16,missing=16,gain=560.380859,cover=2957834
- 15:[PialArea5<0.739180207] yes=31,no=32,missing=31,gain=481.187744,cover=966040
- 31:[Ecc<3.41847086] yes=63,no=64,missing=63,gain=208.679443,cover=292723
- 63:leaf=0.00270353258,cover=0
- 64:leaf=3.11813674e-05,cover=0
- 32:[Curv5<-0.132798299] yes=65,no=66,missing=65,gain=573.190674,cover=673317
- 65:leaf=0.00309953187,cover=0
- 66:leaf=0.00706510385,cover=0
- 16:[PialArea5<0.943111241] yes=33,no=34,missing=33,gain=527.698364,cover=1991794
- 33:[Pol<156.492447] yes=67,no=68,missing=67,gain=685.057129,cover=1041402
- 67:leaf=0.000171783773,cover=0
- 68:leaf=0.0035605696,cover=0
- 34:[Curv5<-0.108295463] yes=69,no=70,missing=70,gain=325.37085,cover=950392
- 69:leaf=0.00187503418,cover=0
- 70:leaf=0.00405622693,cover=0
- 8:[Ecc<8.11897564] yes=17,no=18,missing=17,gain=703.328369,cover=825549
- 17:[Ecc<3.48115921] yes=35,no=36,missing=36,gain=208.983246,cover=372244
- 35:[PialArea5<0.658944428] yes=71,no=72,missing=71,gain=59.4113808,cover=61148
- 71:leaf=-8.36622203e-05,cover=0
- 72:leaf=-0.00390103995,cover=0
- 36:[PialCurv5<0.0666604191] yes=73,no=74,missing=73,gain=127.231262,cover=311096
- 73:leaf=0.00398964528,cover=0
- 74:leaf=0.00169931096,cover=0
- 18:[PialCurv5<0.064168714] yes=37,no=38,missing=37,gain=502.405029,cover=453305
- 37:[Pol<114.432869] yes=75,no=76,missing=75,gain=290.863281,cover=131187
- 75:leaf=0.00963783544,cover=0
- 76:leaf=0.00492834114,cover=0
- 38:[Pol<121.397697] yes=77,no=78,missing=77,gain=311.619141,cover=322118
- 77:leaf=0.00442879274,cover=0
- 78:leaf=0.0005373155,cover=0
- 4:[PialArea5<0.413606972] yes=9,no=10,missing=10,gain=213.162811,cover=411762
- 9:[Area5<0.710077047] yes=19,no=20,missing=19,gain=182.098022,cover=235998
- 19:[PialArea5<0.281252682] yes=39,no=40,missing=39,gain=97.6678162,cover=171527
- 39:[Area5<0.607942343] yes=79,no=80,missing=80,gain=51.1399384,cover=31066
- 79:leaf=0.000733642315,cover=0
- 80:leaf=0.00492955279,cover=0
- 40:[Area5<0.633885562] yes=81,no=82,missing=81,gain=71.1180801,cover=140461
- 81:leaf=-0.00141061144,cover=0
- 82:leaf=0.00102226005,cover=0
- 20:[PialCurv5<0.371846795] yes=41,no=42,missing=41,gain=64.4422302,cover=64471
- 41:[PialArea5<0.338250697] yes=83,no=84,missing=84,gain=44.5720215,cover=43539
- 83:leaf=0.00779886264,cover=0
- 84:leaf=0.0041137184,cover=0
- 42:[PialArea5<0.317611694] yes=85,no=86,missing=85,gain=21.0489044,cover=20932
- 85:leaf=0.00441307714,cover=0
- 86:leaf=0.000751138956,cover=0
- 10:[Area5<0.754342616] yes=21,no=22,missing=21,gain=86.1181946,cover=175764
- 21:[Pol<103.31839] yes=43,no=44,missing=44,gain=47.1418839,cover=137053
- 43:[Curv5<0.216179401] yes=87,no=88,missing=87,gain=13.4937792,cover=59285
- 87:leaf=5.06536271e-05,cover=0
- 88:leaf=-0.00305135013,cover=0
- 44:[Area5<0.654657125] yes=89,no=90,missing=89,gain=18.7410812,cover=77768
- 89:leaf=-0.00348846498,cover=0
- 90:leaf=-0.00160742959,cover=0
- 22:[PialArea5<0.533624351] yes=45,no=46,missing=45,gain=21.2759972,cover=38711
- 45:[Area5<0.833255887] yes=91,no=92,missing=91,gain=19.7597771,cover=25184
- 91:leaf=0.00171789457,cover=0
- 92:leaf=0.00556740817,cover=0
- 46:[Curv5<0.135532871] yes=93,no=94,missing=93,gain=9.50650597,cover=13527
- 93:leaf=0.00139403972,cover=0
- 94:leaf=-0.0012841284,cover=0
- 2:[PialArea5<0.309935868] yes=5,no=6,missing=6,gain=215.531921,cover=929243
- 5:[PialCurv5<0.309146255] yes=11,no=12,missing=11,gain=84.6599731,cover=27732
- 11:[Area5<0.629274011] yes=23,no=24,missing=23,gain=36.6878052,cover=12660
- 23:[PialArea5<0.245474651] yes=47,no=48,missing=47,gain=10.8768616,cover=3456
- 47:[Area5<0.525751591] yes=95,no=96,missing=96,gain=10.5460033,cover=759
- 95:leaf=-0.0033855841,cover=0
- 96:leaf=0.0120031107,cover=0
- 48:[Curv5<0.266060919] yes=97,no=98,missing=97,gain=7.94661474,cover=2697
- 97:leaf=0.00329474919,cover=0
- 98:leaf=-0.00666363118,cover=0
- 24:[PialArea5<0.245474651] yes=49,no=50,missing=49,gain=30.2185364,cover=9204
- 49:[LGI5<2.81359315] yes=99,no=100,missing=100,gain=7.41807556,cover=1363
- 99:leaf=0.00209671049,cover=0
- 100:leaf=0.017817419,cover=0
- 50:[Curv5<0.151368812] yes=101,no=102,missing=101,gain=23.7649078,cover=7841
- 101:leaf=0.0120373694,cover=0
- 102:leaf=0.00646429509,cover=0
- 12:[Area5<0.676715076] yes=25,no=26,missing=26,gain=45.7526398,cover=15072
- 25:[PialArea5<0.245474651] yes=51,no=52,missing=51,gain=28.2546139,cover=8886
- 51:[Area5<0.4695113] yes=103,no=104,missing=103,gain=13.1177998,cover=2374
- 103:leaf=-0.0069636316,cover=0
- 104:leaf=0.00633247942,cover=0
- 52:[Area5<0.615061462] yes=105,no=106,missing=105,gain=20.376852,cover=6512
- 105:leaf=-0.00525647169,cover=0
- 106:leaf=0.000742740871,cover=0
- 26:[PialArea5<0.245474651] yes=53,no=54,missing=53,gain=13.9618759,cover=6186
- 53:[Curv5<0.266060919] yes=107,no=108,missing=107,gain=8.01613235,cover=902
- 107:leaf=0.0138618937,cover=0
- 108:leaf=0.000685382343,cover=0
- 54:[Area5<0.729573667] yes=109,no=110,missing=110,gain=8.45881271,cover=5284
- 109:leaf=0.00381448236,cover=0
- 110:leaf=0.00815415382,cover=0
- 6:[Sulc0<0.176289052] yes=13,no=14,missing=13,gain=152.501251,cover=901511
- 13:[Pol<12.2267933] yes=27,no=28,missing=27,gain=196.50174,cover=444976
- 27:[Pol<4.30929279] yes=55,no=56,missing=55,gain=27.4125671,cover=72462
- 55:[Curv5<-0.0226651002] yes=111,no=112,missing=111,gain=13.6345062,cover=30498
- 111:leaf=0.00358009408,cover=0
- 112:leaf=0.0103205061,cover=0
- 56:[Sulc0<-0.152423486] yes=113,no=114,missing=113,gain=19.6090927,cover=41964
- 113:leaf=0.00126219378,cover=0
- 114:leaf=0.00403458299,cover=0
- 28:[Ecc<35.195137] yes=57,no=58,missing=57,gain=148.190582,cover=372514
- 57:[PialArea5<1.02076101] yes=115,no=116,missing=116,gain=69.1227264,cover=277321
- 115:leaf=-0.00126303581,cover=0
- 116:leaf=0.000587294518,cover=0
- 58:[PialCurv5<-0.0280297659] yes=117,no=118,missing=118,gain=135.422302,cover=95193
- 117:leaf=0.00233335956,cover=0
- 118:leaf=-0.00263446011,cover=0
- 14:[PialCurv5<0.0262785293] yes=29,no=30,missing=29,gain=301.483429,cover=456535
- 29:[Pol<96.2546158] yes=59,no=60,missing=59,gain=197.960388,cover=82773
- 59:[PialCurv5<-0.00569582684] yes=119,no=120,missing=119,gain=86.9644165,cover=35152
- 119:leaf=0.00992921274,cover=0
- 120:leaf=0.004914477,cover=0
- 60:[Pol<137.578873] yes=121,no=122,missing=121,gain=208.365814,cover=47621
- 121:leaf=-0.00110278989,cover=0
- 122:leaf=0.0055125393,cover=0
- 30:[Pol<112.874634] yes=61,no=62,missing=61,gain=282.564056,cover=373762
- 61:[Ecc<32.6813126] yes=123,no=124,missing=124,gain=186.394012,cover=282034
- 123:leaf=0.00155219913,cover=0
- 124:leaf=-0.00103007222,cover=0
- 62:[Sulc0<0.551384151] yes=125,no=126,missing=125,gain=262.687744,cover=91728
- 125:leaf=0.0004290668,cover=0
- 126:leaf=0.00579855591,cover=0
-booster[70]:
-0:[LGI5<2.30180311] yes=1,no=2,missing=1,gain=377.933594,cover=5124388
- 1:[Ecc<2.42687178] yes=3,no=4,missing=3,gain=265.562866,cover=343060
- 3:[Sulc0<-0.173886195] yes=7,no=8,missing=7,gain=95.5509033,cover=198678
- 7:[Area5<0.854415178] yes=15,no=16,missing=15,gain=80.4923096,cover=182446
- 15:[PialCurv5<-0.104861222] yes=31,no=32,missing=32,gain=69.2353516,cover=180626
- 31:[Pol<57.0350037] yes=63,no=64,missing=64,gain=33.7481079,cover=60995
- 63:leaf=0.00234440225,cover=0
- 64:leaf=0.00472144177,cover=0
- 32:[PialArea5<0.89274627] yes=65,no=66,missing=66,gain=66.963623,cover=119631
- 65:leaf=0.00495158555,cover=0
- 66:leaf=0.00747608999,cover=0
- 16:[Pol<101.695656] yes=33,no=34,missing=33,gain=8.50201225,cover=1820
- 33:[Area5<0.894858658] yes=67,no=68,missing=68,gain=3.55928707,cover=931
- 67:leaf=0.00220208219,cover=0
- 68:leaf=-0.00434031244,cover=0
- 34:[LGI5<2.25075769] yes=69,no=70,missing=69,gain=2.49959183,cover=889
- 69:leaf=-0.0120309927,cover=0
- 70:leaf=-0.00665049627,cover=0
- 8:[Pol<101.695656] yes=17,no=18,missing=17,gain=24.6666412,cover=16232
- 17:[MidArea5<0.656586885] yes=35,no=36,missing=35,gain=6.01965904,cover=8445
- 35:[PialCurv5<0.0666604191] yes=71,no=72,missing=71,gain=10.7644386,cover=6158
- 71:leaf=0.00990549754,cover=0
- 72:leaf=0.00295166462,cover=0
- 36:[Pol<86.7064972] yes=73,no=74,missing=73,gain=13.009409,cover=2287
- 73:leaf=0.00445731869,cover=0
- 74:leaf=-0.00308204303,cover=0
- 18:[MidArea5<0.639977157] yes=37,no=38,missing=37,gain=22.4518108,cover=7787
- 37:[Sulc0<0.013685069] yes=75,no=76,missing=75,gain=7.58958244,cover=5393
- 75:leaf=0.00217487011,cover=0
- 76:leaf=-0.00170086941,cover=0
- 38:[LGI5<2.18291569] yes=77,no=78,missing=77,gain=7.14883995,cover=2394
- 77:leaf=0.00137802516,cover=0
- 78:leaf=-0.00624493975,cover=0
- 4:[PialArea5<0.864470184] yes=9,no=10,missing=9,gain=107.192154,cover=144382
- 9:[Area5<0.545738399] yes=19,no=20,missing=19,gain=61.8592377,cover=95251
- 19:[Area5<0.44435063] yes=39,no=40,missing=39,gain=10.1128311,cover=14039
- 39:[Curv5<-0.0708468556] yes=79,no=80,missing=79,gain=4.67720413,cover=4162
- 79:leaf=0.00620068004,cover=0
- 80:leaf=-0.00658738101,cover=0
- 40:[Ecc<8.48579407] yes=81,no=82,missing=81,gain=8.94400787,cover=9877
- 81:leaf=0.00285625411,cover=0
- 82:leaf=0.0154549032,cover=0
- 20:[Sulc0<-0.115756653] yes=41,no=42,missing=41,gain=73.207016,cover=81212
- 41:[Pol<33.3267784] yes=83,no=84,missing=84,gain=40.5422516,cover=32340
- 83:leaf=0.0109702786,cover=0
- 84:leaf=-0.0017798068,cover=0
- 42:[PialCurv5<0.0616685152] yes=85,no=86,missing=85,gain=21.8618088,cover=48872
- 85:leaf=0.00423412863,cover=0
- 86:leaf=0.0011227018,cover=0
- 10:[Area5<0.924216449] yes=21,no=22,missing=21,gain=56.6245728,cover=49131
- 21:[Ecc<4.60336304] yes=43,no=44,missing=43,gain=45.4089661,cover=48502
- 43:[Area5<0.664770067] yes=87,no=88,missing=87,gain=35.526886,cover=32619
- 87:leaf=0.00645177439,cover=0
- 88:leaf=0.00312896189,cover=0
- 44:[PialArea5<1.25128293] yes=89,no=90,missing=90,gain=16.334547,cover=15883
- 89:leaf=0.00130652671,cover=0
- 90:leaf=0.00790826883,cover=0
- 22:[LGI5<2.25958419] yes=45,no=46,missing=45,gain=6.31908417,cover=629
- 45:[Ecc<3.8768425] yes=91,no=92,missing=92,gain=3.23433113,cover=206
- 91:leaf=-0.0124223735,cover=0
- 92:leaf=-0.025195742,cover=0
- 46:[Curv5<-0.132798299] yes=93,no=94,missing=93,gain=4.11685753,cover=423
- 93:leaf=1.78405517e-05,cover=0
- 94:leaf=-0.0108129121,cover=0
- 2:[PialCurv5<-0.126528949] yes=5,no=6,missing=5,gain=351.411621,cover=4781328
- 5:[Curv5<-0.177508175] yes=11,no=12,missing=11,gain=448.958313,cover=656324
- 11:[Sulc0<-0.609302223] yes=23,no=24,missing=23,gain=141.962891,cover=631099
- 23:[Ecc<5.33884621] yes=47,no=48,missing=48,gain=197.751984,cover=470678
- 47:[Area5<0.462054074] yes=95,no=96,missing=96,gain=59.2154083,cover=194243
- 95:leaf=0.00326742977,cover=0
- 96:leaf=0.000820748974,cover=0
- 48:[Pol<14.1659222] yes=97,no=98,missing=98,gain=108.780609,cover=276435
- 97:leaf=0.00109009573,cover=0
- 98:leaf=-0.00139028952,cover=0
- 24:[PialArea5<0.715215623] yes=49,no=50,missing=49,gain=76.8120575,cover=160421
- 49:[Area5<0.380439579] yes=99,no=100,missing=99,gain=32.4640694,cover=30255
- 99:leaf=0.00553763146,cover=0
- 100:leaf=-0.00102081313,cover=0
- 50:[Curv5<-0.310856104] yes=101,no=102,missing=101,gain=155.274796,cover=130166
- 101:leaf=0.00705534918,cover=0
- 102:leaf=0.00159823277,cover=0
- 12:[Curv5<-0.158538193] yes=25,no=26,missing=26,gain=49.675293,cover=25225
- 25:[PialCurv5<-0.139269829] yes=51,no=52,missing=51,gain=20.5594482,cover=13546
- 51:[PialArea5<0.795950115] yes=103,no=104,missing=103,gain=8.15381622,cover=4126
- 103:leaf=0.00511567062,cover=0
- 104:leaf=0.00975338463,cover=0
- 52:[Pol<21.2328167] yes=105,no=106,missing=105,gain=6.74733353,cover=9420
- 105:leaf=0.00687133009,cover=0
- 106:leaf=0.00325970352,cover=0
- 26:[PialArea5<0.816499233] yes=53,no=54,missing=54,gain=68.7387085,cover=11679
- 53:[Sulc0<0.74744761] yes=107,no=108,missing=107,gain=20.0446777,cover=5720
- 107:leaf=0.00604873057,cover=0
- 108:leaf=-0.0178744067,cover=0
- 54:[Curv5<-0.0530214235] yes=109,no=110,missing=110,gain=55.4832153,cover=5959
- 109:leaf=0.0126466593,cover=0
- 110:leaf=0.0464674346,cover=0
- 6:[Pol<151.353775] yes=13,no=14,missing=14,gain=451.191895,cover=4125004
- 13:[Pol<103.31839] yes=27,no=28,missing=27,gain=395.681152,cover=3496256
- 27:[Ecc<26.4278679] yes=55,no=56,missing=55,gain=627.219482,cover=2144613
- 55:[Sulc0<-0.15955846] yes=111,no=112,missing=111,gain=465.487793,cover=1773565
- 111:leaf=0.00170721917,cover=0
- 112:leaf=0.00332761439,cover=0
- 56:[Pol<14.1659222] yes=113,no=114,missing=113,gain=161.454742,cover=371048
- 113:leaf=0.00292574265,cover=0
- 114:leaf=-0.000164682337,cover=0
- 28:[Sulc0<0.551384151] yes=57,no=58,missing=57,gain=653.512085,cover=1351643
- 57:[Area5<0.609410942] yes=115,no=116,missing=116,gain=504.647461,cover=1110069
- 115:leaf=0.00266958447,cover=0
- 116:leaf=-2.02856736e-05,cover=0
- 58:[PialCurv5<0.228302389] yes=117,no=118,missing=117,gain=343.191895,cover=241574
- 117:leaf=0.005349671,cover=0
- 118:leaf=0.00157633948,cover=0
- 14:[Curv5<-0.150053754] yes=29,no=30,missing=30,gain=197.363037,cover=628748
- 29:[PialCurv5<-0.0858580992] yes=59,no=60,missing=59,gain=110.839325,cover=255758
- 59:[Area5<0.628069878] yes=119,no=120,missing=119,gain=108.406479,cover=215385
- 119:leaf=0.00290403469,cover=0
- 120:leaf=0.000640518672,cover=0
- 60:[PialArea5<0.795950115] yes=121,no=122,missing=121,gain=40.3843384,cover=40373
- 121:leaf=0.00115639181,cover=0
- 122:leaf=0.00522995507,cover=0
- 30:[Ecc<10.569519] yes=61,no=62,missing=61,gain=120.059326,cover=372990
- 61:[Ecc<1.10530448] yes=123,no=124,missing=124,gain=106.242554,cover=233569
- 123:leaf=0.00243728026,cover=0
- 124:leaf=0.00510253711,cover=0
- 62:[Ecc<40.3354568] yes=125,no=126,missing=125,gain=186.384033,cover=139421
- 125:leaf=0.00208601449,cover=0
- 126:leaf=0.00802944135,cover=0
-booster[71]:
-0:[PialArea5<1.21550834] yes=1,no=2,missing=1,gain=369.347656,cover=5124388
- 1:[Area5<0.499970406] yes=3,no=4,missing=4,gain=360.851074,cover=4841375
- 3:[PialArea5<0.658944428] yes=7,no=8,missing=7,gain=126.125244,cover=262189
- 7:[Sulc0<0.779008448] yes=15,no=16,missing=15,gain=55.6806183,cover=51311
- 15:[Curv5<-0.186853081] yes=31,no=32,missing=32,gain=64.7569275,cover=49977
- 31:[Area5<0.380439579] yes=63,no=64,missing=63,gain=32.4865723,cover=21359
- 63:leaf=0.00329019665,cover=0
- 64:leaf=-0.00155886239,cover=0
- 32:[PialCurv5<0.0798129067] yes=65,no=66,missing=65,gain=34.8785477,cover=28618
- 65:leaf=0.00376637653,cover=0
- 66:leaf=-0.00126785797,cover=0
- 16:[Curv5<0.108977526] yes=33,no=34,missing=33,gain=23.7298355,cover=1334
- 33:[Ecc<31.520586] yes=67,no=68,missing=68,gain=10.7321777,cover=412
- 67:leaf=-0.0133036142,cover=0
- 68:leaf=-0.0307993386,cover=0
- 34:[LGI5<3.78836131] yes=69,no=70,missing=69,gain=12.91119,cover=922
- 69:leaf=-0.00545008248,cover=0
- 70:leaf=0.0279070046,cover=0
- 8:[PialCurv5<-0.105644517] yes=17,no=18,missing=17,gain=108.324585,cover=210878
- 17:[Area5<0.380439579] yes=35,no=36,missing=35,gain=83.359314,cover=146032
- 35:[PialCurv5<-0.144106165] yes=71,no=72,missing=72,gain=11.1429749,cover=12554
- 71:leaf=0.00541329477,cover=0
- 72:leaf=0.0084278835,cover=0
- 36:[PialArea5<0.846608043] yes=73,no=74,missing=73,gain=86.1273804,cover=133478
- 73:leaf=0.00189409032,cover=0
- 74:leaf=0.00451530702,cover=0
- 18:[Area5<0.433531314] yes=37,no=38,missing=37,gain=38.8317261,cover=64846
- 37:[Area5<0.380439579] yes=75,no=76,missing=75,gain=7.65228271,cover=13397
- 75:leaf=0.0114249578,cover=0
- 76:leaf=0.00766999228,cover=0
- 38:[Curv5<-0.125495523] yes=77,no=78,missing=78,gain=17.4345093,cover=51449
- 77:leaf=0.00452952879,cover=0
- 78:leaf=0.00662169978,cover=0
- 4:[Curv5<-0.0816265643] yes=9,no=10,missing=9,gain=441.936523,cover=4579186
- 9:[PialArea5<0.801087916] yes=19,no=20,missing=19,gain=706.93103,cover=1892306
- 19:[Area5<0.598585367] yes=39,no=40,missing=40,gain=150.847733,cover=363491
- 39:[PialArea5<0.705942631] yes=79,no=80,missing=79,gain=135.38472,cover=184596
- 79:leaf=-0.00175542594,cover=0
- 80:leaf=0.0010405659,cover=0
- 40:[PialCurv5<-0.210138425] yes=81,no=82,missing=82,gain=69.1197205,cover=178895
- 81:leaf=0.00503947353,cover=0
- 82:leaf=-0.00218343385,cover=0
- 20:[Area5<0.66211915] yes=41,no=42,missing=42,gain=746.960083,cover=1528815
- 41:[Sulc0<-0.332174033] yes=83,no=84,missing=84,gain=594.728638,cover=749382
- 83:leaf=0.00205583405,cover=0
- 84:leaf=0.00644285232,cover=0
- 42:[Pol<15.1533136] yes=85,no=86,missing=86,gain=273.280823,cover=779433
- 85:leaf=0.0026444518,cover=0
- 86:leaf=-2.61718269e-05,cover=0
- 10:[PialCurv5<-0.0487009101] yes=21,no=22,missing=21,gain=1409.38672,cover=2686880
- 21:[Curv5<-0.0553030409] yes=43,no=44,missing=44,gain=338.573486,cover=110891
- 43:[PialCurv5<-0.0668589398] yes=87,no=88,missing=87,gain=133.399658,cover=68944
- 87:leaf=0.00844601821,cover=0
- 88:leaf=0.00377807184,cover=0
- 44:[PialArea5<0.742050111] yes=89,no=90,missing=90,gain=178.458374,cover=41947
- 89:leaf=0.00754814362,cover=0
- 90:leaf=0.0140851168,cover=0
- 22:[PialCurv5<0.0471153036] yes=45,no=46,missing=45,gain=493.010498,cover=2575989
- 45:[Curv5<-0.0273730159] yes=91,no=92,missing=91,gain=773.710205,cover=790575
- 91:leaf=0.00099741458,cover=0
- 92:leaf=0.00415004417,cover=0
- 46:[PialArea5<0.580179036] yes=93,no=94,missing=93,gain=671.751465,cover=1785414
- 93:leaf=0.00199745293,cover=0
- 94:leaf=-2.23400275e-05,cover=0
- 2:[LGI5<2.45281005] yes=5,no=6,missing=5,gain=166.528931,cover=283013
- 5:[Ecc<5.72519016] yes=11,no=12,missing=11,gain=65.4268799,cover=70213
- 11:[PialArea5<1.57955706] yes=23,no=24,missing=24,gain=59.6112671,cover=64766
- 23:[Area5<0.629274011] yes=47,no=48,missing=48,gain=50.6407471,cover=58899
- 47:[Curv5<-0.168147355] yes=95,no=96,missing=96,gain=17.670105,cover=11320
- 95:leaf=0.00767681981,cover=0
- 96:leaf=0.0128454035,cover=0
- 48:[Area5<0.987501919] yes=97,no=98,missing=97,gain=34.6977539,cover=47579
- 97:leaf=0.00505991792,cover=0
- 98:leaf=-0.00504786614,cover=0
- 24:[Area5<0.636136949] yes=49,no=50,missing=49,gain=12.0638428,cover=5867
- 49:[MidArea5<1.1557827] yes=99,no=100,missing=100,gain=3.20644379,cover=574
- 99:leaf=0.0149729149,cover=0
- 100:leaf=0.022970682,cover=0
- 50:[MidArea5<1.21578133] yes=101,no=102,missing=101,gain=17.6906281,cover=5293
- 101:leaf=0.00675200531,cover=0
- 102:leaf=0.0126069011,cover=0
- 12:[Area5<0.924216449] yes=25,no=26,missing=25,gain=5.46111012,cover=5447
- 25:[Sulc0<-0.650102437] yes=51,no=52,missing=51,gain=8.32721901,cover=5010
- 51:[LGI5<2.30690479] yes=103,no=104,missing=104,gain=8.73926926,cover=3048
- 103:leaf=0.00592295406,cover=0
- 104:leaf=-0.00186763785,cover=0
- 52:[Ecc<9.61991787] yes=105,no=106,missing=105,gain=3.97436142,cover=1962
- 105:leaf=0.00379054854,cover=0
- 106:leaf=-0.00869773328,cover=0
- 26:[Pol<117.137611] yes=53,no=54,missing=53,gain=4.86087799,cover=437
- 53:[MidArea5<1.1557827] yes=107,no=108,missing=108,gain=1.75198877,cover=164
- 107:leaf=-0.00703125075,cover=0
- 108:leaf=0.00478869351,cover=0
- 54:[LGI5<2.26652193] yes=109,no=110,missing=110,gain=2.50542641,cover=273
- 109:leaf=-0.0238973778,cover=0
- 110:leaf=-0.0074797296,cover=0
- 6:[Area5<0.763170242] yes=13,no=14,missing=13,gain=79.8232422,cover=212800
- 13:[Curv5<-0.112134233] yes=27,no=28,missing=27,gain=48.1867676,cover=98400
- 27:[PialArea5<1.4350239] yes=55,no=56,missing=55,gain=27.9662476,cover=90207
- 55:[Sulc0<-0.87967056] yes=111,no=112,missing=111,gain=31.8324585,cover=75815
- 111:leaf=0.00172772165,cover=0
- 112:leaf=0.00388647872,cover=0
- 56:[Curv5<-0.180574343] yes=113,no=114,missing=113,gain=15.3557129,cover=14392
- 113:leaf=0.00425126078,cover=0
- 114:leaf=0.0076048458,cover=0
- 28:[PialCurv5<-0.0789950639] yes=57,no=58,missing=57,gain=114.412155,cover=8193
- 57:[Curv5<-0.0752395913] yes=115,no=116,missing=116,gain=26.4328918,cover=2011
- 115:leaf=0.0157549828,cover=0
- 116:leaf=0.0333837979,cover=0
- 58:[PialCurv5<-0.0680129603] yes=117,no=118,missing=117,gain=13.439003,cover=6182
- 117:leaf=0.00834014267,cover=0
- 118:leaf=0.00286180852,cover=0
- 14:[Pol<47.409153] yes=29,no=30,missing=30,gain=48.963028,cover=114400
- 29:[Pol<18.1680222] yes=59,no=60,missing=59,gain=67.9871979,cover=73879
- 59:[Ecc<14.28263] yes=119,no=120,missing=119,gain=23.0410995,cover=26139
- 119:leaf=0.00215235935,cover=0
- 120:leaf=0.00529860239,cover=0
- 60:[LGI5<2.69973111] yes=121,no=122,missing=122,gain=17.7778645,cover=47740
- 121:leaf=0.00148156879,cover=0
- 122:leaf=-0.000609605049,cover=0
- 30:[Sulc0<-0.498973608] yes=61,no=62,missing=62,gain=35.9611511,cover=40521
- 61:[PialArea5<1.48916721] yes=123,no=124,missing=123,gain=34.0032539,cover=22542
- 123:leaf=0.00121226849,cover=0
- 124:leaf=0.00685024494,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=32.2587433,cover=17979
- 125:leaf=0.00564757222,cover=0
- 126:leaf=-0.00179391971,cover=0
-booster[72]:
-0:[PialCurv5<0.285888344] yes=1,no=2,missing=1,gain=360.709473,cover=5124388
- 1:[PialArea5<0.409017563] yes=3,no=4,missing=3,gain=678.024902,cover=4741292
- 3:[Area5<0.648839295] yes=7,no=8,missing=8,gain=306.964111,cover=240227
- 7:[Sulc0<-0.047846999] yes=15,no=16,missing=15,gain=81.3064423,cover=93942
- 15:[Curv5<-0.0575901605] yes=31,no=32,missing=31,gain=73.228363,cover=13875
- 31:[Sulc0<-0.181880832] yes=63,no=64,missing=63,gain=5.12390327,cover=1131
- 63:leaf=-0.00819970947,cover=0
- 64:leaf=0.000173524299,cover=0
- 32:[PialArea5<0.34410578] yes=65,no=66,missing=65,gain=29.3414459,cover=12744
- 65:leaf=0.010278563,cover=0
- 66:leaf=0.00512590213,cover=0
- 16:[PialArea5<0.281252682] yes=33,no=34,missing=33,gain=73.7008362,cover=80067
- 33:[Area5<0.521939099] yes=67,no=68,missing=68,gain=28.4858246,cover=10634
- 67:leaf=-0.00498067541,cover=0
- 68:leaf=0.00605735555,cover=0
- 34:[Curv5<0.143178418] yes=69,no=70,missing=69,gain=65.9480896,cover=69433
- 69:leaf=0.00276745739,cover=0
- 70:leaf=-0.000358294259,cover=0
- 8:[PialArea5<0.301675379] yes=17,no=18,missing=17,gain=132.127808,cover=146285
- 17:[PialArea5<0.245474651] yes=35,no=36,missing=35,gain=30.0914917,cover=18117
- 35:[Pol<112.874634] yes=71,no=72,missing=72,gain=8.59576416,cover=2579
- 71:leaf=0.0142007237,cover=0
- 72:leaf=0.0286846887,cover=0
- 36:[Curv5<0.153449878] yes=73,no=74,missing=73,gain=30.4289856,cover=15538
- 73:leaf=0.011512748,cover=0
- 74:leaf=0.00704452256,cover=0
- 18:[Curv5<0.137416571] yes=37,no=38,missing=38,gain=128.595459,cover=128168
- 37:[Pol<121.948479] yes=75,no=76,missing=75,gain=52.4954834,cover=59010
- 75:leaf=0.00659982208,cover=0
- 76:leaf=0.0131081194,cover=0
- 38:[Pol<121.948479] yes=77,no=78,missing=77,gain=76.3890991,cover=69158
- 77:leaf=0.00332513335,cover=0
- 78:leaf=0.00979950186,cover=0
- 4:[Curv5<0.099404186] yes=9,no=10,missing=9,gain=488.684082,cover=4501065
- 9:[Sulc0<-0.00954892673] yes=19,no=20,missing=20,gain=522.645508,cover=4039996
- 19:[LGI5<2.35279679] yes=39,no=40,missing=39,gain=571.511719,cover=3095298
- 39:[Ecc<3.94116735] yes=79,no=80,missing=79,gain=255.109741,cover=443176
- 79:leaf=0.0037526649,cover=0
- 80:leaf=0.000674940238,cover=0
- 40:[PialArea5<0.917384863] yes=81,no=82,missing=82,gain=457.151367,cover=2652122
- 81:leaf=0.00059386692,cover=0
- 82:leaf=0.00190701243,cover=0
- 20:[Ecc<23.5513935] yes=41,no=42,missing=41,gain=423.848877,cover=944698
- 41:[Ecc<8.29616165] yes=83,no=84,missing=84,gain=525.622803,cover=613173
- 83:leaf=0.00194402528,cover=0
- 84:leaf=0.00490309158,cover=0
- 42:[Pol<165.239029] yes=85,no=86,missing=85,gain=230.379974,cover=331525
- 85:leaf=0.00116072781,cover=0
- 86:leaf=0.00814898591,cover=0
- 10:[PialArea5<0.524996102] yes=21,no=22,missing=21,gain=362.216492,cover=461069
- 21:[Area5<0.684738636] yes=43,no=44,missing=43,gain=335.04541,cover=263393
- 43:[Area5<0.637240529] yes=87,no=88,missing=87,gain=63.1991806,cover=108481
- 87:leaf=-0.00244032405,cover=0
- 88:leaf=8.54698301e-05,cover=0
- 44:[Pol<127.133438] yes=89,no=90,missing=89,gain=93.440155,cover=154912
- 89:leaf=0.00245108269,cover=0
- 90:leaf=0.00692831725,cover=0
- 22:[Area5<0.739104271] yes=45,no=46,missing=45,gain=82.8786774,cover=197676
- 45:[PialCurv5<0.064168714] yes=91,no=92,missing=92,gain=52.3057861,cover=113315
- 91:leaf=0.00248299167,cover=0
- 92:leaf=-0.00262626307,cover=0
- 46:[PialArea5<0.632563293] yes=93,no=94,missing=93,gain=88.3369751,cover=84361
- 93:leaf=0.000868450559,cover=0
- 94:leaf=-0.00252308859,cover=0
- 2:[PialArea5<0.355263293] yes=5,no=6,missing=5,gain=195.888168,cover=383096
- 5:[Area5<0.66824472] yes=11,no=12,missing=11,gain=155.198776,cover=151226
- 11:[PialArea5<0.245474651] yes=23,no=24,missing=23,gain=71.609993,cover=77959
- 23:[Area5<0.476400614] yes=47,no=48,missing=48,gain=27.8049698,cover=10910
- 47:[LGI5<3.74316525] yes=95,no=96,missing=96,gain=10.0103474,cover=642
- 95:leaf=-0.00747811748,cover=0
- 96:leaf=0.0261397399,cover=0
- 48:[LGI5<2.99035311] yes=97,no=98,missing=98,gain=15.7118835,cover=10268
- 97:leaf=0.00322968373,cover=0
- 98:leaf=0.00761562586,cover=0
- 24:[Curv5<0.266060919] yes=49,no=50,missing=49,gain=39.115181,cover=67049
- 49:[Sulc0<0.218763664] yes=99,no=100,missing=99,gain=40.5402412,cover=58094
- 99:leaf=0.00507345516,cover=0
- 100:leaf=-0.000430714019,cover=0
- 50:[Ecc<35.195137] yes=101,no=102,missing=102,gain=7.74555969,cover=8955
- 101:leaf=-0.00320444303,cover=0
- 102:leaf=-0.00858025812,cover=0
- 12:[PialArea5<0.267248243] yes=25,no=26,missing=25,gain=69.3371277,cover=73267
- 25:[MidArea5<0.451744556] yes=51,no=52,missing=51,gain=17.0488586,cover=6666
- 51:[PialCurv5<0.409174502] yes=103,no=104,missing=103,gain=4.81606293,cover=734
- 103:leaf=0.0189997312,cover=0
- 104:leaf=0.0107972864,cover=0
- 52:[PialCurv5<0.394910008] yes=105,no=106,missing=106,gain=13.1163101,cover=5932
- 105:leaf=0.00949006435,cover=0
- 106:leaf=0.00478204247,cover=0
- 26:[Area5<0.734195113] yes=53,no=54,missing=53,gain=57.5912476,cover=66601
- 53:[PialCurv5<0.382664889] yes=107,no=108,missing=107,gain=40.8290482,cover=47807
- 107:leaf=0.0030099717,cover=0
- 108:leaf=1.48424469e-05,cover=0
- 54:[PialCurv5<0.394910008] yes=109,no=110,missing=110,gain=17.6753387,cover=18794
- 109:leaf=0.00619393028,cover=0
- 110:leaf=0.00294267968,cover=0
- 6:[Area5<0.746306419] yes=13,no=14,missing=13,gain=130.616547,cover=231870
- 13:[Curv5<0.216179401] yes=27,no=28,missing=27,gain=43.5186768,cover=170012
- 27:[PialArea5<0.436710119] yes=55,no=56,missing=55,gain=31.5375214,cover=146786
- 55:[Sulc0<0.263311565] yes=111,no=112,missing=112,gain=23.3011398,cover=81862
- 111:leaf=0.00200633216,cover=0
- 112:leaf=-0.000749472121,cover=0
- 56:[Ecc<5.27515984] yes=113,no=114,missing=113,gain=15.4777679,cover=64924
- 113:leaf=-0.00079575117,cover=0
- 114:leaf=-0.00245910441,cover=0
- 28:[LGI5<3.1833725] yes=57,no=58,missing=57,gain=6.5690918,cover=23226
- 57:[Curv5<0.266060919] yes=115,no=116,missing=115,gain=5.00836945,cover=20944
- 115:leaf=-0.00285401824,cover=0
- 116:leaf=-0.00508868508,cover=0
- 58:[Pol<83.4982376] yes=117,no=118,missing=117,gain=2.91160583,cover=2282
- 117:leaf=-0.00335576362,cover=0
- 118:leaf=-0.00720471842,cover=0
- 14:[PialArea5<0.458904862] yes=29,no=30,missing=29,gain=44.2434845,cover=61858
- 29:[Area5<0.814937592] yes=59,no=60,missing=60,gain=21.8592529,cover=36952
- 59:[PialCurv5<0.353309482] yes=119,no=120,missing=119,gain=16.7372818,cover=29072
- 119:leaf=0.00272630877,cover=0
- 120:leaf=0.00029151942,cover=0
- 60:[Area5<0.894858658] yes=121,no=122,missing=122,gain=7.35393524,cover=7880
- 121:leaf=0.00407583406,cover=0
- 122:leaf=0.00852333196,cover=0
- 30:[Curv5<0.164550796] yes=61,no=62,missing=62,gain=14.4839745,cover=24906
- 61:[Area5<0.894858658] yes=123,no=124,missing=124,gain=9.55352974,cover=16884
- 123:leaf=0.000137437819,cover=0
- 124:leaf=0.00492849341,cover=0
- 62:[Ecc<10.2861843] yes=125,no=126,missing=125,gain=8.43369007,cover=8022
- 125:leaf=-0.000838447188,cover=0
- 126:leaf=-0.0041669705,cover=0
-booster[73]:
-0:[LGI5<3.29780769] yes=1,no=2,missing=1,gain=344.701172,cover=5124388
- 1:[PialArea5<0.908809483] yes=3,no=4,missing=4,gain=329.069336,cover=4417969
- 3:[Ecc<8.35574818] yes=7,no=8,missing=7,gain=412.721924,cover=2987127
- 7:[Pol<144.670364] yes=15,no=16,missing=16,gain=465.553101,cover=1806367
- 15:[Pol<101.159882] yes=31,no=32,missing=31,gain=439.57251,cover=1497420
- 31:[Curv5<-0.0507577434] yes=63,no=64,missing=63,gain=125.330139,cover=805440
- 63:leaf=0.000609544455,cover=0
- 64:leaf=0.00189545471,cover=0
- 32:[Area5<0.567154288] yes=65,no=66,missing=65,gain=495.136749,cover=691980
- 65:leaf=0.00250237063,cover=0
- 66:leaf=-0.000945781823,cover=0
- 16:[Curv5<-0.0943295062] yes=33,no=34,missing=33,gain=203.629028,cover=308947
- 33:[Area5<0.44435063] yes=67,no=68,missing=67,gain=88.4931641,cover=174656
- 67:leaf=0.00436541997,cover=0
- 68:leaf=0.0011592604,cover=0
- 34:[Sulc0<-0.00954892673] yes=69,no=70,missing=69,gain=110.699036,cover=134291
- 69:leaf=0.00462356443,cover=0
- 70:leaf=-0.000776162022,cover=0
- 8:[Sulc0<-0.426983118] yes=17,no=18,missing=17,gain=752.567871,cover=1180760
- 17:[Sulc0<-0.690729618] yes=35,no=36,missing=36,gain=84.5920868,cover=157053
- 35:[Pol<11.2407846] yes=71,no=72,missing=71,gain=34.3515015,cover=60354
- 71:leaf=-0.000100557627,cover=0
- 72:leaf=-0.00310073886,cover=0
- 36:[Pol<8.56911278] yes=73,no=74,missing=73,gain=39.6952171,cover=96699
- 73:leaf=0.00271064974,cover=0
- 74:leaf=-0.000486624165,cover=0
- 18:[Ecc<25.1292973] yes=37,no=38,missing=37,gain=664.583496,cover=1023707
- 37:[PialCurv5<0.157381535] yes=75,no=76,missing=75,gain=376.697266,cover=739680
- 75:leaf=0.00438348716,cover=0
- 76:leaf=0.00207874062,cover=0
- 38:[Sulc0<0.272107065] yes=77,no=78,missing=77,gain=162.935837,cover=284027
- 77:leaf=-0.00126641733,cover=0
- 78:leaf=0.0013801516,cover=0
- 4:[Area5<0.735260904] yes=9,no=10,missing=9,gain=531.397217,cover=1430842
- 9:[Curv5<-0.0943295062] yes=19,no=20,missing=20,gain=407.834229,cover=943485
- 19:[Sulc0<-0.298712492] yes=39,no=40,missing=39,gain=277.322998,cover=826531
- 39:[Area5<0.623097897] yes=79,no=80,missing=79,gain=257.937134,cover=759066
- 79:leaf=0.0035785113,cover=0
- 80:leaf=0.00168106484,cover=0
- 40:[Pol<57.0350037] yes=81,no=82,missing=81,gain=177.900696,cover=67465
- 81:leaf=0.00146887207,cover=0
- 82:leaf=0.00728992885,cover=0
- 20:[PialCurv5<-0.0715543851] yes=41,no=42,missing=41,gain=339.824585,cover=116954
- 41:[Curv5<-0.0598238073] yes=83,no=84,missing=84,gain=68.3623047,cover=9524
- 83:leaf=0.0132812234,cover=0
- 84:leaf=0.0261004772,cover=0
- 42:[Ecc<22.0897732] yes=85,no=86,missing=85,gain=132.89978,cover=107430
- 85:leaf=0.00569518888,cover=0
- 86:leaf=0.000380551472,cover=0
- 10:[PialArea5<1.1133045] yes=21,no=22,missing=21,gain=185.357361,cover=487357
- 21:[Area5<0.808195949] yes=43,no=44,missing=44,gain=161.658096,cover=244386
- 43:[Curv5<-0.0575901605] yes=87,no=88,missing=87,gain=125.552139,cover=190798
- 87:leaf=-0.000131008084,cover=0
- 88:leaf=0.00262284349,cover=0
- 44:[Ecc<4.8056078] yes=89,no=90,missing=89,gain=64.9419098,cover=53588
- 89:leaf=-0.0057802326,cover=0
- 90:leaf=-0.00147633324,cover=0
- 22:[Area5<0.987501919] yes=45,no=46,missing=45,gain=93.9377441,cover=242971
- 45:[Curv5<-0.0922861248] yes=91,no=92,missing=92,gain=90.6360168,cover=234472
- 91:leaf=0.00178609358,cover=0
- 92:leaf=0.00453045825,cover=0
- 46:[Ecc<7.95697832] yes=93,no=94,missing=94,gain=24.009655,cover=8499
- 93:leaf=-0.00493592396,cover=0
- 94:leaf=0.000803595118,cover=0
- 2:[Sulc0<-0.271910518] yes=5,no=6,missing=5,gain=173.784866,cover=706419
- 5:[Pol<10.3232107] yes=11,no=12,missing=11,gain=63.0288086,cover=240178
- 11:[Curv5<-0.175970852] yes=23,no=24,missing=23,gain=15.6170006,cover=29832
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=8.77328396,cover=16611
- 47:[Ecc<23.1745358] yes=95,no=96,missing=96,gain=3.47187901,cover=390
- 95:leaf=0.00164523441,cover=0
- 96:leaf=0.0115017416,cover=0
- 48:[PialArea5<1.04185641] yes=97,no=98,missing=98,gain=10.0749922,cover=16221
- 97:leaf=-0.000595908321,cover=0
- 98:leaf=0.00194703066,cover=0
- 24:[Ecc<29.3556995] yes=49,no=50,missing=49,gain=12.938343,cover=13221
- 49:[Ecc<14.0810061] yes=99,no=100,missing=99,gain=19.048069,cover=10709
- 99:leaf=0.0015614155,cover=0
- 100:leaf=0.00577911641,cover=0
- 50:[Sulc0<-0.708302617] yes=101,no=102,missing=102,gain=5.92211342,cover=2512
- 101:leaf=0.00753045175,cover=0
- 102:leaf=-0.0010751083,cover=0
- 12:[Pol<53.6550331] yes=25,no=26,missing=25,gain=118.66478,cover=210346
- 25:[Pol<22.2436924] yes=51,no=52,missing=51,gain=54.7308655,cover=84422
- 51:[PialArea5<1.14602101] yes=103,no=104,missing=103,gain=12.743391,cover=30478
- 103:leaf=-0.00105933659,cover=0
- 104:leaf=0.00164014555,cover=0
- 52:[LGI5<3.94193578] yes=105,no=106,missing=106,gain=32.5478973,cover=53944
- 105:leaf=-0.00303795212,cover=0
- 106:leaf=-0.010655351,cover=0
- 26:[Ecc<15.7955055] yes=53,no=54,missing=53,gain=34.9904327,cover=125924
- 53:[Pol<127.133438] yes=107,no=108,missing=107,gain=27.2827549,cover=45311
- 107:leaf=-0.00116069906,cover=0
- 108:leaf=0.00187432207,cover=0
- 54:[Pol<126.540802] yes=109,no=110,missing=109,gain=39.3516235,cover=80613
- 109:leaf=0.00446238695,cover=0
- 110:leaf=-0.000733238063,cover=0
- 6:[PialCurv5<0.0262785293] yes=13,no=14,missing=14,gain=182.886307,cover=466241
- 13:[Pol<101.695656] yes=27,no=28,missing=27,gain=318.543518,cover=163761
- 27:[Pol<50.9985542] yes=55,no=56,missing=55,gain=159.729126,cover=63599
- 55:[Sulc0<-0.0172607526] yes=111,no=112,missing=112,gain=71.5624695,cover=37115
- 111:leaf=0.000982182915,cover=0
- 112:leaf=0.00537464162,cover=0
- 56:[Ecc<10.8716469] yes=113,no=114,missing=113,gain=91.5305786,cover=26484
- 113:leaf=-0.000238730878,cover=0
- 114:leaf=0.00922901928,cover=0
- 28:[Ecc<33.9075584] yes=57,no=58,missing=57,gain=164.894852,cover=100162
- 57:[Ecc<16.2597466] yes=115,no=116,missing=116,gain=112.553436,cover=62292
- 115:leaf=0.00232462562,cover=0
- 116:leaf=-0.0022821587,cover=0
- 58:[Pol<130.198486] yes=117,no=118,missing=117,gain=96.3031464,cover=37870
- 117:leaf=-0.0020672176,cover=0
- 118:leaf=0.00449757883,cover=0
- 14:[PialArea5<0.683221579] yes=29,no=30,missing=30,gain=149.356232,cover=302480
- 29:[Curv5<0.069626309] yes=59,no=60,missing=59,gain=132.947678,cover=229683
- 59:[LGI5<3.94193578] yes=119,no=120,missing=119,gain=32.1581421,cover=42765
- 119:leaf=0.00378580205,cover=0
- 120:leaf=-0.00405095937,cover=0
- 60:[PialArea5<0.317611694] yes=121,no=122,missing=121,gain=111.755051,cover=186918
- 121:leaf=0.00397278415,cover=0
- 122:leaf=2.38007106e-05,cover=0
- 30:[Curv5<0.0554658733] yes=61,no=62,missing=62,gain=44.6442871,cover=72797
- 61:[Sulc0<0.345196545] yes=123,no=124,missing=123,gain=31.2264633,cover=49137
- 123:leaf=-0.0016311527,cover=0
- 124:leaf=0.00102044363,cover=0
- 62:[PialCurv5<0.064168714] yes=125,no=126,missing=126,gain=22.0266037,cover=23660
- 125:leaf=0.00208926643,cover=0
- 126:leaf=-0.0037871392,cover=0
-booster[74]:
-0:[PialArea5<1.26501572] yes=1,no=2,missing=2,gain=326.39209,cover=5124388
- 1:[Area5<0.517926872] yes=3,no=4,missing=4,gain=316.740479,cover=4921442
- 3:[PialArea5<0.655307472] yes=7,no=8,missing=8,gain=141.212646,cover=342272
- 7:[Curv5<-0.303613424] yes=15,no=16,missing=15,gain=55.0365601,cover=64709
- 15:[PialArea5<0.580179036] yes=31,no=32,missing=32,gain=12.5219231,cover=11607
- 31:[PialCurv5<-0.138158455] yes=63,no=64,missing=63,gain=11.5496902,cover=6100
- 63:leaf=-0.00283694733,cover=0
- 64:leaf=-0.00839881506,cover=0
- 32:[MidArea5<0.489716202] yes=65,no=66,missing=65,gain=10.0644302,cover=5507
- 65:leaf=0.00644922722,cover=0
- 66:leaf=-0.00124587689,cover=0
- 16:[Sulc0<0.762988985] yes=33,no=34,missing=34,gain=57.6252251,cover=53102
- 33:[Curv5<0.20983994] yes=67,no=68,missing=68,gain=32.9835358,cover=51104
- 67:leaf=0.00203625788,cover=0
- 68:leaf=-0.0050232443,cover=0
- 34:[Curv5<0.108977526] yes=69,no=70,missing=69,gain=18.9140816,cover=1998
- 69:leaf=-0.0145276431,cover=0
- 70:leaf=-0.00376785174,cover=0
- 8:[PialCurv5<-0.104861222] yes=17,no=18,missing=18,gain=124.304565,cover=277563
- 17:[Area5<0.404548973] yes=35,no=36,missing=35,gain=89.8984375,cover=188775
- 35:[PialArea5<0.914612174] yes=71,no=72,missing=71,gain=17.1765442,cover=25637
- 71:leaf=0.0050980919,cover=0
- 72:leaf=0.010741258,cover=0
- 36:[PialArea5<0.864470184] yes=73,no=74,missing=74,gain=82.4462891,cover=163138
- 73:leaf=0.00139446626,cover=0
- 74:leaf=0.00374392094,cover=0
- 18:[Area5<0.44435063] yes=37,no=38,missing=37,gain=41.0952759,cover=88788
- 37:[Area5<0.404548973] yes=75,no=76,missing=75,gain=9.06231689,cover=17922
- 75:leaf=0.00897572841,cover=0
- 76:leaf=0.00640379963,cover=0
- 38:[Curv5<-0.12365336] yes=77,no=78,missing=77,gain=28.5411377,cover=70866
- 77:leaf=0.00374366972,cover=0
- 78:leaf=0.00595127,cover=0
- 4:[Curv5<-0.0752395913] yes=9,no=10,missing=10,gain=381.542236,cover=4579170
- 9:[PialArea5<0.795950115] yes=19,no=20,missing=19,gain=688.223328,cover=1954049
- 19:[Sulc0<-0.123243913] yes=39,no=40,missing=39,gain=115.644394,cover=332526
- 39:[PialArea5<0.715215623] yes=79,no=80,missing=79,gain=97.8351746,cover=271965
- 79:leaf=-0.00296494761,cover=0
- 80:leaf=-0.000998537755,cover=0
- 40:[Pol<106.604004] yes=81,no=82,missing=81,gain=165.377853,cover=60561
- 81:leaf=0.0040231864,cover=0
- 82:leaf=-0.00135666551,cover=0
- 20:[Area5<0.672473609] yes=41,no=42,missing=41,gain=662.389709,cover=1621523
- 41:[Sulc0<-0.43309778] yes=83,no=84,missing=84,gain=574.566772,cover=829079
- 83:leaf=0.00153939193,cover=0
- 84:leaf=0.00481434213,cover=0
- 42:[PialArea5<1.00558591] yes=85,no=86,missing=85,gain=329.150696,cover=792444
- 85:leaf=-0.000973792863,cover=0
- 86:leaf=0.00108024688,cover=0
- 10:[PialCurv5<-0.0426128618] yes=21,no=22,missing=22,gain=1428.15454,cover=2625121
- 21:[Curv5<-0.0461937301] yes=43,no=44,missing=43,gain=335.327637,cover=119739
- 43:[PialCurv5<-0.058241725] yes=87,no=88,missing=87,gain=147.001221,cover=78241
- 87:leaf=0.00768853957,cover=0
- 88:leaf=0.00329124532,cover=0
- 44:[PialArea5<0.769840837] yes=89,no=90,missing=89,gain=152.592896,cover=41498
- 89:leaf=0.00800058898,cover=0
- 90:leaf=0.0141116995,cover=0
- 22:[PialCurv5<0.0354230702] yes=45,no=46,missing=45,gain=394.796875,cover=2505382
- 45:[Curv5<0.00546095846] yes=91,no=92,missing=92,gain=877.22229,cover=628708
- 91:leaf=0.00145041698,cover=0
- 92:leaf=0.0057373303,cover=0
- 46:[PialArea5<0.624898493] yes=93,no=94,missing=93,gain=606.815491,cover=1876674
- 93:leaf=0.00168814627,cover=0
- 94:leaf=-0.000267095078,cover=0
- 2:[LGI5<2.45281005] yes=5,no=6,missing=5,gain=126.880066,cover=202946
- 5:[Ecc<5.21075869] yes=11,no=12,missing=11,gain=47.4269409,cover=51671
- 11:[PialArea5<1.57955706] yes=23,no=24,missing=24,gain=45.5270996,cover=46915
- 23:[Area5<0.629274011] yes=47,no=48,missing=47,gain=36.8279114,cover=41163
- 47:[Curv5<-0.168147355] yes=95,no=96,missing=95,gain=12.6515656,cover=6965
- 95:leaf=0.00779739348,cover=0
- 96:leaf=0.0132491356,cover=0
- 48:[Curv5<-0.169727564] yes=97,no=98,missing=97,gain=27.5995178,cover=34198
- 97:leaf=0.00368878781,cover=0
- 98:leaf=0.00659403298,cover=0
- 24:[PialCurv5<0.00860458333] yes=49,no=50,missing=49,gain=10.2380066,cover=5752
- 49:[MidArea5<1.21578133] yes=99,no=100,missing=100,gain=11.5427399,cover=5688
- 99:leaf=0.00809994247,cover=0
- 100:leaf=0.0126194926,cover=0
- 50:[Ecc<3.16401935] yes=101,no=102,missing=101,gain=2.14999771,cover=64
- 101:leaf=-0.0134356637,cover=0
- 102:leaf=0.0109791066,cover=0
- 12:[LGI5<2.27925944] yes=25,no=26,missing=25,gain=8.77841854,cover=4756
- 25:[Ecc<6.10119486] yes=51,no=52,missing=51,gain=11.3661108,cover=380
- 51:[Pol<78.2110443] yes=103,no=104,missing=103,gain=4.22594643,cover=204
- 103:leaf=-0.00116365915,cover=0
- 104:leaf=0.019109806,cover=0
- 52:[Area5<0.987501919] yes=105,no=106,missing=105,gain=5.50194693,cover=176
- 105:leaf=0.00246373005,cover=0
- 106:leaf=-0.0224277973,cover=0
- 26:[PialCurv5<-0.107211173] yes=53,no=54,missing=53,gain=7.51926613,cover=4376
- 53:[Curv5<-0.125495523] yes=107,no=108,missing=107,gain=3.23105764,cover=2243
- 107:leaf=-0.00190399121,cover=0
- 108:leaf=0.0321257301,cover=0
- 54:[Ecc<9.38688755] yes=109,no=110,missing=109,gain=4.1158824,cover=2133
- 109:leaf=0.00267884182,cover=0
- 110:leaf=-0.0121338749,cover=0
- 6:[Area5<0.754342616] yes=13,no=14,missing=14,gain=61.0309753,cover=151275
- 13:[Curv5<-0.180574343] yes=27,no=28,missing=27,gain=38.4849854,cover=59181
- 27:[Pol<155.757294] yes=55,no=56,missing=55,gain=15.428688,cover=34763
- 55:[Area5<0.669105887] yes=111,no=112,missing=111,gain=15.1829376,cover=27478
- 111:leaf=0.00519017177,cover=0
- 112:leaf=0.00266689155,cover=0
- 56:[Sulc0<-0.849334478] yes=113,no=114,missing=113,gain=12.8461723,cover=7285
- 113:leaf=-0.0010237355,cover=0
- 114:leaf=0.00319466903,cover=0
- 28:[PialCurv5<-0.0839454681] yes=57,no=58,missing=57,gain=45.8059692,cover=24418
- 57:[Curv5<-0.117843308] yes=115,no=116,missing=115,gain=89.8003845,cover=16000
- 115:leaf=0.00594312605,cover=0
- 116:leaf=0.0193405151,cover=0
- 58:[Sulc0<-0.8873595] yes=117,no=118,missing=118,gain=13.9060688,cover=8418
- 117:leaf=-0.00280856132,cover=0
- 118:leaf=0.00330511085,cover=0
- 14:[Curv5<-0.114048101] yes=29,no=30,missing=29,gain=43.5740814,cover=92094
- 29:[Pol<12.2267933] yes=59,no=60,missing=60,gain=21.9653702,cover=77221
- 59:[Ecc<16.0247612] yes=119,no=120,missing=119,gain=13.52808,cover=13344
- 119:leaf=0.00224243687,cover=0
- 120:leaf=0.00568917068,cover=0
- 60:[Pol<47.409153] yes=121,no=122,missing=121,gain=26.1351242,cover=63877
- 121:leaf=0.000336911908,cover=0
- 122:leaf=0.00245992257,cover=0
- 30:[PialCurv5<-0.0877386853] yes=61,no=62,missing=61,gain=37.4971771,cover=14873
- 61:[Curv5<-0.0860676765] yes=123,no=124,missing=123,gain=8.80383301,cover=1043
- 123:leaf=0.0114185903,cover=0
- 124:leaf=0.0235437732,cover=0
- 62:[Pol<45.5953903] yes=125,no=126,missing=125,gain=17.6186142,cover=13830
- 125:leaf=0.0016964901,cover=0
- 126:leaf=0.0052956841,cover=0
-booster[75]:
-0:[PialCurv5<0.275165707] yes=1,no=2,missing=2,gain=318.026367,cover=5124388
- 1:[PialArea5<0.418112278] yes=3,no=4,missing=3,gain=612.124512,cover=4700981
- 3:[Area5<0.63275224] yes=7,no=8,missing=8,gain=291.86084,cover=247839
- 7:[Sulc0<-0.0713235363] yes=15,no=16,missing=15,gain=63.4390869,cover=72533
- 15:[Curv5<-0.0413376503] yes=31,no=32,missing=31,gain=61.0472565,cover=13145
- 31:[Sulc0<-0.145219594] yes=63,no=64,missing=64,gain=6.08028221,cover=1369
- 63:leaf=-0.00677742949,cover=0
- 64:leaf=0.00343999336,cover=0
- 32:[PialArea5<0.34410578] yes=65,no=66,missing=65,gain=24.6533356,cover=11776
- 65:leaf=0.00915311743,cover=0
- 66:leaf=0.00413088268,cover=0
- 16:[PialArea5<0.292306483] yes=33,no=34,missing=34,gain=49.3936768,cover=59388
- 33:[Area5<0.557224929] yes=67,no=68,missing=68,gain=22.0815773,cover=9915
- 67:leaf=-0.00157809665,cover=0
- 68:leaf=0.00485798996,cover=0
- 34:[Curv5<0.124281213] yes=69,no=70,missing=69,gain=39.9559174,cover=49473
- 69:leaf=0.00189980341,cover=0
- 70:leaf=-0.00107988692,cover=0
- 8:[PialArea5<0.309935868] yes=17,no=18,missing=17,gain=135.327759,cover=175306
- 17:[Sulc0<0.110320561] yes=35,no=36,missing=35,gain=34.7506104,cover=25656
- 35:[PialArea5<0.245474651] yes=71,no=72,missing=71,gain=4.68729401,cover=612
- 71:leaf=0.0333052091,cover=0
- 72:leaf=0.0186602827,cover=0
- 36:[PialArea5<0.267248243] yes=73,no=74,missing=73,gain=31.5323486,cover=25044
- 73:leaf=0.0110887457,cover=0
- 74:leaf=0.00707235513,cover=0
- 18:[Curv5<0.128008828] yes=37,no=38,missing=37,gain=130.833252,cover=149650
- 37:[Curv5<0.00546095846] yes=75,no=76,missing=75,gain=44.1064453,cover=56579
- 75:leaf=-0.00560303638,cover=0
- 76:leaf=0.00655775378,cover=0
- 38:[Pol<120.317558] yes=77,no=78,missing=77,gain=92.9167175,cover=93071
- 77:leaf=0.00284699257,cover=0
- 78:leaf=0.00834372919,cover=0
- 4:[Curv5<0.0915888697] yes=9,no=10,missing=9,gain=434.671387,cover=4453142
- 9:[Sulc0<-0.0326132737] yes=19,no=20,missing=19,gain=518.806641,cover=3962043
- 19:[Area5<0.625618935] yes=39,no=40,missing=39,gain=534.968384,cover=3031326
- 39:[PialArea5<0.753297985] yes=79,no=80,missing=80,gain=482.370361,cover=1108653
- 79:leaf=0.000543183123,cover=0
- 80:leaf=0.00282657216,cover=0
- 40:[PialArea5<1.04185641] yes=81,no=82,missing=81,gain=565.441162,cover=1922673
- 81:leaf=0.000135568931,cover=0
- 82:leaf=0.00192868861,cover=0
- 20:[Area5<0.704541981] yes=41,no=42,missing=41,gain=432.368896,cover=930717
- 41:[PialCurv5<0.0519027263] yes=83,no=84,missing=83,gain=376.788574,cover=422686
- 83:leaf=0.0051128976,cover=0
- 84:leaf=0.00210086675,cover=0
- 42:[PialArea5<0.662493944] yes=85,no=86,missing=86,gain=696.800293,cover=508031
- 85:leaf=0.00498760864,cover=0
- 86:leaf=0.000616555742,cover=0
- 10:[PialArea5<0.563414931] yes=21,no=22,missing=21,gain=354.318939,cover=491099
- 21:[Area5<0.702101529] yes=43,no=44,missing=43,gain=374.543518,cover=327555
- 43:[Area5<0.650824547] yes=87,no=88,missing=87,gain=88.5043411,cover=168050
- 87:leaf=-0.00222160737,cover=0
- 88:leaf=0.000172460612,cover=0
- 44:[Curv5<0.116796501] yes=89,no=90,missing=89,gain=117.811737,cover=159505
- 89:leaf=0.00447325222,cover=0
- 90:leaf=0.00165826478,cover=0
- 22:[Area5<0.726017833] yes=45,no=46,missing=45,gain=72.2459259,cover=163544
- 45:[PialCurv5<0.054317683] yes=91,no=92,missing=92,gain=33.3529053,cover=70149
- 91:leaf=0.00188934919,cover=0
- 92:leaf=-0.00333689828,cover=0
- 46:[PialArea5<0.655307472] yes=93,no=94,missing=93,gain=77.8903351,cover=93395
- 93:leaf=0.000134802176,cover=0
- 94:leaf=-0.0028534825,cover=0
- 2:[PialArea5<0.375788301] yes=5,no=6,missing=6,gain=191.9944,cover=423407
- 5:[Area5<0.705328763] yes=11,no=12,missing=12,gain=170.364319,cover=200282
- 11:[PialArea5<0.267248243] yes=23,no=24,missing=23,gain=98.5815353,cover=142829
- 23:[Area5<0.604913712] yes=47,no=48,missing=47,gain=43.3702621,cover=25081
- 47:[Sulc0<-0.0862998366] yes=95,no=96,missing=95,gain=14.8656301,cover=9883
- 95:leaf=0.0127002774,cover=0
- 96:leaf=0.000277745799,cover=0
- 48:[MidArea5<0.421422303] yes=97,no=98,missing=97,gain=20.7618103,cover=15198
- 97:leaf=0.010722586,cover=0
- 98:leaf=0.00426187692,cover=0
- 24:[PialCurv5<0.382664889] yes=49,no=50,missing=50,gain=64.7818146,cover=117748
- 49:[Area5<0.633885562] yes=99,no=100,missing=99,gain=47.8270416,cover=72520
- 99:leaf=-0.00125476683,cover=0
- 100:leaf=0.00151038019,cover=0
- 50:[Sulc0<0.812575758] yes=101,no=102,missing=101,gain=22.6418457,cover=45228
- 101:leaf=-0.000852486584,cover=0
- 102:leaf=-0.00313371723,cover=0
- 12:[PialArea5<0.292306483] yes=25,no=26,missing=25,gain=50.1029053,cover=57453
- 25:[MidArea5<0.468026847] yes=51,no=52,missing=51,gain=14.6098938,cover=7057
- 51:[Curv5<0.266060919] yes=103,no=104,missing=103,gain=2.51055527,cover=253
- 103:leaf=0.0206859205,cover=0
- 104:leaf=0.00169644598,cover=0
- 52:[PialCurv5<0.394910008] yes=105,no=106,missing=105,gain=13.3975372,cover=6804
- 105:leaf=0.00896991324,cover=0
- 106:leaf=0.00448348699,cover=0
- 26:[PialCurv5<0.382664889] yes=53,no=54,missing=54,gain=43.6423492,cover=50396
- 53:[Area5<0.748478889] yes=107,no=108,missing=108,gain=21.7696991,cover=33601
- 107:leaf=0.00305246632,cover=0
- 108:leaf=0.00568585983,cover=0
- 54:[Area5<0.771817088] yes=109,no=110,missing=109,gain=14.5551777,cover=16795
- 109:leaf=0.00010754243,cover=0
- 110:leaf=0.00360801141,cover=0
- 6:[Area5<0.754342616] yes=13,no=14,missing=13,gain=111.500389,cover=223125
- 13:[Curv5<0.199476883] yes=27,no=28,missing=28,gain=39.732254,cover=168939
- 27:[PialArea5<0.450022906] yes=55,no=56,missing=55,gain=28.548378,cover=136855
- 55:[Area5<0.659308732] yes=111,no=112,missing=111,gain=18.8261185,cover=71430
- 111:leaf=-0.00204619789,cover=0
- 112:leaf=-4.29052707e-05,cover=0
- 56:[Ecc<7.1378541] yes=113,no=114,missing=114,gain=14.7603455,cover=65425
- 113:leaf=-0.00106967113,cover=0
- 114:leaf=-0.00257994002,cover=0
- 28:[Ecc<6.03867722] yes=57,no=58,missing=58,gain=9.72210693,cover=32084
- 57:[Curv5<0.233002663] yes=115,no=116,missing=115,gain=6.8707428,cover=19430
- 115:leaf=-0.00173350575,cover=0
- 116:leaf=-0.00372569938,cover=0
- 58:[PialCurv5<0.382664889] yes=117,no=118,missing=118,gain=4.36391449,cover=12654
- 117:leaf=-0.00331023522,cover=0
- 118:leaf=-0.00517240912,cover=0
- 14:[PialArea5<0.467676282] yes=29,no=30,missing=29,gain=33.509552,cover=54186
- 29:[Area5<0.839165807] yes=59,no=60,missing=60,gain=18.1968079,cover=30391
- 59:[PialCurv5<0.336333007] yes=119,no=120,missing=119,gain=13.063179,cover=25850
- 119:leaf=0.00274848239,cover=0
- 120:leaf=0.000498233072,cover=0
- 60:[Area5<0.924216449] yes=121,no=122,missing=122,gain=4.906353,cover=4541
- 121:leaf=0.00444982247,cover=0
- 122:leaf=0.00923813041,cover=0
- 30:[Curv5<0.141257599] yes=61,no=62,missing=61,gain=12.2632599,cover=23795
- 61:[Area5<0.839165807] yes=123,no=124,missing=124,gain=3.44980812,cover=8179
- 123:leaf=0.000804334821,cover=0
- 124:leaf=0.00361835887,cover=0
- 62:[Area5<0.864337862] yes=125,no=126,missing=126,gain=11.499835,cover=15616
- 125:leaf=-0.00176139455,cover=0
- 126:leaf=0.00182298722,cover=0
-booster[76]:
-0:[Ecc<18.3223667] yes=1,no=2,missing=2,gain=317.078857,cover=5124388
- 1:[PialArea5<0.882323086] yes=3,no=4,missing=3,gain=313.600098,cover=3994701
- 3:[Ecc<9.17092323] yes=7,no=8,missing=8,gain=564.615967,cover=2529025
- 7:[Pol<141.801834] yes=15,no=16,missing=15,gain=426.036194,cover=1842949
- 15:[Pol<104.38549] yes=31,no=32,missing=31,gain=340.291687,cover=1518051
- 31:[Curv5<-0.0413376503] yes=63,no=64,missing=64,gain=148.240601,cover=894458
- 63:leaf=0.000144810343,cover=0
- 64:leaf=0.00150864618,cover=0
- 32:[Area5<0.564792395] yes=65,no=66,missing=65,gain=341.74411,cover=623593
- 65:leaf=0.00207484933,cover=0
- 66:leaf=-0.00100818451,cover=0
- 16:[Curv5<-0.0620335713] yes=33,no=34,missing=33,gain=174.386353,cover=324898
- 33:[Area5<0.420677572] yes=67,no=68,missing=67,gain=73.3237915,cover=195945
- 67:leaf=0.0047004479,cover=0
- 68:leaf=0.00119132677,cover=0
- 34:[Sulc0<-0.0172607526] yes=69,no=70,missing=69,gain=118.16864,cover=128953
- 69:leaf=0.00439452846,cover=0
- 70:leaf=-0.000354850199,cover=0
- 8:[Sulc0<-0.439186513] yes=17,no=18,missing=18,gain=622.956055,cover=686076
- 17:[Sulc0<-0.702361405] yes=35,no=36,missing=35,gain=79.46875,cover=97111
- 35:[Pol<9.44515038] yes=71,no=72,missing=71,gain=16.2432251,cover=35971
- 71:leaf=0.000167361388,cover=0
- 72:leaf=-0.00346013601,cover=0
- 36:[Pol<173.32489] yes=73,no=74,missing=73,gain=27.1907673,cover=61140
- 73:leaf=-0.000502019539,cover=0
- 74:leaf=0.00304494286,cover=0
- 18:[PialCurv5<0.104427323] yes=37,no=38,missing=37,gain=357.450928,cover=588965
- 37:[Pol<120.317558] yes=75,no=76,missing=75,gain=347.779053,cover=272304
- 75:leaf=0.00616164505,cover=0
- 76:leaf=0.00258753588,cover=0
- 38:[PialArea5<0.601145923] yes=77,no=78,missing=77,gain=159.882263,cover=316661
- 77:leaf=0.00244332734,cover=0
- 78:leaf=-0.000522483024,cover=0
- 4:[Area5<0.729573667] yes=9,no=10,missing=9,gain=465.146484,cover=1465676
- 9:[Curv5<-0.0983823985] yes=19,no=20,missing=19,gain=564.359375,cover=970420
- 19:[Sulc0<-0.426983118] yes=39,no=40,missing=39,gain=376.934326,cover=834963
- 39:[LGI5<2.45602322] yes=79,no=80,missing=80,gain=248.304199,cover=731234
- 79:leaf=0.00307439454,cover=0
- 80:leaf=0.00117868255,cover=0
- 40:[Ecc<3.80337262] yes=81,no=82,missing=81,gain=120.80896,cover=103729
- 81:leaf=-2.54728366e-05,cover=0
- 82:leaf=0.00569012575,cover=0
- 20:[PialCurv5<-0.0737633556] yes=41,no=42,missing=41,gain=256.362061,cover=135457
- 41:[Curv5<-0.0708468556] yes=83,no=84,missing=83,gain=64.8320923,cover=11023
- 83:leaf=0.0111717088,cover=0
- 84:leaf=0.0207606647,cover=0
- 42:[Curv5<-0.0642315522] yes=85,no=86,missing=85,gain=106.913452,cover=124434
- 85:leaf=0.00366641278,cover=0
- 86:leaf=0.00659775361,cover=0
- 10:[Area5<0.894858658] yes=21,no=22,missing=22,gain=175.190582,cover=495256
- 21:[PialArea5<1.36541271] yes=43,no=44,missing=43,gain=141.668365,cover=462465
- 43:[Curv5<-0.0553030409] yes=87,no=88,missing=87,gain=173.604828,cover=414904
- 87:leaf=0.000320533378,cover=0
- 88:leaf=0.00279704365,cover=0
- 44:[Curv5<-0.129194111] yes=89,no=90,missing=89,gain=65.1729736,cover=47561
- 89:leaf=0.00290775578,cover=0
- 90:leaf=0.00784978922,cover=0
- 22:[PialArea5<1.23851824] yes=45,no=46,missing=45,gain=99.4256516,cover=32791
- 45:[Ecc<7.03401423] yes=91,no=92,missing=91,gain=73.2637024,cover=12625
- 91:leaf=-0.0090333363,cover=0
- 92:leaf=-0.00115132076,cover=0
- 46:[Area5<0.987501919] yes=93,no=94,missing=93,gain=17.2312584,cover=20166
- 93:leaf=0.000530420511,cover=0
- 94:leaf=-0.00263312808,cover=0
- 2:[Sulc0<0.143142253] yes=5,no=6,missing=5,gain=233.739456,cover=1129687
- 5:[Pol<6.72755051] yes=11,no=12,missing=12,gain=189.227173,cover=547769
- 11:[Curv5<-0.12365336] yes=23,no=24,missing=23,gain=18.7219696,cover=50882
- 23:[Sulc0<-0.87967056] yes=47,no=48,missing=47,gain=11.3278427,cover=43028
- 47:[PialArea5<1.10654831] yes=95,no=96,missing=95,gain=5.50143719,cover=10308
- 95:leaf=0.000156112743,cover=0
- 96:leaf=0.00265374314,cover=0
- 48:[LGI5<3.41813922] yes=97,no=98,missing=98,gain=9.90992737,cover=32720
- 97:leaf=0.00317381951,cover=0
- 98:leaf=0.000621859508,cover=0
- 24:[Ecc<35.195137] yes=49,no=50,missing=49,gain=21.3681259,cover=7854
- 49:[Area5<0.682363749] yes=99,no=100,missing=99,gain=12.9202499,cover=2377
- 99:leaf=0.00260358024,cover=0
- 100:leaf=0.0111178262,cover=0
- 50:[PialCurv5<-0.0668589398] yes=101,no=102,missing=102,gain=15.4999981,cover=5477
- 101:leaf=0.00908508617,cover=0
- 102:leaf=0.00208554766,cover=0
- 12:[Pol<42.7478409] yes=25,no=26,missing=25,gain=143.565399,cover=496887
- 25:[Pol<20.2198563] yes=51,no=52,missing=52,gain=139.376007,cover=178047
- 51:[PialArea5<1.18617713] yes=103,no=104,missing=103,gain=23.5389977,cover=77455
- 103:leaf=-0.000253887178,cover=0
- 104:leaf=0.00261691376,cover=0
- 52:[PialCurv5<-0.0395349935] yes=105,no=106,missing=106,gain=45.0359497,cover=100592
- 105:leaf=-0.00188080443,cover=0
- 106:leaf=-0.0040245424,cover=0
- 26:[Pol<107.129471] yes=53,no=54,missing=53,gain=438.254791,cover=318840
- 53:[Area5<0.672473609] yes=107,no=108,missing=107,gain=137.16748,cover=53783
- 107:leaf=0.00736947963,cover=0
- 108:leaf=0.00223359023,cover=0
- 54:[PialArea5<0.874648154] yes=109,no=110,missing=109,gain=235.832733,cover=265057
- 109:leaf=-0.00240484113,cover=0
- 110:leaf=0.000627522531,cover=0
- 6:[PialCurv5<0.0193316489] yes=13,no=14,missing=14,gain=241.079071,cover=581918
- 13:[Pol<93.3357697] yes=27,no=28,missing=27,gain=246.68045,cover=93593
- 27:[Ecc<30.4150848] yes=55,no=56,missing=55,gain=101.613098,cover=38813
- 55:[Curv5<-0.138079464] yes=111,no=112,missing=111,gain=23.006897,cover=12898
- 111:leaf=0.00036170255,cover=0
- 112:leaf=0.0107688252,cover=0
- 56:[Curv5<0.00546095846] yes=113,no=114,missing=114,gain=73.2785492,cover=25915
- 113:leaf=0.00336916372,cover=0
- 114:leaf=0.00953973457,cover=0
- 28:[Pol<138.276962] yes=57,no=58,missing=57,gain=165.054321,cover=54780
- 57:[Area5<0.717401922] yes=115,no=116,missing=115,gain=49.1020126,cover=27373
- 115:leaf=0.000656299933,cover=0
- 116:leaf=-0.00359968143,cover=0
- 58:[Pol<162.313202] yes=117,no=118,missing=117,gain=56.2036133,cover=27407
- 117:leaf=0.00299813622,cover=0
- 118:leaf=0.00839892868,cover=0
- 14:[Sulc0<0.540103436] yes=29,no=30,missing=29,gain=210.862122,cover=488325
- 29:[PialArea5<0.736284733] yes=59,no=60,missing=60,gain=73.3940659,cover=170468
- 59:[Curv5<0.0554658733] yes=119,no=120,missing=119,gain=115.353233,cover=107979
- 119:leaf=0.00263829506,cover=0
- 120:leaf=-0.000870610122,cover=0
- 60:[Pol<141.081833] yes=121,no=122,missing=121,gain=46.7770233,cover=62489
- 121:leaf=-0.00250549032,cover=0
- 122:leaf=0.00122173422,cover=0
- 30:[Pol<112.874634] yes=61,no=62,missing=61,gain=307.460083,cover=317857
- 61:[Ecc<34.5416374] yes=123,no=124,missing=123,gain=180.494141,cover=251304
- 123:leaf=0.00205608527,cover=0
- 124:leaf=-0.000635604083,cover=0
- 62:[PialCurv5<0.208232641] yes=125,no=126,missing=125,gain=84.2858887,cover=66553
- 125:leaf=0.00625430048,cover=0
- 126:leaf=0.00267453119,cover=0
-booster[77]:
-0:[LGI5<3.41813922] yes=1,no=2,missing=1,gain=304.722168,cover=5124388
- 1:[Curv5<0.190557376] yes=3,no=4,missing=3,gain=292.217773,cover=4680965
- 3:[PialArea5<0.375788301] yes=7,no=8,missing=7,gain=439.780762,cover=4489457
- 7:[PialCurv5<0.315450013] yes=15,no=16,missing=15,gain=212.341919,cover=194989
- 15:[Area5<0.67507118] yes=31,no=32,missing=32,gain=103.672241,cover=130365
- 31:[PialArea5<0.281252682] yes=63,no=64,missing=63,gain=61.3285217,cover=70570
- 63:leaf=0.00728971837,cover=0
- 64:leaf=0.00307861366,cover=0
- 32:[PialCurv5<0.208232641] yes=65,no=66,missing=65,gain=55.3067627,cover=59795
- 65:leaf=0.00869151298,cover=0
- 66:leaf=0.00544993533,cover=0
- 16:[Area5<0.734195113] yes=33,no=34,missing=34,gain=48.6459312,cover=64624
- 33:[PialArea5<0.281252682] yes=67,no=68,missing=67,gain=37.98209,cover=49231
- 67:leaf=0.00384493428,cover=0
- 68:leaf=9.18071164e-05,cover=0
- 34:[PialArea5<0.331288606] yes=69,no=70,missing=69,gain=13.863678,cover=15393
- 69:leaf=0.00587120606,cover=0
- 70:leaf=0.00276827789,cover=0
- 8:[Curv5<0.110890195] yes=17,no=18,missing=17,gain=362.279785,cover=4294468
- 17:[Sulc0<0.254506379] yes=35,no=36,missing=35,gain=443.07373,cover=3811508
- 35:[Ecc<21.0377083] yes=71,no=72,missing=71,gain=391.397949,cover=3360862
- 71:leaf=0.00154453202,cover=0
- 72:leaf=-0.000182399293,cover=0
- 36:[MidArea5<0.71843493] yes=73,no=74,missing=74,gain=211.440063,cover=450646
- 73:leaf=0.00373670645,cover=0
- 74:leaf=0.00137714448,cover=0
- 18:[PialArea5<0.494012713] yes=37,no=38,missing=37,gain=314.394531,cover=482960
- 37:[Area5<0.721707046] yes=75,no=76,missing=75,gain=178.515121,cover=279194
- 75:leaf=0.000257538573,cover=0
- 76:leaf=0.00290524308,cover=0
- 38:[Area5<0.774986684] yes=77,no=78,missing=77,gain=71.827301,cover=203766
- 77:leaf=-0.00185424276,cover=0
- 78:leaf=0.000521607522,cover=0
- 4:[PialArea5<0.292306483] yes=9,no=10,missing=9,gain=125.987289,cover=191508
- 9:[Curv5<0.266060919] yes=19,no=20,missing=19,gain=52.9007835,cover=40058
- 19:[PialArea5<0.245474651] yes=39,no=40,missing=39,gain=44.7146072,cover=31802
- 39:[Sulc0<0.433680743] yes=79,no=80,missing=80,gain=23.7195053,cover=9178
- 79:leaf=0.0148579078,cover=0
- 80:leaf=0.00514386361,cover=0
- 40:[Sulc0<0.33585754] yes=81,no=82,missing=81,gain=28.2729149,cover=22624
- 81:leaf=0.00814120658,cover=0
- 82:leaf=0.00123829592,cover=0
- 20:[Sulc0<-0.108384088] yes=41,no=42,missing=42,gain=15.4186068,cover=8256
- 41:[Pol<81.5476837] yes=83,no=84,missing=83,gain=5.11906815,cover=112
- 83:leaf=0.034960039,cover=0
- 84:leaf=0.0103682913,cover=0
- 42:[Area5<0.525751591] yes=85,no=86,missing=85,gain=12.0344248,cover=8144
- 85:leaf=-0.006091177,cover=0
- 86:leaf=-0.000960186764,cover=0
- 10:[Area5<0.610838115] yes=21,no=22,missing=21,gain=50.8842545,cover=151450
- 21:[Curv5<0.266060919] yes=43,no=44,missing=44,gain=13.4318848,cover=29799
- 43:[Pol<134.743088] yes=87,no=88,missing=87,gain=8.69865417,cover=24002
- 87:leaf=-0.00283150072,cover=0
- 88:leaf=0.000157410439,cover=0
- 44:[PialArea5<0.546516836] yes=89,no=90,missing=89,gain=3.83273697,cover=5797
- 89:leaf=-0.00528273173,cover=0
- 90:leaf=0.00955122057,cover=0
- 22:[PialArea5<0.39522177] yes=45,no=46,missing=45,gain=43.8554764,cover=121651
- 45:[Sulc0<0.0608992092] yes=91,no=92,missing=91,gain=45.8532524,cover=70891
- 91:leaf=0.00616699224,cover=0
- 92:leaf=-0.000168823855,cover=0
- 46:[PialCurv5<0.220156521] yes=93,no=94,missing=93,gain=15.7687378,cover=50760
- 93:leaf=-0.000113900889,cover=0
- 94:leaf=-0.00228080456,cover=0
- 2:[Sulc0<-0.224179193] yes=5,no=6,missing=5,gain=91.2384262,cover=443423
- 5:[Area5<0.623097897] yes=11,no=12,missing=12,gain=40.8986549,cover=158447
- 11:[Sulc0<-0.63852036] yes=23,no=24,missing=23,gain=29.3389301,cover=35256
- 23:[PialArea5<0.861938] yes=47,no=48,missing=47,gain=22.6331558,cover=19200
- 47:[PialArea5<0.721636832] yes=95,no=96,missing=95,gain=7.34146881,cover=10636
- 95:leaf=-0.00476185931,cover=0
- 96:leaf=-0.00158306432,cover=0
- 48:[Sulc0<-1.02305627] yes=97,no=98,missing=97,gain=10.6563082,cover=8564
- 97:leaf=-0.00179028453,cover=0
- 98:leaf=0.00222402066,cover=0
- 24:[PialArea5<0.866999865] yes=49,no=50,missing=49,gain=17.614563,cover=16056
- 49:[Area5<0.564792395] yes=99,no=100,missing=100,gain=11.1617622,cover=11957
- 99:leaf=0.00286613032,cover=0
- 100:leaf=-0.000202415744,cover=0
- 50:[PialCurv5<-0.10074953] yes=101,no=102,missing=101,gain=4.79867935,cover=4099
- 101:leaf=0.00375010492,cover=0
- 102:leaf=0.0073583941,cover=0
- 12:[PialArea5<1.02076101] yes=25,no=26,missing=25,gain=41.853241,cover=123191
- 25:[Pol<168.023468] yes=51,no=52,missing=51,gain=35.5358429,cover=75693
- 51:[LGI5<3.94193578] yes=103,no=104,missing=104,gain=33.5131226,cover=61609
- 103:leaf=-0.00233242847,cover=0
- 104:leaf=-0.00771861617,cover=0
- 52:[Curv5<-0.198884338] yes=105,no=106,missing=105,gain=16.6110115,cover=14084
- 105:leaf=-0.0013875576,cover=0
- 106:leaf=0.00205959915,cover=0
- 26:[PialArea5<1.31770575] yes=53,no=54,missing=54,gain=22.4365253,cover=47498
- 53:[Pol<75.4512405] yes=107,no=108,missing=107,gain=17.8658848,cover=43181
- 107:leaf=-0.00141817168,cover=0
- 108:leaf=0.000634619268,cover=0
- 54:[PialArea5<1.48916721] yes=109,no=110,missing=110,gain=6.0605545,cover=4317
- 109:leaf=0.00211305101,cover=0
- 110:leaf=0.00633921986,cover=0
- 6:[PialCurv5<0.0171581414] yes=13,no=14,missing=13,gain=115.708977,cover=284976
- 13:[Pol<101.159882] yes=27,no=28,missing=27,gain=152.13501,cover=87333
- 27:[Pol<53.6550331] yes=55,no=56,missing=55,gain=52.7129517,cover=31673
- 55:[PialCurv5<-0.0280297659] yes=111,no=112,missing=112,gain=34.2667465,cover=19532
- 111:leaf=0.00540807238,cover=0
- 112:leaf=0.00121758587,cover=0
- 56:[Ecc<11.1913614] yes=113,no=114,missing=114,gain=39.1469116,cover=12141
- 113:leaf=-0.00214459444,cover=0
- 114:leaf=0.00828586426,cover=0
- 28:[Pol<163.830338] yes=57,no=58,missing=58,gain=93.5264435,cover=55660
- 57:[Area5<0.706906915] yes=115,no=116,missing=115,gain=73.152565,cover=46290
- 115:leaf=0.00151615252,cover=0
- 116:leaf=-0.00246141618,cover=0
- 58:[Ecc<40.3354568] yes=117,no=118,missing=118,gain=19.519989,cover=9370
- 117:leaf=0.00302623003,cover=0
- 118:leaf=0.00761847943,cover=0
- 14:[PialArea5<0.292306483] yes=29,no=30,missing=29,gain=86.361412,cover=197643
- 29:[PialArea5<0.245474651] yes=59,no=60,missing=59,gain=17.5079422,cover=6456
- 59:[Ecc<33.9075584] yes=119,no=120,missing=120,gain=5.18110657,cover=1604
- 119:leaf=0.00835560914,cover=0
- 120:leaf=0.0147348959,cover=0
- 60:[Curv5<0.151368812] yes=121,no=122,missing=121,gain=14.6375465,cover=4852
- 121:leaf=0.00902043935,cover=0
- 122:leaf=0.00256331754,cover=0
- 30:[PialArea5<0.689872265] yes=61,no=62,missing=61,gain=49.1044846,cover=191187
- 61:[Curv5<0.0798443258] yes=123,no=124,missing=123,gain=62.6503677,cover=142497
- 123:leaf=0.00192495377,cover=0
- 124:leaf=-0.000448009087,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=25.5251045,cover=48690
- 125:leaf=-0.0017921679,cover=0
- 126:leaf=0.00798491109,cover=0
-booster[78]:
-0:[LGI5<2.29656005] yes=1,no=2,missing=1,gain=293.531006,cover=5124388
- 1:[Ecc<3.41847086] yes=3,no=4,missing=3,gain=197.101562,cover=323043
- 3:[Sulc0<-0.237935558] yes=7,no=8,missing=7,gain=129.389893,cover=235123
- 7:[Area5<0.864337862] yes=15,no=16,missing=15,gain=67.7374268,cover=198571
- 15:[PialCurv5<-0.130995557] yes=31,no=32,missing=32,gain=53.0854492,cover=196667
- 31:[Pol<51.9018669] yes=63,no=64,missing=63,gain=18.844677,cover=28403
- 63:leaf=0.000629051356,cover=0
- 64:leaf=0.0032153097,cover=0
- 32:[PialArea5<0.903379142] yes=65,no=66,missing=66,gain=44.2611084,cover=168264
- 65:leaf=0.00372518343,cover=0
- 66:leaf=0.00538699236,cover=0
- 16:[Pol<99.5532455] yes=33,no=34,missing=33,gain=12.3075123,cover=1904
- 33:[PialArea5<1.57955706] yes=67,no=68,missing=67,gain=5.10133076,cover=911
- 67:leaf=-0.00233758753,cover=0
- 68:leaf=0.0114431381,cover=0
- 34:[LGI5<2.25075769] yes=69,no=70,missing=69,gain=3.83263779,cover=993
- 69:leaf=-0.0128478203,cover=0
- 70:leaf=-0.00655544549,cover=0
- 8:[Pol<102.241241] yes=17,no=18,missing=17,gain=31.1443615,cover=36552
- 17:[PialCurv5<-0.0297427773] yes=35,no=36,missing=35,gain=10.6283722,cover=16961
- 35:[Area5<0.652759671] yes=71,no=72,missing=72,gain=9.20606804,cover=613
- 71:leaf=0.00278179417,cover=0
- 72:leaf=0.0150427623,cover=0
- 36:[MidArea5<0.669281006] yes=73,no=74,missing=73,gain=6.24655914,cover=16348
- 73:leaf=0.00257762242,cover=0
- 74:leaf=0.000273117097,cover=0
- 18:[MidArea5<0.641634583] yes=37,no=38,missing=37,gain=27.9046993,cover=19591
- 37:[Ecc<0.669936359] yes=75,no=76,missing=75,gain=11.2172737,cover=12846
- 75:leaf=0.00436058734,cover=0
- 76:leaf=0.000119762008,cover=0
- 38:[Area5<0.924216449] yes=77,no=78,missing=77,gain=4.69619179,cover=6745
- 77:leaf=-0.00300257467,cover=0
- 78:leaf=-0.0102451406,cover=0
- 4:[Ecc<6.2938199] yes=9,no=10,missing=9,gain=43.2186852,cover=87920
- 9:[Pol<152.827332] yes=19,no=20,missing=19,gain=30.1513405,cover=68241
- 19:[Sulc0<-0.108384088] yes=39,no=40,missing=39,gain=37.2552795,cover=57034
- 39:[Area5<0.664770067] yes=79,no=80,missing=80,gain=45.8829155,cover=31605
- 79:leaf=0.00159057288,cover=0
- 80:leaf=-0.00222009048,cover=0
- 40:[PialCurv5<0.0616685152] yes=81,no=82,missing=82,gain=22.0493507,cover=25429
- 81:leaf=0.00591373025,cover=0
- 82:leaf=0.00163538498,cover=0
- 20:[PialArea5<1.18617713] yes=41,no=42,missing=42,gain=26.3405151,cover=11207
- 41:[Ecc<5.4036684] yes=83,no=84,missing=83,gain=9.7749939,cover=10364
- 83:leaf=0.00387634453,cover=0
- 84:leaf=0.000416979485,cover=0
- 42:[LGI5<2.22170687] yes=85,no=86,missing=85,gain=6.2830162,cover=843
- 85:leaf=0.0201303922,cover=0
- 86:leaf=0.00977422483,cover=0
- 10:[Pol<84.1277542] yes=21,no=22,missing=22,gain=18.4577332,cover=19679
- 21:[LGI5<2.19753051] yes=43,no=44,missing=43,gain=2.83598709,cover=2657
- 43:[Pol<75.4512405] yes=87,no=88,missing=87,gain=1.95720482,cover=533
- 87:leaf=-0.0110526709,cover=0
- 88:leaf=-0.00485682581,cover=0
- 44:[Ecc<35.195137] yes=89,no=90,missing=89,gain=2.90048981,cover=2124
- 89:leaf=-0.00409025745,cover=0
- 90:leaf=-0.0140510788,cover=0
- 22:[Sulc0<-0.258417875] yes=45,no=46,missing=46,gain=17.6133308,cover=17022
- 45:[PialArea5<0.689872265] yes=91,no=92,missing=91,gain=25.7409153,cover=8212
- 91:leaf=-0.0102848336,cover=0
- 92:leaf=-0.00145505706,cover=0
- 46:[PialCurv5<0.107261039] yes=93,no=94,missing=93,gain=16.3919697,cover=8810
- 93:leaf=0.00315102749,cover=0
- 94:leaf=-0.00118456292,cover=0
- 2:[Pol<8.56911278] yes=5,no=6,missing=5,gain=304.979004,cover=4801345
- 5:[Curv5<-0.183827445] yes=11,no=12,missing=11,gain=99.402832,cover=196323
- 11:[Ecc<1.41371143] yes=23,no=24,missing=24,gain=47.1937103,cover=99337
- 23:[PialArea5<1.18617713] yes=47,no=48,missing=47,gain=2.63460064,cover=6523
- 47:[PialCurv5<-0.210138425] yes=95,no=96,missing=96,gain=2.32788944,cover=5321
- 95:leaf=0.00821636152,cover=0
- 96:leaf=-0.00273885182,cover=0
- 48:[Area5<0.66824472] yes=97,no=98,missing=97,gain=3.76075673,cover=1202
- 97:leaf=0.00281829271,cover=0
- 98:leaf=-0.00277231866,cover=0
- 24:[LGI5<3.15084362] yes=49,no=50,missing=49,gain=28.0433655,cover=92814
- 49:[PialCurv5<-0.210138425] yes=99,no=100,missing=99,gain=22.7746735,cover=67977
- 99:leaf=0.00842934847,cover=0
- 100:leaf=0.00261605508,cover=0
- 50:[PialArea5<1.05969977] yes=101,no=102,missing=101,gain=6.50350332,cover=24837
- 101:leaf=0.000232103426,cover=0
- 102:leaf=0.0019519428,cover=0
- 12:[LGI5<2.73077893] yes=25,no=26,missing=25,gain=94.7405396,cover=96986
- 25:[Ecc<1.57116413] yes=51,no=52,missing=52,gain=49.8598328,cover=25180
- 51:[PialArea5<0.775119185] yes=103,no=104,missing=103,gain=5.9178648,cover=3745
- 103:leaf=-0.00187787681,cover=0
- 104:leaf=0.00267902855,cover=0
- 52:[Curv5<-0.0575901605] yes=105,no=106,missing=105,gain=42.4933472,cover=21435
- 105:leaf=0.00663683563,cover=0
- 106:leaf=0.0121496832,cover=0
- 26:[MidArea5<0.704742908] yes=53,no=54,missing=54,gain=39.5895386,cover=71806
- 53:[Ecc<35.8605728] yes=107,no=108,missing=108,gain=46.735733,cover=13151
- 107:leaf=-0.000278352876,cover=0
- 108:leaf=0.00907112192,cover=0
- 54:[PialCurv5<-0.117370568] yes=109,no=110,missing=109,gain=17.6873779,cover=58655
- 109:leaf=0.00723548979,cover=0
- 110:leaf=0.00360893831,cover=0
- 6:[Pol<49.2074432] yes=13,no=14,missing=13,gain=383.282227,cover=4605022
- 13:[Ecc<5.91357183] yes=27,no=28,missing=27,gain=746.109619,cover=803147
- 27:[Curv5<-0.112134233] yes=55,no=56,missing=56,gain=335.788147,cover=290646
- 55:[Curv5<-0.179045901] yes=111,no=112,missing=111,gain=76.1013947,cover=246281
- 111:leaf=0.000774905609,cover=0
- 112:leaf=0.00268155895,cover=0
- 56:[PialCurv5<-0.0886472985] yes=113,no=114,missing=113,gain=113.212952,cover=44365
- 113:leaf=0.0158258621,cover=0
- 114:leaf=0.00542941177,cover=0
- 28:[Pol<18.1680222] yes=57,no=58,missing=57,gain=219.195953,cover=512501
- 57:[Sulc0<-0.815117955] yes=115,no=116,missing=116,gain=47.9442902,cover=120432
- 115:leaf=-0.000703029276,cover=0
- 116:leaf=0.00144822628,cover=0
- 58:[Sulc0<-0.202991232] yes=117,no=118,missing=118,gain=128.610718,cover=392069
- 117:leaf=-0.00234610983,cover=0
- 118:leaf=-0.000461686373,cover=0
- 14:[Ecc<7.54628181] yes=29,no=30,missing=29,gain=377.903076,cover=3801875
- 29:[Area5<0.593548477] yes=59,no=60,missing=60,gain=407.22168,cover=1748761
- 59:[PialArea5<0.669517875] yes=119,no=120,missing=119,gain=296.039795,cover=463803
- 119:leaf=-0.000269293785,cover=0
- 120:leaf=0.00269536185,cover=0
- 60:[Ecc<3.60812569] yes=121,no=122,missing=121,gain=345.018463,cover=1284958
- 121:leaf=-0.000798368535,cover=0
- 122:leaf=0.000894351804,cover=0
- 30:[Sulc0<-0.569364369] yes=61,no=62,missing=62,gain=619.63208,cover=2053114
- 61:[PialArea5<0.836640656] yes=123,no=124,missing=123,gain=57.8816299,cover=214360
- 123:leaf=-0.00222682906,cover=0
- 124:leaf=-0.000343543797,cover=0
- 62:[Ecc<20.0856266] yes=125,no=126,missing=125,gain=479.110107,cover=1838754
- 125:leaf=0.00260892278,cover=0
- 126:leaf=0.000917830155,cover=0
-booster[79]:
-0:[PialArea5<1.1257062] yes=1,no=2,missing=1,gain=290.484131,cover=5124388
- 1:[Sulc0<-0.895242691] yes=3,no=4,missing=3,gain=316.180298,cover=4620915
- 3:[Ecc<5.14592695] yes=7,no=8,missing=8,gain=318.635345,cover=327474
- 7:[Area5<0.462054074] yes=15,no=16,missing=15,gain=57.8788223,cover=205934
- 15:[Pol<51.9018669] yes=31,no=32,missing=32,gain=20.7637482,cover=37038
- 31:[PialArea5<0.816499233] yes=63,no=64,missing=63,gain=9.77199841,cover=9767
- 63:leaf=-0.00100007316,cover=0
- 64:leaf=0.00216311822,cover=0
- 32:[PialArea5<0.89274627] yes=65,no=66,missing=66,gain=13.6586151,cover=27271
- 65:leaf=0.00260260538,cover=0
- 66:leaf=0.00519916043,cover=0
- 16:[PialCurv5<-0.0982506946] yes=33,no=34,missing=33,gain=50.6696548,cover=168896
- 33:[LGI5<2.28518939] yes=67,no=68,missing=67,gain=29.4704056,cover=137571
- 67:leaf=0.00151409314,cover=0
- 68:leaf=-0.000401272584,cover=0
- 34:[Pol<136.792099] yes=69,no=70,missing=69,gain=19.0821609,cover=31325
- 69:leaf=0.0031020001,cover=0
- 70:leaf=0.000538367545,cover=0
- 8:[Pol<16.156723] yes=17,no=18,missing=18,gain=55.0570374,cover=121540
- 17:[PialArea5<0.813682437] yes=35,no=36,missing=35,gain=16.3691177,cover=31767
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=71,gain=5.9051857,cover=6057
- 71:leaf=0.00204750593,cover=0
- 72:leaf=-0.00351248053,cover=0
- 36:[Curv5<-0.350989401] yes=73,no=74,missing=73,gain=13.4496269,cover=25710
- 73:leaf=0.0067018047,cover=0
- 74:leaf=-0.000334973767,cover=0
- 18:[Pol<170.080093] yes=37,no=38,missing=37,gain=50.9890747,cover=89773
- 37:[Curv5<-0.292340577] yes=75,no=76,missing=76,gain=25.3120728,cover=65228
- 75:leaf=-0.0019637465,cover=0
- 76:leaf=-0.00436284719,cover=0
- 38:[Area5<0.453641325] yes=77,no=78,missing=78,gain=10.9554195,cover=24545
- 77:leaf=0.0033764285,cover=0
- 78:leaf=-0.00141946389,cover=0
- 4:[Pol<170.080093] yes=9,no=10,missing=10,gain=382.982178,cover=4293441
- 9:[Area5<0.59157455] yes=19,no=20,missing=19,gain=285.424927,cover=4028913
- 19:[PialArea5<0.686586082] yes=39,no=40,missing=40,gain=543.530151,cover=646793
- 39:[Curv5<0.0798443258] yes=79,no=80,missing=79,gain=98.9945831,cover=223269
- 79:leaf=0.000633632648,cover=0
- 80:leaf=-0.00175491627,cover=0
- 40:[Curv5<-0.121808149] yes=81,no=82,missing=82,gain=285.575439,cover=423524
- 81:leaf=0.00243439036,cover=0
- 82:leaf=0.00578214135,cover=0
- 20:[Sulc0<-0.0637059584] yes=41,no=42,missing=41,gain=466.961914,cover=3382120
- 41:[Pol<17.1471634] yes=83,no=84,missing=84,gain=528.173828,cover=1475502
- 83:leaf=0.00286717713,cover=0
- 84:leaf=-0.00014849256,cover=0
- 42:[PialCurv5<0.0285326894] yes=85,no=86,missing=85,gain=509.536987,cover=1906618
- 85:leaf=0.00307904813,cover=0
- 86:leaf=0.000978966127,cover=0
- 10:[Curv5<-0.204921171] yes=21,no=22,missing=22,gain=166.637695,cover=264528
- 21:[Sulc0<-0.0637059584] yes=43,no=44,missing=44,gain=44.8347321,cover=61418
- 43:[Area5<0.639429986] yes=87,no=88,missing=87,gain=26.5083046,cover=60442
- 87:leaf=0.00140054501,cover=0
- 88:leaf=-0.00073758926,cover=0
- 44:[Area5<0.56946665] yes=89,no=90,missing=89,gain=14.0054283,cover=976
- 89:leaf=0.0223625209,cover=0
- 90:leaf=0.00807497557,cover=0
- 22:[Ecc<40.3354568] yes=45,no=46,missing=46,gain=63.9943848,cover=203110
- 45:[Ecc<12.3665791] yes=91,no=92,missing=91,gain=44.8901978,cover=196338
- 91:leaf=0.00396277942,cover=0
- 92:leaf=0.00221676915,cover=0
- 46:[Sulc0<-0.137935251] yes=93,no=94,missing=94,gain=18.2711945,cover=6772
- 93:leaf=0.00307661411,cover=0
- 94:leaf=0.0097210547,cover=0
- 2:[Area5<0.794681609] yes=5,no=6,missing=5,gain=173.833618,cover=503473
- 5:[PialArea5<1.39628088] yes=11,no=12,missing=11,gain=113.161743,cover=364727
- 11:[LGI5<2.31684756] yes=23,no=24,missing=23,gain=63.3410645,cover=320735
- 23:[Pol<57.8577347] yes=47,no=48,missing=47,gain=28.0537415,cover=30050
- 47:[Curv5<-0.153417632] yes=95,no=96,missing=95,gain=10.6184044,cover=15211
- 95:leaf=0.00261234515,cover=0
- 96:leaf=0.00605152873,cover=0
- 48:[Ecc<7.24576569] yes=97,no=98,missing=97,gain=12.7011871,cover=14839
- 97:leaf=0.00651329756,cover=0
- 98:leaf=-0.00318614836,cover=0
- 24:[Sulc0<-0.87967056] yes=49,no=50,missing=49,gain=56.2244263,cover=290685
- 49:[Pol<137.578873] yes=99,no=100,missing=99,gain=39.168972,cover=81056
- 99:leaf=0.00187576644,cover=0
- 100:leaf=-0.000606566784,cover=0
- 50:[Pol<64.3762589] yes=101,no=102,missing=101,gain=58.0281372,cover=209629
- 101:leaf=0.00202558376,cover=0
- 102:leaf=0.00370180607,cover=0
- 12:[Curv5<-0.141545609] yes=25,no=26,missing=26,gain=61.5653076,cover=43992
- 25:[Area5<0.650824547] yes=51,no=52,missing=51,gain=40.2219238,cover=36774
- 51:[Pol<141.801834] yes=103,no=104,missing=104,gain=13.9572296,cover=6799
- 103:leaf=0.00934776198,cover=0
- 104:leaf=0.00434754882,cover=0
- 52:[MidArea5<1.21578133] yes=105,no=106,missing=105,gain=32.9788055,cover=29975
- 105:leaf=0.00310050393,cover=0
- 106:leaf=0.0087146638,cover=0
- 26:[PialCurv5<-0.0858580992] yes=53,no=54,missing=53,gain=75.5261841,cover=7218
- 53:[Curv5<-0.108295463] yes=107,no=108,missing=108,gain=41.8321228,cover=2967
- 107:leaf=0.0129266176,cover=0
- 108:leaf=0.0288170576,cover=0
- 54:[Curv5<-0.0922861248] yes=109,no=110,missing=109,gain=19.0976753,cover=4251
- 109:leaf=0.00322952867,cover=0
- 110:leaf=0.0108900676,cover=0
- 6:[PialArea5<1.31770575] yes=13,no=14,missing=13,gain=45.5814667,cover=138746
- 13:[Sulc0<-0.487093836] yes=27,no=28,missing=27,gain=35.8477402,cover=80790
- 27:[Pol<18.1680222] yes=55,no=56,missing=56,gain=36.7710075,cover=48128
- 55:[Curv5<-0.0983823985] yes=111,no=112,missing=111,gain=11.1162338,cover=12708
- 111:leaf=0.00104648189,cover=0
- 112:leaf=0.00658729626,cover=0
- 56:[Ecc<0.45941934] yes=113,no=114,missing=114,gain=12.389473,cover=35420
- 113:leaf=0.0108120963,cover=0
- 114:leaf=-0.00173087162,cover=0
- 28:[Area5<0.864337862] yes=57,no=58,missing=57,gain=22.5693798,cover=32662
- 57:[Pol<46.5024796] yes=115,no=116,missing=116,gain=30.6029701,cover=23125
- 115:leaf=-0.000365484972,cover=0
- 116:leaf=0.00346857309,cover=0
- 58:[Ecc<7.90440989] yes=117,no=118,missing=117,gain=19.6966782,cover=9537
- 117:leaf=-0.0042211446,cover=0
- 118:leaf=0.000746701611,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=28.8548965,cover=57956
- 29:[Curv5<-0.0922861248] yes=59,no=60,missing=59,gain=29.484436,cover=50703
- 59:[PialArea5<1.57955706] yes=119,no=120,missing=119,gain=24.4826965,cover=47079
- 119:leaf=0.00148565276,cover=0
- 120:leaf=0.00470314547,cover=0
- 60:[PialCurv5<-0.0800075978] yes=121,no=122,missing=122,gain=24.7211838,cover=3624
- 121:leaf=0.0220813733,cover=0
- 122:leaf=0.00553318439,cover=0
- 30:[Ecc<12.1917515] yes=61,no=62,missing=61,gain=12.5733242,cover=7253
- 61:[Pol<166.64444] yes=123,no=124,missing=124,gain=14.5380564,cover=4477
- 123:leaf=-0.0033317816,cover=0
- 124:leaf=0.0104616275,cover=0
- 62:[Pol<5.90224934] yes=125,no=126,missing=125,gain=3.22991276,cover=2776
- 125:leaf=0.00707286363,cover=0
- 126:leaf=0.00103747414,cover=0
-booster[80]:
-0:[PialArea5<0.931472182] yes=1,no=2,missing=1,gain=282.131348,cover=5124388
- 1:[Curv5<-0.0553030409] yes=3,no=4,missing=3,gain=370.674072,cover=3651638
- 3:[Area5<0.635019779] yes=7,no=8,missing=7,gain=752.288269,cover=1309428
- 7:[PialArea5<0.733388364] yes=15,no=16,missing=15,gain=308.662201,cover=820606
- 15:[Area5<0.529385149] yes=31,no=32,missing=31,gain=190.496811,cover=235628
- 31:[Area5<0.380439579] yes=63,no=64,missing=63,gain=75.0961304,cover=115100
- 63:leaf=0.00497460831,cover=0
- 64:leaf=0.000636363926,cover=0
- 32:[Sulc0<-0.152423486] yes=65,no=66,missing=66,gain=106.827148,cover=120528
- 65:leaf=-0.00261528627,cover=0
- 66:leaf=0.000899115053,cover=0
- 16:[PialCurv5<-0.0858580992] yes=33,no=34,missing=34,gain=381.81427,cover=584978
- 33:[Sulc0<-0.445309728] yes=67,no=68,missing=67,gain=179.410339,cover=426664
- 67:leaf=0.000534720777,cover=0
- 68:leaf=0.00341923512,cover=0
- 34:[Sulc0<-0.0788570642] yes=69,no=70,missing=70,gain=79.1411743,cover=158314
- 69:leaf=0.00346332905,cover=0
- 70:leaf=0.00717547303,cover=0
- 8:[Pol<19.2006226] yes=17,no=18,missing=17,gain=187.015839,cover=488822
- 17:[Ecc<5.08081961] yes=35,no=36,missing=36,gain=62.7454033,cover=57280
- 35:[Ecc<1.41371143] yes=71,no=72,missing=71,gain=32.5457611,cover=9371
- 71:leaf=-7.68419923e-05,cover=0
- 72:leaf=0.00675909827,cover=0
- 36:[Sulc0<-0.928855538] yes=73,no=74,missing=73,gain=25.9069099,cover=47909
- 73:leaf=-0.00239222753,cover=0
- 74:leaf=0.00105176098,cover=0
- 18:[Area5<0.701312602] yes=37,no=38,missing=37,gain=179.681549,cover=431542
- 37:[Sulc0<-0.123243913] yes=75,no=76,missing=75,gain=182.684326,cover=278013
- 75:leaf=-0.00158925971,cover=0
- 76:leaf=0.00162146555,cover=0
- 38:[PialCurv5<-0.108766198] yes=77,no=78,missing=77,gain=88.8759766,cover=153529
- 77:leaf=-0.000894380384,cover=0
- 78:leaf=-0.00374332443,cover=0
- 4:[PialCurv5<-0.00763805071] yes=9,no=10,missing=10,gain=1309.86951,cover=2342210
- 9:[Curv5<-0.0179657843] yes=19,no=20,missing=19,gain=511.193115,cover=194979
- 19:[PialCurv5<-0.0347327143] yes=39,no=40,missing=39,gain=230.059692,cover=122051
- 39:[PialArea5<0.705942631] yes=79,no=80,missing=79,gain=81.9087524,cover=47758
- 79:leaf=0.00276509742,cover=0
- 80:leaf=0.00726956734,cover=0
- 40:[Area5<0.655598104] yes=81,no=82,missing=81,gain=164.114761,cover=74293
- 81:leaf=0.00473759789,cover=0
- 82:leaf=-0.000227306024,cover=0
- 20:[Pol<77.5287857] yes=41,no=42,missing=41,gain=101.796875,cover=72928
- 41:[Area5<0.620557249] yes=83,no=84,missing=84,gain=70.1027832,cover=26514
- 83:leaf=0.00509934826,cover=0
- 84:leaf=0.0120869195,cover=0
- 42:[MidArea5<0.594104469] yes=85,no=86,missing=85,gain=40.7017212,cover=46414
- 85:leaf=0.00454617525,cover=0
- 86:leaf=0.00794183742,cover=0
- 10:[PialArea5<0.651661396] yes=21,no=22,missing=21,gain=423.644592,cover=2147231
- 21:[Curv5<0.0857537538] yes=43,no=44,missing=43,gain=686.811157,cover=1476823
- 43:[Ecc<9.38688755] yes=87,no=88,missing=87,gain=220.100464,cover=362747
- 87:leaf=0.00202516955,cover=0
- 88:leaf=0.00448843651,cover=0
- 44:[PialArea5<0.463276565] yes=89,no=90,missing=90,gain=444.087921,cover=1114076
- 89:leaf=0.00156850833,cover=0
- 90:leaf=-0.000468664628,cover=0
- 22:[Curv5<0.0615303926] yes=45,no=46,missing=45,gain=335.532501,cover=670408
- 45:[Area5<0.670794368] yes=91,no=92,missing=91,gain=146.046371,cover=509687
- 91:leaf=0.00216662115,cover=0
- 92:leaf=5.54232683e-05,cover=0
- 46:[PialCurv5<0.064168714] yes=93,no=94,missing=93,gain=88.5777588,cover=160721
- 93:leaf=0.00208427152,cover=0
- 94:leaf=-0.00246606464,cover=0
- 2:[Area5<0.748478889] yes=5,no=6,missing=5,gain=485.630493,cover=1472750
- 5:[Sulc0<-0.152423486] yes=11,no=12,missing=11,gain=376.154785,cover=1007083
- 11:[Curv5<-0.0816265643] yes=23,no=24,missing=23,gain=198.96875,cover=934168
- 23:[Area5<0.639429986] yes=47,no=48,missing=48,gain=237.023804,cover=866514
- 47:[Sulc0<-0.911647499] yes=95,no=96,missing=95,gain=178.14856,cover=331491
- 95:leaf=0.00135104032,cover=0
- 96:leaf=0.00376215763,cover=0
- 48:[PialArea5<1.11947823] yes=97,no=98,missing=97,gain=165.829987,cover=535023
- 97:leaf=0.000516679895,cover=0
- 98:leaf=0.0023433459,cover=0
- 24:[PialCurv5<-0.0656740367] yes=49,no=50,missing=49,gain=287.191711,cover=67654
- 49:[Curv5<-0.0530214235] yes=99,no=100,missing=99,gain=50.8132324,cover=6310
- 99:leaf=0.0128024621,cover=0
- 100:leaf=0.0248642601,cover=0
- 50:[Ecc<18.0513744] yes=101,no=102,missing=101,gain=92.2510681,cover=61344
- 101:leaf=0.00427599624,cover=0
- 102:leaf=-0.00201875879,cover=0
- 12:[Pol<46.5024796] yes=25,no=26,missing=25,gain=144.596558,cover=72915
- 25:[PialCurv5<-0.0262977369] yes=51,no=52,missing=51,gain=43.7910995,cover=16599
- 51:[Curv5<-0.0390223041] yes=103,no=104,missing=104,gain=57.7663994,cover=10665
- 103:leaf=0.00257052085,cover=0
- 104:leaf=0.016945025,cover=0
- 52:[Sulc0<0.610343635] yes=105,no=106,missing=106,gain=10.4263649,cover=5934
- 105:leaf=-0.00185540342,cover=0
- 106:leaf=0.0520051681,cover=0
- 26:[Area5<0.683950484] yes=53,no=54,missing=53,gain=50.1447754,cover=56316
- 53:[PialCurv5<-0.0999256745] yes=107,no=108,missing=107,gain=16.204895,cover=17649
- 107:leaf=0.00672106026,cover=0
- 108:leaf=0.010119684,cover=0
- 54:[Sulc0<0.118391842] yes=109,no=110,missing=109,gain=27.4816895,cover=38667
- 109:leaf=0.00530419732,cover=0
- 110:leaf=0.00863867346,cover=0
- 6:[PialArea5<1.07926941] yes=13,no=14,missing=13,gain=175.60318,cover=465667
- 13:[Curv5<-0.0507577434] yes=27,no=28,missing=27,gain=82.7952576,cover=180220
- 27:[Pol<17.1471634] yes=55,no=56,missing=55,gain=56.4796829,cover=119026
- 55:[Curv5<-0.139824241] yes=111,no=112,missing=111,gain=16.6412621,cover=18294
- 111:leaf=-0.000240544367,cover=0
- 112:leaf=0.00287665939,cover=0
- 56:[Area5<0.827407002] yes=113,no=114,missing=113,gain=51.566391,cover=100732
- 113:leaf=-0.00165809493,cover=0
- 114:leaf=-0.00501941005,cover=0
- 28:[PialCurv5<-0.0280297659] yes=57,no=58,missing=57,gain=135.649353,cover=61194
- 57:[Curv5<-0.024997253] yes=115,no=116,missing=115,gain=45.4550323,cover=6759
- 115:leaf=0.00494778482,cover=0
- 116:leaf=0.0144277727,cover=0
- 58:[Ecc<17.0169544] yes=117,no=118,missing=118,gain=35.5768471,cover=54435
- 117:leaf=0.000864326896,cover=0
- 118:leaf=-0.00173589704,cover=0
- 14:[Area5<0.839165807] yes=29,no=30,missing=29,gain=64.3675537,cover=285447
- 29:[Sulc0<-0.401674598] yes=59,no=60,missing=59,gain=61.5776672,cover=203920
- 59:[MidArea5<1.12090862] yes=119,no=120,missing=120,gain=74.7609482,cover=152278
- 119:leaf=0.000729937048,cover=0
- 120:leaf=0.00442530727,cover=0
- 60:[Pol<44.6807365] yes=121,no=122,missing=121,gain=73.5409088,cover=51642
- 121:leaf=0.000220718095,cover=0
- 122:leaf=0.00433468306,cover=0
- 30:[PialArea5<1.25128293] yes=61,no=62,missing=61,gain=49.5815773,cover=81527
- 61:[Ecc<8.6295805] yes=123,no=124,missing=123,gain=23.4549561,cover=31530
- 123:leaf=-0.00318741915,cover=0
- 124:leaf=-0.000431029272,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=19.1497383,cover=49997
- 125:leaf=0.00136093784,cover=0
- 126:leaf=-0.00125898712,cover=0
-booster[81]:
-0:[PialCurv5<0.303062648] yes=1,no=2,missing=1,gain=267.588867,cover=5124388
- 1:[PialArea5<0.390391022] yes=3,no=4,missing=3,gain=505.372314,cover=4801342
- 3:[Area5<0.660333693] yes=7,no=8,missing=7,gain=220.86499,cover=213196
- 7:[PialCurv5<0.160740122] yes=15,no=16,missing=16,gain=73.4051361,cover=102058
- 15:[PialCurv5<-0.0704385936] yes=31,no=32,missing=32,gain=50.7188263,cover=32123
- 31:[Area5<0.56946665] yes=63,no=64,missing=63,gain=20.0925217,cover=1522
- 63:leaf=-0.00842052605,cover=0
- 64:leaf=0.00478410721,cover=0
- 32:[PialArea5<0.281252682] yes=65,no=66,missing=65,gain=30.0244598,cover=30601
- 65:leaf=0.00851813145,cover=0
- 66:leaf=0.00369225326,cover=0
- 16:[PialArea5<0.267248243] yes=33,no=34,missing=34,gain=46.0519981,cover=69935
- 33:[Curv5<0.169394374] yes=67,no=68,missing=68,gain=14.1869659,cover=7476
- 67:leaf=0.0082256021,cover=0
- 68:leaf=0.00332090794,cover=0
- 34:[Curv5<0.149355054] yes=69,no=70,missing=70,gain=38.8121223,cover=62459
- 69:leaf=0.00231499271,cover=0
- 70:leaf=-0.00035831015,cover=0
- 8:[PialArea5<0.281252682] yes=17,no=18,missing=17,gain=91.9372559,cover=111138
- 17:[PialArea5<0.245474651] yes=35,no=36,missing=35,gain=14.3153687,cover=8810
- 35:[Sulc0<0.167916268] yes=71,no=72,missing=71,gain=6.20323181,cover=2307
- 71:leaf=0.0320523418,cover=0
- 72:leaf=0.0129883904,cover=0
- 36:[Sulc0<0.464385748] yes=73,no=74,missing=73,gain=9.70378113,cover=6503
- 73:leaf=0.016166186,cover=0
- 74:leaf=0.0082606459,cover=0
- 18:[Curv5<0.137416571] yes=37,no=38,missing=38,gain=88.5252686,cover=102328
- 37:[Pol<121.948479] yes=75,no=76,missing=76,gain=31.2860718,cover=40617
- 75:leaf=0.006169111,cover=0
- 76:leaf=0.013075307,cover=0
- 38:[Pol<122.504936] yes=77,no=78,missing=77,gain=55.2575073,cover=61711
- 77:leaf=0.003106402,cover=0
- 78:leaf=0.00988547783,cover=0
- 4:[Curv5<0.10516572] yes=9,no=10,missing=9,gain=309.717896,cover=4588146
- 9:[PialArea5<0.567627013] yes=19,no=20,missing=20,gain=400.492188,cover=4105715
- 19:[Area5<0.64784193] yes=39,no=40,missing=39,gain=398.968384,cover=306242
- 39:[Curv5<-0.0795110464] yes=79,no=80,missing=79,gain=92.1948929,cover=126537
- 79:leaf=-0.00211495021,cover=0
- 80:leaf=0.00139893766,cover=0
- 40:[Curv5<-0.00866711512] yes=81,no=82,missing=81,gain=161.294434,cover=179705
- 81:leaf=-0.00207682303,cover=0
- 82:leaf=0.00477670133,cover=0
- 20:[Area5<0.672473609] yes=41,no=42,missing=41,gain=537.698364,cover=3799473
- 41:[PialCurv5<-0.130080611] yes=83,no=84,missing=83,gain=485.295166,cover=1774230
- 83:leaf=0.00021945723,cover=0
- 84:leaf=0.00214376673,cover=0
- 42:[Pol<16.156723] yes=85,no=86,missing=85,gain=385.180542,cover=2025243
- 85:leaf=0.00257802592,cover=0
- 86:leaf=0.000254488434,cover=0
- 10:[PialArea5<0.520672619] yes=21,no=22,missing=21,gain=285.38147,cover=482431
- 21:[Area5<0.67915231] yes=43,no=44,missing=43,gain=277.603821,cover=300544
- 43:[Pol<131.443253] yes=87,no=88,missing=87,gain=49.8120804,cover=114583
- 87:leaf=-0.00159141689,cover=0
- 88:leaf=0.00131614832,cover=0
- 44:[Area5<0.756765008] yes=89,no=90,missing=89,gain=98.9854431,cover=185961
- 89:leaf=0.00133075775,cover=0
- 90:leaf=0.00403445167,cover=0
- 22:[Area5<0.782137334] yes=45,no=46,missing=45,gain=65.7332611,cover=181887
- 45:[Ecc<15.3430929] yes=91,no=92,missing=91,gain=54.2236938,cover=146422
- 91:leaf=-0.0017155325,cover=0
- 92:leaf=-0.00413495861,cover=0
- 46:[PialArea5<0.617149889] yes=93,no=94,missing=93,gain=37.6358833,cover=35465
- 93:leaf=0.00167180877,cover=0
- 94:leaf=-0.00160409731,cover=0
- 2:[PialArea5<0.309935868] yes=5,no=6,missing=5,gain=128.92543,cover=323046
- 5:[Area5<0.663006425] yes=11,no=12,missing=11,gain=74.2019043,cover=68456
- 11:[PialArea5<0.245474651] yes=23,no=24,missing=23,gain=32.5581512,cover=40501
- 23:[Area5<0.4695113] yes=47,no=48,missing=47,gain=19.9124947,cover=10007
- 47:[LGI5<3.4634192] yes=95,no=96,missing=95,gain=9.33064365,cover=565
- 95:leaf=-0.00783993676,cover=0
- 96:leaf=0.022305442,cover=0
- 48:[LGI5<2.92358446] yes=97,no=98,missing=98,gain=10.9035988,cover=9442
- 97:leaf=0.00208611763,cover=0
- 98:leaf=0.00574255129,cover=0
- 24:[Sulc0<0.118391842] yes=49,no=50,missing=49,gain=27.0628929,cover=30494
- 49:[Ecc<4.00532722] yes=99,no=100,missing=100,gain=6.67905998,cover=1087
- 99:leaf=0.00523951044,cover=0
- 100:leaf=0.0152161764,cover=0
- 50:[PialCurv5<0.382664889] yes=101,no=102,missing=101,gain=18.2148952,cover=29407
- 101:leaf=0.000545501884,cover=0
- 102:leaf=-0.00196592114,cover=0
- 12:[PialArea5<0.245474651] yes=25,no=26,missing=26,gain=32.3637848,cover=27955
- 25:[MidArea5<0.439916283] yes=51,no=52,missing=51,gain=9.03957367,cover=2983
- 51:[PialCurv5<0.493508637] yes=103,no=104,missing=104,gain=4.88894272,cover=315
- 103:leaf=0.0210533291,cover=0
- 104:leaf=0.00789262448,cover=0
- 52:[Area5<0.692729533] yes=105,no=106,missing=106,gain=8.41129684,cover=2668
- 105:leaf=0.00478070183,cover=0
- 106:leaf=0.0104020983,cover=0
- 26:[Area5<0.729573667] yes=53,no=54,missing=53,gain=20.891655,cover=24972
- 53:[Curv5<0.149355054] yes=107,no=108,missing=108,gain=16.307621,cover=19446
- 107:leaf=0.00649692584,cover=0
- 108:leaf=0.00172044151,cover=0
- 54:[Area5<0.894858658] yes=109,no=110,missing=110,gain=6.52281952,cover=5526
- 109:leaf=0.00556757441,cover=0
- 110:leaf=0.0293667465,cover=0
- 6:[Area5<0.748478889] yes=13,no=14,missing=13,gain=114.654182,cover=254590
- 13:[Area5<0.660333693] yes=27,no=28,missing=27,gain=39.9330444,cover=198242
- 27:[Ecc<16.7734241] yes=55,no=56,missing=56,gain=27.2331238,cover=63283
- 55:[Curv5<0.245671451] yes=111,no=112,missing=111,gain=13.9275513,cover=53039
- 111:leaf=-0.0016253572,cover=0
- 112:leaf=-0.00374242035,cover=0
- 56:[PialArea5<0.605248392] yes=113,no=114,missing=113,gain=7.64045715,cover=10244
- 113:leaf=-0.00493241986,cover=0
- 114:leaf=0.0115368562,cover=0
- 28:[PialArea5<0.375788301] yes=57,no=58,missing=58,gain=38.0921211,cover=134959
- 57:[PialCurv5<0.382664889] yes=115,no=116,missing=115,gain=28.37854,cover=52107
- 115:leaf=0.00105762074,cover=0
- 116:leaf=-0.00133363216,cover=0
- 58:[Curv5<0.195079193] yes=117,no=118,missing=118,gain=14.7726517,cover=82852
- 117:leaf=-0.00126733049,cover=0
- 118:leaf=-0.00293231383,cover=0
- 14:[PialArea5<0.422649235] yes=29,no=30,missing=30,gain=44.3508949,cover=56348
- 29:[Area5<0.792350233] yes=59,no=60,missing=60,gain=16.9977417,cover=29723
- 59:[PialCurv5<0.382664889] yes=119,no=120,missing=119,gain=9.87409401,cover=19229
- 119:leaf=0.0023933372,cover=0
- 120:leaf=3.85157682e-06,cover=0
- 60:[Area5<0.924216449] yes=121,no=122,missing=122,gain=8.28810883,cover=10494
- 121:leaf=0.00383732538,cover=0
- 122:leaf=0.0122456253,cover=0
- 30:[Curv5<0.164550796] yes=61,no=62,missing=61,gain=12.4725895,cover=26625
- 61:[Area5<0.864337862] yes=123,no=124,missing=123,gain=7.26342583,cover=15262
- 123:leaf=0.000208410187,cover=0
- 124:leaf=0.00374289276,cover=0
- 62:[Ecc<5.53207445] yes=125,no=126,missing=126,gain=9.56941891,cover=11363
- 125:leaf=0.000561309687,cover=0
- 126:leaf=-0.00257546431,cover=0
-booster[82]:
-0:[PialArea5<0.971235156] yes=1,no=2,missing=1,gain=262.00415,cover=5124388
- 1:[Curv5<-0.0620335713] yes=3,no=4,missing=3,gain=302.992859,cover=3914635
- 3:[Area5<0.641697526] yes=7,no=8,missing=7,gain=675.40509,cover=1481727
- 7:[PialArea5<0.753297985] yes=15,no=16,missing=15,gain=329.134338,cover=930505
- 15:[Area5<0.532936037] yes=31,no=32,missing=32,gain=218.479218,cover=285519
- 31:[Area5<0.420677572] yes=63,no=64,missing=63,gain=78.2516022,cover=140112
- 63:leaf=0.00329028117,cover=0
- 64:leaf=0.000431343127,cover=0
- 32:[Sulc0<-0.152423486] yes=65,no=66,missing=65,gain=103.198227,cover=145407
- 65:leaf=-0.00240698713,cover=0
- 66:leaf=0.000836521096,cover=0
- 16:[PialCurv5<-0.0858580992] yes=33,no=34,missing=33,gain=374.625061,cover=644986
- 33:[Sulc0<-0.457356662] yes=67,no=68,missing=68,gain=205.299988,cover=479192
- 67:leaf=0.000544025679,cover=0
- 68:leaf=0.00344803301,cover=0
- 34:[Pol<59.5955544] yes=69,no=70,missing=69,gain=91.612793,cover=165794
- 69:leaf=0.00146849465,cover=0
- 70:leaf=0.00434451364,cover=0
- 8:[Pol<19.2006226] yes=17,no=18,missing=17,gain=188.642517,cover=551222
- 17:[Ecc<4.73840666] yes=35,no=36,missing=35,gain=65.3256073,cover=70287
- 35:[Ecc<1.41371143] yes=71,no=72,missing=72,gain=42.169136,cover=10243
- 71:leaf=-0.00030603676,cover=0
- 72:leaf=0.00691550458,cover=0
- 36:[Pol<7.58674097] yes=73,no=74,missing=73,gain=26.1820049,cover=60044
- 73:leaf=0.00174140022,cover=0
- 74:leaf=-0.000349526526,cover=0
- 18:[Area5<0.711689949] yes=37,no=38,missing=37,gain=182.068176,cover=480935
- 37:[PialArea5<0.841635466] yes=75,no=76,missing=75,gain=209.136139,cover=322482
- 75:leaf=-0.00239229761,cover=0
- 76:leaf=0.000211324586,cover=0
- 38:[Ecc<3.94116735] yes=77,no=78,missing=77,gain=71.9846802,cover=158453
- 77:leaf=-0.00574263791,cover=0
- 78:leaf=-0.00249125133,cover=0
- 4:[PialCurv5<-0.0154925911] yes=9,no=10,missing=10,gain=1134.80054,cover=2432908
- 9:[Curv5<-0.0296960976] yes=19,no=20,missing=19,gain=515.39624,cover=193846
- 19:[PialCurv5<-0.0395349935] yes=39,no=40,missing=39,gain=219.85675,cover=114694
- 39:[PialArea5<0.689872265] yes=79,no=80,missing=79,gain=92.4713745,cover=47718
- 79:leaf=0.00109975145,cover=0
- 80:leaf=0.00643011881,cover=0
- 40:[Area5<0.683950484] yes=81,no=82,missing=81,gain=160.90181,cover=66976
- 81:leaf=0.00328233349,cover=0
- 82:leaf=-0.00161901617,cover=0
- 20:[MidArea5<0.610527694] yes=41,no=42,missing=41,gain=100.404907,cover=79152
- 41:[Area5<0.638344944] yes=83,no=84,missing=84,gain=29.9876556,cover=17796
- 83:leaf=0.00329244742,cover=0
- 84:leaf=0.00780465454,cover=0
- 42:[Curv5<-0.00402251538] yes=85,no=86,missing=85,gain=75.4283447,cover=61356
- 85:leaf=0.00748849008,cover=0
- 86:leaf=0.0110903932,cover=0
- 10:[PialArea5<0.624898493] yes=21,no=22,missing=22,gain=331.709351,cover=2239062
- 21:[Curv5<0.110890195] yes=43,no=44,missing=43,gain=649.352173,cover=1386724
- 43:[Area5<0.7084831] yes=87,no=88,missing=88,gain=281.7323,cover=498047
- 87:leaf=0.00194689259,cover=0
- 88:leaf=0.00451005762,cover=0
- 44:[PialArea5<0.427728564] yes=89,no=90,missing=90,gain=387.895844,cover=888677
- 89:leaf=0.00141883723,cover=0
- 90:leaf=-0.000686302024,cover=0
- 22:[Curv5<0.0615303926] yes=45,no=46,missing=46,gain=374.192322,cover=852338
- 45:[Sulc0<0.317313671] yes=91,no=92,missing=92,gain=180.51236,cover=636947
- 91:leaf=0.000269202399,cover=0
- 92:leaf=0.00246832543,cover=0
- 46:[PialCurv5<0.064168714] yes=93,no=94,missing=94,gain=102.703461,cover=215391
- 93:leaf=0.00218838081,cover=0
- 94:leaf=-0.00205220398,cover=0
- 2:[Area5<0.774986684] yes=5,no=6,missing=5,gain=337.008545,cover=1209753
- 5:[Sulc0<-0.210027173] yes=11,no=12,missing=12,gain=250.74353,cover=920615
- 11:[LGI5<2.51288176] yes=23,no=24,missing=23,gain=186.812866,cover=836167
- 23:[Ecc<5.85121489] yes=47,no=48,missing=47,gain=98.0325317,cover=307914
- 47:[Curv5<-0.158538193] yes=95,no=96,missing=95,gain=83.1719971,cover=277286
- 95:leaf=0.00251754909,cover=0
- 96:leaf=0.00435902271,cover=0
- 48:[Sulc0<-0.650102437] yes=97,no=98,missing=97,gain=69.3944473,cover=30628
- 97:leaf=-0.00205459795,cover=0
- 98:leaf=0.00272005587,cover=0
- 24:[Sulc0<-0.563680887] yes=49,no=50,missing=49,gain=136.285248,cover=528253
- 49:[Pol<15.1533136] yes=99,no=100,missing=99,gain=118.649246,cover=339662
- 99:leaf=0.00248763221,cover=0
- 100:leaf=0.000197673828,cover=0
- 50:[Pol<55.3432045] yes=101,no=102,missing=102,gain=168.016754,cover=188591
- 101:leaf=0.000553114282,cover=0
- 102:leaf=0.00359179522,cover=0
- 12:[Pol<49.2074432] yes=25,no=26,missing=26,gain=149.064514,cover=84448
- 25:[PialCurv5<-0.0209923834] yes=51,no=52,missing=52,gain=25.1666679,cover=22113
- 51:[Curv5<-0.0390223041] yes=103,no=104,missing=104,gain=60.2061081,cover=16492
- 103:leaf=0.00134598801,cover=0
- 104:leaf=0.0132895904,cover=0
- 52:[Ecc<18.0513744] yes=105,no=106,missing=106,gain=14.7380714,cover=5621
- 105:leaf=0.00755578233,cover=0
- 106:leaf=-0.00241441024,cover=0
- 26:[MidArea5<0.84300822] yes=53,no=54,missing=53,gain=32.6695557,cover=62335
- 53:[Sulc0<0.013685069] yes=107,no=108,missing=108,gain=7.22045898,cover=10117
- 107:leaf=0.00772366812,cover=0
- 108:leaf=0.0107015818,cover=0
- 54:[Sulc0<0.134837523] yes=109,no=110,missing=110,gain=24.6656494,cover=52218
- 109:leaf=0.00505053019,cover=0
- 110:leaf=0.0083704209,cover=0
- 6:[PialArea5<1.22674179] yes=13,no=14,missing=13,gain=116.01709,cover=289138
- 13:[Area5<0.924216449] yes=27,no=28,missing=27,gain=62.7432556,cover=176344
- 27:[Curv5<-0.0598238073] yes=55,no=56,missing=56,gain=47.5582733,cover=168178
- 55:[PialArea5<1.05506396] yes=111,no=112,missing=112,gain=44.8830185,cover=125778
- 111:leaf=-0.00242779427,cover=0
- 112:leaf=-0.000331867428,cover=0
- 56:[PialCurv5<-0.0395349935] yes=113,no=114,missing=113,gain=91.04953,cover=42400
- 113:leaf=0.00810844451,cover=0
- 114:leaf=0.000254166895,cover=0
- 28:[Ecc<7.90440989] yes=57,no=58,missing=57,gain=82.9147339,cover=8166
- 57:[Pol<107.66053] yes=115,no=116,missing=116,gain=11.5863342,cover=4687
- 115:leaf=-0.00668502087,cover=0
- 116:leaf=-0.011666338,cover=0
- 58:[Curv5<-0.141545609] yes=117,no=118,missing=117,gain=12.2892132,cover=3479
- 117:leaf=-0.0033321653,cover=0
- 118:leaf=0.00299689663,cover=0
- 14:[Curv5<-0.0943295062] yes=29,no=30,missing=29,gain=32.6456909,cover=112794
- 29:[PialArea5<1.48916721] yes=59,no=60,missing=59,gain=30.481842,cover=99138
- 59:[Area5<0.894858658] yes=119,no=120,missing=120,gain=25.8572063,cover=78587
- 119:leaf=0.00105916651,cover=0
- 120:leaf=-0.00133628887,cover=0
- 60:[Ecc<3.10160303] yes=121,no=122,missing=122,gain=22.3274155,cover=20551
- 121:leaf=0.00634420989,cover=0
- 122:leaf=0.00203863182,cover=0
- 30:[PialCurv5<-0.0779728889] yes=61,no=62,missing=62,gain=62.6577377,cover=13656
- 61:[Ecc<5.46745825] yes=123,no=124,missing=123,gain=12.7088547,cover=787
- 123:leaf=0.0255484935,cover=0
- 124:leaf=0.0123972604,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=126,gain=30.1365128,cover=12869
- 125:leaf=0.00391702866,cover=0
- 126:leaf=-0.00268329214,cover=0
-booster[83]:
-0:[LGI5<3.4634192] yes=1,no=2,missing=2,gain=258.845581,cover=5124388
- 1:[PialCurv5<0.270000219] yes=3,no=4,missing=3,gain=241.814453,cover=4761309
- 3:[PialArea5<0.485325813] yes=7,no=8,missing=7,gain=427.547363,cover=4350893
- 7:[Area5<0.650824547] yes=15,no=16,missing=16,gain=341.549316,cover=418983
- 15:[PialArea5<0.331288606] yes=31,no=32,missing=31,gain=80.1940155,cover=155867
- 31:[Sulc0<0.235979095] yes=63,no=64,missing=63,gain=39.1548691,cover=29748
- 63:leaf=0.0070489319,cover=0
- 64:leaf=0.00231198431,cover=0
- 32:[Curv5<0.103246093] yes=65,no=66,missing=66,gain=83.4475861,cover=126119
- 65:leaf=0.00179047731,cover=0
- 66:leaf=-0.000817396969,cover=0
- 16:[Pol<124.172195] yes=33,no=34,missing=34,gain=150.270996,cover=263116
- 33:[PialArea5<0.338250697] yes=67,no=68,missing=67,gain=136.504272,cover=239918
- 67:leaf=0.00638301997,cover=0
- 68:leaf=0.00292695663,cover=0
- 34:[PialArea5<0.365779996] yes=69,no=70,missing=69,gain=30.7473145,cover=23198
- 69:leaf=0.0130437035,cover=0
- 70:leaf=0.00700731669,cover=0
- 8:[Curv5<0.083802022] yes=17,no=18,missing=17,gain=432.427246,cover=3931910
- 17:[Sulc0<0.0770083591] yes=35,no=36,missing=36,gain=422.320801,cover=3574150
- 35:[PialArea5<0.869586051] yes=71,no=72,missing=71,gain=360.782227,cover=3032869
- 71:leaf=0.000307995215,cover=0
- 72:leaf=0.00140894495,cover=0
- 36:[Ecc<24.7238369] yes=73,no=74,missing=73,gain=264.139282,cover=541281
- 73:leaf=0.00325224036,cover=0
- 74:leaf=0.000929613307,cover=0
- 18:[Area5<0.720865786] yes=37,no=38,missing=37,gain=176.849976,cover=357760
- 37:[PialCurv5<0.0354230702] yes=75,no=76,missing=75,gain=78.5519409,cover=180279
- 75:leaf=0.0042697303,cover=0
- 76:leaf=-0.00194370153,cover=0
- 38:[PialArea5<0.601145923] yes=77,no=78,missing=77,gain=210.354462,cover=177481
- 77:leaf=0.00207007234,cover=0
- 78:leaf=-0.00138034148,cover=0
- 4:[PialArea5<0.338250697] yes=9,no=10,missing=9,gain=122.060005,cover=410416
- 9:[Area5<0.687129855] yes=19,no=20,missing=19,gain=110.625069,cover=121147
- 19:[PialArea5<0.245474651] yes=39,no=40,missing=39,gain=46.9727974,cover=82604
- 39:[Area5<0.525751591] yes=79,no=80,missing=80,gain=27.6778488,cover=12059
- 79:leaf=-0.00332427514,cover=0
- 80:leaf=0.00397004979,cover=0
- 40:[PialCurv5<0.382664889] yes=81,no=82,missing=81,gain=40.4501495,cover=70545
- 81:leaf=0.000747214246,cover=0
- 82:leaf=-0.00166783133,cover=0
- 20:[PialCurv5<0.343960524] yes=41,no=42,missing=41,gain=36.8856049,cover=38543
- 41:[PialArea5<0.267248243] yes=83,no=84,missing=83,gain=17.8128662,cover=14579
- 83:leaf=0.0111581022,cover=0
- 84:leaf=0.00488408376,cover=0
- 42:[PialArea5<0.245474651] yes=85,no=86,missing=85,gain=19.2663498,cover=23964
- 85:leaf=0.00852462184,cover=0
- 86:leaf=0.00190781802,cover=0
- 10:[Area5<0.731406808] yes=21,no=22,missing=21,gain=116.858704,cover=289269
- 21:[Area5<0.641697526] yes=43,no=44,missing=44,gain=39.7225189,cover=195121
- 43:[Ecc<6.03867722] yes=87,no=88,missing=88,gain=17.0373917,cover=41350
- 87:leaf=-0.00184332614,cover=0
- 88:leaf=-0.00388826127,cover=0
- 44:[PialArea5<0.436710119] yes=89,no=90,missing=89,gain=23.7217178,cover=153771
- 89:leaf=-0.000485485391,cover=0
- 90:leaf=-0.00175109541,cover=0
- 22:[PialArea5<0.454431564] yes=45,no=46,missing=45,gain=40.9276123,cover=94148
- 45:[PialCurv5<0.362132162] yes=91,no=92,missing=91,gain=26.5059891,cover=54366
- 91:leaf=0.00244884612,cover=0
- 92:leaf=0.000105176667,cover=0
- 46:[Area5<0.864337862] yes=93,no=94,missing=93,gain=17.3704014,cover=39782
- 93:leaf=-0.000767622143,cover=0
- 94:leaf=0.00289677596,cover=0
- 2:[LGI5<3.94193578] yes=5,no=6,missing=6,gain=63.8733826,cover=363079
- 5:[Area5<0.646843374] yes=11,no=12,missing=11,gain=60.1414795,cover=343062
- 11:[Sulc0<-0.469276249] yes=23,no=24,missing=23,gain=47.4519806,cover=74392
- 23:[PialArea5<0.846608043] yes=47,no=48,missing=47,gain=19.4517384,cover=27144
- 47:[Area5<0.551487505] yes=95,no=96,missing=96,gain=5.22636604,cover=12905
- 95:leaf=-0.000431656372,cover=0
- 96:leaf=-0.00263916445,cover=0
- 48:[Pol<62.0115929] yes=97,no=98,missing=97,gain=10.0040464,cover=14239
- 97:leaf=-0.000827512064,cover=0
- 98:leaf=0.001847554,cover=0
- 24:[Curv5<0.0365542509] yes=49,no=50,missing=49,gain=84.189003,cover=47248
- 49:[Pol<90.9627914] yes=99,no=100,missing=99,gain=46.1622772,cover=32754
- 99:leaf=0.00564415427,cover=0
- 100:leaf=0.00184246153,cover=0
- 50:[PialArea5<0.281252682] yes=101,no=102,missing=102,gain=22.6583786,cover=14494
- 101:leaf=0.00472308835,cover=0
- 102:leaf=-0.00180001301,cover=0
- 12:[PialArea5<0.370812863] yes=25,no=26,missing=25,gain=60.6146545,cover=268670
- 25:[Area5<0.730491161] yes=51,no=52,missing=52,gain=12.864399,cover=16114
- 51:[PialArea5<0.281252682] yes=103,no=104,missing=103,gain=9.30164146,cover=12594
- 103:leaf=0.00509974035,cover=0
- 104:leaf=0.00115881348,cover=0
- 52:[PialArea5<0.281252682] yes=105,no=106,missing=105,gain=6.29919434,cover=3520
- 105:leaf=0.0131639987,cover=0
- 106:leaf=0.00456319191,cover=0
- 26:[Pol<167.338547] yes=53,no=54,missing=53,gain=37.3375244,cover=252556
- 53:[Sulc0<-0.15955846] yes=107,no=108,missing=108,gain=34.2145386,cover=230103
- 107:leaf=-0.00178156327,cover=0
- 108:leaf=-0.000479986338,cover=0
- 54:[Ecc<33.2971039] yes=109,no=110,missing=109,gain=24.9720249,cover=22453
- 109:leaf=0.000257872802,cover=0
- 110:leaf=0.00408455869,cover=0
- 6:[Ecc<28.7730255] yes=13,no=14,missing=13,gain=44.1027222,cover=20017
- 13:[Area5<0.606435955] yes=27,no=28,missing=28,gain=20.2631454,cover=13783
- 27:[Pol<68.1421661] yes=55,no=56,missing=55,gain=5.53809023,cover=2460
- 55:[PialArea5<0.872134149] yes=111,no=112,missing=112,gain=5.99616814,cover=750
- 111:leaf=-0.00512123015,cover=0
- 112:leaf=0.0158032216,cover=0
- 56:[Ecc<17.0169544] yes=113,no=114,missing=113,gain=3.98810816,cover=1710
- 113:leaf=0.00488019874,cover=0
- 114:leaf=-0.000485820201,cover=0
- 28:[Sulc0<0.624357879] yes=57,no=58,missing=57,gain=24.5686951,cover=11323
- 57:[Pol<152.827332] yes=115,no=116,missing=115,gain=22.6769257,cover=9371
- 115:leaf=-0.0078529194,cover=0
- 116:leaf=-0.00172578532,cover=0
- 58:[Area5<0.924216449] yes=117,no=118,missing=117,gain=7.34733868,cover=1952
- 117:leaf=-0.00122980983,cover=0
- 118:leaf=0.0115907853,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=21.206995,cover=6234
- 29:[Pol<157.22821] yes=59,no=60,missing=60,gain=22.2674732,cover=6119
- 59:[Sulc0<0.849368811] yes=119,no=120,missing=119,gain=14.7033005,cover=5046
- 119:leaf=-0.00282611838,cover=0
- 120:leaf=0.00366436178,cover=0
- 60:[Curv5<-0.00633975025] yes=121,no=122,missing=122,gain=6.23684692,cover=1073
- 121:leaf=0.00483418442,cover=0
- 122:leaf=0.0150711536,cover=0
- 30:[Sulc0<1.16950965] yes=61,no=62,missing=62,gain=3.98986626,cover=115
- 61:[Pol<59.5955544] yes=123,no=124,missing=124,gain=0.553337693,cover=43
- 123:leaf=0.00134633936,cover=0
- 124:leaf=0.0132733257,cover=0
- 62:[Pol<92.7492142] yes=125,no=126,missing=126,gain=1.00590706,cover=72
- 125:leaf=0.0309988391,cover=0
- 126:leaf=0.0113785435,cover=0
-booster[84]:
-0:[LGI5<2.30180311] yes=1,no=2,missing=1,gain=253.163818,cover=5124388
- 1:[Ecc<3.41847086] yes=3,no=4,missing=3,gain=169.562927,cover=343060
- 3:[Sulc0<-0.237935558] yes=7,no=8,missing=7,gain=109.135681,cover=248974
- 7:[Area5<0.864337862] yes=15,no=16,missing=15,gain=59.2901611,cover=210163
- 15:[PialCurv5<-0.0999256745] yes=31,no=32,missing=32,gain=53.3395386,cover=208046
- 31:[Pol<57.0350037] yes=63,no=64,missing=63,gain=30.8800507,cover=83954
- 63:leaf=0.00132664223,cover=0
- 64:leaf=0.00327150268,cover=0
- 32:[PialArea5<0.89274627] yes=65,no=66,missing=66,gain=43.2349243,cover=124092
- 65:leaf=0.00342423283,cover=0
- 66:leaf=0.00539629301,cover=0
- 16:[Pol<101.159882] yes=33,no=34,missing=33,gain=12.1314163,cover=2117
- 33:[PialArea5<1.21550834] yes=67,no=68,missing=67,gain=5.82173967,cover=1067
- 67:leaf=-0.00417346321,cover=0
- 68:leaf=0.00338839856,cover=0
- 34:[LGI5<2.25075769] yes=69,no=70,missing=69,gain=3.39105606,cover=1050
- 69:leaf=-0.0122772455,cover=0
- 70:leaf=-0.00645447988,cover=0
- 8:[Pol<102.241241] yes=17,no=18,missing=18,gain=31.8382797,cover=38811
- 17:[PialCurv5<-0.0297427773] yes=35,no=36,missing=35,gain=7.69930267,cover=17982
- 35:[Area5<0.640637577] yes=71,no=72,missing=72,gain=8.60965633,cover=657
- 71:leaf=0.000965746993,cover=0
- 72:leaf=0.0124696335,cover=0
- 36:[MidArea5<0.93444854] yes=73,no=74,missing=73,gain=5.02398872,cover=17325
- 73:leaf=0.00185910368,cover=0
- 74:leaf=-0.0110263024,cover=0
- 18:[MidArea5<0.641634583] yes=37,no=38,missing=37,gain=30.2941628,cover=20829
- 37:[Ecc<0.669936359] yes=75,no=76,missing=76,gain=10.9039183,cover=13527
- 75:leaf=0.00403677113,cover=0
- 76:leaf=-4.15881477e-05,cover=0
- 38:[PialCurv5<0.137877449] yes=77,no=78,missing=77,gain=5.04697037,cover=7302
- 77:leaf=-0.00433546025,cover=0
- 78:leaf=-0.00148235622,cover=0
- 4:[Ecc<6.22534323] yes=9,no=10,missing=9,gain=40.9114876,cover=94086
- 9:[Pol<155.012512] yes=19,no=20,missing=19,gain=26.0579338,cover=71881
- 19:[Sulc0<-0.210027173] yes=39,no=40,missing=39,gain=36.4163322,cover=61223
- 39:[Area5<0.664770067] yes=79,no=80,missing=80,gain=46.5700722,cover=29210
- 79:leaf=0.00123401219,cover=0
- 80:leaf=-0.00276173255,cover=0
- 40:[Curv5<0.199476883] yes=81,no=82,missing=81,gain=17.9464417,cover=32013
- 81:leaf=0.00231468445,cover=0
- 82:leaf=-0.000747762097,cover=0
- 20:[PialArea5<1.18617713] yes=41,no=42,missing=41,gain=18.0072823,cover=10658
- 41:[Ecc<5.4036684] yes=83,no=84,missing=83,gain=8.52573395,cover=9827
- 83:leaf=0.00354897091,cover=0
- 84:leaf=0.000201937044,cover=0
- 42:[Area5<0.76451689] yes=85,no=86,missing=85,gain=7.08309937,cover=831
- 85:leaf=0.00848768186,cover=0
- 86:leaf=0.0219929181,cover=0
- 10:[Pol<78.2110443] yes=21,no=22,missing=21,gain=15.4263458,cover=22205
- 21:[LGI5<2.19753051] yes=43,no=44,missing=43,gain=3.16164589,cover=2019
- 43:[Sulc0<0.0689564943] yes=87,no=88,missing=87,gain=1.2833519,cover=390
- 87:leaf=-0.0111454008,cover=0
- 88:leaf=-0.00400980515,cover=0
- 44:[Ecc<35.195137] yes=89,no=90,missing=89,gain=2.57314014,cover=1629
- 89:leaf=-0.00424000947,cover=0
- 90:leaf=-0.0141231539,cover=0
- 22:[Sulc0<-0.25164336] yes=45,no=46,missing=45,gain=13.4738464,cover=20186
- 45:[PialArea5<0.693130434] yes=91,no=92,missing=91,gain=21.6990604,cover=9433
- 91:leaf=-0.00908246357,cover=0
- 92:leaf=-0.00156576827,cover=0
- 46:[PialCurv5<0.110155433] yes=93,no=94,missing=93,gain=17.3910656,cover=10753
- 93:leaf=0.00241287774,cover=0
- 94:leaf=-0.00163468497,cover=0
- 2:[Pol<7.58674097] yes=5,no=6,missing=6,gain=233.192749,cover=4781328
- 5:[Curv5<-0.166574284] yes=11,no=12,missing=11,gain=68.9994202,cover=174778
- 11:[Ecc<1.46579576] yes=23,no=24,missing=23,gain=39.623764,cover=99577
- 23:[PialArea5<1.18617713] yes=47,no=48,missing=47,gain=1.83859062,cover=5784
- 47:[Ecc<1.26157856] yes=95,no=96,missing=95,gain=2.2393856,cover=4682
- 95:leaf=-0.00323954225,cover=0
- 96:leaf=-0.000453351851,cover=0
- 48:[Area5<0.644818127] yes=97,no=98,missing=97,gain=1.97936487,cover=1102
- 97:leaf=0.00251912954,cover=0
- 98:leaf=-0.00195417739,cover=0
- 24:[LGI5<3.15084362] yes=49,no=50,missing=49,gain=24.3335724,cover=93793
- 49:[PialCurv5<-0.210138425] yes=99,no=100,missing=99,gain=19.5103149,cover=68428
- 99:leaf=0.00798325147,cover=0
- 100:leaf=0.002347528,cover=0
- 50:[PialArea5<1.10654831] yes=101,no=102,missing=102,gain=5.43107271,cover=25365
- 101:leaf=0.000230440317,cover=0
- 102:leaf=0.00189883437,cover=0
- 12:[Ecc<5.21075869] yes=25,no=26,missing=25,gain=84.1204834,cover=75201
- 25:[Ecc<1.79549146] yes=51,no=52,missing=52,gain=35.8644104,cover=13929
- 51:[PialCurv5<-0.0940372422] yes=103,no=104,missing=104,gain=8.79371548,cover=3133
- 103:leaf=0.0077400445,cover=0
- 104:leaf=0.00119202328,cover=0
- 52:[Curv5<-0.0730527416] yes=105,no=106,missing=106,gain=30.6524353,cover=10796
- 105:leaf=0.00696140667,cover=0
- 106:leaf=0.0129049299,cover=0
- 26:[MidArea5<0.691121161] yes=53,no=54,missing=53,gain=35.9360046,cover=61272
- 53:[Area5<0.67915231] yes=107,no=108,missing=107,gain=42.2113304,cover=10653
- 107:leaf=-0.00225900137,cover=0
- 108:leaf=0.00416595908,cover=0
- 54:[PialCurv5<-0.111886919] yes=109,no=110,missing=109,gain=24.9943848,cover=50619
- 109:leaf=0.00825576019,cover=0
- 110:leaf=0.00324376975,cover=0
- 6:[Pol<49.2074432] yes=13,no=14,missing=13,gain=310.159668,cover=4606550
- 13:[Ecc<5.91357183] yes=27,no=28,missing=27,gain=615.977051,cover=821762
- 27:[Curv5<-0.106344692] yes=55,no=56,missing=56,gain=307.614563,cover=296218
- 55:[Curv5<-0.179045901] yes=111,no=112,missing=111,gain=74.1282654,cover=254952
- 111:leaf=0.000456249574,cover=0
- 112:leaf=0.00228937413,cover=0
- 56:[PialCurv5<-0.0886472985] yes=113,no=114,missing=113,gain=110.552124,cover=41266
- 113:leaf=0.0166191906,cover=0
- 114:leaf=0.00507658208,cover=0
- 28:[Pol<20.2198563] yes=57,no=58,missing=58,gain=199.018219,cover=525544
- 57:[Sulc0<0.0770083591] yes=115,no=116,missing=115,gain=56.3208351,cover=158382
- 115:leaf=3.0539486e-05,cover=0
- 116:leaf=0.00344073656,cover=0
- 58:[Sulc0<-0.305269122] yes=117,no=118,missing=117,gain=102.790131,cover=367162
- 117:leaf=-0.00253723166,cover=0
- 118:leaf=-0.000848985394,cover=0
- 14:[Ecc<7.85193825] yes=29,no=30,missing=29,gain=329.065796,cover=3784788
- 29:[Pol<149.072266] yes=59,no=60,missing=59,gain=343.473022,cover=1836746
- 59:[Pol<99.0100403] yes=119,no=120,missing=120,gain=437.99527,cover=1439728
- 119:leaf=0.00101249071,cover=0
- 120:leaf=-0.000734074216,cover=0
- 60:[Sulc0<-0.87967056] yes=121,no=122,missing=121,gain=362.97522,cover=397018
- 121:leaf=-0.000904774468,cover=0
- 122:leaf=0.00261419127,cover=0
- 30:[Sulc0<-0.592216015] yes=61,no=62,missing=61,gain=467.535645,cover=1948042
- 61:[Sulc0<-0.782470584] yes=123,no=124,missing=123,gain=36.5714417,cover=180995
- 123:leaf=-0.00192120951,cover=0
- 124:leaf=-0.000464885554,cover=0
- 62:[Ecc<19.4699688] yes=125,no=126,missing=126,gain=460.040283,cover=1767047
- 125:leaf=0.00226836721,cover=0
- 126:leaf=0.000608308532,cover=0
-booster[85]:
-0:[Area5<0.462054074] yes=1,no=2,missing=2,gain=240.195435,cover=5124388
- 1:[PialArea5<0.613238215] yes=3,no=4,missing=4,gain=72.1193848,cover=140394
- 3:[Sulc0<0.703387856] yes=7,no=8,missing=7,gain=38.5481567,cover=18578
- 7:[Curv5<-0.39144522] yes=15,no=16,missing=15,gain=35.8993416,cover=17827
- 15:[PialCurv5<-0.145424455] yes=31,no=32,missing=32,gain=19.5815754,cover=3107
- 31:[PialArea5<0.370812863] yes=63,no=64,missing=63,gain=6.23958015,cover=2539
- 63:leaf=-0.00836668164,cover=0
- 64:leaf=-0.00148422061,cover=0
- 32:[Pol<29.3809395] yes=65,no=66,missing=65,gain=2.61648941,cover=568
- 65:leaf=-0.021458732,cover=0
- 66:leaf=-0.0114249801,cover=0
- 16:[Pol<40.9012032] yes=33,no=34,missing=33,gain=18.7511787,cover=14720
- 33:[Sulc0<0.151281953] yes=67,no=68,missing=68,gain=8.71800327,cover=812
- 67:leaf=-0.00479760068,cover=0
- 68:leaf=-0.0306826178,cover=0
- 34:[PialArea5<0.267248243] yes=69,no=70,missing=70,gain=16.3217087,cover=13908
- 69:leaf=-0.00914756861,cover=0
- 70:leaf=0.00219116779,cover=0
- 8:[Curv5<0.20983994] yes=17,no=18,missing=17,gain=13.9701843,cover=751
- 17:[LGI5<2.99035311] yes=35,no=36,missing=35,gain=6.16064453,cover=445
- 35:[PialCurv5<0.255337358] yes=71,no=72,missing=71,gain=7.93411827,cover=105
- 71:leaf=0.00908835232,cover=0
- 72:leaf=-0.0183125474,cover=0
- 36:[PialCurv5<0.250690639] yes=73,no=74,missing=73,gain=5.7128067,cover=340
- 73:leaf=-0.0238894336,cover=0
- 74:leaf=-0.00906313024,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=38,gain=7.11084795,cover=306
- 37:[Pol<74.0505524] yes=75,no=76,missing=75,gain=3.2768178,cover=288
- 75:leaf=0.00688332692,cover=0
- 76:leaf=-0.00720666489,cover=0
- 38:[Ecc<14.28263] yes=77,no=78,missing=77,gain=0.680253506,cover=18
- 77:leaf=0.0290896147,cover=0
- 78:leaf=-0.00729188323,cover=0
- 4:[Curv5<-0.200394869] yes=9,no=10,missing=9,gain=63.2942505,cover=121816
- 9:[Area5<0.380439579] yes=19,no=20,missing=19,gain=41.035675,cover=80975
- 19:[PialCurv5<-0.138158455] yes=39,no=40,missing=40,gain=10.6532288,cover=13339
- 39:[Ecc<1.62447274] yes=79,no=80,missing=79,gain=7.25762939,cover=7039
- 79:leaf=0.0012097531,cover=0
- 80:leaf=0.0047518448,cover=0
- 40:[PialArea5<1.03340518] yes=81,no=82,missing=82,gain=6.6758194,cover=6300
- 81:leaf=0.00640856614,cover=0
- 82:leaf=0.0242519621,cover=0
- 20:[PialArea5<0.801087916] yes=41,no=42,missing=41,gain=34.2961884,cover=67636
- 41:[Pol<33.3267784] yes=83,no=84,missing=83,gain=17.211647,cover=33966
- 83:leaf=-0.00192068482,cover=0
- 84:leaf=0.00135783514,cover=0
- 42:[PialArea5<0.977763891] yes=85,no=86,missing=85,gain=11.144989,cover=33670
- 85:leaf=0.00282026152,cover=0
- 86:leaf=0.00558314426,cover=0
- 10:[Area5<0.380439579] yes=21,no=22,missing=21,gain=27.8938293,cover=40841
- 21:[PialArea5<0.824056447] yes=43,no=44,missing=43,gain=4.70869446,cover=2897
- 43:[MidArea5<0.498434067] yes=87,no=88,missing=88,gain=4.11627197,cover=2585
- 87:leaf=0.0142836375,cover=0
- 88:leaf=0.00821030419,cover=0
- 44:[Pol<133.406311] yes=89,no=90,missing=89,gain=2.17444801,cover=312
- 89:leaf=0.0116235642,cover=0
- 90:leaf=0.0201765224,cover=0
- 22:[PialArea5<0.864470184] yes=45,no=46,missing=46,gain=27.1775208,cover=37944
- 45:[PialCurv5<-0.0990834236] yes=91,no=92,missing=91,gain=12.5469971,cover=31981
- 91:leaf=0.00293876417,cover=0
- 92:leaf=0.00492546428,cover=0
- 46:[PialArea5<1.03340518] yes=93,no=94,missing=94,gain=8.61520386,cover=5963
- 93:leaf=0.00699279597,cover=0
- 94:leaf=0.0129346317,cover=0
- 2:[PialArea5<1.02926981] yes=5,no=6,missing=5,gain=257.081421,cover=4983994
- 5:[Sulc0<-0.82173413] yes=11,no=12,missing=11,gain=386.732727,cover=4100040
- 11:[Ecc<5.14592695] yes=23,no=24,missing=24,gain=246.783264,cover=324836
- 23:[PialCurv5<-0.0819871053] yes=47,no=48,missing=47,gain=94.6262741,cover=183874
- 47:[LGI5<2.49262404] yes=95,no=96,missing=95,gain=32.7236748,cover=160279
- 95:leaf=0.000224246338,cover=0
- 96:leaf=-0.00132687367,cover=0
- 48:[Area5<0.714924753] yes=97,no=98,missing=97,gain=17.6580276,cover=23595
- 97:leaf=0.00351376249,cover=0
- 98:leaf=-0.00188826106,cover=0
- 24:[Pol<16.156723] yes=49,no=50,missing=50,gain=56.0584717,cover=140962
- 49:[PialArea5<0.764178395] yes=99,no=100,missing=99,gain=12.1736698,cover=34265
- 99:leaf=-0.00330854952,cover=0
- 100:leaf=-0.000476286252,cover=0
- 50:[Pol<168.718765] yes=101,no=102,missing=101,gain=69.0431519,cover=106697
- 101:leaf=-0.0039355047,cover=0
- 102:leaf=-0.00107388687,cover=0
- 12:[Pol<163.830338] yes=25,no=26,missing=25,gain=342.9599,cover=3775204
- 25:[Pol<100.628822] yes=51,no=52,missing=51,gain=317.918762,cover=3460807
- 51:[Ecc<27.327179] yes=103,no=104,missing=103,gain=444.023071,cover=1767737
- 103:leaf=0.00147278886,cover=0
- 104:leaf=-0.000592565804,cover=0
- 52:[Sulc0<0.586347759] yes=105,no=106,missing=106,gain=491.348541,cover=1693070
- 105:leaf=-0.000219594178,cover=0
- 106:leaf=0.00214119325,cover=0
- 26:[Curv5<-0.200394869] yes=53,no=54,missing=53,gain=129.481506,cover=314397
- 53:[Sulc0<0.126604497] yes=107,no=108,missing=107,gain=32.259697,cover=66232
- 107:leaf=0.000305557856,cover=0
- 108:leaf=0.0141741475,cover=0
- 54:[Ecc<41.2560654] yes=109,no=110,missing=110,gain=76.1578979,cover=248165
- 109:leaf=0.00272501027,cover=0
- 110:leaf=0.00776151894,cover=0
- 6:[Area5<0.786000133] yes=13,no=14,missing=13,gain=203.291931,cover=883954
- 13:[Sulc0<-0.27863887] yes=27,no=28,missing=27,gain=127.980103,cover=673462
- 27:[PialArea5<1.33957577] yes=55,no=56,missing=56,gain=149.808411,cover=606082
- 55:[LGI5<2.37589788] yes=111,no=112,missing=111,gain=90.7211609,cover=541801
- 111:leaf=0.00295203528,cover=0
- 112:leaf=0.0012100403,cover=0
- 56:[Curv5<-0.138079464] yes=113,no=114,missing=114,gain=66.7983398,cover=64281
- 113:leaf=0.00337333768,cover=0
- 114:leaf=0.0078857895,cover=0
- 28:[Pol<66.6374893] yes=57,no=58,missing=57,gain=121.485931,cover=67380
- 57:[Pol<44.6807365] yes=115,no=116,missing=116,gain=10.9919147,cover=28481
- 115:leaf=0.000788535574,cover=0
- 116:leaf=0.00279674865,cover=0
- 58:[Pol<113.394409] yes=117,no=118,missing=117,gain=43.5582886,cover=38899
- 117:leaf=0.00955636706,cover=0
- 118:leaf=0.0051200795,cover=0
- 14:[PialArea5<1.28208315] yes=29,no=30,missing=29,gain=69.951355,cover=210492
- 29:[Area5<0.924216449] yes=59,no=60,missing=59,gain=41.3219604,cover=134088
- 59:[Sulc0<-0.481185079] yes=119,no=120,missing=119,gain=38.2902946,cover=125247
- 119:leaf=-0.00108825683,cover=0
- 120:leaf=0.000660803518,cover=0
- 60:[Ecc<8.6295805] yes=121,no=122,missing=121,gain=60.9541893,cover=8841
- 121:leaf=-0.00745688146,cover=0
- 122:leaf=0.000905143388,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=62,gain=24.1008568,cover=76404
- 61:[Curv5<-0.0922861248] yes=123,no=124,missing=123,gain=32.8861389,cover=68538
- 123:leaf=0.00139625173,cover=0
- 124:leaf=0.0053576408,cover=0
- 62:[Ecc<8.17402458] yes=125,no=126,missing=125,gain=14.2225933,cover=7866
- 125:leaf=-0.00318748807,cover=0
- 126:leaf=0.0010732048,cover=0
-booster[86]:
-0:[Ecc<0.669936359] yes=1,no=2,missing=1,gain=228.255005,cover=5124388
- 1:[PialCurv5<-0.0819871053] yes=3,no=4,missing=4,gain=65.4551086,cover=180427
- 3:[Curv5<-0.0963523984] yes=7,no=8,missing=8,gain=40.295311,cover=77873
- 7:[PialArea5<1.13904655] yes=15,no=16,missing=15,gain=26.4155807,cover=76329
- 15:[LGI5<2.57263851] yes=31,no=32,missing=31,gain=15.2261372,cover=62092
- 31:[Pol<42.7478409] yes=63,no=64,missing=63,gain=16.1893444,cover=58538
- 63:leaf=-0.000205152552,cover=0
- 64:leaf=0.00160382874,cover=0
- 32:[Area5<0.562355936] yes=65,no=66,missing=65,gain=6.83387804,cover=3554
- 65:leaf=5.01913382e-06,cover=0
- 66:leaf=-0.00438643945,cover=0
- 16:[Curv5<-0.138079464] yes=33,no=34,missing=33,gain=10.864872,cover=14237
- 33:[Area5<0.433531314] yes=67,no=68,missing=67,gain=9.29998016,cover=13473
- 67:leaf=0.0269983504,cover=0
- 68:leaf=0.00284895208,cover=0
- 34:[PialArea5<1.48916721] yes=69,no=70,missing=70,gain=4.43987274,cover=764
- 69:leaf=0.00764169265,cover=0
- 70:leaf=0.0195067134,cover=0
- 8:[PialArea5<0.984361112] yes=17,no=18,missing=18,gain=9.71118927,cover=1544
- 17:[PialCurv5<-0.11032705] yes=35,no=36,missing=36,gain=8.69192505,cover=1334
- 35:[Area5<0.420677572] yes=71,no=72,missing=71,gain=4.9558773,cover=216
- 71:leaf=-0.00925648492,cover=0
- 72:leaf=0.0191846211,cover=0
- 36:[Area5<0.644818127] yes=73,no=74,missing=73,gain=4.70650673,cover=1118
- 73:leaf=0.00357509754,cover=0
- 74:leaf=0.0102807116,cover=0
- 18:[PialCurv5<-0.122305259] yes=37,no=38,missing=38,gain=6.14753342,cover=210
- 37:leaf=-0.0241662543,cover=0
- 38:[Curv5<-0.0837168768] yes=75,no=76,missing=76,gain=3.00618744,cover=203
- 75:leaf=0.0149939777,cover=0
- 76:leaf=0.0274661165,cover=0
- 4:[Sulc0<-0.498973608] yes=9,no=10,missing=9,gain=66.1271057,cover=102554
- 9:[Pol<151.353775] yes=19,no=20,missing=19,gain=33.5426331,cover=60173
- 19:[Curv5<-0.0439181365] yes=39,no=40,missing=40,gain=22.9537048,cover=41875
- 39:[PialArea5<0.821553528] yes=77,no=78,missing=77,gain=16.6163025,cover=31187
- 77:leaf=0.00307032932,cover=0
- 78:leaf=0.00545159681,cover=0
- 40:[PialCurv5<0.00652291393] yes=79,no=80,missing=79,gain=31.1192169,cover=10688
- 79:leaf=0.0101528605,cover=0
- 80:leaf=0.00473951502,cover=0
- 20:[Ecc<0.406764686] yes=41,no=42,missing=41,gain=20.3531952,cover=18298
- 41:[LGI5<2.24172258] yes=81,no=82,missing=81,gain=9.71047211,cover=10393
- 81:leaf=0.00723085273,cover=0
- 82:leaf=0.00337308762,cover=0
- 42:[PialArea5<0.96486038] yes=83,no=84,missing=83,gain=9.99246502,cover=7905
- 83:leaf=0.000194817068,cover=0
- 84:leaf=0.00635403395,cover=0
- 10:[PialArea5<0.567627013] yes=21,no=22,missing=21,gain=48.5880699,cover=42381
- 21:[Area5<0.651789546] yes=43,no=44,missing=43,gain=28.9406967,cover=20806
- 43:[PialArea5<0.338250697] yes=85,no=86,missing=86,gain=13.0828991,cover=14379
- 85:leaf=0.00587218069,cover=0
- 86:leaf=0.00170926121,cover=0
- 44:[Sulc0<-0.047846999] yes=87,no=88,missing=87,gain=29.969574,cover=6427
- 87:leaf=0.0079556657,cover=0
- 88:leaf=-0.00106320484,cover=0
- 22:[Sulc0<-0.15955846] yes=45,no=46,missing=45,gain=15.3822689,cover=21575
- 45:[Curv5<-0.0320370905] yes=89,no=90,missing=89,gain=14.1511116,cover=19736
- 89:leaf=-0.00106724107,cover=0
- 90:leaf=0.00168399722,cover=0
- 46:[LGI5<2.55687809] yes=91,no=92,missing=91,gain=4.93153191,cover=1839
- 91:leaf=-0.00490754563,cover=0
- 92:leaf=0.00473672571,cover=0
- 2:[Pol<9.44515038] yes=5,no=6,missing=5,gain=231.78833,cover=4943961
- 5:[Curv5<-0.183827445] yes=11,no=12,missing=11,gain=91.1204834,cover=217655
- 11:[Ecc<1.46579576] yes=23,no=24,missing=24,gain=41.6490555,cover=111198
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=3.81326675,cover=7409
- 47:[Curv5<-0.39144522] yes=93,no=94,missing=93,gain=0.751644611,cover=71
- 93:leaf=0.0137622626,cover=0
- 94:leaf=0.00334515423,cover=0
- 48:[Ecc<1.21076584] yes=95,no=96,missing=95,gain=2.94082451,cover=7338
- 95:leaf=-0.00315137627,cover=0
- 96:leaf=-0.00107560644,cover=0
- 24:[PialCurv5<-0.210138425] yes=49,no=50,missing=49,gain=26.7378693,cover=103789
- 49:[Ecc<3.10160303] yes=97,no=98,missing=97,gain=8.14739227,cover=2796
- 97:leaf=0.0166644435,cover=0
- 98:leaf=0.00571257528,cover=0
- 50:[LGI5<3.00812316] yes=99,no=100,missing=99,gain=25.4082413,cover=100993
- 99:leaf=0.0021191854,cover=0
- 100:leaf=0.000500506198,cover=0
- 12:[LGI5<2.70988083] yes=25,no=26,missing=25,gain=102.804016,cover=106457
- 25:[Ecc<1.57116413] yes=51,no=52,missing=52,gain=56.3989258,cover=27903
- 51:[MidArea5<0.709417045] yes=101,no=102,missing=101,gain=4.77301741,cover=4192
- 101:leaf=-0.00164639915,cover=0
- 102:leaf=0.00189056655,cover=0
- 52:[Curv5<-0.0620335713] yes=103,no=104,missing=104,gain=47.0006104,cover=23711
- 103:leaf=0.00580161903,cover=0
- 104:leaf=0.0112811988,cover=0
- 26:[MidArea5<0.698706985] yes=53,no=54,missing=53,gain=35.0329132,cover=78554
- 53:[Ecc<35.8605728] yes=105,no=106,missing=105,gain=43.593235,cover=13012
- 105:leaf=-0.000965910323,cover=0
- 106:leaf=0.00797568262,cover=0
- 54:[PialCurv5<-0.117370568] yes=107,no=108,missing=107,gain=19.4034424,cover=65542
- 107:leaf=0.00632647006,cover=0
- 108:leaf=0.00271883211,cover=0
- 6:[Pol<49.2074432] yes=13,no=14,missing=13,gain=312.229919,cover=4726306
- 13:[Ecc<5.33884621] yes=27,no=28,missing=27,gain=551.319946,cover=789402
- 27:[Curv5<-0.0860676765] yes=55,no=56,missing=55,gain=286.318451,cover=261265
- 55:[Ecc<1.46579576] yes=109,no=110,missing=109,gain=99.956604,cover=237886
- 109:leaf=-0.000832993246,cover=0
- 110:leaf=0.00166566798,cover=0
- 56:[Ecc<1.46579576] yes=111,no=112,missing=111,gain=125.899353,cover=23379
- 111:leaf=0.00109551265,cover=0
- 112:leaf=0.00923709664,cover=0
- 28:[Pol<21.2328167] yes=57,no=58,missing=57,gain=144.970337,cover=528137
- 57:[Sulc0<0.0530014001] yes=113,no=114,missing=114,gain=51.1820564,cover=152589
- 113:leaf=-0.000153031273,cover=0
- 114:leaf=0.00299129914,cover=0
- 58:[Sulc0<-0.401674598] yes=115,no=116,missing=115,gain=92.100647,cover=375548
- 115:leaf=-0.00245659961,cover=0
- 116:leaf=-0.000890354917,cover=0
- 14:[PialArea5<0.898016751] yes=29,no=30,missing=29,gain=313.335449,cover=3936904
- 29:[Ecc<8.17402458] yes=59,no=60,missing=59,gain=345.437531,cover=2941446
- 59:[Area5<0.521939099] yes=117,no=118,missing=118,gain=341.40097,cover=1493284
- 117:leaf=0.00205602916,cover=0
- 118:leaf=-0.00022000428,cover=0
- 60:[LGI5<3.31338549] yes=119,no=120,missing=119,gain=332.120483,cover=1448162
- 119:leaf=0.00160073617,cover=0
- 120:leaf=-0.000124270562,cover=0
- 30:[Area5<0.717401922] yes=61,no=62,missing=61,gain=428.012573,cover=995458
- 61:[Sulc0<-0.445309728] yes=121,no=122,missing=121,gain=548.859619,cover=584668
- 121:leaf=0.00153564219,cover=0
- 122:leaf=0.00493928138,cover=0
- 62:[PialArea5<1.04185641] yes=123,no=124,missing=123,gain=209.551559,cover=410790
- 123:leaf=-0.000755557674,cover=0
- 124:leaf=0.00150325929,cover=0
-booster[87]:
-0:[PialCurv5<0.297166049] yes=1,no=2,missing=1,gain=220.232422,cover=5124388
- 1:[PialArea5<0.39522177] yes=3,no=4,missing=4,gain=410.817505,cover=4781326
- 3:[Area5<0.63275224] yes=7,no=8,missing=7,gain=191.109741,cover=218316
- 7:[Sulc0<0.0530014001] yes=15,no=16,missing=15,gain=52.7773857,cover=64752
- 15:[Curv5<-0.234010845] yes=31,no=32,missing=32,gain=42.6874008,cover=12767
- 31:[LGI5<2.22170687] yes=63,no=64,missing=63,gain=3.38285255,cover=782
- 63:leaf=-0.0231982544,cover=0
- 64:leaf=-0.00701649953,cover=0
- 32:[PialArea5<0.324585885] yes=65,no=66,missing=65,gain=18.3368759,cover=11985
- 65:leaf=0.00768876914,cover=0
- 66:leaf=0.00318567269,cover=0
- 16:[PialArea5<0.267248243] yes=33,no=34,missing=33,gain=33.2858391,cover=51985
- 33:[Area5<0.521939099] yes=67,no=68,missing=67,gain=16.8425198,cover=5928
- 67:leaf=-0.00524184993,cover=0
- 68:leaf=0.00433214149,cover=0
- 34:[Curv5<0.141257599] yes=69,no=70,missing=69,gain=25.6787491,cover=46057
- 69:leaf=0.00113251747,cover=0
- 70:leaf=-0.0013342856,cover=0
- 8:[PialArea5<0.281252682] yes=17,no=18,missing=17,gain=98.9258423,cover=153564
- 17:[Sulc0<0.443755656] yes=35,no=36,missing=36,gain=20.8338013,cover=13178
- 35:[Sulc0<-0.217071146] yes=71,no=72,missing=71,gain=5.06286621,cover=878
- 71:leaf=0.0251885988,cover=0
- 72:leaf=0.0139933033,cover=0
- 36:[Ecc<10.569519] yes=73,no=74,missing=73,gain=17.1904602,cover=12300
- 73:leaf=0.00520104729,cover=0
- 74:leaf=0.00903967116,cover=0
- 18:[Curv5<0.147363082] yes=37,no=38,missing=37,gain=109.185608,cover=140386
- 37:[Pol<121.948479] yes=75,no=76,missing=76,gain=44.90271,cover=72815
- 75:leaf=0.00460345065,cover=0
- 76:leaf=0.0101572638,cover=0
- 38:[Sulc0<0.013685069] yes=77,no=78,missing=77,gain=55.3585587,cover=67571
- 77:leaf=0.0099384822,cover=0
- 78:leaf=0.00184429239,cover=0
- 4:[Area5<0.604913712] yes=9,no=10,missing=10,gain=263.039917,cover=4563010
- 9:[PialArea5<0.712173045] yes=19,no=20,missing=19,gain=330.736328,cover=1000833
- 19:[Curv5<0.069626309] yes=39,no=40,missing=39,gain=96.4787598,cover=277893
- 39:[Curv5<-0.0837168768] yes=79,no=80,missing=79,gain=183.074341,cover=244797
- 79:leaf=-0.000824442308,cover=0
- 80:leaf=0.00194049801,cover=0
- 40:[Sulc0<-0.101085678] yes=81,no=82,missing=81,gain=25.2207718,cover=33096
- 81:leaf=-0.00071120786,cover=0
- 82:leaf=-0.00357416715,cover=0
- 20:[Curv5<-0.127358407] yes=41,no=42,missing=42,gain=432.495117,cover=722940
- 41:[Sulc0<-0.265099555] yes=83,no=84,missing=84,gain=164.396423,cover=615540
- 83:leaf=0.00134154211,cover=0
- 84:leaf=0.00506826025,cover=0
- 42:[Curv5<-0.0860676765] yes=85,no=86,missing=85,gain=52.4730225,cover=107400
- 85:leaf=0.00403662259,cover=0
- 86:leaf=0.00627932651,cover=0
- 10:[Pol<14.1659222] yes=21,no=22,missing=22,gain=296.684052,cover=3562177
- 21:[Curv5<-0.177508175] yes=43,no=44,missing=44,gain=105.867401,cover=258296
- 43:[Ecc<1.41371143] yes=87,no=88,missing=88,gain=39.4052658,cover=130328
- 87:leaf=-0.00201175874,cover=0
- 88:leaf=0.00142520573,cover=0
- 44:[Ecc<5.33884621] yes=89,no=90,missing=89,gain=124.480103,cover=127968
- 89:leaf=0.00599198416,cover=0
- 90:leaf=0.00233834144,cover=0
- 22:[Sulc0<-0.101085678] yes=45,no=46,missing=45,gain=330.960693,cover=3303881
- 45:[Pol<150.62207] yes=91,no=92,missing=91,gain=408.873016,cover=1811759
- 91:leaf=-0.000497476372,cover=0
- 92:leaf=0.0011639531,cover=0
- 46:[PialCurv5<0.064168714] yes=93,no=94,missing=94,gain=406.377014,cover=1492122
- 93:leaf=0.00201510056,cover=0
- 94:leaf=0.000323667831,cover=0
- 2:[PialArea5<0.309935868] yes=5,no=6,missing=5,gain=110.582077,cover=343062
- 5:[Area5<0.651789546] yes=11,no=12,missing=12,gain=65.3007278,cover=70553
- 11:[PialArea5<0.245474651] yes=23,no=24,missing=23,gain=23.6586208,cover=36480
- 23:[Area5<0.4695113] yes=47,no=48,missing=48,gain=15.1414814,cover=9398
- 47:[Pol<95.050293] yes=95,no=96,missing=95,gain=8.22700405,cover=575
- 95:leaf=-9.63847851e-05,cover=0
- 96:leaf=-0.0120565845,cover=0
- 48:[LGI5<2.99035311] yes=97,no=98,missing=98,gain=9.60885048,cover=8823
- 97:leaf=0.00154278497,cover=0
- 98:leaf=0.00530811679,cover=0
- 24:[Sulc0<0.281104684] yes=49,no=50,missing=50,gain=24.3780632,cover=27082
- 49:[Curv5<0.266060919] yes=99,no=100,missing=99,gain=8.14104939,cover=2068
- 99:leaf=0.00674355123,cover=0
- 100:leaf=0.000266572781,cover=0
- 50:[Curv5<0.266060919] yes=101,no=102,missing=102,gain=12.1435947,cover=25014
- 101:leaf=-0.000810690224,cover=0
- 102:leaf=-0.00364617794,cover=0
- 12:[PialArea5<0.245474651] yes=25,no=26,missing=25,gain=32.2440491,cover=34073
- 25:[MidArea5<0.439916283] yes=51,no=52,missing=51,gain=11.0699081,cover=3869
- 51:[PialCurv5<0.493508637] yes=103,no=104,missing=103,gain=4.36639404,cover=596
- 103:leaf=0.0162675735,cover=0
- 104:leaf=0.0068911151,cover=0
- 52:[Area5<0.692729533] yes=105,no=106,missing=106,gain=10.2583084,cover=3273
- 105:leaf=0.00369781489,cover=0
- 106:leaf=0.00938813295,cover=0
- 26:[PialCurv5<0.409174502] yes=53,no=54,missing=53,gain=24.4608154,cover=30204
- 53:[Area5<0.729573667] yes=107,no=108,missing=108,gain=14.4883881,cover=19525
- 107:leaf=0.00274168607,cover=0
- 108:leaf=0.00624917727,cover=0
- 54:[Area5<0.719086528] yes=109,no=110,missing=109,gain=7.57776785,cover=10679
- 109:leaf=-0.000363417988,cover=0
- 110:leaf=0.00269421609,cover=0
- 6:[Area5<0.749596059] yes=13,no=14,missing=13,gain=103.224861,cover=272509
- 13:[Area5<0.657483757] yes=27,no=28,missing=27,gain=36.2569275,cover=213077
- 27:[Ecc<16.2597466] yes=55,no=56,missing=56,gain=24.6148529,cover=63058
- 55:[Curv5<0.266060919] yes=111,no=112,missing=111,gain=12.6398773,cover=52739
- 111:leaf=-0.00174730178,cover=0
- 112:leaf=-0.00447399868,cover=0
- 56:[PialArea5<0.605248392] yes=113,no=114,missing=113,gain=7.33215332,cover=10319
- 113:leaf=-0.00477232831,cover=0
- 114:leaf=0.0109275365,cover=0
- 28:[PialArea5<0.375788301] yes=57,no=58,missing=57,gain=30.647438,cover=150019
- 57:[Pol<122.504936] yes=115,no=116,missing=116,gain=27.9498634,cover=56906
- 115:leaf=-0.000285088492,cover=0
- 116:leaf=0.00597614562,cover=0
- 58:[Ecc<5.53207445] yes=117,no=118,missing=117,gain=17.2160187,cover=93113
- 117:leaf=-0.000471778447,cover=0
- 118:leaf=-0.0019818882,cover=0
- 14:[PialArea5<0.39986974] yes=29,no=30,missing=29,gain=37.7996025,cover=59432
- 29:[Area5<0.827407002] yes=59,no=60,missing=59,gain=12.6022186,cover=23177
- 59:[Curv5<0.166947007] yes=119,no=120,missing=119,gain=10.2517662,cover=20391
- 119:leaf=0.00329052331,cover=0
- 120:leaf=0.00104201678,cover=0
- 60:[Area5<0.924216449] yes=121,no=122,missing=121,gain=4.371418,cover=2786
- 121:leaf=0.00510732038,cover=0
- 122:leaf=0.0127040297,cover=0
- 30:[Area5<0.877147377] yes=61,no=62,missing=61,gain=13.7690697,cover=36255
- 61:[Curv5<0.186949074] yes=123,no=124,missing=123,gain=13.1346102,cover=32924
- 123:leaf=2.60531506e-05,cover=0
- 124:leaf=-0.00283051934,cover=0
- 62:[PialArea5<0.537928462] yes=125,no=126,missing=126,gain=4.26088238,cover=3331
- 125:leaf=0.00428639818,cover=0
- 126:leaf=0.000521849259,cover=0
-booster[88]:
-0:[PialArea5<1.17753279] yes=1,no=2,missing=2,gain=220.224365,cover=5124388
- 1:[Sulc0<-0.928855538] yes=3,no=4,missing=3,gain=242.736938,cover=4761309
- 3:[Ecc<5.08081961] yes=7,no=8,missing=8,gain=182.751312,cover=293265
- 7:[Area5<0.404548973] yes=15,no=16,missing=15,gain=37.9219818,cover=186235
- 15:[PialArea5<0.816499233] yes=31,no=32,missing=32,gain=9.92884064,cover=9991
- 31:[PialCurv5<-0.126528949] yes=63,no=64,missing=63,gain=6.24554348,cover=6354
- 63:leaf=0.000951812137,cover=0
- 64:leaf=0.00434225891,cover=0
- 32:[Curv5<-0.249691159] yes=65,no=66,missing=65,gain=3.39476395,cover=3637
- 65:leaf=0.00396639714,cover=0
- 66:leaf=0.00706246635,cover=0
- 16:[LGI5<2.25075769] yes=33,no=34,missing=33,gain=31.8077431,cover=176244
- 33:[LGI5<2.13090348] yes=67,no=68,missing=68,gain=14.3534908,cover=24743
- 67:leaf=-0.00112710695,cover=0
- 68:leaf=0.00220525707,cover=0
- 34:[Pol<155.012512] yes=69,no=70,missing=69,gain=24.4429302,cover=151501
- 69:leaf=0.000142199817,cover=0
- 70:leaf=-0.00129025173,cover=0
- 8:[Pol<17.1471634] yes=17,no=18,missing=18,gain=32.2795258,cover=107030
- 17:[PialArea5<0.931472182] yes=35,no=36,missing=35,gain=12.8011436,cover=31171
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=71,gain=6.98908615,cover=13895
- 71:leaf=0.00273338007,cover=0
- 72:leaf=-0.00242572627,cover=0
- 36:[Curv5<-0.331971258] yes=73,no=74,missing=73,gain=5.91125059,cover=17276
- 73:leaf=0.00470352871,cover=0
- 74:leaf=-0.000307766721,cover=0
- 18:[Pol<171.401581] yes=37,no=38,missing=37,gain=26.0053711,cover=75859
- 37:[Curv5<-0.303613424] yes=75,no=76,missing=76,gain=19.078186,cover=56033
- 75:leaf=-0.0013738781,cover=0
- 76:leaf=-0.00390161923,cover=0
- 38:[Area5<0.44435063] yes=77,no=78,missing=77,gain=7.0256834,cover=19826
- 77:leaf=0.00306412135,cover=0
- 78:leaf=-0.00159304426,cover=0
- 4:[Pol<171.401581] yes=9,no=10,missing=9,gain=263.169983,cover=4468044
- 9:[Ecc<0.669936359] yes=19,no=20,missing=20,gain=235.717407,cover=4213609
- 19:[LGI5<2.40692019] yes=39,no=40,missing=39,gain=42.2922363,cover=120256
- 39:[Area5<0.641697526] yes=79,no=80,missing=79,gain=40.4344788,cover=73430
- 79:leaf=0.00273629604,cover=0
- 80:leaf=0.00521804625,cover=0
- 40:[LGI5<2.62417936] yes=81,no=82,missing=82,gain=16.4136467,cover=46826
- 81:leaf=0.00192569871,cover=0
- 82:leaf=-0.00153302902,cover=0
- 20:[Area5<0.4695113] yes=41,no=42,missing=42,gain=214.937073,cover=4093353
- 41:[PialArea5<0.613238215] yes=83,no=84,missing=84,gain=76.68396,cover=105386
- 83:leaf=-8.01416973e-05,cover=0
- 84:leaf=0.00343749975,cover=0
- 42:[Sulc0<-0.0862998366] yes=85,no=86,missing=85,gain=281.06839,cover=3987967
- 85:leaf=8.3803825e-05,cover=0
- 86:leaf=0.000923931599,cover=0
- 10:[Curv5<-0.19738704] yes=21,no=22,missing=21,gain=135.955444,cover=254435
- 21:[Sulc0<-0.130613819] yes=43,no=44,missing=43,gain=37.8551712,cover=67489
- 43:[Area5<0.639429986] yes=87,no=88,missing=88,gain=23.2377281,cover=66012
- 87:leaf=0.000988440472,cover=0
- 88:leaf=-0.00091530889,cover=0
- 44:[Area5<0.580209434] yes=89,no=90,missing=90,gain=13.7156754,cover=1477
- 89:leaf=0.0168121923,cover=0
- 90:leaf=0.0055595967,cover=0
- 22:[Ecc<1.10530448] yes=45,no=46,missing=45,gain=56.8328857,cover=186946
- 45:[PialArea5<0.529292643] yes=91,no=92,missing=92,gain=17.2871017,cover=27825
- 91:leaf=0.0028624041,cover=0
- 92:leaf=0.000113533417,cover=0
- 46:[Ecc<40.3354568] yes=93,no=94,missing=93,gain=40.3712158,cover=159121
- 93:leaf=0.00320102763,cover=0
- 94:leaf=0.0074058692,cover=0
- 2:[Area5<0.678346932] yes=5,no=6,missing=5,gain=105.302917,cover=363079
- 5:[PialArea5<1.39628088] yes=11,no=12,missing=12,gain=39.5861206,cover=81696
- 11:[Sulc0<-0.947149038] yes=23,no=24,missing=23,gain=33.8954468,cover=68981
- 23:[LGI5<2.46595764] yes=47,no=48,missing=47,gain=21.5123634,cover=26996
- 47:[Area5<0.629274011] yes=95,no=96,missing=95,gain=13.2846069,cover=16564
- 95:leaf=0.00405346835,cover=0
- 96:leaf=0.00120795192,cover=0
- 48:[Pol<110.287491] yes=97,no=98,missing=97,gain=14.865119,cover=10432
- 97:leaf=0.00141694013,cover=0
- 98:leaf=-0.00243243459,cover=0
- 24:[Area5<0.562355936] yes=49,no=50,missing=49,gain=19.0810852,cover=41985
- 49:[LGI5<2.24172258] yes=99,no=100,missing=99,gain=6.06134033,cover=3516
- 99:leaf=0.0176186915,cover=0
- 100:leaf=0.00701835472,cover=0
- 50:[PialCurv5<-0.0680129603] yes=101,no=102,missing=101,gain=14.0258331,cover=38469
- 101:leaf=0.0038982206,cover=0
- 102:leaf=0.000569224416,cover=0
- 12:[MidArea5<1.1557827] yes=25,no=26,missing=26,gain=17.3546295,cover=12715
- 25:[Area5<0.589787364] yes=51,no=52,missing=51,gain=13.8984833,cover=11682
- 51:[Curv5<-0.39144522] yes=103,no=104,missing=103,gain=10.0227356,cover=1530
- 103:leaf=-0.0400390774,cover=0
- 104:leaf=0.0102811549,cover=0
- 52:[Curv5<-0.207981065] yes=105,no=106,missing=105,gain=10.0731812,cover=10152
- 105:leaf=0.00306536863,cover=0
- 106:leaf=0.0062401141,cover=0
- 26:[LGI5<2.50944686] yes=53,no=54,missing=53,gain=4.63317108,cover=1033
- 53:[Area5<0.659308732] yes=107,no=108,missing=107,gain=3.10167313,cover=676
- 107:leaf=0.0175164752,cover=0
- 108:leaf=0.0105295042,cover=0
- 54:[Sulc0<-1.15707839] yes=109,no=110,missing=110,gain=3.97483063,cover=357
- 109:leaf=-0.00453084474,cover=0
- 110:leaf=0.00990700722,cover=0
- 6:[Curv5<-0.150053754] yes=13,no=14,missing=13,gain=63.5604858,cover=281383
- 13:[PialCurv5<-0.0957419723] yes=27,no=28,missing=28,gain=61.7467308,cover=180983
- 27:[PialArea5<1.57955706] yes=55,no=56,missing=55,gain=39.6131477,cover=151908
- 55:[Area5<0.894858658] yes=111,no=112,missing=111,gain=22.1362858,cover=140842
- 111:leaf=0.00046224409,cover=0
- 112:leaf=-0.00181591045,cover=0
- 56:[Ecc<5.01513863] yes=113,no=114,missing=114,gain=18.1715088,cover=11066
- 113:leaf=0.00500526465,cover=0
- 114:leaf=0.000853552308,cover=0
- 28:[Sulc0<-0.481185079] yes=57,no=58,missing=57,gain=14.7954407,cover=29075
- 57:[LGI5<2.31684756] yes=115,no=116,missing=115,gain=8.46501923,cover=23152
- 115:leaf=0.0054636728,cover=0
- 116:leaf=0.00214197277,cover=0
- 58:[Pol<64.3762589] yes=117,no=118,missing=117,gain=10.3837585,cover=5923
- 117:leaf=0.0031485979,cover=0
- 118:leaf=0.00733714318,cover=0
- 14:[PialCurv5<-0.104067586] yes=29,no=30,missing=29,gain=102.553543,cover=100400
- 29:[Curv5<-0.130991504] yes=59,no=60,missing=59,gain=69.0833893,cover=6667
- 59:[Ecc<3.94116735] yes=119,no=120,missing=119,gain=12.2059555,cover=4598
- 119:leaf=0.00916603301,cover=0
- 120:leaf=0.0034354669,cover=0
- 60:[Ecc<7.54628181] yes=121,no=122,missing=121,gain=32.9314423,cover=2069
- 121:leaf=0.0204868335,cover=0
- 122:leaf=0.00706979772,cover=0
- 30:[Area5<0.846071243] yes=61,no=62,missing=61,gain=41.6933746,cover=93733
- 61:[PialArea5<1.48916721] yes=123,no=124,missing=124,gain=42.8878326,cover=71033
- 123:leaf=0.00233601616,cover=0
- 124:leaf=0.00755792949,cover=0
- 62:[Ecc<8.11897564] yes=125,no=126,missing=125,gain=18.1039314,cover=22700
- 125:leaf=-0.00118768809,cover=0
- 126:leaf=0.00163757417,cover=0
-booster[89]:
-0:[Ecc<18.0513744] yes=1,no=2,missing=1,gain=217.220093,cover=5124388
- 1:[PialArea5<0.869586051] yes=3,no=4,missing=3,gain=234.459229,cover=3974684
- 3:[Ecc<9.38688755] yes=7,no=8,missing=7,gain=386.06778,cover=2438930
- 7:[Pol<141.801834] yes=15,no=16,missing=15,gain=287.383728,cover=1810662
- 15:[Pol<111.846848] yes=31,no=32,missing=32,gain=242.653946,cover=1497899
- 31:[Curv5<-0.0390223041] yes=63,no=64,missing=63,gain=135.273376,cover=1056228
- 63:leaf=-0.000564892776,cover=0
- 64:leaf=0.000683534658,cover=0
- 32:[Area5<0.576076329] yes=65,no=66,missing=66,gain=260.10788,cover=441671
- 65:leaf=0.00113180501,cover=0
- 66:leaf=-0.00174060219,cover=0
- 16:[Curv5<-0.0461937301] yes=33,no=34,missing=34,gain=121.491547,cover=312763
- 33:[Sulc0<-0.849334478] yes=67,no=68,missing=67,gain=49.8508301,cover=194200
- 67:leaf=-0.00063034246,cover=0
- 68:leaf=0.0012539759,cover=0
- 34:[PialCurv5<0.0218105931] yes=69,no=70,missing=69,gain=118.423706,cover=118563
- 69:leaf=0.00505566178,cover=0
- 70:leaf=0.0017124404,cover=0
- 8:[Sulc0<-0.364187956] yes=17,no=18,missing=17,gain=384.804565,cover=628268
- 17:[Sulc0<-0.690729618] yes=35,no=36,missing=35,gain=54.1830864,cover=105325
- 35:[Pol<168.718765] yes=71,no=72,missing=71,gain=12.0547791,cover=32404
- 71:leaf=-0.00308650685,cover=0
- 72:leaf=0.000678609766,cover=0
- 36:[Pol<176.117172] yes=73,no=74,missing=73,gain=28.1119938,cover=72921
- 73:leaf=-0.000638040307,cover=0
- 74:leaf=0.00314773549,cover=0
- 18:[PialCurv5<0.0987490341] yes=37,no=38,missing=38,gain=352.272217,cover=522943
- 37:[Pol<117.668175] yes=75,no=76,missing=75,gain=290.11145,cover=218315
- 75:leaf=0.00559054175,cover=0
- 76:leaf=0.00194421993,cover=0
- 38:[Pol<122.504936] yes=77,no=78,missing=78,gain=122.257675,cover=304628
- 77:leaf=0.00158489833,cover=0
- 78:leaf=-0.000951218826,cover=0
- 4:[Area5<0.730491161] yes=9,no=10,missing=9,gain=341.271484,cover=1535754
- 9:[Sulc0<-0.285426885] yes=19,no=20,missing=19,gain=474.647095,cover=1035357
- 19:[Curv5<-0.104371414] yes=39,no=40,missing=39,gain=296.3927,cover=929289
- 39:[Area5<0.609410942] yes=79,no=80,missing=79,gain=151.658203,cover=817157
- 79:leaf=0.00206881203,cover=0
- 80:leaf=0.000659664453,cover=0
- 40:[PialCurv5<-0.0829703882] yes=81,no=82,missing=82,gain=219.271362,cover=112132
- 81:leaf=0.0123744961,cover=0
- 82:leaf=0.00334680057,cover=0
- 20:[Ecc<4.40349627] yes=41,no=42,missing=41,gain=175.352417,cover=106068
- 41:[Pol<111.326981] yes=83,no=84,missing=83,gain=24.0011578,cover=13238
- 83:leaf=0.00174019788,cover=0
- 84:leaf=-0.00251870579,cover=0
- 42:[Pol<61.2046547] yes=85,no=86,missing=86,gain=134.751221,cover=92830
- 85:leaf=0.0019713887,cover=0
- 86:leaf=0.00675773481,cover=0
- 10:[Area5<0.924216449] yes=21,no=22,missing=21,gain=127.231201,cover=500397
- 21:[PialArea5<1.08444798] yes=43,no=44,missing=43,gain=107.533386,cover=478370
- 43:[Curv5<-0.0390223041] yes=87,no=88,missing=87,gain=160.63028,cover=229932
- 87:leaf=-0.00117887254,cover=0
- 88:leaf=0.00171600736,cover=0
- 44:[Sulc0<-0.37669614] yes=89,no=90,missing=90,gain=97.5948792,cover=248438
- 89:leaf=0.000740596966,cover=0
- 90:leaf=0.00342093455,cover=0
- 22:[PialArea5<1.19545019] yes=45,no=46,missing=46,gain=66.934433,cover=22027
- 45:[Ecc<8.17402458] yes=91,no=92,missing=91,gain=35.8055725,cover=7327
- 91:leaf=-0.00892236363,cover=0
- 92:leaf=0.000351580675,cover=0
- 46:[PialArea5<1.57955706] yes=93,no=94,missing=93,gain=13.121315,cover=14700
- 93:leaf=-0.00233850838,cover=0
- 94:leaf=0.00112498808,cover=0
- 2:[Sulc0<0.176289052] yes=5,no=6,missing=5,gain=154.261444,cover=1149704
- 5:[Pol<5.90224934] yes=11,no=12,missing=12,gain=131.626541,cover=582751
- 11:[Curv5<-0.0642315522] yes=23,no=24,missing=23,gain=16.9451981,cover=46930
- 23:[MidArea5<1.09619975] yes=47,no=48,missing=47,gain=9.41746521,cover=43849
- 47:[Ecc<25.5461979] yes=95,no=96,missing=95,gain=9.1033783,cover=42584
- 95:leaf=0.00272543309,cover=0
- 96:leaf=0.00117058016,cover=0
- 48:[Sulc0<-0.801933944] yes=97,no=98,missing=97,gain=3.01331329,cover=1265
- 97:leaf=0.00359733077,cover=0
- 98:leaf=0.0084860567,cover=0
- 24:[PialCurv5<-0.0395349935] yes=49,no=50,missing=49,gain=14.2058258,cover=3081
- 49:[Area5<0.628069878] yes=99,no=100,missing=99,gain=4.86610413,cover=569
- 99:leaf=-0.00313486089,cover=0
- 100:leaf=0.0141103119,cover=0
- 50:[PialArea5<0.811158121] yes=101,no=102,missing=101,gain=9.96339798,cover=2512
- 101:leaf=0.00834593084,cover=0
- 102:leaf=0.00173058163,cover=0
- 12:[Area5<0.64983958] yes=25,no=26,missing=26,gain=98.1741638,cover=535821
- 25:[Sulc0<-0.285426885] yes=51,no=52,missing=51,gain=127.401016,cover=154931
- 51:[PialArea5<0.829066753] yes=103,no=104,missing=103,gain=83.3884583,cover=96242
- 103:leaf=-0.00253005303,cover=0
- 104:leaf=0.000464353099,cover=0
- 52:[PialArea5<0.82654506] yes=105,no=106,missing=105,gain=82.1657639,cover=58689
- 105:leaf=0.000914239965,cover=0
- 106:leaf=0.00492475322,cover=0
- 26:[PialArea5<1.00196755] yes=53,no=54,missing=53,gain=110.702484,cover=380890
- 53:[PialArea5<0.640100121] yes=107,no=108,missing=108,gain=100.022278,cover=243898
- 107:leaf=0.00224579801,cover=0
- 108:leaf=-0.00202531624,cover=0
- 54:[Pol<41.8258972] yes=109,no=110,missing=109,gain=29.0149994,cover=136992
- 109:leaf=-0.000767628662,cover=0
- 110:leaf=0.000690452114,cover=0
- 6:[PialCurv5<0.0262785293] yes=13,no=14,missing=13,gain=197.30835,cover=566953
- 13:[Pol<93.3357697] yes=27,no=28,missing=27,gain=199.190002,cover=90456
- 27:[Ecc<30.959959] yes=55,no=56,missing=55,gain=83.5682678,cover=39078
- 55:[Curv5<-0.153417632] yes=111,no=112,missing=112,gain=21.2131042,cover=13373
- 111:leaf=-0.00369595736,cover=0
- 112:leaf=0.00903725531,cover=0
- 56:[Curv5<0.0146088367] yes=113,no=114,missing=113,gain=57.7836151,cover=25705
- 113:leaf=0.00263023586,cover=0
- 114:leaf=0.00847350806,cover=0
- 28:[Pol<138.276962] yes=57,no=58,missing=57,gain=134.940201,cover=51378
- 57:[Area5<0.755546272] yes=115,no=116,missing=115,gain=39.5284195,cover=27139
- 115:leaf=-0.000514546584,cover=0
- 116:leaf=-0.00486453949,cover=0
- 58:[Ecc<42.1016579] yes=117,no=118,missing=117,gain=40.919632,cover=24239
- 117:leaf=0.0016498937,cover=0
- 118:leaf=0.00578441378,cover=0
- 14:[Sulc0<0.540103436] yes=29,no=30,missing=29,gain=156.268478,cover=476497
- 29:[Curv5<0.00546095846] yes=59,no=60,missing=60,gain=58.4597778,cover=156064
- 59:[Ecc<27.327179] yes=119,no=120,missing=119,gain=52.3392487,cover=11364
- 119:leaf=0.00607500272,cover=0
- 120:leaf=-0.000728473242,cover=0
- 60:[PialArea5<0.721636832] yes=121,no=122,missing=121,gain=54.4008865,cover=144700
- 121:leaf=-0.000561684486,cover=0
- 122:leaf=-0.00257764128,cover=0
- 30:[Pol<114.966316] yes=61,no=62,missing=61,gain=263.747681,cover=320433
- 61:[Ecc<35.8605728] yes=123,no=124,missing=123,gain=140.818344,cover=260734
- 123:leaf=0.00117185072,cover=0
- 124:leaf=-0.00119869632,cover=0
- 62:[PialCurv5<0.208232641] yes=125,no=126,missing=125,gain=66.2592468,cover=59699
- 125:leaf=0.00539123733,cover=0
- 126:leaf=0.0020380565,cover=0
-booster[90]:
-0:[LGI5<2.29656005] yes=1,no=2,missing=1,gain=212.03772,cover=5124388
- 1:[Ecc<3.41847086] yes=3,no=4,missing=3,gain=131.890717,cover=323043
- 3:[Sulc0<-0.237935558] yes=7,no=8,missing=7,gain=76.2404785,cover=235123
- 7:[Area5<0.894858658] yes=15,no=16,missing=16,gain=46.5186157,cover=198571
- 15:[Sulc0<-1.01050735] yes=31,no=32,missing=31,gain=44.8509521,cover=197092
- 31:[PialArea5<1.29873812] yes=63,no=64,missing=64,gain=23.2939663,cover=31050
- 63:leaf=0.000695733994,cover=0
- 64:leaf=0.0047377306,cover=0
- 32:[PialArea5<0.903379142] yes=65,no=66,missing=65,gain=35.854248,cover=166042
- 65:leaf=0.00277034007,cover=0
- 66:leaf=0.00431847712,cover=0
- 16:[Pol<102.241241] yes=33,no=34,missing=34,gain=3.82460976,cover=1479
- 33:[Ecc<2.07756257] yes=67,no=68,missing=68,gain=2.99551606,cover=668
- 67:leaf=-0.00561757898,cover=0
- 68:leaf=0.00135328725,cover=0
- 34:[MidArea5<0.982253611] yes=69,no=70,missing=69,gain=2.336483,cover=811
- 69:leaf=-0.0106349709,cover=0
- 70:leaf=-0.00521053793,cover=0
- 8:[Pol<103.31839] yes=17,no=18,missing=18,gain=24.8875427,cover=36552
- 17:[PialCurv5<-0.0297427773] yes=35,no=36,missing=36,gain=7.92003441,cover=18000
- 35:[Area5<0.652759671] yes=71,no=72,missing=71,gain=6.98055077,cover=626
- 71:leaf=0.00209460594,cover=0
- 72:leaf=0.0126561765,cover=0
- 36:[MidArea5<0.669281006] yes=73,no=74,missing=74,gain=5.56863594,cover=17374
- 73:leaf=0.00203789468,cover=0
- 74:leaf=-8.93423276e-05,cover=0
- 18:[MidArea5<0.641634583] yes=37,no=38,missing=38,gain=19.7034988,cover=18552
- 37:[Ecc<0.513775289] yes=75,no=76,missing=76,gain=7.18899202,cover=12019
- 75:leaf=0.00390532613,cover=0
- 76:leaf=-7.94603111e-05,cover=0
- 38:[Area5<0.924216449] yes=77,no=78,missing=78,gain=4.74604416,cover=6533
- 77:leaf=-0.00282532815,cover=0
- 78:leaf=-0.0104688108,cover=0
- 4:[Ecc<6.52965975] yes=9,no=10,missing=9,gain=35.1031609,cover=87920
- 9:[Area5<0.894858658] yes=19,no=20,missing=19,gain=20.6620865,cover=71245
- 19:[Pol<154.27803] yes=39,no=40,missing=39,gain=16.5926838,cover=70853
- 39:[Sulc0<-0.210027173] yes=79,no=80,missing=79,gain=35.7305374,cover=59727
- 79:leaf=-0.000823598937,cover=0
- 80:leaf=0.00162596465,cover=0
- 40:[PialArea5<1.19545019] yes=81,no=82,missing=81,gain=18.038578,cover=11126
- 81:leaf=0.00201305817,cover=0
- 82:leaf=0.0098296022,cover=0
- 20:[Curv5<0.124281213] yes=41,no=42,missing=41,gain=5.11856461,cover=392
- 41:[Curv5<-0.138079464] yes=83,no=84,missing=84,gain=3.6085186,cover=302
- 83:leaf=-0.00360339112,cover=0
- 84:leaf=-0.0167447124,cover=0
- 42:[Pol<125.881905] yes=85,no=86,missing=85,gain=0.886666536,cover=90
- 85:leaf=0.00261151488,cover=0
- 86:leaf=-0.00872450322,cover=0
- 10:[Pol<84.1277542] yes=21,no=22,missing=21,gain=13.8891602,cover=16675
- 21:[LGI5<2.16230083] yes=43,no=44,missing=43,gain=2.26032066,cover=2236
- 43:[Pol<62.0115929] yes=87,no=88,missing=87,gain=1.27918911,cover=237
- 87:leaf=-0.0152908852,cover=0
- 88:leaf=-0.00741722668,cover=0
- 44:[Ecc<36.5542564] yes=89,no=90,missing=89,gain=1.87940025,cover=1999
- 89:leaf=-0.00463409489,cover=0
- 90:leaf=-0.013053732,cover=0
- 22:[Sulc0<-0.237935558] yes=45,no=46,missing=45,gain=11.910676,cover=14439
- 45:[PialArea5<0.693130434] yes=91,no=92,missing=91,gain=18.0629025,cover=7054
- 91:leaf=-0.00942470599,cover=0
- 92:leaf=-0.00175979268,cover=0
- 46:[PialCurv5<0.0932018384] yes=93,no=94,missing=93,gain=12.018465,cover=7385
- 93:leaf=0.00262033823,cover=0
- 94:leaf=-0.00149361033,cover=0
- 2:[Sulc0<-0.849334478] yes=5,no=6,missing=5,gain=180.203613,cover=4801345
- 5:[Ecc<5.33884621] yes=11,no=12,missing=12,gain=247.343643,cover=502663
- 11:[PialArea5<1.48916721] yes=23,no=24,missing=23,gain=72.1224365,cover=302827
- 23:[LGI5<2.50273752] yes=47,no=48,missing=47,gain=45.2878647,cover=288935
- 47:[PialCurv5<-0.133997425] yes=95,no=96,missing=95,gain=30.7868233,cover=182356
- 95:leaf=-2.17713114e-05,cover=0
- 96:leaf=0.00135567307,cover=0
- 48:[Pol<28.4081879] yes=97,no=98,missing=97,gain=57.4225845,cover=106579
- 97:leaf=0.00114495226,cover=0
- 98:leaf=-0.00127260329,cover=0
- 24:[LGI5<2.4272728] yes=49,no=50,missing=49,gain=14.1537857,cover=13892
- 49:[MidArea5<1.21578133] yes=99,no=100,missing=100,gain=11.6536713,cover=4298
- 99:leaf=0.00470400415,cover=0
- 100:leaf=0.010291311,cover=0
- 50:[PialCurv5<-0.0877386853] yes=101,no=102,missing=101,gain=13.6108856,cover=9594
- 101:leaf=0.00366726215,cover=0
- 102:leaf=-0.00258338894,cover=0
- 12:[PialArea5<1.06442153] yes=25,no=26,missing=25,gain=76.6359711,cover=199836
- 25:[Pol<16.156723] yes=51,no=52,missing=52,gain=35.8863831,cover=133010
- 51:[PialArea5<0.764178395] yes=103,no=104,missing=103,gain=10.5931587,cover=33859
- 103:leaf=-0.00333336438,cover=0
- 104:leaf=-0.000637905498,cover=0
- 52:[Pol<168.718765] yes=105,no=106,missing=105,gain=49.4301453,cover=99151
- 105:leaf=-0.00355173508,cover=0
- 106:leaf=-0.00106759486,cover=0
- 26:[Pol<22.2436924] yes=53,no=54,missing=54,gain=29.7296677,cover=66826
- 53:[Curv5<-0.12365336] yes=107,no=108,missing=108,gain=11.1506805,cover=28129
- 107:leaf=0.000814755273,cover=0
- 108:leaf=0.00896623172,cover=0
- 54:[PialArea5<1.29873812] yes=109,no=110,missing=109,gain=16.5022888,cover=38697
- 109:leaf=-0.00176262297,cover=0
- 110:leaf=0.000689721492,cover=0
- 6:[Pol<155.012512] yes=13,no=14,missing=13,gain=256.615479,cover=4298682
- 13:[Pol<100.628822] yes=27,no=28,missing=28,gain=253.219635,cover=3700951
- 27:[Ecc<27.327179] yes=55,no=56,missing=55,gain=372.449036,cover=2097885
- 55:[Sulc0<-0.166708246] yes=111,no=112,missing=112,gain=325.41626,cover=1739549
- 111:leaf=0.000548403885,cover=0
- 112:leaf=0.0019183571,cover=0
- 56:[PialCurv5<-0.00372259994] yes=113,no=114,missing=113,gain=116.1521,cover=358336
- 113:leaf=0.000745488505,cover=0
- 114:leaf=-0.00118912151,cover=0
- 28:[Sulc0<0.610343635] yes=57,no=58,missing=57,gain=389.487549,cover=1603066
- 57:[Ecc<16.5318356] yes=115,no=116,missing=115,gain=305.037262,cover=1364874
- 115:leaf=8.65123438e-05,cover=0
- 116:leaf=-0.00184332882,cover=0
- 58:[PialCurv5<0.212141559] yes=117,no=118,missing=117,gain=259.029144,cover=238192
- 117:leaf=0.00407612836,cover=0
- 118:leaf=0.000660321675,cover=0
- 14:[Curv5<-0.188354567] yes=29,no=30,missing=29,gain=203.485962,cover=597731
- 29:[PialCurv5<-0.105644517] yes=59,no=60,missing=60,gain=63.6127892,cover=185576
- 59:[Area5<0.616426587] yes=119,no=120,missing=119,gain=40.1023026,cover=154412
- 119:leaf=0.000814095256,cover=0
- 120:leaf=-0.000821576454,cover=0
- 60:[Sulc0<-0.370474488] yes=121,no=122,missing=122,gain=34.7973175,cover=31164
- 121:leaf=0.00146966602,cover=0
- 122:leaf=0.00556724658,cover=0
- 30:[Ecc<41.2560654] yes=61,no=62,missing=62,gain=77.9607544,cover=412155
- 61:[Ecc<11.6821251] yes=123,no=124,missing=123,gain=123.802795,cover=397800
- 123:leaf=0.00274548004,cover=0
- 124:leaf=0.000860055385,cover=0
- 62:[MidArea5<0.811158717] yes=125,no=126,missing=125,gain=14.8502197,cover=14355
- 125:leaf=0.00741188833,cover=0
- 126:leaf=0.00418979395,cover=0
-booster[91]:
-0:[Curv5<0.151368812] yes=1,no=2,missing=1,gain=208.073059,cover=5124388
- 1:[PialArea5<0.485325813] yes=3,no=4,missing=4,gain=440.12384,cover=4620915
- 3:[Area5<0.629274011] yes=7,no=8,missing=7,gain=197.037231,cover=394795
- 7:[PialCurv5<-0.072655201] yes=15,no=16,missing=15,gain=39.262867,cover=78512
- 15:[Ecc<8.55626965] yes=31,no=32,missing=32,gain=4.26877213,cover=4773
- 31:[Curv5<-0.0203319378] yes=63,no=64,missing=63,gain=4.75494099,cover=2491
- 63:leaf=-0.00364934769,cover=0
- 64:leaf=0.0032472543,cover=0
- 32:[Pol<155.012512] yes=65,no=66,missing=66,gain=3.83466721,cover=2282
- 65:leaf=-0.00521357683,cover=0
- 66:leaf=-0.0123472689,cover=0
- 16:[Sulc0<-0.108384088] yes=33,no=34,missing=33,gain=41.992363,cover=73739
- 33:[PialArea5<0.375788301] yes=67,no=68,missing=67,gain=28.2126808,cover=19708
- 67:leaf=0.00639752625,cover=0
- 68:leaf=0.00146651815,cover=0
- 34:[Curv5<0.067619428] yes=69,no=70,missing=69,gain=39.5662766,cover=54031
- 69:leaf=0.00170359982,cover=0
- 70:leaf=-0.00123871304,cover=0
- 8:[Pol<127.133438] yes=17,no=18,missing=17,gain=154.986572,cover=316283
- 17:[PialArea5<0.331288606] yes=35,no=36,missing=36,gain=161.31366,cover=295611
- 35:[PialArea5<0.281252682] yes=71,no=72,missing=72,gain=27.9816284,cover=29676
- 71:leaf=0.00930740591,cover=0
- 72:leaf=0.00535928505,cover=0
- 36:[Area5<0.731406808] yes=73,no=74,missing=73,gain=119.046997,cover=265935
- 73:leaf=0.00156132656,cover=0
- 74:leaf=0.00394109264,cover=0
- 18:[Area5<0.713311911] yes=37,no=38,missing=37,gain=28.7559814,cover=20672
- 37:[LGI5<2.34802985] yes=75,no=76,missing=75,gain=23.0733337,cover=15772
- 75:leaf=0.0107721137,cover=0
- 76:leaf=0.0052619949,cover=0
- 38:[PialCurv5<0.0591915138] yes=77,no=78,missing=77,gain=19.6391144,cover=4900
- 77:leaf=0.0178793184,cover=0
- 78:leaf=0.00907338597,cover=0
- 4:[Curv5<0.081820026] yes=9,no=10,missing=10,gain=388.876953,cover=4226120
- 9:[Sulc0<0.0530014001] yes=19,no=20,missing=20,gain=360.300842,cover=3823473
- 19:[Area5<0.63275224] yes=39,no=40,missing=39,gain=338.885345,cover=3166893
- 39:[PialArea5<0.772500634] yes=79,no=80,missing=79,gain=356.208984,cover=1199192
- 79:leaf=-1.6073338e-05,cover=0
- 80:leaf=0.00180299953,cover=0
- 40:[PialArea5<0.95820266] yes=81,no=82,missing=81,gain=349.931702,cover=1967701
- 81:leaf=-0.000551053381,cover=0
- 82:leaf=0.000782512885,cover=0
- 20:[Area5<0.706109285] yes=41,no=42,missing=41,gain=284.541992,cover=656580
- 41:[PialCurv5<0.064168714] yes=83,no=84,missing=83,gain=212.993408,cover=290029
- 83:leaf=0.00398974819,cover=0
- 84:leaf=0.00116253737,cover=0
- 42:[PialArea5<0.672997355] yes=85,no=86,missing=85,gain=345.385132,cover=366551
- 85:leaf=0.00372612267,cover=0
- 86:leaf=5.44420691e-05,cover=0
- 10:[Area5<0.714116395] yes=21,no=22,missing=21,gain=183.093536,cover=402647
- 21:[PialCurv5<0.0567538291] yes=43,no=44,missing=44,gain=69.5363159,cover=171479
- 43:[LGI5<2.61063838] yes=87,no=88,missing=87,gain=21.4490395,cover=9727
- 87:leaf=-0.000418000069,cover=0
- 88:leaf=0.00427846517,cover=0
- 44:[PialArea5<0.563414931] yes=89,no=90,missing=90,gain=65.8272705,cover=161752
- 89:leaf=-0.00148555904,cover=0
- 90:leaf=-0.0035187311,cover=0
- 22:[PialArea5<0.632563293] yes=45,no=46,missing=45,gain=216.668854,cover=231168
- 45:[Curv5<0.107059956] yes=91,no=92,missing=92,gain=105.424187,cover=154706
- 91:leaf=0.0027548417,cover=0
- 92:leaf=7.19214077e-05,cover=0
- 46:[Pol<109.248352] yes=93,no=94,missing=93,gain=34.1868134,cover=76462
- 93:leaf=-0.00119517511,cover=0
- 94:leaf=-0.00332073541,cover=0
- 2:[PialArea5<0.292306483] yes=5,no=6,missing=5,gain=203.31282,cover=503473
- 5:[Area5<0.635019779] yes=11,no=12,missing=11,gain=73.272644,cover=67481
- 11:[PialCurv5<0.178517133] yes=23,no=24,missing=23,gain=33.1384125,cover=31563
- 23:[Ecc<31.520586] yes=47,no=48,missing=47,gain=10.6690331,cover=2632
- 47:[PialArea5<0.245474651] yes=95,no=96,missing=96,gain=10.3244305,cover=2434
- 95:leaf=0.00990138762,cover=0
- 96:leaf=0.00278983125,cover=0
- 48:[PialCurv5<0.113078766] yes=97,no=98,missing=98,gain=2.93804932,cover=198
- 97:leaf=0.024774313,cover=0
- 98:leaf=0.0120479083,cover=0
- 24:[Sulc0<0.0530014001] yes=49,no=50,missing=49,gain=26.9382248,cover=28931
- 49:[Pol<90.361351] yes=99,no=100,missing=100,gain=12.1147747,cover=1076
- 99:leaf=0.0210255962,cover=0
- 100:leaf=0.00560885528,cover=0
- 50:[PialArea5<0.245474651] yes=101,no=102,missing=101,gain=19.2147331,cover=27855
- 101:leaf=0.00150306732,cover=0
- 102:leaf=-0.00126898976,cover=0
- 12:[PialArea5<0.245474651] yes=25,no=26,missing=26,gain=49.2644501,cover=35918
- 25:[MidArea5<0.421422303] yes=51,no=52,missing=51,gain=17.7229919,cover=7761
- 51:[PialCurv5<0.394910008] yes=103,no=104,missing=103,gain=4.05079651,cover=378
- 103:leaf=0.0224369522,cover=0
- 104:leaf=0.0118739549,cover=0
- 52:[PialCurv5<0.409174502] yes=105,no=106,missing=105,gain=14.2555542,cover=7383
- 105:leaf=0.00823883153,cover=0
- 106:leaf=0.00350702414,cover=0
- 26:[PialCurv5<0.371846795] yes=53,no=54,missing=54,gain=26.0906067,cover=28157
- 53:[Sulc0<0.485350072] yes=107,no=108,missing=107,gain=17.2442932,cover=16491
- 107:leaf=0.00957015809,cover=0
- 108:leaf=0.00359626114,cover=0
- 54:[Area5<0.714924753] yes=109,no=110,missing=109,gain=8.48261547,cover=11666
- 109:leaf=0.000296867045,cover=0
- 110:leaf=0.00363430264,cover=0
- 6:[Curv5<0.22365725] yes=13,no=14,missing=13,gain=84.5384445,cover=435992
- 13:[PialArea5<0.427728564] yes=27,no=28,missing=27,gain=110.387436,cover=379169
- 27:[Pol<125.308708] yes=55,no=56,missing=56,gain=82.1512222,cover=233910
- 55:[Area5<0.722552657] yes=111,no=112,missing=111,gain=85.2036209,cover=219806
- 111:leaf=-0.000615675934,cover=0
- 112:leaf=0.00161534676,cover=0
- 56:[Area5<0.636136949] yes=113,no=114,missing=114,gain=19.91642,cover=14104
- 113:leaf=0.00161652197,cover=0
- 114:leaf=0.00544993207,cover=0
- 28:[Area5<0.864337862] yes=57,no=58,missing=57,gain=29.3639832,cover=145259
- 57:[Ecc<13.1181517] yes=115,no=116,missing=115,gain=35.4113464,cover=140311
- 115:leaf=-0.00127974036,cover=0
- 116:leaf=-0.00326868962,cover=0
- 58:[Sulc0<0.272107065] yes=117,no=118,missing=117,gain=5.95213413,cover=4948
- 117:leaf=-0.000911561947,cover=0
- 118:leaf=0.00319589861,cover=0
- 14:[Area5<0.598585367] yes=29,no=30,missing=29,gain=15.3881073,cover=56823
- 29:[Curv5<0.266060919] yes=59,no=60,missing=60,gain=4.31076813,cover=13375
- 59:[PialArea5<0.324585885] yes=119,no=120,missing=119,gain=4.69641113,cover=8518
- 119:leaf=-0.00144430937,cover=0
- 120:leaf=-0.00406259624,cover=0
- 60:[PialArea5<0.546516836] yes=121,no=122,missing=121,gain=3.0316391,cover=4857
- 121:leaf=-0.00531574711,cover=0
- 122:leaf=0.0082000671,cover=0
- 30:[Ecc<6.03867722] yes=61,no=62,missing=61,gain=10.9268112,cover=43448
- 61:[PialArea5<0.349780142] yes=123,no=124,missing=123,gain=7.41108894,cover=27737
- 123:leaf=-0.000425586448,cover=0
- 124:leaf=-0.00211127428,cover=0
- 62:[Sulc0<-0.210027173] yes=125,no=126,missing=126,gain=11.595623,cover=15711
- 125:leaf=0.0134384707,cover=0
- 126:leaf=-0.00323597877,cover=0
-booster[92]:
-0:[PialCurv5<0.260145098] yes=1,no=2,missing=1,gain=197.309753,cover=5124388
- 1:[PialArea5<0.450022906] yes=3,no=4,missing=3,gain=358.469604,cover=4640931
- 3:[Area5<0.675895274] yes=7,no=8,missing=7,gain=237.181885,cover=311448
- 7:[PialArea5<0.324585885] yes=15,no=16,missing=15,gain=84.9912796,cover=176485
- 15:[Pol<112.874634] yes=31,no=32,missing=32,gain=33.1235199,cover=36098
- 31:[Area5<0.603367925] yes=63,no=64,missing=63,gain=29.5313797,cover=30784
- 63:leaf=0.000103919003,cover=0
- 64:leaf=0.00360198389,cover=0
- 32:[Area5<0.604913712] yes=65,no=66,missing=66,gain=16.646904,cover=5314
- 65:leaf=0.00401357887,cover=0
- 66:leaf=0.00961820316,cover=0
- 16:[Pol<121.948479] yes=33,no=34,missing=33,gain=65.6625748,cover=140387
- 33:[Pol<86.0952454] yes=67,no=68,missing=67,gain=71.2573929,cover=115130
- 67:leaf=0.00230438891,cover=0
- 68:leaf=-0.000623417669,cover=0
- 34:[Curv5<-0.0366821773] yes=69,no=70,missing=69,gain=32.8903427,cover=25257
- 69:leaf=-0.00493879383,cover=0
- 70:leaf=0.00329987821,cover=0
- 8:[Pol<120.854889] yes=17,no=18,missing=17,gain=80.862915,cover=134963
- 17:[PialArea5<0.34410578] yes=35,no=36,missing=35,gain=62.8129883,cover=124274
- 35:[PialArea5<0.267248243] yes=71,no=72,missing=71,gain=23.4624634,cover=22983
- 71:leaf=0.0106394831,cover=0
- 72:leaf=0.00537598459,cover=0
- 36:[Curv5<0.122410901] yes=73,no=74,missing=74,gain=58.7412109,cover=101291
- 73:leaf=0.00446726521,cover=0
- 74:leaf=0.00201865542,cover=0
- 18:[PialCurv5<0.0519027263] yes=37,no=38,missing=38,gain=15.4671021,cover=10689
- 37:[Area5<0.691945016] yes=75,no=76,missing=75,gain=9.14299011,cover=1162
- 75:leaf=0.00742254546,cover=0
- 76:leaf=0.0167685356,cover=0
- 38:[PialArea5<0.360595763] yes=77,no=78,missing=77,gain=10.3296661,cover=9527
- 77:leaf=0.0118774753,cover=0
- 78:leaf=0.00681288866,cover=0
- 4:[Curv5<0.0857537538] yes=9,no=10,missing=10,gain=279.368591,cover=4329483
- 9:[Sulc0<0.227376223] yes=19,no=20,missing=19,gain=348.522339,cover=3887176
- 19:[Area5<0.673304081] yes=39,no=40,missing=39,gain=332.283417,cover=3477841
- 39:[PialArea5<0.790770054] yes=79,no=80,missing=79,gain=419.696777,cover=1797054
- 79:leaf=5.0046172e-05,cover=0
- 80:leaf=0.00162489142,cover=0
- 40:[PialArea5<0.621054947] yes=81,no=82,missing=81,gain=298.13623,cover=1680787
- 81:leaf=0.00360728125,cover=0
- 82:leaf=-7.50093459e-05,cover=0
- 20:[MidArea5<0.72893405] yes=41,no=42,missing=42,gain=175.982727,cover=409335
- 41:[Ecc<34.5416374] yes=83,no=84,missing=83,gain=126.318115,cover=254298
- 83:leaf=0.00344490074,cover=0
- 84:leaf=0.000598610495,cover=0
- 42:[Area5<0.706109285] yes=85,no=86,missing=85,gain=195.289154,cover=155037
- 85:leaf=0.00573654287,cover=0
- 86:leaf=0.000135649738,cover=0
- 10:[PialArea5<0.576038003] yes=21,no=22,missing=22,gain=193.318542,cover=442307
- 21:[Area5<0.695070922] yes=43,no=44,missing=43,gain=248.013916,cover=276293
- 43:[Area5<0.644818127] yes=87,no=88,missing=87,gain=46.2160339,cover=120459
- 87:leaf=-0.00292211189,cover=0
- 88:leaf=-0.000826749427,cover=0
- 44:[Curv5<0.116796501] yes=89,no=90,missing=89,gain=91.4163666,cover=155834
- 89:leaf=0.00279934402,cover=0
- 90:leaf=0.000373512506,cover=0
- 22:[Area5<0.739104271] yes=45,no=46,missing=45,gain=65.2368317,cover=166014
- 45:[Ecc<16.2597466] yes=91,no=92,missing=92,gain=32.9472351,cover=84356
- 91:leaf=-0.0024572555,cover=0
- 92:leaf=-0.00498757232,cover=0
- 46:[PialArea5<0.669517875] yes=93,no=94,missing=93,gain=53.5864029,cover=81658
- 93:leaf=7.68323152e-05,cover=0
- 94:leaf=-0.00254776794,cover=0
- 2:[PialArea5<0.349780142] yes=5,no=6,missing=5,gain=131.097794,cover=483457
- 5:[Area5<0.694293797] yes=11,no=12,missing=11,gain=107.349182,cover=160487
- 11:[PialArea5<0.267248243] yes=23,no=24,missing=24,gain=49.0620537,cover=111619
- 23:[Area5<0.604913712] yes=47,no=48,missing=47,gain=29.4704132,cover=25435
- 47:[Sulc0<-0.047846999] yes=95,no=96,missing=95,gain=11.6842022,cover=10287
- 95:leaf=0.00952101871,cover=0
- 96:leaf=-0.000477458729,cover=0
- 48:[MidArea5<0.421422303] yes=97,no=98,missing=98,gain=19.6420593,cover=15148
- 97:leaf=0.00885758456,cover=0
- 98:leaf=0.0027010492,cover=0
- 24:[PialCurv5<0.382664889] yes=49,no=50,missing=50,gain=37.8620071,cover=86184
- 49:[Area5<0.612264991] yes=99,no=100,missing=99,gain=24.2168007,cover=53479
- 99:leaf=-0.00179040513,cover=0
- 100:leaf=0.000769325765,cover=0
- 50:[Sulc0<0.830503881] yes=101,no=102,missing=102,gain=21.9421654,cover=32705
- 101:leaf=-0.000917527068,cover=0
- 102:leaf=-0.00356963137,cover=0
- 12:[PialCurv5<0.336333007] yes=25,no=26,missing=26,gain=37.743927,cover=48868
- 25:[PialArea5<0.292306483] yes=51,no=52,missing=51,gain=16.7664795,cover=18245
- 51:[PialArea5<0.245474651] yes=103,no=104,missing=103,gain=5.03219604,cover=3206
- 103:leaf=0.0127243195,cover=0
- 104:leaf=0.00703426823,cover=0
- 52:[Area5<0.730491161] yes=105,no=106,missing=105,gain=8.62538147,cover=15039
- 105:leaf=0.00283098267,cover=0
- 106:leaf=0.0052540428,cover=0
- 26:[PialArea5<0.267248243] yes=53,no=54,missing=54,gain=19.508606,cover=30623
- 53:[MidArea5<0.460721314] yes=107,no=108,missing=108,gain=8.09947968,cover=2570
- 107:leaf=0.0146081215,cover=0
- 108:leaf=0.00495357998,cover=0
- 54:[Area5<0.751858592] yes=109,no=110,missing=109,gain=18.9089317,cover=28053
- 109:leaf=0.000520457397,cover=0
- 110:leaf=0.00345120579,cover=0
- 6:[Area5<0.76451689] yes=13,no=14,missing=13,gain=109.189163,cover=322970
- 13:[Area5<0.65839982] yes=27,no=28,missing=27,gain=44.9285889,cover=263405
- 27:[Ecc<6.22534323] yes=55,no=56,missing=56,gain=23.3480835,cover=63636
- 55:[Curv5<0.233002663] yes=111,no=112,missing=112,gain=12.0864105,cover=32840
- 111:leaf=-0.00108231965,cover=0
- 112:leaf=-0.00335691101,cover=0
- 56:[Area5<0.623097897] yes=113,no=114,missing=113,gain=8.6701355,cover=30796
- 113:leaf=-0.00475031091,cover=0
- 114:leaf=-0.00295033515,cover=0
- 28:[PialArea5<0.454431564] yes=57,no=58,missing=57,gain=31.0609512,cover=199769
- 57:[PialCurv5<0.343960524] yes=115,no=116,missing=115,gain=51.4243279,cover=122847
- 115:leaf=0.000301397056,cover=0
- 116:leaf=-0.00179556408,cover=0
- 58:[Curv5<0.133649558] yes=117,no=118,missing=118,gain=15.1588669,cover=76922
- 117:leaf=-0.00068293215,cover=0
- 118:leaf=-0.00224015838,cover=0
- 14:[PialArea5<0.467676282] yes=29,no=30,missing=29,gain=30.07691,cover=59565
- 29:[PialCurv5<0.329096764] yes=59,no=60,missing=59,gain=16.3702469,cover=34125
- 59:[Area5<0.822840035] yes=119,no=120,missing=119,gain=10.493309,cover=16355
- 119:leaf=0.00242877356,cover=0
- 120:leaf=0.00548359891,cover=0
- 60:[Area5<0.877147377] yes=121,no=122,missing=122,gain=7.96942329,cover=17770
- 121:leaf=0.000615226105,cover=0
- 122:leaf=0.0047064214,cover=0
- 30:[Area5<0.894858658] yes=61,no=62,missing=62,gain=10.9816732,cover=25440
- 61:[Curv5<0.141257599] yes=123,no=124,missing=123,gain=11.6568699,cover=22660
- 123:leaf=0.000662361388,cover=0
- 124:leaf=-0.00163625926,cover=0
- 62:[PialArea5<0.571868718] yes=125,no=126,missing=125,gain=4.44987774,cover=2780
- 125:leaf=0.0046532345,cover=0
- 126:leaf=0.000652560964,cover=0
-booster[93]:
-0:[PialArea5<0.931472182] yes=1,no=2,missing=1,gain=197.936462,cover=5124388
- 1:[Curv5<-0.0507577434] yes=3,no=4,missing=3,gain=285.525787,cover=3651638
- 3:[Area5<0.616426587] yes=7,no=8,missing=8,gain=538.514587,cover=1337290
- 7:[PialCurv5<-0.0839454681] yes=15,no=16,missing=15,gain=205.916611,cover=727267
- 15:[Area5<0.433531314] yes=31,no=32,missing=31,gain=182.6483,cover=513118
- 31:[Area5<0.380439579] yes=63,no=64,missing=63,gain=36.7407379,cover=65781
- 63:leaf=0.00453218352,cover=0
- 64:leaf=0.00189346599,cover=0
- 32:[PialArea5<0.712173045] yes=65,no=66,missing=65,gain=162.023682,cover=447337
- 65:leaf=-0.00229016575,cover=0
- 66:leaf=0.000236660664,cover=0
- 16:[PialArea5<0.739180207] yes=33,no=34,missing=33,gain=186.977295,cover=214149
- 33:[Area5<0.529385149] yes=67,no=68,missing=68,gain=93.3403702,cover=97196
- 67:leaf=0.00228028931,cover=0
- 68:leaf=-0.000879639585,cover=0
- 34:[Pol<57.0350037] yes=69,no=70,missing=69,gain=50.1204834,cover=116953
- 69:leaf=0.00105237926,cover=0
- 70:leaf=0.00382333109,cover=0
- 8:[PialArea5<0.811158121] yes=17,no=18,missing=17,gain=167.799377,cover=610023
- 17:[Ecc<7.34691238] yes=35,no=36,missing=35,gain=105.106018,cover=219922
- 35:[Pol<35.2629585] yes=71,no=72,missing=72,gain=89.9265442,cover=84611
- 71:leaf=0.000610313669,cover=0
- 72:leaf=-0.00439519761,cover=0
- 36:[Pol<103.31839] yes=73,no=74,missing=73,gain=41.841629,cover=135311
- 73:leaf=-0.000324949448,cover=0
- 74:leaf=-0.00217859377,cover=0
- 18:[Area5<0.700531542] yes=37,no=38,missing=38,gain=211.552094,cover=390101
- 37:[Sulc0<-0.181880832] yes=75,no=76,missing=75,gain=173.555923,cover=256774
- 75:leaf=-0.000437661773,cover=0
- 76:leaf=0.00299925171,cover=0
- 38:[Pol<25.2957573] yes=77,no=78,missing=77,gain=69.6568298,cover=133327
- 77:leaf=0.000403105572,cover=0
- 78:leaf=-0.00278160535,cover=0
- 4:[PialCurv5<-0.00171623251] yes=9,no=10,missing=9,gain=1121.18726,cover=2314348
- 9:[Curv5<-0.0156469513] yes=19,no=20,missing=19,gain=444.185547,cover=210529
- 19:[PialCurv5<-0.0280297659] yes=39,no=40,missing=39,gain=237.808136,cover=125125
- 39:[PialArea5<0.676429033] yes=79,no=80,missing=79,gain=65.4151001,cover=54094
- 79:leaf=0.00162988191,cover=0
- 80:leaf=0.00574507145,cover=0
- 40:[Area5<0.655598104] yes=81,no=82,missing=81,gain=125.301567,cover=71031
- 81:leaf=0.00347564905,cover=0
- 82:leaf=-0.0010404737,cover=0
- 20:[Pol<77.5287857] yes=41,no=42,missing=42,gain=87.2915039,cover=85404
- 41:[Area5<0.620557249] yes=83,no=84,missing=83,gain=60.6119385,cover=31111
- 83:leaf=0.00379254483,cover=0
- 84:leaf=0.0100005418,cover=0
- 42:[Area5<0.864337862] yes=85,no=86,missing=86,gain=34.923645,cover=54293
- 85:leaf=0.00589719927,cover=0
- 86:leaf=-0.00570320105,cover=0
- 10:[PialArea5<0.651661396] yes=21,no=22,missing=21,gain=301.134094,cover=2103819
- 21:[PialCurv5<0.119354174] yes=43,no=44,missing=43,gain=482.465851,cover=1466935
- 43:[Ecc<7.95697832] yes=87,no=88,missing=87,gain=182.289246,cover=344749
- 87:leaf=0.0011845429,cover=0
- 88:leaf=0.00348663866,cover=0
- 44:[Area5<0.713311911] yes=89,no=90,missing=89,gain=371.435669,cover=1122186
- 89:leaf=-0.000454071065,cover=0
- 90:leaf=0.00142405997,cover=0
- 22:[Curv5<0.0595101416] yes=45,no=46,missing=45,gain=193.324753,cover=636884
- 45:[Sulc0<0.345196545] yes=91,no=92,missing=92,gain=119.17849,cover=466824
- 91:leaf=-0.000378900993,cover=0
- 92:leaf=0.00176549924,cover=0
- 46:[PialCurv5<0.0616685152] yes=93,no=94,missing=93,gain=67.9075012,cover=170060
- 93:leaf=0.00170403707,cover=0
- 94:leaf=-0.00226106425,cover=0
- 2:[Area5<0.754342616] yes=5,no=6,missing=5,gain=314.503906,cover=1472750
- 5:[Sulc0<-0.188964635] yes=11,no=12,missing=12,gain=290.965759,cover=1042435
- 11:[Curv5<-0.0816265643] yes=23,no=24,missing=23,gain=169.275452,cover=949066
- 23:[Area5<0.640637577] yes=47,no=48,missing=47,gain=157.205444,cover=880836
- 47:[Sulc0<-0.93782407] yes=95,no=96,missing=96,gain=143.795471,cover=335183
- 95:leaf=0.000421197357,cover=0
- 96:leaf=0.00264233933,cover=0
- 48:[PialArea5<1.11947823] yes=97,no=98,missing=97,gain=128.509659,cover=545653
- 97:leaf=-3.81575665e-05,cover=0
- 98:leaf=0.00154626754,cover=0
- 24:[PialCurv5<-0.062031392] yes=49,no=50,missing=49,gain=255.863312,cover=68230
- 49:[Curv5<-0.0575901605] yes=99,no=100,missing=99,gain=55.7501831,cover=8328
- 99:leaf=0.00976342522,cover=0
- 100:leaf=0.0198054463,cover=0
- 50:[Ecc<18.0513744] yes=101,no=102,missing=101,gain=65.2781067,cover=59902
- 101:leaf=0.00306542288,cover=0
- 102:leaf=-0.00250678998,cover=0
- 12:[Pol<48.3047981] yes=25,no=26,missing=26,gain=124.573853,cover=93369
- 25:[PialCurv5<-0.0209923834] yes=51,no=52,missing=51,gain=37.554615,cover=22255
- 51:[Curv5<-0.0390223041] yes=103,no=104,missing=103,gain=64.1289825,cover=15651
- 103:leaf=0.00130301539,cover=0
- 104:leaf=0.012953545,cover=0
- 52:[Sulc0<0.610343635] yes=105,no=106,missing=105,gain=11.0230417,cover=6604
- 105:leaf=-0.00231401064,cover=0
- 106:leaf=0.0502258651,cover=0
- 26:[Area5<0.683950484] yes=53,no=54,missing=53,gain=41.3744507,cover=71114
- 53:[PialCurv5<-0.0877386853] yes=107,no=108,missing=108,gain=15.0008545,cover=21197
- 107:leaf=0.00546782697,cover=0
- 108:leaf=0.00817375071,cover=0
- 54:[Sulc0<0.0451717228] yes=109,no=110,missing=109,gain=28.7906799,cover=49917
- 109:leaf=0.00366360019,cover=0
- 110:leaf=0.00631598849,cover=0
- 6:[PialArea5<1.1133045] yes=13,no=14,missing=13,gain=126.62606,cover=430315
- 13:[Area5<0.814937592] yes=27,no=28,missing=27,gain=61.8809509,cover=196780
- 27:[Curv5<-0.0439181365] yes=55,no=56,missing=55,gain=53.6292038,cover=145187
- 55:[PialArea5<1.02926981] yes=111,no=112,missing=111,gain=39.7178879,cover=107617
- 111:leaf=-0.0020014469,cover=0
- 112:leaf=-8.02162467e-05,cover=0
- 56:[PialCurv5<-0.0280297659] yes=113,no=114,missing=114,gain=116.381134,cover=37570
- 113:leaf=0.00956204534,cover=0
- 114:leaf=0.000222555871,cover=0
- 28:[Ecc<4.87342644] yes=57,no=58,missing=57,gain=50.4428101,cover=51593
- 57:[Pol<54.5053368] yes=115,no=116,missing=115,gain=36.6271896,cover=8812
- 115:leaf=0.00130323914,cover=0
- 116:leaf=-0.00737799704,cover=0
- 58:[Curv5<-0.132798299] yes=117,no=118,missing=117,gain=18.8363419,cover=42781
- 117:leaf=-0.00330181466,cover=0
- 118:leaf=-0.0010620564,cover=0
- 14:[Pol<43.7633247] yes=29,no=30,missing=29,gain=37.8863564,cover=233535
- 29:[Pol<20.2198563] yes=59,no=60,missing=59,gain=62.8097839,cover=122761
- 59:[Curv5<-0.161761403] yes=119,no=120,missing=120,gain=9.98619843,cover=53752
- 119:leaf=0.000876457721,cover=0
- 120:leaf=0.00229790923,cover=0
- 60:[Ecc<3.80337262] yes=121,no=122,missing=122,gain=65.5867691,cover=69009
- 121:leaf=0.00257622474,cover=0
- 122:leaf=-0.00157868618,cover=0
- 30:[Sulc0<-0.481185079] yes=61,no=62,missing=61,gain=48.7991867,cover=110774
- 61:[PialArea5<1.4350239] yes=123,no=124,missing=124,gain=46.2583122,cover=61669
- 123:leaf=-0.000117061099,cover=0
- 124:leaf=0.00379113294,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=125,gain=47.9736786,cover=49105
- 125:leaf=0.00307797221,cover=0
- 126:leaf=-0.00211911206,cover=0
-booster[94]:
-0:[LGI5<3.4634192] yes=1,no=2,missing=2,gain=193.285034,cover=5124388
- 1:[PialCurv5<0.228302389] yes=3,no=4,missing=3,gain=176.296692,cover=4761309
- 3:[PialArea5<0.520672619] yes=7,no=8,missing=7,gain=343.525635,cover=4182089
- 7:[Area5<0.63275224] yes=15,no=16,missing=15,gain=289.850952,cover=419270
- 15:[PialArea5<0.338250697] yes=31,no=32,missing=32,gain=48.5967674,cover=121790
- 31:[Area5<0.404548973] yes=63,no=64,missing=63,gain=27.9427414,cover=17777
- 63:leaf=-0.0116755199,cover=0
- 64:leaf=0.00273589022,cover=0
- 32:[Curv5<0.0915888697] yes=65,no=66,missing=66,gain=48.6572838,cover=104013
- 65:leaf=0.000613413635,cover=0
- 66:leaf=-0.00155904586,cover=0
- 16:[Curv5<0.122410901] yes=33,no=34,missing=33,gain=131.005005,cover=297480
- 33:[Curv5<0.00546095846] yes=67,no=68,missing=68,gain=118.573853,cover=160152
- 67:leaf=-0.0027513837,cover=0
- 68:leaf=0.00418745307,cover=0
- 34:[PialArea5<0.349780142] yes=69,no=70,missing=69,gain=120.969757,cover=137328
- 69:leaf=0.00478260592,cover=0
- 70:leaf=0.00106527645,cover=0
- 8:[Curv5<0.0778492987] yes=17,no=18,missing=17,gain=296.804504,cover=3762819
- 17:[Sulc0<-0.0326132737] yes=35,no=36,missing=35,gain=313.5448,cover=3487472
- 35:[PialArea5<0.849116743] yes=71,no=72,missing=71,gain=273.351685,cover=2813008
- 71:leaf=-0.000169415653,cover=0
- 72:leaf=0.000854329148,cover=0
- 36:[Ecc<3.60812569] yes=73,no=74,missing=73,gain=266.604736,cover=674464
- 73:leaf=-0.00308891386,cover=0
- 74:leaf=0.00188811251,cover=0
- 18:[Area5<0.730491161] yes=37,no=38,missing=37,gain=131.020691,cover=275347
- 37:[PialCurv5<0.0377402082] yes=75,no=76,missing=75,gain=58.3405609,cover=148289
- 75:leaf=0.00300186686,cover=0
- 76:leaf=-0.0021985746,cover=0
- 38:[PialArea5<0.658944428] yes=77,no=78,missing=77,gain=141.519974,cover=127058
- 77:leaf=0.00144469668,cover=0
- 78:leaf=-0.0020261074,cover=0
- 4:[Area5<0.720865786] yes=9,no=10,missing=10,gain=129.488403,cover=579220
- 9:[PialArea5<0.309935868] yes=19,no=20,missing=20,gain=118.095634,cover=386160
- 19:[Area5<0.609410942] yes=39,no=40,missing=40,gain=52.7370224,cover=77837
- 39:[Sulc0<-0.0862998366] yes=79,no=80,missing=80,gain=24.836628,cover=22720
- 79:leaf=0.0081642447,cover=0
- 80:leaf=-0.00130487792,cover=0
- 40:[PialArea5<0.245474651] yes=81,no=82,missing=81,gain=44.8605194,cover=55117
- 81:leaf=0.00531651964,cover=0
- 82:leaf=0.00126771943,cover=0
- 20:[Area5<0.633885562] yes=41,no=42,missing=41,gain=58.8472443,cover=308323
- 41:[Ecc<6.41291761] yes=83,no=84,missing=83,gain=20.0120697,cover=62950
- 83:leaf=-0.00178060157,cover=0
- 84:leaf=-0.00359354215,cover=0
- 42:[PialArea5<0.441150606] yes=85,no=86,missing=85,gain=43.2411041,cover=245373
- 85:leaf=-0.000293983961,cover=0
- 86:leaf=-0.00166405085,cover=0
- 10:[PialArea5<0.418112278] yes=21,no=22,missing=21,gain=112.505524,cover=193060
- 21:[PialCurv5<0.329096764] yes=43,no=44,missing=43,gain=52.6079102,cover=78208
- 43:[PialArea5<0.338250697] yes=87,no=88,missing=88,gain=26.603653,cover=38090
- 87:leaf=0.00631755916,cover=0
- 88:leaf=0.00300226291,cover=0
- 44:[PialArea5<0.324585885] yes=89,no=90,missing=89,gain=22.164362,cover=40118
- 89:leaf=0.00319304294,cover=0
- 90:leaf=0.000415827119,cover=0
- 22:[Area5<0.839165807] yes=45,no=46,missing=45,gain=37.1005936,cover=114852
- 45:[Curv5<0.141257599] yes=91,no=92,missing=91,gain=28.1931763,cover=103584
- 91:leaf=0.000429211796,cover=0
- 92:leaf=-0.00122167484,cover=0
- 46:[PialArea5<0.567627013] yes=93,no=94,missing=93,gain=10.1724682,cover=11268
- 93:leaf=0.00369316409,cover=0
- 94:leaf=0.000540454814,cover=0
- 2:[LGI5<3.94193578] yes=5,no=6,missing=6,gain=56.1461639,cover=363079
- 5:[Area5<0.646843374] yes=11,no=12,missing=11,gain=48.897625,cover=343062
- 11:[Curv5<0.0386843979] yes=23,no=24,missing=23,gain=31.342865,cover=74392
- 23:[Sulc0<-0.413983464] yes=47,no=48,missing=48,gain=66.1742706,cover=60062
- 47:[PialArea5<0.861938] yes=95,no=96,missing=95,gain=14.8805161,cover=29433
- 95:leaf=-0.00151814613,cover=0
- 96:leaf=0.000737059861,cover=0
- 48:[Pol<90.9627914] yes=97,no=98,missing=97,gain=41.3460312,cover=30629
- 97:leaf=0.00496830326,cover=0
- 98:leaf=0.00125480525,cover=0
- 24:[Pol<77.5287857] yes=49,no=50,missing=49,gain=19.3831177,cover=14330
- 49:[PialArea5<0.454431564] yes=99,no=100,missing=99,gain=27.5457973,cover=3314
- 99:leaf=0.00691213831,cover=0
- 100:leaf=-0.00223317486,cover=0
- 50:[PialArea5<0.301675379] yes=101,no=102,missing=101,gain=19.2507343,cover=11016
- 101:leaf=0.00211156812,cover=0
- 102:leaf=-0.00336486637,cover=0
- 12:[PialArea5<0.370812863] yes=25,no=26,missing=26,gain=44.8115273,cover=268670
- 25:[Area5<0.719086528] yes=51,no=52,missing=52,gain=10.4090099,cover=16114
- 51:[PialCurv5<0.101587482] yes=103,no=104,missing=104,gain=7.5504427,cover=11453
- 103:leaf=0.00817849115,cover=0
- 104:leaf=0.000780759437,cover=0
- 52:[PialArea5<0.281252682] yes=105,no=106,missing=105,gain=5.11150742,cover=4661
- 105:leaf=0.010062742,cover=0
- 106:leaf=0.00337361032,cover=0
- 26:[Ecc<28.2834949] yes=53,no=54,missing=53,gain=29.8316193,cover=252556
- 53:[Pol<16.156723] yes=107,no=108,missing=108,gain=23.046814,cover=159286
- 107:leaf=0.000870047545,cover=0
- 108:leaf=-0.00147931289,cover=0
- 54:[Pol<130.822815] yes=109,no=110,missing=109,gain=56.100605,cover=93270
- 109:leaf=-0.000948858389,cover=0
- 110:leaf=0.00178781804,cover=0
- 6:[Ecc<27.7987404] yes=13,no=14,missing=13,gain=39.4115753,cover=20017
- 13:[Area5<0.613672853] yes=27,no=28,missing=28,gain=18.6584091,cover=13263
- 27:[Pol<78.8803177] yes=55,no=56,missing=55,gain=5.96451283,cover=2717
- 55:[PialArea5<0.872134149] yes=111,no=112,missing=112,gain=5.43981171,cover=1089
- 111:leaf=-0.00464126142,cover=0
- 112:leaf=0.0127574494,cover=0
- 56:[Ecc<13.8847265] yes=113,no=114,missing=113,gain=4.03792334,cover=1628
- 113:leaf=0.00903365295,cover=0
- 114:leaf=0.000122920828,cover=0
- 28:[Sulc0<0.676033437] yes=57,no=58,missing=57,gain=18.5750122,cover=10546
- 57:[Pol<152.827332] yes=115,no=116,missing=115,gain=17.405365,cover=8927
- 115:leaf=-0.00765566388,cover=0
- 116:leaf=-0.00206871983,cover=0
- 58:[MidArea5<0.727421284] yes=117,no=118,missing=118,gain=5.72061825,cover=1619
- 117:leaf=-0.00156443042,cover=0
- 118:leaf=0.010099682,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=21.2268696,cover=6754
- 29:[Pol<157.22821] yes=59,no=60,missing=59,gain=18.6512547,cover=6633
- 59:[Sulc0<0.849368811] yes=119,no=120,missing=119,gain=14.1381302,cover=5462
- 119:leaf=-0.00297170389,cover=0
- 120:leaf=0.00322668813,cover=0
- 60:[PialCurv5<-0.0314326771] yes=121,no=122,missing=121,gain=5.76677132,cover=1171
- 121:leaf=0.00328747043,cover=0
- 122:leaf=0.01141256,cover=0
- 30:[Sulc0<1.16950965] yes=61,no=62,missing=61,gain=3.62032318,cover=121
- 61:[Pol<59.5955544] yes=123,no=124,missing=123,gain=0.505410552,cover=45
- 123:leaf=0.0014699701,cover=0
- 124:leaf=0.0127582327,cover=0
- 62:[Pol<98.4687576] yes=125,no=126,missing=125,gain=0.899499893,cover=76
- 125:leaf=0.0281337257,cover=0
- 126:leaf=-0.00401629834,cover=0
-booster[95]:
-0:[LGI5<2.32164335] yes=1,no=2,missing=1,gain=196.264709,cover=5124388
- 1:[Ecc<5.59685707] yes=3,no=4,missing=3,gain=134.334717,cover=423405
- 3:[Sulc0<-0.457356662] yes=7,no=8,missing=7,gain=76.2045288,cover=379890
- 7:[Sulc0<-0.976720333] yes=15,no=16,missing=15,gain=57.3582153,cover=243870
- 15:[PialArea5<1.28208315] yes=31,no=32,missing=31,gain=29.9519386,cover=54498
- 31:[Pol<56.1920547] yes=63,no=64,missing=63,gain=16.606823,cover=47147
- 63:leaf=-0.000525915879,cover=0
- 64:leaf=0.001355796,cover=0
- 32:[MidArea5<1.21578133] yes=65,no=66,missing=65,gain=6.59644318,cover=7351
- 65:leaf=0.00346807507,cover=0
- 66:leaf=0.00894952565,cover=0
- 16:[Ecc<3.94116735] yes=33,no=34,missing=34,gain=48.5479736,cover=189372
- 33:[LGI5<2.22170687] yes=67,no=68,missing=67,gain=44.7184448,cover=174230
- 67:leaf=0.00427032029,cover=0
- 68:leaf=0.00250844168,cover=0
- 34:[Pol<162.313202] yes=69,no=70,missing=69,gain=37.3944893,cover=15142
- 69:leaf=-0.00108270138,cover=0
- 70:leaf=0.00542089483,cover=0
- 8:[Pol<97.9094925] yes=17,no=18,missing=17,gain=53.6541786,cover=136020
- 17:[Area5<0.833255887] yes=35,no=36,missing=35,gain=12.821228,cover=49388
- 35:[Pol<45.5953903] yes=71,no=72,missing=71,gain=11.5652847,cover=48360
- 71:leaf=0.00547604775,cover=0
- 72:leaf=0.00214088964,cover=0
- 36:[PialCurv5<-0.0154925911] yes=73,no=74,missing=74,gain=7.13744354,cover=1028
- 73:leaf=0.0041461885,cover=0
- 74:leaf=-0.00563237863,cover=0
- 18:[MidArea5<0.614099324] yes=37,no=38,missing=38,gain=54.5782013,cover=86632
- 37:[Curv5<0.20983994] yes=75,no=76,missing=75,gain=29.389843,cover=44123
- 75:leaf=0.00207412359,cover=0
- 76:leaf=-0.00101988052,cover=0
- 38:[Area5<0.625618935] yes=77,no=78,missing=78,gain=20.3931866,cover=42509
- 77:leaf=0.00131039589,cover=0
- 78:leaf=-0.00162141619,cover=0
- 4:[Sulc0<-0.298712492] yes=9,no=10,missing=9,gain=16.3291779,cover=43515
- 9:[PialArea5<0.689872265] yes=19,no=20,missing=19,gain=24.0007629,cover=18599
- 19:[Area5<0.571740985] yes=39,no=40,missing=39,gain=9.13755035,cover=1768
- 39:[Ecc<8.7927618] yes=79,no=80,missing=80,gain=2.05430841,cover=750
- 79:leaf=-0.00394609291,cover=0
- 80:leaf=0.0136564719,cover=0
- 40:[Pol<138.971481] yes=81,no=82,missing=81,gain=3.28841019,cover=1018
- 81:leaf=-0.0129549718,cover=0
- 82:leaf=-0.00699052727,cover=0
- 20:[Area5<0.542713821] yes=41,no=42,missing=41,gain=16.2601185,cover=16831
- 41:[LGI5<2.21018219] yes=83,no=84,missing=83,gain=4.87638569,cover=3734
- 83:leaf=0.00435923273,cover=0
- 84:leaf=0.000223479263,cover=0
- 42:[PialArea5<1.05969977] yes=85,no=86,missing=85,gain=15.3738384,cover=13097
- 85:leaf=-0.00345662097,cover=0
- 86:leaf=0.000473793829,cover=0
- 10:[PialCurv5<0.107261039] yes=21,no=22,missing=21,gain=20.2538071,cover=24916
- 21:[Area5<0.802302957] yes=43,no=44,missing=43,gain=14.7550869,cover=11833
- 43:[Pol<69.6327286] yes=87,no=88,missing=88,gain=10.0119715,cover=11333
- 87:leaf=-0.00347984699,cover=0
- 88:leaf=0.00205346267,cover=0
- 44:[LGI5<2.28518939] yes=89,no=90,missing=90,gain=3.58970547,cover=500
- 89:leaf=-0.0108787334,cover=0
- 90:leaf=-0.00233307271,cover=0
- 22:[Sulc0<0.0451717228] yes=45,no=46,missing=45,gain=8.4230032,cover=13083
- 45:[Area5<0.639429986] yes=91,no=92,missing=91,gain=4.99491882,cover=1762
- 91:leaf=-0.00979940966,cover=0
- 92:leaf=-0.0033937064,cover=0
- 46:[Ecc<7.08616447] yes=93,no=94,missing=93,gain=7.49170399,cover=11321
- 93:leaf=-5.27719167e-05,cover=0
- 94:leaf=-0.00267747254,cover=0
- 2:[Sulc0<-0.801933944] yes=5,no=6,missing=6,gain=187.264618,cover=4700983
- 5:[Ecc<5.33884621] yes=11,no=12,missing=12,gain=259.888153,cover=600069
- 11:[PialArea5<1.48916721] yes=23,no=24,missing=23,gain=71.9895782,cover=342966
- 23:[LGI5<2.50273752] yes=47,no=48,missing=47,gain=49.7753487,cover=327981
- 47:[PialCurv5<-0.126528949] yes=95,no=96,missing=95,gain=34.7334175,cover=197312
- 95:leaf=4.63195174e-05,cover=0
- 96:leaf=0.00139558513,cover=0
- 48:[Pol<28.4081879] yes=97,no=98,missing=97,gain=61.3261757,cover=130669
- 97:leaf=0.00108674006,cover=0
- 98:leaf=-0.00119606708,cover=0
- 24:[LGI5<2.4272728] yes=49,no=50,missing=49,gain=15.5530472,cover=14985
- 49:[Curv5<-0.0922861248] yes=99,no=100,missing=100,gain=12.812851,cover=4034
- 99:leaf=0.00611510267,cover=0
- 100:leaf=0.0253119357,cover=0
- 50:[PialCurv5<-0.0877386853] yes=101,no=102,missing=101,gain=14.385006,cover=10951
- 101:leaf=0.00355376792,cover=0
- 102:leaf=-0.00217578444,cover=0
- 12:[Pol<17.1471634] yes=25,no=26,missing=26,gain=89.4075928,cover=257103
- 25:[PialArea5<1.06442153] yes=51,no=52,missing=51,gain=25.9132957,cover=72117
- 51:[PialCurv5<-0.210138425] yes=103,no=104,missing=103,gain=13.7223005,cover=44758
- 103:leaf=0.00400647661,cover=0
- 104:leaf=-0.00101089792,cover=0
- 52:[PialCurv5<-0.0868030339] yes=105,no=106,missing=105,gain=11.0631275,cover=27359
- 105:leaf=0.000835191458,cover=0
- 106:leaf=0.00491729565,cover=0
- 26:[Pol<168.718765] yes=53,no=54,missing=53,gain=53.1437683,cover=184986
- 53:[PialArea5<1.06442153] yes=107,no=108,missing=107,gain=56.2007141,cover=132481
- 107:leaf=-0.0034201236,cover=0
- 108:leaf=-0.00120376342,cover=0
- 54:[Curv5<-0.166574284] yes=109,no=110,missing=109,gain=17.339859,cover=52505
- 109:leaf=-0.00116141548,cover=0
- 110:leaf=0.0017390151,cover=0
- 6:[Pol<149.072266] yes=13,no=14,missing=13,gain=248.427368,cover=4100914
- 13:[Pol<98.4687576] yes=27,no=28,missing=27,gain=238.497559,cover=3421714
- 27:[Ecc<25.981123] yes=55,no=56,missing=55,gain=363.640625,cover=1927858
- 55:[Sulc0<-0.224179193] yes=111,no=112,missing=111,gain=309.865234,cover=1549224
- 111:leaf=0.000355520955,cover=0
- 112:leaf=0.00177001196,cover=0
- 56:[Pol<14.1659222] yes=113,no=114,missing=113,gain=103.105087,cover=378634
- 113:leaf=0.00128659373,cover=0
- 114:leaf=-0.00100397319,cover=0
- 28:[Ecc<7.1378541] yes=57,no=58,missing=57,gain=413.480225,cover=1493856
- 57:[Area5<0.600206077] yes=115,no=116,missing=115,gain=253.279724,cover=578441
- 115:leaf=0.000788906298,cover=0
- 116:leaf=-0.00171604718,cover=0
- 58:[Sulc0<0.586347759] yes=117,no=118,missing=117,gain=237.768372,cover=915415
- 117:leaf=6.65542757e-05,cover=0
- 118:leaf=0.00188332645,cover=0
- 14:[Ecc<16.0247612] yes=29,no=30,missing=29,gain=233.220154,cover=679200
- 29:[Sulc0<-0.563680887] yes=59,no=60,missing=59,gain=84.7698364,cover=447579
- 59:[Ecc<6.47151232] yes=119,no=120,missing=119,gain=61.5686264,cover=176860
- 119:leaf=0.00205943151,cover=0
- 120:leaf=0.000180562289,cover=0
- 60:[PialCurv5<0.0285326894] yes=121,no=122,missing=121,gain=152.18689,cover=270719
- 121:leaf=0.00344703207,cover=0
- 122:leaf=0.000900693354,cover=0
- 30:[Ecc<38.7725143] yes=61,no=62,missing=61,gain=182.540268,cover=231621
- 61:[PialArea5<0.884929597] yes=123,no=124,missing=123,gain=51.1548157,cover=189054
- 123:leaf=-0.00151681271,cover=0
- 124:leaf=0.000152935492,cover=0
- 62:[PialCurv5<-0.130080611] yes=125,no=126,missing=125,gain=49.6945648,cover=42567
- 125:leaf=-6.62880775e-05,cover=0
- 126:leaf=0.0040115579,cover=0
-booster[96]:
-0:[Ecc<18.0513744] yes=1,no=2,missing=1,gain=183.656464,cover=5124388
- 1:[PialArea5<0.87722075] yes=3,no=4,missing=4,gain=177.442749,cover=3974684
- 3:[Ecc<9.61991787] yes=7,no=8,missing=7,gain=298.445862,cover=2484943
- 7:[Pol<141.081833] yes=15,no=16,missing=15,gain=218.312622,cover=1874281
- 15:[Ecc<0.729281187] yes=31,no=32,missing=32,gain=187.973114,cover=1538995
- 31:[Curv5<-0.0708468556] yes=63,no=64,missing=63,gain=63.0485229,cover=65743
- 63:leaf=0.00110585999,cover=0
- 64:leaf=0.0042364262,cover=0
- 32:[Pol<112.874634] yes=65,no=66,missing=66,gain=215.464355,cover=1473252
- 65:leaf=8.1713908e-05,cover=0
- 66:leaf=-0.00127258489,cover=0
- 16:[Curv5<-0.066452302] yes=33,no=34,missing=33,gain=103.908646,cover=335286
- 33:[Area5<0.420677572] yes=67,no=68,missing=67,gain=52.2803726,cover=194098
- 67:leaf=0.00318748853,cover=0
- 68:leaf=0.000234349165,cover=0
- 34:[Sulc0<-0.0172607526] yes=69,no=70,missing=69,gain=98.6083069,cover=141188
- 69:leaf=0.00275250128,cover=0
- 70:leaf=-0.00132375339,cover=0
- 8:[Sulc0<-0.364187956] yes=17,no=18,missing=18,gain=306.343628,cover=610662
- 17:[Sulc0<-0.684786558] yes=35,no=36,missing=35,gain=41.2547989,cover=105683
- 35:[Area5<0.536314785] yes=71,no=72,missing=71,gain=10.6301193,cover=34048
- 71:leaf=-0.000459480478,cover=0
- 72:leaf=-0.00290709571,cover=0
- 36:[Pol<176.117172] yes=73,no=74,missing=74,gain=21.9649773,cover=71635
- 73:leaf=-0.000659992162,cover=0
- 74:leaf=0.00272766571,cover=0
- 18:[PialCurv5<0.0987490341] yes=37,no=38,missing=37,gain=314.127991,cover=504979
- 37:[Pol<120.854889] yes=75,no=76,missing=75,gain=244.957947,cover=213282
- 75:leaf=0.00495137228,cover=0
- 76:leaf=0.00155982468,cover=0
- 38:[Pol<124.172195] yes=77,no=78,missing=77,gain=85.7409439,cover=291697
- 77:leaf=0.00119062839,cover=0
- 78:leaf=-0.0010686717,cover=0
- 4:[Area5<0.794681609] yes=9,no=10,missing=9,gain=281.958252,cover=1489741
- 9:[Sulc0<-0.325671464] yes=19,no=20,missing=20,gain=356.479919,cover=1305925
- 19:[Curv5<-0.0816265643] yes=39,no=40,missing=39,gain=275.106903,cover=1098199
- 39:[Area5<0.610838115] yes=79,no=80,missing=79,gain=162.907669,cover=1006910
- 79:leaf=0.00171989331,cover=0
- 80:leaf=0.000328027731,cover=0
- 40:[PialCurv5<-0.0680129603] yes=81,no=82,missing=81,gain=280.365601,cover=91289
- 81:leaf=0.0128857438,cover=0
- 82:leaf=0.00278031221,cover=0
- 20:[Area5<0.694293797] yes=41,no=42,missing=41,gain=196.757019,cover=207726
- 41:[Ecc<3.80337262] yes=83,no=84,missing=84,gain=95.105896,cover=67707
- 83:leaf=-9.38197554e-05,cover=0
- 84:leaf=0.00608457346,cover=0
- 42:[Ecc<4.53598547] yes=85,no=86,missing=86,gain=104.702148,cover=140019
- 85:leaf=-0.00115453999,cover=0
- 86:leaf=0.00273087434,cover=0
- 10:[PialArea5<1.21550834] yes=21,no=22,missing=21,gain=89.54702,cover=183816
- 21:[Area5<0.894858658] yes=43,no=44,missing=43,gain=79.9406967,cover=101915
- 43:[Curv5<-0.048490826] yes=87,no=88,missing=87,gain=23.258007,cover=90225
- 87:leaf=-0.00175189879,cover=0
- 88:leaf=1.57165905e-05,cover=0
- 44:[Ecc<8.17402458] yes=89,no=90,missing=89,gain=46.6484222,cover=11690
- 89:leaf=-0.00754306838,cover=0
- 90:leaf=-0.000411972025,cover=0
- 22:[Area5<0.987501919] yes=45,no=46,missing=45,gain=28.7161598,cover=81901
- 45:[Curv5<-0.0752395913] yes=91,no=92,missing=92,gain=46.1831322,cover=75429
- 91:leaf=0.00044101986,cover=0
- 92:leaf=0.005663455,cover=0
- 46:[Pol<166.64444] yes=93,no=94,missing=93,gain=9.73513222,cover=6472
- 93:leaf=-0.00317151146,cover=0
- 94:leaf=0.0055582053,cover=0
- 2:[PialArea5<0.301675379] yes=5,no=6,missing=5,gain=127.729698,cover=1149704
- 5:[Area5<0.621834755] yes=11,no=12,missing=11,gain=44.8282471,cover=28047
- 11:[PialArea5<0.245474651] yes=23,no=24,missing=24,gain=13.9298229,cover=7384
- 23:[Area5<0.4695113] yes=47,no=48,missing=47,gain=11.8639307,cover=2469
- 47:[Pol<97.3566132] yes=95,no=96,missing=96,gain=1.89910507,cover=349
- 95:leaf=-0.00399265252,cover=0
- 96:leaf=-0.014378923,cover=0
- 48:[PialCurv5<0.204323933] yes=97,no=98,missing=98,gain=5.60199356,cover=2120
- 97:leaf=0.0106872311,cover=0
- 98:leaf=0.00333913392,cover=0
- 24:[PialCurv5<0.322157294] yes=49,no=50,missing=50,gain=9.55611992,cover=4915
- 49:[Area5<0.483568966] yes=99,no=100,missing=99,gain=5.20003414,cover=2690
- 99:leaf=-0.00865985919,cover=0
- 100:leaf=0.000920455088,cover=0
- 50:[Ecc<20.7119312] yes=101,no=102,missing=102,gain=4.04630089,cover=2225
- 101:leaf=0.00201290916,cover=0
- 102:leaf=-0.00479164394,cover=0
- 12:[PialCurv5<0.336333007] yes=25,no=26,missing=25,gain=26.4959412,cover=20663
- 25:[PialArea5<0.245474651] yes=51,no=52,missing=51,gain=17.4613495,cover=11719
- 51:[LGI5<2.82485151] yes=103,no=104,missing=103,gain=6.67893219,cover=1943
- 103:leaf=-0.000820659101,cover=0
- 104:leaf=0.0111211594,cover=0
- 52:[Curv5<0.147363082] yes=105,no=106,missing=105,gain=14.5193329,cover=9776
- 105:leaf=0.00773108471,cover=0
- 106:leaf=0.00371584273,cover=0
- 26:[PialArea5<0.267248243] yes=53,no=54,missing=53,gain=8.35619736,cover=8944
- 53:[Sulc0<0.703387856] yes=107,no=108,missing=108,gain=9.03754807,cover=3461
- 107:leaf=-0.00636380166,cover=0
- 108:leaf=0.00494220061,cover=0
- 54:[Area5<0.691153347] yes=109,no=110,missing=109,gain=6.43327951,cover=5483
- 109:leaf=-0.000342615822,cover=0
- 110:leaf=0.00310219754,cover=0
- 6:[Pol<5.90224934] yes=13,no=14,missing=13,gain=90.7173386,cover=1121657
- 13:[Curv5<-0.0390223041] yes=27,no=28,missing=27,gain=34.8544922,cover=48608
- 27:[Area5<0.839165807] yes=55,no=56,missing=55,gain=8.84041977,cover=45616
- 55:[PialCurv5<-0.210138425] yes=111,no=112,missing=112,gain=7.94994736,cover=43570
- 111:leaf=0.00638715131,cover=0
- 112:leaf=0.0013745575,cover=0
- 56:[LGI5<2.66988635] yes=113,no=114,missing=113,gain=4.23095322,cover=2046
- 113:leaf=-0.0121811498,cover=0
- 114:leaf=0.00513163116,cover=0
- 28:[PialCurv5<-0.0227819066] yes=57,no=58,missing=58,gain=8.42790222,cover=2992
- 57:[Sulc0<0.143142253] yes=115,no=116,missing=115,gain=3.67329788,cover=456
- 115:leaf=0.0109332521,cover=0
- 116:leaf=0.0216541123,cover=0
- 58:[PialArea5<0.811158121] yes=117,no=118,missing=117,gain=12.0635986,cover=2536
- 117:leaf=0.00959073659,cover=0
- 118:leaf=0.00269014505,cover=0
- 14:[Sulc0<-0.195981219] yes=29,no=30,missing=29,gain=114.482178,cover=1073049
- 29:[PialCurv5<-0.0607835948] yes=59,no=60,missing=59,gain=48.5510559,cover=303981
- 59:[Curv5<-0.0881721899] yes=119,no=120,missing=119,gain=81.4438705,cover=259773
- 119:leaf=-0.000910768926,cover=0
- 120:leaf=0.0068153129,cover=0
- 60:[Pol<44.6807365] yes=121,no=122,missing=121,gain=78.1577682,cover=44208
- 121:leaf=-0.00445025973,cover=0
- 122:leaf=-0.000211136299,cover=0
- 30:[Pol<169.412277] yes=61,no=62,missing=62,gain=137.026093,cover=769068
- 61:[PialCurv5<-0.00763805071] yes=123,no=124,missing=123,gain=86.3677444,cover=751732
- 123:leaf=0.000930115231,cover=0
- 124:leaf=-0.00032493152,cover=0
- 62:[Ecc<38.0136108] yes=125,no=126,missing=125,gain=24.0871124,cover=17336
- 125:leaf=0.0021369555,cover=0
- 126:leaf=0.00595990429,cover=0
-booster[97]:
-0:[PialArea5<1.29873812] yes=1,no=2,missing=1,gain=181.782227,cover=5124388
- 1:[Sulc0<-0.87967056] yes=3,no=4,missing=3,gain=188.929962,cover=4963977
- 3:[Ecc<5.33884621] yes=7,no=8,missing=8,gain=175.596298,cover=444314
- 7:[LGI5<2.45602322] yes=15,no=16,missing=15,gain=43.6765137,cover=287246
- 15:[Pol<60.4070244] yes=31,no=32,missing=31,gain=44.9120827,cover=178686
- 31:[Ecc<2.25101852] yes=63,no=64,missing=63,gain=41.6484451,cover=82132
- 63:leaf=-0.00098229188,cover=0
- 64:leaf=0.00143975753,cover=0
- 32:[Pol<143.237381] yes=65,no=66,missing=65,gain=39.6727753,cover=96554
- 65:leaf=0.00247939373,cover=0
- 66:leaf=0.00044461686,cover=0
- 16:[Pol<28.4081879] yes=33,no=34,missing=33,gain=37.2966652,cover=108560
- 33:[Ecc<1.68457866] yes=67,no=68,missing=68,gain=59.6966209,cover=35521
- 67:leaf=-0.00288172206,cover=0
- 68:leaf=0.00187269878,cover=0
- 34:[Area5<0.494833142] yes=69,no=70,missing=69,gain=34.5116425,cover=73039
- 69:leaf=0.000888699025,cover=0
- 70:leaf=-0.00182139431,cover=0
- 8:[Pol<19.2006226] yes=17,no=18,missing=18,gain=45.3515167,cover=157068
- 17:[PialArea5<0.856611013] yes=35,no=36,missing=35,gain=16.2937622,cover=51195
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=71,gain=6.23698997,cover=11809
- 71:leaf=0.00214630784,cover=0
- 72:leaf=-0.00261987094,cover=0
- 36:[Curv5<-0.125495523] yes=73,no=74,missing=73,gain=16.8346367,cover=39386
- 73:leaf=-0.000324952009,cover=0
- 74:leaf=0.0088721998,cover=0
- 18:[Pol<170.080093] yes=37,no=38,missing=37,gain=28.103241,cover=105873
- 37:[Curv5<-0.292340577] yes=75,no=76,missing=76,gain=23.5072021,cover=74486
- 75:leaf=-0.00115355558,cover=0
- 76:leaf=-0.00345603935,cover=0
- 38:[Area5<0.453641325] yes=77,no=78,missing=78,gain=7.19692993,cover=31387
- 77:leaf=0.0025475584,cover=0
- 78:leaf=-0.0014041441,cover=0
- 4:[Pol<161.595886] yes=9,no=10,missing=9,gain=203.438782,cover=4519663
- 9:[Ecc<0.618862808] yes=19,no=20,missing=20,gain=211.378784,cover=4035992
- 19:[Curv5<-0.115945198] yes=39,no=40,missing=39,gain=36.6408081,cover=87192
- 39:[PialCurv5<-0.0931780562] yes=79,no=80,missing=80,gain=10.7491989,cover=34454
- 79:leaf=0.00079598272,cover=0
- 80:leaf=0.00258160918,cover=0
- 40:[Sulc0<-0.475189745] yes=81,no=82,missing=81,gain=40.5282898,cover=52738
- 81:leaf=0.00476552313,cover=0
- 82:leaf=0.00192508369,cover=0
- 20:[Pol<14.1659222] yes=41,no=42,missing=42,gain=220.410797,cover=3948800
- 41:[LGI5<2.70988083] yes=83,no=84,missing=83,gain=62.7150879,cover=214654
- 83:leaf=0.00341695338,cover=0
- 84:leaf=0.00141529122,cover=0
- 42:[Sulc0<-0.137935251] yes=85,no=86,missing=85,gain=237.047913,cover=3734146
- 85:leaf=-0.000219419351,cover=0
- 86:leaf=0.00058745523,cover=0
- 10:[Curv5<-0.182293281] yes=21,no=22,missing=21,gain=147.417145,cover=483671
- 21:[PialCurv5<-0.105644517] yes=43,no=44,missing=43,gain=43.9414215,cover=157268
- 43:[Area5<0.616426587] yes=87,no=88,missing=88,gain=27.5246639,cover=130037
- 87:leaf=0.00067397597,cover=0
- 88:leaf=-0.000795429049,cover=0
- 44:[Sulc0<-0.481185079] yes=89,no=90,missing=90,gain=21.5588036,cover=27231
- 89:leaf=0.0011222834,cover=0
- 90:leaf=0.00419015577,cover=0
- 22:[Ecc<1.10530448] yes=45,no=46,missing=45,gain=60.946167,cover=326403
- 45:[LGI5<2.22170687] yes=91,no=92,missing=92,gain=19.6561508,cover=49453
- 91:leaf=0.00337293814,cover=0
- 92:leaf=0.000123519902,cover=0
- 46:[LGI5<2.43054438] yes=93,no=94,missing=93,gain=96.1794434,cover=276950
- 93:leaf=0.00507199625,cover=0
- 94:leaf=0.00204940117,cover=0
- 2:[LGI5<2.45281005] yes=5,no=6,missing=5,gain=60.3249512,cover=160411
- 5:[Ecc<4.20590305] yes=11,no=12,missing=11,gain=35.9050293,cover=41531
- 11:[PialArea5<1.57955706] yes=23,no=24,missing=24,gain=26.6486206,cover=35589
- 23:[Curv5<-0.146701202] yes=47,no=48,missing=47,gain=23.1947174,cover=30131
- 47:[Area5<0.635019779] yes=95,no=96,missing=95,gain=18.2011566,cover=23629
- 95:leaf=0.0058264425,cover=0
- 96:leaf=0.0023571949,cover=0
- 48:[PialCurv5<-0.104861222] yes=97,no=98,missing=97,gain=33.7942505,cover=6502
- 97:leaf=0.0183076542,cover=0
- 98:leaf=0.00532928761,cover=0
- 24:[MidArea5<1.21578133] yes=49,no=50,missing=50,gain=9.84581757,cover=5458
- 49:[Area5<0.636136949] yes=99,no=100,missing=99,gain=12.3111763,cover=2583
- 99:leaf=0.0126535445,cover=0
- 100:leaf=0.00370306266,cover=0
- 50:[Area5<0.814937592] yes=101,no=102,missing=101,gain=15.9007416,cover=2875
- 101:leaf=0.0127958311,cover=0
- 102:leaf=0.00527118519,cover=0
- 12:[LGI5<2.2730217] yes=25,no=26,missing=25,gain=6.6268239,cover=5942
- 25:[PialCurv5<-0.0839454681] yes=51,no=52,missing=51,gain=8.26363182,cover=593
- 51:[Pol<70.3717499] yes=103,no=104,missing=103,gain=4.19100761,cover=476
- 103:leaf=5.78940926e-05,cover=0
- 104:leaf=0.0108297383,cover=0
- 52:[MidArea5<1.1557827] yes=105,no=106,missing=106,gain=2.94850016,cover=117
- 105:leaf=-0.000367491302,cover=0
- 106:leaf=-0.0165783949,cover=0
- 26:[PialCurv5<-0.117370568] yes=53,no=54,missing=53,gain=5.80914736,cover=5349
- 53:[Ecc<5.01513863] yes=107,no=108,missing=107,gain=3.41391039,cover=1771
- 107:leaf=0.000885152898,cover=0
- 108:leaf=-0.00406454643,cover=0
- 54:[Pol<40.9012032] yes=109,no=110,missing=109,gain=3.90232897,cover=3578
- 109:leaf=-0.00193633267,cover=0
- 110:leaf=0.00177439919,cover=0
- 6:[Curv5<-0.117843308] yes=13,no=14,missing=13,gain=32.5874176,cover=118880
- 13:[Area5<0.749596059] yes=27,no=28,missing=28,gain=25.9914207,cover=102893
- 27:[Curv5<-0.195883974] yes=55,no=56,missing=55,gain=12.0411911,cover=38671
- 55:[Pol<145.397461] yes=111,no=112,missing=111,gain=14.5722046,cover=20018
- 111:leaf=0.0021489847,cover=0
- 112:leaf=-0.00101503101,cover=0
- 56:[PialCurv5<-0.0923183635] yes=113,no=114,missing=113,gain=21.7758026,cover=18653
- 113:leaf=0.00430907309,cover=0
- 114:leaf=0.000621027721,cover=0
- 28:[PialCurv5<-0.0595124774] yes=57,no=58,missing=57,gain=12.5121841,cover=64222
- 57:[Ecc<17.0169544] yes=115,no=116,missing=115,gain=12.5423803,cover=63514
- 115:leaf=0.000248269003,cover=0
- 116:leaf=0.00227847835,cover=0
- 58:[PialCurv5<-0.0426128618] yes=117,no=118,missing=117,gain=3.41206932,cover=708
- 117:leaf=0.00537766283,cover=0
- 118:leaf=0.0138334157,cover=0
- 14:[PialCurv5<-0.0877386853] yes=29,no=30,missing=29,gain=86.8597183,cover=15987
- 29:[Pol<149.795395] yes=59,no=60,missing=60,gain=23.9679413,cover=2007
- 59:[Ecc<2.97906685] yes=119,no=120,missing=120,gain=14.970356,cover=1422
- 119:leaf=0.0205096435,cover=0
- 120:leaf=0.00737685198,cover=0
- 60:[Sulc0<-0.426983118] yes=121,no=122,missing=121,gain=9.81755066,cover=585
- 121:leaf=0.0245190989,cover=0
- 122:leaf=0.00587430084,cover=0
- 30:[PialCurv5<-0.0704385936] yes=61,no=62,missing=62,gain=11.9050598,cover=13980
- 61:[Curv5<-0.0922861248] yes=123,no=124,missing=123,gain=36.2749176,cover=4152
- 123:leaf=0.00218902971,cover=0
- 124:leaf=0.0139670223,cover=0
- 62:[Sulc0<-0.769821882] yes=125,no=126,missing=125,gain=10.6512737,cover=9828
- 125:leaf=-0.00340501778,cover=0
- 126:leaf=0.00187748077,cover=0
-booster[98]:
-0:[Area5<0.453641325] yes=1,no=2,missing=1,gain=179.494965,cover=5124388
- 1:[PialArea5<0.584843099] yes=3,no=4,missing=4,gain=52.3450012,cover=120099
- 3:[Sulc0<0.779008448] yes=7,no=8,missing=8,gain=28.5205841,cover=12333
- 7:[Curv5<-0.39144522] yes=15,no=16,missing=15,gain=27.86656,cover=11786
- 15:[PialCurv5<-0.137075767] yes=31,no=32,missing=31,gain=15.7030392,cover=2510
- 31:[LGI5<2.22170687] yes=63,no=64,missing=63,gain=4.16259146,cover=2069
- 63:leaf=-0.0190383233,cover=0
- 64:leaf=-0.00274340552,cover=0
- 32:[Pol<29.3809395] yes=65,no=66,missing=65,gain=2.53849792,cover=441
- 65:leaf=-0.0232065003,cover=0
- 66:leaf=-0.0119097503,cover=0
- 16:[PialArea5<0.267248243] yes=33,no=34,missing=34,gain=13.611866,cover=9276
- 33:[Ecc<3.73767829] yes=67,no=68,missing=67,gain=4.12229538,cover=327
- 67:leaf=-0.0169105697,cover=0
- 68:leaf=-0.00497367745,cover=0
- 34:[Pol<40.9012032] yes=69,no=70,missing=70,gain=12.5118313,cover=8949
- 69:leaf=-0.00659835804,cover=0
- 70:leaf=0.00185113901,cover=0
- 8:[Curv5<0.14511615] yes=17,no=18,missing=17,gain=17.2144222,cover=547
- 17:[LGI5<3.04290652] yes=35,no=36,missing=36,gain=5.97971344,cover=229
- 35:[PialCurv5<0.0798129067] yes=71,no=72,missing=71,gain=4.72441292,cover=63
- 71:leaf=0.0138632683,cover=0
- 72:leaf=-0.0169131216,cover=0
- 36:[Curv5<0.067619428] yes=73,no=74,missing=73,gain=2.66884232,cover=166
- 73:leaf=-0.0345964208,cover=0
- 74:leaf=-0.0212172996,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=37,gain=6.5182209,cover=318
- 37:[Ecc<32.0879669] yes=75,no=76,missing=75,gain=1.24443007,cover=304
- 75:leaf=-0.0024829153,cover=0
- 76:leaf=-0.00890665688,cover=0
- 38:leaf=0.0278772712,cover=0
- 4:[Curv5<-0.200394869] yes=9,no=10,missing=10,gain=48.7281494,cover=107766
- 9:[Area5<0.380439579] yes=19,no=20,missing=19,gain=29.2251892,cover=72344
- 19:[PialArea5<1.02926981] yes=39,no=40,missing=40,gain=9.30931854,cover=13988
- 39:[PialCurv5<-0.144106165] yes=77,no=78,missing=78,gain=8.14147949,cover=13897
- 77:leaf=0.00254747435,cover=0
- 78:leaf=0.00498497626,cover=0
- 40:[LGI5<2.38303256] yes=79,no=80,missing=79,gain=1.45868874,cover=91
- 79:leaf=0.027241135,cover=0
- 80:leaf=0.0139329154,cover=0
- 20:[PialArea5<0.793370187] yes=41,no=42,missing=41,gain=21.619381,cover=58356
- 41:[PialCurv5<-0.105644517] yes=81,no=82,missing=81,gain=13.892127,cover=28857
- 81:leaf=9.57986849e-05,cover=0
- 82:leaf=0.00350994174,cover=0
- 42:[PialArea5<0.977763891] yes=83,no=84,missing=83,gain=8.38734436,cover=29499
- 83:leaf=0.0021261361,cover=0
- 84:leaf=0.00484093418,cover=0
- 10:[Area5<0.380439579] yes=21,no=22,missing=21,gain=23.7662354,cover=35422
- 21:[PialArea5<0.798493028] yes=43,no=44,missing=44,gain=3.9143219,cover=3168
- 43:[Curv5<-0.0320370905] yes=85,no=86,missing=85,gain=3.61444092,cover=2729
- 85:leaf=0.00785344653,cover=0
- 86:leaf=-0.00814656448,cover=0
- 44:[Pol<135.419098] yes=87,no=88,missing=88,gain=2.42297935,cover=439
- 87:leaf=0.00929525308,cover=0
- 88:leaf=0.0168387797,cover=0
- 22:[PialArea5<0.914612174] yes=45,no=46,missing=46,gain=21.9026794,cover=32254
- 45:[Sulc0<-0.920149088] yes=89,no=90,missing=89,gain=9.22186279,cover=29908
- 89:leaf=0.00116297102,cover=0
- 90:leaf=0.00378905283,cover=0
- 46:[PialArea5<1.01305103] yes=91,no=92,missing=91,gain=4.39015961,cover=2346
- 91:leaf=0.00706040813,cover=0
- 92:leaf=0.011814042,cover=0
- 2:[PialArea5<1.00558591] yes=5,no=6,missing=6,gain=182.235657,cover=5004289
- 5:[Curv5<-0.0708468556] yes=11,no=12,missing=11,gain=303.950928,cover=3997967
- 11:[Area5<0.696645021] yes=23,no=24,missing=24,gain=373.553375,cover=1474964
- 23:[PialArea5<0.769840837] yes=47,no=48,missing=47,gain=354.993256,cover=1188688
- 47:[Area5<0.567154288] yes=93,no=94,missing=94,gain=107.989761,cover=309707
- 93:leaf=-0.000427665946,cover=0
- 94:leaf=-0.00229593529,cover=0
- 48:[Sulc0<-0.244882882] yes=95,no=96,missing=95,gain=357.729675,cover=878981
- 95:leaf=0.00020450585,cover=0
- 96:leaf=0.00330981589,cover=0
- 24:[Pol<22.2436924] yes=49,no=50,missing=50,gain=108.933838,cover=286276
- 49:[Ecc<4.27275372] yes=97,no=98,missing=97,gain=43.6288719,cover=45338
- 97:leaf=0.0049111871,cover=0
- 98:leaf=-0.000221349459,cover=0
- 50:[Ecc<4.00532722] yes=99,no=100,missing=99,gain=82.4558716,cover=240938
- 99:leaf=-0.00481947185,cover=0
- 100:leaf=-0.00202165823,cover=0
- 12:[PialCurv5<-0.0330938511] yes=25,no=26,missing=25,gain=803.800293,cover=2523003
- 25:[Curv5<-0.0413376503] yes=51,no=52,missing=52,gain=267.884766,cover=136279
- 51:[PialCurv5<-0.0529128574] yes=101,no=102,missing=101,gain=119.353317,cover=82280
- 101:leaf=0.00488522882,cover=0
- 102:leaf=0.00098529167,cover=0
- 52:[MidArea5<0.638313055] yes=103,no=104,missing=104,gain=122.458984,cover=53999
- 103:leaf=0.00333943334,cover=0
- 104:leaf=0.00857696217,cover=0
- 26:[PialCurv5<0.0171581414] yes=53,no=54,missing=53,gain=191.122314,cover=2386724
- 53:[Curv5<-0.00402251538] yes=105,no=106,missing=106,gain=865.655701,cover=363649
- 105:leaf=-0.000152597189,cover=0
- 106:leaf=0.00520569831,cover=0
- 54:[PialArea5<0.588969886] yes=107,no=108,missing=107,gain=295.992004,cover=2023075
- 107:leaf=0.000667068118,cover=0
- 108:leaf=-0.000567808049,cover=0
- 6:[Area5<0.786000133] yes=13,no=14,missing=13,gain=162.327454,cover=1006322
- 13:[Sulc0<-0.389213681] yes=27,no=28,missing=28,gain=123.408386,cover=782236
- 27:[PialArea5<1.31770575] yes=55,no=56,missing=56,gain=117.282654,cover=643803
- 55:[Curv5<-0.0773924068] yes=109,no=110,missing=109,gain=85.2392731,cover=568645
- 109:leaf=0.000670244859,cover=0
- 110:leaf=0.00369481556,cover=0
- 56:[Curv5<-0.117843308] yes=111,no=112,missing=112,gain=62.7543793,cover=75158
- 111:leaf=0.00248182635,cover=0
- 112:leaf=0.00787809025,cover=0
- 28:[Pol<61.2046547] yes=57,no=58,missing=58,gain=143.981659,cover=138433
- 57:[LGI5<2.57675576] yes=113,no=114,missing=114,gain=24.6681137,cover=54257
- 113:leaf=0.00378468516,cover=0
- 114:leaf=0.000315739191,cover=0
- 58:[Ecc<3.80337262] yes=115,no=116,missing=116,gain=82.5569458,cover=84176
- 115:leaf=-0.00139230792,cover=0
- 116:leaf=0.0044411323,cover=0
- 14:[PialArea5<1.23851824] yes=29,no=30,missing=29,gain=62.9691429,cover=224086
- 29:[Area5<0.854415178] yes=59,no=60,missing=59,gain=34.0142555,cover=128453
- 59:[Curv5<-0.0598238073] yes=117,no=118,missing=118,gain=21.8971405,cover=99107
- 117:leaf=-0.000861234148,cover=0
- 118:leaf=0.000943249732,cover=0
- 60:[Ecc<8.06448936] yes=119,no=120,missing=119,gain=41.3260345,cover=29346
- 119:leaf=-0.00471086195,cover=0
- 120:leaf=-0.000879371655,cover=0
- 30:[Pol<44.6807365] yes=61,no=62,missing=62,gain=18.9804916,cover=95633
- 61:[Ecc<14.484726] yes=121,no=122,missing=121,gain=24.1996708,cover=59087
- 121:leaf=-0.000273801415,cover=0
- 122:leaf=0.00227056979,cover=0
- 62:[Area5<0.987501919] yes=123,no=124,missing=123,gain=17.9238892,cover=36546
- 123:leaf=0.00205932045,cover=0
- 124:leaf=-0.0015292071,cover=0
-booster[99]:
-0:[Ecc<21.7409172] yes=1,no=2,missing=1,gain=169.979065,cover=5124388
- 1:[LGI5<3.37729335] yes=3,no=4,missing=3,gain=175.544861,cover=4217664
- 3:[Ecc<9.27846909] yes=7,no=8,missing=7,gain=256.02655,cover=3969866
- 7:[PialArea5<0.849116743] yes=15,no=16,missing=15,gain=280.326477,cover=3005977
- 15:[Pol<138.971481] yes=31,no=32,missing=31,gain=188.383865,cover=1689392
- 31:[Pol<112.359543] yes=63,no=64,missing=64,gain=159.920242,cover=1385471
- 63:leaf=6.09442905e-05,cover=0
- 64:leaf=-0.00114517671,cover=0
- 32:[Curv5<-0.0366821773] yes=65,no=66,missing=65,gain=82.5886536,cover=303921
- 65:leaf=0.000460403884,cover=0
- 66:leaf=0.00215794821,cover=0
- 16:[Area5<0.822840035] yes=33,no=34,missing=33,gain=246.224304,cover=1316585
- 33:[Curv5<-0.0730527416] yes=67,no=68,missing=67,gain=175.919189,cover=1234839
- 67:leaf=0.000882362132,cover=0
- 68:leaf=0.0025760592,cover=0
- 34:[PialArea5<1.15332794] yes=69,no=70,missing=69,gain=98.1554031,cover=81746
- 69:leaf=-0.00399055099,cover=0
- 70:leaf=-0.000391646667,cover=0
- 8:[Sulc0<-0.510775328] yes=17,no=18,missing=18,gain=667.80481,cover=963889
- 17:[Pol<10.3232107] yes=35,no=36,missing=36,gain=98.9091568,cover=219443
- 35:[MidArea5<0.698706985] yes=71,no=72,missing=71,gain=12.599865,cover=28342
- 71:leaf=-0.00112268631,cover=0
- 72:leaf=0.00207163231,cover=0
- 36:[Pol<44.6807365] yes=73,no=74,missing=73,gain=53.2835693,cover=191101
- 73:leaf=-0.0024253286,cover=0
- 74:leaf=-0.00074490899,cover=0
- 18:[PialCurv5<0.171042696] yes=37,no=38,missing=37,gain=328.836792,cover=744446
- 37:[Sulc0<-0.15955846] yes=75,no=76,missing=75,gain=195.190186,cover=527212
- 75:leaf=0.00152136141,cover=0
- 76:leaf=0.00349619682,cover=0
- 38:[PialArea5<0.370812863] yes=77,no=78,missing=77,gain=64.8276062,cover=217234
- 77:leaf=0.00172827789,cover=0
- 78:leaf=-0.000150584048,cover=0
- 4:[Area5<0.617766261] yes=9,no=10,missing=9,gain=61.2911453,cover=247798
- 9:[Sulc0<-0.63852036] yes=19,no=20,missing=20,gain=27.4038906,cover=42078
- 19:[PialArea5<0.730471373] yes=39,no=40,missing=40,gain=9.49350262,cover=14901
- 39:[Area5<0.557224929] yes=79,no=80,missing=79,gain=3.51907635,cover=2257
- 79:leaf=-0.00203162897,cover=0
- 80:leaf=-0.00603479659,cover=0
- 40:[Ecc<5.85121489] yes=81,no=82,missing=82,gain=9.58356762,cover=12644
- 81:leaf=-0.0171241891,cover=0
- 82:leaf=-7.80979608e-05,cover=0
- 20:[Pol<86.7064972] yes=41,no=42,missing=41,gain=56.1682091,cover=27177
- 41:[Ecc<14.694541] yes=83,no=84,missing=84,gain=40.5989609,cover=12293
- 83:leaf=0.000594929035,cover=0
- 84:leaf=0.00658973772,cover=0
- 42:[PialArea5<0.640100121] yes=85,no=86,missing=85,gain=28.3646069,cover=14884
- 85:leaf=-0.00226908061,cover=0
- 86:leaf=0.00209663017,cover=0
- 10:[LGI5<3.94193578] yes=21,no=22,missing=21,gain=66.1264954,cover=205720
- 21:[Pol<121.397697] yes=43,no=44,missing=43,gain=32.4393616,cover=198736
- 43:[Sulc0<-0.217071146] yes=87,no=88,missing=88,gain=64.0882034,cover=122553
- 87:leaf=-0.00173646852,cover=0
- 88:leaf=0.000572394871,cover=0
- 44:[Ecc<16.5318356] yes=89,no=90,missing=89,gain=67.3251877,cover=76183
- 89:leaf=-0.000375970412,cover=0
- 90:leaf=-0.00336033921,cover=0
- 22:[Ecc<16.7734241] yes=45,no=46,missing=45,gain=9.58938599,cover=6984
- 45:[Sulc0<0.517823458] yes=91,no=92,missing=91,gain=7.50679207,cover=3187
- 91:leaf=-0.00523625035,cover=0
- 92:leaf=0.000399872282,cover=0
- 46:[Pol<153.554306] yes=93,no=94,missing=93,gain=8.12095642,cover=3797
- 93:leaf=-0.00873887818,cover=0
- 94:leaf=-0.00298016192,cover=0
- 2:[PialArea5<0.331288606] yes=5,no=6,missing=5,gain=100.757919,cover=906724
- 5:[PialCurv5<0.309146255] yes=11,no=12,missing=11,gain=53.1888046,cover=40697
- 11:[Area5<0.687926829] yes=23,no=24,missing=23,gain=26.8422852,cover=19114
- 23:[PialArea5<0.267248243] yes=47,no=48,missing=47,gain=20.7750587,cover=12950
- 47:[Area5<0.483568966] yes=95,no=96,missing=96,gain=8.34115982,cover=3107
- 95:leaf=-0.00442809379,cover=0
- 96:leaf=0.00703812484,cover=0
- 48:[Curv5<0.141257599] yes=97,no=98,missing=97,gain=24.0267372,cover=9843
- 97:leaf=0.00489307987,cover=0
- 98:leaf=-0.000198596143,cover=0
- 24:[PialArea5<0.267248243] yes=49,no=50,missing=49,gain=10.4711456,cover=6164
- 49:[Ecc<32.6813126] yes=99,no=100,missing=100,gain=3.03495407,cover=936
- 99:leaf=0.0156009151,cover=0
- 100:leaf=0.0095996242,cover=0
- 50:[Curv5<0.147363082] yes=101,no=102,missing=101,gain=7.77420807,cover=5228
- 101:leaf=0.00821688958,cover=0
- 102:leaf=0.00431821356,cover=0
- 12:[Area5<0.67996794] yes=25,no=26,missing=25,gain=33.7319412,cover=21583
- 25:[PialArea5<0.245474651] yes=51,no=52,missing=52,gain=18.2550278,cover=12094
- 51:[Curv5<0.266060919] yes=103,no=104,missing=103,gain=5.97935104,cover=2385
- 103:leaf=0.00427117757,cover=0
- 104:leaf=-0.00127945968,cover=0
- 52:[Area5<0.631603718] yes=105,no=106,missing=105,gain=13.2495499,cover=9709
- 105:leaf=-0.00440893276,cover=0
- 106:leaf=-0.000651169277,cover=0
- 26:[PialArea5<0.245474651] yes=53,no=54,missing=53,gain=7.51067162,cover=9489
- 53:[Curv5<0.266060919] yes=107,no=108,missing=107,gain=6.14484978,cover=844
- 107:leaf=0.00911059137,cover=0
- 108:leaf=-0.00254546991,cover=0
- 54:[Area5<0.760524631] yes=109,no=110,missing=109,gain=7.08478355,cover=8645
- 109:leaf=0.00172919908,cover=0
- 110:leaf=0.00579296891,cover=0
- 6:[Area5<0.987501919] yes=13,no=14,missing=14,gain=67.537468,cover=866027
- 13:[Pol<12.2267933] yes=27,no=28,missing=27,gain=65.2229004,cover=861347
- 27:[Sulc0<0.0931760818] yes=55,no=56,missing=56,gain=42.5255127,cover=75345
- 55:[Pol<3.6072247] yes=111,no=112,missing=111,gain=15.5547218,cover=68195
- 111:leaf=0.00167790358,cover=0
- 112:leaf=0.000104901803,cover=0
- 56:[PialCurv5<-0.0297427773] yes=113,no=114,missing=113,gain=21.2685204,cover=7150
- 113:leaf=0.00889460091,cover=0
- 114:leaf=0.00294051762,cover=0
- 28:[Sulc0<0.29007864] yes=57,no=58,missing=58,gain=83.7275238,cover=786002
- 57:[PialCurv5<-0.0209923834] yes=115,no=116,missing=115,gain=108.400299,cover=420631
- 115:leaf=-0.000441226555,cover=0
- 116:leaf=-0.00219534617,cover=0
- 58:[Pol<125.308708] yes=117,no=118,missing=118,gain=253.179382,cover=365371
- 117:leaf=-0.000522857707,cover=0
- 118:leaf=0.0029925087,cover=0
- 14:[Curv5<0.0798443258] yes=29,no=30,missing=30,gain=28.3861961,cover=4680
- 29:[Ecc<28.7730255] yes=59,no=60,missing=59,gain=5.02503967,cover=2627
- 59:[Sulc0<0.56283927] yes=119,no=120,missing=119,gain=4.44330692,cover=1181
- 119:leaf=0.00362249254,cover=0
- 120:leaf=0.0138582783,cover=0
- 60:[Pol<161.595886] yes=121,no=122,missing=121,gain=2.9720118,cover=1446
- 121:leaf=0.00101058639,cover=0
- 122:leaf=-0.00651255995,cover=0
- 30:[Ecc<32.6813126] yes=61,no=62,missing=61,gain=11.06987,cover=2053
- 61:[MidArea5<1.21578133] yes=123,no=124,missing=124,gain=6.02867508,cover=681
- 123:leaf=0.0140084689,cover=0
- 124:leaf=0.0330899209,cover=0
- 62:[LGI5<3.94193578] yes=125,no=126,missing=125,gain=7.16762924,cover=1372
- 125:leaf=0.00659377268,cover=0
- 126:leaf=0.0223195553,cover=0
-booster[100]:
-0:[LGI5<2.29656005] yes=1,no=2,missing=1,gain=169.608551,cover=5124388
- 1:[Ecc<3.41847086] yes=3,no=4,missing=3,gain=96.1795044,cover=323043
- 3:[Sulc0<-0.210027173] yes=7,no=8,missing=7,gain=48.8738708,cover=235123
- 7:[Area5<0.864337862] yes=15,no=16,missing=15,gain=39.0348511,cover=201585
- 15:[Sulc0<-1.01050735] yes=31,no=32,missing=32,gain=40.4723816,cover=199621
- 31:[PialArea5<1.04617453] yes=63,no=64,missing=63,gain=18.0278091,cover=31006
- 63:leaf=-0.000316118298,cover=0
- 64:leaf=0.00211714348,cover=0
- 32:[LGI5<2.23211861] yes=65,no=66,missing=65,gain=30.4152527,cover=168615
- 65:leaf=0.00345787848,cover=0
- 66:leaf=0.00210549845,cover=0
- 16:[Pol<99.5532455] yes=33,no=34,missing=33,gain=8.14917946,cover=1964
- 33:[PialArea5<1.57955706] yes=67,no=68,missing=68,gain=3.42433572,cover=931
- 67:leaf=-0.00217087707,cover=0
- 68:leaf=0.00910967868,cover=0
- 34:[MidArea5<0.975851595] yes=69,no=70,missing=69,gain=3.58910751,cover=1033
- 69:leaf=-0.0102529107,cover=0
- 70:leaf=-0.00426989282,cover=0
- 8:[Pol<104.38549] yes=17,no=18,missing=17,gain=19.6995926,cover=33538
- 17:[PialCurv5<-0.0154925911] yes=35,no=36,missing=35,gain=4.81367302,cover=17561
- 35:[Area5<0.65839982] yes=71,no=72,missing=71,gain=8.98791599,cover=677
- 71:leaf=-6.83613689e-05,cover=0
- 72:leaf=0.0114483433,cover=0
- 36:[MidArea5<0.669281006] yes=73,no=74,missing=73,gain=6.23831654,cover=16884
- 73:leaf=0.00175097736,cover=0
- 74:leaf=-0.000612319389,cover=0
- 18:[MidArea5<0.580365539] yes=37,no=38,missing=37,gain=12.7438021,cover=15977
- 37:[Curv5<0.266060919] yes=75,no=76,missing=75,gain=5.88419247,cover=7063
- 75:leaf=0.000964138017,cover=0
- 76:leaf=-0.00487865601,cover=0
- 38:[Area5<0.924216449] yes=77,no=78,missing=78,gain=4.39798546,cover=8914
- 77:leaf=-0.00210563373,cover=0
- 78:leaf=-0.0102509847,cover=0
- 4:[Ecc<6.03867722] yes=9,no=10,missing=9,gain=29.9464703,cover=87920
- 9:[Sulc0<-0.101085678] yes=19,no=20,missing=19,gain=16.8740311,cover=64635
- 19:[Pol<146.122681] yes=39,no=40,missing=39,gain=34.5833549,cover=40799
- 39:[Pol<93.9093552] yes=79,no=80,missing=79,gain=29.6181145,cover=27911
- 79:leaf=0.000371575414,cover=0
- 80:leaf=-0.0029537552,cover=0
- 40:[PialArea5<1.15332794] yes=81,no=82,missing=81,gain=19.9526958,cover=12888
- 81:leaf=0.0015477686,cover=0
- 82:leaf=0.00835144892,cover=0
- 20:[Curv5<0.199476883] yes=41,no=42,missing=41,gain=14.4900284,cover=23836
- 41:[PialCurv5<0.0616685152] yes=83,no=84,missing=83,gain=8.20184708,cover=18487
- 83:leaf=0.00472503854,cover=0
- 84:leaf=0.00189870712,cover=0
- 42:[PialArea5<0.245474651] yes=85,no=86,missing=85,gain=5.32717228,cover=5349
- 85:leaf=0.00528927986,cover=0
- 86:leaf=-0.00100862968,cover=0
- 10:[Pol<78.2110443] yes=21,no=22,missing=21,gain=13.1046257,cover=23285
- 21:[LGI5<2.19753051] yes=43,no=44,missing=43,gain=2.87535667,cover=2129
- 43:[Sulc0<0.143142253] yes=87,no=88,missing=87,gain=1.05982018,cover=438
- 87:leaf=-0.00983405393,cover=0
- 88:leaf=-0.00294731581,cover=0
- 44:[Pol<6.72755051] yes=89,no=90,missing=90,gain=2.23513031,cover=1691
- 89:leaf=0.0047267261,cover=0
- 90:leaf=-0.00460687606,cover=0
- 22:[Sulc0<-0.258417875] yes=45,no=46,missing=45,gain=10.944912,cover=21156
- 45:[PialArea5<0.683221579] yes=91,no=92,missing=92,gain=19.2927818,cover=9897
- 91:leaf=-0.00878352951,cover=0
- 92:leaf=-0.00152868801,cover=0
- 46:[PialCurv5<0.107261039] yes=93,no=94,missing=93,gain=11.3216877,cover=11259
- 93:leaf=0.00177821459,cover=0
- 94:leaf=-0.00141322415,cover=0
- 2:[Pol<7.58674097] yes=5,no=6,missing=6,gain=155.761169,cover=4801345
- 5:[Ecc<1.3629595] yes=11,no=12,missing=11,gain=48.1489105,cover=175082
- 11:[PialArea5<1.17753279] yes=23,no=24,missing=23,gain=3.80108738,cover=6638
- 23:[Ecc<0.513775289] yes=47,no=48,missing=48,gain=1.79762459,cover=5355
- 47:[Curv5<-0.106344692] yes=95,no=96,missing=95,gain=2.94333911,cover=784
- 95:leaf=-0.00193585351,cover=0
- 96:leaf=0.00720764836,cover=0
- 48:[Ecc<1.15906882] yes=97,no=98,missing=97,gain=1.84593201,cover=4571
- 97:leaf=-0.00396850053,cover=0
- 98:leaf=-0.00170833513,cover=0
- 24:[Curv5<-0.172863677] yes=49,no=50,missing=49,gain=3.58431053,cover=1283
- 49:[Area5<0.66824472] yes=99,no=100,missing=99,gain=2.26237559,cover=1023
- 99:leaf=0.00104268058,cover=0
- 100:leaf=-0.00365645555,cover=0
- 50:[Sulc0<-0.609302223] yes=101,no=102,missing=101,gain=3.55346894,cover=260
- 101:leaf=0.00763029233,cover=0
- 102:leaf=-0.00911658909,cover=0
- 12:[Ecc<5.08081961] yes=25,no=26,missing=25,gain=49.4093018,cover=168444
- 25:[Curv5<-0.151772231] yes=51,no=52,missing=52,gain=66.3733368,cover=33999
- 51:[MidArea5<0.922174513] yes=103,no=104,missing=103,gain=5.22195053,cover=24223
- 103:leaf=0.00287910458,cover=0
- 104:leaf=0.00139273482,cover=0
- 52:[Curv5<-0.048490826] yes=105,no=106,missing=106,gain=19.4059448,cover=9776
- 105:leaf=0.00582886441,cover=0
- 106:leaf=0.0109450165,cover=0
- 26:[MidArea5<0.675531864] yes=53,no=54,missing=53,gain=31.0097504,cover=134445
- 53:[Area5<0.677535415] yes=107,no=108,missing=107,gain=26.2857876,cover=15379
- 107:leaf=-0.00171404914,cover=0
- 108:leaf=0.00321514532,cover=0
- 54:[Curv5<-0.166574284] yes=109,no=110,missing=110,gain=19.5579071,cover=119066
- 109:leaf=0.00121990684,cover=0
- 110:leaf=0.00250935252,cover=0
- 6:[Sulc0<-0.720188618] yes=13,no=14,missing=13,gain=165.839355,cover=4626263
- 13:[Ecc<5.14592695] yes=27,no=28,missing=28,gain=354.253662,cover=789352
- 27:[Curv5<-0.156904668] yes=55,no=56,missing=56,gain=96.8722229,cover=443591
- 55:[LGI5<2.51288176] yes=111,no=112,missing=111,gain=57.216053,cover=350118
- 111:leaf=0.000625609828,cover=0
- 112:leaf=-0.000718491152,cover=0
- 56:[PialCurv5<-0.111109555] yes=113,no=114,missing=113,gain=59.0412598,cover=93473
- 113:leaf=0.00650078058,cover=0
- 114:leaf=0.00162419677,cover=0
- 28:[PialArea5<1.06442153] yes=57,no=58,missing=57,gain=78.5657959,cover=345761
- 57:[Pol<167.338547] yes=115,no=116,missing=115,gain=61.1242065,cover=230106
- 115:leaf=-0.00258560921,cover=0
- 116:leaf=-0.00068044744,cover=0
- 58:[PialArea5<1.29873812] yes=117,no=118,missing=117,gain=23.7855892,cover=115655
- 117:leaf=-0.000930987298,cover=0
- 118:leaf=0.000749646919,cover=0
- 14:[Pol<146.864227] yes=29,no=30,missing=29,gain=259.544983,cover=3836911
- 29:[Ecc<3.54469991] yes=59,no=60,missing=59,gain=259.954834,cover=3176735
- 59:[Pol<55.3432045] yes=119,no=120,missing=120,gain=259.961517,cover=484014
- 119:leaf=0.00207318761,cover=0
- 120:leaf=-0.00130992883,cover=0
- 60:[Pol<47.409153] yes=121,no=122,missing=121,gain=252.34848,cover=2692721
- 121:leaf=-0.000739265641,cover=0
- 122:leaf=0.000612122356,cover=0
- 30:[Ecc<16.2597466] yes=61,no=62,missing=61,gain=221.969208,cover=660176
- 61:[PialCurv5<0.0308136549] yes=123,no=124,missing=124,gain=84.7633057,cover=431839
- 123:leaf=0.00234158314,cover=0
- 124:leaf=0.000643346459,cover=0
- 62:[Ecc<38.0136108] yes=125,no=126,missing=125,gain=165.73996,cover=228337
- 125:leaf=-0.00065367535,cover=0
- 126:leaf=0.00264268182,cover=0
-booster[101]:
-0:[Area5<0.462054074] yes=1,no=2,missing=2,gain=162.599976,cover=5124388
- 1:[PialArea5<0.584843099] yes=3,no=4,missing=4,gain=50.6489716,cover=140394
- 3:[Sulc0<0.703387856] yes=7,no=8,missing=8,gain=26.7857113,cover=14224
- 7:[Curv5<-0.282992184] yes=15,no=16,missing=15,gain=24.9957008,cover=13476
- 15:[PialCurv5<-0.137075767] yes=31,no=32,missing=31,gain=11.1444836,cover=4398
- 31:[Ecc<8.41855335] yes=63,no=64,missing=63,gain=8.02846718,cover=3501
- 63:leaf=2.49228506e-05,cover=0
- 64:leaf=-0.00480313599,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=65,gain=7.66166687,cover=897
- 65:leaf=-0.0126638561,cover=0
- 66:leaf=-0.00339813717,cover=0
- 16:[PialArea5<0.267248243] yes=33,no=34,missing=33,gain=11.9303226,cover=9078
- 33:[Ecc<3.94116735] yes=67,no=68,missing=67,gain=4.25351334,cover=324
- 67:leaf=-0.0152239604,cover=0
- 68:leaf=-0.00350796618,cover=0
- 34:[Pol<41.8258972] yes=69,no=70,missing=69,gain=7.01177788,cover=8754
- 69:leaf=-0.00608594343,cover=0
- 70:leaf=0.00184786122,cover=0
- 8:[PialArea5<0.267248243] yes=17,no=18,missing=18,gain=12.6218071,cover=748
- 17:[LGI5<3.4634192] yes=35,no=36,missing=35,gain=8.16239262,cover=450
- 35:[Pol<71.0996552] yes=71,no=72,missing=72,gain=3.45392513,cover=427
- 71:leaf=0.00600208947,cover=0
- 72:leaf=-0.00789114088,cover=0
- 36:[Ecc<35.195137] yes=73,no=74,missing=73,gain=0.541639805,cover=23
- 73:leaf=0.0253453087,cover=0
- 74:leaf=-0.00674296031,cover=0
- 18:[Sulc0<0.779008448] yes=37,no=38,missing=38,gain=5.23286819,cover=298
- 37:[Curv5<0.0235087723] yes=75,no=76,missing=75,gain=1.62464881,cover=45
- 75:leaf=0.00553365145,cover=0
- 76:leaf=-0.0134198815,cover=0
- 38:[PialCurv5<0.0331302322] yes=77,no=78,missing=77,gain=3.78409195,cover=253
- 77:leaf=-0.0302913226,cover=0
- 78:leaf=-0.0166247506,cover=0
- 4:[Curv5<-0.200394869] yes=9,no=10,missing=9,gain=47.5357971,cover=126170
- 9:[Area5<0.380439579] yes=19,no=20,missing=19,gain=29.7574997,cover=83149
- 19:[PialArea5<1.02926981] yes=39,no=40,missing=40,gain=8.40052032,cover=13988
- 39:[Ecc<1.46579576] yes=79,no=80,missing=79,gain=8.04314423,cover=13897
- 79:leaf=0.00203441898,cover=0
- 80:leaf=0.00455961842,cover=0
- 40:[LGI5<2.38303256] yes=81,no=82,missing=81,gain=1.31201267,cover=91
- 81:leaf=0.0258340277,cover=0
- 82:leaf=0.013212705,cover=0
- 20:[PialArea5<0.801087916] yes=41,no=42,missing=41,gain=22.3127403,cover=69161
- 41:[Pol<33.3267784] yes=83,no=84,missing=83,gain=14.7000065,cover=35491
- 83:leaf=-0.00216415362,cover=0
- 84:leaf=0.000784126518,cover=0
- 42:[Sulc0<-1.01050735] yes=85,no=86,missing=86,gain=8.57144928,cover=33670
- 85:leaf=0.000944766682,cover=0
- 86:leaf=0.00269144401,cover=0
- 10:[Area5<0.380439579] yes=21,no=22,missing=21,gain=23.717041,cover=43021
- 21:[PialArea5<0.824056447] yes=43,no=44,missing=44,gain=3.49929047,cover=3168
- 43:[Curv5<-0.0320370905] yes=87,no=88,missing=87,gain=3.36277771,cover=2856
- 87:leaf=0.00752521027,cover=0
- 88:leaf=-0.00790259708,cover=0
- 44:[Pol<133.406311] yes=89,no=90,missing=90,gain=1.76851273,cover=312
- 89:leaf=0.0094522126,cover=0
- 90:leaf=0.0171421897,cover=0
- 22:[PialArea5<0.864470184] yes=45,no=46,missing=45,gain=20.2041168,cover=39853
- 45:[PialCurv5<-0.0990834236] yes=91,no=92,missing=91,gain=9.43103027,cover=33890
- 91:leaf=0.00199895143,cover=0
- 92:leaf=0.00367566687,cover=0
- 46:[PialArea5<1.03340518] yes=93,no=94,missing=93,gain=6.8830719,cover=5963
- 93:leaf=0.00545987673,cover=0
- 94:leaf=0.0107693328,cover=0
- 2:[PialArea5<0.946096778] yes=5,no=6,missing=6,gain=167.519012,cover=4983994
- 5:[Curv5<-0.048490826] yes=11,no=12,missing=11,gain=329.501038,cover=3620529
- 11:[Area5<0.67996794] yes=23,no=24,missing=23,gain=407.958801,cover=1308276
- 23:[PialArea5<0.715215623] yes=47,no=48,missing=47,gain=308.627106,cover=995342
- 47:[Area5<0.545738399] yes=95,no=96,missing=95,gain=59.7241669,cover=186919
- 95:leaf=-0.000665076892,cover=0
- 96:leaf=-0.00251057022,cover=0
- 48:[Sulc0<-0.217071146] yes=97,no=98,missing=97,gain=310.46402,cover=808423
- 97:leaf=5.11365542e-05,cover=0
- 98:leaf=0.0029247487,cover=0
- 24:[Pol<26.4235344] yes=49,no=50,missing=49,gain=126.933105,cover=312934
- 49:[Ecc<4.27275372] yes=99,no=100,missing=100,gain=46.2357368,cover=46727
- 99:leaf=0.00478357868,cover=0
- 100:leaf=-0.000210078812,cover=0
- 50:[Pol<152.827332] yes=101,no=102,missing=101,gain=114.690247,cover=266207
- 101:leaf=-0.00306612696,cover=0
- 102:leaf=-0.000646809174,cover=0
- 12:[PialCurv5<-0.00171623251] yes=25,no=26,missing=25,gain=962.460693,cover=2312253
- 25:[Curv5<-0.0133169871] yes=51,no=52,missing=51,gain=361.062622,cover=205070
- 51:[PialCurv5<-0.0227819066] yes=103,no=104,missing=104,gain=198.696701,cover=125132
- 103:leaf=0.00403988129,cover=0
- 104:leaf=5.33665007e-05,cover=0
- 52:[Pol<80.2322083] yes=105,no=106,missing=105,gain=88.8366699,cover=79938
- 105:leaf=0.00850150269,cover=0
- 106:leaf=0.00508008478,cover=0
- 26:[PialArea5<0.693130434] yes=53,no=54,missing=53,gain=253.188019,cover=2107183
- 53:[PialCurv5<0.0932018384] yes=107,no=108,missing=107,gain=395.029663,cover=1606013
- 107:leaf=0.0021052931,cover=0
- 108:leaf=0.000116563089,cover=0
- 54:[Area5<0.669950843] yes=109,no=110,missing=110,gain=162.554382,cover=501170
- 109:leaf=0.00154949294,cover=0
- 110:leaf=-0.00113471178,cover=0
- 6:[Area5<0.765896857] yes=13,no=14,missing=13,gain=214.879791,cover=1363465
- 13:[Sulc0<-0.265099555] yes=27,no=28,missing=28,gain=207.77356,cover=1011507
- 27:[Curv5<-0.0752395913] yes=55,no=56,missing=56,gain=119.567352,cover=884026
- 55:[PialArea5<1.25128293] yes=111,no=112,missing=112,gain=110.768906,cover=836065
- 111:leaf=0.000536372885,cover=0
- 112:leaf=0.00223063747,cover=0
- 56:[PialCurv5<-0.058241725] yes=113,no=114,missing=113,gain=190.840179,cover=47961
- 113:leaf=0.0113591533,cover=0
- 114:leaf=0.00209015259,cover=0
- 28:[Pol<53.6550331] yes=57,no=58,missing=58,gain=129.026215,cover=127481
- 57:[LGI5<3.11198854] yes=115,no=116,missing=115,gain=21.5850353,cover=35721
- 115:leaf=-0.00043424312,cover=0
- 116:leaf=0.0021092,cover=0
- 58:[Ecc<4.07113361] yes=117,no=118,missing=118,gain=50.6693115,cover=91760
- 117:leaf=-0.000745155965,cover=0
- 118:leaf=0.00434054481,cover=0
- 14:[PialArea5<1.07926941] yes=29,no=30,missing=29,gain=97.6780853,cover=351958
- 29:[Curv5<-0.0390223041] yes=59,no=60,missing=59,gain=35.867691,cover=116986
- 59:[Pol<24.282547] yes=119,no=120,missing=119,gain=29.397995,cover=81790
- 119:leaf=-0.000145681013,cover=0
- 120:leaf=-0.0024963466,cover=0
- 60:[PialCurv5<-0.0209923834] yes=121,no=122,missing=121,gain=72.3158035,cover=35196
- 121:leaf=0.00655602524,cover=0
- 122:leaf=-0.000877815881,cover=0
- 30:[PialArea5<1.39628088] yes=61,no=62,missing=61,gain=34.7172852,cover=234972
- 61:[Sulc0<-0.481185079] yes=123,no=124,missing=124,gain=42.5003738,cover=190948
- 123:leaf=-0.000559770211,cover=0
- 124:leaf=0.000970638997,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=16.5603065,cover=44024
- 125:leaf=0.00197133748,cover=0
- 126:leaf=-0.000889111601,cover=0
-booster[102]:
-0:[PialCurv5<0.329096764] yes=1,no=2,missing=1,gain=157.923584,cover=5124388
- 1:[PialArea5<0.360595763] yes=3,no=4,missing=3,gain=284.583954,cover=4881408
- 3:[Curv5<0.164550796] yes=7,no=8,missing=7,gain=112.44928,cover=162720
- 7:[Area5<0.701312602] yes=15,no=16,missing=16,gain=44.9371948,cover=86821
- 15:[PialArea5<0.281252682] yes=31,no=32,missing=32,gain=36.6351013,cover=62670
- 31:[Area5<0.4695113] yes=63,no=64,missing=63,gain=26.095192,cover=8669
- 63:leaf=-0.0101082362,cover=0
- 64:leaf=0.00648280839,cover=0
- 32:[Pol<116.093399] yes=65,no=66,missing=65,gain=28.1349487,cover=54001
- 65:leaf=0.0020928022,cover=0
- 66:leaf=0.00560012367,cover=0
- 16:[PialCurv5<0.104427323] yes=33,no=34,missing=33,gain=19.9306946,cover=24151
- 33:[Pol<117.668175] yes=67,no=68,missing=68,gain=6.32205963,cover=1308
- 67:leaf=0.010276854,cover=0
- 68:leaf=0.0212310646,cover=0
- 34:[PialArea5<0.301675379] yes=69,no=70,missing=69,gain=14.366684,cover=22843
- 69:leaf=0.00804111641,cover=0
- 70:leaf=0.00464122975,cover=0
- 8:[PialArea5<0.245474651] yes=17,no=18,missing=17,gain=53.3899078,cover=75899
- 17:[Sulc0<0.423605621] yes=35,no=36,missing=35,gain=9.22399902,cover=6100
- 35:[Curv5<0.266060919] yes=71,no=72,missing=71,gain=3.62179184,cover=574
- 71:leaf=0.013158855,cover=0
- 72:leaf=0.00154860306,cover=0
- 36:[LGI5<2.92895722] yes=73,no=74,missing=73,gain=13.6901131,cover=5526
- 73:leaf=0.00273965276,cover=0
- 74:leaf=0.00775944209,cover=0
- 18:[Area5<0.620557249] yes=37,no=38,missing=37,gain=45.260376,cover=69799
- 37:[Sulc0<0.235979095] yes=75,no=76,missing=75,gain=14.7299509,cover=21431
- 75:leaf=0.00132845098,cover=0
- 76:leaf=-0.00190434325,cover=0
- 38:[Sulc0<0.101211272] yes=77,no=78,missing=77,gain=32.6364326,cover=48368
- 77:leaf=0.00842240173,cover=0
- 78:leaf=0.00128178881,cover=0
- 4:[Ecc<21.3640327] yes=9,no=10,missing=9,gain=171.498779,cover=4718688
- 9:[Area5<0.44435063] yes=19,no=20,missing=20,gain=152.509613,cover=3879065
- 19:[Curv5<-0.207981065] yes=39,no=40,missing=40,gain=40.1605377,cover=96238
- 39:[Area5<0.380439579] yes=79,no=80,missing=79,gain=21.2228699,cover=60672
- 79:leaf=0.00330682844,cover=0
- 80:leaf=0.00113827514,cover=0
- 40:[PialArea5<0.914612174] yes=81,no=82,missing=82,gain=21.566391,cover=35566
- 81:leaf=0.00347694638,cover=0
- 82:leaf=0.00863607693,cover=0
- 20:[Sulc0<-0.87967056] yes=41,no=42,missing=41,gain=163.353271,cover=3782827
- 41:[Ecc<5.14592695] yes=83,no=84,missing=83,gain=151.875916,cover=442180
- 83:leaf=0.000182683172,cover=0
- 84:leaf=-0.00179307722,cover=0
- 42:[PialArea5<0.869586051] yes=85,no=86,missing=86,gain=208.887054,cover=3340647
- 85:leaf=0.000254807819,cover=0
- 86:leaf=0.00107231399,cover=0
- 10:[Sulc0<0.392869562] yes=21,no=22,missing=21,gain=65.5268326,cover=839623
- 21:[Ecc<41.2560654] yes=43,no=44,missing=44,gain=122.715294,cover=567765
- 43:[PialArea5<0.981038809] yes=87,no=88,missing=87,gain=74.383255,cover=481124
- 87:leaf=-0.00132053089,cover=0
- 88:leaf=3.86541324e-05,cover=0
- 44:[PialCurv5<-0.00569582684] yes=89,no=90,missing=89,gain=62.9783058,cover=86641
- 89:leaf=0.00184026256,cover=0
- 90:leaf=-0.00142513972,cover=0
- 22:[Pol<119.777687] yes=45,no=46,missing=45,gain=224.721527,cover=271858
- 45:[PialCurv5<0.0591915138] yes=91,no=92,missing=91,gain=117.803459,cover=215181
- 91:leaf=0.00239840988,cover=0
- 92:leaf=-0.000886824913,cover=0
- 46:[Sulc0<0.649594426] yes=93,no=94,missing=93,gain=45.056076,cover=56677
- 93:leaf=0.00211035507,cover=0
- 94:leaf=0.00506900856,cover=0
- 2:[PialArea5<0.281252682] yes=5,no=6,missing=6,gain=57.7847366,cover=242980
- 5:[Area5<0.64983958] yes=11,no=12,missing=11,gain=26.0661049,cover=31630
- 11:[Sulc0<-0.0862998366] yes=23,no=24,missing=24,gain=12.673316,cover=19298
- 23:[Pol<80.8913651] yes=47,no=48,missing=48,gain=6.7949028,cover=274
- 47:[Pol<15.1533136] yes=95,no=96,missing=95,gain=0.104959488,cover=36
- 95:leaf=0.00620564539,cover=0
- 96:leaf=0.0310887937,cover=0
- 48:[Area5<0.380439579] yes=97,no=98,missing=97,gain=3.26499939,cover=238
- 97:leaf=-0.0192487072,cover=0
- 98:leaf=0.00873345044,cover=0
- 24:[Curv5<0.266060919] yes=49,no=50,missing=49,gain=8.58268738,cover=19024
- 49:[Sulc0<0.354630351] yes=99,no=100,missing=100,gain=9.43453789,cover=13708
- 99:leaf=0.00729527837,cover=0
- 100:leaf=0.000215941836,cover=0
- 50:[Area5<0.532936037] yes=101,no=102,missing=101,gain=4.03591776,cover=5316
- 101:leaf=-0.00436039129,cover=0
- 102:leaf=-0.00112739089,cover=0
- 12:[MidArea5<0.439916283] yes=25,no=26,missing=25,gain=14.3334389,cover=12332
- 25:[PialCurv5<0.493508637] yes=51,no=52,missing=51,gain=3.18985939,cover=579
- 51:[Area5<0.681571782] yes=103,no=104,missing=104,gain=3.64219284,cover=378
- 103:leaf=0.0114823813,cover=0
- 104:leaf=0.0270833112,cover=0
- 52:[LGI5<3.23225117] yes=105,no=106,missing=105,gain=3.87365246,cover=201
- 105:leaf=0.00136277708,cover=0
- 106:leaf=0.0172098726,cover=0
- 26:[PialCurv5<0.426807076] yes=53,no=54,missing=54,gain=9.9978714,cover=11753
- 53:[Area5<0.700531542] yes=107,no=108,missing=108,gain=5.47676086,cover=7134
- 107:leaf=0.00271765026,cover=0
- 108:leaf=0.00565772085,cover=0
- 54:[Curv5<0.266060919] yes=109,no=110,missing=110,gain=5.52203846,cover=4619
- 109:leaf=0.00122555415,cover=0
- 110:leaf=-0.00510424655,cover=0
- 6:[Area5<0.754342616] yes=13,no=14,missing=13,gain=55.4899902,cover=211350
- 13:[Sulc0<0.703387856] yes=27,no=28,missing=28,gain=21.1769562,cover=174437
- 27:[PialArea5<0.39986974] yes=55,no=56,missing=56,gain=20.8691139,cover=97075
- 55:[Curv5<0.266060919] yes=111,no=112,missing=111,gain=26.2420044,cover=51325
- 111:leaf=1.69726409e-05,cover=0
- 112:leaf=-0.00365761714,cover=0
- 56:[Curv5<0.204311207] yes=113,no=114,missing=113,gain=14.6752167,cover=45750
- 113:leaf=-0.00134561351,cover=0
- 114:leaf=-0.00346062263,cover=0
- 28:[Area5<0.654657125] yes=57,no=58,missing=57,gain=16.2874756,cover=77362
- 57:[Ecc<29.8764286] yes=115,no=116,missing=116,gain=7.12799835,cover=16809
- 115:leaf=-0.00294076721,cover=0
- 116:leaf=-0.00529124308,cover=0
- 58:[PialArea5<0.338250697] yes=117,no=118,missing=117,gain=21.8007431,cover=60553
- 117:leaf=-0.000634551921,cover=0
- 118:leaf=-0.00256927474,cover=0
- 14:[PialArea5<0.355263293] yes=29,no=30,missing=30,gain=21.484272,cover=36913
- 29:[Area5<0.894858658] yes=59,no=60,missing=60,gain=7.20309067,cover=8168
- 59:[PialCurv5<0.394910008] yes=119,no=120,missing=119,gain=4.14834023,cover=8053
- 119:leaf=0.00365813309,cover=0
- 120:leaf=0.00136871915,cover=0
- 60:[LGI5<3.27544355] yes=121,no=122,missing=122,gain=1.79666233,cover=115
- 121:leaf=0.00959611498,cover=0
- 122:leaf=0.0224369653,cover=0
- 30:[Area5<0.808195949] yes=61,no=62,missing=61,gain=8.47849083,cover=28745
- 61:[Sulc0<0.830503881] yes=123,no=124,missing=124,gain=5.52359295,cover=19158
- 123:leaf=0.000111369489,cover=0
- 124:leaf=-0.00159194472,cover=0
- 62:[PialArea5<0.432214499] yes=125,no=126,missing=125,gain=4.74789858,cover=9587
- 125:leaf=0.00229638489,cover=0
- 126:leaf=7.00042656e-05,cover=0
-booster[103]:
-0:[LGI5<2.32164335] yes=1,no=2,missing=2,gain=148.749161,cover=5124388
- 1:[Ecc<5.59685707] yes=3,no=4,missing=3,gain=105.739441,cover=423405
- 3:[Area5<0.833255887] yes=7,no=8,missing=7,gain=62.5228271,cover=379890
- 7:[PialArea5<0.849116743] yes=15,no=16,missing=15,gain=58.0485535,cover=373228
- 15:[MidArea5<0.677069247] yes=31,no=32,missing=31,gain=34.4556198,cover=217250
- 31:[Curv5<0.204311207] yes=63,no=64,missing=63,gain=28.1617737,cover=162315
- 63:leaf=0.00163424725,cover=0
- 64:leaf=-0.00069164962,cover=0
- 32:[Area5<0.64983958] yes=65,no=66,missing=65,gain=31.849844,cover=54935
- 65:leaf=0.0015884185,cover=0
- 66:leaf=-0.000920637918,cover=0
- 16:[Sulc0<-0.966370046] yes=33,no=34,missing=33,gain=48.4797668,cover=155978
- 33:[PialArea5<1.28208315] yes=67,no=68,missing=68,gain=15.3456125,cover=44880
- 67:leaf=0.000532891892,cover=0
- 68:leaf=0.00303635164,cover=0
- 34:[Area5<0.714924753] yes=69,no=70,missing=69,gain=25.7777405,cover=111098
- 69:leaf=0.00327074388,cover=0
- 70:leaf=0.00137232814,cover=0
- 8:[PialArea5<1.25128293] yes=17,no=18,missing=17,gain=15.128294,cover=6662
- 17:[Sulc0<0.244668111] yes=35,no=36,missing=35,gain=15.2858467,cover=5182
- 35:[Pol<103.31839] yes=71,no=72,missing=71,gain=8.7815094,cover=4723
- 71:leaf=-0.00305272778,cover=0
- 72:leaf=-0.00738421828,cover=0
- 36:[PialCurv5<0.394910008] yes=73,no=74,missing=73,gain=1.16245222,cover=459
- 73:leaf=0.00329902768,cover=0
- 74:leaf=0.0117835402,cover=0
- 18:[Area5<0.924216449] yes=37,no=38,missing=37,gain=5.6307888,cover=1480
- 37:[Ecc<1.96654522] yes=75,no=76,missing=75,gain=3.63143921,cover=909
- 75:leaf=0.00967519265,cover=0
- 76:leaf=0.00195872388,cover=0
- 38:[Curv5<-0.130991504] yes=77,no=78,missing=77,gain=4.73655033,cover=571
- 77:leaf=0.00239371834,cover=0
- 78:leaf=-0.00676382659,cover=0
- 4:[Sulc0<-0.298712492] yes=9,no=10,missing=9,gain=13.6900368,cover=43515
- 9:[PialArea5<0.689872265] yes=19,no=20,missing=19,gain=19.6915016,cover=18599
- 19:[Area5<0.571740985] yes=39,no=40,missing=40,gain=7.96527863,cover=1768
- 39:[Ecc<7.4459548] yes=79,no=80,missing=79,gain=1.90803814,cover=750
- 79:leaf=-0.0043514045,cover=0
- 80:leaf=0.00239965878,cover=0
- 40:[Pol<138.971481] yes=81,no=82,missing=81,gain=2.61067581,cover=1018
- 81:leaf=-0.0119127063,cover=0
- 82:leaf=-0.00659541134,cover=0
- 20:[Area5<0.542713821] yes=41,no=42,missing=41,gain=14.3412514,cover=16831
- 41:[LGI5<2.21018219] yes=83,no=84,missing=84,gain=4.35185909,cover=3734
- 83:leaf=0.0040421593,cover=0
- 84:leaf=0.000135194801,cover=0
- 42:[PialArea5<1.05969977] yes=85,no=86,missing=85,gain=12.8051815,cover=13097
- 85:leaf=-0.00328854332,cover=0
- 86:leaf=0.000298562896,cover=0
- 10:[PialCurv5<0.107261039] yes=21,no=22,missing=21,gain=16.4838943,cover=24916
- 21:[Area5<0.802302957] yes=43,no=44,missing=43,gain=12.3035936,cover=11833
- 43:[Pol<69.6327286] yes=87,no=88,missing=88,gain=8.46055031,cover=11333
- 87:leaf=-0.00332715712,cover=0
- 88:leaf=0.00175936276,cover=0
- 44:[LGI5<2.28518939] yes=89,no=90,missing=89,gain=3.09317017,cover=500
- 89:leaf=-0.0101087531,cover=0
- 90:leaf=-0.00217603613,cover=0
- 22:[Sulc0<-0.00954892673] yes=45,no=46,missing=45,gain=7.38391972,cover=13083
- 45:[Area5<0.64983958] yes=91,no=92,missing=91,gain=3.6660738,cover=1282
- 91:leaf=-0.00919463765,cover=0
- 92:leaf=-0.00338074169,cover=0
- 46:[Ecc<7.08616447] yes=93,no=94,missing=93,gain=6.99868488,cover=11801
- 93:leaf=-0.000175450419,cover=0
- 94:leaf=-0.00266534253,cover=0
- 2:[Pol<12.2267933] yes=5,no=6,missing=6,gain=143.765991,cover=4700983
- 5:[Ecc<1.46579576] yes=11,no=12,missing=11,gain=98.8383636,cover=268156
- 11:[Ecc<0.567370772] yes=23,no=24,missing=23,gain=5.37127686,cover=19268
- 23:[Curv5<-0.115945198] yes=47,no=48,missing=48,gain=2.29889679,cover=4274
- 47:[PialArea5<1.05969977] yes=95,no=96,missing=95,gain=1.89260077,cover=3572
- 95:leaf=-0.00197465136,cover=0
- 96:leaf=0.000365085609,cover=0
- 48:[PialCurv5<-0.0877386853] yes=97,no=98,missing=97,gain=3.29111671,cover=702
- 97:leaf=0.0142177437,cover=0
- 98:leaf=0.00114339462,cover=0
- 24:[Sulc0<-0.903383076] yes=49,no=50,missing=49,gain=4.17436218,cover=14994
- 49:[PialArea5<1.17753279] yes=99,no=100,missing=99,gain=2.42297745,cover=6220
- 99:leaf=-0.00405696128,cover=0
- 100:leaf=-0.00174524006,cover=0
- 50:[PialArea5<0.767178178] yes=101,no=102,missing=102,gain=6.14829731,cover=8774
- 101:leaf=-0.00452337321,cover=0
- 102:leaf=-0.00116299407,cover=0
- 12:[Ecc<5.27515984] yes=25,no=26,missing=25,gain=85.6897888,cover=248888
- 25:[Curv5<-0.155295327] yes=51,no=52,missing=52,gain=93.1408844,cover=53574
- 51:[LGI5<2.56078315] yes=103,no=104,missing=103,gain=8.2210083,cover=38020
- 103:leaf=0.00275152619,cover=0
- 104:leaf=0.00127286371,cover=0
- 52:[PialCurv5<-0.106427588] yes=105,no=106,missing=105,gain=27.5154724,cover=15554
- 105:leaf=0.0137430718,cover=0
- 106:leaf=0.00605525542,cover=0
- 26:[MidArea5<0.688058555] yes=53,no=54,missing=53,gain=29.9905853,cover=195314
- 53:[Area5<0.678346932] yes=107,no=108,missing=107,gain=28.9615078,cover=25310
- 107:leaf=-0.00127878576,cover=0
- 108:leaf=0.00297048199,cover=0
- 54:[Curv5<-0.194365487] yes=109,no=110,missing=109,gain=25.6898041,cover=170004
- 109:leaf=0.000731527223,cover=0
- 110:leaf=0.00196590694,cover=0
- 6:[Pol<46.5024796] yes=13,no=14,missing=13,gain=199.645569,cover=4432827
- 13:[Ecc<6.41291761] yes=27,no=28,missing=28,gain=319.771362,cover=660141
- 27:[Curv5<-0.0837168768] yes=55,no=56,missing=55,gain=186.585022,cover=250281
- 55:[Curv5<-0.179045901] yes=111,no=112,missing=111,gain=44.0999718,cover=225929
- 111:leaf=-0.000160471987,cover=0
- 112:leaf=0.00130586582,cover=0
- 56:[Ecc<1.46579576] yes=113,no=114,missing=113,gain=65.1378937,cover=24352
- 113:leaf=0.00104349386,cover=0
- 114:leaf=0.00666543934,cover=0
- 28:[Pol<23.2745647] yes=57,no=58,missing=58,gain=93.2893677,cover=409860
- 57:[Sulc0<0.126604497] yes=115,no=116,missing=115,gain=37.9007416,cover=129658
- 115:leaf=-0.000637257064,cover=0
- 116:leaf=0.00228368375,cover=0
- 58:[Sulc0<0.433680743] yes=117,no=118,missing=117,gain=96.7312012,cover=280202
- 117:leaf=-0.00226613297,cover=0
- 118:leaf=0.00106520741,cover=0
- 14:[Ecc<4.27275372] yes=29,no=30,missing=29,gain=252.822891,cover=3772686
- 29:[Area5<0.617766261] yes=59,no=60,missing=59,gain=428.987671,cover=845037
- 59:[Sulc0<-0.0562447868] yes=119,no=120,missing=120,gain=127.490532,cover=348921
- 119:leaf=0.0012143373,cover=0
- 120:leaf=-0.00212806533,cover=0
- 60:[PialArea5<0.546516836] yes=121,no=122,missing=122,gain=229.175446,cover=496116
- 121:leaf=0.000601865293,cover=0
- 122:leaf=-0.00195849407,cover=0
- 30:[Sulc0<-0.632113814] yes=61,no=62,missing=61,gain=420.357269,cover=2927649
- 61:[Pol<157.965515] yes=123,no=124,missing=123,gain=80.3106689,cover=315285
- 123:leaf=-0.00212521874,cover=0
- 124:leaf=-0.0005039596,cover=0
- 62:[PialCurv5<0.0877920389] yes=125,no=126,missing=126,gain=385.134644,cover=2612364
- 125:leaf=0.0012897756,cover=0
- 126:leaf=6.40898288e-05,cover=0
-booster[104]:
-0:[Curv5<0.195079193] yes=1,no=2,missing=1,gain=140.550537,cover=5124388
- 1:[PialArea5<0.355263293] yes=3,no=4,missing=3,gain=226.981964,cover=4943960
- 3:[PialCurv5<0.336333007] yes=7,no=8,missing=7,gain=102.788727,cover=167297
- 7:[Area5<0.687129855] yes=15,no=16,missing=16,gain=55.2367859,cover=118129
- 15:[Sulc0<0.29007864] yes=31,no=32,missing=31,gain=46.4941711,cover=75751
- 31:[PialCurv5<-0.0868030339] yes=63,no=64,missing=64,gain=35.8122635,cover=10323
- 63:leaf=-0.00715893973,cover=0
- 64:leaf=0.00598967774,cover=0
- 32:[PialArea5<0.267248243] yes=65,no=66,missing=65,gain=39.8913193,cover=65428
- 65:leaf=0.00491788983,cover=0
- 66:leaf=0.00121186476,cover=0
- 16:[PialCurv5<0.154069737] yes=33,no=34,missing=33,gain=30.1615295,cover=42378
- 33:[Sulc0<0.101211272] yes=67,no=68,missing=67,gain=8.81260681,cover=4846
- 67:leaf=0.0169311818,cover=0
- 68:leaf=0.00762148062,cover=0
- 34:[PialArea5<0.267248243] yes=69,no=70,missing=69,gain=22.7531433,cover=37532
- 69:leaf=0.0091056237,cover=0
- 70:leaf=0.00365581713,cover=0
- 8:[Area5<0.733255386] yes=17,no=18,missing=17,gain=25.0036373,cover=49168
- 17:[PialArea5<0.267248243] yes=35,no=36,missing=35,gain=18.9182606,cover=38458
- 35:[Area5<0.619086087] yes=71,no=72,missing=72,gain=6.5249567,cover=5297
- 71:leaf=-0.000607638387,cover=0
- 72:leaf=0.00345194503,cover=0
- 36:[Pol<108.715256] yes=73,no=74,missing=74,gain=16.285183,cover=33161
- 73:leaf=-0.00125591329,cover=0
- 74:leaf=0.00177759479,cover=0
- 18:[Area5<0.794681609] yes=37,no=38,missing=38,gain=5.82886505,cover=10710
- 37:[PialArea5<0.309935868] yes=75,no=76,missing=75,gain=3.87619781,cover=8849
- 75:leaf=0.00348082674,cover=0
- 76:leaf=0.00118675816,cover=0
- 38:[MidArea5<0.633289158] yes=77,no=78,missing=78,gain=1.67987823,cover=1861
- 77:leaf=0.00475085946,cover=0
- 78:leaf=0.0169148277,cover=0
- 4:[Ecc<21.0377083] yes=9,no=10,missing=9,gain=158.689316,cover=4776663
- 9:[LGI5<3.37729335] yes=19,no=20,missing=20,gain=145.752869,cover=3899048
- 19:[Ecc<9.38688755] yes=39,no=40,missing=39,gain=205.409119,cover=3678315
- 39:[PialArea5<0.844099998] yes=79,no=80,missing=79,gain=225.95105,cover=2830262
- 79:leaf=-0.00010802711,cover=0
- 80:leaf=0.000786504708,cover=0
- 40:[Sulc0<-0.510775328] yes=81,no=82,missing=81,gain=555.248779,cover=848053
- 81:leaf=-0.00103912549,cover=0
- 82:leaf=0.00193428865,cover=0
- 20:[Area5<0.633885562] yes=41,no=42,missing=42,gain=60.8732452,cover=220733
- 41:[Curv5<0.067619428] yes=83,no=84,missing=83,gain=36.8102303,cover=48503
- 83:leaf=0.00116124272,cover=0
- 84:leaf=-0.00401304616,cover=0
- 42:[LGI5<3.84897733] yes=85,no=86,missing=86,gain=51.3897476,cover=172230
- 85:leaf=-0.00102219905,cover=0
- 86:leaf=-0.00464779837,cover=0
- 10:[Area5<0.924216449] yes=21,no=22,missing=21,gain=59.0708466,cover=877615
- 21:[Pol<13.2006302] yes=43,no=44,missing=43,gain=53.9143372,cover=867849
- 43:[Curv5<-0.0390223041] yes=87,no=88,missing=88,gain=38.7009964,cover=82764
- 87:leaf=0.000524817617,cover=0
- 88:leaf=0.00422654161,cover=0
- 44:[Sulc0<0.227376223] yes=89,no=90,missing=89,gain=73.2714157,cover=785085
- 89:leaf=-0.000937713718,cover=0
- 90:leaf=2.87493749e-05,cover=0
- 22:[PialArea5<0.705942631] yes=45,no=46,missing=45,gain=29.6210365,cover=9766
- 45:[Pol<102.778297] yes=91,no=92,missing=91,gain=8.4854126,cover=2975
- 91:leaf=0.00663006445,cover=0
- 92:leaf=0.0142417056,cover=0
- 46:[Ecc<28.7730255] yes=93,no=94,missing=94,gain=8.5647707,cover=6791
- 93:leaf=0.0039825351,cover=0
- 94:leaf=0.000336675526,cover=0
- 2:[PialArea5<0.317611694] yes=5,no=6,missing=5,gain=73.8751984,cover=180428
- 5:[Curv5<0.266060919] yes=11,no=12,missing=12,gain=34.5683517,cover=61024
- 11:[Sulc0<0.33585754] yes=23,no=24,missing=23,gain=45.5673599,cover=49419
- 23:[Pol<74.0505524] yes=47,no=48,missing=47,gain=6.60238647,cover=4041
- 47:[Ecc<1.21076584] yes=95,no=96,missing=95,gain=2.2865696,cover=161
- 95:leaf=0.00382321817,cover=0
- 96:leaf=0.0188824963,cover=0
- 48:[PialArea5<0.245474651] yes=97,no=98,missing=98,gain=5.59803391,cover=3880
- 97:leaf=0.0109600816,cover=0
- 98:leaf=0.0049399822,cover=0
- 24:[PialArea5<0.245474651] yes=49,no=50,missing=49,gain=34.5387459,cover=45378
- 49:[LGI5<2.99035311] yes=99,no=100,missing=99,gain=16.4270058,cover=8721
- 99:leaf=0.00188923185,cover=0
- 100:leaf=0.00661188969,cover=0
- 50:[Area5<0.706906915] yes=101,no=102,missing=101,gain=12.111002,cover=36657
- 101:leaf=-0.000496718218,cover=0
- 102:leaf=0.00243332121,cover=0
- 12:[Sulc0<-0.108384088] yes=25,no=26,missing=26,gain=9.18378639,cover=11605
- 25:[Pol<81.5476837] yes=51,no=52,missing=51,gain=9.15489864,cover=200
- 51:leaf=0.0313598812,cover=0
- 52:[LGI5<2.48603988] yes=103,no=104,missing=103,gain=2.30216408,cover=165
- 103:leaf=0.000400194258,cover=0
- 104:leaf=0.0146914003,cover=0
- 26:[Area5<0.554568231] yes=53,no=54,missing=54,gain=5.0807209,cover=11405
- 53:[Ecc<3.73767829] yes=105,no=106,missing=105,gain=6.95573044,cover=3237
- 105:leaf=-0.00688036764,cover=0
- 106:leaf=-0.00211574091,cover=0
- 54:[PialArea5<0.245474651] yes=107,no=108,missing=108,gain=6.47173309,cover=8168
- 107:leaf=0.000909860828,cover=0
- 108:leaf=-0.00239515374,cover=0
- 6:[Area5<0.607942343] yes=13,no=14,missing=14,gain=22.9491882,cover=119404
- 13:[Curv5<0.245671451] yes=27,no=28,missing=28,gain=4.79247284,cover=20821
- 27:[PialCurv5<0.493508637] yes=55,no=56,missing=55,gain=3.42655945,cover=13310
- 55:[Pol<134.743088] yes=109,no=110,missing=109,gain=2.84391785,cover=12794
- 109:leaf=-0.00315367617,cover=0
- 110:leaf=-0.000915459823,cover=0
- 56:[Ecc<4.27275372] yes=111,no=112,missing=112,gain=2.3547051,cover=516
- 111:leaf=0.00588269066,cover=0
- 112:leaf=-0.00118877878,cover=0
- 28:[PialArea5<0.524996102] yes=57,no=58,missing=57,gain=2.86471558,cover=7511
- 57:[Ecc<23.1745358] yes=113,no=114,missing=113,gain=2.54438019,cover=7428
- 113:leaf=-0.00414919062,cover=0
- 114:leaf=-0.00794097316,cover=0
- 58:[Ecc<7.85193825] yes=115,no=116,missing=116,gain=1.63195086,cover=83
- 115:leaf=0.000235667569,cover=0
- 116:leaf=0.0153150158,cover=0
- 14:[Ecc<5.66086149] yes=29,no=30,missing=29,gain=21.4002914,cover=98583
- 29:[PialArea5<0.409017563] yes=59,no=60,missing=59,gain=12.9987621,cover=51560
- 59:[Curv5<0.233002663] yes=117,no=118,missing=117,gain=11.129509,cover=29263
- 117:leaf=0.000632901501,cover=0
- 118:leaf=-0.00143728219,cover=0
- 60:[Area5<0.924216449] yes=119,no=120,missing=119,gain=9.51384735,cover=22297
- 119:leaf=-0.00182223157,cover=0
- 120:leaf=0.00480755558,cover=0
- 30:[Sulc0<0.0530014001] yes=61,no=62,missing=61,gain=17.58255,cover=47023
- 61:[PialArea5<0.375788301] yes=121,no=122,missing=121,gain=14.0483665,cover=2697
- 121:leaf=0.0108470228,cover=0
- 122:leaf=0.000273677142,cover=0
- 62:[PialArea5<0.385581404] yes=123,no=124,missing=123,gain=11.7376633,cover=44326
- 123:leaf=-0.00173683267,cover=0
- 124:leaf=-0.00337525806,cover=0
-booster[105]:
-0:[Curv5<0.149355054] yes=1,no=2,missing=2,gain=137.218506,cover=5124388
- 1:[PialArea5<0.498393416] yes=3,no=4,missing=4,gain=313.709045,cover=4600898
- 3:[Area5<0.639429986] yes=7,no=8,missing=7,gain=186.330048,cover=426668
- 7:[PialCurv5<-0.0632625744] yes=15,no=16,missing=15,gain=34.7173119,cover=103654
- 15:[Ecc<8.41855335] yes=31,no=32,missing=32,gain=5.02698898,cover=6632
- 31:[Curv5<0.0146088367] yes=63,no=64,missing=64,gain=6.8011508,cover=3492
- 63:leaf=-0.00307500619,cover=0
- 64:leaf=0.00436927797,cover=0
- 32:[LGI5<2.89127874] yes=65,no=66,missing=65,gain=4.40840149,cover=3140
- 65:leaf=-0.00850703381,cover=0
- 66:leaf=-0.00407342985,cover=0
- 16:[PialArea5<0.338250697] yes=33,no=34,missing=33,gain=34.8177338,cover=97022
- 33:[Sulc0<0.443755656] yes=67,no=68,missing=67,gain=17.4281006,cover=12578
- 67:leaf=0.00552165834,cover=0
- 68:leaf=0.0013752731,cover=0
- 34:[Curv5<0.0877084062] yes=69,no=70,missing=69,gain=58.2862701,cover=84444
- 69:leaf=0.00100824842,cover=0
- 70:leaf=-0.00161929696,cover=0
- 8:[Pol<124.172195] yes=17,no=18,missing=17,gain=122.801819,cover=323014
- 17:[PialArea5<0.349780142] yes=35,no=36,missing=36,gain=99.3035889,cover=296268
- 35:[PialArea5<0.301675379] yes=71,no=72,missing=72,gain=23.2149048,cover=39863
- 71:leaf=0.0063830032,cover=0
- 72:leaf=0.00360546121,cover=0
- 36:[Curv5<0.116796501] yes=73,no=74,missing=74,gain=98.9372253,cover=256405
- 73:leaf=0.00272996887,cover=0
- 74:leaf=0.00075187505,cover=0
- 18:[Area5<0.712503135] yes=37,no=38,missing=37,gain=25.6062317,cover=26746
- 37:[LGI5<2.34802985] yes=75,no=76,missing=76,gain=20.1036377,cover=18910
- 75:leaf=0.00900089648,cover=0
- 76:leaf=0.00393229071,cover=0
- 38:[PialCurv5<0.0591915138] yes=77,no=78,missing=77,gain=15.3101044,cover=7836
- 77:leaf=0.0136661744,cover=0
- 78:leaf=0.00707349274,cover=0
- 4:[Curv5<0.0798443258] yes=9,no=10,missing=10,gain=276.1297,cover=4174230
- 9:[Sulc0<-0.0326132737] yes=19,no=20,missing=19,gain=274.015808,cover=3792420
- 19:[Area5<0.610838115] yes=39,no=40,missing=40,gain=244.466858,cover=2990397
- 39:[PialArea5<0.679818809] yes=79,no=80,missing=80,gain=209.63446,cover=944600
- 79:leaf=-0.000985999359,cover=0
- 80:leaf=0.00114163721,cover=0
- 40:[PialArea5<0.943111241] yes=81,no=82,missing=81,gain=286.890533,cover=2045797
- 81:leaf=-0.000771340798,cover=0
- 82:leaf=0.000415919087,cover=0
- 20:[Area5<0.709272623] yes=41,no=42,missing=42,gain=226.728394,cover=802023
- 41:[PialCurv5<0.04242469] yes=83,no=84,missing=83,gain=209.713074,cover=380615
- 83:leaf=0.00309208664,cover=0
- 84:leaf=0.000712577661,cover=0
- 42:[PialArea5<0.699586272] yes=85,no=86,missing=86,gain=289.02475,cover=421408
- 85:leaf=0.00271664257,cover=0
- 86:leaf=-0.000330727082,cover=0
- 10:[Area5<0.702101529] yes=21,no=22,missing=21,gain=151.617325,cover=381810
- 21:[PialCurv5<0.0567538291] yes=43,no=44,missing=44,gain=38.7160034,cover=125316
- 43:[LGI5<2.76298451] yes=87,no=88,missing=87,gain=16.9138451,cover=8110
- 87:leaf=-0.000801692717,cover=0
- 88:leaf=0.00396582065,cover=0
- 44:[Ecc<17.0169544] yes=89,no=90,missing=90,gain=33.0069275,cover=117206
- 89:leaf=-0.00229536439,cover=0
- 90:leaf=-0.0045290282,cover=0
- 22:[PialArea5<0.601145923] yes=45,no=46,missing=45,gain=146.387894,cover=256494
- 45:[Curv5<0.10516572] yes=91,no=92,missing=91,gain=83.3871155,cover=132643
- 91:leaf=0.00247638114,cover=0
- 92:leaf=-0.000123706064,cover=0
- 46:[PialArea5<0.676429033] yes=93,no=94,missing=93,gain=33.0801086,cover=123851
- 93:leaf=-0.000868519593,cover=0
- 94:leaf=-0.00252638152,cover=0
- 2:[PialArea5<0.292306483] yes=5,no=6,missing=6,gain=138.238586,cover=523490
- 5:[Area5<0.646843374] yes=11,no=12,missing=11,gain=47.5227432,cover=68467
- 11:[Sulc0<0.272107065] yes=23,no=24,missing=23,gain=28.3927784,cover=37477
- 23:[Area5<0.4695113] yes=47,no=48,missing=48,gain=13.9321156,cover=2926
- 47:[Pol<98.4687576] yes=95,no=96,missing=95,gain=3.91177273,cover=174
- 95:leaf=0.0062815221,cover=0
- 96:leaf=-0.0122663891,cover=0
- 48:[Pol<90.361351] yes=97,no=98,missing=97,gain=8.78149033,cover=2752
- 97:leaf=0.0137300286,cover=0
- 98:leaf=0.00499454373,cover=0
- 24:[PialArea5<0.245474651] yes=49,no=50,missing=49,gain=21.2744732,cover=34551
- 49:[PialCurv5<0.131570891] yes=99,no=100,missing=99,gain=14.3817682,cover=11223
- 99:leaf=0.0118168276,cover=0
- 100:leaf=0.00150484568,cover=0
- 50:[Area5<0.596935391] yes=101,no=102,missing=101,gain=11.1630249,cover=23328
- 101:leaf=-0.00221662386,cover=0
- 102:leaf=3.51436611e-05,cover=0
- 12:[MidArea5<0.439916283] yes=25,no=26,missing=25,gain=31.7890778,cover=30990
- 25:[PialCurv5<0.409174502] yes=51,no=52,missing=51,gain=4.17643738,cover=1249
- 51:[Area5<0.669950843] yes=103,no=104,missing=104,gain=4.10834503,cover=830
- 103:leaf=0.0110163353,cover=0
- 104:leaf=0.0194699578,cover=0
- 52:[LGI5<3.23225117] yes=105,no=106,missing=105,gain=1.99664116,cover=419
- 105:leaf=0.00500565395,cover=0
- 106:leaf=0.0135130212,cover=0
- 26:[PialCurv5<0.409174502] yes=53,no=54,missing=53,gain=22.2394485,cover=29741
- 53:[Sulc0<0.485350072] yes=107,no=108,missing=108,gain=17.2749634,cover=21476
- 107:leaf=0.00922099035,cover=0
- 108:leaf=0.00324551272,cover=0
- 54:[Curv5<0.266060919] yes=109,no=110,missing=109,gain=4.50110435,cover=8265
- 109:leaf=0.00085617305,cover=0
- 110:leaf=-0.00391527265,cover=0
- 6:[Area5<0.784037054] yes=13,no=14,missing=13,gain=70.4682159,cover=455023
- 13:[PialArea5<0.427728564] yes=27,no=28,missing=28,gain=57.0570679,cover=419813
- 27:[Pol<120.854889] yes=55,no=56,missing=56,gain=67.2902908,cover=274858
- 55:[Area5<0.620557249] yes=111,no=112,missing=111,gain=53.468277,cover=249179
- 111:leaf=-0.00242505991,cover=0
- 112:leaf=-0.000455845351,cover=0
- 56:[Curv5<0.204311207] yes=113,no=114,missing=113,gain=26.8790855,cover=25679
- 113:leaf=0.00313158077,cover=0
- 114:leaf=-0.000228848352,cover=0
- 28:[Ecc<13.3064203] yes=57,no=58,missing=58,gain=38.3579407,cover=144955
- 57:[Pol<65.1286774] yes=115,no=116,missing=115,gain=22.2926636,cover=119925
- 115:leaf=0.00384374894,cover=0
- 116:leaf=-0.00147450261,cover=0
- 58:[Pol<146.864227] yes=117,no=118,missing=117,gain=9.63790131,cover=25030
- 117:leaf=-0.00372684444,cover=0
- 118:leaf=0.00154710875,cover=0
- 14:[PialArea5<0.445556581] yes=29,no=30,missing=29,gain=30.0512142,cover=35210
- 29:[Area5<0.894858658] yes=59,no=60,missing=60,gain=11.6912613,cover=18514
- 59:[PialCurv5<0.285888344] yes=119,no=120,missing=119,gain=8.74532318,cover=17296
- 119:leaf=0.00487120822,cover=0
- 120:leaf=0.00191003399,cover=0
- 60:[PialArea5<0.349780142] yes=121,no=122,missing=121,gain=3.09354401,cover=1218
- 121:leaf=0.0148689216,cover=0
- 122:leaf=0.00662313914,cover=0
- 30:[Area5<0.924216449] yes=61,no=62,missing=61,gain=15.8289938,cover=16696
- 61:[PialArea5<0.537928462] yes=123,no=124,missing=124,gain=10.4958572,cover=13872
- 123:leaf=8.21248104e-05,cover=0
- 124:leaf=-0.00286900671,cover=0
- 62:[Sulc0<0.272107065] yes=125,no=126,missing=125,gain=3.64141941,cover=2824
- 125:leaf=0.000742498727,cover=0
- 126:leaf=0.00453435024,cover=0
-booster[106]:
-0:[LGI5<2.29656005] yes=1,no=2,missing=2,gain=137.047134,cover=5124388
- 1:[Ecc<3.41847086] yes=3,no=4,missing=3,gain=77.8053284,cover=323043
- 3:[Area5<0.894858658] yes=7,no=8,missing=7,gain=39.8877869,cover=235123
- 7:[Sulc0<-0.210027173] yes=15,no=16,missing=15,gain=35.6357727,cover=233223
- 15:[PialCurv5<-0.0948967114] yes=31,no=32,missing=32,gain=37.8779907,cover=200063
- 31:[Pol<62.799984] yes=63,no=64,missing=63,gain=30.0688133,cover=87889
- 63:leaf=0.000264480419,cover=0
- 64:leaf=0.00212535565,cover=0
- 32:[PialArea5<0.879786193] yes=65,no=66,missing=66,gain=23.6261902,cover=112174
- 65:leaf=0.00216700672,cover=0
- 66:leaf=0.00370339723,cover=0
- 16:[Pol<104.929901] yes=33,no=34,missing=33,gain=17.823494,cover=33160
- 33:[PialCurv5<-0.0154925911] yes=67,no=68,missing=67,gain=4.14251328,cover=17860
- 67:leaf=0.00519641628,cover=0
- 68:leaf=0.00122543832,cover=0
- 34:[PialArea5<0.480917931] yes=69,no=70,missing=69,gain=9.51929951,cover=15300
- 69:leaf=0.000662890903,cover=0
- 70:leaf=-0.00191343145,cover=0
- 8:[Pol<102.241241] yes=17,no=18,missing=18,gain=2.74495697,cover=1900
- 17:[Ecc<2.07756257] yes=35,no=36,missing=36,gain=2.00139046,cover=815
- 35:[Sulc0<-0.856543541] yes=71,no=72,missing=71,gain=1.73013973,cover=517
- 71:leaf=-0.0106389029,cover=0
- 72:leaf=-0.00360004581,cover=0
- 36:[Sulc0<-0.966370046] yes=73,no=74,missing=73,gain=2.14418197,cover=298
- 73:leaf=0.0124657908,cover=0
- 74:leaf=-0.00142108207,cover=0
- 18:[MidArea5<0.982253611] yes=37,no=38,missing=37,gain=1.92302322,cover=1085
- 37:[LGI5<2.24172258] yes=75,no=76,missing=75,gain=3.49574471,cover=698
- 75:leaf=-0.0132131865,cover=0
- 76:leaf=-0.00589170726,cover=0
- 38:[Pol<149.072266] yes=77,no=78,missing=77,gain=1.77717781,cover=387
- 77:leaf=-0.00653101131,cover=0
- 78:leaf=0.000767841877,cover=0
- 4:[Ecc<6.52965975] yes=9,no=10,missing=9,gain=24.5889931,cover=87920
- 9:[Sulc0<-0.108384088] yes=19,no=20,missing=19,gain=18.996088,cover=71245
- 19:[PialArea5<0.721636832] yes=39,no=40,missing=39,gain=33.4696007,cover=44384
- 39:[Pol<136.095428] yes=79,no=80,missing=79,gain=14.1353188,cover=9605
- 79:leaf=-0.0040682531,cover=0
- 80:leaf=0.00013094359,cover=0
- 40:[Area5<0.665633082] yes=81,no=82,missing=81,gain=29.3773079,cover=34779
- 81:leaf=0.00176126044,cover=0
- 82:leaf=-0.00117803097,cover=0
- 20:[Curv5<0.199476883] yes=41,no=42,missing=41,gain=10.770092,cover=26861
- 41:[PialArea5<0.39986974] yes=83,no=84,missing=84,gain=8.17790985,cover=21160
- 83:leaf=0.00424979115,cover=0
- 84:leaf=0.00156556349,cover=0
- 42:[PialArea5<0.245474651] yes=85,no=86,missing=85,gain=6.45357227,cover=5701
- 85:leaf=0.00566164311,cover=0
- 86:leaf=-0.00091694243,cover=0
- 10:[Pol<78.2110443] yes=21,no=22,missing=21,gain=10.4017773,cover=16675
- 21:[LGI5<2.16230083] yes=43,no=44,missing=43,gain=1.85270882,cover=1510
- 43:[Ecc<7.29654455] yes=87,no=88,missing=88,gain=0.756700516,cover=159
- 87:leaf=-0.00687070051,cover=0
- 88:leaf=-0.0139551163,cover=0
- 44:[Pol<6.72755051] yes=89,no=90,missing=90,gain=1.52584362,cover=1351
- 89:leaf=0.00227101869,cover=0
- 90:leaf=-0.00544009497,cover=0
- 22:[Sulc0<-0.123243913] yes=45,no=46,missing=45,gain=7.13741875,cover=15165
- 45:[PialArea5<0.693130434] yes=91,no=92,missing=91,gain=11.0273552,cover=8017
- 91:leaf=-0.00678630918,cover=0
- 92:leaf=-0.00156463811,cover=0
- 46:[PialCurv5<0.0932018384] yes=93,no=94,missing=93,gain=9.87150955,cover=7148
- 93:leaf=0.00246528885,cover=0
- 94:leaf=-0.0014771719,cover=0
- 2:[Sulc0<-0.856543541] yes=5,no=6,missing=5,gain=128.475006,cover=4801345
- 5:[PialArea5<1.06442153] yes=11,no=12,missing=11,gain=102.716736,cover=484902
- 11:[Area5<0.483568966] yes=23,no=24,missing=24,gain=67.7075195,cover=298001
- 23:[PialArea5<0.821553528] yes=47,no=48,missing=47,gain=16.8776703,cover=48973
- 47:[Pol<41.8258972] yes=95,no=96,missing=95,gain=11.0661869,cover=23700
- 95:leaf=-0.00237536593,cover=0
- 96:leaf=0.000203834381,cover=0
- 48:[Area5<0.404548973] yes=97,no=98,missing=97,gain=11.5380459,cover=25273
- 97:leaf=0.0040924265,cover=0
- 98:leaf=0.0010395092,cover=0
- 24:[PialCurv5<-0.0810050145] yes=49,no=50,missing=49,gain=52.6730957,cover=249028
- 49:[Curv5<-0.350989401] yes=99,no=100,missing=100,gain=55.384079,cover=233939
- 99:leaf=0.00282657892,cover=0
- 100:leaf=-0.00177397172,cover=0
- 50:[Pol<24.282547] yes=101,no=102,missing=102,gain=10.0380421,cover=15089
- 101:leaf=0.00374785857,cover=0
- 102:leaf=0.000696045754,cover=0
- 12:[Pol<134.081207] yes=25,no=26,missing=25,gain=48.4394875,cover=186901
- 25:[PialArea5<1.57955706] yes=51,no=52,missing=51,gain=29.2711639,cover=139296
- 51:[Area5<0.639429986] yes=103,no=104,missing=103,gain=16.0138721,cover=131033
- 103:leaf=0.0016522262,cover=0
- 104:leaf=0.000352855976,cover=0
- 52:[LGI5<2.56078315] yes=105,no=106,missing=105,gain=13.5709381,cover=8263
- 105:leaf=0.00557207689,cover=0
- 106:leaf=0.00150089851,cover=0
- 26:[Area5<0.542713821] yes=53,no=54,missing=54,gain=24.6067791,cover=47605
- 53:[PialCurv5<-0.132898524] yes=107,no=108,missing=107,gain=4.154953,cover=3910
- 107:leaf=0.000609881303,cover=0
- 108:leaf=0.00401091296,cover=0
- 54:[Sulc0<-1.08640325] yes=109,no=110,missing=109,gain=16.9782162,cover=43695
- 109:leaf=-0.00341614871,cover=0
- 110:leaf=-0.00087547052,cover=0
- 6:[Pol<149.795395] yes=13,no=14,missing=13,gain=160.504028,cover=4316443
- 13:[Pol<98.4687576] yes=27,no=28,missing=27,gain=223.024078,cover=3595888
- 27:[Ecc<27.7987404] yes=55,no=56,missing=55,gain=268.279175,cover=2034058
- 55:[Curv5<-0.0686563179] yes=111,no=112,missing=111,gain=247.385406,cover=1691004
- 111:leaf=0.000118651151,cover=0
- 112:leaf=0.00133289746,cover=0
- 56:[PialCurv5<-0.0114707183] yes=113,no=114,missing=113,gain=89.9860764,cover=343054
- 113:leaf=0.000477335649,cover=0
- 114:leaf=-0.00128671504,cover=0
- 28:[Sulc0<0.364060968] yes=57,no=58,missing=57,gain=307.754608,cover=1561830
- 57:[Ecc<16.2597466] yes=115,no=116,missing=115,gain=296.686493,cover=1038896
- 115:leaf=-0.000432664441,cover=0
- 116:leaf=-0.00287725404,cover=0
- 58:[Curv5<0.126145482] yes=117,no=118,missing=117,gain=216.895218,cover=522934
- 117:leaf=0.00177424017,cover=0
- 118:leaf=-0.000263884256,cover=0
- 14:[Ecc<16.0247612] yes=29,no=30,missing=29,gain=142.562073,cover=720555
- 29:[Sulc0<-0.655889988] yes=59,no=60,missing=59,gain=72.897644,cover=484797
- 59:[Ecc<6.2938199] yes=119,no=120,missing=119,gain=45.1538849,cover=143939
- 119:leaf=0.00123859744,cover=0
- 120:leaf=-0.000582665962,cover=0
- 60:[PialCurv5<0.0285326894] yes=121,no=122,missing=121,gain=91.7480774,cover=340858
- 121:leaf=0.0023737119,cover=0
- 122:leaf=0.00051338214,cover=0
- 30:[Ecc<39.5502243] yes=61,no=62,missing=61,gain=127.098244,cover=235758
- 61:[PialArea5<0.864470184] yes=123,no=124,missing=123,gain=40.1953049,cover=197760
- 123:leaf=-0.00149117538,cover=0
- 124:leaf=1.26999532e-06,cover=0
- 62:[Sulc0<0.167916268] yes=125,no=126,missing=125,gain=42.9148407,cover=37998
- 125:leaf=0.00153532473,cover=0
- 126:leaf=0.00520525267,cover=0
-booster[107]:
-0:[PialArea5<1.16111541] yes=1,no=2,missing=2,gain=132.779236,cover=5124388
- 1:[Sulc0<-0.93782407] yes=3,no=4,missing=4,gain=161.715393,cover=4721276
- 3:[Ecc<5.08081961] yes=7,no=8,missing=7,gain=53.2419815,cover=270107
- 7:[Pol<156.492447] yes=15,no=16,missing=15,gain=23.5874138,cover=171582
- 15:[Pol<62.799984] yes=31,no=32,missing=32,gain=44.0631294,cover=129446
- 31:[Ecc<2.54464626] yes=63,no=64,missing=63,gain=61.1674728,cover=83128
- 63:leaf=-0.00172399578,cover=0
- 64:leaf=0.0011985763,cover=0
- 32:[Pol<141.801834] yes=65,no=66,missing=65,gain=12.2619858,cover=46318
- 65:leaf=0.00168349,cover=0
- 66:leaf=-5.21253096e-05,cover=0
- 16:[Area5<0.548651993] yes=33,no=34,missing=33,gain=16.664093,cover=42136
- 33:[Sulc0<-1.03844893] yes=67,no=68,missing=68,gain=7.05559492,cover=23638
- 67:leaf=-0.00152708997,cover=0
- 68:leaf=0.000204802447,cover=0
- 34:[LGI5<2.44006681] yes=69,no=70,missing=69,gain=9.49694824,cover=18498
- 69:leaf=-0.00139020069,cover=0
- 70:leaf=-0.00366160204,cover=0
- 8:[Curv5<-0.310856104] yes=17,no=18,missing=17,gain=20.6513367,cover=98525
- 17:[PialArea5<0.736284733] yes=35,no=36,missing=36,gain=16.1970901,cover=13672
- 35:[Ecc<11.5171156] yes=71,no=72,missing=72,gain=1.8852644,cover=3303
- 71:leaf=-0.00169839466,cover=0
- 72:leaf=-0.00413615303,cover=0
- 36:[Curv5<-0.350989401] yes=73,no=74,missing=73,gain=8.52248955,cover=10369
- 73:leaf=0.00333801727,cover=0
- 74:leaf=3.34603428e-05,cover=0
- 18:[Pol<26.4235344] yes=37,no=38,missing=37,gain=15.920105,cover=84853
- 37:[PialArea5<1.02076101] yes=75,no=76,missing=75,gain=11.3944016,cover=36269
- 75:leaf=-0.00203133537,cover=0
- 76:leaf=-0.000147312807,cover=0
- 38:[Pol<168.718765] yes=77,no=78,missing=77,gain=21.8701019,cover=48584
- 77:leaf=-0.0036628996,cover=0
- 78:leaf=-0.00149913866,cover=0
- 4:[Pol<173.32489] yes=9,no=10,missing=10,gain=154.809097,cover=4451169
- 9:[Area5<0.536314785] yes=19,no=20,missing=19,gain=149.339996,cover=4245499
- 19:[PialArea5<0.651661396] yes=39,no=40,missing=39,gain=134.543976,cover=333068
- 39:[Sulc0<0.779008448] yes=79,no=80,missing=79,gain=28.6432018,cover=77955
- 79:leaf=-0.000404534163,cover=0
- 80:leaf=-0.00551908603,cover=0
- 40:[Curv5<-0.143275946] yes=81,no=82,missing=81,gain=61.1233215,cover=255113
- 81:leaf=0.00138941256,cover=0
- 82:leaf=0.00330629619,cover=0
- 20:[Pol<17.1471634] yes=41,no=42,missing=41,gain=181.945206,cover=3912431
- 41:[LGI5<2.70988083] yes=83,no=84,missing=83,gain=80.1992645,cover=230371
- 83:leaf=0.00311968313,cover=0
- 84:leaf=0.000954114774,cover=0
- 42:[Sulc0<-0.137935251] yes=85,no=86,missing=85,gain=270.817657,cover=3682060
- 85:leaf=-0.000468388054,cover=0
- 86:leaf=0.000401348341,cover=0
- 10:[Curv5<-0.206445083] yes=21,no=22,missing=22,gain=61.3686066,cover=205670
- 21:[Sulc0<-0.130613819] yes=43,no=44,missing=43,gain=19.6546459,cover=47847
- 43:[Area5<0.640637577] yes=87,no=88,missing=87,gain=9.30769062,cover=46995
- 87:leaf=0.00047226387,cover=0
- 88:leaf=-0.000970646564,cover=0
- 44:[Area5<0.582201123] yes=89,no=90,missing=90,gain=8.87760353,cover=852
- 89:leaf=0.0158196893,cover=0
- 90:leaf=0.00440522423,cover=0
- 22:[Ecc<1.15906882] yes=45,no=46,missing=46,gain=53.4999084,cover=157823
- 45:[PialArea5<0.613238215] yes=91,no=92,missing=91,gain=11.8937492,cover=23323
- 91:leaf=0.0012439565,cover=0
- 92:leaf=-0.00105459173,cover=0
- 46:[MidArea5<0.814855576] yes=93,no=94,missing=93,gain=22.8728333,cover=134500
- 93:leaf=0.00289693079,cover=0
- 94:leaf=0.00146850175,cover=0
- 2:[Area5<0.678346932] yes=5,no=6,missing=5,gain=68.6704865,cover=403112
- 5:[Sulc0<-0.966370046] yes=11,no=12,missing=12,gain=32.3984222,cover=94298
- 11:[Pol<141.801834] yes=23,no=24,missing=23,gain=27.2277298,cover=33892
- 23:[PialArea5<1.4350239] yes=47,no=48,missing=47,gain=15.6716461,cover=25196
- 47:[Area5<0.595263004] yes=95,no=96,missing=95,gain=9.60110664,cover=21887
- 95:leaf=0.00323223136,cover=0
- 96:leaf=0.00082807726,cover=0
- 48:[MidArea5<1.1557827] yes=97,no=98,missing=97,gain=3.81175995,cover=3309
- 97:leaf=0.00448343484,cover=0
- 98:leaf=0.00959325116,cover=0
- 24:[LGI5<2.35279679] yes=49,no=50,missing=49,gain=11.0803223,cover=8696
- 49:[Sulc0<-1.15707839] yes=99,no=100,missing=99,gain=4.01789093,cover=1812
- 99:leaf=-0.00156593532,cover=0
- 100:leaf=0.00364506315,cover=0
- 50:[Area5<0.551487505] yes=101,no=102,missing=102,gain=6.12685776,cover=6884
- 101:leaf=0.00225305185,cover=0
- 102:leaf=-0.00273082196,cover=0
- 12:[PialCurv5<-0.0680129603] yes=25,no=26,missing=25,gain=25.4066162,cover=60406
- 25:[Curv5<-0.127358407] yes=51,no=52,missing=52,gain=46.9929199,cover=55514
- 51:[Area5<0.532936037] yes=103,no=104,missing=103,gain=21.0718079,cover=51799
- 103:leaf=0.00776183838,cover=0
- 104:leaf=0.00272776815,cover=0
- 52:[PialCurv5<-0.0965851992] yes=105,no=106,missing=105,gain=22.0796204,cover=3715
- 105:leaf=0.0145335933,cover=0
- 106:leaf=0.00618294254,cover=0
- 26:[Ecc<1.62447274] yes=53,no=54,missing=53,gain=9.10306358,cover=4892
- 53:[LGI5<2.5416429] yes=107,no=108,missing=107,gain=1.91769552,cover=1169
- 107:leaf=0.00408591935,cover=0
- 108:leaf=-0.00269534788,cover=0
- 54:[Curv5<-0.256378978] yes=109,no=110,missing=110,gain=8.80817318,cover=3723
- 109:leaf=-0.0347328596,cover=0
- 110:leaf=-0.00145974674,cover=0
- 6:[PialCurv5<-0.108766198] yes=13,no=14,missing=13,gain=41.6825485,cover=308814
- 13:[Curv5<-0.139824241] yes=27,no=28,missing=27,gain=137.296555,cover=127292
- 27:[Curv5<-0.158538193] yes=55,no=56,missing=55,gain=19.5358887,cover=124988
- 55:[Curv5<-0.261287659] yes=111,no=112,missing=112,gain=13.3869524,cover=120096
- 111:leaf=0.00124214822,cover=0
- 112:leaf=-0.000440804841,cover=0
- 56:[PialCurv5<-0.119053185] yes=113,no=114,missing=113,gain=10.6731949,cover=4892
- 113:leaf=0.00648751948,cover=0
- 114:leaf=0.00141827262,cover=0
- 28:[Sulc0<-0.650102437] yes=57,no=58,missing=58,gain=19.2934113,cover=2304
- 57:[Curv5<-0.0816265643] yes=115,no=116,missing=115,gain=18.3851624,cover=1272
- 115:leaf=0.0147043765,cover=0
- 116:leaf=0.0391131006,cover=0
- 58:[Ecc<0.669936359] yes=117,no=118,missing=117,gain=5.67893791,cover=1032
- 117:leaf=-0.0258072112,cover=0
- 118:leaf=0.00750837475,cover=0
- 14:[Area5<0.827407002] yes=29,no=30,missing=29,gain=37.7266083,cover=181522
- 29:[MidArea5<1.21578133] yes=59,no=60,missing=60,gain=52.5250702,cover=134299
- 59:[Pol<74.7525482] yes=119,no=120,missing=119,gain=38.1672668,cover=131820
- 119:leaf=0.000954769668,cover=0
- 120:leaf=0.00274984492,cover=0
- 60:[Curv5<-0.138079464] yes=121,no=122,missing=122,gain=7.43035126,cover=2479
- 121:leaf=0.0072857812,cover=0
- 122:leaf=0.0135437837,cover=0
- 30:[Ecc<7.95697832] yes=61,no=62,missing=62,gain=17.1602516,cover=47223
- 61:[Area5<0.987501919] yes=123,no=124,missing=123,gain=26.3428173,cover=24106
- 123:leaf=-0.000191968415,cover=0
- 124:leaf=-0.00487813959,cover=0
- 62:[Pol<13.2006302] yes=125,no=126,missing=125,gain=11.1294727,cover=23117
- 125:leaf=0.00370856375,cover=0
- 126:leaf=0.000582605018,cover=0
-booster[108]:
-0:[PialCurv5<0.236826599] yes=1,no=2,missing=2,gain=130.428879,cover=5124388
- 1:[PialArea5<0.507580996] yes=3,no=4,missing=4,gain=251.720901,cover=4538346
- 3:[Area5<0.67915231] yes=7,no=8,missing=7,gain=247.861145,cover=436853
- 7:[PialArea5<0.338250697] yes=15,no=16,missing=15,gain=73.9222488,cover=248241
- 15:[Area5<0.404548973] yes=31,no=32,missing=32,gain=25.268837,cover=39062
- 31:[Sulc0<0.779008448] yes=63,no=64,missing=64,gain=3.35385513,cover=353
- 63:leaf=-0.0085848989,cover=0
- 64:leaf=-0.0215577018,cover=0
- 32:[Sulc0<0.244668111] yes=65,no=66,missing=65,gain=26.2912445,cover=38709
- 65:leaf=0.00558472704,cover=0
- 66:leaf=0.00201124116,cover=0
- 16:[Curv5<0.099404186] yes=33,no=34,missing=33,gain=71.038826,cover=209179
- 33:[Curv5<-0.0296960976] yes=67,no=68,missing=67,gain=92.6178894,cover=93131
- 67:leaf=-0.0024437739,cover=0
- 68:leaf=0.00181209692,cover=0
- 34:[Pol<125.308708] yes=69,no=70,missing=69,gain=53.1072311,cover=116048
- 69:leaf=-0.00123967987,cover=0
- 70:leaf=0.00155267387,cover=0
- 8:[Pol<120.317558] yes=17,no=18,missing=18,gain=91.6438599,cover=188612
- 17:[Area5<0.739104271] yes=35,no=36,missing=36,gain=58.0070801,cover=166077
- 35:[PialArea5<0.355263293] yes=71,no=72,missing=71,gain=43.6496277,cover=122749
- 71:leaf=0.00424123183,cover=0
- 72:leaf=0.00152084511,cover=0
- 36:[Ecc<0.783076942] yes=73,no=74,missing=73,gain=20.3243408,cover=43328
- 73:leaf=0.0251160115,cover=0
- 74:leaf=0.00397299742,cover=0
- 18:[Area5<0.711689949] yes=37,no=38,missing=38,gain=16.8199463,cover=22535
- 37:[Sulc0<-0.332174033] yes=75,no=76,missing=75,gain=9.98118591,cover=12117
- 75:leaf=0.00858252868,cover=0
- 76:leaf=0.00407050317,cover=0
- 38:[PialCurv5<0.0591915138] yes=77,no=78,missing=77,gain=13.2355347,cover=10418
- 77:leaf=0.0120194769,cover=0
- 78:leaf=0.00664886786,cover=0
- 4:[Curv5<0.0756113976] yes=9,no=10,missing=9,gain=243.872589,cover=4101493
- 9:[Sulc0<0.15957281] yes=19,no=20,missing=19,gain=262.839233,cover=3744378
- 19:[Area5<0.666510165] yes=39,no=40,missing=39,gain=254.323685,cover=3315238
- 39:[PialArea5<0.780359626] yes=79,no=80,missing=79,gain=296.713715,cover=1642656
- 79:leaf=-0.0002946975,cover=0
- 80:leaf=0.00112472672,cover=0
- 40:[Pol<19.2006226] yes=81,no=82,missing=81,gain=219.597031,cover=1672582
- 81:leaf=0.00119536731,cover=0
- 82:leaf=-0.000462454249,cover=0
- 20:[Area5<0.736205518] yes=41,no=42,missing=42,gain=166.626617,cover=429140
- 41:[Curv5<0.0473068655] yes=83,no=84,missing=83,gain=124.636536,cover=263118
- 83:leaf=0.00299191335,cover=0
- 84:leaf=0.000589819741,cover=0
- 42:[PialArea5<0.721636832] yes=85,no=86,missing=86,gain=157.882172,cover=166022
- 85:leaf=0.00269962917,cover=0
- 86:leaf=-0.000704843085,cover=0
- 10:[Area5<0.726017833] yes=21,no=22,missing=21,gain=142.09314,cover=357115
- 21:[PialCurv5<0.054317683] yes=43,no=44,missing=43,gain=56.5953369,cover=182846
- 43:[LGI5<2.61550069] yes=87,no=88,missing=88,gain=22.3669357,cover=11385
- 87:leaf=-0.000848136377,cover=0
- 88:leaf=0.00358534046,cover=0
- 44:[Ecc<17.0169544] yes=89,no=90,missing=90,gain=45.8411865,cover=171461
- 89:leaf=-0.00180695788,cover=0
- 90:leaf=-0.00385090406,cover=0
- 22:[PialArea5<0.669517875] yes=45,no=46,missing=45,gain=124.421364,cover=174269
- 45:[Curv5<0.101325236] yes=91,no=92,missing=91,gain=76.5794067,cover=121469
- 91:leaf=0.00231122435,cover=0
- 92:leaf=-0.000219619746,cover=0
- 46:[Pol<111.846848] yes=93,no=94,missing=93,gain=29.3779984,cover=52800
- 93:leaf=-0.00105032476,cover=0
- 94:leaf=-0.00345448148,cover=0
- 2:[PialArea5<0.385581404] yes=5,no=6,missing=6,gain=105.438622,cover=586042
- 5:[Area5<0.698189139] yes=11,no=12,missing=11,gain=103.307076,cover=265090
- 11:[PialArea5<0.267248243] yes=23,no=24,missing=24,gain=48.0513763,cover=175770
- 23:[Curv5<0.245671451] yes=47,no=48,missing=47,gain=20.6252289,cover=27648
- 47:[PialCurv5<0.409174502] yes=95,no=96,missing=95,gain=12.0341949,cover=19453
- 95:leaf=0.00330011174,cover=0
- 96:leaf=0.000685273553,cover=0
- 48:[Pol<129.571716] yes=97,no=98,missing=97,gain=5.18032742,cover=8195
- 97:leaf=-0.000788324222,cover=0
- 98:leaf=0.00754383439,cover=0
- 24:[PialCurv5<0.371846795] yes=49,no=50,missing=49,gain=36.0633888,cover=148122
- 49:[Area5<0.612264991] yes=99,no=100,missing=100,gain=27.2521267,cover=96698
- 99:leaf=-0.00189024571,cover=0
- 100:leaf=0.0002229245,cover=0
- 50:[Sulc0<0.762988985] yes=101,no=102,missing=101,gain=23.5295944,cover=51424
- 101:leaf=-0.000882077613,cover=0
- 102:leaf=-0.0030365854,cover=0
- 12:[PialCurv5<0.371846795] yes=25,no=26,missing=25,gain=45.7978287,cover=89320
- 25:[PialArea5<0.281252682] yes=51,no=52,missing=52,gain=25.8726349,cover=59027
- 51:[MidArea5<0.468026847] yes=103,no=104,missing=104,gain=7.86603165,cover=3324
- 103:leaf=0.0158592481,cover=0
- 104:leaf=0.00612567225,cover=0
- 52:[Area5<0.76451689] yes=105,no=106,missing=106,gain=18.5326385,cover=55703
- 105:leaf=0.00178666727,cover=0
- 106:leaf=0.00407560309,cover=0
- 26:[PialArea5<0.301675379] yes=53,no=54,missing=53,gain=12.941906,cover=30293
- 53:[MidArea5<0.468026847] yes=107,no=108,missing=107,gain=7.48968506,cover=6302
- 107:leaf=0.0107467491,cover=0
- 108:leaf=0.00177563436,cover=0
- 54:[Area5<0.790145099] yes=109,no=110,missing=109,gain=12.0180597,cover=23991
- 109:leaf=-0.000867169758,cover=0
- 110:leaf=0.00241011567,cover=0
- 6:[Area5<0.784037054] yes=13,no=14,missing=13,gain=88.1829681,cover=320952
- 13:[Area5<0.653711498] yes=27,no=28,missing=27,gain=38.8202972,cover=277317
- 27:[Ecc<5.97554874] yes=55,no=56,missing=56,gain=24.3833466,cover=48869
- 55:[Area5<0.420677572] yes=111,no=112,missing=111,gain=6.91209984,cover=25341
- 111:leaf=0.0422344767,cover=0
- 112:leaf=-0.00159458525,cover=0
- 56:[Area5<0.623097897] yes=113,no=114,missing=113,gain=6.17675781,cover=23528
- 113:leaf=-0.00489579141,cover=0
- 114:leaf=-0.00320689869,cover=0
- 28:[Ecc<5.53207445] yes=57,no=58,missing=57,gain=35.2764587,cover=228448
- 57:[Curv5<0.20983994] yes=115,no=116,missing=116,gain=13.2712269,cover=59522
- 115:leaf=0.000222640767,cover=0
- 116:leaf=-0.00205660122,cover=0
- 58:[Curv5<0.139330834] yes=117,no=118,missing=117,gain=27.4064789,cover=168926
- 117:leaf=-0.000701527519,cover=0
- 118:leaf=-0.00199827715,cover=0
- 14:[PialArea5<0.498393416] yes=29,no=30,missing=29,gain=18.9686241,cover=43635
- 29:[PialCurv5<0.291493237] yes=59,no=60,missing=59,gain=16.5964355,cover=24666
- 59:[Area5<0.846071243] yes=119,no=120,missing=119,gain=6.16116714,cover=8612
- 119:leaf=0.00303017697,cover=0
- 120:leaf=0.00629755063,cover=0
- 60:[Area5<0.894858658] yes=121,no=122,missing=121,gain=7.37590933,cover=16054
- 121:leaf=0.000679592195,cover=0
- 122:leaf=0.00452595158,cover=0
- 30:[Pol<86.7064972] yes=61,no=62,missing=61,gain=11.1918964,cover=18969
- 61:[Ecc<34.5416374] yes=123,no=124,missing=123,gain=7.12620449,cover=5139
- 123:leaf=-0.000650030794,cover=0
- 124:leaf=-0.00446713064,cover=0
- 62:[Area5<0.894858658] yes=125,no=126,missing=125,gain=7.4103713,cover=13830
- 125:leaf=7.28423329e-05,cover=0
- 126:leaf=0.00316666253,cover=0
-booster[109]:
-0:[PialArea5<0.917384863] yes=1,no=2,missing=1,gain=128.02269,cover=5124388
- 1:[Curv5<-0.0413376503] yes=3,no=4,missing=3,gain=211.644745,cover=3551556
- 3:[Area5<0.651789546] yes=7,no=8,missing=8,gain=426.324036,cover=1312495
- 7:[PialArea5<0.676429033] yes=15,no=16,missing=15,gain=187.832855,cover=903244
- 15:[Area5<0.509397149] yes=31,no=32,missing=32,gain=84.050499,cover=143044
- 31:[Curv5<-0.129194111] yes=63,no=64,missing=63,gain=34.5236549,cover=54056
- 63:leaf=-0.000706922554,cover=0
- 64:leaf=0.00210932991,cover=0
- 32:[Sulc0<-0.0936657563] yes=65,no=66,missing=65,gain=46.5804443,cover=88988
- 65:leaf=-0.00311150798,cover=0
- 66:leaf=-0.000527675438,cover=0
- 16:[Sulc0<-0.195981219] yes=33,no=34,missing=33,gain=228.084396,cover=760200
- 33:[Curv5<-0.108295463] yes=67,no=68,missing=67,gain=149.50293,cover=677485
- 67:leaf=-9.88208121e-05,cover=0
- 68:leaf=0.00206185901,cover=0
- 34:[PialArea5<0.82654506] yes=69,no=70,missing=69,gain=54.3191833,cover=82715
- 69:leaf=0.00218372396,cover=0
- 70:leaf=0.00504473597,cover=0
- 8:[PialCurv5<-0.107211173] yes=17,no=18,missing=18,gain=119.110138,cover=409251
- 17:[Curv5<-0.16496937] yes=35,no=36,missing=35,gain=91.053894,cover=104047
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=71,gain=72.0138245,cover=92311
- 71:leaf=0.007066797,cover=0
- 72:leaf=-0.00107204984,cover=0
- 36:[PialCurv5<-0.142826259] yes=73,no=74,missing=73,gain=21.8398056,cover=11736
- 73:leaf=0.0102364616,cover=0
- 74:leaf=0.0031217013,cover=0
- 18:[Area5<0.722552657] yes=37,no=38,missing=38,gain=118.084656,cover=305204
- 37:[PialArea5<0.821553528] yes=75,no=76,missing=75,gain=99.8850098,cover=215703
- 75:leaf=-0.00278393412,cover=0
- 76:leaf=-0.000625806802,cover=0
- 38:[Pol<57.0350037] yes=77,no=78,missing=78,gain=65.0550537,cover=89501
- 77:leaf=-0.00119992893,cover=0
- 78:leaf=-0.00448672893,cover=0
- 4:[PialCurv5<0.00236006663] yes=9,no=10,missing=10,gain=897.236694,cover=2239061
- 9:[Curv5<-0.0109836133] yes=19,no=20,missing=19,gain=248.860962,cover=187735
- 19:[PialCurv5<-0.0209923834] yes=39,no=40,missing=39,gain=160.973297,cover=102499
- 39:[PialArea5<0.669517875] yes=79,no=80,missing=79,gain=53.3495178,cover=48845
- 79:leaf=0.00115182693,cover=0
- 80:leaf=0.00502967043,cover=0
- 40:[Area5<0.663006425] yes=81,no=82,missing=81,gain=73.4863815,cover=53654
- 81:leaf=0.00268457644,cover=0
- 82:leaf=-0.00120664795,cover=0
- 20:[MidArea5<0.608749926] yes=41,no=42,missing=42,gain=79.0911865,cover=85236
- 41:[Area5<0.636136949] yes=83,no=84,missing=83,gain=27.9805222,cover=22091
- 83:leaf=0.00180712657,cover=0
- 84:leaf=0.00554107828,cover=0
- 42:[Pol<73.3354874] yes=85,no=86,missing=85,gain=52.6075439,cover=63145
- 85:leaf=0.00847029407,cover=0
- 86:leaf=0.00548011763,cover=0
- 10:[PialArea5<0.665998757] yes=21,no=22,missing=22,gain=216.258911,cover=2051326
- 21:[PialCurv5<0.128475845] yes=43,no=44,missing=43,gain=319.444275,cover=1506764
- 43:[Ecc<5.27515984] yes=87,no=88,missing=87,gain=147.75,cover=408258
- 87:leaf=8.65108086e-05,cover=0
- 88:leaf=0.00218579057,cover=0
- 44:[Area5<0.716575325] yes=89,no=90,missing=89,gain=262.93808,cover=1098506
- 89:leaf=-0.00063998648,cover=0
- 90:leaf=0.000970234105,cover=0
- 22:[Curv5<0.0534323379] yes=45,no=46,missing=46,gain=113.175156,cover=544562
- 45:[Sulc0<0.317313671] yes=91,no=92,missing=91,gain=79.9609756,cover=373488
- 91:leaf=-0.000641313265,cover=0
- 92:leaf=0.00123009458,cover=0
- 46:[PialCurv5<0.0471153036] yes=93,no=94,missing=94,gain=74.7120361,cover=171074
- 93:leaf=0.00309715513,cover=0
- 94:leaf=-0.00206290465,cover=0
- 2:[Area5<0.743131101] yes=5,no=6,missing=5,gain=242.643997,cover=1572832
- 5:[Sulc0<-0.152423486] yes=11,no=12,missing=12,gain=252.40036,cover=1054930
- 11:[Curv5<-0.0943295062] yes=23,no=24,missing=23,gain=126.428558,cover=976041
- 23:[Area5<0.624364853] yes=47,no=48,missing=47,gain=96.04039,cover=877931
- 47:[Sulc0<-0.947149038] yes=95,no=96,missing=96,gain=111.041656,cover=296936
- 95:leaf=-4.09912209e-05,cover=0
- 96:leaf=0.00203943043,cover=0
- 48:[PialArea5<1.06442153] yes=97,no=98,missing=97,gain=79.5027466,cover=580995
- 97:leaf=-0.000290447235,cover=0
- 98:leaf=0.000879841798,cover=0
- 24:[PialCurv5<-0.0715543851] yes=49,no=50,missing=49,gain=238.277924,cover=98110
- 49:[PialCurv5<-0.0877386853] yes=99,no=100,missing=99,gain=47.2608643,cover=9421
- 99:leaf=0.0156566333,cover=0
- 100:leaf=0.00784310699,cover=0
- 50:[MidArea5<0.80754292] yes=101,no=102,missing=101,gain=62.4521332,cover=88689
- 101:leaf=0.00499831466,cover=0
- 102:leaf=0.00120024662,cover=0
- 12:[Pol<48.3047981] yes=25,no=26,missing=26,gain=78.1836548,cover=78889
- 25:[LGI5<3.08610082] yes=51,no=52,missing=51,gain=42.0550957,cover=18084
- 51:[PialCurv5<-0.0395349935] yes=103,no=104,missing=103,gain=11.1335335,cover=10160
- 103:leaf=0.000210113154,cover=0
- 104:leaf=-0.00313082873,cover=0
- 52:[PialCurv5<-0.0209923834] yes=105,no=106,missing=105,gain=52.5774651,cover=7924
- 105:leaf=0.00703441724,cover=0
- 106:leaf=-0.0012396212,cover=0
- 26:[MidArea5<0.811158717] yes=53,no=54,missing=53,gain=34.8735352,cover=60805
- 53:[PialCurv5<-0.0800075978] yes=107,no=108,missing=108,gain=12.354538,cover=11509
- 107:leaf=0.00513723958,cover=0
- 108:leaf=0.00847481284,cover=0
- 54:[Pol<151.353775] yes=109,no=110,missing=109,gain=24.0393677,cover=49296
- 109:leaf=0.00474492926,cover=0
- 110:leaf=0.00227745203,cover=0
- 6:[PialArea5<1.0376358] yes=13,no=14,missing=13,gain=110.404236,cover=517902
- 13:[Curv5<-0.0413376503] yes=27,no=28,missing=27,gain=54.5914536,cover=163427
- 27:[Pol<19.2006226] yes=55,no=56,missing=55,gain=38.0009766,cover=107027
- 55:[Ecc<4.46987629] yes=111,no=112,missing=111,gain=13.3164692,cover=16316
- 111:leaf=0.00483337743,cover=0
- 112:leaf=-0.000219624606,cover=0
- 56:[Ecc<3.60812569] yes=113,no=114,missing=113,gain=35.2284851,cover=90711
- 113:leaf=-0.00528339855,cover=0
- 114:leaf=-0.00206161174,cover=0
- 28:[PialCurv5<-0.0227819066] yes=57,no=58,missing=57,gain=96.9393692,cover=56400
- 57:[PialCurv5<-0.113441773] yes=115,no=116,missing=116,gain=25.2834702,cover=5527
- 115:leaf=0.0520017445,cover=0
- 116:leaf=0.0059610703,cover=0
- 58:[Ecc<16.5318356] yes=117,no=118,missing=117,gain=26.69347,cover=50873
- 117:leaf=0.000222065559,cover=0
- 118:leaf=-0.00209581992,cover=0
- 14:[Area5<0.827407002] yes=29,no=30,missing=29,gain=40.5946922,cover=354475
- 29:[Sulc0<-0.401674598] yes=59,no=60,missing=59,gain=47.1406364,cover=247369
- 59:[MidArea5<1.21578133] yes=119,no=120,missing=119,gain=43.9654121,cover=175936
- 119:leaf=4.17981755e-05,cover=0
- 120:leaf=0.00603617635,cover=0
- 60:[Pol<63.605114] yes=121,no=122,missing=122,gain=51.1012421,cover=71433
- 121:leaf=0.000236453052,cover=0
- 122:leaf=0.00291766902,cover=0
- 30:[PialArea5<1.25128293] yes=61,no=62,missing=61,gain=37.3268166,cover=107106
- 61:[Sulc0<0.126604497] yes=123,no=124,missing=123,gain=21.7338715,cover=49470
- 123:leaf=-0.00189072697,cover=0
- 124:leaf=0.00200750842,cover=0
- 62:[Sulc0<-1.05304158] yes=125,no=126,missing=125,gain=17.3757877,cover=57636
- 125:leaf=0.0035053324,cover=0
- 126:leaf=5.30334619e-05,cover=0
-booster[110]:
-0:[LGI5<2.32164335] yes=1,no=2,missing=1,gain=125.646317,cover=5124388
- 1:[Ecc<5.66086149] yes=3,no=4,missing=3,gain=87.7626495,cover=423405
- 3:[Area5<0.864337862] yes=7,no=8,missing=7,gain=51.4842834,cover=381452
- 7:[PialArea5<0.879786193] yes=15,no=16,missing=16,gain=40.4570312,cover=376723
- 15:[Ecc<2.13501525] yes=31,no=32,missing=31,gain=27.877861,cover=238680
- 31:[Sulc0<-0.82173413] yes=63,no=64,missing=63,gain=33.4957428,cover=132961
- 63:leaf=-8.95361954e-05,cover=0
- 64:leaf=0.00186259195,cover=0
- 32:[Pol<29.3809395] yes=65,no=66,missing=65,gain=34.7733459,cover=105719
- 65:leaf=0.00769135077,cover=0
- 66:leaf=0.000254650338,cover=0
- 16:[Pol<70.3717499] yes=33,no=34,missing=34,gain=42.1819,cover=138043
- 33:[Curv5<-0.117843308] yes=67,no=68,missing=67,gain=41.9828758,cover=65102
- 67:leaf=0.000622078194,cover=0
- 68:leaf=0.00434073107,cover=0
- 34:[Area5<0.714924753] yes=69,no=70,missing=69,gain=20.1221161,cover=72941
- 69:leaf=0.00326570938,cover=0
- 70:leaf=0.00111306866,cover=0
- 8:[Curv5<-0.146701202] yes=17,no=18,missing=17,gain=9.04394341,cover=4729
- 17:[PialArea5<1.57955706] yes=35,no=36,missing=36,gain=4.63750076,cover=694
- 35:[PialCurv5<-0.0632625744] yes=71,no=72,missing=71,gain=1.72936869,cover=572
- 71:leaf=-0.00113679725,cover=0
- 72:leaf=0.0113941897,cover=0
- 36:[Ecc<3.29132295] yes=73,no=74,missing=73,gain=1.95358086,cover=122
- 73:leaf=0.0140120536,cover=0
- 74:leaf=-0.000203811593,cover=0
- 18:[Sulc0<0.272107065] yes=37,no=38,missing=37,gain=9.94676971,cover=4035
- 37:[Pol<102.241241] yes=75,no=76,missing=75,gain=5.80475998,cover=3744
- 75:leaf=-0.00330398208,cover=0
- 76:leaf=-0.00726389745,cover=0
- 38:[Pol<123.615685] yes=77,no=78,missing=77,gain=0.736322284,cover=291
- 77:leaf=0.00471561356,cover=0
- 78:leaf=-0.00605475483,cover=0
- 4:[Sulc0<-0.298712492] yes=9,no=10,missing=9,gain=11.5193844,cover=41953
- 9:[PialCurv5<-0.0245349593] yes=19,no=20,missing=20,gain=15.2609005,cover=17946
- 19:[Area5<0.462054074] yes=39,no=40,missing=40,gain=10.6502628,cover=16282
- 39:[LGI5<2.21018219] yes=79,no=80,missing=80,gain=4.89962959,cover=1405
- 79:leaf=0.00851976406,cover=0
- 80:leaf=0.00109751243,cover=0
- 40:[PialArea5<0.689872265] yes=81,no=82,missing=81,gain=8.89664459,cover=14877
- 81:leaf=-0.00644335011,cover=0
- 82:leaf=-0.00165629014,cover=0
- 20:[Pol<91.5616074] yes=41,no=42,missing=42,gain=9.49773216,cover=1664
- 41:[Pol<67.3859482] yes=83,no=84,missing=84,gain=3.91150928,cover=340
- 83:leaf=-0.00613274053,cover=0
- 84:leaf=0.00493475376,cover=0
- 42:[Area5<0.704541981] yes=85,no=86,missing=85,gain=4.96841049,cover=1324
- 85:leaf=-0.00649627903,cover=0
- 86:leaf=-0.0131607084,cover=0
- 10:[PialCurv5<0.107261039] yes=21,no=22,missing=21,gain=13.9840441,cover=24007
- 21:[Area5<0.802302957] yes=43,no=44,missing=43,gain=10.4317951,cover=11384
- 43:[Pol<69.6327286] yes=87,no=88,missing=88,gain=7.39015341,cover=10894
- 87:leaf=-0.00326185091,cover=0
- 88:leaf=0.00158071646,cover=0
- 44:[LGI5<2.27925944] yes=89,no=90,missing=89,gain=2.85739899,cover=490
- 89:leaf=-0.0102653364,cover=0
- 90:leaf=-0.00261304015,cover=0
- 22:[Sulc0<-0.00954892673] yes=45,no=46,missing=46,gain=6.48163319,cover=12623
- 45:[Area5<0.64983958] yes=91,no=92,missing=91,gain=3.02472401,cover=1221
- 91:leaf=-0.00871769711,cover=0
- 92:leaf=-0.00332796178,cover=0
- 46:[Ecc<7.08616447] yes=93,no=94,missing=93,gain=5.6554637,cover=11402
- 93:leaf=-0.000238418535,cover=0
- 94:leaf=-0.00250277272,cover=0
- 2:[Sulc0<-0.726142108] yes=5,no=6,missing=5,gain=120.78476,cover=4700983
- 5:[Ecc<5.01513863] yes=11,no=12,missing=11,gain=188.850693,cover=810465
- 11:[Curv5<-0.168147355] yes=23,no=24,missing=23,gain=84.3984833,cover=425222
- 23:[LGI5<2.60212255] yes=47,no=48,missing=47,gain=36.8950577,cover=316059
- 47:[PialArea5<1.06921077] yes=95,no=96,missing=95,gain=31.6386299,cover=252772
- 95:leaf=-0.000223169569,cover=0
- 96:leaf=0.000946181477,cover=0
- 48:[Pol<27.4246235] yes=97,no=98,missing=98,gain=24.414669,cover=63287
- 97:leaf=0.000174676636,cover=0
- 98:leaf=-0.00188191165,cover=0
- 24:[Pol<29.3809395] yes=49,no=50,missing=49,gain=82.4426498,cover=109163
- 49:[Ecc<1.31300318] yes=99,no=100,missing=100,gain=32.6820984,cover=23266
- 99:leaf=0.000725915364,cover=0
- 100:leaf=0.00519235013,cover=0
- 50:[Area5<0.603367925] yes=101,no=102,missing=101,gain=35.9987259,cover=85897
- 101:leaf=0.00205455953,cover=0
- 102:leaf=-2.91133365e-05,cover=0
- 12:[Pol<19.2006226] yes=25,no=26,missing=25,gain=95.9052734,cover=385243
- 25:[Curv5<-0.192867488] yes=51,no=52,missing=52,gain=23.9310322,cover=111262
- 51:[PialArea5<0.946096778] yes=103,no=104,missing=104,gain=15.027338,cover=86032
- 103:leaf=-0.00114697695,cover=0
- 104:leaf=0.000197167203,cover=0
- 52:[PialCurv5<-0.129174799] yes=105,no=106,missing=105,gain=16.418541,cover=25230
- 105:leaf=0.00561443018,cover=0
- 106:leaf=0.00101282576,cover=0
- 26:[Pol<165.944183] yes=53,no=54,missing=53,gain=65.7577515,cover=273981
- 53:[PialArea5<1.11947823] yes=107,no=108,missing=107,gain=47.9536743,cover=185082
- 107:leaf=-0.00269464846,cover=0
- 108:leaf=-0.000830238045,cover=0
- 54:[Curv5<-0.183827445] yes=109,no=110,missing=109,gain=17.6545181,cover=88899
- 109:leaf=-0.000948751462,cover=0
- 110:leaf=0.000761852076,cover=0
- 6:[Ecc<3.48115921] yes=13,no=14,missing=13,gain=185.609009,cover=3890518
- 13:[Area5<0.613672853] yes=27,no=28,missing=27,gain=208.110352,cover=538605
- 27:[PialArea5<0.621054947] yes=55,no=56,missing=55,gain=83.6792221,cover=176549
- 55:[Sulc0<-0.0788570642] yes=111,no=112,missing=111,gain=32.2698822,cover=52823
- 111:leaf=9.03397158e-05,cover=0
- 112:leaf=-0.00248123566,cover=0
- 56:[Curv5<-0.114048101] yes=113,no=114,missing=113,gain=122.724045,cover=123726
- 113:leaf=0.000386250089,cover=0
- 114:leaf=0.00369211589,cover=0
- 28:[Pol<54.5053368] yes=57,no=58,missing=57,gain=309.42926,cover=362056
- 57:[Ecc<1.57116413] yes=115,no=116,missing=116,gain=136.341797,cover=46874
- 115:leaf=-0.000383076083,cover=0
- 116:leaf=0.00502504176,cover=0
- 58:[Ecc<1.62447274] yes=117,no=118,missing=117,gain=220.83847,cover=315182
- 117:leaf=0.000136345407,cover=0
- 118:leaf=-0.00272191083,cover=0
- 14:[Ecc<21.7409172] yes=29,no=30,missing=29,gain=213.467926,cover=3351913
- 29:[PialCurv5<0.196748361] yes=59,no=60,missing=59,gain=215.817596,cover=2503999
- 59:[Sulc0<-0.463317156] yes=119,no=120,missing=119,gain=223.668396,cover=2007270
- 119:leaf=-1.88769172e-05,cover=0
- 120:leaf=0.00119064783,cover=0
- 60:[PialArea5<0.472106963] yes=121,no=122,missing=121,gain=86.6662903,cover=496729
- 121:leaf=0.00016088222,cover=0
- 122:leaf=-0.00126575714,cover=0
- 30:[PialArea5<0.317611694] yes=61,no=62,missing=62,gain=75.71595,cover=847914
- 61:[Area5<0.687926829] yes=123,no=124,missing=123,gain=32.7085075,cover=31702
- 123:leaf=0.00100840093,cover=0
- 124:leaf=0.00443008495,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=126,gain=56.7498894,cover=816212
- 125:leaf=-0.000391089881,cover=0
- 126:leaf=0.00537750311,cover=0
-booster[111]:
-0:[Area5<0.453641325] yes=1,no=2,missing=2,gain=122.913963,cover=5124388
- 1:[PialArea5<0.441150606] yes=3,no=4,missing=4,gain=37.4969177,cover=120099
- 3:[Sulc0<0.779008448] yes=7,no=8,missing=7,gain=9.03100967,cover=3255
- 7:[Curv5<-0.310856104] yes=15,no=16,missing=15,gain=8.51074219,cover=2744
- 15:[Ecc<1.26157856] yes=31,no=32,missing=31,gain=3.41703892,cover=1076
- 31:[Ecc<0.943656743] yes=63,no=64,missing=63,gain=1.16509151,cover=119
- 63:leaf=-0.00976676401,cover=0
- 64:leaf=-0.0202410948,cover=0
- 32:[LGI5<2.76843596] yes=65,no=66,missing=65,gain=4.0759201,cover=957
- 65:leaf=-0.000621661486,cover=0
- 66:leaf=-0.00734999124,cover=0
- 16:[PialArea5<0.267248243] yes=33,no=34,missing=33,gain=9.12614536,cover=1668
- 33:[Pol<97.3566132] yes=67,no=68,missing=68,gain=3.18939781,cover=327
- 67:leaf=-0.000868322793,cover=0
- 68:leaf=-0.0112092746,cover=0
- 34:[Pol<48.3047981] yes=69,no=70,missing=69,gain=5.31549263,cover=1341
- 69:leaf=-0.0139590045,cover=0
- 70:leaf=0.00234758575,cover=0
- 8:[Curv5<0.14511615] yes=17,no=18,missing=18,gain=12.5556622,cover=511
- 17:[LGI5<3.22522902] yes=35,no=36,missing=36,gain=3.99831009,cover=194
- 35:[LGI5<2.99035311] yes=71,no=72,missing=71,gain=1.62072849,cover=140
- 71:leaf=-0.00663149077,cover=0
- 72:leaf=-0.018493792,cover=0
- 36:[PialCurv5<0.255337358] yes=73,no=74,missing=73,gain=1.87866974,cover=54
- 73:leaf=-0.0329513066,cover=0
- 74:leaf=0.0116482796,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=37,gain=5.11854887,cover=317
- 37:[Ecc<32.0879669] yes=75,no=76,missing=75,gain=1.05228853,cover=303
- 75:leaf=-0.00169127423,cover=0
- 76:leaf=-0.00760009838,cover=0
- 38:leaf=0.0251071602,cover=0
- 4:[Pol<41.8258972] yes=9,no=10,missing=10,gain=39.0746155,cover=116844
- 9:[Curv5<-0.0752395913] yes=19,no=20,missing=20,gain=21.3296719,cover=14056
- 19:[PialArea5<1.15332794] yes=39,no=40,missing=39,gain=13.4376926,cover=13891
- 39:[PialArea5<0.636387587] yes=77,no=78,missing=77,gain=7.97934532,cover=13793
- 77:leaf=-0.00377806206,cover=0
- 78:leaf=-4.05987566e-06,cover=0
- 40:[LGI5<2.44958925] yes=79,no=80,missing=79,gain=1.53697014,cover=98
- 79:leaf=0.0215957072,cover=0
- 80:leaf=0.00669161556,cover=0
- 20:[LGI5<3.0310638] yes=41,no=42,missing=42,gain=12.5455017,cover=165
- 41:[LGI5<2.45932961] yes=81,no=82,missing=81,gain=1.39025879,cover=88
- 81:leaf=0.000439102441,cover=0
- 82:leaf=-0.0120892962,cover=0
- 42:[LGI5<3.20360112] yes=83,no=84,missing=83,gain=2.81760406,cover=77
- 83:leaf=-0.0356848873,cover=0
- 84:leaf=-1.8925326e-05,cover=0
- 10:[Area5<0.380439579] yes=21,no=22,missing=21,gain=30.9081268,cover=102788
- 21:[Curv5<-0.200394869] yes=43,no=44,missing=44,gain=15.00383,cover=17338
- 43:[Ecc<1.46579576] yes=85,no=86,missing=85,gain=6.0146637,cover=13757
- 85:leaf=0.00191644148,cover=0
- 86:leaf=0.0041719689,cover=0
- 44:[PialCurv5<-0.0262977369] yes=87,no=88,missing=87,gain=4.48097992,cover=3581
- 87:leaf=0.00738437474,cover=0
- 88:leaf=-0.0038797278,cover=0
- 22:[Curv5<-0.207981065] yes=45,no=46,missing=45,gain=23.9779205,cover=85450
- 45:[PialArea5<0.758763015] yes=89,no=90,missing=89,gain=14.0171165,cover=47932
- 89:leaf=8.16380125e-05,cover=0
- 90:leaf=0.00183830282,cover=0
- 46:[PialArea5<0.908809483] yes=91,no=92,missing=92,gain=14.5368195,cover=37518
- 91:leaf=0.00257467991,cover=0
- 92:leaf=0.00638543395,cover=0
- 2:[PialArea5<0.925796032] yes=5,no=6,missing=5,gain=125.617432,cover=5004289
- 5:[Curv5<-0.0530214235] yes=11,no=12,missing=11,gain=280.60434,cover=3500573
- 11:[Area5<0.67915231] yes=23,no=24,missing=23,gain=257.458374,cover=1183759
- 23:[PialArea5<0.724588811] yes=47,no=48,missing=48,gain=228.639755,cover=924549
- 47:[Area5<0.545738399] yes=93,no=94,missing=93,gain=60.984436,cover=206413
- 93:leaf=-0.000613581971,cover=0
- 94:leaf=-0.00237201783,cover=0
- 48:[Sulc0<-0.188964635] yes=95,no=96,missing=96,gain=203.054749,cover=718136
- 95:leaf=-9.46765285e-05,cover=0
- 96:leaf=0.00253084302,cover=0
- 24:[PialCurv5<-0.108766198] yes=49,no=50,missing=49,gain=135.646851,cover=259210
- 49:[Curv5<-0.166574284] yes=97,no=98,missing=97,gain=48.5098267,cover=66027
- 97:leaf=-0.000549424032,cover=0
- 98:leaf=0.00355477119,cover=0
- 50:[Ecc<6.87229633] yes=99,no=100,missing=99,gain=71.4421387,cover=193183
- 99:leaf=-0.00411436055,cover=0
- 100:leaf=-0.0020261812,cover=0
- 12:[PialCurv5<-0.0114707183] yes=25,no=26,missing=25,gain=668.752075,cover=2316814
- 25:[Curv5<-0.0273730159] yes=51,no=52,missing=51,gain=232.458374,cover=160890
- 51:[Area5<0.682363749] yes=101,no=102,missing=102,gain=105.645851,cover=79511
- 101:leaf=0.00315403822,cover=0
- 102:leaf=-0.0005155814,cover=0
- 52:[MidArea5<0.610527694] yes=103,no=104,missing=104,gain=82.9492188,cover=81379
- 103:leaf=0.00239712535,cover=0
- 104:leaf=0.0062005748,cover=0
- 26:[PialArea5<0.605248392] yes=53,no=54,missing=53,gain=180.715073,cover=2155924
- 53:[Curv5<0.116796501] yes=105,no=106,missing=106,gain=341.592346,cover=1301972
- 105:leaf=0.00154310325,cover=0
- 106:leaf=-0.000135795155,cover=0
- 54:[Curv5<0.0635297745] yes=107,no=108,missing=107,gain=178.277985,cover=853952
- 107:leaf=8.24230938e-06,cover=0
- 108:leaf=-0.00158433896,cover=0
- 6:[Area5<0.744179189] yes=13,no=14,missing=14,gain=196.226761,cover=1503716
- 13:[Sulc0<-0.389213681] yes=27,no=28,missing=28,gain=220.00235,cover=1003877
- 27:[Curv5<-0.119937547] yes=55,no=56,missing=55,gain=140.302048,cover=807185
- 55:[PialArea5<1.22674179] yes=109,no=110,missing=109,gain=86.1330414,cover=702808
- 109:leaf=0.000123995909,cover=0
- 110:leaf=0.00168523681,cover=0
- 56:[PialCurv5<-0.0923183635] yes=111,no=112,missing=111,gain=213.115738,cover=104377
- 111:leaf=0.0109590506,cover=0
- 112:leaf=0.00172795483,cover=0
- 28:[Pol<55.3432045] yes=57,no=58,missing=58,gain=150.419281,cover=196692
- 57:[Pol<19.2006226] yes=113,no=114,missing=113,gain=22.9977264,cover=56909
- 113:leaf=0.00186034478,cover=0
- 114:leaf=-0.00034393862,cover=0
- 58:[Ecc<4.00532722] yes=115,no=116,missing=116,gain=115.750122,cover=139783
- 115:leaf=-0.00103924761,cover=0
- 116:leaf=0.00382638047,cover=0
- 14:[PialArea5<1.04185641] yes=29,no=30,missing=29,gain=92.9769669,cover=499839
- 29:[Curv5<-0.0390223041] yes=59,no=60,missing=59,gain=46.8524857,cover=154865
- 59:[Pol<19.2006226] yes=117,no=118,missing=118,gain=31.5959625,cover=105026
- 117:leaf=0.00018135061,cover=0
- 118:leaf=-0.00222495082,cover=0
- 60:[PialCurv5<-0.019163372] yes=119,no=120,missing=119,gain=87.4536819,cover=49839
- 119:leaf=0.0057981289,cover=0
- 120:leaf=-0.000751507119,cover=0
- 30:[Sulc0<-0.285426885] yes=61,no=62,missing=61,gain=36.4439354,cover=344974
- 61:[PialArea5<1.4350239] yes=121,no=122,missing=121,gain=46.2431717,cover=278113
- 121:leaf=-0.000285658025,cover=0
- 122:leaf=0.00161752256,cover=0
- 62:[Pol<44.6807365] yes=123,no=124,missing=123,gain=27.8253784,cover=66861
- 123:leaf=-0.00035547826,cover=0
- 124:leaf=0.00190771965,cover=0
-booster[112]:
-0:[LGI5<3.56741142] yes=1,no=2,missing=2,gain=116.520454,cover=5124388
- 1:[PialCurv5<0.315450013] yes=3,no=4,missing=4,gain=104.537506,cover=4901425
- 3:[PialArea5<0.413606972] yes=7,no=8,missing=7,gain=208.105484,cover=4630922
- 7:[Area5<0.675895274] yes=15,no=16,missing=15,gain=139.641602,cover=289932
- 15:[PialCurv5<0.185672894] yes=31,no=32,missing=32,gain=49.4431458,cover=163056
- 31:[Area5<0.596935391] yes=63,no=64,missing=63,gain=33.6001587,cover=65080
- 63:leaf=-7.36549191e-05,cover=0
- 64:leaf=0.00243894639,cover=0
- 32:[PialArea5<0.301675379] yes=65,no=66,missing=66,gain=35.3381042,cover=97976
- 65:leaf=0.00171577593,cover=0
- 66:leaf=-0.000567036506,cover=0
- 16:[Pol<117.668175] yes=33,no=34,missing=33,gain=58.3411865,cover=126876
- 33:[PialArea5<0.301675379] yes=67,no=68,missing=67,gain=39.6399536,cover=117637
- 67:leaf=0.00528657949,cover=0
- 68:leaf=0.00225279736,cover=0
- 34:[Sulc0<0.0530014001] yes=69,no=70,missing=69,gain=10.7888031,cover=9239
- 69:leaf=0.00993164163,cover=0
- 70:leaf=0.00578633975,cover=0
- 8:[Curv5<0.0955092236] yes=17,no=18,missing=17,gain=167.62558,cover=4340990
- 17:[Sulc0<0.110320561] yes=35,no=36,missing=35,gain=266.202698,cover=3831753
- 35:[PialArea5<0.859420419] yes=71,no=72,missing=71,gain=157.401733,cover=3212232
- 71:leaf=-0.000243251096,cover=0
- 72:leaf=0.000465134013,cover=0
- 36:[PialCurv5<0.0285326894] yes=73,no=74,missing=73,gain=113.317993,cover=619521
- 73:leaf=0.0023623358,cover=0
- 74:leaf=0.000867912255,cover=0
- 18:[Area5<0.702101529] yes=37,no=38,missing=37,gain=134.342041,cover=509237
- 37:[PialArea5<0.533624351] yes=75,no=76,missing=76,gain=45.0782623,cover=222133
- 75:leaf=-0.0010904189,cover=0
- 76:leaf=-0.00266767479,cover=0
- 38:[PialArea5<0.537928462] yes=77,no=78,missing=77,gain=151.799271,cover=287104
- 77:leaf=0.00120214839,cover=0
- 78:leaf=-0.00109904865,cover=0
- 4:[PialArea5<0.281252682] yes=9,no=10,missing=10,gain=42.8104401,cover=270503
- 9:[Area5<0.63275224] yes=19,no=20,missing=19,gain=20.3818569,cover=32837
- 19:[Sulc0<-0.047846999] yes=39,no=40,missing=40,gain=10.4008751,cover=16333
- 39:[LGI5<2.47631311] yes=79,no=80,missing=79,gain=5.97063637,cover=347
- 79:leaf=0.00415321393,cover=0
- 80:leaf=0.0186945032,cover=0
- 40:[Area5<0.529385149] yes=81,no=82,missing=81,gain=6.28431034,cover=15986
- 81:leaf=-0.00308076176,cover=0
- 82:leaf=-6.41658626e-05,cover=0
- 20:[MidArea5<0.439916283] yes=41,no=42,missing=41,gain=10.7100105,cover=16504
- 41:[Area5<0.660333693] yes=83,no=84,missing=83,gain=5.07513809,cover=1587
- 83:leaf=0.00466256589,cover=0
- 84:leaf=0.011555695,cover=0
- 42:[PialCurv5<0.409174502] yes=85,no=86,missing=85,gain=9.70783806,cover=14917
- 85:leaf=0.00301746628,cover=0
- 86:leaf=0.000460478535,cover=0
- 10:[Area5<0.751858592] yes=21,no=22,missing=21,gain=42.5024872,cover=237666
- 21:[Ecc<5.27515984] yes=43,no=44,missing=44,gain=20.2610626,cover=193962
- 43:[Curv5<0.266060919] yes=87,no=88,missing=88,gain=20.7391109,cover=57993
- 87:leaf=-0.000140834032,cover=0
- 88:leaf=-0.00327451713,cover=0
- 44:[PialArea5<0.365779996] yes=89,no=90,missing=90,gain=16.4678802,cover=135969
- 89:leaf=-0.00100642233,cover=0
- 90:leaf=-0.0021075285,cover=0
- 22:[PialArea5<0.370812863] yes=45,no=46,missing=45,gain=17.5467396,cover=43704
- 45:[Area5<0.877147377] yes=91,no=92,missing=91,gain=6.58315659,cover=12556
- 91:leaf=0.00189678092,cover=0
- 92:leaf=0.00995276775,cover=0
- 46:[Area5<0.808195949] yes=93,no=94,missing=93,gain=8.17327881,cover=31148
- 93:leaf=-0.000711449538,cover=0
- 94:leaf=0.00101929856,cover=0
- 2:[LGI5<3.94193578] yes=5,no=6,missing=6,gain=35.7348022,cover=222963
- 5:[Area5<0.623097897] yes=11,no=12,missing=11,gain=26.7403069,cover=202946
- 11:[Pol<81.5476837] yes=23,no=24,missing=24,gain=24.0984535,cover=29873
- 23:[Pol<57.0350037] yes=47,no=48,missing=48,gain=26.2773418,cover=12148
- 47:[Ecc<17.5281601] yes=95,no=96,missing=95,gain=9.53669357,cover=8202
- 95:leaf=-0.0013551811,cover=0
- 96:leaf=0.00214085844,cover=0
- 48:[Ecc<13.6880245] yes=97,no=98,missing=98,gain=17.9505424,cover=3946
- 97:leaf=-0.00158545224,cover=0
- 98:leaf=0.007295446,cover=0
- 24:[PialArea5<0.795950115] yes=49,no=50,missing=49,gain=38.9132957,cover=17725
- 49:[PialArea5<0.624898493] yes=99,no=100,missing=99,gain=10.0689201,cover=10804
- 99:leaf=-0.00393438991,cover=0
- 100:leaf=-0.000880745996,cover=0
- 50:[PialCurv5<-0.10074953] yes=101,no=102,missing=101,gain=8.17492485,cover=6921
- 101:leaf=0.00149296015,cover=0
- 102:leaf=0.00558563415,cover=0
- 12:[Ecc<26.874506] yes=25,no=26,missing=25,gain=24.2639923,cover=173073
- 25:[MidArea5<1.12090862] yes=51,no=52,missing=52,gain=15.6406937,cover=101383
- 51:[Pol<130.822815] yes=103,no=104,missing=103,gain=11.2037888,cover=100428
- 103:leaf=-0.00114298868,cover=0
- 104:leaf=-0.00228015659,cover=0
- 52:[Ecc<8.01039791] yes=105,no=106,missing=105,gain=10.3166409,cover=955
- 105:leaf=0.0285788514,cover=0
- 106:leaf=0.00377967278,cover=0
- 26:[LGI5<3.64692807] yes=53,no=54,missing=53,gain=23.5211258,cover=71690
- 53:[Pol<168.023468] yes=107,no=108,missing=107,gain=8.01624298,cover=30745
- 107:leaf=-0.00152279809,cover=0
- 108:leaf=0.00144154951,cover=0
- 54:[PialArea5<0.370812863] yes=109,no=110,missing=109,gain=11.5836992,cover=40945
- 109:leaf=0.00368910329,cover=0
- 110:leaf=0.000321238418,cover=0
- 6:[Area5<0.987501919] yes=13,no=14,missing=13,gain=30.7633209,cover=20017
- 13:[Pol<152.092255] yes=27,no=28,missing=27,gain=32.5376663,cover=19794
- 27:[Sulc0<0.676033437] yes=55,no=56,missing=55,gain=29.8498077,cover=15689
- 55:[PialCurv5<-0.0262977369] yes=111,no=112,missing=112,gain=16.1569824,cover=12463
- 111:leaf=-0.00317589357,cover=0
- 112:leaf=-0.00681920303,cover=0
- 56:[Curv5<0.20983994] yes=113,no=114,missing=114,gain=8.55596066,cover=3226
- 113:leaf=0.000886493479,cover=0
- 114:leaf=-0.00855612103,cover=0
- 28:[Curv5<-0.0109836133] yes=57,no=58,missing=57,gain=15.8182039,cover=4105
- 57:[Ecc<22.8050022] yes=115,no=116,missing=115,gain=5.68516827,cover=3730
- 115:leaf=-0.0020653056,cover=0
- 116:leaf=0.00183836615,cover=0
- 58:[Sulc0<0.454035848] yes=117,no=118,missing=117,gain=1.12804031,cover=375
- 117:leaf=0.0112600494,cover=0
- 118:leaf=-0.000900327635,cover=0
- 14:[Pol<93.3357697] yes=29,no=30,missing=29,gain=4.2556324,cover=223
- 29:[Pol<65.8802414] yes=59,no=60,missing=60,gain=3.13577843,cover=164
- 59:[MidArea5<0.943411052] yes=119,no=120,missing=119,gain=0.395490289,cover=48
- 119:leaf=0.0025795165,cover=0
- 120:leaf=0.0120737767,cover=0
- 60:[PialCurv5<0.220156521] yes=121,no=122,missing=121,gain=1.02294159,cover=116
- 121:leaf=0.0256774966,cover=0
- 122:leaf=0.00922363345,cover=0
- 30:[Pol<105.462654] yes=61,no=62,missing=61,gain=0.649982154,cover=59
- 61:[Ecc<25.981123] yes=123,no=124,missing=123,gain=0.367233813,cover=46
- 123:leaf=0.00291222869,cover=0
- 124:leaf=0.01206527,cover=0
- 62:[Curv5<-0.225438625] yes=125,no=126,missing=125,gain=0.0144272745,cover=13
- 125:leaf=-0.00180230592,cover=0
- 126:leaf=-0.0065430114,cover=0
-booster[113]:
-0:[Area5<0.483568966] yes=1,no=2,missing=2,gain=115.412392,cover=5124388
- 1:[PialArea5<0.632563293] yes=3,no=4,missing=3,gain=47.0310059,cover=202946
- 3:[Sulc0<0.779008448] yes=7,no=8,missing=7,gain=26.5883026,cover=31479
- 7:[Curv5<-0.211220503] yes=15,no=16,missing=15,gain=20.6788464,cover=30505
- 15:[Area5<0.380439579] yes=31,no=32,missing=31,gain=10.1477222,cover=12107
- 31:[PialArea5<0.324585885] yes=63,no=64,missing=63,gain=6.9158721,cover=3088
- 63:leaf=-0.00993569475,cover=0
- 64:leaf=0.00124973501,cover=0
- 32:[PialCurv5<-0.138158455] yes=65,no=66,missing=66,gain=6.0433445,cover=9019
- 65:leaf=-0.00168885977,cover=0
- 66:leaf=-0.00444382196,cover=0
- 16:[PialCurv5<0.0695191324] yes=33,no=34,missing=33,gain=14.8411818,cover=18398
- 33:[Pol<43.7633247] yes=67,no=68,missing=68,gain=8.24379539,cover=15782
- 67:leaf=-0.00472584227,cover=0
- 68:leaf=0.00170028943,cover=0
- 34:[Pol<7.58674097] yes=69,no=70,missing=69,gain=5.10271931,cover=2616
- 69:leaf=-0.0452178232,cover=0
- 70:leaf=-0.00245995517,cover=0
- 8:[PialArea5<0.267248243] yes=17,no=18,missing=17,gain=17.2115116,cover=974
- 17:[LGI5<3.78836131] yes=35,no=36,missing=36,gain=5.97724295,cover=550
- 35:[Curv5<0.22365725] yes=71,no=72,missing=71,gain=1.99610519,cover=524
- 71:leaf=-0.00714557245,cover=0
- 72:leaf=-0.000963204948,cover=0
- 36:[Pol<82.8478928] yes=73,no=74,missing=73,gain=0.39311552,cover=26
- 73:leaf=0.0219738502,cover=0
- 74:leaf=-0.000714802765,cover=0
- 18:[PialCurv5<0.01500447] yes=37,no=38,missing=37,gain=5.24636841,cover=424
- 37:[Curv5<-0.0752395913] yes=75,no=76,missing=76,gain=6.02985954,cover=90
- 75:leaf=0.00730992807,cover=0
- 76:leaf=-0.0315841325,cover=0
- 38:[Ecc<29.3556995] yes=77,no=78,missing=77,gain=2.76821518,cover=334
- 77:leaf=-0.00778723741,cover=0
- 78:leaf=-0.0170712639,cover=0
- 4:[Curv5<-0.183827445] yes=9,no=10,missing=9,gain=44.6791687,cover=171467
- 9:[Area5<0.404548973] yes=19,no=20,missing=20,gain=31.0225067,cover=124646
- 19:[PialCurv5<-0.125671759] yes=39,no=40,missing=39,gain=15.2275772,cover=27288
- 39:[MidArea5<0.49446398] yes=79,no=80,missing=79,gain=12.7354069,cover=18032
- 79:leaf=0.0107156923,cover=0
- 80:leaf=0.00164848624,cover=0
- 40:[PialArea5<1.05969977] yes=81,no=82,missing=81,gain=4.1572876,cover=9256
- 81:leaf=0.00422640378,cover=0
- 82:leaf=0.01405806,cover=0
- 20:[PialArea5<0.984361112] yes=41,no=42,missing=41,gain=25.6070023,cover=97358
- 41:[Sulc0<-1.03844893] yes=83,no=84,missing=83,gain=16.1870174,cover=89890
- 83:leaf=-0.00106425525,cover=0
- 84:leaf=0.000831196667,cover=0
- 42:[Sulc0<-0.987509191] yes=85,no=86,missing=85,gain=5.55989456,cover=7468
- 85:leaf=0.00206048554,cover=0
- 86:leaf=0.00480960635,cover=0
- 10:[Area5<0.404548973] yes=21,no=22,missing=21,gain=16.0137024,cover=46821
- 21:[PialArea5<0.85412097] yes=43,no=44,missing=43,gain=4.82376862,cover=5011
- 43:[MidArea5<0.505849421] yes=87,no=88,missing=88,gain=4.23497009,cover=4605
- 87:leaf=0.0114547862,cover=0
- 88:leaf=0.00485304557,cover=0
- 44:[Pol<99.0100403] yes=89,no=90,missing=89,gain=2.73621178,cover=406
- 89:leaf=0.0060213618,cover=0
- 90:leaf=0.0143916355,cover=0
- 22:[PialArea5<0.851613045] yes=45,no=46,missing=45,gain=12.5745926,cover=41810
- 45:[PialCurv5<-0.0923183635] yes=91,no=92,missing=91,gain=8.04431915,cover=33588
- 91:leaf=0.00136826129,cover=0
- 92:leaf=0.00293315947,cover=0
- 46:[Ecc<25.5461979] yes=93,no=94,missing=94,gain=10.148468,cover=8222
- 93:leaf=0.00453432417,cover=0
- 94:leaf=-0.0311397947,cover=0
- 2:[Curv5<-0.331971258] yes=5,no=6,missing=6,gain=126.946121,cover=4921442
- 5:[PialArea5<0.736284733] yes=11,no=12,missing=11,gain=112.739975,cover=45037
- 11:[MidArea5<0.574335396] yes=23,no=24,missing=23,gain=21.9735508,cover=15984
- 23:[Pol<125.881905] yes=47,no=48,missing=48,gain=4.37426758,cover=4602
- 47:[Pol<84.7687759] yes=95,no=96,missing=95,gain=3.55370951,cover=3006
- 95:leaf=-0.00321413134,cover=0
- 96:leaf=0.00111254479,cover=0
- 48:[Ecc<12.0179253] yes=97,no=98,missing=97,gain=3.0912838,cover=1596
- 97:leaf=-0.00348934648,cover=0
- 98:leaf=-0.00790052675,cover=0
- 24:[Curv5<-0.39144522] yes=49,no=50,missing=49,gain=18.8341789,cover=11382
- 49:[Ecc<2.19188094] yes=99,no=100,missing=99,gain=11.3670959,cover=4434
- 99:leaf=0.0156782698,cover=0
- 100:leaf=0.00263804756,cover=0
- 50:[LGI5<2.23211861] yes=101,no=102,missing=101,gain=5.33025265,cover=6948
- 101:leaf=0.0161330923,cover=0
- 102:leaf=-0.00113185169,cover=0
- 12:[Curv5<-0.39144522] yes=25,no=26,missing=25,gain=51.0977325,cover=29053
- 25:[Sulc0<-0.370474488] yes=51,no=52,missing=51,gain=13.4566498,cover=6163
- 51:[PialCurv5<-0.190801308] yes=103,no=104,missing=103,gain=3.92675781,cover=5270
- 103:leaf=0.00907235406,cover=0
- 104:leaf=0.00633442495,cover=0
- 52:[Ecc<15.5679035] yes=105,no=106,missing=106,gain=7.18135071,cover=893
- 105:leaf=0.017848175,cover=0
- 106:leaf=0.00854587462,cover=0
- 26:[Sulc0<-0.684786558] yes=53,no=54,missing=53,gain=25.142807,cover=22890
- 53:[MidArea5<0.721430659] yes=107,no=108,missing=108,gain=6.4269104,cover=14828
- 107:leaf=0.00109122996,cover=0
- 108:leaf=0.00320889661,cover=0
- 54:[Ecc<14.694541] yes=109,no=110,missing=109,gain=9.38446045,cover=8062
- 109:leaf=0.00725290272,cover=0
- 110:leaf=0.00378990895,cover=0
- 6:[Curv5<-0.0708468556] yes=13,no=14,missing=13,gain=133.058029,cover=4876405
- 13:[PialArea5<0.829066753] yes=27,no=28,missing=27,gain=333.377716,cover=2265582
- 27:[Area5<0.600206077] yes=55,no=56,missing=56,gain=130.852844,cover=508833
- 55:[PialArea5<0.676429033] yes=111,no=112,missing=111,gain=71.6855164,cover=254163
- 111:leaf=-0.00213574246,cover=0
- 112:leaf=-4.90061066e-05,cover=0
- 56:[Ecc<7.4459548] yes=113,no=114,missing=113,gain=49.1853027,cover=254670
- 113:leaf=-0.00293506309,cover=0
- 114:leaf=-0.00151418603,cover=0
- 28:[Area5<0.67996794] yes=57,no=58,missing=57,gain=184.667633,cover=1756749
- 57:[Sulc0<-0.552155435] yes=115,no=116,missing=115,gain=277.445312,cover=877769
- 115:leaf=0.00012199871,cover=0
- 116:leaf=0.00208021188,cover=0
- 58:[PialArea5<1.02926981] yes=117,no=118,missing=117,gain=177.025635,cover=878980
- 117:leaf=-0.00121884036,cover=0
- 118:leaf=0.000234812484,cover=0
- 14:[PialCurv5<-0.0426128618] yes=29,no=30,missing=29,gain=872.261169,cover=2610823
- 29:[PialArea5<0.727568209] yes=59,no=60,missing=59,gain=129.986084,cover=107256
- 59:[Curv5<-0.0203319378] yes=119,no=120,missing=119,gain=59.1851082,cover=31022
- 119:leaf=0.000287796487,cover=0
- 120:leaf=0.00475044502,cover=0
- 60:[PialCurv5<-0.0693148375] yes=121,no=122,missing=121,gain=238.828979,cover=76234
- 121:leaf=0.0119010489,cover=0
- 122:leaf=0.00459533697,cover=0
- 30:[PialCurv5<0.01500447] yes=61,no=62,missing=62,gain=139.15239,cover=2503567
- 61:[Curv5<-0.0109836133] yes=123,no=124,missing=123,gain=742.377991,cover=446543
- 123:leaf=-0.000345436361,cover=0
- 124:leaf=0.00410783989,cover=0
- 62:[PialArea5<0.580179036] yes=125,no=126,missing=126,gain=206.029785,cover=2057024
- 125:leaf=0.000442738849,cover=0
- 126:leaf=-0.000569354917,cover=0
-booster[114]:
-0:[LGI5<2.29656005] yes=1,no=2,missing=1,gain=114.083618,cover=5124388
- 1:[Ecc<3.41847086] yes=3,no=4,missing=3,gain=61.6904602,cover=323043
- 3:[Area5<0.894858658] yes=7,no=8,missing=7,gain=31.6603088,cover=235123
- 7:[Sulc0<-1.12931466] yes=15,no=16,missing=16,gain=28.2036285,cover=233223
- 15:[PialArea5<1.36541271] yes=31,no=32,missing=31,gain=11.3599758,cover=12208
- 31:[Pol<145.397461] yes=63,no=64,missing=63,gain=7.10863304,cover=10786
- 63:leaf=-0.000804967654,cover=0
- 64:leaf=-0.00454637175,cover=0
- 32:[MidArea5<1.21578133] yes=65,no=66,missing=66,gain=3.5778079,cover=1422
- 65:leaf=0.00257194438,cover=0
- 66:leaf=0.0107174376,cover=0
- 16:[Sulc0<-0.364187956] yes=33,no=34,missing=33,gain=32.807251,cover=221015
- 33:[LGI5<2.23211861] yes=67,no=68,missing=67,gain=32.6882629,cover=168977
- 67:leaf=0.00281940657,cover=0
- 68:leaf=0.00142060593,cover=0
- 34:[Pol<102.241241] yes=69,no=70,missing=69,gain=20.5861778,cover=52038
- 69:leaf=0.00168897328,cover=0
- 70:leaf=-0.000306597183,cover=0
- 8:[MidArea5<0.975851595] yes=17,no=18,missing=18,gain=2.17369652,cover=1900
- 17:[Pol<103.31839] yes=35,no=36,missing=35,gain=1.78537369,cover=1020
- 35:[LGI5<2.19753051] yes=71,no=72,missing=72,gain=1.06474113,cover=360
- 71:leaf=-0.000130498767,cover=0
- 72:leaf=-0.00573530607,cover=0
- 36:[LGI5<2.24172258] yes=73,no=74,missing=73,gain=3.30209923,cover=660
- 73:leaf=-0.0125998333,cover=0
- 74:leaf=-0.00526984921,cover=0
- 18:[LGI5<2.13090348] yes=37,no=38,missing=37,gain=1.33557868,cover=880
- 37:[Sulc0<-0.928855538] yes=75,no=76,missing=76,gain=0.165223628,cover=59
- 75:leaf=0.00128437509,cover=0
- 76:leaf=0.00660040742,cover=0
- 38:[LGI5<2.23211861] yes=77,no=78,missing=77,gain=2.17744207,cover=821
- 77:leaf=-0.0093546696,cover=0
- 78:leaf=-0.00244215853,cover=0
- 4:[Ecc<6.03867722] yes=9,no=10,missing=9,gain=20.2072124,cover=87920
- 9:[Sulc0<-0.101085678] yes=19,no=20,missing=19,gain=16.9240646,cover=64635
- 19:[Pol<146.122681] yes=39,no=40,missing=40,gain=25.6753521,cover=40799
- 39:[Pol<93.9093552] yes=79,no=80,missing=79,gain=23.1505089,cover=27911
- 79:leaf=0.000132348316,cover=0
- 80:leaf=-0.00280758715,cover=0
- 40:[PialArea5<1.15332794] yes=81,no=82,missing=82,gain=17.0853291,cover=12888
- 81:leaf=0.00107605092,cover=0
- 82:leaf=0.00737181026,cover=0
- 20:[Curv5<0.0974604636] yes=41,no=42,missing=41,gain=10.6268635,cover=23836
- 41:[Area5<0.66824472] yes=83,no=84,missing=83,gain=4.84499741,cover=7227
- 83:leaf=0.00507793948,cover=0
- 84:leaf=0.00224474282,cover=0
- 42:[Area5<0.607942343] yes=85,no=86,missing=86,gain=6.87248421,cover=16609
- 85:leaf=-0.00165695173,cover=0
- 86:leaf=0.00121314242,cover=0
- 10:[Pol<78.2110443] yes=21,no=22,missing=22,gain=9.64570522,cover=23285
- 21:[LGI5<2.19753051] yes=43,no=44,missing=43,gain=2.5377903,cover=2129
- 43:[Sulc0<0.143142253] yes=87,no=88,missing=87,gain=0.952690125,cover=438
- 87:leaf=-0.00887688901,cover=0
- 88:leaf=-0.00235712109,cover=0
- 44:[Pol<6.72755051] yes=89,no=90,missing=89,gain=1.80370331,cover=1691
- 89:leaf=0.0044395295,cover=0
- 90:leaf=-0.00394369708,cover=0
- 22:[Sulc0<-0.237935558] yes=45,no=46,missing=45,gain=7.76364613,cover=21156
- 45:[PialCurv5<-0.0379593484] yes=91,no=92,missing=92,gain=14.0858498,cover=10143
- 91:leaf=-0.00122637337,cover=0
- 92:leaf=-0.00666964753,cover=0
- 46:[PialCurv5<0.116372027] yes=93,no=94,missing=93,gain=6.79522991,cover=11013
- 93:leaf=0.00130484102,cover=0
- 94:leaf=-0.00118787843,cover=0
- 2:[Pol<6.72755051] yes=5,no=6,missing=5,gain=110.059662,cover=4801345
- 5:[Ecc<1.46579576] yes=11,no=12,missing=11,gain=35.9971161,cover=156094
- 11:[Curv5<-0.20189926] yes=23,no=24,missing=24,gain=2.27275944,cover=5850
- 23:[Ecc<1.05247808] yes=47,no=48,missing=48,gain=0.917513847,cover=3560
- 47:[Ecc<0.669936359] yes=95,no=96,missing=96,gain=1.25535297,cover=2126
- 95:leaf=-0.00273566693,cover=0
- 96:leaf=-0.00517842919,cover=0
- 48:[Curv5<-0.319950402] yes=97,no=98,missing=98,gain=1.0835762,cover=1434
- 97:leaf=0.00244159508,cover=0
- 98:leaf=-0.00262330449,cover=0
- 24:[PialArea5<0.772500634] yes=49,no=50,missing=50,gain=2.69683862,cover=2290
- 49:[Curv5<0.0213092454] yes=99,no=100,missing=99,gain=1.52111077,cover=466
- 99:leaf=-0.00625728536,cover=0
- 100:leaf=0.00025363022,cover=0
- 50:[Area5<0.768806875] yes=101,no=102,missing=101,gain=1.92861354,cover=1824
- 101:leaf=0.000153563073,cover=0
- 102:leaf=-0.00599426357,cover=0
- 12:[LGI5<3.00232744] yes=25,no=26,missing=25,gain=32.5458679,cover=150244
- 25:[Curv5<-0.16496937] yes=51,no=52,missing=51,gain=26.3128357,cover=81310
- 51:[Area5<0.730491161] yes=103,no=104,missing=104,gain=12.4596825,cover=48726
- 103:leaf=0.00201862375,cover=0
- 104:leaf=0.000220756861,cover=0
- 52:[Ecc<5.01513863] yes=105,no=106,missing=105,gain=31.6220093,cover=32584
- 105:leaf=0.00578449667,cover=0
- 106:leaf=0.00236271019,cover=0
- 26:[Ecc<11.0302963] yes=53,no=54,missing=54,gain=27.5453587,cover=68934
- 53:[PialCurv5<0.0519027263] yes=107,no=108,missing=108,gain=17.1262341,cover=18383
- 107:leaf=-0.000278273073,cover=0
- 108:leaf=-0.00481688231,cover=0
- 54:[Curv5<-0.12365336] yes=109,no=110,missing=110,gain=21.4087906,cover=50551
- 109:leaf=0.000720035343,cover=0
- 110:leaf=0.00296762469,cover=0
- 6:[Sulc0<-0.82173413] yes=13,no=14,missing=13,gain=119.931427,cover=4645251
- 13:[Ecc<5.01513863] yes=27,no=28,missing=28,gain=101.325645,cover=529117
- 27:[PialArea5<1.48916721] yes=55,no=56,missing=55,gain=45.1304665,cover=309190
- 55:[LGI5<2.59789038] yes=111,no=112,missing=111,gain=39.0654945,cover=296289
- 111:leaf=0.000102914826,cover=0
- 112:leaf=-0.00140567159,cover=0
- 56:[Curv5<-0.0922861248] yes=113,no=114,missing=114,gain=10.9990273,cover=12901
- 113:leaf=0.00271525397,cover=0
- 114:leaf=0.0177411046,cover=0
- 28:[PialArea5<1.06442153] yes=57,no=58,missing=57,gain=32.5369873,cover=219927
- 57:[Curv5<-0.310856104] yes=115,no=116,missing=116,gain=28.7650146,cover=146726
- 115:leaf=-8.10265992e-05,cover=0
- 116:leaf=-0.00214363798,cover=0
- 58:[LGI5<2.49262404] yes=117,no=118,missing=118,gain=16.3387794,cover=73201
- 117:leaf=-0.00285157259,cover=0
- 118:leaf=-0.000333477976,cover=0
- 14:[Pol<146.864227] yes=29,no=30,missing=29,gain=171.516235,cover=4116134
- 29:[Sulc0<-0.123243913] yes=59,no=60,missing=59,gain=180.126495,cover=3357901
- 59:[Area5<0.63275224] yes=119,no=120,missing=119,gain=233.59671,cover=1341969
- 119:leaf=0.000502073788,cover=0
- 120:leaf=-0.000893019605,cover=0
- 60:[PialCurv5<0.0128733069] yes=121,no=122,missing=122,gain=321.572388,cover=2015932
- 121:leaf=0.00170689193,cover=0
- 122:leaf=3.67689245e-05,cover=0
- 30:[Ecc<16.0247612] yes=61,no=62,missing=61,gain=153.052414,cover=758233
- 61:[Sulc0<-0.563680887] yes=123,no=124,missing=123,gain=63.5107422,cover=506426
- 123:leaf=0.000693545269,cover=0
- 124:leaf=0.00183048751,cover=0
- 62:[Ecc<38.0136108] yes=125,no=126,missing=125,gain=116.44957,cover=251807
- 125:leaf=-0.000675504794,cover=0
- 126:leaf=0.00204424723,cover=0
-booster[115]:
-0:[Ecc<22.4429302] yes=1,no=2,missing=1,gain=110.667969,cover=5124388
- 1:[LGI5<3.37729335] yes=3,no=4,missing=3,gain=126.293549,cover=4257696
- 3:[Ecc<9.38688755] yes=7,no=8,missing=8,gain=201.698486,cover=3997352
- 7:[PialArea5<0.844099998] yes=15,no=16,missing=15,gain=162.312668,cover=3024800
- 15:[Pol<138.276962] yes=31,no=32,missing=32,gain=118.768578,cover=1677628
- 31:[Curv5<-0.0226651002] yes=63,no=64,missing=64,gain=131.115097,cover=1372712
- 63:leaf=-0.00109518517,cover=0
- 64:leaf=-4.03045087e-05,cover=0
- 32:[Curv5<-0.0343657099] yes=65,no=66,missing=66,gain=55.4451523,cover=304916
- 65:leaf=0.000189528757,cover=0
- 66:leaf=0.00157594145,cover=0
- 16:[Area5<0.811441243] yes=33,no=34,missing=34,gain=190.195969,cover=1347172
- 33:[Curv5<-0.0773924068] yes=67,no=68,missing=68,gain=152.574921,cover=1245491
- 67:leaf=0.000497201108,cover=0
- 68:leaf=0.00201964355,cover=0
- 34:[PialArea5<1.15332794] yes=69,no=70,missing=69,gain=80.7542496,cover=101681
- 69:leaf=-0.003264406,cover=0
- 70:leaf=-0.000379449659,cover=0
- 8:[Sulc0<-0.481185079] yes=17,no=18,missing=18,gain=417.118469,cover=972552
- 17:[Pol<12.2267933] yes=35,no=36,missing=36,gain=72.653801,cover=240338
- 35:[MidArea5<0.698706985] yes=71,no=72,missing=71,gain=11.8766079,cover=36878
- 71:leaf=-0.00110993814,cover=0
- 72:leaf=0.00156514428,cover=0
- 36:[Pol<43.7633247] yes=73,no=74,missing=73,gain=54.2556076,cover=203460
- 73:leaf=-0.00218078098,cover=0
- 74:leaf=-0.000517924724,cover=0
- 18:[PialCurv5<0.131570891] yes=37,no=38,missing=37,gain=264.042175,cover=732214
- 37:[Sulc0<-0.137935251] yes=75,no=76,missing=76,gain=160.590881,cover=456534
- 75:leaf=0.00122838386,cover=0
- 76:leaf=0.00312458747,cover=0
- 38:[PialArea5<0.576038003] yes=77,no=78,missing=77,gain=61.6611099,cover=275680
- 77:leaf=0.000696056581,cover=0
- 78:leaf=-0.00128986489,cover=0
- 4:[Area5<0.601796865] yes=9,no=10,missing=9,gain=49.0355377,cover=260344
- 9:[Pol<89.1530609] yes=19,no=20,missing=19,gain=22.9371719,cover=33564
- 19:[Pol<53.6550331] yes=39,no=40,missing=40,gain=49.5440865,cover=15989
- 39:[Area5<0.404548973] yes=79,no=80,missing=79,gain=4.89048004,cover=8255
- 79:leaf=0.0149673568,cover=0
- 80:leaf=-0.000414816983,cover=0
- 40:[Ecc<13.1181517] yes=81,no=82,missing=82,gain=22.2315445,cover=7734
- 81:leaf=0.000103531485,cover=0
- 82:leaf=0.00664713327,cover=0
- 20:[PialArea5<0.669517875] yes=41,no=42,missing=41,gain=17.9159927,cover=17575
- 41:[Area5<0.433531314] yes=83,no=84,missing=84,gain=5.22046185,cover=6459
- 83:leaf=0.00340029458,cover=0
- 84:leaf=-0.00268704514,cover=0
- 42:[Ecc<6.2938199] yes=85,no=86,missing=85,gain=12.185708,cover=11116
- 85:leaf=-0.0150755374,cover=0
- 86:leaf=0.00114654191,cover=0
- 10:[LGI5<3.94193578] yes=21,no=22,missing=21,gain=54.1508331,cover=226780
- 21:[Pol<121.397697] yes=43,no=44,missing=43,gain=28.8381195,cover=218890
- 43:[Sulc0<-0.285426885] yes=87,no=88,missing=87,gain=41.223156,cover=134972
- 87:leaf=-0.00151446869,cover=0
- 88:leaf=0.000269729353,cover=0
- 44:[Sulc0<-0.351394534] yes=89,no=90,missing=89,gain=54.0873032,cover=83918
- 89:leaf=-0.000198139562,cover=0
- 90:leaf=-0.00275385217,cover=0
- 22:[Ecc<15.5679035] yes=45,no=46,missing=45,gain=8.77523804,cover=7890
- 45:[Sulc0<0.517823458] yes=91,no=92,missing=91,gain=5.93629599,cover=2367
- 91:leaf=-0.00400965428,cover=0
- 92:leaf=0.00176616968,cover=0
- 46:[Pol<153.554306] yes=93,no=94,missing=93,gain=10.1413651,cover=5523
- 93:leaf=-0.00727537135,cover=0
- 94:leaf=-0.00192135107,cover=0
- 2:[PialArea5<0.281252682] yes=5,no=6,missing=5,gain=65.6226196,cover=866692
- 5:[Curv5<0.266060919] yes=11,no=12,missing=11,gain=19.8568802,cover=13437
- 11:[PialArea5<0.245474651] yes=23,no=24,missing=23,gain=15.3399658,cover=11958
- 23:[LGI5<2.81359315] yes=47,no=48,missing=48,gain=7.46373749,cover=4238
- 47:[Pol<56.1920547] yes=95,no=96,missing=96,gain=4.49520159,cover=214
- 95:leaf=0.0218420606,cover=0
- 96:leaf=-0.00495441165,cover=0
- 48:[PialCurv5<0.270000219] yes=97,no=98,missing=97,gain=6.46888733,cover=4024
- 97:leaf=0.0095431963,cover=0
- 98:leaf=0.00528881932,cover=0
- 24:[Area5<0.613672853] yes=49,no=50,missing=49,gain=9.56671143,cover=7720
- 49:[PialCurv5<0.285888344] yes=99,no=100,missing=100,gain=3.97967672,cover=1477
- 99:leaf=0.00213365327,cover=0
- 100:leaf=-0.00319238566,cover=0
- 50:[Area5<0.720865786] yes=101,no=102,missing=101,gain=5.74175072,cover=6243
- 101:leaf=0.00270940596,cover=0
- 102:leaf=0.00698679034,cover=0
- 12:[LGI5<3.1767621] yes=25,no=26,missing=25,gain=5.11701488,cover=1479
- 25:[Ecc<32.0879669] yes=51,no=52,missing=51,gain=1.96577263,cover=811
- 51:[PialCurv5<0.409174502] yes=103,no=104,missing=103,gain=1.63219452,cover=192
- 103:leaf=-0.00217139605,cover=0
- 104:leaf=-0.0123477792,cover=0
- 52:[LGI5<2.95653391] yes=105,no=106,missing=105,gain=2.16463494,cover=619
- 105:leaf=-0.000490435341,cover=0
- 106:leaf=-0.00640990725,cover=0
- 26:[LGI5<3.62495422] yes=53,no=54,missing=53,gain=3.96763492,cover=668
- 53:[Area5<0.595263004] yes=107,no=108,missing=107,gain=4.43560314,cover=555
- 107:leaf=-0.00140857906,cover=0
- 108:leaf=0.0075587132,cover=0
- 54:[Ecc<43.8470497] yes=109,no=110,missing=109,gain=0.513840914,cover=113
- 109:leaf=-0.00884374138,cover=0
- 110:leaf=0.00129828649,cover=0
- 6:[Area5<0.987501919] yes=13,no=14,missing=13,gain=51.7590904,cover=853255
- 13:[Pol<4.30929279] yes=27,no=28,missing=28,gain=38.0046883,cover=848746
- 27:[Curv5<0.00780903921] yes=55,no=56,missing=55,gain=23.3422546,cover=29911
- 55:[PialCurv5<-0.210138425] yes=111,no=112,missing=112,gain=5.21998787,cover=29109
- 111:leaf=0.00572827598,cover=0
- 112:leaf=0.00100784504,cover=0
- 56:[PialArea5<0.928637981] yes=113,no=114,missing=113,gain=2.95644951,cover=802
- 113:leaf=0.0107346019,cover=0
- 114:leaf=0.000425103179,cover=0
- 28:[Sulc0<0.254506379] yes=57,no=58,missing=57,gain=50.1448593,cover=818835
- 57:[PialCurv5<-0.0314326771] yes=115,no=116,missing=116,gain=95.7654953,cover=419136
- 115:leaf=-0.000376064214,cover=0
- 116:leaf=-0.00204074173,cover=0
- 58:[Pol<127.728462] yes=117,no=118,missing=117,gain=187.959061,cover=399699
- 117:leaf=-0.000529587967,cover=0
- 118:leaf=0.0025202937,cover=0
- 14:[Curv5<0.0798443258] yes=29,no=30,missing=29,gain=24.9170761,cover=4509
- 29:[Ecc<28.7730255] yes=59,no=60,missing=59,gain=4.39925194,cover=2479
- 59:[PialArea5<1.21550834] yes=119,no=120,missing=119,gain=2.87343502,cover=1033
- 119:leaf=0.00887915865,cover=0
- 120:leaf=0.00262952643,cover=0
- 60:[Pol<161.595886] yes=121,no=122,missing=121,gain=2.79048824,cover=1446
- 121:leaf=0.000546821277,cover=0
- 122:leaf=-0.00674294448,cover=0
- 30:[Ecc<32.6813126] yes=61,no=62,missing=61,gain=9.61325836,cover=2030
- 61:[MidArea5<1.21578133] yes=123,no=124,missing=124,gain=5.23532867,cover=653
- 123:leaf=0.0128890593,cover=0
- 124:leaf=0.0316971615,cover=0
- 62:[Sulc0<1.11117697] yes=125,no=126,missing=125,gain=6.3667469,cover=1377
- 125:leaf=0.00327084074,cover=0
- 126:leaf=0.0100751836,cover=0
-booster[116]:
-0:[PialArea5<1.36541271] yes=1,no=2,missing=1,gain=108.466064,cover=5124388
- 1:[Sulc0<-0.966370046] yes=3,no=4,missing=3,gain=117.836685,cover=5024305
- 3:[Pol<143.237381] yes=7,no=8,missing=8,gain=37.9182663,cover=276179
- 7:[Pol<63.605114] yes=15,no=16,missing=15,gain=35.2476959,cover=187025
- 15:[PialArea5<1.05055559] yes=31,no=32,missing=31,gain=35.541523,cover=154305
- 31:[Curv5<-0.350989401] yes=63,no=64,missing=64,gain=19.7494507,cover=86980
- 63:leaf=0.00189023314,cover=0
- 64:leaf=-0.00161096943,cover=0
- 32:[Ecc<2.73602629] yes=65,no=66,missing=65,gain=13.6192141,cover=67325
- 65:leaf=-0.000725317223,cover=0
- 66:leaf=0.000710161112,cover=0
- 16:[Ecc<3.16401935] yes=33,no=34,missing=33,gain=39.2582932,cover=32720
- 33:[PialArea5<0.95820266] yes=67,no=68,missing=67,gain=9.92647171,cover=28806
- 67:leaf=0.000765078177,cover=0
- 68:leaf=0.00262194476,cover=0
- 34:[Area5<0.521939099] yes=69,no=70,missing=69,gain=3.93108177,cover=3914
- 69:leaf=-0.000122815414,cover=0
- 70:leaf=-0.00437304936,cover=0
- 8:[Area5<0.494833142] yes=17,no=18,missing=18,gain=28.5000687,cover=89154
- 17:[Sulc0<-1.12931466] yes=35,no=36,missing=35,gain=7.27938414,cover=19064
- 35:[Area5<0.433531314] yes=71,no=72,missing=71,gain=2.50575018,cover=3673
- 71:leaf=-0.000138877745,cover=0
- 72:leaf=-0.00291391788,cover=0
- 36:[PialArea5<0.928637981] yes=73,no=74,missing=73,gain=5.51710892,cover=15391
- 73:leaf=-4.83270524e-05,cover=0
- 74:leaf=0.00217271829,cover=0
- 18:[Sulc0<-1.15707839] yes=37,no=38,missing=37,gain=17.6716461,cover=70090
- 37:[Curv5<-0.222158164] yes=75,no=76,missing=76,gain=11.5568619,cover=10796
- 75:leaf=-0.00316422596,cover=0
- 76:leaf=-0.00710610906,cover=0
- 38:[LGI5<2.41022825] yes=77,no=78,missing=77,gain=8.01795959,cover=59294
- 77:leaf=-0.000930106849,cover=0
- 78:leaf=-0.0022099833,cover=0
- 4:[Area5<0.567154288] yes=9,no=10,missing=9,gain=123.369118,cover=4748126
- 9:[PialArea5<0.651661396] yes=19,no=20,missing=20,gain=191.182434,cover=564225
- 19:[Ecc<2.54464626] yes=39,no=40,missing=39,gain=30.6605358,cover=130766
- 39:[Curv5<-0.117843308] yes=79,no=80,missing=79,gain=15.4771967,cover=42170
- 79:leaf=-0.00120241928,cover=0
- 80:leaf=0.000928178837,cover=0
- 40:[LGI5<2.88525915] yes=81,no=82,missing=82,gain=24.4865837,cover=88596
- 81:leaf=-0.00200254354,cover=0
- 82:leaf=-0.000312796969,cover=0
- 20:[Curv5<-0.127358407] yes=41,no=42,missing=42,gain=105.098511,cover=433459
- 41:[Area5<0.433531314] yes=83,no=84,missing=83,gain=56.7730865,cover=358919
- 83:leaf=0.00271089934,cover=0
- 84:leaf=0.000808285025,cover=0
- 42:[Pol<60.4070244] yes=85,no=86,missing=86,gain=26.7167358,cover=74540
- 85:leaf=0.000898195372,cover=0
- 86:leaf=0.00351432688,cover=0
- 10:[Pol<17.1471634] yes=21,no=22,missing=21,gain=164.416489,cover=4183901
- 21:[LGI5<2.70988083] yes=43,no=44,missing=43,gain=52.7309418,cover=266044
- 43:[Ecc<1.46579576] yes=87,no=88,missing=87,gain=104.62532,cover=68456
- 87:leaf=-0.000885797956,cover=0
- 88:leaf=0.00363259134,cover=0
- 44:[PialCurv5<-0.181738108] yes=89,no=90,missing=89,gain=30.565712,cover=197588
- 89:leaf=0.00474601053,cover=0
- 90:leaf=0.000795461645,cover=0
- 22:[Curv5<-0.0413376503] yes=45,no=46,missing=45,gain=179.349579,cover=3917857
- 45:[PialArea5<0.816499233] yes=91,no=92,missing=91,gain=357.342651,cover=1670851
- 91:leaf=-0.00177603029,cover=0
- 92:leaf=1.2793028e-05,cover=0
- 46:[PialCurv5<-0.0154925911] yes=93,no=94,missing=94,gain=872.206726,cover=2247006
- 93:leaf=0.00464696204,cover=0
- 94:leaf=9.33422562e-05,cover=0
- 2:[Area5<0.66211915] yes=5,no=6,missing=5,gain=31.1811981,cover=100083
- 5:[Curv5<-0.207981065] yes=11,no=12,missing=12,gain=15.2353668,cover=12313
- 11:[Pol<151.353775] yes=23,no=24,missing=23,gain=12.939023,cover=5759
- 23:[Pol<40.9012032] yes=47,no=48,missing=47,gain=6.29985237,cover=4710
- 47:[PialCurv5<-0.167439327] yes=95,no=96,missing=95,gain=5.54085779,cover=3473
- 95:leaf=-0.0174879506,cover=0
- 96:leaf=0.00251095812,cover=0
- 48:[Sulc0<-0.445309728] yes=97,no=98,missing=97,gain=7.73467636,cover=1237
- 97:leaf=0.00580627052,cover=0
- 98:leaf=0.0303683262,cover=0
- 24:[PialCurv5<-0.0748331472] yes=49,no=50,missing=50,gain=7.81609392,cover=1049
- 49:[Area5<0.557224929] yes=99,no=100,missing=99,gain=4.82044125,cover=1034
- 99:leaf=0.00928942114,cover=0
- 100:leaf=-0.00320804608,cover=0
- 50:leaf=-0.0374192744,cover=0
- 12:[PialCurv5<-0.0948967114] yes=25,no=26,missing=25,gain=10.3182449,cover=6554
- 25:[Area5<0.589787364] yes=51,no=52,missing=51,gain=8.80997467,cover=4493
- 51:[Pol<142.520569] yes=101,no=102,missing=101,gain=6.62599182,cover=769
- 101:leaf=0.0155655993,cover=0
- 102:leaf=0.00591433421,cover=0
- 52:[Curv5<-0.12365336] yes=103,no=104,missing=104,gain=7.90385437,cover=3724
- 103:leaf=0.00559942657,cover=0
- 104:leaf=0.0159248989,cover=0
- 26:[LGI5<2.23211861] yes=53,no=54,missing=53,gain=4.37305975,cover=2061
- 53:[Ecc<0.295587689] yes=105,no=106,missing=106,gain=1.66140509,cover=199
- 105:leaf=-0.00633791834,cover=0
- 106:leaf=0.0111625297,cover=0
- 54:[LGI5<2.90190363] yes=107,no=108,missing=107,gain=4.20655775,cover=1862
- 107:leaf=0.00144450588,cover=0
- 108:leaf=0.010458488,cover=0
- 6:[Curv5<-0.129194111] yes=13,no=14,missing=14,gain=30.0528412,cover=87770
- 13:[LGI5<2.44958925] yes=27,no=28,missing=27,gain=13.8779907,cover=72869
- 27:[MidArea5<1.21578133] yes=55,no=56,missing=55,gain=17.8978195,cover=17419
- 55:[Curv5<-0.186853081] yes=109,no=110,missing=109,gain=11.5054169,cover=14430
- 109:leaf=0.000290120312,cover=0
- 110:leaf=0.00313025317,cover=0
- 56:[PialArea5<1.57955706] yes=111,no=112,missing=111,gain=6.17677307,cover=2989
- 111:leaf=-0.000812094368,cover=0
- 112:leaf=0.00658782804,cover=0
- 28:[Pol<77.5287857] yes=57,no=58,missing=57,gain=8.85426426,cover=55450
- 57:[Ecc<13.1181517] yes=113,no=114,missing=113,gain=11.8856993,cover=44540
- 113:leaf=6.64220061e-05,cover=0
- 114:leaf=0.00265648146,cover=0
- 58:[Pol<136.095428] yes=115,no=116,missing=115,gain=10.5949421,cover=10910
- 115:leaf=0.00810633879,cover=0
- 116:leaf=0.00155150599,cover=0
- 14:[PialCurv5<-0.0877386853] yes=29,no=30,missing=29,gain=64.5088882,cover=14901
- 29:[Pol<152.827332] yes=59,no=60,missing=60,gain=25.824173,cover=2796
- 59:[Ecc<2.6050899] yes=117,no=118,missing=117,gain=25.8393745,cover=2178
- 117:leaf=0.0194077324,cover=0
- 118:leaf=0.0052405051,cover=0
- 60:[Area5<0.877147377] yes=119,no=120,missing=119,gain=11.0057144,cover=618
- 119:leaf=0.0219675135,cover=0
- 120:leaf=0.00216973922,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=61,gain=14.676178,cover=12105
- 61:[Curv5<-0.0816265643] yes=121,no=122,missing=121,gain=20.4685783,cover=10377
- 121:leaf=0.00147276884,cover=0
- 122:leaf=0.00684122741,cover=0
- 62:[LGI5<2.59361267] yes=123,no=124,missing=124,gain=13.2127676,cover=1728
- 123:leaf=-0.00750097586,cover=0
- 124:leaf=0.00136442913,cover=0
-booster[117]:
-0:[LGI5<2.32164335] yes=1,no=2,missing=1,gain=102.795761,cover=5124388
- 1:[Ecc<5.66086149] yes=3,no=4,missing=3,gain=71.6976166,cover=423405
- 3:[Area5<0.833255887] yes=7,no=8,missing=7,gain=42.7853241,cover=381452
- 7:[PialArea5<0.864470184] yes=15,no=16,missing=16,gain=29.8070984,cover=374772
- 15:[MidArea5<0.659801304] yes=31,no=32,missing=31,gain=22.733696,cover=228214
- 31:[Curv5<0.204311207] yes=63,no=64,missing=63,gain=20.6405258,cover=148448
- 63:leaf=0.00140022568,cover=0
- 64:leaf=-0.000595967693,cover=0
- 32:[Area5<0.651789546] yes=65,no=66,missing=65,gain=26.6973076,cover=79766
- 65:leaf=0.00115635642,cover=0
- 66:leaf=-0.000679639168,cover=0
- 16:[Pol<70.3717499] yes=33,no=34,missing=34,gain=37.6986237,cover=146558
- 33:[Curv5<-0.117843308] yes=67,no=68,missing=67,gain=39.1843681,cover=67503
- 67:leaf=0.000409621105,cover=0
- 68:leaf=0.00392366806,cover=0
- 34:[PialArea5<1.0376358] yes=69,no=70,missing=70,gain=18.4656677,cover=79055
- 69:leaf=0.00197379105,cover=0
- 70:leaf=0.00361386291,cover=0
- 8:[PialArea5<1.18617713] yes=17,no=18,missing=17,gain=11.390686,cover=6680
- 17:[Sulc0<0.244668111] yes=35,no=36,missing=35,gain=12.2175331,cover=4911
- 35:[Pol<102.778297] yes=71,no=72,missing=72,gain=5.91228867,cover=4449
- 71:leaf=-0.0027949193,cover=0
- 72:leaf=-0.00647503138,cover=0
- 36:[Curv5<0.129884616] yes=73,no=74,missing=74,gain=0.892301559,cover=462
- 73:leaf=0.00694321049,cover=0
- 74:leaf=0.00218044966,cover=0
- 18:[Area5<0.924216449] yes=37,no=38,missing=37,gain=4.22582722,cover=1769
- 37:[Pol<135.419098] yes=75,no=76,missing=76,gain=3.86277127,cover=1064
- 75:leaf=0.00161394326,cover=0
- 76:leaf=0.0118946852,cover=0
- 38:[Pol<103.31839] yes=77,no=78,missing=77,gain=4.69489574,cover=705
- 77:leaf=9.38197627e-05,cover=0
- 78:leaf=-0.00906932727,cover=0
- 4:[Sulc0<-0.357752919] yes=9,no=10,missing=9,gain=9.82675171,cover=41953
- 9:[PialCurv5<-0.0245349593] yes=19,no=20,missing=20,gain=15.9416485,cover=16487
- 19:[Area5<0.489361584] yes=39,no=40,missing=40,gain=8.97772598,cover=15379
- 39:[LGI5<2.21018219] yes=79,no=80,missing=79,gain=3.8390646,cover=2057
- 79:leaf=0.0057304767,cover=0
- 80:leaf=0.00039074602,cover=0
- 40:[PialArea5<1.05969977] yes=81,no=82,missing=81,gain=9.05290031,cover=13322
- 81:leaf=-0.0027738174,cover=0
- 82:leaf=0.00031378839,cover=0
- 20:[LGI5<2.13090348] yes=41,no=42,missing=42,gain=6.33753967,cover=1108
- 41:[Pol<122.504936] yes=83,no=84,missing=83,gain=3.0408597,cover=68
- 83:leaf=0.0146123469,cover=0
- 84:leaf=-0.00720414519,cover=0
- 42:[Pol<90.9627914] yes=85,no=86,missing=86,gain=3.75063705,cover=1040
- 85:leaf=-0.00192764832,cover=0
- 86:leaf=-0.0100792106,cover=0
- 10:[PialCurv5<0.0959877223] yes=21,no=22,missing=21,gain=11.0377026,cover=25466
- 21:[Area5<0.792350233] yes=43,no=44,missing=43,gain=9.60897541,cover=12040
- 43:[PialArea5<0.96486038] yes=87,no=88,missing=88,gain=8.20128822,cover=11336
- 87:leaf=0.000675598392,cover=0
- 88:leaf=0.00630453322,cover=0
- 44:[Pol<141.801834] yes=89,no=90,missing=89,gain=3.93230534,cover=704
- 89:leaf=-0.00604485907,cover=0
- 90:leaf=0.00825908687,cover=0
- 22:[Sulc0<0.0451717228] yes=45,no=46,missing=45,gain=7.63659096,cover=13426
- 45:[Area5<0.638344944] yes=91,no=92,missing=92,gain=4.69244194,cover=1984
- 91:leaf=-0.00890012737,cover=0
- 92:leaf=-0.00299955392,cover=0
- 46:[LGI5<2.13090348] yes=93,no=94,missing=94,gain=5.08732557,cover=11442
- 93:leaf=-0.0063915737,cover=0
- 94:leaf=-0.00071926543,cover=0
- 2:[Sulc0<-0.79536891] yes=5,no=6,missing=5,gain=95.2133331,cover=4700983
- 5:[Ecc<5.33884621] yes=11,no=12,missing=12,gain=91.8842621,cover=617171
- 11:[Curv5<-0.186853081] yes=23,no=24,missing=23,gain=41.3957062,cover=351554
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=23.4753742,cover=243380
- 47:[Pol<165.944183] yes=95,no=96,missing=95,gain=4.4745121,cover=1705
- 95:leaf=0.00624775933,cover=0
- 96:leaf=-0.003628704,cover=0
- 48:[PialCurv5<-0.133997425] yes=97,no=98,missing=98,gain=27.1680489,cover=241675
- 97:leaf=-0.000941542268,cover=0
- 98:leaf=0.000124634054,cover=0
- 24:[Pol<29.3809395] yes=49,no=50,missing=49,gain=50.0232811,cover=108174
- 49:[Ecc<1.3629595] yes=99,no=100,missing=99,gain=31.468338,cover=27788
- 99:leaf=-0.00051552942,cover=0
- 100:leaf=0.0035754235,cover=0
- 50:[LGI5<2.45281005] yes=101,no=102,missing=101,gain=29.3548698,cover=80386
- 101:leaf=0.00117610954,cover=0
- 102:leaf=-0.000734962407,cover=0
- 12:[Pol<22.2436924] yes=25,no=26,missing=26,gain=50.3391113,cover=265617
- 25:[PialArea5<0.856611013] yes=51,no=52,missing=51,gain=16.7630348,cover=95133
- 51:[PialCurv5<-0.210138425] yes=103,no=104,missing=103,gain=7.17282677,cover=19580
- 103:leaf=0.00221721898,cover=0
- 104:leaf=-0.001805985,cover=0
- 52:[Curv5<-0.125495523] yes=105,no=106,missing=106,gain=19.6164818,cover=75553
- 105:leaf=-4.8654987e-05,cover=0
- 106:leaf=0.00521158613,cover=0
- 26:[Pol<168.718765] yes=53,no=54,missing=53,gain=42.4382019,cover=170484
- 53:[Curv5<-0.292340577] yes=107,no=108,missing=108,gain=25.9096069,cover=116318
- 107:leaf=-0.000424839702,cover=0
- 108:leaf=-0.00254186266,cover=0
- 54:[Curv5<-0.161761403] yes=109,no=110,missing=109,gain=10.9602547,cover=54166
- 109:leaf=-0.000777237699,cover=0
- 110:leaf=0.00158981129,cover=0
- 6:[Pol<146.864227] yes=13,no=14,missing=13,gain=138.069458,cover=4083812
- 13:[Pol<112.874634] yes=27,no=28,missing=27,gain=194.917191,cover=3362512
- 27:[Ecc<28.7730255] yes=55,no=56,missing=56,gain=222.280121,cover=2403556
- 55:[Curv5<0.137416571] yes=111,no=112,missing=111,gain=169.198456,cover=2048541
- 111:leaf=0.00071486074,cover=0
- 112:leaf=-0.00043639951,cover=0
- 56:[Pol<23.2745647] yes=113,no=114,missing=114,gain=62.1048584,cover=355015
- 113:leaf=0.000290074415,cover=0
- 114:leaf=-0.00124201248,cover=0
- 28:[Sulc0<0.551384151] yes=57,no=58,missing=57,gain=331.567596,cover=958956
- 57:[Area5<0.667375207] yes=115,no=116,missing=115,gain=200.584839,cover=852804
- 115:leaf=3.16517508e-05,cover=0
- 116:leaf=-0.00152463082,cover=0
- 58:[PialCurv5<0.208232641] yes=117,no=118,missing=117,gain=83.2032013,cover=106152
- 117:leaf=0.00353734498,cover=0
- 118:leaf=0.000735741633,cover=0
- 14:[Ecc<16.2597466] yes=29,no=30,missing=29,gain=129.28627,cover=721300
- 29:[Sulc0<0.143142253] yes=59,no=60,missing=60,gain=56.4791565,cover=478053
- 59:[Sulc0<-0.510775328] yes=119,no=120,missing=119,gain=65.7870483,cover=470386
- 119:leaf=0.000747744634,cover=0
- 120:leaf=0.00193116337,cover=0
- 60:[Curv5<0.120553598] yes=121,no=122,missing=121,gain=21.1349258,cover=7667
- 121:leaf=-0.00716476515,cover=0
- 122:leaf=-0.00132385863,cover=0
- 30:[Ecc<36.5542564] yes=61,no=62,missing=61,gain=105.07505,cover=243247
- 61:[Pol<163.830338] yes=123,no=124,missing=123,gain=48.3759804,cover=186451
- 123:leaf=-0.00143736741,cover=0
- 124:leaf=0.000179222217,cover=0
- 62:[PialCurv5<-0.135003537] yes=125,no=126,missing=126,gain=37.116394,cover=56796
- 125:leaf=-0.000903980341,cover=0
- 126:leaf=0.00237228791,cover=0
-booster[118]:
-0:[PialArea5<0.309935868] yes=1,no=2,missing=1,gain=101.956833,cover=5124388
- 1:[Curv5<0.171955615] yes=3,no=4,missing=3,gain=87.7824097,cover=120099
- 3:[Area5<0.623097897] yes=7,no=8,missing=8,gain=20.7815094,cover=41905
- 7:[Area5<0.420677572] yes=15,no=16,missing=16,gain=14.0550518,cover=8462
- 15:[Sulc0<0.68960917] yes=31,no=32,missing=31,gain=2.47444057,cover=295
- 31:[Curv5<-0.0943295062] yes=63,no=64,missing=64,gain=4.03994465,cover=213
- 63:leaf=-0.00880764332,cover=0
- 64:leaf=0.0143284788,cover=0
- 32:[Curv5<0.0452247933] yes=65,no=66,missing=65,gain=2.3693676,cover=82
- 65:leaf=0.00259341905,cover=0
- 66:leaf=-0.0204649549,cover=0
- 16:[Sulc0<0.433680743] yes=33,no=34,missing=34,gain=11.2155733,cover=8167
- 33:[PialCurv5<-0.0542625114] yes=67,no=68,missing=67,gain=6.08251381,cover=1965
- 67:leaf=-0.00705400202,cover=0
- 68:leaf=0.00555384392,cover=0
- 34:[PialCurv5<0.382664889] yes=69,no=70,missing=70,gain=7.82111216,cover=6202
- 69:leaf=0.00123615423,cover=0
- 70:leaf=-0.00419090269,cover=0
- 8:[Sulc0<0.443755656] yes=17,no=18,missing=17,gain=23.7298584,cover=33443
- 17:[Ecc<8.01039791] yes=35,no=36,missing=35,gain=6.94862366,cover=1858
- 35:[LGI5<2.26652193] yes=71,no=72,missing=72,gain=3.76491547,cover=1234
- 71:leaf=0.00490579708,cover=0
- 72:leaf=0.012803656,cover=0
- 36:[Pol<82.2009888] yes=73,no=74,missing=73,gain=3.46254587,cover=624
- 73:leaf=0.0129018798,cover=0
- 74:leaf=0.00337931886,cover=0
- 18:[PialArea5<0.267248243] yes=37,no=38,missing=38,gain=20.9247894,cover=31585
- 37:[PialArea5<0.245474651] yes=75,no=76,missing=75,gain=4.91531372,cover=6626
- 75:leaf=0.00792793743,cover=0
- 76:leaf=0.0051151677,cover=0
- 38:[Curv5<0.14511615] yes=77,no=78,missing=77,gain=20.7750397,cover=24959
- 77:leaf=0.00477199024,cover=0
- 78:leaf=0.00183136016,cover=0
- 4:[Sulc0<0.32645905] yes=9,no=10,missing=9,gain=33.4111786,cover=78194
- 9:[Curv5<0.266060919] yes=19,no=20,missing=19,gain=20.4992981,cover=5939
- 19:[Ecc<1.10530448] yes=39,no=40,missing=40,gain=7.36619186,cover=4278
- 39:[LGI5<2.48283219] yes=79,no=80,missing=79,gain=1.07806587,cover=1055
- 79:leaf=0.00304086995,cover=0
- 80:leaf=-0.00164665736,cover=0
- 40:[Sulc0<0.118391842] yes=81,no=82,missing=81,gain=9.47400665,cover=3223
- 81:leaf=0.0111851534,cover=0
- 82:leaf=0.00536770374,cover=0
- 20:[Sulc0<-0.108384088] yes=41,no=42,missing=41,gain=6.17293024,cover=1661
- 41:[LGI5<2.47631311] yes=83,no=84,missing=83,gain=6.38524246,cover=172
- 83:leaf=0.00106836157,cover=0
- 84:leaf=0.020975465,cover=0
- 42:[Area5<0.551487505] yes=85,no=86,missing=85,gain=5.21896744,cover=1489
- 85:leaf=-0.00562898722,cover=0
- 86:leaf=0.000601388223,cover=0
- 10:[PialArea5<0.245474651] yes=21,no=22,missing=22,gain=34.6701622,cover=72255
- 21:[LGI5<2.99035311] yes=43,no=44,missing=43,gain=19.4526443,cover=15223
- 43:[Curv5<0.216179401] yes=87,no=88,missing=87,gain=8.49163246,cover=10548
- 87:leaf=0.00305152917,cover=0
- 88:leaf=0.000129645676,cover=0
- 44:[Area5<0.525751591] yes=89,no=90,missing=90,gain=6.51330185,cover=4675
- 89:leaf=-0.000594335783,cover=0
- 90:leaf=0.00572571112,cover=0
- 22:[Area5<0.620557249] yes=45,no=46,missing=45,gain=23.8003998,cover=57032
- 45:[Pol<107.66053] yes=91,no=92,missing=91,gain=6.18462181,cover=18264
- 91:leaf=-0.00220144331,cover=0
- 92:leaf=0.000101049773,cover=0
- 46:[PialCurv5<0.409174502] yes=93,no=94,missing=93,gain=15.0288219,cover=38768
- 93:leaf=0.00113972195,cover=0
- 94:leaf=-0.000951929134,cover=0
- 2:[Curv5<0.133649558] yes=5,no=6,missing=6,gain=163.613968,cover=5004289
- 5:[PialArea5<0.529292643] yes=11,no=12,missing=12,gain=202.457275,cover=4427489
- 11:[Area5<0.652759671] yes=23,no=24,missing=23,gain=222.205078,cover=404385
- 23:[PialCurv5<-0.0410871245] yes=47,no=48,missing=48,gain=37.7683945,cover=137356
- 47:[Sulc0<0.795422614] yes=95,no=96,missing=96,gain=15.5057106,cover=14337
- 95:leaf=-0.00261400756,cover=0
- 96:leaf=-0.0201644804,cover=0
- 48:[Curv5<0.0778492987] yes=97,no=98,missing=97,gain=53.2372589,cover=123019
- 97:leaf=0.00100242335,cover=0
- 98:leaf=-0.0010782287,cover=0
- 24:[Pol<125.308708] yes=49,no=50,missing=49,gain=84.8708801,cover=267029
- 49:[Curv5<0.000893599819] yes=99,no=100,missing=99,gain=78.8871765,cover=241161
- 99:leaf=-0.005133959,cover=0
- 100:leaf=0.00195899839,cover=0
- 50:[Area5<0.712503135] yes=101,no=102,missing=101,gain=27.6014862,cover=25868
- 101:leaf=0.00369135966,cover=0
- 102:leaf=0.00714779645,cover=0
- 12:[Curv5<0.0736173838] yes=25,no=26,missing=26,gain=184.973297,cover=4023104
- 25:[Sulc0<-0.0250212289] yes=51,no=52,missing=51,gain=202.478119,cover=3701640
- 51:[Area5<0.626857519] yes=103,no=104,missing=103,gain=180.492264,cover=2978121
- 103:leaf=0.000547701609,cover=0
- 104:leaf=-0.000259630615,cover=0
- 52:[Area5<0.707692921] yes=105,no=106,missing=105,gain=176.625153,cover=723519
- 105:leaf=0.0018186731,cover=0
- 106:leaf=0.000250824087,cover=0
- 26:[Area5<0.744179189] yes=53,no=54,missing=53,gain=145.01825,cover=321464
- 53:[PialCurv5<0.0666604191] yes=107,no=108,missing=108,gain=46.3638916,cover=194919
- 107:leaf=0.000737285125,cover=0
- 108:leaf=-0.00211328594,cover=0
- 54:[PialArea5<0.676429033] yes=109,no=110,missing=109,gain=92.9632568,cover=126545
- 109:leaf=0.00128267694,cover=0
- 110:leaf=-0.00155752909,cover=0
- 6:[PialArea5<0.467676282] yes=13,no=14,missing=14,gain=90.6247101,cover=576800
- 13:[Area5<0.722552657] yes=27,no=28,missing=27,gain=103.924667,cover=411654
- 27:[Sulc0<-0.047846999] yes=55,no=56,missing=55,gain=72.1466217,cover=300442
- 55:[Area5<0.628069878] yes=111,no=112,missing=112,gain=40.3628426,cover=18834
- 111:leaf=5.56044797e-05,cover=0
- 112:leaf=0.00469247578,cover=0
- 56:[Area5<0.606435955] yes=113,no=114,missing=114,gain=48.567543,cover=281608
- 113:leaf=-0.00284102163,cover=0
- 114:leaf=-0.000726712286,cover=0
- 28:[PialCurv5<0.297166049] yes=57,no=58,missing=58,gain=43.7668686,cover=111212
- 57:[Area5<0.802302957] yes=115,no=116,missing=116,gain=21.3630219,cover=44195
- 115:leaf=0.00183911307,cover=0
- 116:leaf=0.00515791774,cover=0
- 58:[Area5<0.784037054] yes=117,no=118,missing=117,gain=21.8844147,cover=67017
- 117:leaf=-0.000336405443,cover=0
- 118:leaf=0.00167342916,cover=0
- 14:[Area5<0.894858658] yes=29,no=30,missing=29,gain=43.3044891,cover=165146
- 29:[Ecc<13.4950199] yes=59,no=60,missing=60,gain=50.8356628,cover=160005
- 59:[Pol<65.1286774] yes=119,no=120,missing=120,gain=27.2178802,cover=127231
- 119:leaf=0.00371440803,cover=0
- 120:leaf=-0.00145645812,cover=0
- 60:[Pol<140.372742] yes=121,no=122,missing=121,gain=12.941452,cover=32774
- 121:leaf=-0.00379351946,cover=0
- 122:leaf=0.000653159281,cover=0
- 30:[Sulc0<0.272107065] yes=61,no=62,missing=61,gain=6.70797157,cover=5141
- 61:[Curv5<0.166947007] yes=123,no=124,missing=124,gain=1.706303,cover=1548
- 123:leaf=-0.00148313399,cover=0
- 124:leaf=0.00183777418,cover=0
- 62:[PialCurv5<0.280504435] yes=125,no=126,missing=125,gain=6.99269295,cover=3593
- 125:leaf=0.00601720391,cover=0
- 126:leaf=0.00157764181,cover=0
-booster[119]:
-0:[PialArea5<1.29873812] yes=1,no=2,missing=1,gain=100.710785,cover=5124388
- 1:[Sulc0<-0.947149038] yes=3,no=4,missing=3,gain=111.140213,cover=4963977
- 3:[Pol<143.237381] yes=7,no=8,missing=8,gain=31.0287552,cover=299541
- 7:[Pol<64.3762589] yes=15,no=16,missing=15,gain=35.6009598,cover=199387
- 15:[Ecc<2.19188094] yes=31,no=32,missing=31,gain=30.389164,cover=162730
- 31:[PialArea5<1.05055559] yes=63,no=64,missing=63,gain=8.46372223,cover=56723
- 63:leaf=-0.00217440003,cover=0
- 64:leaf=-0.000903856882,cover=0
- 32:[Ecc<6.35379457] yes=65,no=66,missing=65,gain=29.0916252,cover=106007
- 65:leaf=0.00055183965,cover=0
- 66:leaf=-0.00110475661,cover=0
- 16:[Ecc<3.29132295] yes=33,no=34,missing=34,gain=40.8876381,cover=36657
- 33:[PialArea5<0.95820266] yes=67,no=68,missing=67,gain=9.61689949,cover=32218
- 67:leaf=0.000763500342,cover=0
- 68:leaf=0.00249611214,cover=0
- 34:[Area5<0.517926872] yes=69,no=70,missing=69,gain=4.16285515,cover=4439
- 69:leaf=-7.31245018e-05,cover=0
- 70:leaf=-0.00422677631,cover=0
- 8:[Area5<0.521939099] yes=17,no=18,missing=18,gain=30.5117569,cover=100154
- 17:[Sulc0<-1.12931466] yes=35,no=36,missing=35,gain=8.44683838,cover=30680
- 35:[Area5<0.404548973] yes=71,no=72,missing=72,gain=2.27369499,cover=5311
- 71:leaf=0.000772792904,cover=0
- 72:leaf=-0.00242124707,cover=0
- 36:[PialArea5<0.984361112] yes=73,no=74,missing=73,gain=7.27184439,cover=25369
- 73:leaf=-0.000205045944,cover=0
- 74:leaf=0.00216092286,cover=0
- 18:[Sulc0<-1.15707839] yes=37,no=38,missing=37,gain=15.6087189,cover=69474
- 37:[Curv5<-0.215837389] yes=75,no=76,missing=76,gain=10.2874184,cover=9241
- 75:leaf=-0.0032380328,cover=0
- 76:leaf=-0.00753135094,cover=0
- 38:[LGI5<3.23225117] yes=77,no=78,missing=78,gain=8.53141022,cover=60233
- 77:leaf=-0.00210029376,cover=0
- 78:leaf=-0.000528792094,cover=0
- 4:[Ecc<22.0897732] yes=9,no=10,missing=9,gain=108.555237,cover=4664436
- 9:[Pol<95.050293] yes=19,no=20,missing=19,gain=113.398628,cover=3800510
- 19:[Curv5<-0.0642315522] yes=39,no=40,missing=40,gain=263.234375,cover=1583138
- 39:[Sulc0<-0.123243913] yes=79,no=80,missing=79,gain=126.87191,cover=817958
- 79:leaf=-0.000162111988,cover=0
- 80:leaf=0.00262280344,cover=0
- 40:[PialCurv5<-0.0487009101] yes=81,no=82,missing=81,gain=355.591736,cover=765180
- 81:leaf=0.00693197036,cover=0
- 82:leaf=0.00106969744,cover=0
- 20:[Pol<142.520569] yes=41,no=42,missing=41,gain=258.53894,cover=2217372
- 41:[Ecc<0.836319208] yes=83,no=84,missing=83,gain=183.10025,cover=1423709
- 83:leaf=0.00263394322,cover=0
- 84:leaf=-0.000456439331,cover=0
- 42:[Ecc<16.5318356] yes=85,no=86,missing=85,gain=109.818726,cover=793663
- 85:leaf=0.000983708422,cover=0
- 86:leaf=-0.000900604879,cover=0
- 10:[Sulc0<0.454035848] yes=21,no=22,missing=21,gain=65.8937225,cover=863926
- 21:[Ecc<41.2560654] yes=43,no=44,missing=43,gain=84.9327164,cover=547457
- 43:[PialCurv5<-0.0487009101] yes=87,no=88,missing=87,gain=45.9204407,cover=453517
- 87:leaf=-0.000483709999,cover=0
- 88:leaf=-0.00149269216,cover=0
- 44:[PialCurv5<0.000298873958] yes=89,no=90,missing=89,gain=53.2616577,cover=93940
- 89:leaf=0.00136391015,cover=0
- 90:leaf=-0.00143645343,cover=0
- 22:[Pol<119.248337] yes=45,no=46,missing=45,gain=177.021713,cover=316469
- 45:[Ecc<35.8605728] yes=91,no=92,missing=91,gain=82.0667801,cover=266609
- 91:leaf=0.000542695576,cover=0
- 92:leaf=-0.00121645269,cover=0
- 46:[LGI5<3.58443618] yes=93,no=94,missing=93,gain=35.8025665,cover=49860
- 93:leaf=0.00345186074,cover=0
- 94:leaf=-0.000776511326,cover=0
- 2:[Area5<0.663893223] yes=5,no=6,missing=5,gain=35.8959732,cover=160411
- 5:[Area5<0.562355936] yes=11,no=12,missing=11,gain=15.0014648,cover=22827
- 11:[Curv5<-0.39144522] yes=23,no=24,missing=24,gain=7.08558655,cover=1956
- 23:[Ecc<0.889730632] yes=47,no=48,missing=48,gain=0.79294157,cover=10
- 47:leaf=0.0051721395,cover=0
- 48:leaf=-0.0369784534,cover=0
- 24:[Curv5<-0.214297205] yes=49,no=50,missing=50,gain=4.39835739,cover=1946
- 49:[Ecc<0.783076942] yes=95,no=96,missing=96,gain=2.84759235,cover=949
- 95:leaf=0.0121281147,cover=0
- 96:leaf=0.00409634551,cover=0
- 50:[Pol<27.4246235] yes=97,no=98,missing=97,gain=7.79864502,cover=997
- 97:leaf=0.0189030692,cover=0
- 98:leaf=0.00775050092,cover=0
- 12:[MidArea5<1.1557827] yes=25,no=26,missing=25,gain=13.4796066,cover=20871
- 25:[Curv5<-0.209697157] yes=51,no=52,missing=51,gain=11.0699615,cover=20214
- 51:[Pol<145.397461] yes=99,no=100,missing=100,gain=13.2869835,cover=9171
- 99:leaf=0.00232142513,cover=0
- 100:leaf=-0.00227824855,cover=0
- 52:[PialCurv5<-0.08490628] yes=101,no=102,missing=102,gain=8.74143982,cover=11043
- 101:leaf=0.00436581811,cover=0
- 102:leaf=0.000845183793,cover=0
- 26:[LGI5<2.51969218] yes=53,no=54,missing=53,gain=3.42713165,cover=657
- 53:[Pol<153.554306] yes=103,no=104,missing=103,gain=1.0003891,cover=449
- 103:leaf=0.0131164091,cover=0
- 104:leaf=0.00510302931,cover=0
- 54:[Sulc0<-1.15707839] yes=105,no=106,missing=105,gain=2.08351016,cover=208
- 105:leaf=-0.00593621563,cover=0
- 106:leaf=0.00689590676,cover=0
- 6:[Curv5<-0.114048101] yes=13,no=14,missing=13,gain=38.8926239,cover=137584
- 13:[PialArea5<1.57955706] yes=27,no=28,missing=27,gain=20.4666348,cover=120279
- 27:[Area5<0.894858658] yes=55,no=56,missing=56,gain=14.7883148,cover=103854
- 55:[PialCurv5<-0.118254207] yes=107,no=108,missing=107,gain=9.95048332,cover=91495
- 107:leaf=1.45133263e-05,cover=0
- 108:leaf=0.00110516849,cover=0
- 56:[Ecc<13.3064203] yes=109,no=110,missing=109,gain=15.4565697,cover=12359
- 109:leaf=-0.00217658631,cover=0
- 110:leaf=0.00184419041,cover=0
- 28:[MidArea5<1.21578133] yes=57,no=58,missing=57,gain=9.46919632,cover=16425
- 57:[LGI5<3.58443618] yes=111,no=112,missing=112,gain=14.2544985,cover=4908
- 111:leaf=0.00035629762,cover=0
- 112:leaf=0.0361338593,cover=0
- 58:[Ecc<3.94116735] yes=113,no=114,missing=113,gain=20.943882,cover=11517
- 113:leaf=0.00567088975,cover=0
- 114:leaf=0.00135559635,cover=0
- 14:[PialCurv5<-0.0800075978] yes=29,no=30,missing=29,gain=76.5984421,cover=17305
- 29:[Curv5<-0.0773924068] yes=59,no=60,missing=59,gain=35.5758972,cover=3041
- 59:[Area5<0.814937592] yes=115,no=116,missing=116,gain=18.3078766,cover=2738
- 115:leaf=0.0122228982,cover=0
- 116:leaf=0.00395429181,cover=0
- 60:[LGI5<2.70988083] yes=117,no=118,missing=117,gain=13.5898209,cover=303
- 117:leaf=0.0345406532,cover=0
- 118:leaf=0.0122415591,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=62,gain=14.3718853,cover=14264
- 61:[Ecc<1.26157856] yes=119,no=120,missing=119,gain=18.2032661,cover=12406
- 119:leaf=0.0105783213,cover=0
- 120:leaf=0.00192544423,cover=0
- 62:[LGI5<2.60212255] yes=121,no=122,missing=121,gain=10.2675362,cover=1858
- 121:leaf=-0.00638598064,cover=0
- 122:leaf=0.00107155996,cover=0
-booster[120]:
-0:[PialArea5<0.95820266] yes=1,no=2,missing=2,gain=98.549881,cover=5124388
- 1:[MidArea5<0.811158717] yes=3,no=4,missing=3,gain=153.445801,cover=3832066
- 3:[Area5<0.797084928] yes=7,no=8,missing=7,gain=109.989929,cover=3576832
- 7:[PialArea5<0.324585885] yes=15,no=16,missing=15,gain=103.287903,cover=3467920
- 15:[Curv5<0.155577481] yes=31,no=32,missing=31,gain=98.6170578,cover=158987
- 31:[Curv5<0.0534323379] yes=63,no=64,missing=64,gain=21.9679108,cover=38613
- 63:leaf=-0.00331661454,cover=0
- 64:leaf=0.0037029793,cover=0
- 32:[Sulc0<0.308185816] yes=65,no=66,missing=65,gain=42.200325,cover=120374
- 65:leaf=0.00394332036,cover=0
- 66:leaf=0.000328855531,cover=0
- 16:[Curv5<0.122410901] yes=33,no=34,missing=33,gain=177.865341,cover=3308933
- 33:[Sulc0<0.126604497] yes=67,no=68,missing=67,gain=177.164764,cover=2701082
- 67:leaf=-8.5087755e-05,cover=0
- 68:leaf=0.000821057707,cover=0
- 34:[PialArea5<0.467676282] yes=69,no=70,missing=70,gain=102.585785,cover=607851
- 69:leaf=-0.000326374982,cover=0
- 70:leaf=-0.00170813617,cover=0
- 8:[PialArea5<0.702764034] yes=17,no=18,missing=17,gain=72.0288544,cover=108912
- 17:[LGI5<2.31192279] yes=35,no=36,missing=35,gain=23.9090576,cover=82138
- 35:[Curv5<0.0635297745] yes=71,no=72,missing=71,gain=10.2552366,cover=2543
- 71:leaf=-0.0087920092,cover=0
- 72:leaf=-0.000802818686,cover=0
- 36:[PialArea5<0.559226274] yes=73,no=74,missing=73,gain=19.4019318,cover=79595
- 73:leaf=0.00322807068,cover=0
- 74:leaf=0.00165087357,cover=0
- 18:[Pol<49.2074432] yes=37,no=38,missing=37,gain=20.9280109,cover=26774
- 37:[Ecc<1.85215485] yes=75,no=76,missing=75,gain=3.15738773,cover=3888
- 75:leaf=-0.00684962887,cover=0
- 76:leaf=0.00301303691,cover=0
- 38:[Curv5<0.000893599819] yes=77,no=78,missing=77,gain=14.7709494,cover=22886
- 77:leaf=-0.00402661366,cover=0
- 78:leaf=-0.000600311905,cover=0
- 4:[Pol<114.966316] yes=9,no=10,missing=10,gain=52.3224792,cover=255234
- 9:[Sulc0<0.869075775] yes=19,no=20,missing=20,gain=28.884922,cover=141630
- 19:[Pol<21.2328167] yes=39,no=40,missing=39,gain=24.7851925,cover=139991
- 39:[Ecc<4.33753681] yes=79,no=80,missing=80,gain=14.0164127,cover=26365
- 79:leaf=0.00444670627,cover=0
- 80:leaf=0.000413803005,cover=0
- 40:[Curv5<-0.0413376503] yes=81,no=82,missing=82,gain=26.3156395,cover=113626
- 81:leaf=-0.00182395079,cover=0
- 82:leaf=-0.000281126268,cover=0
- 20:[MidArea5<1.1557827] yes=41,no=42,missing=42,gain=7.83022499,cover=1639
- 41:[Pol<102.241241] yes=83,no=84,missing=83,gain=4.61585426,cover=1571
- 83:leaf=0.00420981599,cover=0
- 84:leaf=0.0118576391,cover=0
- 42:[PialCurv5<0.171042696] yes=85,no=86,missing=85,gain=1.64091587,cover=68
- 85:leaf=0.0261173304,cover=0
- 86:leaf=0.00526185287,cover=0
- 10:[Ecc<6.70300007] yes=21,no=22,missing=21,gain=70.3939972,cover=113604
- 21:[Pol<149.795395] yes=43,no=44,missing=43,gain=22.9661255,cover=24404
- 43:[LGI5<2.33929968] yes=87,no=88,missing=88,gain=16.9951935,cover=18655
- 87:leaf=-0.00199100422,cover=0
- 88:leaf=-0.0059094578,cover=0
- 44:[Area5<0.76451689] yes=89,no=90,missing=89,gain=13.0075073,cover=5749
- 89:leaf=0.000152113134,cover=0
- 90:leaf=-0.00484094908,cover=0
- 22:[Ecc<15.3430929] yes=45,no=46,missing=45,gain=54.4658318,cover=89200
- 45:[Pol<133.406311] yes=91,no=92,missing=92,gain=38.1655006,cover=40957
- 91:leaf=-0.00158435188,cover=0
- 92:leaf=0.00147232402,cover=0
- 46:[Ecc<32.6813126] yes=93,no=94,missing=94,gain=38.9830551,cover=48243
- 93:leaf=-0.00340660452,cover=0
- 94:leaf=-0.000331144052,cover=0
- 2:[Area5<0.776627541] yes=5,no=6,missing=5,gain=142.734924,cover=1292322
- 5:[Sulc0<-0.325671464] yes=11,no=12,missing=12,gain=137.23642,cover=1001300
- 11:[Curv5<-0.0922861248] yes=23,no=24,missing=23,gain=78.2796402,cover=841584
- 23:[Area5<0.650824547] yes=47,no=48,missing=47,gain=76.0783157,cover=776446
- 47:[Sulc0<-0.947149038] yes=95,no=96,missing=96,gain=68.0498886,cover=303948
- 95:leaf=-6.50928341e-05,cover=0
- 96:leaf=0.00153893267,cover=0
- 48:[PialArea5<1.1257062] yes=97,no=98,missing=97,gain=64.7539215,cover=472498
- 97:leaf=-0.000513225445,cover=0
- 98:leaf=0.000664350926,cover=0
- 24:[PialCurv5<-0.076943703] yes=49,no=50,missing=49,gain=219.850739,cover=65138
- 49:[Curv5<-0.0598238073] yes=99,no=100,missing=100,gain=41.3847961,cover=4646
- 99:leaf=0.0107145449,cover=0
- 100:leaf=0.0239708181,cover=0
- 50:[PialCurv5<-0.062031392] yes=101,no=102,missing=102,gain=42.8912201,cover=60492
- 101:leaf=0.00470963214,cover=0
- 102:leaf=0.000871299475,cover=0
- 12:[Pol<61.2046547] yes=25,no=26,missing=26,gain=114.00589,cover=159716
- 25:[LGI5<2.56865931] yes=51,no=52,missing=51,gain=18.5680199,cover=56470
- 51:[Curv5<-0.00141534733] yes=103,no=104,missing=103,gain=7.3635025,cover=4533
- 103:leaf=0.00311709102,cover=0
- 104:leaf=0.0173373409,cover=0
- 52:[LGI5<3.25380015] yes=105,no=106,missing=105,gain=17.0370522,cover=51937
- 105:leaf=-0.000390748814,cover=0
- 106:leaf=0.00184132648,cover=0
- 26:[Ecc<3.94116735] yes=53,no=54,missing=54,gain=56.8997498,cover=103246
- 53:[Pol<115.563423] yes=107,no=108,missing=107,gain=15.5006046,cover=7310
- 107:leaf=0.000958374352,cover=0
- 108:leaf=-0.0036707304,cover=0
- 54:[Pol<116.615585] yes=109,no=110,missing=109,gain=62.8869019,cover=95936
- 109:leaf=0.00586880324,cover=0
- 110:leaf=0.00277897692,cover=0
- 6:[PialArea5<1.1133045] yes=13,no=14,missing=13,gain=60.1952057,cover=291022
- 13:[Pol<26.4235344] yes=27,no=28,missing=27,gain=21.7798767,cover=108923
- 27:[Curv5<-0.141545609] yes=55,no=56,missing=55,gain=10.2722864,cover=21949
- 55:[PialCurv5<-0.190801308] yes=111,no=112,missing=112,gain=4.53204727,cover=11444
- 111:leaf=0.00427749567,cover=0
- 112:leaf=-0.00120017608,cover=0
- 56:[PialCurv5<-0.10074953] yes=113,no=114,missing=113,gain=11.0980492,cover=10505
- 113:leaf=0.00830989704,cover=0
- 114:leaf=0.000783047755,cover=0
- 28:[Area5<0.846071243] yes=57,no=58,missing=57,gain=24.4923325,cover=86974
- 57:[Curv5<-0.0366821773] yes=115,no=116,missing=115,gain=17.7257652,cover=69863
- 115:leaf=-0.00180197775,cover=0
- 116:leaf=3.33133949e-06,cover=0
- 58:[Ecc<6.58772182] yes=117,no=118,missing=118,gain=34.3478775,cover=17111
- 117:leaf=-0.00657394389,cover=0
- 118:leaf=-0.00183603168,cover=0
- 14:[PialArea5<1.39628088] yes=29,no=30,missing=29,gain=19.8417511,cover=182099
- 29:[Sulc0<-0.451341361] yes=59,no=60,missing=59,gain=24.42029,cover=141050
- 59:[Pol<18.1680222] yes=119,no=120,missing=120,gain=18.8721066,cover=94200
- 119:leaf=0.000586191192,cover=0
- 120:leaf=-0.00105103117,cover=0
- 60:[Pol<45.5953903] yes=121,no=122,missing=122,gain=19.6049976,cover=46850
- 121:leaf=-0.000707241183,cover=0
- 122:leaf=0.00146938884,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=61,gain=12.2825794,cover=41049
- 61:[Curv5<-0.0837168768] yes=123,no=124,missing=123,gain=14.3360195,cover=35217
- 123:leaf=0.00122561387,cover=0
- 124:leaf=0.00662833406,cover=0
- 62:[LGI5<3.12489319] yes=125,no=126,missing=125,gain=7.50561333,cover=5832
- 125:leaf=-0.00227127015,cover=0
- 126:leaf=0.001590634,cover=0
-booster[121]:
-0:[Area5<0.433531314] yes=1,no=2,missing=1,gain=96.5329437,cover=5124388
- 1:[PialArea5<0.458904862] yes=3,no=4,missing=4,gain=28.1889725,cover=80066
- 3:[Sulc0<0.779008448] yes=7,no=8,missing=7,gain=7.46132755,cover=2696
- 7:[Sulc0<-0.305269122] yes=15,no=16,missing=16,gain=6.02289772,cover=2360
- 15:[PialArea5<0.39986974] yes=31,no=32,missing=31,gain=4.651474,cover=682
- 31:[PialCurv5<-0.190801308] yes=63,no=64,missing=63,gain=2.4839592,cover=355
- 63:leaf=-0.00547044491,cover=0
- 64:leaf=-0.013911563,cover=0
- 32:[Pol<32.323391] yes=65,no=66,missing=65,gain=3.71003103,cover=327
- 65:leaf=-0.0185789037,cover=0
- 66:leaf=-0.000131394772,cover=0
- 16:[PialArea5<0.245474651] yes=33,no=34,missing=34,gain=5.45247984,cover=1678
- 33:[Pol<93.9093552] yes=67,no=68,missing=67,gain=2.57457161,cover=231
- 67:leaf=0.00066681311,cover=0
- 68:leaf=-0.0109980516,cover=0
- 34:[PialCurv5<-0.0990834236] yes=69,no=70,missing=70,gain=7.2110548,cover=1447
- 69:leaf=-0.00367058069,cover=0
- 70:leaf=0.00350687071,cover=0
- 8:[Curv5<0.186949074] yes=17,no=18,missing=17,gain=9.17126846,cover=336
- 17:[LGI5<3.04290652] yes=35,no=36,missing=36,gain=2.89802742,cover=165
- 35:[PialCurv5<0.04242469] yes=71,no=72,missing=71,gain=2.52497339,cover=42
- 71:leaf=0.0169216935,cover=0
- 72:leaf=-0.0128830019,cover=0
- 36:[Curv5<0.0655679703] yes=73,no=74,missing=73,gain=2.24876595,cover=123
- 73:leaf=-0.0325676017,cover=0
- 74:leaf=-0.0174678229,cover=0
- 18:[Ecc<14.28263] yes=37,no=38,missing=37,gain=2.55889821,cover=171
- 37:[Ecc<6.70300007] yes=75,no=76,missing=76,gain=0.711791396,cover=18
- 75:leaf=0.000935836346,cover=0
- 76:leaf=0.0219175499,cover=0
- 38:[Pol<97.9094925] yes=77,no=78,missing=77,gain=0.918415546,cover=153
- 77:leaf=-0.00301913288,cover=0
- 78:leaf=-0.0180630833,cover=0
- 4:[Pol<33.3267784] yes=9,no=10,missing=10,gain=24.5510941,cover=77370
- 9:[PialArea5<1.1133045] yes=19,no=20,missing=20,gain=10.5053387,cover=6870
- 19:[Curv5<-0.0598238073] yes=39,no=40,missing=40,gain=6.82520008,cover=6798
- 39:[PialArea5<0.658944428] yes=79,no=80,missing=79,gain=4.96459293,cover=6749
- 79:leaf=-0.00400324911,cover=0
- 80:leaf=-0.000296032056,cover=0
- 40:[LGI5<2.45281005] yes=81,no=82,missing=82,gain=3.81728506,cover=49
- 81:leaf=0.00478946371,cover=0
- 82:leaf=-0.0272016861,cover=0
- 20:[Ecc<0.889730632] yes=41,no=42,missing=41,gain=2.00922394,cover=72
- 41:[Ecc<0.729281187] yes=83,no=84,missing=83,gain=0.415612221,cover=61
- 83:leaf=0.0240428913,cover=0
- 84:leaf=0.0128488662,cover=0
- 42:[Ecc<1.73852015] yes=85,no=86,missing=85,gain=0.182843015,cover=11
- 85:leaf=0.00256502372,cover=0
- 86:leaf=-0.010312492,cover=0
- 10:[Area5<0.380439579] yes=21,no=22,missing=21,gain=18.5868225,cover=70500
- 21:[Curv5<-0.200394869] yes=43,no=44,missing=44,gain=11.793045,cover=17737
- 43:[Ecc<1.46579576] yes=87,no=88,missing=87,gain=5.32229996,cover=14112
- 87:leaf=0.0016234417,cover=0
- 88:leaf=0.0037152858,cover=0
- 44:[Ecc<28.7730255] yes=89,no=90,missing=89,gain=5.14863586,cover=3625
- 89:leaf=0.00643148366,cover=0
- 90:leaf=-0.0137440087,cover=0
- 22:[PialCurv5<-0.11578764] yes=45,no=46,missing=46,gain=16.7616425,cover=52763
- 45:[PialArea5<0.788206637] yes=91,no=92,missing=91,gain=13.1459503,cover=30823
- 91:leaf=0.000137565163,cover=0
- 92:leaf=0.00220973743,cover=0
- 46:[Ecc<2.8577323] yes=93,no=94,missing=94,gain=8.82367706,cover=21940
- 93:leaf=0.00364259141,cover=0
- 94:leaf=0.00154847407,cover=0
- 2:[PialArea5<0.908809483] yes=5,no=6,missing=5,gain=100.891823,cover=5044322
- 5:[Curv5<-0.0390223041] yes=11,no=12,missing=11,gain=219.552994,cover=3414997
- 11:[Area5<0.665633082] yes=23,no=24,missing=23,gain=261.650269,cover=1202314
- 23:[PialArea5<0.702764034] yes=47,no=48,missing=47,gain=181.287277,cover=879612
- 47:[Area5<0.545738399] yes=95,no=96,missing=95,gain=43.0519409,cover=180396
- 95:leaf=-0.000671080372,cover=0
- 96:leaf=-0.00223036716,cover=0
- 48:[Sulc0<-0.244882882] yes=97,no=98,missing=97,gain=185.02121,cover=699216
- 97:leaf=-0.000124124723,cover=0
- 98:leaf=0.00213690172,cover=0
- 24:[PialCurv5<-0.108766198] yes=49,no=50,missing=49,gain=134.416901,cover=322702
- 49:[Curv5<-0.171285838] yes=99,no=100,missing=99,gain=52.5194435,cover=72958
- 99:leaf=-0.000467308389,cover=0
- 100:leaf=0.00336767896,cover=0
- 50:[Ecc<6.92728615] yes=101,no=102,missing=101,gain=76.5525513,cover=249744
- 101:leaf=-0.00361408037,cover=0
- 102:leaf=-0.00174866652,cover=0
- 12:[PialCurv5<0.00236006663] yes=25,no=26,missing=25,gain=616.188965,cover=2212683
- 25:[Curv5<-0.00141534733] yes=51,no=52,missing=51,gain=173.057495,cover=174480
- 51:[PialCurv5<-0.0209923834] yes=103,no=104,missing=104,gain=107.969009,cover=111444
- 103:leaf=0.00363095291,cover=0
- 104:leaf=0.000503814372,cover=0
- 52:[Area5<0.635019779] yes=105,no=106,missing=105,gain=84.4935303,cover=63036
- 105:leaf=0.00210039224,cover=0
- 106:leaf=0.00627774373,cover=0
- 26:[PialArea5<0.699586272] yes=53,no=54,missing=53,gain=175.909866,cover=2038203
- 53:[Area5<0.720865786] yes=107,no=108,missing=107,gain=282.637299,cover=1614306
- 107:leaf=-0.000200127761,cover=0
- 108:leaf=0.00123061205,cover=0
- 54:[Area5<0.654657125] yes=109,no=110,missing=109,gain=100.161987,cover=423897
- 109:leaf=0.00174783939,cover=0
- 110:leaf=-0.0011243507,cover=0
- 6:[Area5<0.726017833] yes=13,no=14,missing=13,gain=187.221558,cover=1629325
- 13:[Sulc0<-0.463317156] yes=27,no=28,missing=28,gain=228.631409,cover=977597
- 27:[Curv5<-0.119937547] yes=55,no=56,missing=55,gain=152.209885,cover=741627
- 55:[PialArea5<1.13220918] yes=111,no=112,missing=111,gain=77.2245407,cover=662296
- 111:leaf=-0.000134066126,cover=0
- 112:leaf=0.00108901353,cover=0
- 56:[PialCurv5<-0.0914456472] yes=113,no=114,missing=114,gain=130.34137,cover=79331
- 113:leaf=0.00951144937,cover=0
- 114:leaf=0.00192134792,cover=0
- 28:[Pol<53.6550331] yes=57,no=58,missing=58,gain=145.158722,cover=235970
- 57:[Pol<13.2006302] yes=115,no=116,missing=115,gain=30.1677856,cover=64483
- 115:leaf=0.00219972595,cover=0
- 116:leaf=-0.00038293947,cover=0
- 58:[Ecc<3.94116735] yes=117,no=118,missing=118,gain=151.511414,cover=171487
- 117:leaf=-0.000955053081,cover=0
- 118:leaf=0.00354603934,cover=0
- 14:[PialArea5<1.05969977] yes=29,no=30,missing=29,gain=85.8363037,cover=651728
- 29:[Curv5<-0.0413376503] yes=59,no=60,missing=59,gain=54.7418823,cover=269001
- 59:[Pol<21.2328167] yes=119,no=120,missing=119,gain=41.8298645,cover=188486
- 119:leaf=0.000307910523,cover=0
- 120:leaf=-0.00170480425,cover=0
- 60:[PialCurv5<-0.0245349593] yes=121,no=122,missing=121,gain=137.115799,cover=80515
- 121:leaf=0.006469402,cover=0
- 122:leaf=-0.000494827982,cover=0
- 30:[Sulc0<-0.292069882] yes=61,no=62,missing=61,gain=39.9420052,cover=382727
- 61:[PialArea5<1.48916721] yes=123,no=124,missing=123,gain=37.8821373,cover=315172
- 123:leaf=-0.000149739892,cover=0
- 124:leaf=0.00178988825,cover=0
- 62:[Pol<45.5953903] yes=125,no=126,missing=125,gain=32.592659,cover=67555
- 125:leaf=-0.000332611729,cover=0
- 126:leaf=0.00207246188,cover=0
-booster[122]:
-0:[LGI5<2.24172258] yes=1,no=2,missing=1,gain=95.5270996,cover=5124388
- 1:[Area5<0.722552657] yes=3,no=4,missing=3,gain=45.3867798,cover=160410
- 3:[Ecc<6.98131132] yes=7,no=8,missing=7,gain=29.8867035,cover=140841
- 7:[PialCurv5<0.0495097227] yes=15,no=16,missing=15,gain=19.3516235,cover=136994
- 15:[Pol<70.3717499] yes=31,no=32,missing=32,gain=33.0457458,cover=105829
- 31:[PialArea5<1.26501572] yes=63,no=64,missing=63,gain=10.2030888,cover=34960
- 63:leaf=0.000577724131,cover=0
- 64:leaf=0.00372569682,cover=0
- 32:[Ecc<4.67068386] yes=65,no=66,missing=65,gain=19.5557556,cover=70869
- 65:leaf=0.00301787327,cover=0
- 66:leaf=0.000480295072,cover=0
- 16:[PialArea5<0.365779996] yes=33,no=34,missing=33,gain=12.9864693,cover=31165
- 33:[Curv5<0.266060919] yes=67,no=68,missing=68,gain=12.7154236,cover=5416
- 67:leaf=0.00408464065,cover=0
- 68:leaf=-0.00203753612,cover=0
- 34:[Pol<62.0115929] yes=69,no=70,missing=69,gain=9.88759518,cover=25749
- 69:leaf=0.00545397261,cover=0
- 70:leaf=1.91551208e-05,cover=0
- 8:[Pol<102.241241] yes=17,no=18,missing=17,gain=4.15995598,cover=3847
- 17:[Sulc0<0.167916268] yes=35,no=36,missing=35,gain=2.80178165,cover=1056
- 35:[Curv5<0.114925429] yes=71,no=72,missing=71,gain=0.976332664,cover=486
- 71:leaf=-0.00889329705,cover=0
- 72:leaf=-0.0012818682,cover=0
- 36:[LGI5<2.21018219] yes=73,no=74,missing=73,gain=1.55216026,cover=570
- 73:leaf=-0.00496175932,cover=0
- 74:leaf=0.000453361368,cover=0
- 18:[MidArea5<0.894251287] yes=37,no=38,missing=38,gain=4.20891619,cover=2791
- 37:[Ecc<10.8716469] yes=75,no=76,missing=75,gain=2.92114973,cover=2663
- 75:leaf=-0.00168191851,cover=0
- 76:leaf=0.00526692951,cover=0
- 38:[Ecc<7.4459548] yes=77,no=78,missing=77,gain=1.73814201,cover=128
- 77:leaf=-0.00400880817,cover=0
- 78:leaf=-0.0157669876,cover=0
- 4:[Area5<0.894858658] yes=9,no=10,missing=10,gain=16.0481777,cover=19569
- 9:[Ecc<0.45941934] yes=19,no=20,missing=19,gain=12.5630455,cover=18676
- 19:[PialCurv5<-0.072655201] yes=39,no=40,missing=40,gain=5.51334763,cover=1214
- 39:[Sulc0<-0.93782407] yes=79,no=80,missing=79,gain=1.59844136,cover=331
- 79:leaf=-0.00544328149,cover=0
- 80:leaf=0.00163091999,cover=0
- 40:[PialArea5<0.480917931] yes=81,no=82,missing=82,gain=3.45437527,cover=883
- 81:leaf=-0.00592615362,cover=0
- 82:leaf=0.00715493504,cover=0
- 20:[MidArea5<0.943411052] yes=41,no=42,missing=41,gain=10.1214504,cover=17462
- 41:[Sulc0<-0.23104082] yes=83,no=84,missing=83,gain=23.8712311,cover=14451
- 83:leaf=-0.00373401423,cover=0
- 84:leaf=0.00034755611,cover=0
- 42:[Pol<137.578873] yes=85,no=86,missing=86,gain=11.8525982,cover=3011
- 85:leaf=0.000361611281,cover=0
- 86:leaf=0.0091362251,cover=0
- 10:[LGI5<2.19753051] yes=21,no=22,missing=22,gain=7.64127922,cover=893
- 21:[Ecc<4.33753681] yes=43,no=44,missing=44,gain=2.15666986,cover=366
- 43:[Pol<160.869751] yes=87,no=88,missing=87,gain=1.82969594,cover=343
- 87:leaf=0.000605346402,cover=0
- 88:leaf=-0.00973919034,cover=0
- 44:[Sulc0<-0.319176674] yes=89,no=90,missing=89,gain=0.218766451,cover=23
- 89:leaf=-0.0182249509,cover=0
- 90:leaf=-0.00274407282,cover=0
- 22:[Ecc<0.567370772] yes=45,no=46,missing=46,gain=4.83645821,cover=527
- 45:[PialArea5<0.559226274] yes=91,no=92,missing=91,gain=0.408678949,cover=69
- 91:leaf=0.013485956,cover=0
- 92:leaf=-0.000158962372,cover=0
- 46:[Curv5<0.147363082] yes=93,no=94,missing=93,gain=3.2287941,cover=458
- 93:leaf=-0.0150450887,cover=0
- 94:leaf=-0.00370452157,cover=0
- 2:[Pol<8.56911278] yes=5,no=6,missing=5,gain=87.0016174,cover=4963978
- 5:[Ecc<1.41371143] yes=11,no=12,missing=12,gain=49.8934708,cover=199646
- 11:[Curv5<-0.172863677] yes=23,no=24,missing=23,gain=3.50240898,cover=10571
- 23:[Area5<0.727793753] yes=47,no=48,missing=48,gain=2.32980537,cover=7924
- 47:[PialCurv5<-0.210138425] yes=95,no=96,missing=95,gain=1.97938919,cover=7471
- 95:leaf=0.0069124843,cover=0
- 96:leaf=-0.00261421571,cover=0
- 48:[PialCurv5<-0.130080611] yes=97,no=98,missing=98,gain=0.899568081,cover=453
- 97:leaf=-0.00354993599,cover=0
- 98:leaf=-0.00810372271,cover=0
- 24:[MidArea5<0.713920057] yes=49,no=50,missing=49,gain=3.51969671,cover=2647
- 49:[Curv5<0.012354264] yes=99,no=100,missing=100,gain=1.40972686,cover=904
- 99:leaf=-0.00429008668,cover=0
- 100:leaf=0.00033783057,cover=0
- 50:[PialCurv5<-0.106427588] yes=101,no=102,missing=101,gain=2.69263482,cover=1743
- 101:leaf=0.00593928248,cover=0
- 102:leaf=-7.28895102e-05,cover=0
- 12:[Ecc<3.80337262] yes=25,no=26,missing=25,gain=38.9897385,cover=189075
- 25:[Curv5<-0.148390457] yes=51,no=52,missing=52,gain=50.147171,cover=29264
- 51:[PialCurv5<-0.210138425] yes=103,no=104,missing=103,gain=10.7969036,cover=21621
- 103:leaf=0.0117203798,cover=0
- 104:leaf=0.00162122666,cover=0
- 52:[Ecc<2.13501525] yes=105,no=106,missing=106,gain=19.1752243,cover=7643
- 105:leaf=0.00302984589,cover=0
- 106:leaf=0.00828842632,cover=0
- 26:[MidArea5<0.675531864] yes=53,no=54,missing=53,gain=22.7592583,cover=159811
- 53:[Area5<0.691945016] yes=107,no=108,missing=107,gain=18.8816013,cover=17517
- 107:leaf=-0.00143137097,cover=0
- 108:leaf=0.00301872613,cover=0
- 54:[Curv5<-0.175970852] yes=109,no=110,missing=110,gain=17.0209122,cover=142294
- 109:leaf=0.000680447498,cover=0
- 110:leaf=0.00177544006,cover=0
- 6:[Pol<50.9985542] yes=13,no=14,missing=13,gain=102.989708,cover=4764332
- 13:[Ecc<6.41291761] yes=27,no=28,missing=27,gain=207.697632,cover=863272
- 27:[Curv5<-0.108295463] yes=55,no=56,missing=56,gain=222.302338,cover=349350
- 55:[Ecc<1.51801682] yes=111,no=112,missing=111,gain=54.1044197,cover=297053
- 111:leaf=-0.00118779286,cover=0
- 112:leaf=0.000359542377,cover=0
- 56:[Ecc<1.46579576] yes=113,no=114,missing=114,gain=72.3036804,cover=52297
- 113:leaf=0.000741070544,cover=0
- 114:leaf=0.0047525405,cover=0
- 28:[Pol<21.2328167] yes=57,no=58,missing=57,gain=96.3342285,cover=513922
- 57:[Sulc0<0.15957281] yes=115,no=116,missing=115,gain=26.1472301,cover=151974
- 115:leaf=-0.000208794751,cover=0
- 116:leaf=0.00237678387,cover=0
- 58:[PialArea5<0.702764034] yes=117,no=118,missing=117,gain=70.6615601,cover=361948
- 117:leaf=0.000347821944,cover=0
- 118:leaf=-0.00179001433,cover=0
- 14:[Pol<93.9093552] yes=29,no=30,missing=29,gain=173.60257,cover=3901060
- 29:[Ecc<32.6813126] yes=59,no=60,missing=59,gain=239.968246,cover=1170307
- 59:[Ecc<12.5441074] yes=119,no=120,missing=120,gain=532.13501,cover=1081811
- 119:leaf=0.000237114713,cover=0
- 120:leaf=0.00281159836,cover=0
- 60:[PialCurv5<0.0591915138] yes=121,no=122,missing=121,gain=60.817749,cover=88496
- 121:leaf=0.00296449475,cover=0
- 122:leaf=-0.00219512708,cover=0
- 30:[PialArea5<0.898016751] yes=61,no=62,missing=61,gain=138.61795,cover=2730753
- 61:[Sulc0<0.345196545] yes=123,no=124,missing=123,gain=189.628159,cover=1991517
- 123:leaf=-0.000617827638,cover=0
- 124:leaf=0.000423524674,cover=0
- 62:[Area5<0.755546272] yes=125,no=126,missing=125,gain=111.75988,cover=739236
- 125:leaf=0.000856219151,cover=0
- 126:leaf=-0.000610713614,cover=0
-booster[123]:
-0:[Area5<0.489361584] yes=1,no=2,missing=1,gain=90.1040421,cover=5124388
- 1:[PialArea5<0.609252691] yes=3,no=4,missing=3,gain=40.7319412,cover=222961
- 3:[Sulc0<0.703387856] yes=7,no=8,missing=8,gain=19.9513874,cover=27729
- 7:[Curv5<-0.222158164] yes=15,no=16,missing=15,gain=17.5965366,cover=26448
- 15:[Area5<0.380439579] yes=31,no=32,missing=31,gain=6.5157032,cover=9355
- 31:[Ecc<1.10530448] yes=63,no=64,missing=64,gain=6.82309771,cover=2324
- 63:leaf=-0.00668305112,cover=0
- 64:leaf=0.001231106,cover=0
- 32:[PialCurv5<-0.138158455] yes=65,no=66,missing=65,gain=7.40047836,cover=7031
- 65:leaf=-0.00183902436,cover=0
- 66:leaf=-0.00538879307,cover=0
- 16:[PialCurv5<0.0695191324] yes=33,no=34,missing=33,gain=10.0519629,cover=17093
- 33:[MidArea5<0.48507002] yes=67,no=68,missing=67,gain=6.72583771,cover=14218
- 67:leaf=0.00243001012,cover=0
- 68:leaf=0.000213074658,cover=0
- 34:[Area5<0.380439579] yes=69,no=70,missing=69,gain=4.86617756,cover=2875
- 69:leaf=-0.0115501657,cover=0
- 70:leaf=-0.0016844346,cover=0
- 8:[PialArea5<0.365779996] yes=17,no=18,missing=18,gain=12.6840191,cover=1281
- 17:[PialArea5<0.245474651] yes=35,no=36,missing=35,gain=3.63047552,cover=1009
- 35:[LGI5<3.37729335] yes=71,no=72,missing=72,gain=5.00153828,cover=559
- 71:leaf=-0.00330114109,cover=0
- 72:leaf=0.0108151678,cover=0
- 36:[Ecc<31.520586] yes=73,no=74,missing=73,gain=3.55952072,cover=450
- 73:leaf=-0.00364908017,cover=0
- 74:leaf=-0.0126419608,cover=0
- 18:[Ecc<14.694541] yes=37,no=38,missing=38,gain=6.59968376,cover=272
- 37:[Curv5<0.0386843979] yes=75,no=76,missing=75,gain=1.43585634,cover=49
- 75:leaf=0.00849410053,cover=0
- 76:leaf=-0.00828846451,cover=0
- 38:[LGI5<3.21727777] yes=77,no=78,missing=78,gain=3.11781693,cover=223
- 77:leaf=-0.0137211503,cover=0
- 78:leaf=-0.0257920474,cover=0
- 4:[Pol<49.2074432] yes=9,no=10,missing=9,gain=37.5055084,cover=195232
- 9:[PialArea5<1.19545019] yes=19,no=20,missing=19,gain=14.5429707,cover=31995
- 19:[Curv5<-0.0620335713] yes=39,no=40,missing=40,gain=8.72925568,cover=31778
- 39:[Ecc<1.85215485] yes=79,no=80,missing=79,gain=9.18690586,cover=31535
- 79:leaf=-0.00101819914,cover=0
- 80:leaf=0.000692487753,cover=0
- 40:[Ecc<25.981123] yes=81,no=82,missing=82,gain=13.9508066,cover=243
- 81:leaf=-0.00287087751,cover=0
- 82:leaf=-0.0306536537,cover=0
- 20:[Curv5<-0.16496937] yes=41,no=42,missing=42,gain=2.80566788,cover=217
- 41:[Area5<0.433531314] yes=83,no=84,missing=83,gain=3.23136711,cover=194
- 83:leaf=0.0199373849,cover=0
- 84:leaf=0.00609602174,cover=0
- 42:[LGI5<2.48931384] yes=85,no=86,missing=85,gain=0.844939232,cover=23
- 85:leaf=0.0331637152,cover=0
- 86:leaf=0.00616683485,cover=0
- 10:[Curv5<-0.175970852] yes=21,no=22,missing=21,gain=27.6964874,cover=163237
- 21:[Area5<0.404548973] yes=43,no=44,missing=43,gain=24.4341202,cover=118495
- 43:[MidArea5<0.489716202] yes=87,no=88,missing=87,gain=9.64111328,cover=25312
- 87:leaf=0.00868435949,cover=0
- 88:leaf=0.00248639076,cover=0
- 44:[PialArea5<0.984361112] yes=89,no=90,missing=89,gain=22.1534595,cover=93183
- 89:leaf=0.000670215522,cover=0
- 90:leaf=0.00356784905,cover=0
- 22:[Area5<0.404548973] yes=45,no=46,missing=45,gain=13.4052124,cover=44742
- 45:[PialArea5<0.85412097] yes=91,no=92,missing=92,gain=4.16864014,cover=4083
- 91:leaf=0.0050350735,cover=0
- 92:leaf=0.0115293115,cover=0
- 46:[PialArea5<0.849116743] yes=93,no=94,missing=93,gain=10.7417908,cover=40659
- 93:leaf=0.00208439538,cover=0
- 94:leaf=0.0042479299,cover=0
- 2:[Curv5<-0.331971258] yes=5,no=6,missing=5,gain=123.416451,cover=4901427
- 5:[PialArea5<0.736284733] yes=11,no=12,missing=11,gain=95.1222839,cover=43851
- 11:[MidArea5<0.574335396] yes=23,no=24,missing=23,gain=19.113596,cover=15299
- 23:[Pol<125.308708] yes=47,no=48,missing=48,gain=4.08776283,cover=4169
- 47:[Pol<84.7687759] yes=95,no=96,missing=96,gain=3.4273982,cover=2714
- 95:leaf=-0.00305913901,cover=0
- 96:leaf=0.0014800065,cover=0
- 48:[Ecc<12.1917515] yes=97,no=98,missing=98,gain=3.02727318,cover=1455
- 97:leaf=-0.00330642099,cover=0
- 98:leaf=-0.00787883531,cover=0
- 24:[Curv5<-0.39144522] yes=49,no=50,missing=49,gain=16.2053242,cover=11130
- 49:[Ecc<2.19188094] yes=99,no=100,missing=100,gain=10.6188707,cover=4337
- 99:leaf=0.0154875591,cover=0
- 100:leaf=0.00251493952,cover=0
- 50:[LGI5<2.23211861] yes=101,no=102,missing=102,gain=5.02527952,cover=6793
- 101:leaf=0.0163364839,cover=0
- 102:leaf=-0.00101297908,cover=0
- 12:[Curv5<-0.39144522] yes=25,no=26,missing=25,gain=43.4685669,cover=28552
- 25:[Sulc0<-0.370474488] yes=51,no=52,missing=52,gain=11.9212646,cover=6061
- 51:[PialCurv5<-0.190801308] yes=103,no=104,missing=103,gain=3.50741577,cover=5181
- 103:leaf=0.00853043701,cover=0
- 104:leaf=0.00592017034,cover=0
- 52:[Ecc<15.5679035] yes=105,no=106,missing=105,gain=6.68933105,cover=880
- 105:leaf=0.0169570278,cover=0
- 106:leaf=0.00792552531,cover=0
- 26:[Sulc0<-0.714205623] yes=53,no=54,missing=53,gain=21.4104233,cover=22491
- 53:[MidArea5<0.721430659] yes=107,no=108,missing=107,gain=4.42173195,cover=13739
- 107:leaf=0.00107259373,cover=0
- 108:leaf=0.00290611084,cover=0
- 54:[Ecc<14.484726] yes=109,no=110,missing=109,gain=8.76502228,cover=8752
- 109:leaf=0.0066741812,cover=0
- 110:leaf=0.00346057978,cover=0
- 6:[PialArea5<0.331288606] yes=13,no=14,missing=13,gain=105.499672,cover=4857576
- 13:[Curv5<0.166947007] yes=27,no=28,missing=28,gain=100.470047,cover=178178
- 27:[PialArea5<0.267248243] yes=55,no=56,missing=55,gain=28.9133606,cover=62165
- 55:[Sulc0<0.443755656] yes=111,no=112,missing=112,gain=8.0778656,cover=7829
- 111:leaf=0.0109682987,cover=0
- 112:leaf=0.00521857711,cover=0
- 56:[Curv5<0.141257599] yes=113,no=114,missing=114,gain=26.3729553,cover=54336
- 113:leaf=0.00369419088,cover=0
- 114:leaf=0.00147685071,cover=0
- 28:[PialArea5<0.245474651] yes=57,no=58,missing=58,gain=44.1891632,cover=116013
- 57:[LGI5<2.92358446] yes=115,no=116,missing=115,gain=14.8245506,cover=16026
- 115:leaf=0.00168750552,cover=0
- 116:leaf=0.00486551598,cover=0
- 58:[Sulc0<0.33585754] yes=117,no=118,missing=118,gain=38.0261421,cover=99987
- 117:leaf=0.00304654869,cover=0
- 118:leaf=-0.000322809996,cover=0
- 14:[Curv5<0.137416571] yes=29,no=30,missing=29,gain=126.056694,cover=4679398
- 29:[PialArea5<0.537928462] yes=59,no=60,missing=59,gain=185.351349,cover=4190522
- 59:[Area5<0.67915231] yes=119,no=120,missing=120,gain=190.846237,cover=440583
- 119:leaf=-5.33837301e-05,cover=0
- 120:leaf=0.00203356287,cover=0
- 60:[Curv5<0.0736173838] yes=121,no=122,missing=121,gain=166.4711,cover=3749939
- 121:leaf=8.33197773e-05,cover=0
- 122:leaf=-0.00112246606,cover=0
- 30:[Area5<0.799647689] yes=61,no=62,missing=61,gain=60.1884232,cover=488876
- 61:[Ecc<13.8847265] yes=123,no=124,missing=124,gain=57.8028412,cover=455555
- 123:leaf=-0.000572421472,cover=0
- 124:leaf=-0.0018653071,cover=0
- 62:[PialArea5<0.502762914] yes=125,no=126,missing=126,gain=17.8798981,cover=33321
- 125:leaf=0.00216297223,cover=0
- 126:leaf=-0.000254264189,cover=0
-booster[124]:
-0:[LGI5<2.32164335] yes=1,no=2,missing=2,gain=88.4395142,cover=5124388
- 1:[Ecc<5.97554874] yes=3,no=4,missing=4,gain=62.0865097,cover=423405
- 3:[Area5<0.894858658] yes=7,no=8,missing=7,gain=34.9098816,cover=388742
- 7:[Sulc0<-1.03844893] yes=15,no=16,missing=15,gain=27.2929688,cover=384983
- 15:[PialArea5<1.07423365] yes=31,no=32,missing=31,gain=13.0761862,cover=36844
- 31:[Sulc0<-1.15707839] yes=63,no=64,missing=64,gain=6.09905624,cover=22217
- 63:leaf=-0.00224010157,cover=0
- 64:leaf=-0.000458805094,cover=0
- 32:[Pol<48.3047981] yes=65,no=66,missing=66,gain=5.71154213,cover=14627
- 65:leaf=7.66826706e-05,cover=0
- 66:leaf=0.00208445056,cover=0
- 16:[PialArea5<0.849116743] yes=33,no=34,missing=33,gain=39.3614044,cover=348139
- 33:[MidArea5<0.659801304] yes=67,no=68,missing=68,gain=25.8570328,cover=217019
- 67:leaf=0.00114533014,cover=0
- 68:leaf=-1.26343512e-05,cover=0
- 34:[Pol<70.3717499] yes=69,no=70,missing=70,gain=22.545578,cover=131120
- 69:leaf=0.0010683377,cover=0
- 70:leaf=0.00240203389,cover=0
- 8:[Pol<103.31839] yes=17,no=18,missing=18,gain=4.8103714,cover=3759
- 17:[Curv5<-0.146701202] yes=35,no=36,missing=35,gain=3.75716877,cover=1737
- 35:[PialArea5<1.48916721] yes=71,no=72,missing=72,gain=1.81041741,cover=301
- 71:leaf=-0.000144460733,cover=0
- 72:leaf=0.00768081425,cover=0
- 36:[Pol<61.2046547] yes=73,no=74,missing=73,gain=2.73450756,cover=1436
- 73:leaf=-0.00766961509,cover=0
- 74:leaf=-0.00193082541,cover=0
- 18:[Curv5<0.155577481] yes=37,no=38,missing=37,gain=8.20195007,cover=2022
- 37:[Ecc<1.79549146] yes=75,no=76,missing=75,gain=2.41335487,cover=1757
- 75:leaf=-0.00436766865,cover=0
- 76:leaf=-0.0081798546,cover=0
- 38:[PialCurv5<0.362132162] yes=77,no=78,missing=78,gain=2.32910895,cover=265
- 77:leaf=-4.02902406e-05,cover=0
- 78:leaf=0.010634019,cover=0
- 4:[Area5<0.545738399] yes=9,no=10,missing=10,gain=6.95341301,cover=34663
- 9:[Ecc<8.70817566] yes=19,no=20,missing=19,gain=8.70887089,cover=4094
- 19:[PialArea5<0.624898493] yes=39,no=40,missing=39,gain=4.57113647,cover=3916
- 39:[PialCurv5<0.303062648] yes=79,no=80,missing=79,gain=2.15088797,cover=446
- 79:leaf=-0.00514983572,cover=0
- 80:leaf=0.014799878,cover=0
- 40:[LGI5<2.26652193] yes=81,no=82,missing=81,gain=3.59253168,cover=3470
- 81:leaf=0.00236669998,cover=0
- 82:leaf=-0.000853987352,cover=0
- 20:[PialArea5<0.872134149] yes=41,no=42,missing=41,gain=1.19669533,cover=178
- 41:[Pol<23.2745647] yes=83,no=84,missing=83,gain=0.178477287,cover=153
- 83:leaf=-0.00440051267,cover=0
- 84:leaf=0.0132917734,cover=0
- 42:[Curv5<-0.207981065] yes=85,no=86,missing=85,gain=0.055891078,cover=25
- 85:leaf=-0.00173241796,cover=0
- 86:leaf=0.00300573674,cover=0
- 10:[Sulc0<-0.292069882] yes=21,no=22,missing=21,gain=12.9577847,cover=30569
- 21:[PialArea5<0.721636832] yes=43,no=44,missing=43,gain=10.442791,cover=11344
- 43:[Curv5<-0.136312515] yes=87,no=88,missing=88,gain=3.25338364,cover=1409
- 87:leaf=-0.0041093356,cover=0
- 88:leaf=-0.00896328222,cover=0
- 44:[PialArea5<1.05969977] yes=89,no=90,missing=89,gain=5.0586071,cover=9935
- 89:leaf=-0.00291628949,cover=0
- 90:leaf=-0.000345602544,cover=0
- 22:[PialCurv5<0.0959877223] yes=45,no=46,missing=45,gain=7.88768959,cover=19225
- 45:[Ecc<11.3532677] yes=91,no=92,missing=92,gain=9.14769459,cover=8175
- 91:leaf=0.000828345423,cover=0
- 92:leaf=-0.00777018163,cover=0
- 46:[Sulc0<0.143142253] yes=93,no=94,missing=93,gain=6.00541592,cover=11050
- 93:leaf=-0.0037907064,cover=0
- 94:leaf=-0.00094986934,cover=0
- 2:[Sulc0<-0.678985238] yes=5,no=6,missing=5,gain=86.5268097,cover=4700983
- 5:[Ecc<5.14592695] yes=11,no=12,missing=12,gain=149.923279,cover=951090
- 11:[Curv5<-0.155295327] yes=23,no=24,missing=23,gain=96.2635651,cover=492556
- 23:[LGI5<2.50273752] yes=47,no=48,missing=47,gain=42.180294,cover=381342
- 47:[PialCurv5<-0.0914456472] yes=95,no=96,missing=96,gain=29.3594398,cover=225286
- 95:leaf=0.000103572653,cover=0
- 96:leaf=0.00200675637,cover=0
- 48:[Pol<33.3267784] yes=97,no=98,missing=98,gain=33.3462944,cover=156056
- 97:leaf=0.000156612499,cover=0
- 98:leaf=-0.00134868873,cover=0
- 24:[Pol<29.3809395] yes=49,no=50,missing=49,gain=77.303894,cover=111214
- 49:[PialCurv5<-0.106427588] yes=99,no=100,missing=99,gain=38.7012634,cover=20911
- 99:leaf=0.0102274781,cover=0
- 100:leaf=0.00349070365,cover=0
- 50:[PialCurv5<-0.11266306] yes=101,no=102,missing=102,gain=35.5465126,cover=90303
- 101:leaf=0.00502880756,cover=0
- 102:leaf=0.000655573036,cover=0
- 12:[Pol<19.2006226] yes=25,no=26,missing=26,gain=83.9175873,cover=458534
- 25:[MidArea5<0.698706985] yes=51,no=52,missing=51,gain=20.8549767,cover=127621
- 51:[PialCurv5<-0.210138425] yes=103,no=104,missing=104,gain=6.83184433,cover=14619
- 103:leaf=0.00214596954,cover=0
- 104:leaf=-0.00201336807,cover=0
- 52:[Curv5<-0.180574343] yes=105,no=106,missing=105,gain=17.7842598,cover=113002
- 105:leaf=-2.79824981e-05,cover=0
- 106:leaf=0.00150941906,cover=0
- 26:[Pol<165.944183] yes=53,no=54,missing=53,gain=67.6685791,cover=330913
- 53:[Curv5<-0.292340577] yes=107,no=108,missing=108,gain=57.5600586,cover=226513
- 107:leaf=0.000227204786,cover=0
- 108:leaf=-0.00222294615,cover=0
- 54:[PialArea5<1.57955706] yes=109,no=110,missing=110,gain=14.6215229,cover=104400
- 109:leaf=-0.000441245124,cover=0
- 110:leaf=0.00639119744,cover=0
- 6:[Ecc<3.54469991] yes=13,no=14,missing=14,gain=195.139633,cover=3749893
- 13:[Area5<0.600206077] yes=27,no=28,missing=27,gain=150.549759,cover=506106
- 27:[Curv5<0.199476883] yes=55,no=56,missing=55,gain=59.0843658,cover=133399
- 55:[Curv5<-0.141545609] yes=111,no=112,missing=112,gain=51.7049141,cover=124334
- 111:leaf=-0.000317159953,cover=0
- 112:leaf=0.00177930004,cover=0
- 56:[Area5<0.554568231] yes=113,no=114,missing=114,gain=6.10059357,cover=9065
- 113:leaf=-0.00533138169,cover=0
- 114:leaf=-0.00241426541,cover=0
- 28:[Pol<55.3432045] yes=57,no=58,missing=57,gain=207.383179,cover=372707
- 57:[Ecc<1.62447274] yes=115,no=116,missing=115,gain=119.953064,cover=42614
- 115:leaf=-0.000663193176,cover=0
- 116:leaf=0.00464250566,cover=0
- 58:[PialArea5<0.567627013] yes=117,no=118,missing=117,gain=208.297424,cover=330093
- 117:leaf=0.000223452269,cover=0
- 118:leaf=-0.00251500634,cover=0
- 14:[Ecc<21.0377083] yes=29,no=30,missing=29,gain=179.358215,cover=3243787
- 29:[PialCurv5<0.0904879719] yes=59,no=60,missing=59,gain=196.216858,cover=2373661
- 59:[Sulc0<-0.0862998366] yes=119,no=120,missing=120,gain=278.652435,cover=1495222
- 119:leaf=0.000437751471,cover=0
- 120:leaf=0.0019364357,cover=0
- 60:[Area5<0.655598104] yes=121,no=122,missing=121,gain=133.328766,cover=878439
- 121:leaf=-0.00120931887,cover=0
- 122:leaf=0.000267549505,cover=0
- 30:[PialArea5<0.385581404] yes=61,no=62,missing=61,gain=63.330143,cover=870126
- 61:[Area5<0.698189139] yes=123,no=124,missing=123,gain=53.2100945,cover=89441
- 123:leaf=-2.199353e-05,cover=0
- 124:leaf=0.00247984729,cover=0
- 62:[Curv5<0.113010712] yes=125,no=126,missing=125,gain=55.5401154,cover=780685
- 125:leaf=-0.000289261894,cover=0
- 126:leaf=-0.00153296848,cover=0
-booster[125]:
-0:[LGI5<3.56741142] yes=1,no=2,missing=2,gain=85.1251984,cover=5124388
- 1:[PialCurv5<0.343960524] yes=3,no=4,missing=3,gain=79.8072968,cover=4901425
- 3:[PialArea5<0.375788301] yes=7,no=8,missing=7,gain=165.160568,cover=4707280
- 7:[Area5<0.626857519] yes=15,no=16,missing=16,gain=84.3347015,cover=211883
- 15:[Sulc0<0.184694022] yes=31,no=32,missing=31,gain=28.2977142,cover=55510
- 31:[Curv5<-0.225438625] yes=61,no=62,missing=61,gain=15.0626106,cover=12583
- 61:leaf=-0.00557232834,cover=0
- 62:leaf=0.00236639776,cover=0
- 32:[PialArea5<0.267248243] yes=63,no=64,missing=63,gain=14.1610365,cover=42927
- 63:leaf=0.0013490431,cover=0
- 64:leaf=-0.00112379913,cover=0
- 16:[Sulc0<0.110320561] yes=33,no=34,missing=33,gain=69.4978943,cover=156373
- 33:[Area5<0.710077047] yes=65,no=66,missing=66,gain=9.03579712,cover=5270
- 65:leaf=0.00718104094,cover=0
- 66:leaf=0.0147865415,cover=0
- 34:[PialArea5<0.281252682] yes=67,no=68,missing=67,gain=42.7673798,cover=151103
- 67:leaf=0.00425185962,cover=0
- 68:leaf=0.00164815434,cover=0
- 8:[Curv5<0.114925429] yes=17,no=18,missing=17,gain=103.907196,cover=4495397
- 17:[Sulc0<0.254506379] yes=35,no=36,missing=35,gain=183.847107,cover=4025537
- 35:[Ecc<22.0897732] yes=69,no=70,missing=69,gain=122.910049,cover=3507936
- 69:leaf=0.000188615362,cover=0
- 70:leaf=-0.000745251891,cover=0
- 36:[Curv5<0.0635297745] yes=71,no=72,missing=71,gain=102.515289,cover=517601
- 71:leaf=0.00182217394,cover=0
- 72:leaf=0.000413899077,cover=0
- 18:[PialArea5<0.476533443] yes=37,no=38,missing=37,gain=93.3970871,cover=469860
- 37:[Area5<0.706109285] yes=73,no=74,missing=73,gain=91.95961,cover=244625
- 73:leaf=-0.000694263261,cover=0
- 74:leaf=0.00128162501,cover=0
- 38:[Area5<0.839165807] yes=75,no=76,missing=76,gain=54.6893463,cover=225235
- 75:leaf=-0.00149687496,cover=0
- 76:leaf=0.00190207583,cover=0
- 4:[PialArea5<0.281252682] yes=9,no=10,missing=10,gain=25.0077934,cover=194145
- 9:[Area5<0.663006425] yes=19,no=20,missing=19,gain=11.9438534,cover=28140
- 19:[Sulc0<-0.0862998366] yes=39,no=40,missing=39,gain=7.3667798,cover=19717
- 39:[Pol<80.8913651] yes=77,no=78,missing=77,gain=5.02432632,cover=253
- 77:leaf=0.0256508496,cover=0
- 78:leaf=0.00543946913,cover=0
- 40:[LGI5<2.18291569] yes=79,no=80,missing=79,gain=4.87350798,cover=19464
- 79:leaf=0.0067769303,cover=0
- 80:leaf=-0.000334158249,cover=0
- 20:[MidArea5<0.451744556] yes=41,no=42,missing=42,gain=7.51756763,cover=8423
- 41:[Area5<0.695070922] yes=81,no=82,missing=82,gain=2.41714191,cover=686
- 81:leaf=0.00604523625,cover=0
- 82:leaf=0.0153801059,cover=0
- 42:[Curv5<0.266060919] yes=83,no=84,missing=84,gain=4.10115814,cover=7737
- 83:leaf=0.00189616054,cover=0
- 84:leaf=-0.00416529225,cover=0
- 10:[Area5<0.767325044] yes=21,no=22,missing=21,gain=20.8993988,cover=166005
- 21:[Sulc0<0.717745602] yes=43,no=44,missing=44,gain=19.7361145,cover=145134
- 43:[Curv5<0.266060919] yes=85,no=86,missing=85,gain=13.5017757,cover=82661
- 85:leaf=-0.00060212164,cover=0
- 86:leaf=-0.00308638182,cover=0
- 44:[Area5<0.671631575] yes=87,no=88,missing=87,gain=7.94861603,cover=62473
- 87:leaf=-0.00279562105,cover=0
- 88:leaf=-0.00157746545,cover=0
- 22:[PialArea5<0.355263293] yes=45,no=46,missing=46,gain=8.76589108,cover=20871
- 45:[Area5<0.924216449] yes=89,no=90,missing=90,gain=4.99250793,cover=4756
- 89:leaf=0.00211804593,cover=0
- 90:leaf=0.0174113885,cover=0
- 46:[Ecc<5.21075869] yes=91,no=92,missing=92,gain=6.42111874,cover=16115
- 91:leaf=0.00195308763,cover=0
- 92:leaf=-0.000624044274,cover=0
- 2:[Pol<168.023468] yes=5,no=6,missing=5,gain=33.2694817,cover=222963
- 5:[LGI5<3.94193578] yes=11,no=12,missing=12,gain=37.481926,cover=202207
- 11:[Pol<87.3220139] yes=23,no=24,missing=23,gain=33.8552475,cover=184257
- 23:[Ecc<12.7231894] yes=47,no=48,missing=48,gain=62.1611443,cover=90880
- 47:[Pol<30.3635597] yes=93,no=94,missing=93,gain=14.8251801,cover=9034
- 93:leaf=-0.00128033594,cover=0
- 94:leaf=-0.00554411206,cover=0
- 48:[Area5<0.64784193] yes=95,no=96,missing=95,gain=25.6014576,cover=81846
- 95:leaf=0.00206016912,cover=0
- 96:leaf=-0.000149392203,cover=0
- 24:[PialArea5<0.971235156] yes=49,no=50,missing=50,gain=40.2071686,cover=93377
- 49:[Ecc<9.50052643] yes=97,no=98,missing=97,gain=12.6477356,cover=81815
- 97:leaf=0.00295679434,cover=0
- 98:leaf=-0.0019667414,cover=0
- 50:[Area5<0.754342616] yes=99,no=100,missing=99,gain=11.3422947,cover=11562
- 99:leaf=0.00267142802,cover=0
- 100:leaf=-0.000478053553,cover=0
- 12:[Sulc0<0.779008448] yes=25,no=26,missing=25,gain=29.665184,cover=17950
- 25:[PialCurv5<-0.0487009101] yes=51,no=52,missing=52,gain=15.0044708,cover=15206
- 51:[Area5<0.698189139] yes=101,no=102,missing=101,gain=6.18216896,cover=6104
- 101:leaf=-0.000891598233,cover=0
- 102:leaf=-0.00415255828,cover=0
- 52:[Pol<149.795395] yes=103,no=104,missing=103,gain=13.6517715,cover=9102
- 103:leaf=-0.00578331063,cover=0
- 104:leaf=0.00372452149,cover=0
- 26:[PialCurv5<0.24610664] yes=53,no=54,missing=53,gain=14.3801508,cover=2744
- 53:[Area5<0.987501919] yes=105,no=106,missing=105,gain=8.54987717,cover=1209
- 105:leaf=0.00396442739,cover=0
- 106:leaf=0.016220089,cover=0
- 54:[Curv5<0.216179401] yes=107,no=108,missing=107,gain=4.47192907,cover=1535
- 107:leaf=-0.000590157113,cover=0
- 108:leaf=-0.00852390006,cover=0
- 6:[Ecc<8.17402458] yes=13,no=14,missing=13,gain=19.7178459,cover=20756
- 13:[MidArea5<1.02408183] yes=27,no=28,missing=28,gain=7.03422928,cover=34
- 27:[Ecc<8.11897564] yes=55,no=56,missing=55,gain=9.97930765e-05,cover=12
- 55:leaf=0.00714010606,cover=0
- 56:leaf=0.00204366446,cover=0
- 28:leaf=0.054773476,cover=0
- 14:[Sulc0<-0.34506914] yes=29,no=30,missing=29,gain=9.65107441,cover=20722
- 29:[PialArea5<0.836640656] yes=57,no=58,missing=57,gain=5.33765173,cover=14480
- 57:[Pol<174.523148] yes=109,no=110,missing=109,gain=2.40618205,cover=2802
- 109:leaf=-0.00310661807,cover=0
- 110:leaf=-0.000176019166,cover=0
- 58:[Area5<0.66824472] yes=111,no=112,missing=111,gain=2.8964715,cover=11678
- 111:leaf=0.00163922354,cover=0
- 112:leaf=5.47113123e-05,cover=0
- 30:[Ecc<17.0169544] yes=59,no=60,missing=60,gain=8.17977333,cover=6242
- 59:[Ecc<10.147254] yes=113,no=114,missing=113,gain=5.79284668,cover=531
- 113:leaf=0.0117848245,cover=0
- 114:leaf=-0.00508850021,cover=0
- 60:[PialCurv5<0.01500447] yes=115,no=116,missing=115,gain=18.3903294,cover=5711
- 115:leaf=0.00214533741,cover=0
- 116:leaf=0.0108791143,cover=0
-booster[126]:
-0:[PialArea5<0.900697351] yes=1,no=2,missing=2,gain=82.373848,cover=5124388
- 1:[Curv5<-0.0343657099] yes=3,no=4,missing=3,gain=150.650833,cover=3428675
- 3:[Area5<0.642765105] yes=7,no=8,missing=7,gain=303.486603,cover=1251932
- 7:[PialArea5<0.679818809] yes=15,no=16,missing=15,gain=136.008713,cover=821790
- 15:[Area5<0.509397149] yes=31,no=32,missing=31,gain=53.7467041,cover=151000
- 31:[PialCurv5<-0.0779728889] yes=63,no=64,missing=63,gain=27.202179,cover=57090
- 63:leaf=-0.000839579501,cover=0
- 64:leaf=0.00146397494,cover=0
- 32:[Sulc0<-0.047846999] yes=65,no=66,missing=65,gain=41.4725952,cover=93910
- 65:leaf=-0.00258534332,cover=0
- 66:leaf=-0.000111249996,cover=0
- 16:[Curv5<-0.100392215] yes=33,no=34,missing=34,gain=182.974503,cover=670790
- 33:[Sulc0<-0.292069882] yes=67,no=68,missing=67,gain=99.3082657,cover=569795
- 67:leaf=-0.000194769746,cover=0
- 68:leaf=0.00184544676,cover=0
- 34:[PialArea5<0.795950115] yes=69,no=70,missing=69,gain=59.8861694,cover=100995
- 69:leaf=0.00137222698,cover=0
- 70:leaf=0.00386251812,cover=0
- 8:[PialCurv5<-0.107211173] yes=17,no=18,missing=17,gain=112.708527,cover=430142
- 17:[PialCurv5<-0.210138425] yes=35,no=36,missing=36,gain=61.5106125,cover=103745
- 35:[Ecc<1.96654522] yes=71,no=72,missing=71,gain=15.0436745,cover=3043
- 71:leaf=0.0256811623,cover=0
- 72:leaf=0.0062287054,cover=0
- 36:[Curv5<-0.172863677] yes=73,no=74,missing=73,gain=66.5568314,cover=100702
- 73:leaf=-0.000853135542,cover=0
- 74:leaf=0.00280476292,cover=0
- 18:[Area5<0.722552657] yes=37,no=38,missing=38,gain=99.0530396,cover=326397
- 37:[PialArea5<0.811158121] yes=75,no=76,missing=76,gain=73.382782,cover=241437
- 75:leaf=-0.00239110435,cover=0
- 76:leaf=-0.000646668137,cover=0
- 38:[Pol<57.0350037] yes=77,no=78,missing=78,gain=63.5540466,cover=84960
- 77:leaf=-0.000767946767,cover=0
- 78:leaf=-0.00416495372,cover=0
- 4:[PialCurv5<0.00236006663] yes=9,no=10,missing=9,gain=571.358765,cover=2176743
- 9:[Curv5<-0.00141534733] yes=19,no=20,missing=19,gain=117.029297,cover=154867
- 19:[PialCurv5<-0.0209923834] yes=39,no=40,missing=40,gain=76.2138977,cover=92025
- 39:[PialArea5<0.669517875] yes=79,no=80,missing=79,gain=59.3832703,cover=40320
- 79:leaf=0.000607040885,cover=0
- 80:leaf=0.0048514409,cover=0
- 40:[Area5<0.669950843] yes=81,no=82,missing=82,gain=41.3983078,cover=51705
- 81:leaf=0.00248841639,cover=0
- 82:leaf=-0.000406317879,cover=0
- 20:[MidArea5<0.608749926] yes=41,no=42,missing=41,gain=80.4487915,cover=62842
- 41:[Area5<0.626857519] yes=83,no=84,missing=83,gain=22.5539894,cover=19273
- 83:leaf=0.00063613517,cover=0
- 84:leaf=0.00409308588,cover=0
- 42:[Pol<73.3354874] yes=85,no=86,missing=85,gain=44.3695679,cover=43569
- 85:leaf=0.00813361537,cover=0
- 86:leaf=0.00480427919,cover=0
- 10:[PialArea5<0.699586272] yes=21,no=22,missing=21,gain=153.163483,cover=2021876
- 21:[Area5<0.72514528] yes=43,no=44,missing=43,gain=254.185318,cover=1611605
- 43:[PialCurv5<0.0798129067] yes=87,no=88,missing=88,gain=205.611267,cover=1151775
- 87:leaf=0.00124829391,cover=0
- 88:leaf=-0.000497286092,cover=0
- 44:[Curv5<0.099404186] yes=89,no=90,missing=90,gain=120.574768,cover=459830
- 89:leaf=0.00238442887,cover=0
- 90:leaf=0.000648870773,cover=0
- 22:[Area5<0.66824472] yes=45,no=46,missing=45,gain=84.6164703,cover=410271
- 45:[Pol<49.2074432] yes=91,no=92,missing=91,gain=76.3672485,cover=46590
- 91:leaf=-0.00429644343,cover=0
- 92:leaf=0.00188916549,cover=0
- 46:[Pol<114.966316] yes=93,no=94,missing=93,gain=77.087265,cover=363681
- 93:leaf=-0.000559133827,cover=0
- 94:leaf=-0.00205920986,cover=0
- 2:[Area5<0.719086528] yes=5,no=6,missing=5,gain=183.09108,cover=1695713
- 5:[Sulc0<-0.463317156] yes=11,no=12,missing=12,gain=228.560425,cover=976328
- 11:[Curv5<-0.114048101] yes=23,no=24,missing=24,gain=144.569839,cover=746531
- 23:[PialArea5<1.18617713] yes=47,no=48,missing=47,gain=69.8523407,cover=679732
- 47:[Area5<0.598585367] yes=95,no=96,missing=95,gain=70.8925629,cover=567668
- 95:leaf=0.000732825953,cover=0
- 96:leaf=-0.00044015958,cover=0
- 48:[Area5<0.567154288] yes=97,no=98,missing=97,gain=27.4705582,cover=112064
- 97:leaf=0.00429865625,cover=0
- 98:leaf=0.00112736272,cover=0
- 24:[PialCurv5<-0.0877386853] yes=49,no=50,missing=49,gain=98.5388794,cover=66799
- 49:[PialCurv5<-0.11266306] yes=99,no=100,missing=99,gain=19.6124268,cover=5660
- 99:leaf=0.0167689249,cover=0
- 100:leaf=0.00783248153,cover=0
- 50:[LGI5<2.40692019] yes=101,no=102,missing=101,gain=49.1837769,cover=61139
- 101:leaf=0.00408902857,cover=0
- 102:leaf=0.00106189714,cover=0
- 12:[Pol<53.6550331] yes=25,no=26,missing=26,gain=133.526398,cover=229797
- 25:[Pol<13.2006302] yes=51,no=52,missing=51,gain=26.957798,cover=61434
- 51:[Ecc<28.2834949] yes=103,no=104,missing=104,gain=18.9362354,cover=14017
- 103:leaf=0.00443176134,cover=0
- 104:leaf=0.000668374531,cover=0
- 52:[Ecc<6.03867722] yes=105,no=106,missing=106,gain=27.0369949,cover=47417
- 105:leaf=0.00232175086,cover=0
- 106:leaf=-0.000883509521,cover=0
- 26:[Ecc<4.00532722] yes=53,no=54,missing=54,gain=124.758911,cover=168363
- 53:[Curv5<-0.0439181365] yes=107,no=108,missing=107,gain=33.649559,cover=21852
- 107:leaf=-0.00151762797,cover=0
- 108:leaf=0.0035303277,cover=0
- 54:[Pol<118.191307] yes=109,no=110,missing=109,gain=69.3603516,cover=146511
- 109:leaf=0.00529289572,cover=0
- 110:leaf=0.0028196841,cover=0
- 6:[PialArea5<1.00930154] yes=13,no=14,missing=13,gain=90.1417694,cover=719385
- 13:[Curv5<-0.0390223041] yes=27,no=28,missing=27,gain=46.5797729,cover=220082
- 27:[Pol<22.2436924] yes=55,no=56,missing=55,gain=33.2049255,cover=146731
- 55:[Ecc<4.27275372] yes=111,no=112,missing=112,gain=16.5286236,cover=22800
- 111:leaf=0.0045536384,cover=0
- 112:leaf=-0.000233518105,cover=0
- 56:[Ecc<3.73767829] yes=113,no=114,missing=113,gain=44.1937103,cover=123931
- 113:leaf=-0.00450120959,cover=0
- 114:leaf=-0.00155317259,cover=0
- 28:[PialCurv5<-0.019163372] yes=57,no=58,missing=57,gain=120.300926,cover=73351
- 57:[Curv5<-0.0203319378] yes=115,no=116,missing=115,gain=37.5214462,cover=8327
- 115:leaf=0.00313360617,cover=0
- 116:leaf=0.0101447431,cover=0
- 58:[Ecc<16.0247612] yes=117,no=118,missing=117,gain=34.8430481,cover=65024
- 117:leaf=0.000238905151,cover=0
- 118:leaf=-0.00210308796,cover=0
- 14:[Area5<0.805150867] yes=29,no=30,missing=29,gain=45.4324646,cover=499303
- 29:[Sulc0<-0.292069882] yes=59,no=60,missing=60,gain=57.9519348,cover=335342
- 59:[Curv5<-0.066452302] yes=119,no=120,missing=119,gain=37.3949509,cover=268011
- 119:leaf=3.47972872e-07,cover=0
- 120:leaf=0.00234133191,cover=0
- 60:[Pol<66.6374893] yes=121,no=122,missing=121,gain=50.4107666,cover=67331
- 121:leaf=0.00029011353,cover=0
- 122:leaf=0.00303985202,cover=0
- 30:[PialArea5<1.23851824] yes=61,no=62,missing=62,gain=35.3748016,cover=163961
- 61:[Pol<22.2436924] yes=123,no=124,missing=124,gain=18.7870789,cover=85389
- 123:leaf=0.000167722916,cover=0
- 124:leaf=-0.00162377488,cover=0
- 62:[Sulc0<-1.05304158] yes=125,no=126,missing=125,gain=16.0140209,cover=78572
- 125:leaf=0.00291448389,cover=0
- 126:leaf=4.9261831e-05,cover=0
-booster[127]:
-0:[Curv5<-0.319950402] yes=1,no=2,missing=1,gain=81.0829773,cover=5124388
- 1:[PialArea5<0.715215623] yes=3,no=4,missing=4,gain=119.054398,cover=80065
- 3:[PialArea5<0.597118378] yes=7,no=8,missing=7,gain=20.605896,cover=26543
- 7:[PialCurv5<-0.137075767] yes=15,no=16,missing=16,gain=10.9852295,cover=9471
- 15:[Pol<142.520569] yes=31,no=32,missing=31,gain=4.64322758,cover=7918
- 31:[Pol<84.7687759] yes=63,no=64,missing=64,gain=4.97168303,cover=6550
- 63:leaf=-0.00261927745,cover=0
- 64:leaf=0.000279753789,cover=0
- 32:[Ecc<5.85121489] yes=65,no=66,missing=65,gain=2.4315815,cover=1368
- 65:leaf=0.00108868035,cover=0
- 66:leaf=-0.00557401078,cover=0
- 16:[Curv5<-0.350989401] yes=33,no=34,missing=33,gain=4.63496399,cover=1553
- 33:[Area5<0.557224929] yes=67,no=68,missing=67,gain=2.65245819,cover=1249
- 67:leaf=-0.00900320057,cover=0
- 68:leaf=-0.00209374144,cover=0
- 34:[Pol<155.012512] yes=69,no=70,missing=69,gain=2.83337283,cover=304
- 69:leaf=0.000143607031,cover=0
- 70:leaf=-0.0181067698,cover=0
- 8:[Curv5<-0.39144522] yes=17,no=18,missing=17,gain=13.8472977,cover=17072
- 17:[PialCurv5<-0.210138425] yes=35,no=36,missing=35,gain=11.364851,cover=5783
- 35:[Pol<140.372742] yes=71,no=72,missing=71,gain=6.8746891,cover=2483
- 71:leaf=0.00588214351,cover=0
- 72:leaf=-0.000564151269,cover=0
- 36:[PialCurv5<-0.0800075978] yes=73,no=74,missing=73,gain=4.71908092,cover=3300
- 73:leaf=0.000520682835,cover=0
- 74:leaf=-0.00745969359,cover=0
- 18:[Sulc0<-0.469276249] yes=37,no=38,missing=37,gain=7.78453255,cover=11289
- 37:[MidArea5<0.502218068] yes=75,no=76,missing=76,gain=4.06766987,cover=8315
- 75:leaf=0.00351448706,cover=0
- 76:leaf=-0.00205504871,cover=0
- 38:[Ecc<20.3925476] yes=77,no=78,missing=77,gain=5.42914629,cover=2974
- 77:leaf=0.00270516076,cover=0
- 78:leaf=-0.00178624725,cover=0
- 4:[Curv5<-0.39144522] yes=9,no=10,missing=9,gain=56.6874084,cover=53522
- 9:[Sulc0<-0.210027173] yes=19,no=20,missing=20,gain=13.6351013,cover=7919
- 19:[PialCurv5<-0.210138425] yes=39,no=40,missing=39,gain=7.33722687,cover=7505
- 39:[LGI5<2.56078315] yes=79,no=80,missing=79,gain=4.88314819,cover=2575
- 79:leaf=0.0125036985,cover=0
- 80:leaf=0.00738779688,cover=0
- 40:[PialCurv5<-0.00569582684] yes=81,no=82,missing=82,gain=6.62395859,cover=4930
- 81:leaf=0.00547594158,cover=0
- 82:leaf=-0.0160686914,cover=0
- 20:[Ecc<4.07113361] yes=41,no=42,missing=41,gain=6.47553635,cover=414
- 41:[Pol<24.282547] yes=83,no=84,missing=84,gain=0.908031464,cover=22
- 83:leaf=0.011334314,cover=0
- 84:leaf=0.0457042418,cover=0
- 42:[Pol<146.864227] yes=85,no=86,missing=85,gain=2.93465424,cover=392
- 85:leaf=0.0163122322,cover=0
- 86:leaf=0.00522668986,cover=0
- 10:[Sulc0<-0.745069146] yes=21,no=22,missing=22,gain=38.2772751,cover=45603
- 21:[MidArea5<0.721430659] yes=43,no=44,missing=43,gain=8.62341309,cover=28176
- 43:[PialCurv5<-0.159167215] yes=87,no=88,missing=87,gain=3.98861217,cover=14861
- 87:leaf=-0.000173292734,cover=0
- 88:leaf=0.00158049259,cover=0
- 44:[Curv5<-0.350989401] yes=89,no=90,missing=89,gain=4.70892715,cover=13315
- 89:leaf=0.0037542358,cover=0
- 90:leaf=0.00159376662,cover=0
- 22:[Pol<146.864227] yes=45,no=46,missing=45,gain=12.9459076,cover=17427
- 45:[Pol<52.7894325] yes=91,no=92,missing=92,gain=12.0281754,cover=11947
- 91:leaf=0.00364845106,cover=0
- 92:leaf=0.00683127437,cover=0
- 46:[PialCurv5<-0.159167215] yes=93,no=94,missing=93,gain=6.61089706,cover=5480
- 93:leaf=0.00075451372,cover=0
- 94:leaf=0.00429241173,cover=0
- 2:[Area5<0.44435063] yes=5,no=6,missing=5,gain=92.8078232,cover=5044323
- 5:[Sulc0<0.649594426] yes=11,no=12,missing=11,gain=23.7246475,cover=89218
- 11:[Area5<0.380439579] yes=23,no=24,missing=23,gain=18.8543091,cover=88662
- 23:[PialCurv5<-0.0227819066] yes=47,no=48,missing=47,gain=13.805809,cover=16434
- 47:[Curv5<-0.204921171] yes=95,no=96,missing=96,gain=11.3479462,cover=16209
- 95:leaf=0.002668628,cover=0
- 96:leaf=0.00571605936,cover=0
- 48:[MidArea5<0.633289158] yes=97,no=98,missing=97,gain=3.96809435,cover=225
- 97:leaf=-0.00985806249,cover=0
- 98:leaf=0.0405909866,cover=0
- 24:[PialCurv5<-0.11578764] yes=49,no=50,missing=49,gain=20.8415718,cover=72228
- 49:[PialArea5<0.829066753] yes=99,no=100,missing=99,gain=15.5375299,cover=39586
- 99:leaf=-7.71729174e-05,cover=0
- 100:leaf=0.00202912558,cover=0
- 50:[Ecc<2.91795349] yes=101,no=102,missing=102,gain=8.64648438,cover=32642
- 101:leaf=0.0029379006,cover=0
- 102:leaf=0.00124442636,cover=0
- 12:[Curv5<0.155577481] yes=25,no=26,missing=25,gain=9.52725792,cover=556
- 25:[LGI5<2.99035311] yes=51,no=52,missing=51,gain=4.5007515,cover=260
- 51:[PialCurv5<0.0798129067] yes=103,no=104,missing=103,gain=4.34067535,cover=56
- 103:leaf=0.0112563362,cover=0
- 104:leaf=-0.0161275528,cover=0
- 52:[Ecc<15.3430929] yes=105,no=106,missing=105,gain=6.99187279,cover=204
- 105:leaf=0.0067065293,cover=0
- 106:leaf=-0.0222991053,cover=0
- 26:[LGI5<3.4634192] yes=53,no=54,missing=53,gain=2.84462547,cover=296
- 53:[Pol<71.0996552] yes=107,no=108,missing=107,gain=1.0309602,cover=285
- 107:leaf=0.00352006289,cover=0
- 108:leaf=-0.00474068383,cover=0
- 54:leaf=0.0214025509,cover=0
- 6:[PialArea5<0.349780142] yes=13,no=14,missing=13,gain=93.4180145,cover=4955105
- 13:[Curv5<0.166947007] yes=27,no=28,missing=27,gain=110.882622,cover=241583
- 27:[Pol<110.811417] yes=55,no=56,missing=55,gain=40.1171265,cover=92917
- 55:[PialCurv5<0.185672894] yes=109,no=110,missing=110,gain=26.1878052,cover=80372
- 109:leaf=0.00349197141,cover=0
- 110:leaf=0.00142115005,cover=0
- 56:[PialArea5<0.245474651] yes=111,no=112,missing=111,gain=7.63157654,cover=12545
- 111:leaf=0.013262636,cover=0
- 112:leaf=0.0048048743,cover=0
- 28:[PialArea5<0.245474651] yes=57,no=58,missing=57,gain=41.9086609,cover=148666
- 57:[LGI5<2.92358446] yes=113,no=114,missing=113,gain=13.7300911,cover=16464
- 113:leaf=0.00146714854,cover=0
- 114:leaf=0.00448629633,cover=0
- 58:[Sulc0<0.29007864] yes=115,no=116,missing=115,gain=34.3086548,cover=132202
- 115:leaf=0.00244175107,cover=0
- 116:leaf=-0.000389846478,cover=0
- 14:[Curv5<0.133649558] yes=29,no=30,missing=29,gain=113.109909,cover=4713522
- 29:[Sulc0<-0.0172607526] yes=59,no=60,missing=59,gain=147.1698,cover=4237956
- 59:[PialArea5<0.859420419] yes=117,no=118,missing=117,gain=155.536362,cover=2967552
- 117:leaf=-0.000563902082,cover=0
- 118:leaf=0.00017720359,cover=0
- 60:[PialCurv5<0.0308136549] yes=119,no=120,missing=120,gain=158.469849,cover=1270404
- 119:leaf=0.00142403715,cover=0
- 120:leaf=0.000180580479,cover=0
- 30:[Area5<0.818724692] yes=61,no=62,missing=61,gain=56.6716995,cover=475566
- 61:[Ecc<14.0810061] yes=121,no=122,missing=121,gain=56.8061829,cover=451665
- 121:leaf=-0.000533087761,cover=0
- 122:leaf=-0.00182160118,cover=0
- 62:[PialArea5<0.529292643] yes=123,no=124,missing=123,gain=14.1266556,cover=23901
- 123:leaf=0.00251704245,cover=0
- 124:leaf=-4.29911961e-05,cover=0
-booster[128]:
-0:[LGI5<2.24172258] yes=1,no=2,missing=1,gain=80.1719513,cover=5124388
- 1:[Area5<0.722552657] yes=3,no=4,missing=3,gain=39.2087479,cover=160410
- 3:[Ecc<6.98131132] yes=7,no=8,missing=7,gain=25.4867554,cover=140841
- 7:[Sulc0<-1.05304158] yes=15,no=16,missing=16,gain=16.4277802,cover=136994
- 15:[PialArea5<1.03340518] yes=31,no=32,missing=31,gain=8.61467075,cover=14685
- 31:[Pol<143.237381] yes=63,no=64,missing=63,gain=3.45699716,cover=8403
- 63:leaf=-0.000423977152,cover=0
- 64:leaf=-0.00273022195,cover=0
- 32:[Pol<48.3047981] yes=65,no=66,missing=65,gain=6.00597763,cover=6282
- 65:leaf=2.64590381e-05,cover=0
- 66:leaf=0.00313507952,cover=0
- 16:[PialCurv5<0.0447484925] yes=33,no=34,missing=33,gain=23.3327942,cover=122309
- 33:[Pol<71.0996552] yes=67,no=68,missing=68,gain=20.7799225,cover=90385
- 67:leaf=0.0010249404,cover=0
- 68:leaf=0.00268859486,cover=0
- 34:[Ecc<0.295587689] yes=69,no=70,missing=70,gain=10.8595715,cover=31924
- 69:leaf=0.00646914169,cover=0
- 70:leaf=0.000481002964,cover=0
- 8:[Pol<102.241241] yes=17,no=18,missing=17,gain=3.67649174,cover=3847
- 17:[Area5<0.607942343] yes=35,no=36,missing=35,gain=2.51779747,cover=1056
- 35:[LGI5<2.19753051] yes=71,no=72,missing=71,gain=1.36740875,cover=237
- 71:leaf=-0.0131293284,cover=0
- 72:leaf=-0.0054499628,cover=0
- 36:[PialArea5<0.609252691] yes=73,no=74,missing=73,gain=1.77264309,cover=819
- 73:leaf=-0.00218199193,cover=0
- 74:leaf=-0.00724984845,cover=0
- 18:[MidArea5<0.894251287] yes=37,no=38,missing=37,gain=3.88204098,cover=2791
- 37:[PialCurv5<-0.190801308] yes=75,no=76,missing=75,gain=2.60421419,cover=2663
- 75:leaf=0.00991675723,cover=0
- 76:leaf=-0.00138460461,cover=0
- 38:[Ecc<7.4459548] yes=77,no=78,missing=77,gain=1.56907511,cover=128
- 77:leaf=-0.00386724807,cover=0
- 78:leaf=-0.0150406007,cover=0
- 4:[Area5<0.894858658] yes=9,no=10,missing=10,gain=13.5793533,cover=19569
- 9:[Ecc<0.45941934] yes=19,no=20,missing=20,gain=11.0855007,cover=18676
- 19:[PialCurv5<-0.072655201] yes=39,no=40,missing=40,gain=4.96940947,cover=1214
- 39:[PialArea5<1.26501572] yes=79,no=80,missing=79,gain=1.48488414,cover=331
- 79:leaf=0.00127554068,cover=0
- 80:leaf=-0.00569304405,cover=0
- 40:[PialArea5<0.480917931] yes=81,no=82,missing=82,gain=3.25888538,cover=883
- 81:leaf=-0.00597431837,cover=0
- 82:leaf=0.00672916183,cover=0
- 20:[Sulc0<-0.202991232] yes=41,no=42,missing=42,gain=9.2033186,cover=17462
- 41:[PialArea5<0.981038809] yes=83,no=84,missing=83,gain=23.6515541,cover=10014
- 83:leaf=-0.00418873457,cover=0
- 84:leaf=0.000683004211,cover=0
- 42:[Ecc<6.2938199] yes=85,no=86,missing=85,gain=5.76230621,cover=7448
- 85:leaf=0.000994250528,cover=0
- 86:leaf=-0.00283428817,cover=0
- 10:[LGI5<2.19753051] yes=21,no=22,missing=22,gain=6.91937447,cover=893
- 21:[Ecc<4.33753681] yes=43,no=44,missing=44,gain=1.91539073,cover=366
- 43:[Pol<160.869751] yes=87,no=88,missing=87,gain=1.64624202,cover=343
- 87:leaf=0.000747521932,cover=0
- 88:leaf=-0.00906440895,cover=0
- 44:[Sulc0<-0.319176674] yes=89,no=90,missing=89,gain=0.193284512,cover=23
- 89:leaf=-0.0170004778,cover=0
- 90:leaf=-0.00248809461,cover=0
- 22:[Ecc<0.567370772] yes=45,no=46,missing=46,gain=4.37920952,cover=527
- 45:[PialArea5<0.550757647] yes=91,no=92,missing=91,gain=0.363518536,cover=69
- 91:leaf=0.0141353076,cover=0
- 92:leaf=0.000142223013,cover=0
- 46:[Curv5<0.147363082] yes=93,no=94,missing=93,gain=2.74156952,cover=458
- 93:leaf=-0.0140734613,cover=0
- 94:leaf=-0.00361968507,cover=0
- 2:[Sulc0<-0.87967056] yes=5,no=6,missing=5,gain=81.0148468,cover=4963978
- 5:[PialArea5<1.08444798] yes=11,no=12,missing=11,gain=52.7894669,cover=464100
- 11:[Area5<0.483568966] yes=23,no=24,missing=23,gain=35.4472427,cover=298997
- 23:[PialArea5<0.795950115] yes=47,no=48,missing=47,gain=12.2140856,cover=51614
- 47:[Pol<46.5024796] yes=95,no=96,missing=95,gain=6.58778954,cover=18627
- 95:leaf=-0.00231916318,cover=0
- 96:leaf=-0.000216660046,cover=0
- 48:[Area5<0.404548973] yes=97,no=98,missing=97,gain=10.5681105,cover=32987
- 97:leaf=0.00282314792,cover=0
- 98:leaf=0.000407078216,cover=0
- 24:[Curv5<-0.350989401] yes=49,no=50,missing=49,gain=33.1045227,cover=247383
- 49:[MidArea5<0.67240268] yes=99,no=100,missing=100,gain=9.07178783,cover=6515
- 99:leaf=1.21120627e-06,cover=0
- 100:leaf=0.00381472451,cover=0
- 50:[PialCurv5<-0.0810050145] yes=101,no=102,missing=101,gain=31.4444275,cover=240868
- 101:leaf=-0.00145092979,cover=0
- 102:leaf=0.00100502186,cover=0
- 12:[Pol<136.792099] yes=25,no=26,missing=25,gain=25.5518932,cover=165103
- 25:[PialArea5<1.57955706] yes=51,no=52,missing=51,gain=21.3684788,cover=125820
- 51:[Area5<0.638344944] yes=103,no=104,missing=103,gain=11.0771427,cover=117467
- 103:leaf=0.00118161156,cover=0
- 104:leaf=4.74200606e-05,cover=0
- 52:[LGI5<2.56078315] yes=105,no=106,missing=105,gain=11.0796051,cover=8353
- 105:leaf=0.00445355568,cover=0
- 106:leaf=0.000749687897,cover=0
- 26:[Area5<0.545738399] yes=53,no=54,missing=53,gain=15.3509293,cover=39283
- 53:[Curv5<-0.206445083] yes=107,no=108,missing=107,gain=3.90948153,cover=3291
- 107:leaf=0.00128234993,cover=0
- 108:leaf=0.00521430327,cover=0
- 54:[Sulc0<-1.10615158] yes=109,no=110,missing=109,gain=14.2804222,cover=35992
- 109:leaf=-0.00339323469,cover=0
- 110:leaf=-0.000798403227,cover=0
- 6:[Pol<155.012512] yes=13,no=14,missing=13,gain=106.727463,cover=4499878
- 13:[Pol<98.4687576] yes=27,no=28,missing=27,gain=135.290253,cover=3862397
- 27:[Ecc<27.7987404] yes=55,no=56,missing=56,gain=189.439301,cover=2114916
- 55:[Curv5<-0.066452302] yes=111,no=112,missing=111,gain=167.635193,cover=1770753
- 111:leaf=-1.2885771e-05,cover=0
- 112:leaf=0.000961728045,cover=0
- 56:[PialCurv5<-0.0114707183] yes=113,no=114,missing=114,gain=61.3522034,cover=344163
- 113:leaf=0.000231133876,cover=0
- 114:leaf=-0.00122039893,cover=0
- 28:[Sulc0<0.624357879] yes=57,no=58,missing=57,gain=184.963409,cover=1747481
- 57:[Ecc<16.2597466] yes=115,no=116,missing=115,gain=262.034119,cover=1486518
- 115:leaf=-0.000207527031,cover=0
- 116:leaf=-0.00194439094,cover=0
- 58:[Curv5<0.131767005] yes=117,no=118,missing=117,gain=152.713394,cover=260963
- 117:leaf=0.0023376036,cover=0
- 118:leaf=-0.000110072397,cover=0
- 14:[Curv5<-0.191348091] yes=29,no=30,missing=29,gain=90.209259,cover=637481
- 29:[PialCurv5<-0.101551421] yes=59,no=60,missing=60,gain=40.0548782,cover=195895
- 59:[Area5<0.603367925] yes=119,no=120,missing=119,gain=17.7758369,cover=173457
- 119:leaf=0.000221671959,cover=0
- 120:leaf=-0.000821891357,cover=0
- 60:[Sulc0<-0.370474488] yes=121,no=122,missing=122,gain=20.5521469,cover=22438
- 121:leaf=0.00103499054,cover=0
- 122:leaf=0.00474220933,cover=0
- 30:[Ecc<1.10530448] yes=61,no=62,missing=61,gain=75.2291565,cover=441586
- 61:[LGI5<2.59789038] yes=123,no=124,missing=123,gain=16.6095276,cover=55210
- 123:leaf=-0.000379672158,cover=0
- 124:leaf=-0.00391623564,cover=0
- 62:[Ecc<7.64592981] yes=125,no=126,missing=125,gain=93.4292603,cover=386376
- 125:leaf=0.00243987259,cover=0
- 126:leaf=0.000803144008,cover=0
-booster[129]:
-0:[Ecc<0.513775289] yes=1,no=2,missing=2,gain=78.203064,cover=5124388
- 1:[Area5<0.639429986] yes=3,no=4,missing=3,gain=55.8331985,cover=120099
- 3:[PialCurv5<-0.0877386853] yes=7,no=8,missing=7,gain=14.2958822,cover=77131
- 7:[LGI5<2.50273752] yes=15,no=16,missing=15,gain=5.70157671,cover=34660
- 15:[Curv5<-0.134546712] yes=31,no=32,missing=32,gain=6.13412857,cover=29888
- 31:[PialArea5<1.29873812] yes=63,no=64,missing=63,gain=3.48860216,cover=28089
- 63:leaf=-0.000206880766,cover=0
- 64:leaf=0.004040787,cover=0
- 32:[PialCurv5<-0.116576619] yes=65,no=66,missing=65,gain=4.75335884,cover=1799
- 65:leaf=0.0111918868,cover=0
- 66:leaf=0.00208273996,cover=0
- 16:[Area5<0.548651993] yes=33,no=34,missing=33,gain=2.90568829,cover=4772
- 33:[Sulc0<-0.34506914] yes=67,no=68,missing=68,gain=3.46164799,cover=2161
- 67:leaf=-0.000684479077,cover=0
- 68:leaf=0.0170111898,cover=0
- 34:[PialArea5<1.20515823] yes=69,no=70,missing=69,gain=2.7587719,cover=2611
- 69:leaf=-0.00334973447,cover=0
- 70:leaf=0.00341102085,cover=0
- 8:[Pol<155.012512] yes=17,no=18,missing=17,gain=17.0643177,cover=42471
- 17:[Sulc0<0.474820405] yes=35,no=36,missing=35,gain=7.7069397,cover=27271
- 35:[LGI5<2.55687809] yes=71,no=72,missing=71,gain=5.46585083,cover=27239
- 71:leaf=0.00212708744,cover=0
- 72:leaf=-0.000719963573,cover=0
- 36:[Area5<0.630444467] yes=73,no=74,missing=73,gain=0.330021858,cover=32
- 73:leaf=-0.0235149432,cover=0
- 74:leaf=-0.00167074602,cover=0
- 18:[LGI5<2.21018219] yes=37,no=38,missing=37,gain=3.92810249,cover=15200
- 37:[MidArea5<0.535488486] yes=75,no=76,missing=75,gain=3.93651724,cover=1446
- 75:leaf=0.00700250361,cover=0
- 76:leaf=0.000850489654,cover=0
- 38:[PialCurv5<0.01500447] yes=77,no=78,missing=77,gain=3.50012016,cover=13754
- 77:leaf=0.000277847954,cover=0
- 78:leaf=-0.00132567133,cover=0
- 4:[PialArea5<0.542192638] yes=9,no=10,missing=9,gain=34.3965302,cover=42968
- 9:[Sulc0<-0.047846999] yes=19,no=20,missing=19,gain=25.0481644,cover=6023
- 19:[Pol<146.864227] yes=39,no=40,missing=39,gain=23.1489868,cover=5245
- 39:[Sulc0<-0.383002371] yes=79,no=80,missing=79,gain=8.82765961,cover=1835
- 79:leaf=0.0153668793,cover=0
- 80:leaf=0.00840297341,cover=0
- 40:[LGI5<2.22170687] yes=81,no=82,missing=81,gain=5.62782669,cover=3410
- 81:leaf=0.0103820171,cover=0
- 82:leaf=0.00431751413,cover=0
- 20:[PialCurv5<0.0877920389] yes=41,no=42,missing=41,gain=1.66844404,cover=778
- 41:[Pol<78.2110443] yes=83,no=84,missing=84,gain=0.554966927,cover=39
- 83:leaf=0.000673489296,cover=0
- 84:leaf=-0.0147330454,cover=0
- 42:[MidArea5<0.509283841] yes=85,no=86,missing=85,gain=0.899130225,cover=739
- 85:leaf=0.00344564137,cover=0
- 86:leaf=-0.00213908427,cover=0
- 10:[Sulc0<-0.498973608] yes=21,no=22,missing=21,gain=29.6052322,cover=36945
- 21:[PialCurv5<-0.0737633556] yes=43,no=44,missing=43,gain=27.462677,cover=27499
- 43:[Curv5<-0.0983823985] yes=87,no=88,missing=87,gain=16.5210075,cover=12427
- 87:leaf=0.000899855455,cover=0
- 88:leaf=0.00935801025,cover=0
- 44:[PialCurv5<0.0471153036] yes=89,no=90,missing=89,gain=16.2138367,cover=15072
- 89:leaf=0.00508582965,cover=0
- 90:leaf=-1.05712088e-05,cover=0
- 22:[PialArea5<0.658944428] yes=45,no=46,missing=45,gain=13.013236,cover=9446
- 45:[Sulc0<-0.0713235363] yes=91,no=92,missing=91,gain=5.76934528,cover=3451
- 91:leaf=0.00293159601,cover=0
- 92:leaf=-0.00391137972,cover=0
- 46:[Sulc0<-0.195981219] yes=93,no=94,missing=93,gain=10.9972553,cover=5995
- 93:leaf=-0.000827389304,cover=0
- 94:leaf=-0.00754205463,cover=0
- 2:[Area5<0.453641325] yes=5,no=6,missing=6,gain=83.7637939,cover=5004289
- 5:[PialArea5<0.584843099] yes=11,no=12,missing=11,gain=25.8016434,cover=114301
- 11:[Sulc0<0.779008448] yes=23,no=24,missing=23,gain=13.0787411,cover=11907
- 23:[Curv5<-0.39144522] yes=47,no=48,missing=48,gain=11.967598,cover=11361
- 47:[PialCurv5<-0.153030112] yes=95,no=96,missing=95,gain=11.4470329,cover=2464
- 95:leaf=-0.00185015693,cover=0
- 96:leaf=-0.0104628811,cover=0
- 48:[Pol<41.8258972] yes=97,no=98,missing=98,gain=7.03434515,cover=8897
- 97:leaf=-0.00573665369,cover=0
- 98:leaf=0.000733807799,cover=0
- 24:[Curv5<0.14511615] yes=49,no=50,missing=49,gain=10.8390532,cover=546
- 49:[LGI5<3.04290652] yes=99,no=100,missing=99,gain=4.03964615,cover=228
- 99:leaf=-0.00564450072,cover=0
- 100:leaf=-0.0207047965,cover=0
- 50:[LGI5<3.4634192] yes=101,no=102,missing=101,gain=3.27325892,cover=318
- 101:leaf=-0.0034905863,cover=0
- 102:leaf=0.0204419624,cover=0
- 12:[Pol<33.3267784] yes=25,no=26,missing=25,gain=20.5324707,cover=102394
- 25:[Curv5<-0.0642315522] yes=51,no=52,missing=51,gain=7.3200388,cover=8999
- 51:[PialArea5<1.15332794] yes=103,no=104,missing=104,gain=6.52337885,cover=8949
- 103:leaf=-0.000637433899,cover=0
- 104:leaf=0.0149083054,cover=0
- 52:[Sulc0<-0.188964635] yes=105,no=106,missing=105,gain=2.54286194,cover=50
- 105:leaf=-0.00776384026,cover=0
- 106:leaf=-0.0305178948,cover=0
- 26:[Area5<0.380439579] yes=53,no=54,missing=53,gain=16.1096191,cover=93395
- 53:[Curv5<-0.174421206] yes=107,no=108,missing=107,gain=7.46622467,cover=15511
- 107:leaf=0.00295370561,cover=0
- 108:leaf=0.00642291969,cover=0
- 54:[PialCurv5<-0.106427588] yes=109,no=110,missing=109,gain=17.8500214,cover=77884
- 109:leaf=0.00107015111,cover=0
- 110:leaf=0.00270326738,cover=0
- 6:[Pol<16.156723] yes=13,no=14,missing=14,gain=96.5074234,cover=4889988
- 13:[Ecc<1.3629595] yes=27,no=28,missing=27,gain=105.625053,cover=348648
- 27:[Curv5<-0.166574284] yes=55,no=56,missing=55,gain=5.81763077,cover=23371
- 55:[PialCurv5<-0.210138425] yes=111,no=112,missing=112,gain=4.80916977,cover=17809
- 111:leaf=0.00654711435,cover=0
- 112:leaf=-0.0029291641,cover=0
- 56:[PialArea5<1.4350239] yes=113,no=114,missing=114,gain=8.48278618,cover=5562
- 113:leaf=-0.00139320118,cover=0
- 114:leaf=0.00880485028,cover=0
- 28:[Ecc<5.33884621] yes=57,no=58,missing=57,gain=76.0681915,cover=325277
- 57:[Curv5<-0.150053754] yes=115,no=116,missing=116,gain=100.664169,cover=80665
- 115:leaf=0.00133786059,cover=0
- 116:leaf=0.00534659671,cover=0
- 58:[PialCurv5<-0.210138425] yes=117,no=118,missing=118,gain=23.0826569,cover=244612
- 117:leaf=0.00457173539,cover=0
- 118:leaf=0.000564455171,cover=0
- 14:[Pol<46.5024796] yes=29,no=30,missing=29,gain=128.131577,cover=4541340
- 29:[Ecc<5.01513863] yes=59,no=60,missing=60,gain=186.049042,cover=599145
- 59:[Curv5<-0.141545609] yes=119,no=120,missing=120,gain=153.618942,cover=188025
- 119:leaf=-0.000178241709,cover=0
- 120:leaf=0.00325261476,cover=0
- 60:[PialArea5<0.621054947] yes=121,no=122,missing=122,gain=75.5162964,cover=411120
- 121:leaf=0.00211077626,cover=0
- 122:leaf=-0.0014445188,cover=0
- 30:[Ecc<8.6295805] yes=61,no=62,missing=61,gain=133.746033,cover=3942195
- 61:[PialArea5<1.13904655] yes=123,no=124,missing=123,gain=136.241318,cover=2203552
- 123:leaf=-0.000296838552,cover=0
- 124:leaf=0.0012362483,cover=0
- 62:[LGI5<2.94529939] yes=125,no=126,missing=125,gain=225.500916,cover=1738643
- 125:leaf=0.00127731496,cover=0
- 126:leaf=2.93786034e-05,cover=0
-booster[130]:
-0:[PialCurv5<-0.210138425] yes=1,no=2,missing=1,gain=75.204483,cover=5124388
- 1:[PialArea5<0.658944428] yes=3,no=4,missing=4,gain=70.9945831,cover=20016
- 3:[PialArea5<0.546516836] yes=7,no=8,missing=7,gain=9.98005199,cover=7371
- 7:[Curv5<-0.146701202] yes=15,no=16,missing=15,gain=5.41226578,cover=3262
- 15:[Pol<141.801834] yes=31,no=32,missing=31,gain=4.18908215,cover=3214
- 31:[LGI5<2.43374896] yes=63,no=64,missing=64,gain=4.5770731,cover=2678
- 63:leaf=-0.00705593918,cover=0
- 64:leaf=-0.000952374132,cover=0
- 32:[LGI5<3.11839271] yes=65,no=66,missing=65,gain=2.26471996,cover=536
- 65:leaf=-0.00906219799,cover=0
- 66:leaf=-0.00230263034,cover=0
- 16:[Pol<109.773643] yes=33,no=34,missing=33,gain=1.69530535,cover=48
- 33:[Pol<68.1421661] yes=67,no=68,missing=68,gain=0.240163803,cover=36
- 67:leaf=-0.0295675993,cover=0
- 68:leaf=-0.0183730815,cover=0
- 34:[Ecc<0.669936359] yes=69,no=70,missing=69,gain=0.527858555,cover=12
- 69:leaf=0.0128455823,cover=0
- 70:leaf=-0.00870248768,cover=0
- 8:[Ecc<5.59685707] yes=17,no=18,missing=17,gain=8.452775,cover=4109
- 17:[LGI5<3.09244633] yes=35,no=36,missing=36,gain=3.34141541,cover=857
- 35:[Curv5<-0.275784403] yes=71,no=72,missing=71,gain=2.33567142,cover=848
- 71:leaf=0.00415372243,cover=0
- 72:leaf=0.0136465728,cover=0
- 36:leaf=0.034073431,cover=0
- 18:[Pol<11.2407846] yes=37,no=38,missing=38,gain=4.25388002,cover=3252
- 37:[Ecc<19.4699688] yes=73,no=74,missing=74,gain=1.33188105,cover=487
- 73:leaf=0.00714549283,cover=0
- 74:leaf=0.0018291442,cover=0
- 38:[Sulc0<-0.475189745] yes=75,no=76,missing=75,gain=5.84547806,cover=2765
- 75:leaf=-0.00320851407,cover=0
- 76:leaf=0.00139572588,cover=0
- 4:[Pol<145.397461] yes=9,no=10,missing=9,gain=14.5205231,cover=12645
- 9:[Sulc0<-0.620624542] yes=19,no=20,missing=20,gain=15.9064178,cover=10403
- 19:[Ecc<3.73767829] yes=39,no=40,missing=39,gain=9.85836792,cover=6415
- 39:[Pol<96.2546158] yes=77,no=78,missing=78,gain=4.00417328,cover=1335
- 77:leaf=0.00747607416,cover=0
- 78:leaf=0.016006209,cover=0
- 40:[Curv5<-0.39144522] yes=79,no=80,missing=79,gain=7.99208832,cover=5080
- 79:leaf=0.00670797331,cover=0
- 80:leaf=0.00236602477,cover=0
- 20:[Ecc<23.5513935] yes=41,no=42,missing=41,gain=8.06446838,cover=3988
- 41:[Curv5<-0.26388669] yes=81,no=82,missing=82,gain=8.63787079,cover=3279
- 81:leaf=0.00860446971,cover=0
- 82:leaf=0.0156175187,cover=0
- 42:[Curv5<-0.125495523] yes=83,no=84,missing=83,gain=5.51063347,cover=709
- 83:leaf=0.00441297656,cover=0
- 84:leaf=-0.0297777634,cover=0
- 10:[Ecc<2.6050899] yes=21,no=22,missing=21,gain=6.64940166,cover=2242
- 21:[MidArea5<0.798780084] yes=43,no=44,missing=43,gain=0.546878815,cover=89
- 43:[Area5<0.380439579] yes=85,no=86,missing=85,gain=0.558624268,cover=83
- 85:leaf=0.00121183821,cover=0
- 86:leaf=0.0172558967,cover=0
- 44:[Ecc<1.96654522] yes=87,no=88,missing=87,gain=0.0251229815,cover=6
- 87:leaf=0.00254667294,cover=0
- 88:leaf=-0.00324835605,cover=0
- 22:[MidArea5<0.694149137] yes=45,no=46,missing=45,gain=2.72537279,cover=2153
- 45:[LGI5<2.33061647] yes=89,no=90,missing=89,gain=1.23043036,cover=1082
- 89:leaf=0.00960123073,cover=0
- 90:leaf=-0.00083899888,cover=0
- 46:[MidArea5<1.03476131] yes=91,no=92,missing=92,gain=3.52894545,cover=1071
- 91:leaf=0.00360081601,cover=0
- 92:leaf=-0.0105619766,cover=0
- 2:[PialArea5<1.36541271] yes=5,no=6,missing=6,gain=76.6647186,cover=5104372
- 5:[Sulc0<-0.998678327] yes=11,no=12,missing=12,gain=91.5059967,cover=5004422
- 11:[Pol<143.237381] yes=23,no=24,missing=23,gain=30.3574982,cover=218111
- 23:[PialArea5<1.02520955] yes=47,no=48,missing=47,gain=23.9208851,cover=149103
- 47:[Pol<57.8577347] yes=93,no=94,missing=93,gain=17.8485565,cover=78680
- 93:leaf=-0.00154866162,cover=0
- 94:leaf=0.000281330023,cover=0
- 48:[Pol<73.3354874] yes=95,no=96,missing=96,gain=7.59176731,cover=70423
- 95:leaf=-7.32648914e-05,cover=0
- 96:leaf=0.00154533179,cover=0
- 24:[Sulc0<-1.15707839] yes=49,no=50,missing=49,gain=17.1008224,cover=69008
- 49:[Curv5<-0.222158164] yes=97,no=98,missing=98,gain=10.4205437,cover=13199
- 97:leaf=-0.00273163826,cover=0
- 98:leaf=-0.00622482086,cover=0
- 50:[Area5<0.494833142] yes=99,no=100,missing=99,gain=12.79422,cover=55809
- 99:leaf=-4.70927762e-06,cover=0
- 100:leaf=-0.00183914718,cover=0
- 12:[Area5<0.536314785] yes=25,no=26,missing=25,gain=90.4061203,cover=4786311
- 25:[PialArea5<0.662493944] yes=51,no=52,missing=52,gain=82.9401169,cover=378317
- 51:[Pol<38.1036148] yes=101,no=102,missing=101,gain=20.9240723,cover=84222
- 101:leaf=-0.00394641096,cover=0
- 102:leaf=-0.000367126864,cover=0
- 52:[Curv5<-0.143275946] yes=103,no=104,missing=104,gain=42.5567627,cover=294095
- 103:leaf=0.000945420936,cover=0
- 104:leaf=0.00250262371,cover=0
- 26:[Ecc<0.45941934] yes=53,no=54,missing=53,gain=102.338509,cover=4407994
- 53:[Area5<0.648839295] yes=105,no=106,missing=105,gain=36.032074,cover=71107
- 105:leaf=0.000972676207,cover=0
- 106:leaf=0.00326179387,cover=0
- 54:[Pol<17.1471634] yes=107,no=108,missing=107,gain=106.382706,cover=4336887
- 107:leaf=0.000939371937,cover=0
- 108:leaf=-6.79298755e-05,cover=0
- 6:[LGI5<2.44958925] yes=13,no=14,missing=13,gain=22.9605789,cover=99950
- 13:[Ecc<3.94116735] yes=27,no=28,missing=27,gain=19.7840271,cover=26237
- 27:[Curv5<-0.207981065] yes=55,no=56,missing=56,gain=15.8874207,cover=22141
- 55:[PialCurv5<-0.132898524] yes=109,no=110,missing=109,gain=7.2644515,cover=7404
- 109:leaf=-0.0010063306,cover=0
- 110:leaf=0.00242800312,cover=0
- 56:[Area5<0.924216449] yes=111,no=112,missing=111,gain=14.9297638,cover=14737
- 111:leaf=0.00463715009,cover=0
- 112:leaf=-0.00236362079,cover=0
- 28:[Area5<0.609410942] yes=57,no=58,missing=57,gain=5.54985332,cover=4096
- 57:[Sulc0<-0.655889988] yes=113,no=114,missing=114,gain=5.4817009,cover=175
- 113:leaf=0.0031658418,cover=0
- 114:leaf=0.0237335917,cover=0
- 58:[Area5<0.792350233] yes=115,no=116,missing=116,gain=2.83975506,cover=3921
- 115:leaf=-0.00208721333,cover=0
- 116:leaf=0.000616198522,cover=0
- 14:[Pol<96.2546158] yes=29,no=30,missing=30,gain=15.6100159,cover=73713
- 29:[Area5<0.66211915] yes=59,no=60,missing=60,gain=19.3957253,cover=56169
- 59:[Curv5<-0.172863677] yes=117,no=118,missing=118,gain=5.81358147,cover=3616
- 117:leaf=0.00309372484,cover=0
- 118:leaf=0.00802163687,cover=0
- 60:[Ecc<12.1917515] yes=119,no=120,missing=119,gain=11.771286,cover=52553
- 119:leaf=4.90247403e-05,cover=0
- 120:leaf=0.00225344021,cover=0
- 30:[Curv5<-0.148390457] yes=61,no=62,missing=62,gain=19.5760803,cover=17544
- 61:[Pol<128.951508] yes=121,no=122,missing=122,gain=14.2228012,cover=11459
- 121:leaf=0.0115716727,cover=0
- 122:leaf=0.000781284005,cover=0
- 62:[PialCurv5<-0.0800075978] yes=123,no=124,missing=123,gain=29.4238853,cover=6085
- 123:leaf=0.00820734352,cover=0
- 124:leaf=0.00124790717,cover=0
-booster[131]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=1,gain=74.5183716,cover=5124388
- 1:[Curv5<0.174639657] yes=3,no=4,missing=3,gain=54.4458847,cover=100082
- 3:[Curv5<0.0452247933] yes=7,no=8,missing=8,gain=16.8933868,cover=35191
- 7:[Pol<103.31839] yes=15,no=16,missing=15,gain=2.61790609,cover=509
- 15:[LGI5<2.76298451] yes=31,no=32,missing=31,gain=5.73097897,cover=319
- 31:[Sulc0<0.485350072] yes=63,no=64,missing=63,gain=1.82183361,cover=112
- 63:leaf=-0.0121105313,cover=0
- 64:leaf=-0.0253487136,cover=0
- 32:[PialCurv5<0.125401646] yes=65,no=66,missing=65,gain=2.56723452,cover=207
- 65:leaf=-0.00632768823,cover=0
- 66:leaf=0.00836465973,cover=0
- 16:[PialCurv5<-0.0133872591] yes=33,no=34,missing=34,gain=1.77979624,cover=190
- 33:[Pol<158.709351] yes=67,no=68,missing=67,gain=0.295705676,cover=102
- 67:leaf=-0.00650739623,cover=0
- 68:leaf=0.00437324448,cover=0
- 34:[Area5<0.625618935] yes=69,no=70,missing=69,gain=0.683752775,cover=88
- 69:leaf=0.00505303591,cover=0
- 70:leaf=-0.0112881102,cover=0
- 8:[Sulc0<0.433680743] yes=17,no=18,missing=17,gain=16.7893219,cover=34682
- 17:[Area5<0.604913712] yes=35,no=36,missing=36,gain=6.15839005,cover=2814
- 35:[PialArea5<0.245474651] yes=71,no=72,missing=72,gain=2.92420387,cover=1107
- 71:leaf=0.011052073,cover=0
- 72:leaf=0.00300828973,cover=0
- 36:[LGI5<3.15084362] yes=73,no=74,missing=73,gain=5.4797821,cover=1707
- 73:leaf=0.00975360256,cover=0
- 74:leaf=0.000863250927,cover=0
- 18:[Area5<0.625618935] yes=37,no=38,missing=37,gain=15.4833069,cover=31868
- 37:[Area5<0.433531314] yes=75,no=76,missing=75,gain=7.31797504,cover=5924
- 75:leaf=-0.0131059112,cover=0
- 76:leaf=0.000741434109,cover=0
- 38:[PialArea5<0.245474651] yes=77,no=78,missing=77,gain=14.7421646,cover=25944
- 77:leaf=0.00683468813,cover=0
- 78:leaf=0.0029403565,cover=0
- 4:[Sulc0<0.41245693] yes=9,no=10,missing=9,gain=21.0207901,cover=64891
- 9:[Curv5<0.266060919] yes=19,no=20,missing=19,gain=20.0083141,cover=6783
- 19:[PialArea5<0.245474651] yes=39,no=40,missing=39,gain=7.99300766,cover=4687
- 39:[Ecc<1.15906882] yes=79,no=80,missing=80,gain=4.40358543,cover=730
- 79:leaf=0.0041680499,cover=0
- 80:leaf=0.0125015303,cover=0
- 40:[Area5<0.606435955] yes=81,no=82,missing=81,gain=6.49357224,cover=3957
- 81:leaf=0.00189233315,cover=0
- 82:leaf=0.00596493669,cover=0
- 20:[Sulc0<-0.217071146] yes=41,no=42,missing=41,gain=6.05084848,cover=2096
- 41:[Pol<90.361351] yes=83,no=84,missing=83,gain=1.67580891,cover=58
- 83:leaf=0.0244863015,cover=0
- 84:leaf=0.00718776835,cover=0
- 42:[Area5<0.554568231] yes=85,no=86,missing=85,gain=4.60290432,cover=2038
- 85:leaf=-0.00457429094,cover=0
- 86:leaf=0.000418612501,cover=0
- 10:[PialArea5<0.245474651] yes=21,no=22,missing=21,gain=20.1724224,cover=58108
- 21:[LGI5<2.99035311] yes=43,no=44,missing=43,gain=15.6006432,cover=14529
- 43:[Area5<0.593548477] yes=87,no=88,missing=87,gain=5.6564846,cover=10038
- 87:leaf=-0.0008019823,cover=0
- 88:leaf=0.00167167617,cover=0
- 44:[Area5<0.517926872] yes=89,no=90,missing=89,gain=5.02712631,cover=4491
- 89:leaf=-0.00100472698,cover=0
- 90:leaf=0.00485270331,cover=0
- 22:[Area5<0.716575325] yes=45,no=46,missing=45,gain=15.4881897,cover=43579
- 45:[Curv5<0.266060919] yes=91,no=92,missing=92,gain=9.62752247,cover=39352
- 91:leaf=-0.000296327606,cover=0
- 92:leaf=-0.00272885105,cover=0
- 46:[Area5<0.894858658] yes=93,no=94,missing=93,gain=4.74113941,cover=4227
- 93:leaf=0.00248749973,cover=0
- 94:leaf=0.0268964954,cover=0
- 2:[Curv5<0.149355054] yes=5,no=6,missing=5,gain=101.184029,cover=5024306
- 5:[PialArea5<0.445556581] yes=11,no=12,missing=11,gain=138.527084,cover=4585044
- 11:[Area5<0.706109285] yes=23,no=24,missing=23,gain=93.8352966,cover=239507
- 23:[Pol<119.777687] yes=47,no=48,missing=48,gain=38.3297386,cover=158478
- 47:[Pol<86.0952454] yes=95,no=96,missing=95,gain=49.1482849,cover=134970
- 95:leaf=0.00192290638,cover=0
- 96:leaf=-0.000286019087,cover=0
- 48:[Curv5<-0.00402251538] yes=97,no=98,missing=98,gain=29.4677391,cover=23508
- 97:leaf=-0.00354967685,cover=0
- 98:leaf=0.00297207315,cover=0
- 24:[Pol<120.854889] yes=49,no=50,missing=50,gain=38.2175903,cover=81029
- 49:[PialCurv5<0.250690639] yes=99,no=100,missing=99,gain=29.9924927,cover=76286
- 99:leaf=0.00332107558,cover=0
- 100:leaf=0.00133156101,cover=0
- 50:[PialCurv5<0.0720715299] yes=101,no=102,missing=101,gain=10.3883896,cover=4743
- 101:leaf=0.0135867028,cover=0
- 102:leaf=0.00619489932,cover=0
- 12:[Curv5<0.0896491781] yes=25,no=26,missing=25,gain=118.272095,cover=4345537
- 25:[Sulc0<0.345196545] yes=51,no=52,missing=51,gain=195.505096,cover=3927919
- 51:[Area5<0.684738636] yes=103,no=104,missing=104,gain=136.342911,cover=3648704
- 103:leaf=0.000320626335,cover=0
- 104:leaf=-0.000294318103,cover=0
- 52:[Ecc<33.9075584] yes=105,no=106,missing=105,gain=77.3828735,cover=279215
- 105:leaf=0.00199043634,cover=0
- 106:leaf=0.000206088676,cover=0
- 26:[Area5<0.753010809] yes=53,no=54,missing=53,gain=112.054611,cover=417618
- 53:[Ecc<17.0169544] yes=107,no=108,missing=107,gain=60.3948822,cover=299161
- 107:leaf=-0.00087330828,cover=0
- 108:leaf=-0.0025743451,cover=0
- 54:[PialArea5<0.593058109] yes=109,no=110,missing=109,gain=83.3799362,cover=118457
- 109:leaf=0.0017472906,cover=0
- 110:leaf=-0.000922281703,cover=0
- 6:[Curv5<0.233002663] yes=13,no=14,missing=13,gain=41.8749771,cover=439262
- 13:[PialArea5<0.441150606] yes=27,no=28,missing=27,gain=46.1748276,cover=401378
- 27:[Pol<125.308708] yes=55,no=56,missing=56,gain=53.5552788,cover=265930
- 55:[Ecc<6.35379457] yes=111,no=112,missing=111,gain=42.2218246,cover=247995
- 111:leaf=0.000598333718,cover=0
- 112:leaf=-0.0007878826,cover=0
- 56:[Area5<0.636136949] yes=113,no=114,missing=114,gain=16.2637253,cover=17935
- 113:leaf=0.00063552527,cover=0
- 114:leaf=0.00371606951,cover=0
- 28:[Ecc<12.9325523] yes=57,no=58,missing=58,gain=20.6101303,cover=135448
- 57:[Pol<65.1286774] yes=115,no=116,missing=116,gain=15.6845512,cover=108022
- 115:leaf=0.00362061826,cover=0
- 116:leaf=-0.00104057719,cover=0
- 58:[Area5<0.987501919] yes=117,no=118,missing=117,gain=12.2569809,cover=27426
- 117:leaf=-0.00264116563,cover=0
- 118:leaf=0.00520673487,cover=0
- 14:[Ecc<5.91357183] yes=29,no=30,missing=29,gain=6.45903778,cover=37884
- 29:[Curv5<0.266060919] yes=59,no=60,missing=59,gain=6.38256454,cover=26020
- 59:[PialArea5<0.349780142] yes=119,no=120,missing=119,gain=3.67923927,cover=18470
- 119:leaf=-0.000401729689,cover=0
- 120:leaf=-0.00186150614,cover=0
- 60:[LGI5<2.68420529] yes=121,no=122,missing=122,gain=2.45967674,cover=7550
- 121:leaf=-0.00317471172,cover=0
- 122:leaf=0.00315447315,cover=0
- 30:[Sulc0<-0.181880832] yes=61,no=62,missing=62,gain=7.04146194,cover=11864
- 61:[PialArea5<0.365779996] yes=123,no=124,missing=123,gain=1.97515893,cover=131
- 123:leaf=0.0227810666,cover=0
- 124:leaf=0.00561776618,cover=0
- 62:[PialCurv5<0.164156988] yes=125,no=126,missing=126,gain=2.3195343,cover=11733
- 125:leaf=2.63102065e-05,cover=0
- 126:leaf=-0.00350170885,cover=0
-booster[132]:
-0:[PialArea5<0.890138209] yes=1,no=2,missing=1,gain=72.8634567,cover=5124388
- 1:[Curv5<-0.0343657099] yes=3,no=4,missing=4,gain=147.028015,cover=3348608
- 3:[Area5<0.635019779] yes=7,no=8,missing=7,gain=263.55661,cover=1186004
- 7:[PialArea5<0.686586082] yes=15,no=16,missing=15,gain=110.25135,cover=752451
- 15:[Area5<0.513795495] yes=31,no=32,missing=32,gain=45.2938004,cover=158091
- 31:[Curv5<-0.129194111] yes=63,no=64,missing=63,gain=25.2503853,cover=64283
- 63:leaf=-0.000725798949,cover=0
- 64:leaf=0.0014587586,cover=0
- 32:[Sulc0<-0.152423486] yes=65,no=66,missing=65,gain=36.29216,cover=93808
- 65:leaf=-0.00246481784,cover=0
- 66:leaf=-0.000325384404,cover=0
- 16:[Curv5<-0.102400392] yes=33,no=34,missing=33,gain=157.759338,cover=594360
- 33:[Sulc0<-0.305269122] yes=67,no=68,missing=67,gain=81.6459656,cover=505840
- 67:leaf=-0.000206868441,cover=0
- 68:leaf=0.00173636002,cover=0
- 34:[PialArea5<0.795950115] yes=69,no=70,missing=69,gain=41.7408142,cover=88520
- 69:leaf=0.00146368181,cover=0
- 70:leaf=0.00369818881,cover=0
- 8:[PialCurv5<-0.109546423] yes=17,no=18,missing=17,gain=99.2892761,cover=433553
- 17:[Curv5<-0.179045901] yes=35,no=36,missing=35,gain=57.6206055,cover=101018
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=72,gain=54.5373459,cover=85810
- 71:leaf=0.00584306382,cover=0
- 72:leaf=-0.000865278591,cover=0
- 36:[PialCurv5<-0.136031076] yes=73,no=74,missing=74,gain=23.4586983,cover=15208
- 73:leaf=0.00682862336,cover=0
- 74:leaf=0.00178109424,cover=0
- 18:[Area5<0.703760326] yes=37,no=38,missing=37,gain=85.9327087,cover=332535
- 37:[Sulc0<-0.0936657563] yes=75,no=76,missing=75,gain=68.5962677,cover=214749
- 75:leaf=-0.00186035491,cover=0
- 76:leaf=0.000143127152,cover=0
- 38:[Pol<60.4070244] yes=77,no=78,missing=77,gain=66.2392883,cover=117786
- 77:leaf=-0.000761421048,cover=0
- 78:leaf=-0.00362221152,cover=0
- 4:[PialCurv5<0.0044251224] yes=9,no=10,missing=9,gain=486.846313,cover=2162604
- 9:[Curv5<-0.00141534733] yes=19,no=20,missing=19,gain=114.595337,cover=160819
- 19:[PialCurv5<-0.019163372] yes=39,no=40,missing=39,gain=70.6880112,cover=93866
- 39:[PialArea5<0.662493944] yes=79,no=80,missing=80,gain=51.0780029,cover=42260
- 79:leaf=0.000377215532,cover=0
- 80:leaf=0.00428345473,cover=0
- 40:[Area5<0.669950843] yes=81,no=82,missing=81,gain=38.8202133,cover=51606
- 81:leaf=0.00213619787,cover=0
- 82:leaf=-0.000660934777,cover=0
- 20:[Area5<0.635019779] yes=41,no=42,missing=42,gain=72.9451904,cover=66953
- 41:[Sulc0<0.779008448] yes=83,no=84,missing=84,gain=26.7935886,cover=17641
- 83:leaf=0.00190419017,cover=0
- 84:leaf=-0.0134466384,cover=0
- 42:[Pol<76.8473129] yes=85,no=86,missing=85,gain=59.4924927,cover=49312
- 85:leaf=0.00770365819,cover=0
- 86:leaf=0.00409019366,cover=0
- 10:[PialArea5<0.636387587] yes=21,no=22,missing=21,gain=142.895859,cover=2001785
- 21:[Area5<0.666510165] yes=43,no=44,missing=43,gain=247.250504,cover=1397239
- 43:[PialCurv5<0.0851107761] yes=87,no=88,missing=87,gain=81.4028015,cover=495117
- 87:leaf=0.000689512119,cover=0
- 88:leaf=-0.000954867981,cover=0
- 44:[Curv5<0.0955092236] yes=89,no=90,missing=90,gain=227.610565,cover=902122
- 89:leaf=0.00216789404,cover=0
- 90:leaf=0.000300408428,cover=0
- 22:[PialCurv5<0.054317683] yes=45,no=46,missing=45,gain=85.5803757,cover=604546
- 45:[Sulc0<0.354630351] yes=91,no=92,missing=92,gain=88.2465439,cover=220365
- 91:leaf=-0.000276799459,cover=0
- 92:leaf=0.0026660671,cover=0
- 46:[Curv5<0.0407969989] yes=93,no=94,missing=94,gain=61.6279755,cover=384181
- 93:leaf=-0.000135949609,cover=0
- 94:leaf=-0.0015277015,cover=0
- 2:[Area5<0.7084831] yes=5,no=6,missing=5,gain=177.872894,cover=1775780
- 5:[Sulc0<-0.487093836] yes=11,no=12,missing=11,gain=246.412781,cover=950174
- 11:[Curv5<-0.108295463] yes=23,no=24,missing=24,gain=140.747833,cover=715528
- 23:[Area5<0.499970406] yes=47,no=48,missing=47,gain=61.704361,cover=665439
- 47:[Sulc0<-0.966370046] yes=95,no=96,missing=95,gain=16.7373734,cover=42718
- 95:leaf=0.000769606151,cover=0
- 96:leaf=0.00279170717,cover=0
- 48:[PialArea5<1.13220918] yes=97,no=98,missing=97,gain=68.3101501,cover=622721
- 97:leaf=-0.000272276084,cover=0
- 98:leaf=0.000952095666,cover=0
- 24:[PialCurv5<-0.0905637741] yes=49,no=50,missing=49,gain=63.3190918,cover=50089
- 49:[LGI5<2.70988083] yes=99,no=100,missing=99,gain=17.3406296,cover=2919
- 99:leaf=0.0124485781,cover=0
- 100:leaf=0.00386531348,cover=0
- 50:[Ecc<6.2938199] yes=101,no=102,missing=101,gain=44.668602,cover=47170
- 101:leaf=0.00328940758,cover=0
- 102:leaf=-0.00038204834,cover=0
- 12:[Pol<50.1003532] yes=25,no=26,missing=25,gain=126.402679,cover=234646
- 25:[Pol<16.156723] yes=51,no=52,missing=52,gain=26.2387543,cover=55514
- 51:[Ecc<25.1292973] yes=103,no=104,missing=103,gain=22.0029278,cover=17251
- 103:leaf=0.00398582174,cover=0
- 104:leaf=0.000321242725,cover=0
- 52:[Ecc<4.94054604] yes=105,no=106,missing=106,gain=27.5027599,cover=38263
- 105:leaf=0.00327627151,cover=0
- 106:leaf=-0.00106882979,cover=0
- 26:[Ecc<3.80337262] yes=53,no=54,missing=53,gain=127.384521,cover=179132
- 53:[Curv5<-0.0598238073] yes=107,no=108,missing=107,gain=34.4597015,cover=23382
- 107:leaf=-0.00165676977,cover=0
- 108:leaf=0.00285607111,cover=0
- 54:[Pol<120.317558] yes=109,no=110,missing=109,gain=54.7521362,cover=155750
- 109:leaf=0.00482116127,cover=0
- 110:leaf=0.00276500243,cover=0
- 6:[PialArea5<1.00930154] yes=13,no=14,missing=13,gain=89.5979919,cover=825606
- 13:[Curv5<-0.0413376503] yes=27,no=28,missing=27,gain=50.1321259,cover=279611
- 27:[Curv5<-0.254102558] yes=55,no=56,missing=55,gain=36.9942017,cover=185921
- 55:[PialCurv5<-0.133997425] yes=111,no=112,missing=112,gain=7.40801716,cover=9532
- 111:leaf=0.00104566757,cover=0
- 112:leaf=0.00495609595,cover=0
- 56:[Pol<8.56911278] yes=113,no=114,missing=113,gain=34.8555298,cover=176389
- 113:leaf=0.00104679691,cover=0
- 114:leaf=-0.00175686576,cover=0
- 28:[PialCurv5<-0.019163372] yes=57,no=58,missing=57,gain=142.861237,cover=93690
- 57:[Curv5<-0.0203319378] yes=115,no=116,missing=115,gain=43.9475098,cover=11664
- 115:leaf=0.00310623413,cover=0
- 116:leaf=0.00970914867,cover=0
- 58:[Ecc<16.5318356] yes=117,no=118,missing=117,gain=37.8510666,cover=82026
- 117:leaf=0.000173439432,cover=0
- 118:leaf=-0.00201037736,cover=0
- 14:[Sulc0<-0.166708246] yes=29,no=30,missing=29,gain=48.1318283,cover=545995
- 29:[PialArea5<1.4350239] yes=59,no=60,missing=60,gain=34.9838638,cover=475531
- 59:[Area5<0.864337862] yes=119,no=120,missing=119,gain=43.8974419,cover=430704
- 119:leaf=4.84154725e-06,cover=0
- 120:leaf=-0.00182329665,cover=0
- 60:[Curv5<-0.132798299] yes=121,no=122,missing=121,gain=16.5163269,cover=44827
- 121:leaf=0.000881486689,cover=0
- 122:leaf=0.00341876224,cover=0
- 30:[Area5<0.799647689] yes=61,no=62,missing=61,gain=32.1041756,cover=70464
- 61:[Pol<65.8802414] yes=123,no=124,missing=123,gain=37.6317139,cover=41386
- 123:leaf=0.000532833394,cover=0
- 124:leaf=0.00358262821,cover=0
- 62:[Ecc<4.67068386] yes=125,no=126,missing=125,gain=12.3648844,cover=29078
- 125:leaf=-0.00467695389,cover=0
- 126:leaf=0.000339853839,cover=0
-booster[133]:
-0:[Curv5<-0.319950402] yes=1,no=2,missing=1,gain=72.4465561,cover=5124388
- 1:[PialArea5<0.724588811] yes=3,no=4,missing=4,gain=102.246941,cover=80065
- 3:[PialArea5<0.597118378] yes=7,no=8,missing=7,gain=18.652729,cover=28384
- 7:[PialCurv5<-0.138158455] yes=15,no=16,missing=16,gain=9.52217102,cover=9471
- 15:[Pol<142.520569] yes=31,no=32,missing=32,gain=3.87063122,cover=7887
- 31:[Pol<84.7687759] yes=63,no=64,missing=63,gain=4.69723415,cover=6529
- 63:leaf=-0.00240981556,cover=0
- 64:leaf=0.000414266251,cover=0
- 32:[Ecc<5.85121489] yes=65,no=66,missing=66,gain=2.10438347,cover=1358
- 65:leaf=0.00114351162,cover=0
- 66:leaf=-0.00507455459,cover=0
- 16:[Curv5<-0.350989401] yes=33,no=34,missing=33,gain=4.11445045,cover=1584
- 33:[Pol<32.323391] yes=67,no=68,missing=67,gain=2.38634872,cover=1267
- 67:leaf=-0.0131156687,cover=0
- 68:leaf=-0.00662210304,cover=0
- 34:[PialCurv5<-0.0426128618] yes=69,no=70,missing=70,gain=2.69774723,cover=317
- 69:leaf=-0.00283239433,cover=0
- 70:leaf=0.0110534513,cover=0
- 8:[Curv5<-0.39144522] yes=17,no=18,missing=17,gain=12.9483414,cover=18913
- 17:[PialCurv5<-0.210138425] yes=35,no=36,missing=35,gain=9.25359631,cover=6235
- 35:[Ecc<7.95697832] yes=71,no=72,missing=71,gain=6.78787994,cover=2643
- 71:leaf=0.0073360228,cover=0
- 72:leaf=0.00214157091,cover=0
- 36:[PialCurv5<-0.118254207] yes=73,no=74,missing=73,gain=4.64025879,cover=3592
- 73:leaf=0.000972799608,cover=0
- 74:leaf=-0.00434637396,cover=0
- 18:[Sulc0<-0.469276249] yes=37,no=38,missing=37,gain=7.83236504,cover=12678
- 37:[Area5<0.453641325] yes=75,no=76,missing=75,gain=3.34442139,cover=9433
- 75:leaf=8.22469374e-05,cover=0
- 76:leaf=-0.00211644662,cover=0
- 38:[Ecc<20.3925476] yes=77,no=78,missing=77,gain=5.93805122,cover=3245
- 77:leaf=0.00282135233,cover=0
- 78:leaf=-0.00167051086,cover=0
- 4:[Sulc0<-0.632113814] yes=9,no=10,missing=10,gain=47.2983093,cover=51681
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=19,gain=25.6132355,cover=37397
- 19:[Ecc<1.15906882] yes=39,no=40,missing=39,gain=4.00638199,cover=4525
- 39:[LGI5<2.46595764] yes=79,no=80,missing=80,gain=2.45897388,cover=260
- 79:leaf=0.00290433597,cover=0
- 80:leaf=-0.00735199451,cover=0
- 40:[LGI5<2.60638428] yes=81,no=82,missing=81,gain=3.82750702,cover=4265
- 81:leaf=0.00786172599,cover=0
- 82:leaf=0.00472998898,cover=0
- 20:[MidArea5<0.713920057] yes=41,no=42,missing=42,gain=9.7813549,cover=32872
- 41:[PialCurv5<-0.159167215] yes=83,no=84,missing=83,gain=4.13364315,cover=15787
- 83:leaf=-7.26282087e-06,cover=0
- 84:leaf=0.00170217757,cover=0
- 42:[Pol<162.313202] yes=85,no=86,missing=85,gain=5.41227341,cover=17085
- 85:leaf=0.00269472576,cover=0
- 86:leaf=0.000301149237,cover=0
- 10:[Ecc<14.694541] yes=21,no=22,missing=21,gain=16.1526642,cover=14284
- 21:[Sulc0<-0.265099555] yes=43,no=44,missing=44,gain=10.0576782,cover=8629
- 43:[Pol<157.965515] yes=87,no=88,missing=87,gain=4.90800476,cover=7463
- 87:leaf=0.00632462511,cover=0
- 88:leaf=0.000589141098,cover=0
- 44:[Ecc<4.07113361] yes=89,no=90,missing=89,gain=5.41566467,cover=1166
- 89:leaf=0.0304661449,cover=0
- 90:leaf=0.0104073538,cover=0
- 22:[PialCurv5<-0.159167215] yes=45,no=46,missing=45,gain=4.42548943,cover=5655
- 45:[PialCurv5<-0.210138425] yes=91,no=92,missing=91,gain=3.21066713,cover=3231
- 91:leaf=0.00494136615,cover=0
- 92:leaf=0.00118806562,cover=0
- 46:[Sulc0<-0.244882882] yes=93,no=94,missing=93,gain=5.98403168,cover=2424
- 93:leaf=0.00350406766,cover=0
- 94:leaf=0.00938745495,cover=0
- 2:[PialArea5<0.338250697] yes=5,no=6,missing=5,gain=76.8904877,cover=5044323
- 5:[Curv5<0.171955615] yes=11,no=12,missing=11,gain=79.3100433,cover=202522
- 11:[Pol<107.129471] yes=23,no=24,missing=23,gain=29.791687,cover=82549
- 23:[Pol<88.5531387] yes=47,no=48,missing=47,gain=22.5803986,cover=66966
- 47:[PialCurv5<0.291493237] yes=95,no=96,missing=95,gain=25.6094055,cover=18354
- 95:leaf=0.00466318754,cover=0
- 96:leaf=0.00079411047,cover=0
- 48:[Area5<0.740087628] yes=97,no=98,missing=97,gain=18.9385147,cover=48612
- 97:leaf=0.000833791797,cover=0
- 98:leaf=0.00403395342,cover=0
- 24:[PialArea5<0.245474651] yes=49,no=50,missing=49,gain=6.82749176,cover=15583
- 49:[PialCurv5<0.362132162] yes=99,no=100,missing=99,gain=1.69325447,cover=459
- 99:leaf=0.0114122611,cover=0
- 100:leaf=0.0027101119,cover=0
- 50:[Area5<0.702101529] yes=101,no=102,missing=101,gain=6.77224731,cover=15124
- 101:leaf=0.00342917489,cover=0
- 102:leaf=0.00600652536,cover=0
- 12:[Sulc0<0.210163057] yes=25,no=26,missing=26,gain=27.4173164,cover=119973
- 25:[Area5<0.610838115] yes=51,no=52,missing=51,gain=14.4548855,cover=6805
- 51:[Pol<87.9431763] yes=103,no=104,missing=103,gain=11.5134382,cover=4019
- 103:leaf=0.00840575248,cover=0
- 104:leaf=0.000331857533,cover=0
- 52:[Ecc<3.48115921] yes=105,no=106,missing=105,gain=5.29296875,cover=2786
- 105:leaf=0.00448698318,cover=0
- 106:leaf=0.00911396649,cover=0
- 26:[PialArea5<0.245474651] yes=53,no=54,missing=53,gain=27.9839287,cover=113168
- 53:[LGI5<2.99035311] yes=107,no=108,missing=107,gain=12.6311092,cover=15505
- 107:leaf=0.0010288693,cover=0
- 108:leaf=0.00413269503,cover=0
- 54:[Area5<0.603367925] yes=109,no=110,missing=110,gain=20.9980278,cover=97663
- 109:leaf=-0.00181184616,cover=0
- 110:leaf=4.3806529e-05,cover=0
- 6:[PialCurv5<0.236826599] yes=13,no=14,missing=13,gain=97.4637985,cover=4841801
- 13:[PialArea5<0.529292643] yes=27,no=28,missing=27,gain=109.811584,cover=4405047
- 27:[Area5<0.67915231] yes=55,no=56,missing=55,gain=186.463226,cover=456884
- 55:[Pol<84.1277542] yes=111,no=112,missing=111,gain=55.1956253,cover=242370
- 111:leaf=0.00134822715,cover=0
- 112:leaf=-0.000519710244,cover=0
- 56:[Pol<120.317558] yes=113,no=114,missing=114,gain=85.8666382,cover=214514
- 113:leaf=0.00148821331,cover=0
- 114:leaf=0.00439228443,cover=0
- 28:[Curv5<0.069626309] yes=57,no=58,missing=57,gain=147.580612,cover=3948163
- 57:[Sulc0<0.0294309072] yes=115,no=116,missing=115,gain=193.378922,cover=3593383
- 115:leaf=-7.22565965e-05,cover=0
- 116:leaf=0.000913539436,cover=0
- 58:[Area5<0.739104271] yes=117,no=118,missing=117,gain=119.765045,cover=354780
- 117:leaf=-0.00175643468,cover=0
- 118:leaf=0.000105967745,cover=0
- 14:[Area5<0.76451689] yes=29,no=30,missing=29,gain=66.2620239,cover=436754
- 29:[Ecc<5.53207445] yes=59,no=60,missing=59,gain=39.5842285,cover=359005
- 59:[Curv5<0.216179401] yes=119,no=120,missing=120,gain=25.3870277,cover=105515
- 119:leaf=0.00023175306,cover=0
- 120:leaf=-0.00165207591,cover=0
- 60:[Area5<0.640637577] yes=121,no=122,missing=121,gain=35.6660004,cover=253490
- 121:leaf=-0.002982768,cover=0
- 122:leaf=-0.00111555844,cover=0
- 30:[PialArea5<0.476533443] yes=61,no=62,missing=62,gain=20.9787674,cover=77749
- 61:[PialCurv5<0.329096764] yes=123,no=124,missing=123,gain=17.7242756,cover=44021
- 123:leaf=0.00225957204,cover=0
- 124:leaf=0.000245493808,cover=0
- 62:[Ecc<11.0302963] yes=125,no=126,missing=125,gain=14.3644943,cover=33728
- 125:leaf=0.000680678058,cover=0
- 126:leaf=-0.00138409773,cover=0
-booster[134]:
-0:[LGI5<2.32164335] yes=1,no=2,missing=2,gain=72.484375,cover=5124388
- 1:[Ecc<5.97554874] yes=3,no=4,missing=4,gain=51.9241943,cover=423405
- 3:[Area5<0.818724692] yes=7,no=8,missing=7,gain=30.305336,cover=388742
- 7:[Sulc0<-1.03844893] yes=15,no=16,missing=16,gain=25.1313477,cover=380245
- 15:[PialArea5<1.06442153] yes=31,no=32,missing=31,gain=8.3607502,cover=36530
- 31:[Sulc0<-1.19305253] yes=63,no=64,missing=63,gain=5.25463676,cover=21563
- 63:leaf=-0.00249354891,cover=0
- 64:leaf=-0.000554953411,cover=0
- 32:[Pol<48.3047981] yes=65,no=66,missing=65,gain=5.34851122,cover=14967
- 65:leaf=-0.000212796964,cover=0
- 66:leaf=0.00170329865,cover=0
- 16:[PialArea5<0.831580997] yes=33,no=34,missing=34,gain=29.8648224,cover=343715
- 33:[MidArea5<0.659801304] yes=67,no=68,missing=67,gain=22.2648811,cover=204567
- 67:leaf=0.00101929891,cover=0
- 68:leaf=-0.000116093877,cover=0
- 34:[Pol<70.3717499] yes=69,no=70,missing=70,gain=19.8567352,cover=139148
- 69:leaf=0.000887406059,cover=0
- 70:leaf=0.00210873038,cover=0
- 8:[PialArea5<1.26501572] yes=17,no=18,missing=17,gain=9.65208244,cover=8497
- 17:[Sulc0<0.244668111] yes=35,no=36,missing=35,gain=9.039011,cover=6601
- 35:[Pol<102.241241] yes=71,no=72,missing=71,gain=5.87210464,cover=5988
- 71:leaf=-0.00189001416,cover=0
- 72:leaf=-0.00503232609,cover=0
- 36:[Curv5<0.0756113976] yes=73,no=74,missing=73,gain=1.27660763,cover=613
- 73:leaf=0.0140982671,cover=0
- 74:leaf=0.00232049893,cover=0
- 18:[Sulc0<-0.93782407] yes=37,no=38,missing=37,gain=5.08572483,cover=1896
- 37:[LGI5<2.23211861] yes=75,no=76,missing=75,gain=1.92290163,cover=517
- 75:leaf=-0.00193695258,cover=0
- 76:leaf=0.00655962154,cover=0
- 38:[Ecc<2.07756257] yes=77,no=78,missing=78,gain=5.07875824,cover=1379
- 77:leaf=0.00439669657,cover=0
- 78:leaf=-0.00239842222,cover=0
- 4:[Sulc0<-0.292069882] yes=9,no=10,missing=9,gain=6.37701035,cover=34663
- 9:[Area5<0.562355936] yes=19,no=20,missing=20,gain=10.4992485,cover=14833
- 19:[PialCurv5<-0.140412122] yes=39,no=40,missing=39,gain=3.14250374,cover=4249
- 39:[PialArea5<0.844099998] yes=79,no=80,missing=79,gain=1.68719673,cover=1844
- 79:leaf=-0.000290363183,cover=0
- 80:leaf=-0.0034649563,cover=0
- 40:[LGI5<2.25958419] yes=81,no=82,missing=82,gain=3.27681351,cover=2405
- 81:leaf=0.00319449464,cover=0
- 82:leaf=-0.000495589513,cover=0
- 20:[PialArea5<0.925796032] yes=41,no=42,missing=41,gain=10.3000755,cover=10584
- 41:[Pol<141.081833] yes=83,no=84,missing=83,gain=4.38066483,cover=5254
- 83:leaf=-0.00555890892,cover=0
- 84:leaf=-0.0026212607,cover=0
- 42:[Sulc0<-0.684786558] yes=85,no=86,missing=85,gain=5.26524734,cover=5330
- 85:leaf=-0.00280648959,cover=0
- 86:leaf=0.000336113619,cover=0
- 10:[PialCurv5<0.0959877223] yes=21,no=22,missing=21,gain=7.68195772,cover=19830
- 21:[Ecc<17.0169544] yes=43,no=44,missing=44,gain=7.89354992,cover=8672
- 43:[Pol<70.3717499] yes=87,no=88,missing=88,gain=4.81099796,cover=8496
- 87:leaf=-0.00313028134,cover=0
- 88:leaf=0.00112591567,cover=0
- 44:[Area5<0.744179189] yes=89,no=90,missing=90,gain=1.27819729,cover=176
- 89:leaf=-0.00333251664,cover=0
- 90:leaf=-0.0126887877,cover=0
- 22:[Sulc0<0.143142253] yes=45,no=46,missing=45,gain=5.23686981,cover=11158
- 45:[Area5<0.669105887] yes=91,no=92,missing=91,gain=5.01947498,cover=2401
- 91:leaf=-0.00652980432,cover=0
- 92:leaf=-0.00177722576,cover=0
- 46:[LGI5<2.13090348] yes=93,no=94,missing=93,gain=4.24272919,cover=8757
- 93:leaf=-0.00676617911,cover=0
- 94:leaf=-0.000666083302,cover=0
- 2:[Sulc0<-0.678985238] yes=5,no=6,missing=5,gain=73.1665192,cover=4700983
- 5:[Ecc<5.14592695] yes=11,no=12,missing=12,gain=113.740753,cover=951090
- 11:[Curv5<-0.155295327] yes=23,no=24,missing=23,gain=75.0435333,cover=492556
- 23:[LGI5<2.50273752] yes=47,no=48,missing=48,gain=36.8538055,cover=381342
- 47:[PialCurv5<-0.0886472985] yes=95,no=96,missing=95,gain=25.7459774,cover=225286
- 95:leaf=6.57157289e-05,cover=0
- 96:leaf=0.00202048733,cover=0
- 48:[Pol<33.3267784] yes=97,no=98,missing=97,gain=28.762043,cover=156056
- 97:leaf=9.10194212e-05,cover=0
- 98:leaf=-0.00130698876,cover=0
- 24:[Pol<29.3809395] yes=49,no=50,missing=49,gain=63.9523926,cover=111214
- 49:[PialCurv5<-0.106427588] yes=99,no=100,missing=99,gain=34.8529205,cover=20911
- 99:leaf=0.00943946373,cover=0
- 100:leaf=0.00304647698,cover=0
- 50:[PialCurv5<-0.11266306] yes=101,no=102,missing=102,gain=31.5214443,cover=90303
- 101:leaf=0.0046089245,cover=0
- 102:leaf=0.000490730861,cover=0
- 12:[Pol<21.2328167] yes=25,no=26,missing=26,gain=69.3918915,cover=458534
- 25:[PialArea5<0.824056447] yes=51,no=52,missing=51,gain=19.3873234,cover=139670
- 51:[PialCurv5<-0.210138425] yes=103,no=104,missing=103,gain=5.35980225,cover=21289
- 103:leaf=0.00153205486,cover=0
- 104:leaf=-0.00161922153,cover=0
- 52:[Curv5<-0.180574343] yes=105,no=106,missing=105,gain=13.5399237,cover=118381
- 105:leaf=-3.33381358e-05,cover=0
- 106:leaf=0.00130377267,cover=0
- 26:[Pol<165.944183] yes=53,no=54,missing=53,gain=62.0439758,cover=318864
- 53:[Curv5<-0.282992184] yes=107,no=108,missing=108,gain=49.3564453,cover=214464
- 107:leaf=-3.27483976e-05,cover=0
- 108:leaf=-0.00215749699,cover=0
- 54:[PialArea5<1.57955706] yes=109,no=110,missing=109,gain=11.8722677,cover=104400
- 109:leaf=-0.000399221433,cover=0
- 110:leaf=0.00575745804,cover=0
- 6:[Ecc<3.48115921] yes=13,no=14,missing=13,gain=167.003128,cover=3749893
- 13:[Area5<0.600206077] yes=27,no=28,missing=27,gain=130.546768,cover=494774
- 27:[PialArea5<0.621054947] yes=55,no=56,missing=55,gain=47.5574188,cover=131524
- 55:[Pol<110.811417] yes=111,no=112,missing=111,gain=21.8560448,cover=41879
- 111:leaf=-0.00193435606,cover=0
- 112:leaf=0.000350132323,cover=0
- 56:[Curv5<-0.114048101] yes=113,no=114,missing=113,gain=85.2124634,cover=89645
- 113:leaf=9.3546274e-05,cover=0
- 114:leaf=0.00330011919,cover=0
- 28:[Pol<55.3432045] yes=57,no=58,missing=58,gain=163.584991,cover=363250
- 57:[Ecc<1.51801682] yes=115,no=116,missing=115,gain=107.491196,cover=41657
- 115:leaf=-0.000995012233,cover=0
- 116:leaf=0.00409545144,cover=0
- 58:[PialArea5<0.567627013] yes=117,no=118,missing=118,gain=183.919678,cover=321593
- 117:leaf=0.000220024129,cover=0
- 118:leaf=-0.00239355583,cover=0
- 14:[Ecc<19.7764034] yes=29,no=30,missing=29,gain=146.411621,cover=3255119
- 29:[PialArea5<0.841635466] yes=59,no=60,missing=60,gain=158.736633,cover=2320857
- 59:[Pol<89.1530609] yes=119,no=120,missing=119,gain=116.215508,cover=1566419
- 119:leaf=0.000830334262,cover=0
- 120:leaf=-0.000111839989,cover=0
- 60:[Area5<0.697420239] yes=121,no=122,missing=121,gain=298.636017,cover=754438
- 121:leaf=0.00225901301,cover=0
- 122:leaf=0.000231855651,cover=0
- 30:[PialArea5<0.39986974] yes=61,no=62,missing=61,gain=52.5104027,cover=934262
- 61:[Area5<0.702101529] yes=123,no=124,missing=123,gain=50.995369,cover=111686
- 123:leaf=-0.000107468855,cover=0
- 124:leaf=0.00209217821,cover=0
- 62:[Curv5<0.108977526] yes=125,no=126,missing=125,gain=56.2066154,cover=822576
- 125:leaf=-0.000263132766,cover=0
- 126:leaf=-0.00148542214,cover=0
-booster[135]:
-0:[LGI5<3.56741142] yes=1,no=2,missing=1,gain=69.0199509,cover=5124388
- 1:[Sulc0<-0.87967056] yes=3,no=4,missing=4,gain=66.550293,cover=4901425
- 3:[PialArea5<1.29873812] yes=7,no=8,missing=8,gain=46.4466019,cover=485932
- 7:[Ecc<5.46745825] yes=15,no=16,missing=16,gain=30.1314697,cover=427672
- 15:[Sulc0<-1.08640325] yes=31,no=32,missing=31,gain=18.9074211,cover=290516
- 31:[Pol<154.27803] yes=63,no=64,missing=64,gain=19.0298271,cover=70919
- 63:leaf=-0.000611363095,cover=0
- 64:leaf=-0.00257446337,cover=0
- 32:[PialCurv5<-0.0737633556] yes=65,no=66,missing=65,gain=18.5744743,cover=219597
- 65:leaf=-0.00023096193,cover=0
- 66:leaf=0.00167917355,cover=0
- 16:[LGI5<2.68917012] yes=33,no=34,missing=33,gain=22.0394135,cover=137156
- 33:[Area5<0.509397149] yes=67,no=68,missing=68,gain=11.6647873,cover=33428
- 67:leaf=-0.000293385412,cover=0
- 68:leaf=-0.00278042094,cover=0
- 34:[Curv5<-0.110226393] yes=69,no=70,missing=69,gain=9.9977417,cover=103728
- 69:leaf=-0.000918319391,cover=0
- 70:leaf=0.00567044411,cover=0
- 8:[LGI5<2.42065382] yes=17,no=18,missing=17,gain=14.3286018,cover=58260
- 17:[MidArea5<1.21578133] yes=35,no=36,missing=36,gain=12.7642097,cover=19538
- 35:[Area5<0.646843374] yes=71,no=72,missing=71,gain=8.46395874,cover=17669
- 71:leaf=0.00339076226,cover=0
- 72:leaf=0.000907262904,cover=0
- 36:[PialCurv5<-0.0426128618] yes=73,no=74,missing=73,gain=5.52162933,cover=1869
- 73:leaf=0.00628967723,cover=0
- 74:leaf=-0.0132441698,cover=0
- 18:[PialCurv5<-0.0715543851] yes=37,no=38,missing=37,gain=21.0918083,cover=38722
- 37:[Curv5<-0.119937547] yes=75,no=76,missing=75,gain=8.46209908,cover=37840
- 75:leaf=0.000417242438,cover=0
- 76:leaf=0.00763970334,cover=0
- 38:[Curv5<-0.150053754] yes=77,no=78,missing=77,gain=4.78310013,cover=882
- 77:leaf=0.000132514106,cover=0
- 78:leaf=-0.00913828798,cover=0
- 4:[Pol<144.670364] yes=9,no=10,missing=10,gain=103.735321,cover=4415493
- 9:[Pol<113.394409] yes=19,no=20,missing=19,gain=137.741592,cover=3551400
- 19:[Ecc<29.3556995] yes=39,no=40,missing=39,gain=178.066177,cover=2601529
- 39:[Ecc<11.6821251] yes=79,no=80,missing=79,gain=135.183167,cover=2299452
- 79:leaf=0.000167795413,cover=0
- 80:leaf=0.00106189051,cover=0
- 40:[Pol<23.2745647] yes=81,no=82,missing=81,gain=51.9411774,cover=302077
- 81:leaf=0.000195356275,cover=0
- 82:leaf=-0.00129652396,cover=0
- 20:[Sulc0<0.506771445] yes=41,no=42,missing=41,gain=271.053894,cover=949871
- 41:[Area5<0.657483757] yes=83,no=84,missing=83,gain=190.166397,cover=840221
- 83:leaf=0.000139685464,cover=0
- 84:leaf=-0.00139316113,cover=0
- 42:[PialCurv5<0.196748361] yes=85,no=86,missing=85,gain=74.9733887,cover=109650
- 85:leaf=0.00329928589,cover=0
- 86:leaf=0.000673952862,cover=0
- 10:[Ecc<16.2597466] yes=21,no=22,missing=21,gain=103.878143,cover=864093
- 21:[Sulc0<-0.626357138] yes=43,no=44,missing=44,gain=73.1441193,cover=628926
- 43:[Ecc<6.22534323] yes=87,no=88,missing=87,gain=54.063942,cover=229480
- 87:leaf=0.000853968319,cover=0
- 88:leaf=-0.000747326703,cover=0
- 44:[PialCurv5<0.0308136549] yes=89,no=90,missing=89,gain=83.9832764,cover=399446
- 89:leaf=0.00183545169,cover=0
- 90:leaf=0.000190093851,cover=0
- 22:[Ecc<39.5502243] yes=45,no=46,missing=45,gain=81.8659134,cover=235167
- 45:[PialArea5<0.872134149] yes=91,no=92,missing=91,gain=28.6815453,cover=198618
- 91:leaf=-0.00137731025,cover=0
- 92:leaf=-0.000150045162,cover=0
- 46:[Sulc0<0.184694022] yes=93,no=94,missing=93,gain=33.2814407,cover=36549
- 93:leaf=0.000938784273,cover=0
- 94:leaf=0.00421911245,cover=0
- 2:[Pol<170.749283] yes=5,no=6,missing=5,gain=29.9647102,cover=222963
- 5:[LGI5<3.94193578] yes=11,no=12,missing=11,gain=31.4229965,cover=206128
- 11:[Pol<87.3220139] yes=23,no=24,missing=24,gain=28.3844566,cover=187794
- 23:[Ecc<12.9325523] yes=47,no=48,missing=47,gain=55.8247108,cover=90880
- 47:[Pol<30.3635597] yes=95,no=96,missing=95,gain=13.7808609,cover=9558
- 95:leaf=-0.00110799388,cover=0
- 96:leaf=-0.00511280773,cover=0
- 48:[Area5<0.64784193] yes=97,no=98,missing=98,gain=22.1396751,cover=81322
- 97:leaf=0.00194474054,cover=0
- 98:leaf=-0.00011933488,cover=0
- 24:[PialArea5<0.946096778] yes=49,no=50,missing=49,gain=37.6807327,cover=96914
- 49:[Ecc<9.0678978] yes=99,no=100,missing=100,gain=12.1652908,cover=81285
- 99:leaf=0.00407290319,cover=0
- 100:leaf=-0.00185834419,cover=0
- 50:[Area5<0.744179189] yes=101,no=102,missing=101,gain=10.2357006,cover=15629
- 101:leaf=0.00205872837,cover=0
- 102:leaf=-0.000510009064,cover=0
- 12:[Area5<0.987501919] yes=25,no=26,missing=25,gain=25.0050697,cover=18334
- 25:[Ecc<28.2834949] yes=51,no=52,missing=51,gain=20.6655731,cover=18111
- 51:[PialCurv5<-0.0948967114] yes=103,no=104,missing=104,gain=12.332489,cover=12268
- 103:leaf=-0.00154008844,cover=0
- 104:leaf=-0.0052150297,cover=0
- 52:[Sulc0<0.849368811] yes=105,no=106,missing=105,gain=6.61684132,cover=5843
- 105:leaf=-0.00152539578,cover=0
- 106:leaf=0.0027078148,cover=0
- 26:[Pol<93.3357697] yes=53,no=54,missing=53,gain=3.70458221,cover=223
- 53:[Pol<65.8802414] yes=107,no=108,missing=107,gain=2.42562866,cover=164
- 107:leaf=0.00783862919,cover=0
- 108:leaf=0.0214186143,cover=0
- 54:[Pol<105.462654] yes=109,no=110,missing=109,gain=0.554471254,cover=59
- 109:leaf=0.00542476634,cover=0
- 110:leaf=-0.00594418263,cover=0
- 6:[Ecc<8.23836613] yes=13,no=14,missing=13,gain=15.1317959,cover=16835
- 13:[MidArea5<1.02408183] yes=27,no=28,missing=28,gain=6.92636299,cover=37
- 27:[Ecc<8.01039791] yes=55,no=56,missing=55,gain=0.00915271044,cover=15
- 55:leaf=0.00725431601,cover=0
- 56:leaf=0.00363106583,cover=0
- 28:[Area5<0.743131101] yes=57,no=58,missing=58,gain=0.275909424,cover=22
- 57:leaf=0.0282826964,cover=0
- 58:leaf=0.0544716418,cover=0
- 14:[Sulc0<-0.338601172] yes=29,no=30,missing=29,gain=7.34490013,cover=16798
- 29:[PialArea5<0.849116743] yes=59,no=60,missing=59,gain=2.264395,cover=11956
- 59:[Curv5<-0.215837389] yes=111,no=112,missing=111,gain=1.70021582,cover=2557
- 111:leaf=-0.00175068283,cover=0
- 112:leaf=0.000966485764,cover=0
- 60:[Area5<0.669105887] yes=113,no=114,missing=113,gain=2.89849567,cover=9399
- 113:leaf=0.00184865051,cover=0
- 114:leaf=7.93994914e-05,cover=0
- 30:[MidArea5<0.816721499] yes=61,no=62,missing=61,gain=5.84514427,cover=4842
- 61:[Ecc<17.0169544] yes=115,no=116,missing=115,gain=9.14064217,cover=2977
- 115:leaf=-0.00261360384,cover=0
- 116:leaf=0.00530875754,cover=0
- 62:[Sulc0<0.0931760818] yes=117,no=118,missing=117,gain=4.79600573,cover=1865
- 117:leaf=0.00182899216,cover=0
- 118:leaf=-0.00465713674,cover=0
-booster[136]:
-0:[Curv5<-0.331971258] yes=1,no=2,missing=2,gain=66.7195892,cover=5124388
- 1:[PialArea5<0.683221579] yes=3,no=4,missing=4,gain=100.849174,cover=60049
- 3:[PialArea5<0.567627013] yes=7,no=8,missing=8,gain=11.9203386,cover=18608
- 7:[PialCurv5<-0.138158455] yes=15,no=16,missing=16,gain=8.92800331,cover=6640
- 15:[LGI5<2.43374896] yes=31,no=32,missing=31,gain=2.97587109,cover=5522
- 31:[Ecc<1.15906882] yes=63,no=64,missing=63,gain=2.5902257,cover=682
- 63:leaf=-0.0135348663,cover=0
- 64:leaf=-0.00413999846,cover=0
- 32:[LGI5<2.47959709] yes=65,no=66,missing=66,gain=5.06167746,cover=4840
- 65:leaf=0.00670146337,cover=0
- 66:leaf=-0.00208284962,cover=0
- 16:[PialCurv5<-0.0379593484] yes=33,no=34,missing=33,gain=3.41435051,cover=1118
- 33:[Pol<32.323391] yes=67,no=68,missing=67,gain=3.39908409,cover=928
- 67:leaf=-0.0168579333,cover=0
- 68:leaf=-0.00726730237,cover=0
- 34:[Sulc0<-0.481185079] yes=69,no=70,missing=69,gain=4.62325144,cover=190
- 69:leaf=-0.0123625929,cover=0
- 70:leaf=0.0043026791,cover=0
- 8:[Ecc<14.694541] yes=17,no=18,missing=17,gain=7.00385618,cover=11968
- 17:[PialCurv5<-0.210138425] yes=35,no=36,missing=35,gain=7.21382904,cover=7981
- 35:[Pol<140.372742] yes=71,no=72,missing=71,gain=5.43787432,cover=2382
- 71:leaf=0.00375982793,cover=0
- 72:leaf=-0.00295770704,cover=0
- 36:[PialCurv5<-0.0737633556] yes=73,no=74,missing=74,gain=5.39119625,cover=5599
- 73:leaf=-0.000217881054,cover=0
- 74:leaf=-0.00845964905,cover=0
- 18:[LGI5<3.31338549] yes=37,no=38,missing=37,gain=2.50197744,cover=3987
- 37:[Sulc0<-0.609302223] yes=75,no=76,missing=75,gain=1.39981461,cover=2903
- 75:leaf=-0.00407066336,cover=0
- 76:leaf=-0.00186442339,cover=0
- 38:[Pol<139.671173] yes=77,no=78,missing=77,gain=1.99988461,cover=1084
- 77:leaf=0.00198864355,cover=0
- 78:leaf=-0.00230757287,cover=0
- 4:[Curv5<-0.39144522] yes=9,no=10,missing=9,gain=31.1453857,cover=41441
- 9:[Sulc0<-0.210027173] yes=19,no=20,missing=20,gain=12.095665,cover=9433
- 19:[MidArea5<0.656586885] yes=39,no=40,missing=39,gain=8.52997589,cover=8905
- 39:[PialCurv5<-0.210138425] yes=79,no=80,missing=80,gain=3.32172489,cover=3211
- 79:leaf=0.00576123456,cover=0
- 80:leaf=0.00213855505,cover=0
- 40:[PialCurv5<-0.058241725] yes=81,no=82,missing=81,gain=8.13538361,cover=5694
- 81:leaf=0.0065509351,cover=0
- 82:leaf=-0.0107396571,cover=0
- 20:[Ecc<4.07113361] yes=41,no=42,missing=41,gain=7.71363449,cover=528
- 41:[Pol<24.282547] yes=83,no=84,missing=84,gain=1.01848793,cover=24
- 83:leaf=0.00918292534,cover=0
- 84:leaf=0.0439782366,cover=0
- 42:[Pol<146.864227] yes=85,no=86,missing=85,gain=3.26139641,cover=504
- 85:leaf=0.0135419844,cover=0
- 86:leaf=0.00326079666,cover=0
- 10:[Sulc0<-0.79536891] yes=21,no=22,missing=21,gain=18.7125092,cover=32008
- 21:[PialArea5<0.764178395] yes=43,no=44,missing=43,gain=6.89064693,cover=16679
- 43:[MidArea5<0.524661958] yes=87,no=88,missing=88,gain=1.27529061,cover=3572
- 87:leaf=0.00525847403,cover=0
- 88:leaf=-0.000905395427,cover=0
- 44:[Pol<160.153915] yes=89,no=90,missing=89,gain=5.06786156,cover=13107
- 89:leaf=0.0022128378,cover=0
- 90:leaf=-0.000240578593,cover=0
- 22:[MidArea5<0.700202465] yes=45,no=46,missing=45,gain=12.6433868,cover=15329
- 45:[Ecc<14.9070177] yes=91,no=92,missing=92,gain=6.23170853,cover=7566
- 91:leaf=0.00321639143,cover=0
- 92:leaf=0.000215623455,cover=0
- 46:[Pol<146.864227] yes=93,no=94,missing=93,gain=5.98078918,cover=7763
- 93:leaf=0.00587221934,cover=0
- 94:leaf=0.00274605374,cover=0
- 2:[Area5<0.420677572] yes=5,no=6,missing=6,gain=74.0425186,cover=5064339
- 5:[Curv5<0.0168606453] yes=11,no=12,missing=12,gain=15.8619003,cover=54091
- 11:[PialCurv5<-0.117370568] yes=23,no=24,missing=23,gain=16.2499008,cover=53285
- 23:[Ecc<1.62447274] yes=47,no=48,missing=47,gain=13.0436115,cover=33228
- 47:[PialArea5<0.829066753] yes=95,no=96,missing=95,gain=10.5926466,cover=11661
- 95:leaf=-0.000885176472,cover=0
- 96:leaf=0.00264050555,cover=0
- 48:[Area5<0.380439579] yes=97,no=98,missing=97,gain=6.70407486,cover=21567
- 97:leaf=0.00319821504,cover=0
- 98:leaf=0.00136822124,cover=0
- 24:[Ecc<27.7987404] yes=49,no=50,missing=49,gain=10.4617081,cover=20057
- 49:[PialCurv5<0.160740122] yes=99,no=100,missing=100,gain=7.43212128,cover=19808
- 99:leaf=0.00321744615,cover=0
- 100:leaf=0.0443393588,cover=0
- 50:[Curv5<-0.0902613774] yes=101,no=102,missing=101,gain=10.5737782,cover=249
- 101:leaf=0.000720734766,cover=0
- 102:leaf=-0.0206464864,cover=0
- 12:[Curv5<0.216179401] yes=25,no=26,missing=25,gain=2.57991505,cover=806
- 25:[Ecc<8.6295805] yes=51,no=52,missing=52,gain=5.09101677,cover=488
- 51:[Sulc0<-0.413983464] yes=103,no=104,missing=103,gain=3.39228821,cover=211
- 103:leaf=-0.0128787132,cover=0
- 104:leaf=0.00201092102,cover=0
- 52:[LGI5<3.78836131] yes=105,no=106,missing=106,gain=1.44150639,cover=277
- 105:leaf=-0.010486315,cover=0
- 106:leaf=-0.0223091859,cover=0
- 26:[LGI5<3.40779543] yes=53,no=54,missing=53,gain=10.6243477,cover=318
- 53:[Pol<106.604004] yes=107,no=108,missing=107,gain=3.27562737,cover=287
- 107:leaf=-0.00122489338,cover=0
- 108:leaf=-0.013047995,cover=0
- 54:[Pol<87.3220139] yes=109,no=110,missing=109,gain=2.75774384,cover=31
- 109:leaf=0.0103305187,cover=0
- 110:leaf=0.0405729376,cover=0
- 6:[Curv5<-0.0598238073] yes=13,no=14,missing=13,gain=77.4046936,cover=5010248
- 13:[PialArea5<0.777740717] yes=27,no=28,missing=27,gain=227.238495,cover=2489540
- 27:[Area5<0.57817024] yes=55,no=56,missing=56,gain=111.603271,cover=394226
- 55:[Curv5<-0.115945198] yes=111,no=112,missing=111,gain=46.5198212,cover=194657
- 111:leaf=-0.000851419463,cover=0
- 112:leaf=0.000973701011,cover=0
- 56:[Ecc<7.34691238] yes=113,no=114,missing=113,gain=42.7479248,cover=199569
- 113:leaf=-0.00296270824,cover=0
- 114:leaf=-0.00148107531,cover=0
- 28:[Area5<0.659308732] yes=57,no=58,missing=57,gain=149.84256,cover=2095314
- 57:[Sulc0<-0.788856506] yes=115,no=116,missing=115,gain=188.08606,cover=945528
- 115:leaf=-0.00035271942,cover=0
- 116:leaf=0.00108287844,cover=0
- 58:[PialArea5<1.05969977] yes=117,no=118,missing=117,gain=120.852394,cover=1149786
- 117:leaf=-0.000830665638,cover=0
- 118:leaf=0.00019678066,cover=0
- 14:[PialCurv5<-0.0330938511] yes=29,no=30,missing=29,gain=687.586975,cover=2520708
- 29:[PialArea5<0.761482477] yes=59,no=60,missing=60,gain=111.703979,cover=114874
- 59:[MidArea5<0.606966078] yes=119,no=120,missing=120,gain=34.3121338,cover=46714
- 119:leaf=0.00014388506,cover=0
- 120:leaf=0.0030462062,cover=0
- 60:[PialCurv5<-0.0595124774] yes=121,no=122,missing=121,gain=180.404053,cover=68160
- 121:leaf=0.0105090234,cover=0
- 122:leaf=0.00402090931,cover=0
- 30:[Curv5<-0.0296960976] yes=61,no=62,missing=61,gain=97.4110336,cover=2405834
- 61:[Area5<0.681571782] yes=123,no=124,missing=123,gain=98.4855957,cover=187279
- 123:leaf=0.00031503418,cover=0
- 124:leaf=-0.00201517041,cover=0
- 62:[PialCurv5<0.00236006663] yes=125,no=126,missing=125,gain=379.726746,cover=2218555
- 125:leaf=0.00272607687,cover=0
- 126:leaf=-3.4289882e-05,cover=0
-booster[137]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=2,gain=66.7764816,cover=5124388
- 1:[PialCurv5<0.362132162] yes=3,no=4,missing=4,gain=35.713913,cover=60049
- 3:[Area5<0.603367925] yes=7,no=8,missing=7,gain=25.0284576,cover=34134
- 7:[Area5<0.476400614] yes=15,no=16,missing=16,gain=7.92558289,cover=8338
- 15:[LGI5<3.45167398] yes=31,no=32,missing=31,gain=2.50668955,cover=504
- 31:[Pol<103.851685] yes=63,no=64,missing=63,gain=2.86982536,cover=494
- 63:leaf=-0.00883121882,cover=0
- 64:leaf=-0.000699893222,cover=0
- 32:leaf=0.0180060528,cover=0
- 16:[Sulc0<0.392869562] yes=33,no=34,missing=33,gain=9.8748436,cover=7834
- 33:[PialArea5<0.245474651] yes=65,no=66,missing=65,gain=5.51610279,cover=1447
- 65:leaf=0.00941227283,cover=0
- 66:leaf=0.00256837858,cover=0
- 34:[PialCurv5<0.157381535] yes=67,no=68,missing=67,gain=5.35792398,cover=6387
- 67:leaf=0.00398193579,cover=0
- 68:leaf=-0.000574995938,cover=0
- 8:[Sulc0<0.474820405] yes=17,no=18,missing=17,gain=18.9727478,cover=25796
- 17:[LGI5<3.10571551] yes=35,no=36,missing=35,gain=6.72248077,cover=2210
- 35:[LGI5<2.26652193] yes=69,no=70,missing=70,gain=3.18388748,cover=2003
- 69:leaf=0.0040203114,cover=0
- 70:leaf=0.00968860369,cover=0
- 36:[Ecc<25.981123] yes=71,no=72,missing=71,gain=1.67389774,cover=207
- 71:leaf=-0.00164884701,cover=0
- 72:leaf=0.018391123,cover=0
- 18:[LGI5<2.81359315] yes=37,no=38,missing=38,gain=14.767746,cover=23586
- 37:[Sulc0<0.598320961] yes=73,no=74,missing=74,gain=4.71678543,cover=9336
- 73:leaf=0.00457196077,cover=0
- 74:leaf=0.0011646332,cover=0
- 38:[MidArea5<0.421422303] yes=75,no=76,missing=75,gain=11.608963,cover=14250
- 75:leaf=0.0116953021,cover=0
- 76:leaf=0.00387647538,cover=0
- 4:[Area5<0.663006425] yes=9,no=10,missing=9,gain=8.03088188,cover=25915
- 9:[Sulc0<-0.0862998366] yes=19,no=20,missing=20,gain=5.18470049,cover=18233
- 19:[Pol<80.8913651] yes=39,no=40,missing=39,gain=4.35215569,cover=213
- 39:[Ecc<4.67068386] yes=77,no=78,missing=77,gain=0.0818099976,cover=35
- 77:leaf=0.0244825091,cover=0
- 78:leaf=0.0114445044,cover=0
- 40:[Area5<0.380439579] yes=79,no=80,missing=79,gain=1.89951503,cover=178
- 79:leaf=-0.0159443673,cover=0
- 80:leaf=0.00553926593,cover=0
- 20:[LGI5<2.18291569] yes=41,no=42,missing=42,gain=4.24794531,cover=18020
- 41:[PialArea5<0.245474651] yes=81,no=82,missing=82,gain=0.766976118,cover=228
- 81:leaf=0.00911485683,cover=0
- 82:leaf=0.00326452754,cover=0
- 42:[LGI5<3.37729335] yes=83,no=84,missing=83,gain=3.85477281,cover=17792
- 83:leaf=-0.000633405754,cover=0
- 84:leaf=0.00226342189,cover=0
- 10:[MidArea5<0.439916283] yes=21,no=22,missing=22,gain=5.83397293,cover=7682
- 21:[PialCurv5<0.493508637] yes=43,no=44,missing=43,gain=3.11695194,cover=237
- 43:[Sulc0<0.528918922] yes=85,no=86,missing=85,gain=1.40681458,cover=127
- 85:leaf=0.0321886614,cover=0
- 86:leaf=0.0129322102,cover=0
- 44:[LGI5<3.15084362] yes=87,no=88,missing=87,gain=3.16900516,cover=110
- 87:leaf=-0.00312621961,cover=0
- 88:leaf=0.0144375563,cover=0
- 22:[Curv5<0.266060919] yes=45,no=46,missing=46,gain=4.20373583,cover=7445
- 45:[Sulc0<0.676033437] yes=89,no=90,missing=90,gain=6.21308517,cover=7120
- 89:leaf=0.00611929828,cover=0
- 90:leaf=0.0011893973,cover=0
- 46:[Pol<82.2009888] yes=91,no=92,missing=92,gain=1.18959403,cover=325
- 91:leaf=0.00355690694,cover=0
- 92:leaf=-0.00530565577,cover=0
- 2:[Curv5<0.195079193] yes=5,no=6,missing=5,gain=81.8328781,cover=5064339
- 5:[PialArea5<0.432214499] yes=11,no=12,missing=11,gain=81.8113251,cover=4915818
- 11:[Pol<117.668175] yes=23,no=24,missing=23,gain=92.5044556,cover=407388
- 23:[Area5<0.7084831] yes=47,no=48,missing=47,gain=75.5239563,cover=360315
- 47:[Pol<87.3220139] yes=93,no=94,missing=93,gain=47.3692818,cover=230060
- 93:leaf=0.00123290427,cover=0
- 94:leaf=-0.000460580923,cover=0
- 48:[PialCurv5<0.291493237] yes=95,no=96,missing=95,gain=63.3422012,cover=130255
- 95:leaf=0.00255444157,cover=0
- 96:leaf=0.00034916951,cover=0
- 24:[Area5<0.606435955] yes=49,no=50,missing=49,gain=39.7206573,cover=47073
- 49:[Ecc<7.7481575] yes=97,no=98,missing=98,gain=8.64641571,cover=11014
- 97:leaf=0.00104980159,cover=0
- 98:leaf=-0.00212639454,cover=0
- 50:[Pol<127.133438] yes=99,no=100,missing=99,gain=16.3377533,cover=36059
- 99:leaf=0.0026222039,cover=0
- 100:leaf=0.00475315284,cover=0
- 12:[Curv5<0.0896491781] yes=25,no=26,missing=25,gain=131.473312,cover=4508430
- 25:[Sulc0<0.345196545] yes=51,no=52,missing=52,gain=174.733749,cover=3937467
- 51:[Area5<0.604913712] yes=101,no=102,missing=101,gain=100.337341,cover=3653661
- 101:leaf=0.000463835167,cover=0
- 102:leaf=-0.000132352856,cover=0
- 52:[Ecc<33.9075584] yes=103,no=104,missing=103,gain=68.6026001,cover=283806
- 103:leaf=0.00184087164,cover=0
- 104:leaf=0.000169913837,cover=0
- 26:[Area5<0.768806875] yes=53,no=54,missing=53,gain=105.592285,cover=570963
- 53:[Ecc<15.3430929] yes=105,no=106,missing=106,gain=71.6595306,cover=461303
- 105:leaf=-0.000673003495,cover=0
- 106:leaf=-0.00212413236,cover=0
- 54:[PialArea5<0.593058109] yes=107,no=108,missing=107,gain=51.7085876,cover=109660
- 107:leaf=0.00158277468,cover=0
- 108:leaf=-0.000634924509,cover=0
- 6:[PialArea5<0.385581404] yes=13,no=14,missing=14,gain=16.834198,cover=148521
- 13:[Curv5<0.245671451] yes=27,no=28,missing=28,gain=20.2729931,cover=89222
- 27:[Sulc0<0.272107065] yes=55,no=56,missing=55,gain=18.1336594,cover=68376
- 55:[Area5<0.610838115] yes=109,no=110,missing=110,gain=11.9621105,cover=9040
- 109:leaf=-0.000377765246,cover=0
- 110:leaf=0.00332492264,cover=0
- 56:[Sulc0<0.795422614] yes=111,no=112,missing=111,gain=8.38337421,cover=59336
- 111:leaf=-0.000134202215,cover=0
- 112:leaf=-0.00136926805,cover=0
- 28:[Sulc0<0.915739596] yes=57,no=58,missing=58,gain=5.13684082,cover=20846
- 57:[Curv5<0.266060919] yes=113,no=114,missing=113,gain=4.44159889,cover=17778
- 113:leaf=-0.000960182108,cover=0
- 114:leaf=-0.00254207733,cover=0
- 58:[Area5<0.683164001] yes=115,no=116,missing=115,gain=3.07331085,cover=3068
- 115:leaf=-0.00474876678,cover=0
- 116:leaf=-0.000852604222,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=10.3769302,cover=59299
- 29:[Ecc<6.87229633] yes=59,no=60,missing=60,gain=9.26284027,cover=58819
- 59:[Pol<89.1530609] yes=117,no=118,missing=117,gain=6.38459778,cover=38936
- 117:leaf=0.000484574557,cover=0
- 118:leaf=-0.0016003846,cover=0
- 60:[PialCurv5<0.160740122] yes=119,no=120,missing=120,gain=10.3583031,cover=19883
- 119:leaf=0.00115005195,cover=0
- 120:leaf=-0.00304470933,cover=0
- 30:[LGI5<2.25958419] yes=61,no=62,missing=61,gain=1.88243198,cover=480
- 61:[Sulc0<0.00591620663] yes=121,no=122,missing=121,gain=0.0275169313,cover=36
- 121:leaf=-0.00184322265,cover=0
- 122:leaf=-0.00595476246,cover=0
- 62:[LGI5<3.27544355] yes=123,no=124,missing=123,gain=1.40162373,cover=444
- 123:leaf=0.00730831875,cover=0
- 124:leaf=-0.00255919644,cover=0
-booster[138]:
-0:[PialArea5<0.981038809] yes=1,no=2,missing=2,gain=67.5005188,cover=5124388
- 1:[Curv5<-0.048490826] yes=3,no=4,missing=4,gain=103.627853,cover=3974684
- 3:[Area5<0.700531542] yes=7,no=8,missing=8,gain=240.831848,cover=1625503
- 7:[PialArea5<0.742050111] yes=15,no=16,missing=15,gain=164.954346,cover=1346118
- 15:[Area5<0.548651993] yes=31,no=32,missing=31,gain=103.051392,cover=320168
- 31:[Curv5<-0.121808149] yes=63,no=64,missing=63,gain=30.8544369,cover=151489
- 63:leaf=-0.000507113757,cover=0
- 64:leaf=0.00118313299,cover=0
- 32:[Sulc0<-0.152423486] yes=65,no=66,missing=65,gain=34.0769196,cover=168679
- 65:leaf=-0.00235602236,cover=0
- 66:leaf=-0.000775347347,cover=0
- 16:[Sulc0<-0.292069882] yes=33,no=34,missing=33,gain=164.936737,cover=1025950
- 33:[Curv5<-0.350989401] yes=67,no=68,missing=68,gain=85.8584671,cover=848594
- 67:leaf=0.00395767391,cover=0
- 68:leaf=-0.00011431201,cover=0
- 34:[Ecc<3.80337262] yes=69,no=70,missing=70,gain=103.589859,cover=177356
- 69:leaf=-0.00295777805,cover=0
- 70:leaf=0.00194393308,cover=0
- 8:[PialCurv5<-0.104067586] yes=17,no=18,missing=18,gain=112.761444,cover=279385
- 17:[Curv5<-0.138079464] yes=35,no=36,missing=35,gain=49.8758049,cover=77391
- 35:[PialCurv5<-0.175695807] yes=71,no=72,missing=71,gain=35.4475327,cover=72742
- 71:leaf=0.0033595548,cover=0
- 72:leaf=-0.000707437051,cover=0
- 36:[PialArea5<0.900697351] yes=73,no=74,missing=74,gain=14.5757675,cover=4649
- 73:leaf=0.00312748528,cover=0
- 74:leaf=0.00924048293,cover=0
- 18:[Ecc<4.53598547] yes=37,no=38,missing=37,gain=58.0326233,cover=201994
- 37:[Pol<58.6768646] yes=75,no=76,missing=76,gain=134.180939,cover=32338
- 75:leaf=0.00194175751,cover=0
- 76:leaf=-0.00592280691,cover=0
- 38:[Pol<160.869751] yes=77,no=78,missing=77,gain=50.4051514,cover=169656
- 77:leaf=-0.00226246449,cover=0
- 78:leaf=0.000336018566,cover=0
- 4:[PialCurv5<-0.019163372] yes=9,no=10,missing=9,gain=448.402405,cover=2349181
- 9:[Pol<70.3717499] yes=19,no=20,missing=19,gain=69.2648315,cover=121701
- 19:[Sulc0<0.00591620663] yes=39,no=40,missing=40,gain=58.9975891,cover=40896
- 39:[Curv5<-0.0273730159] yes=79,no=80,missing=80,gain=28.0800629,cover=29671
- 79:leaf=0.00217844313,cover=0
- 80:leaf=0.00525953714,cover=0
- 40:[Sulc0<0.68960917] yes=81,no=82,missing=81,gain=28.0915527,cover=11225
- 81:leaf=0.00819777604,cover=0
- 82:leaf=-0.0124725169,cover=0
- 20:[Area5<0.846071243] yes=41,no=42,missing=42,gain=35.1652832,cover=80805
- 41:[PialArea5<0.874648154] yes=83,no=84,missing=83,gain=32.5305786,cover=79586
- 83:leaf=0.00198178156,cover=0
- 84:leaf=0.00480937678,cover=0
- 42:[Ecc<5.91357183] yes=85,no=86,missing=85,gain=3.1512413,cover=1219
- 85:leaf=-0.00768797332,cover=0
- 86:leaf=-0.00194910483,cover=0
- 10:[PialArea5<0.588969886] yes=21,no=22,missing=21,gain=99.1695633,cover=2227480
- 21:[Area5<0.659308732] yes=43,no=44,missing=43,gain=207.250809,cover=1243613
- 43:[Curv5<0.069626309] yes=87,no=88,missing=87,gain=59.2183685,cover=412573
- 87:leaf=0.000567921612,cover=0
- 88:leaf=-0.000914170523,cover=0
- 44:[Curv5<0.10516572] yes=89,no=90,missing=89,gain=227.057404,cover=831040
- 89:leaf=0.00221877615,cover=0
- 90:leaf=0.000292783341,cover=0
- 22:[Curv5<0.0615303926] yes=45,no=46,missing=45,gain=122.535591,cover=983867
- 45:[Sulc0<0.317313671] yes=91,no=92,missing=92,gain=116.455208,cover=680134
- 91:leaf=-0.000306770497,cover=0
- 92:leaf=0.00136865058,cover=0
- 46:[Area5<0.743131101] yes=93,no=94,missing=93,gain=87.9363556,cover=303733
- 93:leaf=-0.00198095618,cover=0
- 94:leaf=-0.000273172569,cover=0
- 2:[Area5<0.782137334] yes=5,no=6,missing=5,gain=83.6268616,cover=1149704
- 5:[Sulc0<-0.217071146] yes=11,no=12,missing=12,gain=87.7902374,cover=896739
- 11:[Curv5<-0.066452302] yes=23,no=24,missing=24,gain=55.8053055,cover=812720
- 23:[Area5<0.548651993] yes=47,no=48,missing=48,gain=49.5138054,cover=777637
- 47:[PialArea5<1.20515823] yes=95,no=96,missing=95,gain=14.6470642,cover=47440
- 95:leaf=0.00168027915,cover=0
- 96:leaf=0.00492558954,cover=0
- 48:[PialArea5<1.39628088] yes=97,no=98,missing=97,gain=45.7196083,cover=730197
- 97:leaf=0.00017714758,cover=0
- 98:leaf=0.00192560069,cover=0
- 24:[PialCurv5<-0.0656740367] yes=49,no=50,missing=49,gain=150.683838,cover=35083
- 49:[Ecc<3.80337262] yes=99,no=100,missing=99,gain=32.346405,cover=2002
- 99:leaf=0.0242078174,cover=0
- 100:leaf=0.0109517742,cover=0
- 50:[PialCurv5<-0.0395349935] yes=101,no=102,missing=101,gain=42.1637764,cover=33081
- 101:leaf=0.00481298054,cover=0
- 102:leaf=0.000612248376,cover=0
- 12:[Pol<66.6374893] yes=25,no=26,missing=26,gain=59.2599945,cover=84019
- 25:[LGI5<3.25380015] yes=51,no=52,missing=51,gain=17.6847038,cover=32739
- 51:[Sulc0<0.540103436] yes=103,no=104,missing=103,gain=9.69078445,cover=26926
- 103:leaf=-6.91837195e-05,cover=0
- 104:leaf=0.033909712,cover=0
- 52:[PialCurv5<-0.0410871245] yes=105,no=106,missing=106,gain=11.3439522,cover=5813
- 105:leaf=0.00581754278,cover=0
- 106:leaf=0.00126756681,cover=0
- 26:[Pol<110.287491] yes=53,no=54,missing=53,gain=43.2598267,cover=51280
- 53:[Ecc<6.03867722] yes=107,no=108,missing=108,gain=25.6863251,cover=8440
- 107:leaf=0.00272381748,cover=0
- 108:leaf=0.00851159915,cover=0
- 54:[PialCurv5<-0.0868030339] yes=109,no=110,missing=109,gain=25.503746,cover=42840
- 109:leaf=0.0008797911,cover=0
- 110:leaf=0.00345321861,cover=0
- 6:[PialArea5<1.23851824] yes=13,no=14,missing=13,gain=36.7269058,cover=252965
- 13:[Area5<0.924216449] yes=27,no=28,missing=27,gain=23.9562645,cover=153635
- 27:[Curv5<-0.0366821773] yes=55,no=56,missing=55,gain=17.2055511,cover=145242
- 55:[PialCurv5<-0.190801308] yes=111,no=112,missing=112,gain=14.8814964,cover=122382
- 111:leaf=0.00555675942,cover=0
- 112:leaf=-0.00102483574,cover=0
- 56:[PialCurv5<-0.0280297659] yes=113,no=114,missing=113,gain=52.0838852,cover=22860
- 113:leaf=0.00884906109,cover=0
- 114:leaf=-0.000167491657,cover=0
- 28:[Ecc<12.7231894] yes=57,no=58,missing=57,gain=43.6246338,cover=8393
- 57:[Sulc0<0.176289052] yes=115,no=116,missing=115,gain=7.1280899,cover=5671
- 115:leaf=-0.00637208624,cover=0
- 116:leaf=0.00217464496,cover=0
- 58:[Pol<135.419098] yes=117,no=118,missing=117,gain=7.42599487,cover=2722
- 117:leaf=0.00370012084,cover=0
- 118:leaf=-0.00171635172,cover=0
- 14:[Pol<43.7633247] yes=29,no=30,missing=29,gain=16.186779,cover=99330
- 29:[Ecc<12.1917515] yes=59,no=60,missing=59,gain=24.3921471,cover=60080
- 59:[Ecc<3.10160303] yes=119,no=120,missing=119,gain=20.0246849,cover=45890
- 119:leaf=0.00196107873,cover=0
- 120:leaf=-0.00114016735,cover=0
- 60:[Pol<22.2436924] yes=121,no=122,missing=121,gain=7.56255531,cover=14190
- 121:leaf=0.00254805828,cover=0
- 122:leaf=0.000175082794,cover=0
- 30:[Pol<168.718765] yes=61,no=62,missing=61,gain=17.0524368,cover=39250
- 61:[Area5<0.987501919] yes=123,no=124,missing=123,gain=20.6197968,cover=29729
- 123:leaf=0.00219475338,cover=0
- 124:leaf=-0.00193132274,cover=0
- 62:[Ecc<6.47151232] yes=125,no=126,missing=126,gain=25.5309868,cover=9521
- 125:leaf=0.00763414009,cover=0
- 126:leaf=-0.00151445495,cover=0
-booster[139]:
-0:[LGI5<2.24172258] yes=1,no=2,missing=1,gain=67.1148529,cover=5124388
- 1:[Area5<0.722552657] yes=3,no=4,missing=3,gain=32.617218,cover=160410
- 3:[Ecc<6.98131132] yes=7,no=8,missing=8,gain=20.9539871,cover=140841
- 7:[Sulc0<-1.05304158] yes=15,no=16,missing=15,gain=12.9330368,cover=136994
- 15:[PialArea5<1.01305103] yes=31,no=32,missing=31,gain=6.40777254,cover=14685
- 31:[Curv5<-0.279226273] yes=63,no=64,missing=64,gain=3.1284852,cover=7855
- 63:leaf=0.000911749608,cover=0
- 64:leaf=-0.00148288661,cover=0
- 32:[Pol<48.3047981] yes=65,no=66,missing=65,gain=4.81387138,cover=6830
- 65:leaf=-7.46357255e-05,cover=0
- 66:leaf=0.00258923881,cover=0
- 16:[PialArea5<1.26501572] yes=33,no=34,missing=34,gain=19.2445755,cover=122309
- 33:[Sulc0<-0.487093836] yes=67,no=68,missing=67,gain=14.6827621,cover=120328
- 67:leaf=0.00196060608,cover=0
- 68:leaf=0.000829723023,cover=0
- 34:[Area5<0.542713821] yes=69,no=70,missing=69,gain=6.94107437,cover=1981
- 69:leaf=0.0248956531,cover=0
- 70:leaf=0.00600404385,cover=0
- 8:[Pol<102.241241] yes=17,no=18,missing=17,gain=3.26559162,cover=3847
- 17:[Area5<0.607942343] yes=35,no=36,missing=35,gain=2.35558319,cover=1056
- 35:[LGI5<2.19753051] yes=71,no=72,missing=71,gain=1.22009563,cover=237
- 71:leaf=-0.0124244811,cover=0
- 72:leaf=-0.0051700878,cover=0
- 36:[PialArea5<0.609252691] yes=73,no=74,missing=74,gain=1.59578586,cover=819
- 73:leaf=-0.00194566417,cover=0
- 74:leaf=-0.00675354851,cover=0
- 18:[MidArea5<0.894251287] yes=37,no=38,missing=37,gain=3.5292325,cover=2791
- 37:[PialCurv5<-0.190801308] yes=75,no=76,missing=76,gain=2.28604698,cover=2663
- 75:leaf=0.00935804565,cover=0
- 76:leaf=-0.00123033812,cover=0
- 38:[Ecc<7.4459548] yes=77,no=78,missing=77,gain=1.47050953,cover=128
- 77:leaf=-0.00351600163,cover=0
- 78:leaf=-0.0143263442,cover=0
- 4:[Area5<0.894858658] yes=9,no=10,missing=9,gain=11.1786118,cover=19569
- 9:[Ecc<2.07756257] yes=19,no=20,missing=19,gain=9.30355453,cover=18676
- 19:[LGI5<2.13090348] yes=39,no=40,missing=39,gain=10.1349354,cover=6034
- 39:[Curv5<-0.024997253] yes=79,no=80,missing=80,gain=5.25161839,cover=774
- 79:leaf=0.00215969095,cover=0
- 80:leaf=0.0104002012,cover=0
- 40:[MidArea5<0.874306321] yes=81,no=82,missing=81,gain=4.55582809,cover=5260
- 81:leaf=-0.000914650038,cover=0
- 82:leaf=0.00211596838,cover=0
- 20:[Sulc0<-0.27863887] yes=41,no=42,missing=41,gain=13.3161173,cover=12642
- 41:[Curv5<-0.138079464] yes=83,no=84,missing=83,gain=19.4153805,cover=5238
- 83:leaf=0.000849238306,cover=0
- 84:leaf=-0.00552844349,cover=0
- 42:[PialArea5<0.911882102] yes=85,no=86,missing=85,gain=6.21749783,cover=7404
- 85:leaf=-0.000388676621,cover=0
- 86:leaf=0.00535867782,cover=0
- 10:[LGI5<2.19753051] yes=21,no=22,missing=21,gain=6.32588482,cover=893
- 21:[Ecc<4.33753681] yes=43,no=44,missing=44,gain=1.69150257,cover=366
- 43:[Pol<160.869751] yes=87,no=88,missing=87,gain=1.45778811,cover=343
- 87:leaf=0.000979325152,cover=0
- 88:leaf=-0.00825358089,cover=0
- 44:[Sulc0<-0.319176674] yes=89,no=90,missing=89,gain=0.16642487,cover=23
- 89:leaf=-0.0156779084,cover=0
- 90:leaf=-0.00224052533,cover=0
- 22:[Ecc<0.567370772] yes=45,no=46,missing=45,gain=3.80840302,cover=527
- 45:[PialArea5<0.559226274] yes=91,no=92,missing=92,gain=0.319822907,cover=69
- 91:leaf=0.0121587366,cover=0
- 92:leaf=8.45555187e-05,cover=0
- 46:[Curv5<0.147363082] yes=93,no=94,missing=93,gain=2.42475891,cover=458
- 93:leaf=-0.0130829364,cover=0
- 94:leaf=-0.00325449067,cover=0
- 2:[Pol<6.72755051] yes=5,no=6,missing=6,gain=63.3168259,cover=4963978
- 5:[Ecc<1.41371143] yes=11,no=12,missing=12,gain=28.6419945,cover=158281
- 11:[Curv5<-0.203415334] yes=23,no=24,missing=23,gain=1.50632763,cover=6244
- 23:[Ecc<1.05247808] yes=47,no=48,missing=48,gain=1.04649353,cover=3777
- 47:[Ecc<0.669936359] yes=95,no=96,missing=96,gain=0.96684742,cover=2439
- 95:leaf=-0.00263759005,cover=0
- 96:leaf=-0.00463978341,cover=0
- 48:[LGI5<2.51969218] yes=97,no=98,missing=98,gain=0.815777302,cover=1338
- 97:leaf=-0.0011280363,cover=0
- 98:leaf=-0.00403650897,cover=0
- 24:[Sulc0<-0.592216015] yes=49,no=50,missing=49,gain=1.59873354,cover=2467
- 49:[Area5<0.77338779] yes=99,no=100,missing=99,gain=1.71546853,cover=1785
- 99:leaf=-0.000200845257,cover=0
- 100:leaf=-0.00717580318,cover=0
- 50:[Curv5<0.000893599819] yes=101,no=102,missing=101,gain=1.62806368,cover=682
- 101:leaf=-0.00481994543,cover=0
- 102:leaf=0.00081063062,cover=0
- 12:[LGI5<3.00232744] yes=25,no=26,missing=25,gain=23.3396301,cover=152037
- 25:[Curv5<-0.209697157] yes=51,no=52,missing=51,gain=17.3881912,cover=83103
- 51:[PialCurv5<-0.210138425] yes=103,no=104,missing=103,gain=6.06521893,cover=32333
- 103:leaf=0.00449580047,cover=0
- 104:leaf=0.000672568509,cover=0
- 52:[Sulc0<-0.173886195] yes=105,no=106,missing=105,gain=16.2194748,cover=50770
- 105:leaf=0.00258160196,cover=0
- 106:leaf=-0.000391300127,cover=0
- 26:[Ecc<11.6821251] yes=53,no=54,missing=53,gain=25.815506,cover=68934
- 53:[Sulc0<-0.25164336] yes=107,no=108,missing=108,gain=18.7337761,cover=19535
- 107:leaf=-0.000439182157,cover=0
- 108:leaf=-0.00483452342,cover=0
- 54:[Curv5<-0.12365336] yes=109,no=110,missing=109,gain=16.8794861,cover=49399
- 109:leaf=0.000480238348,cover=0
- 110:leaf=0.00251870533,cover=0
- 6:[Sulc0<-0.389213681] yes=13,no=14,missing=13,gain=76.9697876,cover=4805697
- 13:[Ecc<5.08081961] yes=27,no=28,missing=28,gain=142.084457,cover=1883666
- 27:[LGI5<2.51629615] yes=55,no=56,missing=55,gain=100.870232,cover=918842
- 55:[Curv5<-0.138079464] yes=111,no=112,missing=111,gain=52.1815796,cover=642726
- 111:leaf=0.000194123262,cover=0
- 112:leaf=0.00113589666,cover=0
- 56:[Ecc<3.29132295] yes=113,no=114,missing=113,gain=57.5980453,cover=276116
- 113:leaf=-0.00128322409,cover=0
- 114:leaf=0.000165363061,cover=0
- 28:[Pol<141.081833] yes=57,no=58,missing=57,gain=117.943359,cover=964824
- 57:[Curv5<-0.256378978] yes=115,no=116,missing=116,gain=146.48114,cover=521617
- 115:leaf=0.000478964066,cover=0
- 116:leaf=-0.00161340681,cover=0
- 58:[Sulc0<-0.609302223] yes=117,no=118,missing=117,gain=97.772522,cover=443207
- 117:leaf=-0.000731149456,cover=0
- 118:leaf=0.000768323662,cover=0
- 14:[Ecc<3.60812569] yes=29,no=30,missing=29,gain=184.90921,cover=2922031
- 29:[MidArea5<0.67240268] yes=59,no=60,missing=59,gain=104.95285,cover=338632
- 59:[Area5<0.705328763] yes=119,no=120,missing=119,gain=35.7285385,cover=205692
- 119:leaf=-0.000530790014,cover=0
- 120:leaf=0.00125905732,cover=0
- 60:[Pol<107.129471] yes=121,no=122,missing=122,gain=114.999573,cover=132940
- 121:leaf=-0.000690374698,cover=0
- 122:leaf=-0.00364166102,cover=0
- 30:[PialCurv5<0.0695191324] yes=61,no=62,missing=61,gain=203.748444,cover=2583399
- 61:[Ecc<21.0377083] yes=123,no=124,missing=123,gain=213.099548,cover=1244753
- 123:leaf=0.00120242441,cover=0
- 124:leaf=-0.000200491442,cover=0
- 62:[PialArea5<0.580179036] yes=125,no=126,missing=125,gain=122.545883,cover=1338646
- 125:leaf=0.000178660615,cover=0
- 126:leaf=-0.000865149254,cover=0
-booster[140]:
-0:[PialArea5<0.925796032] yes=1,no=2,missing=1,gain=64.9186859,cover=5124388
- 1:[Curv5<-0.0296960976] yes=3,no=4,missing=3,gain=115.306656,cover=3611605
- 3:[Area5<0.691945016] yes=7,no=8,missing=8,gain=224.766022,cover=1436694
- 7:[PialArea5<0.733388364] yes=15,no=16,missing=15,gain=136.955048,cover=1173680
- 15:[Area5<0.576076329] yes=31,no=32,missing=31,gain=86.1462631,cover=323048
- 31:[Curv5<-0.106344692] yes=63,no=64,missing=63,gain=37.0424652,cover=184888
- 63:leaf=-0.000700913835,cover=0
- 64:leaf=0.00092156668,cover=0
- 32:[Ecc<9.27846909] yes=65,no=66,missing=65,gain=40.155838,cover=138160
- 65:leaf=-0.00265488238,cover=0
- 66:leaf=-0.000924994412,cover=0
- 16:[Sulc0<-0.181880832] yes=33,no=34,missing=33,gain=132.634079,cover=850632
- 33:[Area5<0.584141672] yes=67,no=68,missing=67,gain=81.3741455,cover=741106
- 67:leaf=0.000526302669,cover=0
- 68:leaf=-0.000522706076,cover=0
- 34:[Ecc<3.22716212] yes=69,no=70,missing=69,gain=75.7468567,cover=109526
- 69:leaf=-0.00473207375,cover=0
- 70:leaf=0.00210434175,cover=0
- 8:[PialCurv5<-0.0982506946] yes=17,no=18,missing=18,gain=111.813538,cover=263014
- 17:[Curv5<-0.119937547] yes=35,no=36,missing=35,gain=39.659626,cover=64785
- 35:[PialCurv5<-0.181738108] yes=71,no=72,missing=71,gain=28.265213,cover=61042
- 71:leaf=0.003846379,cover=0
- 72:leaf=-0.000519362569,cover=0
- 36:[PialArea5<0.782997906] yes=73,no=74,missing=73,gain=10.5143661,cover=3743
- 73:leaf=0.00223734044,cover=0
- 74:leaf=0.0075495909,cover=0
- 18:[Ecc<4.87342644] yes=37,no=38,missing=37,gain=72.2315369,cover=198229
- 37:[Pol<58.6768646] yes=75,no=76,missing=76,gain=127.106262,cover=37596
- 75:leaf=0.00197347999,cover=0
- 76:leaf=-0.00564323319,cover=0
- 38:[Pol<163.830338] yes=77,no=78,missing=77,gain=50.1944275,cover=160633
- 77:leaf=-0.00215051137,cover=0
- 78:leaf=0.000831798941,cover=0
- 4:[PialCurv5<0.00236006663] yes=9,no=10,missing=9,gain=443.616394,cover=2174911
- 9:[Curv5<-0.00141534733] yes=19,no=20,missing=19,gain=74.3059692,cover=145297
- 19:[PialCurv5<-0.00955641083] yes=39,no=40,missing=39,gain=54.9300232,cover=81147
- 39:[PialArea5<0.640100121] yes=79,no=80,missing=80,gain=41.6464844,cover=53876
- 79:leaf=-0.00014252754,cover=0
- 80:leaf=0.00342163141,cover=0
- 40:[Area5<0.653711498] yes=81,no=82,missing=81,gain=19.1874123,cover=27271
- 81:leaf=0.00225431775,cover=0
- 82:leaf=-0.00077980099,cover=0
- 20:[MidArea5<0.62992847] yes=41,no=42,missing=41,gain=77.1167297,cover=64150
- 41:[Area5<0.600206077] yes=83,no=84,missing=84,gain=22.2944527,cover=23923
- 83:leaf=-0.000216121596,cover=0
- 84:leaf=0.00298124994,cover=0
- 42:[Pol<73.3354874] yes=85,no=86,missing=85,gain=37.1146851,cover=40227
- 85:leaf=0.0073800548,cover=0
- 86:leaf=0.0042518843,cover=0
- 10:[PialArea5<0.702764034] yes=21,no=22,missing=21,gain=117.386826,cover=2029614
- 21:[Area5<0.730491161] yes=43,no=44,missing=43,gain=212.053986,cover=1616927
- 43:[PialCurv5<0.0695191324] yes=87,no=88,missing=88,gain=166.11496,cover=1200677
- 87:leaf=0.00125698431,cover=0
- 88:leaf=-0.000412813621,cover=0
- 44:[Curv5<0.101325236] yes=89,no=90,missing=89,gain=94.8934784,cover=416250
- 89:leaf=0.0022046275,cover=0
- 90:leaf=0.000604221306,cover=0
- 22:[Area5<0.64983958] yes=45,no=46,missing=45,gain=73.4238892,cover=412687
- 45:[Pol<51.9018669] yes=91,no=92,missing=91,gain=52.5140686,cover=24409
- 91:leaf=-0.00438189274,cover=0
- 92:leaf=0.00274033076,cover=0
- 46:[Pol<115.563423] yes=93,no=94,missing=93,gain=60.0205841,cover=388278
- 93:leaf=-0.00046694238,cover=0
- 94:leaf=-0.00175312662,cover=0
- 2:[Area5<0.774986684] yes=5,no=6,missing=5,gain=112.338531,cover=1512783
- 5:[Sulc0<-0.130613819] yes=11,no=12,missing=11,gain=121.626556,cover=1192001
- 11:[Curv5<-0.0575901605] yes=23,no=24,missing=23,gain=69.5947495,cover=1096136
- 23:[Area5<0.659308732] yes=47,no=48,missing=48,gain=71.6645508,cover=1043264
- 47:[Sulc0<-0.856543541] yes=95,no=96,missing=95,gain=92.8563232,cover=445087
- 95:leaf=-6.56634147e-05,cover=0
- 96:leaf=0.00139982731,cover=0
- 48:[PialArea5<1.0952065] yes=97,no=98,missing=97,gain=49.6309929,cover=598177
- 97:leaf=-0.00045382962,cover=0
- 98:leaf=0.000462828757,cover=0
- 24:[PialCurv5<-0.0426128618] yes=49,no=50,missing=49,gain=143.602203,cover=52872
- 49:[PialCurv5<-0.0819871053] yes=99,no=100,missing=100,gain=37.9574432,cover=7816
- 99:leaf=0.0201871246,cover=0
- 100:leaf=0.00739213079,cover=0
- 50:[Ecc<17.2700901] yes=101,no=102,missing=102,gain=33.961235,cover=45056
- 101:leaf=0.00160802237,cover=0
- 102:leaf=-0.00251529296,cover=0
- 12:[Ecc<23.1745358] yes=25,no=26,missing=25,gain=52.3060303,cover=95865
- 25:[Pol<71.8249207] yes=51,no=52,missing=52,gain=29.6778412,cover=48320
- 51:[Ecc<13.3064203] yes=103,no=104,missing=103,gain=54.7960129,cover=14648
- 103:leaf=-0.000250532961,cover=0
- 104:leaf=0.006768269,cover=0
- 52:[Pol<108.184875] yes=105,no=106,missing=105,gain=39.7985229,cover=33672
- 105:leaf=0.00737907737,cover=0
- 106:leaf=0.00329376129,cover=0
- 26:[LGI5<3.04290652] yes=53,no=54,missing=53,gain=43.7079086,cover=47545
- 53:[Pol<45.5953903] yes=107,no=108,missing=108,gain=12.9326286,cover=15097
- 107:leaf=-0.00230633118,cover=0
- 108:leaf=0.000697374227,cover=0
- 54:[Ecc<36.5542564] yes=109,no=110,missing=109,gain=37.9902954,cover=32448
- 109:leaf=0.000193428146,cover=0
- 110:leaf=0.00363801233,cover=0
- 6:[PialArea5<1.08444798] yes=13,no=14,missing=14,gain=60.4261932,cover=320782
- 13:[Ecc<3.48115921] yes=27,no=28,missing=27,gain=22.3788834,cover=114351
- 27:[Pol<53.6550331] yes=55,no=56,missing=56,gain=20.0702705,cover=11444
- 55:[Ecc<1.31300318] yes=111,no=112,missing=111,gain=11.1263638,cover=1857
- 111:leaf=-0.00448314613,cover=0
- 112:leaf=0.00385053153,cover=0
- 56:[Curv5<-0.0296960976] yes=113,no=114,missing=113,gain=13.8679886,cover=9587
- 113:leaf=-0.00603544433,cover=0
- 114:leaf=-0.00217040884,cover=0
- 28:[Pol<27.4246235] yes=57,no=58,missing=58,gain=13.5580559,cover=102907
- 57:[Curv5<-0.0439181365] yes=115,no=116,missing=115,gain=8.7600708,cover=20549
- 115:leaf=-0.000593317673,cover=0
- 116:leaf=0.00189655798,cover=0
- 58:[Pol<168.023468] yes=117,no=118,missing=117,gain=11.5771637,cover=82358
- 117:leaf=-0.001661674,cover=0
- 118:leaf=0.000453088287,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=19.1616898,cover=206431
- 29:[MidArea5<1.21578133] yes=59,no=60,missing=60,gain=18.4248486,cover=195507
- 59:[Sulc0<-0.451341361] yes=119,no=120,missing=119,gain=21.6586304,cover=185692
- 119:leaf=-0.00036118165,cover=0
- 120:leaf=0.00079718075,cover=0
- 60:[LGI5<2.66052985] yes=121,no=122,missing=121,gain=8.64416885,cover=9815
- 121:leaf=0.00382073945,cover=0
- 122:leaf=0.000845983915,cover=0
- 30:[Ecc<8.11897564] yes=61,no=62,missing=61,gain=22.0232563,cover=10924
- 61:[PialCurv5<-0.0487009101] yes=123,no=124,missing=123,gain=9.73239136,cover=6309
- 123:leaf=-0.002557314,cover=0
- 124:leaf=-0.00671926653,cover=0
- 62:[PialCurv5<-0.135003537] yes=125,no=126,missing=125,gain=6.56362104,cover=4615
- 125:leaf=-0.00453860266,cover=0
- 126:leaf=0.00128577719,cover=0
-booster[141]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=1,gain=65.7188721,cover=5124388
- 1:[PialCurv5<0.382664889] yes=3,no=4,missing=3,gain=54.2451782,cover=140394
- 3:[Area5<0.609410942] yes=7,no=8,missing=8,gain=37.9957199,cover=96377
- 7:[Sulc0<0.281104684] yes=15,no=16,missing=15,gain=10.6775723,cover=21133
- 15:[PialCurv5<-0.0542625114] yes=31,no=32,missing=31,gain=10.2574654,cover=4030
- 31:[Pol<104.929901] yes=63,no=64,missing=63,gain=1.22177029,cover=287
- 63:leaf=-0.0101364944,cover=0
- 64:leaf=-0.00358455884,cover=0
- 32:[Pol<86.0952454] yes=65,no=66,missing=65,gain=10.3005409,cover=3743
- 65:leaf=0.0115589732,cover=0
- 66:leaf=0.00212335191,cover=0
- 16:[PialArea5<0.245474651] yes=33,no=34,missing=34,gain=5.63706732,cover=17103
- 33:[LGI5<3.42912889] yes=67,no=68,missing=67,gain=4.51410866,cover=3167
- 67:leaf=0.00063727604,cover=0
- 68:leaf=0.00694489712,cover=0
- 34:[Pol<106.604004] yes=69,no=70,missing=69,gain=5.71864843,cover=13936
- 69:leaf=-0.00164203474,cover=0
- 70:leaf=0.000727308332,cover=0
- 8:[Sulc0<0.41245693] yes=17,no=18,missing=17,gain=38.6865997,cover=75244
- 17:[Sulc0<0.110320561] yes=35,no=36,missing=35,gain=6.04092407,cover=5793
- 35:[Ecc<0.836319208] yes=71,no=72,missing=72,gain=9.69800949,cover=1709
- 71:leaf=0.00424652919,cover=0
- 72:leaf=0.011898458,cover=0
- 36:[Ecc<3.29132295] yes=73,no=74,missing=74,gain=5.45386887,cover=4084
- 73:leaf=0.00204750639,cover=0
- 74:leaf=0.00624926155,cover=0
- 18:[Curv5<0.14511615] yes=37,no=38,missing=37,gain=25.5114365,cover=69451
- 37:[Pol<79.5617371] yes=75,no=76,missing=75,gain=5.29573059,cover=16042
- 75:leaf=0.00679251319,cover=0
- 76:leaf=0.0034571134,cover=0
- 38:[PialArea5<0.267248243] yes=77,no=78,missing=78,gain=26.2047272,cover=53409
- 77:leaf=0.00334136561,cover=0
- 78:leaf=0.000803442148,cover=0
- 4:[Sulc0<-0.0862998366] yes=9,no=10,missing=9,gain=7.48149776,cover=44017
- 9:[LGI5<2.47631311] yes=19,no=20,missing=20,gain=6.9116292,cover=378
- 19:[Ecc<0.618862808] yes=39,no=40,missing=39,gain=1.83050942,cover=249
- 39:[Area5<0.564792395] yes=79,no=80,missing=79,gain=0.715325236,cover=134
- 79:leaf=0.0106340935,cover=0
- 80:leaf=0.00297742174,cover=0
- 40:[Pol<104.929901] yes=81,no=82,missing=81,gain=0.886083603,cover=115
- 81:leaf=0.00231403834,cover=0
- 82:leaf=-0.0065215053,cover=0
- 20:[Curv5<0.195079193] yes=41,no=42,missing=42,gain=2.26160908,cover=129
- 41:[PialArea5<0.292306483] yes=83,no=84,missing=83,gain=0.193078309,cover=26
- 83:leaf=-0.000514489075,cover=0
- 84:leaf=0.00821355544,cover=0
- 42:[Ecc<9.88196182] yes=85,no=86,missing=85,gain=2.37093353,cover=103
- 85:leaf=0.0214883089,cover=0
- 86:leaf=-0.00617353059,cover=0
- 10:[Area5<0.671631575] yes=21,no=22,missing=21,gain=7.14437294,cover=43639
- 21:[PialArea5<0.245474651] yes=43,no=44,missing=43,gain=7.25304127,cover=28614
- 43:[LGI5<2.8416636] yes=87,no=88,missing=87,gain=4.28616524,cover=7433
- 87:leaf=-0.000453109213,cover=0
- 88:leaf=0.0020242238,cover=0
- 44:[Sulc0<0.869075775] yes=89,no=90,missing=89,gain=13.3651857,cover=21181
- 89:leaf=-0.000413616566,cover=0
- 90:leaf=-0.00304731796,cover=0
- 22:[MidArea5<0.451744556] yes=45,no=46,missing=46,gain=5.12808752,cover=15025
- 45:[Pol<96.2546158] yes=91,no=92,missing=92,gain=1.51716518,cover=322
- 91:leaf=0.00422704127,cover=0
- 92:leaf=0.0114950323,cover=0
- 46:[Area5<0.894858658] yes=93,no=94,missing=93,gain=4.53083467,cover=14703
- 93:leaf=0.000313917553,cover=0
- 94:leaf=0.0241284445,cover=0
- 2:[PialCurv5<0.260145098] yes=5,no=6,missing=5,gain=82.254303,cover=4983994
- 5:[PialArea5<0.454431564] yes=11,no=12,missing=11,gain=88.1380844,cover=4596936
- 11:[Area5<0.694293797] yes=23,no=24,missing=23,gain=114.096481,cover=281010
- 23:[Area5<0.629274011] yes=47,no=48,missing=48,gain=45.8827629,cover=187225
- 47:[Sulc0<0.0850813463] yes=95,no=96,missing=96,gain=22.6663246,cover=70078
- 95:leaf=0.000386721658,cover=0
- 96:leaf=-0.00147698785,cover=0
- 48:[Pol<119.777687] yes=97,no=98,missing=98,gain=39.6395531,cover=117147
- 97:leaf=0.000458797964,cover=0
- 98:leaf=0.00312028755,cover=0
- 24:[Pol<116.615585] yes=49,no=50,missing=50,gain=39.3190918,cover=93785
- 49:[Curv5<0.00546095846] yes=99,no=100,missing=99,gain=26.8930969,cover=83283
- 99:leaf=-0.0134470901,cover=0
- 100:leaf=0.0020476419,cover=0
- 50:[PialCurv5<0.0720715299] yes=101,no=102,missing=101,gain=6.59674835,cover=10502
- 101:leaf=0.00905710366,cover=0
- 102:leaf=0.00482924795,cover=0
- 12:[Curv5<0.0857537538] yes=25,no=26,missing=25,gain=91.8974228,cover=4315926
- 25:[Sulc0<0.101211272] yes=51,no=52,missing=52,gain=154.959991,cover=3883823
- 51:[PialArea5<0.849116743] yes=103,no=104,missing=103,gain=108.771538,cover=3274089
- 103:leaf=-0.000395830313,cover=0
- 104:leaf=0.000194201697,cover=0
- 52:[Ecc<23.9349174] yes=105,no=106,missing=105,gain=88.9943542,cover=609734
- 105:leaf=0.00132367748,cover=0
- 106:leaf=9.06657078e-05,cover=0
- 26:[Area5<0.687926829] yes=53,no=54,missing=53,gain=96.3705139,cover=432103
- 53:[Pol<130.822815] yes=107,no=108,missing=108,gain=26.7845612,cover=129447
- 107:leaf=-0.00216596085,cover=0
- 108:leaf=-0.000351013063,cover=0
- 54:[PialArea5<0.593058109] yes=109,no=110,missing=109,gain=83.1997604,cover=302656
- 109:leaf=0.000474756205,cover=0
- 110:leaf=-0.0012285636,cover=0
- 6:[Area5<0.770300686] yes=13,no=14,missing=13,gain=41.1346207,cover=387058
- 13:[Ecc<5.53207445] yes=27,no=28,missing=27,gain=34.8023529,cover=329869
- 27:[Curv5<0.22365725] yes=55,no=56,missing=56,gain=20.3062897,cover=95372
- 55:[LGI5<3.03694534] yes=111,no=112,missing=112,gain=7.46160984,cover=74205
- 111:leaf=0.000265976589,cover=0
- 112:leaf=0.00794146955,cover=0
- 56:[Ecc<3.41847086] yes=113,no=114,missing=113,gain=4.71969032,cover=21167
- 113:leaf=-0.00207760208,cover=0
- 114:leaf=-0.000558831671,cover=0
- 28:[Area5<0.641697526] yes=57,no=58,missing=57,gain=24.0503998,cover=234497
- 57:[Curv5<0.131767005] yes=115,no=116,missing=115,gain=7.17989349,cover=29627
- 115:leaf=-0.00441275304,cover=0
- 116:leaf=-0.00222884398,cover=0
- 58:[PialArea5<0.413606972] yes=117,no=118,missing=117,gain=21.4817734,cover=204870
- 117:leaf=-0.000556913903,cover=0
- 118:leaf=-0.00158393255,cover=0
- 14:[PialArea5<0.422649235] yes=29,no=30,missing=29,gain=17.4174767,cover=57189
- 29:[Area5<0.894858658] yes=59,no=60,missing=59,gain=7.55960083,cover=22714
- 59:[PialCurv5<0.353309482] yes=119,no=120,missing=119,gain=6.83790016,cover=21970
- 119:leaf=0.00224980898,cover=0
- 120:leaf=0.000473959226,cover=0
- 60:[Area5<0.987501919] yes=121,no=122,missing=121,gain=1.04738808,cover=744
- 121:leaf=0.00576570025,cover=0
- 122:leaf=0.0109783197,cover=0
- 30:[Area5<0.877147377] yes=61,no=62,missing=61,gain=9.15015316,cover=34475
- 61:[Curv5<0.183586344] yes=123,no=124,missing=123,gain=7.92861557,cover=29776
- 123:leaf=-0.000195803572,cover=0
- 124:leaf=-0.00285600475,cover=0
- 62:[LGI5<3.13142419] yes=125,no=126,missing=125,gain=4.11909771,cover=4699
- 125:leaf=0.00309261936,cover=0
- 126:leaf=6.36588011e-05,cover=0
-booster[142]:
-0:[LGI5<2.32164335] yes=1,no=2,missing=1,gain=63.0329323,cover=5124388
- 1:[Ecc<5.59685707] yes=3,no=4,missing=3,gain=44.233757,cover=423405
- 3:[Area5<0.818724692] yes=7,no=8,missing=7,gain=25.1847153,cover=379890
- 7:[Sulc0<-1.03844893] yes=15,no=16,missing=16,gain=22.4792099,cover=371574
- 15:[PialArea5<1.04617453] yes=31,no=32,missing=32,gain=6.11419964,cover=36131
- 31:[Sulc0<-1.15707839] yes=63,no=64,missing=63,gain=4.34669542,cover=20216
- 63:leaf=-0.00198750733,cover=0
- 64:leaf=-0.000404455845,cover=0
- 32:[LGI5<2.25075769] yes=65,no=66,missing=65,gain=4.9773984,cover=15915
- 65:leaf=0.0013189296,cover=0
- 66:leaf=-0.000449992396,cover=0
- 16:[PialArea5<0.824056447] yes=33,no=34,missing=34,gain=22.2465515,cover=335443
- 33:[LGI5<2.13090348] yes=67,no=68,missing=68,gain=19.2437401,cover=194490
- 67:leaf=0.0028064216,cover=0
- 68:leaf=0.000530865975,cover=0
- 34:[Pol<69.6327286] yes=69,no=70,missing=70,gain=20.3006287,cover=140953
- 69:leaf=0.000720801589,cover=0
- 70:leaf=0.00195070438,cover=0
- 8:[PialArea5<1.10075188] yes=17,no=18,missing=17,gain=7.14302731,cover=8316
- 17:[Sulc0<0.227376223] yes=35,no=36,missing=35,gain=8.64973259,cover=5442
- 35:[Pol<102.778297] yes=71,no=72,missing=71,gain=3.7204361,cover=4802
- 71:leaf=-0.00211518491,cover=0
- 72:leaf=-0.00492565474,cover=0
- 36:[Curv5<0.0756113976] yes=73,no=74,missing=73,gain=1.40391386,cover=640
- 73:leaf=0.0136397099,cover=0
- 74:leaf=0.00198057643,cover=0
- 18:[Ecc<1.91022825] yes=37,no=38,missing=37,gain=4.73724842,cover=2874
- 37:[Area5<0.987501919] yes=75,no=76,missing=75,gain=5.12382317,cover=887
- 75:leaf=0.00621317839,cover=0
- 76:leaf=-0.0015477658,cover=0
- 38:[Sulc0<-0.93782407] yes=77,no=78,missing=77,gain=6.70329571,cover=1987
- 77:leaf=0.00399827212,cover=0
- 78:leaf=-0.00286029046,cover=0
- 4:[Sulc0<-0.357752919] yes=9,no=10,missing=9,gain=8.99124908,cover=43515
- 9:[PialCurv5<-0.0410871245] yes=19,no=20,missing=19,gain=14.499958,cover=17079
- 19:[LGI5<2.16230083] yes=39,no=40,missing=40,gain=5.68968105,cover=15403
- 39:[Curv5<-0.153417632] yes=79,no=80,missing=79,gain=5.47929096,cover=1426
- 79:leaf=-0.0025681667,cover=0
- 80:leaf=-0.00985225569,cover=0
- 40:[PialArea5<1.23851824] yes=81,no=82,missing=82,gain=5.62033319,cover=13977
- 81:leaf=-0.00122305274,cover=0
- 82:leaf=0.00324900448,cover=0
- 20:[LGI5<2.13090348] yes=41,no=42,missing=42,gain=5.94408989,cover=1676
- 41:[Pol<122.504936] yes=83,no=84,missing=83,gain=3.77506924,cover=97
- 83:leaf=0.0150194755,cover=0
- 84:leaf=-0.00456711557,cover=0
- 42:[Area5<0.671631575] yes=85,no=86,missing=85,gain=4.01774788,cover=1579
- 85:leaf=-0.00429028599,cover=0
- 86:leaf=-0.00934768282,cover=0
- 10:[Ecc<7.18838644] yes=21,no=22,missing=21,gain=7.86754417,cover=26436
- 21:[Area5<0.802302957] yes=43,no=44,missing=44,gain=4.3483429,cover=17264
- 43:[PialArea5<0.961681247] yes=87,no=88,missing=87,gain=8.0698967,cover=16717
- 87:leaf=0.000260426488,cover=0
- 88:leaf=0.0062140557,cover=0
- 44:[LGI5<2.2730217] yes=89,no=90,missing=89,gain=2.71885967,cover=547
- 89:leaf=-0.00838937331,cover=0
- 90:leaf=-0.00118939381,cover=0
- 22:[Ecc<17.0169544] yes=45,no=46,missing=46,gain=4.72933483,cover=9172
- 45:[Pol<130.198486] yes=91,no=92,missing=91,gain=7.74620485,cover=8758
- 91:leaf=-0.00171904638,cover=0
- 92:leaf=0.00335522857,cover=0
- 46:[Curv5<0.108977526] yes=93,no=94,missing=93,gain=2.32656717,cover=414
- 93:leaf=-0.00957744103,cover=0
- 94:leaf=-0.0018139981,cover=0
- 2:[Pol<16.156723] yes=5,no=6,missing=5,gain=61.8948708,cover=4700983
- 5:[Ecc<1.51801682] yes=11,no=12,missing=12,gain=74.7971344,cover=342569
- 11:[Ecc<0.45941934] yes=23,no=24,missing=23,gain=9.66436768,cover=28963
- 23:[PialCurv5<-0.0877386853] yes=47,no=48,missing=47,gain=2.44203424,cover=5371
- 47:[Curv5<-0.066452302] yes=95,no=96,missing=95,gain=2.99198794,cover=3513
- 95:leaf=-0.000736771559,cover=0
- 96:leaf=0.0242732596,cover=0
- 48:[LGI5<2.45281005] yes=97,no=98,missing=97,gain=2.98422623,cover=1858
- 97:leaf=0.00322578661,cover=0
- 98:leaf=-0.000862113026,cover=0
- 24:[Ecc<1.26157856] yes=49,no=50,missing=50,gain=4.64761353,cover=23592
- 49:[PialArea5<1.17753279] yes=99,no=100,missing=99,gain=5.09553146,cover=17149
- 99:leaf=-0.00307683717,cover=0
- 100:leaf=-0.000889415212,cover=0
- 50:[Sulc0<-1.05304158] yes=101,no=102,missing=102,gain=3.96582794,cover=6443
- 101:leaf=-0.00421245024,cover=0
- 102:leaf=-0.000589589064,cover=0
- 12:[Ecc<3.73767829] yes=25,no=26,missing=25,gain=61.1678238,cover=313606
- 25:[Curv5<-0.161761403] yes=51,no=52,missing=52,gain=62.8336182,cover=43392
- 51:[PialCurv5<-0.210138425] yes=103,no=104,missing=103,gain=10.6162815,cover=31019
- 103:leaf=0.00919876434,cover=0
- 104:leaf=0.0012961285,cover=0
- 52:[Curv5<-0.0795110464] yes=105,no=106,missing=106,gain=15.5585938,cover=12373
- 105:leaf=0.0045236377,cover=0
- 106:leaf=0.008489687,cover=0
- 26:[LGI5<3.00812316] yes=53,no=54,missing=54,gain=22.5596161,cover=270214
- 53:[Curv5<-0.0413376503] yes=107,no=108,missing=107,gain=16.6909943,cover=124963
- 107:leaf=0.000895497564,cover=0
- 108:leaf=0.002908658,cover=0
- 54:[Ecc<43.8470497] yes=109,no=110,missing=109,gain=21.7182484,cover=145251
- 109:leaf=-2.4892699e-05,cover=0
- 110:leaf=0.00216599973,cover=0
- 6:[Pol<50.9985542] yes=13,no=14,missing=13,gain=107.227135,cover=4358414
- 13:[LGI5<2.66519833] yes=27,no=28,missing=27,gain=147.386108,cover=679135
- 27:[Curv5<-0.121808149] yes=55,no=56,missing=55,gain=97.8809586,cover=209441
- 55:[MidArea5<0.824597478] yes=111,no=112,missing=111,gain=28.8352318,cover=170301
- 111:leaf=-0.000798228022,cover=0
- 112:leaf=0.00051579409,cover=0
- 56:[PialCurv5<-0.0923183635] yes=113,no=114,missing=113,gain=62.4735184,cover=39140
- 113:leaf=0.0103576351,cover=0
- 114:leaf=0.00220038253,cover=0
- 28:[PialArea5<0.696357906] yes=57,no=58,missing=57,gain=60.6455383,cover=469694
- 57:[Area5<0.65839982] yes=115,no=116,missing=116,gain=32.831543,cover=46282
- 115:leaf=-0.00119836337,cover=0
- 116:leaf=0.00158250763,cover=0
- 58:[Curv5<-0.251844287] yes=117,no=118,missing=118,gain=80.0750427,cover=423412
- 117:leaf=0.000623448286,cover=0
- 118:leaf=-0.00155827717,cover=0
- 14:[Ecc<4.20590305] yes=29,no=30,missing=29,gain=126.676796,cover=3679279
- 29:[Area5<0.626857519] yes=59,no=60,missing=59,gain=221.206161,cover=808756
- 59:[Sulc0<-0.0562447868] yes=119,no=120,missing=119,gain=59.3010101,cover=362986
- 119:leaf=0.000627285393,cover=0
- 120:leaf=-0.00149183883,cover=0
- 60:[PialArea5<0.546516836] yes=121,no=122,missing=121,gain=197.46582,cover=445770
- 121:leaf=0.000678818382,cover=0
- 122:leaf=-0.00182394276,cover=0
- 30:[Pol<91.5616074] yes=61,no=62,missing=62,gain=183.747986,cover=2870523
- 61:[PialCurv5<0.0695191324] yes=123,no=124,missing=123,gain=284.239594,cover=803966
- 123:leaf=0.00180625299,cover=0
- 124:leaf=-7.44382123e-05,cover=0
- 62:[Sulc0<-0.690729618] yes=125,no=126,missing=125,gain=113.058693,cover=2066557
- 125:leaf=-0.00109917158,cover=0
- 126:leaf=8.51166333e-05,cover=0
-booster[143]:
-0:[PialArea5<0.360595763] yes=1,no=2,missing=2,gain=61.4084816,cover=5124388
- 1:[Curv5<0.153449878] yes=3,no=4,missing=3,gain=82.2980881,cover=283012
- 3:[Pol<110.811417] yes=7,no=8,missing=8,gain=25.1013336,cover=81297
- 7:[Area5<0.638344944] yes=15,no=16,missing=15,gain=24.0990982,cover=69177
- 15:[PialCurv5<-0.0542625114] yes=31,no=32,missing=31,gain=11.6765032,cover=16257
- 31:[Area5<0.593548477] yes=63,no=64,missing=63,gain=6.01426792,cover=589
- 63:leaf=-0.00941889454,cover=0
- 64:leaf=0.00306255417,cover=0
- 32:[Sulc0<0.184694022] yes=65,no=66,missing=65,gain=15.1406326,cover=15668
- 65:leaf=0.00549593335,cover=0
- 66:leaf=-0.000154692621,cover=0
- 16:[Pol<87.9431763] yes=33,no=34,missing=33,gain=21.8506317,cover=52920
- 33:[PialCurv5<0.224192142] yes=67,no=68,missing=68,gain=13.7044907,cover=12992
- 67:leaf=0.00579499127,cover=0
- 68:leaf=0.00253585889,cover=0
- 34:[Ecc<1.79549146] yes=69,no=70,missing=70,gain=11.2468758,cover=39928
- 69:leaf=0.0210175607,cover=0
- 70:leaf=0.00163615483,cover=0
- 8:[Curv5<0.0168606453] yes=17,no=18,missing=18,gain=14.1686707,cover=12120
- 17:[Curv5<-0.156904668] yes=35,no=36,missing=35,gain=2.13205862,cover=536
- 35:[PialCurv5<0.0987490341] yes=71,no=72,missing=71,gain=4.14290237,cover=298
- 71:leaf=-0.00216315058,cover=0
- 72:leaf=0.026696289,cover=0
- 36:[Curv5<-0.0203319378] yes=73,no=74,missing=73,gain=2.2049737,cover=238
- 73:leaf=-0.0123761473,cover=0
- 74:leaf=-0.00272407802,cover=0
- 18:[Ecc<0.836319208] yes=37,no=38,missing=38,gain=5.34210205,cover=11584
- 37:[Area5<0.714924753] yes=75,no=76,missing=75,gain=5.13820648,cover=1996
- 75:leaf=0.00186039077,cover=0
- 76:leaf=0.0204271674,cover=0
- 38:[Ecc<14.694541] yes=77,no=78,missing=77,gain=8.47794342,cover=9588
- 77:leaf=0.00702112122,cover=0
- 78:leaf=0.00393122341,cover=0
- 4:[Pol<120.317558] yes=9,no=10,missing=9,gain=34.8912354,cover=201715
- 9:[PialArea5<0.245474651] yes=19,no=20,missing=19,gain=33.8496399,cover=190408
- 19:[PialCurv5<0.141046807] yes=39,no=40,missing=39,gain=11.5102959,cover=17472
- 39:[Sulc0<0.423605621] yes=79,no=80,missing=79,gain=5.81257439,cover=656
- 79:leaf=0.0196994357,cover=0
- 80:leaf=0.00662894035,cover=0
- 40:[Area5<0.669105887] yes=81,no=82,missing=82,gain=12.2611465,cover=16816
- 81:leaf=0.00119325938,cover=0
- 82:leaf=0.00447501009,cover=0
- 20:[Area5<0.714924753] yes=41,no=42,missing=41,gain=29.2800083,cover=172936
- 41:[Sulc0<0.703387856] yes=83,no=84,missing=83,gain=27.5620689,cover=140611
- 83:leaf=0.000249652949,cover=0
- 84:leaf=-0.00115072471,cover=0
- 42:[PialCurv5<0.382664889] yes=85,no=86,missing=85,gain=10.834341,cover=32325
- 85:leaf=0.00192702096,cover=0
- 86:leaf=4.56092494e-05,cover=0
- 10:[Area5<0.635019779] yes=21,no=22,missing=21,gain=16.8165474,cover=11307
- 21:[Area5<0.462054074] yes=43,no=44,missing=43,gain=8.18876648,cover=6091
- 43:[Pol<146.122681] yes=87,no=88,missing=87,gain=0.662611961,cover=104
- 87:leaf=-0.0143363718,cover=0
- 88:leaf=-0.00277263904,cover=0
- 44:[Ecc<0.999059319] yes=89,no=90,missing=89,gain=4.22745085,cover=5987
- 89:leaf=-0.000550698955,cover=0
- 90:leaf=0.00229126913,cover=0
- 22:[PialArea5<0.317611694] yes=45,no=46,missing=45,gain=3.75412369,cover=5216
- 45:[PialCurv5<0.382664889] yes=91,no=92,missing=91,gain=3.40734482,cover=1899
- 91:leaf=0.00816639606,cover=0
- 92:leaf=0.0035431874,cover=0
- 46:[Sulc0<0.29007864] yes=93,no=94,missing=94,gain=3.8986702,cover=3317
- 93:leaf=0.00642613927,cover=0
- 94:leaf=0.00277851243,cover=0
- 2:[Curv5<0.122410901] yes=5,no=6,missing=6,gain=94.1949463,cover=4841376
- 5:[Sulc0<-0.047846999] yes=11,no=12,missing=11,gain=95.1999664,cover=4291078
- 11:[PialArea5<0.824056447] yes=23,no=24,missing=23,gain=102.767479,cover=3045383
- 23:[Pol<172.695618] yes=47,no=48,missing=47,gain=120.418091,cover=1005653
- 47:[Ecc<1.91022825] yes=95,no=96,missing=95,gain=114.908478,cover=927769
- 95:leaf=0.000299734063,cover=0
- 96:leaf=-0.000970679277,cover=0
- 48:[Area5<0.683164001] yes=97,no=98,missing=97,gain=65.9782562,cover=77884
- 97:leaf=0.000506622891,cover=0
- 98:leaf=0.00376230222,cover=0
- 24:[Area5<0.703760326] yes=49,no=50,missing=49,gain=156.617401,cover=2039730
- 49:[Curv5<-0.0860676765] yes=99,no=100,missing=99,gain=185.134613,cover=1210498
- 99:leaf=0.000296030514,cover=0
- 100:leaf=0.00240015052,cover=0
- 50:[PialArea5<0.991309822] yes=101,no=102,missing=101,gain=116.567177,cover=829232
- 101:leaf=-0.0012479102,cover=0
- 102:leaf=1.70091662e-05,cover=0
- 12:[Ecc<3.16401935] yes=25,no=26,missing=25,gain=125.756187,cover=1245695
- 25:[Pol<108.715256] yes=51,no=52,missing=52,gain=33.0052032,cover=46883
- 51:[Area5<0.706906915] yes=103,no=104,missing=103,gain=25.3092365,cover=25777
- 103:leaf=-0.00243597059,cover=0
- 104:leaf=0.000697675569,cover=0
- 52:[PialArea5<0.702764034] yes=105,no=106,missing=106,gain=22.0109024,cover=21106
- 105:leaf=-0.00230969652,cover=0
- 106:leaf=-0.00564751821,cover=0
- 26:[Ecc<21.0377083] yes=53,no=54,missing=54,gain=125.933533,cover=1198812
- 53:[PialCurv5<0.0377402082] yes=107,no=108,missing=107,gain=151.570221,cover=747570
- 107:leaf=0.00201482093,cover=0
- 108:leaf=0.000472152606,cover=0
- 54:[Pol<167.338547] yes=109,no=110,missing=109,gain=54.335556,cover=451242
- 109:leaf=-0.000201799077,cover=0
- 110:leaf=0.00320614805,cover=0
- 6:[Area5<0.833255887] yes=13,no=14,missing=13,gain=66.136116,cover=550298
- 13:[Ecc<13.3064203] yes=27,no=28,missing=28,gain=60.5855789,cover=528083
- 27:[Pol<62.0115929] yes=55,no=56,missing=55,gain=43.1690407,cover=376915
- 55:[Ecc<1.31300318] yes=111,no=112,missing=112,gain=20.4517212,cover=4731
- 111:leaf=-0.00167747831,cover=0
- 112:leaf=0.00614822237,cover=0
- 56:[Area5<0.642765105] yes=113,no=114,missing=113,gain=40.0300064,cover=372184
- 113:leaf=-0.00149345282,cover=0
- 114:leaf=-0.00019039464,cover=0
- 28:[Pol<127.133438] yes=57,no=58,missing=57,gain=45.6860809,cover=151168
- 57:[PialArea5<0.463276565] yes=115,no=116,missing=116,gain=43.0135803,cover=134059
- 115:leaf=-0.00128660689,cover=0
- 116:leaf=-0.0032286935,cover=0
- 58:[PialArea5<0.485325813] yes=117,no=118,missing=118,gain=29.2600517,cover=17109
- 117:leaf=0.00287375855,cover=0
- 118:leaf=-0.00126299588,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=12.7715683,cover=22215
- 29:[PialArea5<0.567627013] yes=59,no=60,missing=59,gain=20.3664188,cover=18656
- 59:[PialCurv5<0.280504435] yes=119,no=120,missing=119,gain=11.1113358,cover=13978
- 119:leaf=0.0041796281,cover=0
- 120:leaf=0.00131382013,cover=0
- 60:[LGI5<3.12489319] yes=121,no=122,missing=121,gain=3.26523232,cover=4678
- 121:leaf=-0.000518686313,cover=0
- 122:leaf=-0.00349650346,cover=0
- 30:[Sulc0<0.345196545] yes=61,no=62,missing=61,gain=11.0870209,cover=3559
- 61:[Curv5<0.169394374] yes=123,no=124,missing=123,gain=2.17184138,cover=1413
- 123:leaf=-0.000198437352,cover=0
- 124:leaf=0.00382216694,cover=0
- 62:[PialCurv5<0.275165707] yes=125,no=126,missing=125,gain=5.66744614,cover=2146
- 125:leaf=0.00905144121,cover=0
- 126:leaf=0.00373372063,cover=0
-booster[144]:
-0:[Curv5<-0.319950402] yes=1,no=2,missing=2,gain=60.7456741,cover=5124388
- 1:[PialArea5<0.693130434] yes=3,no=4,missing=3,gain=77.4029846,cover=80065
- 3:[PialArea5<0.567627013] yes=7,no=8,missing=7,gain=10.8032007,cover=22578
- 7:[PialCurv5<-0.137075767] yes=15,no=16,missing=16,gain=7.02979469,cover=7035
- 15:[Pol<141.801834] yes=31,no=32,missing=31,gain=2.65541077,cover=5825
- 31:[Pol<84.7687759] yes=63,no=64,missing=64,gain=3.93770552,cover=4907
- 63:leaf=-0.00255454239,cover=0
- 64:leaf=0.000414027512,cover=0
- 32:[LGI5<2.99594808] yes=65,no=66,missing=65,gain=2.13266182,cover=918
- 65:leaf=-0.00655456353,cover=0
- 66:leaf=-0.00168942381,cover=0
- 16:[PialCurv5<-0.0379593484] yes=33,no=34,missing=33,gain=3.54914284,cover=1210
- 33:[Pol<33.3267784] yes=67,no=68,missing=67,gain=3.37692833,cover=1009
- 67:leaf=-0.0156197501,cover=0
- 68:leaf=-0.00634684367,cover=0
- 34:[Ecc<5.97554874] yes=69,no=70,missing=70,gain=4.51540995,cover=201
- 69:leaf=-0.0136818308,cover=0
- 70:leaf=0.00399708189,cover=0
- 8:[Curv5<-0.39144522] yes=17,no=18,missing=17,gain=8.3603735,cover=15543
- 17:[PialCurv5<-0.151339546] yes=35,no=36,missing=36,gain=7.54579067,cover=6009
- 35:[Ecc<5.33884621] yes=71,no=72,missing=71,gain=6.13674068,cover=4950
- 71:leaf=0.00551429531,cover=0
- 72:leaf=0.0010752934,cover=0
- 36:[PialCurv5<-0.0800075978] yes=73,no=74,missing=74,gain=2.06608796,cover=1059
- 73:leaf=-0.00158619357,cover=0
- 74:leaf=-0.00706964498,cover=0
- 18:[MidArea5<0.498434067] yes=37,no=38,missing=37,gain=4.68851995,cover=9534
- 37:[PialCurv5<-0.161598593] yes=75,no=76,missing=76,gain=1.47986007,cover=524
- 75:leaf=0.00133269024,cover=0
- 76:leaf=0.00686208904,cover=0
- 38:[Sulc0<-0.493071198] yes=77,no=78,missing=77,gain=4.5622673,cover=9010
- 77:leaf=-0.0022966275,cover=0
- 78:leaf=0.00011504467,cover=0
- 4:[Sulc0<-0.661663771] yes=9,no=10,missing=9,gain=38.5029907,cover=57487
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=20,gain=18.3262291,cover=39112
- 19:[Ecc<1.15906882] yes=39,no=40,missing=39,gain=3.72668457,cover=4989
- 39:[LGI5<2.31684756] yes=79,no=80,missing=80,gain=2.46881127,cover=310
- 79:leaf=0.00418275967,cover=0
- 80:leaf=-0.00481164968,cover=0
- 40:[LGI5<2.60638428] yes=81,no=82,missing=81,gain=4.14034271,cover=4679
- 81:leaf=0.00666861841,cover=0
- 82:leaf=0.00356406346,cover=0
- 20:[MidArea5<0.713920057] yes=41,no=42,missing=41,gain=9.84948063,cover=34123
- 41:[PialCurv5<-0.159167215] yes=83,no=84,missing=83,gain=4.49309015,cover=17726
- 83:leaf=-0.000284301204,cover=0
- 84:leaf=0.00141918904,cover=0
- 42:[Ecc<1.21076584] yes=85,no=86,missing=85,gain=4.73470497,cover=16397
- 85:leaf=-0.00115161436,cover=0
- 86:leaf=0.00219621882,cover=0
- 10:[Ecc<14.694541] yes=21,no=22,missing=21,gain=15.5318146,cover=18375
- 21:[Sulc0<-0.395407349] yes=43,no=44,missing=44,gain=11.8740997,cover=11270
- 43:[MidArea5<0.69566375] yes=87,no=88,missing=87,gain=5.69726181,cover=8012
- 87:leaf=0.00297178142,cover=0
- 88:leaf=0.00564463809,cover=0
- 44:[Curv5<-0.39144522] yes=89,no=90,missing=89,gain=5.31674957,cover=3258
- 89:leaf=0.0111904843,cover=0
- 90:leaf=0.00669632107,cover=0
- 22:[PialArea5<0.785624862] yes=45,no=46,missing=45,gain=5.43089485,cover=7105
- 45:[Area5<0.751858592] yes=91,no=92,missing=92,gain=1.59437609,cover=2685
- 91:leaf=0.000553942169,cover=0
- 92:leaf=0.014070414,cover=0
- 46:[Sulc0<-0.188964635] yes=93,no=94,missing=93,gain=4.30149651,cover=4420
- 93:leaf=0.00291083264,cover=0
- 94:leaf=0.00754319504,cover=0
- 2:[Area5<0.420677572] yes=5,no=6,missing=6,gain=65.7493439,cover=5044323
- 5:[Curv5<-0.0530214235] yes=11,no=12,missing=12,gain=14.2606735,cover=52613
- 11:[PialCurv5<-0.117370568] yes=23,no=24,missing=23,gain=15.1245422,cover=51215
- 23:[Ecc<1.62447274] yes=47,no=48,missing=48,gain=11.8447418,cover=31782
- 47:[PialArea5<0.829066753] yes=95,no=96,missing=95,gain=9.15698624,cover=11225
- 95:leaf=-0.000865496695,cover=0
- 96:leaf=0.00247991364,cover=0
- 48:[Curv5<-0.156904668] yes=97,no=98,missing=98,gain=6.37989807,cover=20557
- 97:leaf=0.00174422713,cover=0
- 98:leaf=0.00562885636,cover=0
- 24:[Area5<0.380439579] yes=49,no=50,missing=49,gain=4.73918915,cover=19433
- 49:[PialCurv5<-0.0227819066] yes=99,no=100,missing=100,gain=3.54193115,cover=4566
- 99:leaf=0.00457934104,cover=0
- 100:leaf=-0.00786952488,cover=0
- 50:[PialArea5<0.946096778] yes=101,no=102,missing=101,gain=3.42124176,cover=14867
- 101:leaf=0.00240659248,cover=0
- 102:leaf=0.00590230804,cover=0
- 12:[Pol<40.9012032] yes=25,no=26,missing=25,gain=9.0489006,cover=1398
- 25:[LGI5<3.0310638] yes=51,no=52,missing=52,gain=4.33720684,cover=64
- 51:[Curv5<0.171955615] yes=103,no=104,missing=103,gain=0.406269759,cover=20
- 103:leaf=-0.00866559055,cover=0
- 104:leaf=0.00494786864,cover=0
- 52:[Curv5<0.0365542509] yes=105,no=106,missing=105,gain=0.649276733,cover=44
- 105:leaf=-0.0327673703,cover=0
- 106:leaf=-0.0132958656,cover=0
- 26:[MidArea5<0.603350997] yes=53,no=54,missing=54,gain=5.56351328,cover=1334
- 53:[Sulc0<0.649594426] yes=107,no=108,missing=108,gain=3.90595984,cover=1327
- 107:leaf=-0.00110842951,cover=0
- 108:leaf=-0.00762540568,cover=0
- 54:leaf=0.039268095,cover=0
- 6:[PialArea5<0.370812863] yes=13,no=14,missing=14,gain=66.528801,cover=4991710
- 13:[Curv5<0.15992938] yes=27,no=28,missing=27,gain=89.4603653,cover=321695
- 27:[Pol<110.287491] yes=55,no=56,missing=55,gain=34.9310608,cover=115909
- 55:[Pol<85.4004211] yes=109,no=110,missing=109,gain=32.4976654,cover=97399
- 109:leaf=0.00324800354,cover=0
- 110:leaf=0.000970782246,cover=0
- 56:[Curv5<0.0146088367] yes=111,no=112,missing=112,gain=8.85764313,cover=18510
- 111:leaf=-0.00398109062,cover=0
- 112:leaf=0.0039526117,cover=0
- 28:[Sulc0<0.176289052] yes=57,no=58,missing=58,gain=30.9464836,cover=205786
- 57:[Area5<0.621834755] yes=113,no=114,missing=114,gain=18.7839527,cover=12448
- 113:leaf=0.00095373916,cover=0
- 114:leaf=0.00494718691,cover=0
- 58:[PialArea5<0.267248243] yes=115,no=116,missing=115,gain=30.0543194,cover=193338
- 115:leaf=0.00131092325,cover=0
- 116:leaf=-0.000362948194,cover=0
- 14:[PialArea5<0.908809483] yes=29,no=30,missing=29,gain=82.2787476,cover=4670015
- 29:[Curv5<-0.0390223041] yes=59,no=60,missing=59,gain=118.37088,cover=3056488
- 59:[Area5<0.617766261] yes=117,no=118,missing=118,gain=151.732437,cover=1164292
- 117:leaf=-4.67797472e-05,cover=0
- 118:leaf=-0.00118924142,cover=0
- 60:[PialCurv5<0.00860458333] yes=119,no=120,missing=119,gain=360.892975,cover=1892196
- 119:leaf=0.00202073366,cover=0
- 120:leaf=-0.000196233319,cover=0
- 30:[Area5<0.759248734] yes=61,no=62,missing=61,gain=102.194077,cover=1613527
- 61:[Sulc0<-0.152423486] yes=121,no=122,missing=121,gain=153.254822,cover=1191279
- 121:leaf=0.000301956985,cover=0
- 122:leaf=0.00229299348,cover=0
- 62:[PialArea5<1.04617453] yes=123,no=124,missing=123,gain=65.7802887,cover=422248
- 123:leaf=-0.0013276533,cover=0
- 124:leaf=5.94895391e-06,cover=0
-booster[145]:
-0:[LGI5<3.56741142] yes=1,no=2,missing=1,gain=59.1913147,cover=5124388
- 1:[Sulc0<-0.987509191] yes=3,no=4,missing=4,gain=60.9017105,cover=4901425
- 3:[Pol<143.237381] yes=7,no=8,missing=7,gain=36.8894997,cover=252468
- 7:[PialArea5<1.02520955] yes=15,no=16,missing=15,gain=27.1775837,cover=177160
- 15:[Pol<57.8577347] yes=31,no=32,missing=31,gain=14.9681129,cover=82712
- 31:[Ecc<2.31110334] yes=61,no=62,missing=62,gain=15.2676964,cover=63694
- 61:leaf=-0.00223103911,cover=0
- 62:leaf=-0.000661006314,cover=0
- 32:[Ecc<4.8056078] yes=63,no=64,missing=63,gain=7.80739355,cover=19018
- 63:leaf=0.000608327973,cover=0
- 64:leaf=-0.0028689641,cover=0
- 16:[MidArea5<1.21578133] yes=33,no=34,missing=33,gain=10.8185511,cover=94448
- 33:[Pol<55.3432045] yes=65,no=66,missing=65,gain=6.69792557,cover=90582
- 65:leaf=5.86823307e-06,cover=0
- 66:leaf=0.00122888223,cover=0
- 34:[LGI5<2.69470191] yes=67,no=68,missing=67,gain=13.0756254,cover=3866
- 67:leaf=0.00475479569,cover=0
- 68:leaf=-0.00163215981,cover=0
- 8:[Sulc0<-1.15707839] yes=17,no=18,missing=17,gain=15.7914886,cover=75308
- 17:[Curv5<-0.177508175] yes=35,no=36,missing=35,gain=9.86326599,cover=13284
- 35:[Area5<0.730491161] yes=69,no=70,missing=70,gain=6.13249588,cover=12675
- 69:leaf=-0.00309662777,cover=0
- 70:leaf=0.00252791285,cover=0
- 36:[PialCurv5<-0.10074953] yes=71,no=72,missing=72,gain=4.22211075,cover=609
- 71:leaf=-0.00438635377,cover=0
- 72:leaf=-0.012864654,cover=0
- 18:[Area5<0.494833142] yes=37,no=38,missing=37,gain=11.1003113,cover=62024
- 37:[PialArea5<0.931472182] yes=73,no=74,missing=74,gain=3.29824328,cover=13568
- 73:leaf=-0.000455815432,cover=0
- 74:leaf=0.00134946848,cover=0
- 38:[Area5<0.864337862] yes=75,no=76,missing=75,gain=5.41275024,cover=48456
- 75:leaf=-0.00166963623,cover=0
- 76:leaf=0.00481530046,cover=0
- 4:[Pol<141.081833] yes=9,no=10,missing=10,gain=68.6923828,cover=4648957
- 9:[Pol<115.563423] yes=19,no=20,missing=19,gain=129.859512,cover=3613707
- 19:[Ecc<29.3556995] yes=39,no=40,missing=39,gain=151.639008,cover=2814653
- 39:[Ecc<11.6821251] yes=77,no=78,missing=77,gain=107.682693,cover=2505785
- 77:leaf=0.000119672412,cover=0
- 78:leaf=0.000889976684,cover=0
- 40:[LGI5<3.05514836] yes=79,no=80,missing=79,gain=44.2777023,cover=308868
- 79:leaf=-0.00169561268,cover=0
- 80:leaf=-0.000436668342,cover=0
- 20:[Sulc0<0.540103436] yes=41,no=42,missing=41,gain=236.175919,cover=799054
- 41:[Area5<0.587948382] yes=81,no=82,missing=82,gain=138.559357,cover=722401
- 81:leaf=0.000592149037,cover=0
- 82:leaf=-0.00116605393,cover=0
- 42:[PialCurv5<0.185672894] yes=83,no=84,missing=83,gain=57.5193481,cover=76653
- 83:leaf=0.00376069103,cover=0
- 84:leaf=0.000967239146,cover=0
- 10:[Ecc<15.7955055] yes=21,no=22,missing=21,gain=98.6159439,cover=1035250
- 21:[Sulc0<-0.655889988] yes=43,no=44,missing=43,gain=110.493088,cover=758093
- 43:[Curv5<-0.203415334] yes=85,no=86,missing=86,gain=43.9577026,cover=285570
- 85:leaf=-0.000698378659,cover=0
- 86:leaf=0.000549907738,cover=0
- 44:[PialArea5<0.793370187] yes=87,no=88,missing=87,gain=65.826355,cover=472523
- 87:leaf=0.000629581104,cover=0
- 88:leaf=0.0018105671,cover=0
- 22:[Ecc<38.0136108] yes=45,no=46,missing=45,gain=85.708931,cover=277157
- 45:[Pol<157.965515] yes=89,no=90,missing=89,gain=27.6777611,cover=230026
- 89:leaf=-0.00138142216,cover=0
- 90:leaf=-0.000267963245,cover=0
- 46:[Sulc0<0.176289052] yes=91,no=92,missing=91,gain=34.1339836,cover=47131
- 91:leaf=0.000700094504,cover=0
- 92:leaf=0.00359829073,cover=0
- 2:[Pol<168.023468] yes=5,no=6,missing=6,gain=26.5913544,cover=222963
- 5:[LGI5<3.94193578] yes=11,no=12,missing=11,gain=29.3198929,cover=202207
- 11:[Pol<87.3220139] yes=23,no=24,missing=23,gain=27.7096634,cover=184257
- 23:[Ecc<12.3665791] yes=47,no=48,missing=47,gain=49.0992203,cover=90880
- 47:[Pol<29.3809395] yes=93,no=94,missing=93,gain=13.1727791,cover=8183
- 93:leaf=-0.00102887338,cover=0
- 94:leaf=-0.00526046334,cover=0
- 48:[Area5<0.669950843] yes=95,no=96,missing=95,gain=18.4687519,cover=82697
- 95:leaf=0.00142665708,cover=0
- 96:leaf=-0.000228723744,cover=0
- 24:[PialArea5<0.971235156] yes=49,no=50,missing=49,gain=30.5651169,cover=93377
- 49:[Sulc0<0.779008448] yes=97,no=98,missing=98,gain=10.4462357,cover=81815
- 97:leaf=-0.00200596894,cover=0
- 98:leaf=-0.000681573409,cover=0
- 50:[Area5<0.765896857] yes=99,no=100,missing=99,gain=7.68066645,cover=11562
- 99:leaf=0.0020813318,cover=0
- 100:leaf=-0.000564190268,cover=0
- 12:[Sulc0<0.717745602] yes=25,no=26,missing=25,gain=23.5231323,cover=17950
- 25:[PialCurv5<-0.0410871245] yes=51,no=52,missing=51,gain=15.1595917,cover=14827
- 51:[Area5<0.719086528] yes=101,no=102,missing=101,gain=5.38088608,cover=6447
- 101:leaf=-0.000893804245,cover=0
- 102:leaf=-0.00400943961,cover=0
- 52:[Pol<149.795395] yes=103,no=104,missing=103,gain=12.3377686,cover=8380
- 103:leaf=-0.00549456989,cover=0
- 104:leaf=0.00408633053,cover=0
- 26:[MidArea5<0.84962827] yes=53,no=54,missing=53,gain=12.2875843,cover=3123
- 53:[PialCurv5<0.24610664] yes=105,no=106,missing=105,gain=6.16002178,cover=2981
- 105:leaf=0.00286257174,cover=0
- 106:leaf=-0.0016971305,cover=0
- 54:[Pol<89.7623749] yes=107,no=108,missing=107,gain=2.08555317,cover=142
- 107:leaf=0.0185149908,cover=0
- 108:leaf=0.00354797766,cover=0
- 6:[Ecc<8.17402458] yes=13,no=14,missing=13,gain=15.9990387,cover=20756
- 13:[MidArea5<1.02408183] yes=27,no=28,missing=28,gain=5.77699852,cover=34
- 27:[Ecc<8.01039791] yes=55,no=56,missing=55,gain=0.00150460005,cover=12
- 55:leaf=0.00685031805,cover=0
- 56:leaf=0.00341940415,cover=0
- 28:leaf=0.0494170897,cover=0
- 14:[PialCurv5<0.0128733069] yes=29,no=30,missing=29,gain=6.13669729,cover=20722
- 29:[MidArea5<0.712433219] yes=57,no=58,missing=58,gain=4.65226364,cover=19211
- 57:[Ecc<9.50052643] yes=109,no=110,missing=110,gain=2.40816021,cover=2789
- 109:leaf=0.0160511415,cover=0
- 110:leaf=-0.00136350689,cover=0
- 58:[Area5<0.722552657] yes=111,no=112,missing=111,gain=4.64144421,cover=16422
- 111:leaf=0.00152712583,cover=0
- 112:leaf=-0.00029719231,cover=0
- 30:[Ecc<19.170145] yes=59,no=60,missing=59,gain=22.7867241,cover=1511
- 59:[Ecc<10.147254] yes=113,no=114,missing=113,gain=3.18402767,cover=786
- 113:leaf=0.00966820121,cover=0
- 114:leaf=-0.00280823978,cover=0
- 60:[Sulc0<0.433680743] yes=115,no=116,missing=115,gain=2.46446228,cover=725
- 115:leaf=0.0112729454,cover=0
- 116:leaf=0.00118890998,cover=0
-booster[146]:
-0:[PialArea5<1.26501572] yes=1,no=2,missing=1,gain=58.0097618,cover=5124388
- 1:[Sulc0<-0.920149088] yes=3,no=4,missing=3,gain=67.6513901,cover=4921442
- 3:[Pol<141.081833] yes=7,no=8,missing=8,gain=19.7992249,cover=343673
- 7:[Pol<62.799984] yes=15,no=16,missing=15,gain=25.1812019,cover=222680
- 15:[Ecc<2.3695333] yes=31,no=32,missing=31,gain=32.3196716,cover=180499
- 31:[LGI5<2.25958419] yes=63,no=64,missing=63,gain=7.52323914,cover=67344
- 63:leaf=-0.000421758246,cover=0
- 64:leaf=-0.00177253073,cover=0
- 32:[Ecc<5.78819752] yes=65,no=66,missing=65,gain=19.3268051,cover=113155
- 65:leaf=0.000622486579,cover=0
- 66:leaf=-0.000698508054,cover=0
- 16:[Ecc<3.16401935] yes=33,no=34,missing=33,gain=28.8632717,cover=42181
- 33:[PialArea5<0.994868398] yes=67,no=68,missing=67,gain=8.35935402,cover=37043
- 67:leaf=0.000625744986,cover=0
- 68:leaf=0.00218713912,cover=0
- 34:[Area5<0.536314785] yes=69,no=70,missing=69,gain=4.64629555,cover=5138
- 69:leaf=1.28643399e-06,cover=0
- 70:leaf=-0.00361048779,cover=0
- 8:[Area5<0.551487505] yes=17,no=18,missing=18,gain=21.5048141,cover=120993
- 17:[PialArea5<0.991309822] yes=35,no=36,missing=35,gain=8.50445843,cover=50986
- 35:[Area5<0.44435063] yes=71,no=72,missing=71,gain=6.43831825,cover=41690
- 71:leaf=0.000295281934,cover=0
- 72:leaf=-0.00109516061,cover=0
- 36:[PialCurv5<-0.142826259] yes=73,no=74,missing=73,gain=4.06418943,cover=9296
- 73:leaf=-0.00101511204,cover=0
- 74:leaf=0.00151365076,cover=0
- 18:[LGI5<3.23225117] yes=37,no=38,missing=37,gain=14.9990921,cover=70007
- 37:[Sulc0<-1.19305253] yes=75,no=76,missing=75,gain=9.38987732,cover=56870
- 75:leaf=-0.00440229289,cover=0
- 76:leaf=-0.00192857778,cover=0
- 38:[PialArea5<0.747707367] yes=77,no=78,missing=77,gain=2.52536988,cover=13137
- 77:leaf=-0.00408198079,cover=0
- 78:leaf=-0.000109200155,cover=0
- 4:[Pol<173.32489] yes=9,no=10,missing=9,gain=84.2941284,cover=4577769
- 9:[Ecc<0.513775289] yes=19,no=20,missing=20,gain=81.8626404,cover=4362685
- 19:[Area5<0.639429986] yes=39,no=40,missing=39,gain=48.2941666,cover=84079
- 39:[Pol<156.492447] yes=79,no=80,missing=79,gain=11.6077147,cover=52740
- 79:leaf=0.00103531347,cover=0
- 80:leaf=-0.00072253542,cover=0
- 40:[Pol<147.599014] yes=81,no=82,missing=81,gain=24.934227,cover=31339
- 81:leaf=0.00413213018,cover=0
- 82:leaf=0.00116736803,cover=0
- 20:[Curv5<-0.287682682] yes=41,no=42,missing=41,gain=85.3144379,cover=4278606
- 41:[PialArea5<0.775119185] yes=83,no=84,missing=83,gain=96.8528824,cover=109575
- 83:leaf=-0.000321692758,cover=0
- 84:leaf=0.00267255842,cover=0
- 42:[Sulc0<-0.101085678] yes=85,no=86,missing=85,gain=88.0570984,cover=4169031
- 85:leaf=-0.000294078432,cover=0
- 86:leaf=0.000165584701,cover=0
- 10:[Ecc<1.15906882] yes=21,no=22,missing=21,gain=38.3545685,cover=215084
- 21:[Curv5<-0.0109836133] yes=43,no=44,missing=43,gain=9.00800705,cover=25085
- 43:[Ecc<0.406764686] yes=87,no=88,missing=88,gain=6.22660542,cover=14221
- 87:leaf=-4.06669533e-05,cover=0
- 88:leaf=-0.00232730736,cover=0
- 44:[PialCurv5<0.0240441076] yes=89,no=90,missing=90,gain=9.98567486,cover=10864
- 89:leaf=0.00341786607,cover=0
- 90:leaf=-0.000462150405,cover=0
- 22:[PialCurv5<-0.0923183635] yes=45,no=46,missing=45,gain=44.5193405,cover=189999
- 45:[Curv5<-0.125495523] yes=91,no=92,missing=92,gain=23.9664574,cover=79703
- 91:leaf=0.000201238596,cover=0
- 92:leaf=0.00501629896,cover=0
- 46:[LGI5<2.45932961] yes=93,no=94,missing=93,gain=25.9419403,cover=110296
- 93:leaf=0.00398612348,cover=0
- 94:leaf=0.00162998994,cover=0
- 2:[Curv5<-0.0922861248] yes=5,no=6,missing=5,gain=27.9353218,cover=202946
- 5:[Area5<0.66824472] yes=11,no=12,missing=12,gain=28.5130577,cover=189861
- 11:[MidArea5<1.1557827] yes=23,no=24,missing=23,gain=13.7165527,cover=32424
- 23:[Area5<0.562355936] yes=47,no=48,missing=47,gain=10.8390846,cover=31655
- 47:[Curv5<-0.39144522] yes=95,no=96,missing=95,gain=5.97756577,cover=2743
- 95:leaf=-0.0319107436,cover=0
- 96:leaf=0.00505140051,cover=0
- 48:[Sulc0<-0.828605771] yes=97,no=98,missing=97,gain=9.37264442,cover=28912
- 97:leaf=0.000974719122,cover=0
- 98:leaf=0.00287930085,cover=0
- 24:[LGI5<2.51969218] yes=49,no=50,missing=49,gain=2.57877541,cover=769
- 49:[Area5<0.659308732] yes=99,no=100,missing=99,gain=1.38323402,cover=534
- 99:leaf=0.0119131822,cover=0
- 100:leaf=0.00564636057,cover=0
- 50:[Sulc0<-1.15707839] yes=101,no=102,missing=102,gain=2.5198586,cover=235
- 101:leaf=-0.00687703863,cover=0
- 102:leaf=0.00664412463,cover=0
- 12:[PialArea5<1.57955706] yes=25,no=26,missing=25,gain=15.0674076,cover=157437
- 25:[Area5<0.894858658] yes=51,no=52,missing=52,gain=14.0299606,cover=140313
- 51:[Pol<56.1920547] yes=103,no=104,missing=103,gain=9.11306,cover=124910
- 103:leaf=0.000158823925,cover=0
- 104:leaf=0.0010904934,cover=0
- 52:[Ecc<11.3532677] yes=105,no=106,missing=105,gain=15.2661638,cover=15403
- 105:leaf=-0.0022460944,cover=0
- 106:leaf=0.00112184009,cover=0
- 26:[MidArea5<1.21578133] yes=53,no=54,missing=53,gain=8.53611183,cover=17124
- 53:[LGI5<3.58443618] yes=107,no=108,missing=107,gain=13.0362291,cover=5008
- 107:leaf=-0.000100333615,cover=0
- 108:leaf=0.0329586603,cover=0
- 54:[Ecc<3.94116735] yes=109,no=110,missing=110,gain=14.4185181,cover=12116
- 109:leaf=0.0045838193,cover=0
- 110:leaf=0.00108758826,cover=0
- 6:[PialCurv5<-0.0680129603] yes=13,no=14,missing=13,gain=99.3062134,cover=13085
- 13:[Curv5<-0.0773924068] yes=27,no=28,missing=27,gain=18.1987,cover=2374
- 27:[PialCurv5<-0.0819871053] yes=55,no=56,missing=55,gain=6.55688477,cover=1499
- 55:[Ecc<3.41847086] yes=111,no=112,missing=111,gain=4.12548828,cover=570
- 111:leaf=0.0199772734,cover=0
- 112:leaf=0.0104910946,cover=0
- 56:[Pol<58.6768646] yes=113,no=114,missing=113,gain=3.44008923,cover=929
- 113:leaf=0.00366065581,cover=0
- 114:leaf=0.0097913947,cover=0
- 28:[LGI5<2.77389717] yes=57,no=58,missing=57,gain=14.2080383,cover=875
- 57:[PialArea5<1.57955706] yes=115,no=116,missing=115,gain=12.749588,cover=547
- 115:leaf=0.0200835261,cover=0
- 116:leaf=0.0434046537,cover=0
- 58:[Pol<173.942612] yes=117,no=118,missing=117,gain=2.03044033,cover=328
- 117:leaf=0.00837256853,cover=0
- 118:leaf=0.0209199395,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=30,gain=10.5356655,cover=10711
- 29:[Ecc<1.15906882] yes=59,no=60,missing=60,gain=14.8814039,cover=9055
- 59:[PialCurv5<-0.0379593484] yes=119,no=120,missing=120,gain=9.52750015,cover=434
- 119:leaf=0.0175078344,cover=0
- 120:leaf=0.00263309828,cover=0
- 60:[Area5<0.732334435] yes=121,no=122,missing=121,gain=7.83320332,cover=8621
- 121:leaf=-0.00258895266,cover=0
- 122:leaf=0.00185379689,cover=0
- 30:[LGI5<2.67457628] yes=61,no=62,missing=61,gain=7.55458164,cover=1656
- 61:[LGI5<2.39007568] yes=123,no=124,missing=124,gain=4.04234314,cover=884
- 123:leaf=-0.00206824415,cover=0
- 124:leaf=-0.00886032078,cover=0
- 62:[Ecc<4.07113361] yes=125,no=126,missing=125,gain=8.53397846,cover=772
- 125:leaf=0.0411661565,cover=0
- 126:leaf=0.000309543015,cover=0
-booster[147]:
-0:[PialCurv5<-0.210138425] yes=1,no=2,missing=2,gain=57.3035545,cover=5124388
- 1:[PialArea5<0.640100121] yes=3,no=4,missing=4,gain=49.3419533,cover=20016
- 3:[Pol<141.801834] yes=7,no=8,missing=8,gain=5.98763657,cover=6562
- 7:[Sulc0<0.703387856] yes=15,no=16,missing=15,gain=5.77728891,cover=5420
- 15:[PialArea5<0.550757647] yes=31,no=32,missing=31,gain=4.36126375,cover=5402
- 31:[LGI5<2.43374896] yes=63,no=64,missing=63,gain=3.52550411,cover=2799
- 63:leaf=-0.00598228863,cover=0
- 64:leaf=-0.000736721209,cover=0
- 32:[Ecc<5.33884621] yes=65,no=66,missing=65,gain=2.75579572,cover=2603
- 65:leaf=0.00455063768,cover=0
- 66:leaf=0.00057051552,cover=0
- 16:[Pol<68.1421661] yes=33,no=34,missing=33,gain=0.198401451,cover=18
- 33:leaf=-0.0295802392,cover=0
- 34:leaf=-0.00767332548,cover=0
- 8:[Area5<0.667375207] yes=17,no=18,missing=17,gain=2.87057304,cover=1142
- 17:[LGI5<3.11839271] yes=35,no=36,missing=35,gain=1.66848183,cover=1104
- 35:[PialArea5<0.516320646] yes=67,no=68,missing=67,gain=1.43566036,cover=729
- 67:leaf=-0.00909771211,cover=0
- 68:leaf=-0.0043942458,cover=0
- 36:[LGI5<3.45167398] yes=69,no=70,missing=69,gain=1.65656638,cover=375
- 69:leaf=0.000665432599,cover=0
- 70:leaf=-0.00619723974,cover=0
- 18:[LGI5<3.28291535] yes=37,no=38,missing=37,gain=1.02367961,cover=38
- 37:[Curv5<-0.350989401] yes=71,no=72,missing=71,gain=0.275508165,cover=30
- 71:leaf=-0.00715348125,cover=0
- 72:leaf=0.0142847467,cover=0
- 38:leaf=-0.00609976472,cover=0
- 4:[Curv5<-0.275784403] yes=9,no=10,missing=9,gain=15.0368118,cover=13454
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=19,gain=15.7210083,cover=11712
- 19:[Ecc<8.6295805] yes=39,no=40,missing=39,gain=8.03115845,cover=4235
- 39:[Sulc0<-0.27863887] yes=73,no=74,missing=74,gain=6.55457687,cover=2207
- 73:leaf=0.00752337975,cover=0
- 74:leaf=0.0177638736,cover=0
- 40:[Ecc<37.2796402] yes=75,no=76,missing=75,gain=2.41398335,cover=2028
- 75:leaf=0.00345508941,cover=0
- 76:leaf=0.00995608885,cover=0
- 20:[MidArea5<0.67240268] yes=41,no=42,missing=41,gain=9.39979935,cover=7477
- 41:[Ecc<2.73602629] yes=77,no=78,missing=77,gain=4.08443642,cover=2179
- 77:leaf=0.00744658289,cover=0
- 78:leaf=-0.000949790236,cover=0
- 42:[LGI5<2.64191389] yes=79,no=80,missing=79,gain=5.26734734,cover=5298
- 79:leaf=0.00609530276,cover=0
- 80:leaf=0.00257351878,cover=0
- 10:[Curv5<-0.0881721899] yes=21,no=22,missing=21,gain=11.13937,cover=1742
- 21:[Ecc<4.67068386] yes=43,no=44,missing=43,gain=6.68843079,cover=1678
- 43:[Pol<51.9018669] yes=81,no=82,missing=82,gain=5.0442009,cover=305
- 81:leaf=0.00817129109,cover=0
- 82:leaf=0.0214230455,cover=0
- 44:[Pol<171.401581] yes=83,no=84,missing=83,gain=5.80569458,cover=1373
- 83:leaf=0.0087280497,cover=0
- 84:leaf=-0.00760704512,cover=0
- 22:[Sulc0<-0.285426885] yes=45,no=46,missing=45,gain=2.31554532,cover=64
- 45:[Ecc<1.31300318] yes=85,no=86,missing=85,gain=0.34952271,cover=46
- 85:leaf=0.000870591786,cover=0
- 86:leaf=-0.00832552463,cover=0
- 46:[Curv5<-0.0816265643] yes=87,no=88,missing=88,gain=0.0291419029,cover=18
- 87:leaf=-0.0145155387,cover=0
- 88:leaf=-0.0284629818,cover=0
- 2:[LGI5<2.30180311] yes=5,no=6,missing=6,gain=57.2299271,cover=5104372
- 5:[Ecc<3.73767829] yes=11,no=12,missing=11,gain=31.886116,cover=342483
- 11:[PialCurv5<-0.139269829] yes=23,no=24,missing=24,gain=20.9471054,cover=260648
- 23:[Curv5<-0.191348091] yes=47,no=48,missing=47,gain=7.34356403,cover=20688
- 47:[Ecc<1.26157856] yes=89,no=90,missing=89,gain=4.06413651,cover=19614
- 89:leaf=-0.0018212361,cover=0
- 90:leaf=-0.000306065427,cover=0
- 48:[Ecc<0.669936359] yes=91,no=92,missing=91,gain=7.35742426,cover=1074
- 91:leaf=0.0129952868,cover=0
- 92:leaf=0.00162870903,cover=0
- 24:[Sulc0<-0.173886195] yes=49,no=50,missing=49,gain=17.9406738,cover=239960
- 49:[PialCurv5<-0.0858580992] yes=93,no=94,missing=94,gain=18.9939041,cover=203629
- 93:leaf=0.000698129763,cover=0
- 94:leaf=0.00166918989,cover=0
- 50:[Pol<104.38549] yes=95,no=96,missing=95,gain=14.2976179,cover=36331
- 95:leaf=0.000996511313,cover=0
- 96:leaf=-0.000987772364,cover=0
- 12:[Sulc0<-0.25164336] yes=25,no=26,missing=26,gain=29.4129295,cover=81835
- 25:[Curv5<-0.139824241] yes=51,no=52,missing=51,gain=36.7962341,cover=40683
- 51:[Sulc0<-0.469276249] yes=97,no=98,missing=97,gain=8.66753864,cover=24785
- 97:leaf=-0.000295424456,cover=0
- 98:leaf=0.00264958781,cover=0
- 52:[Pol<149.795395] yes=99,no=100,missing=100,gain=20.4822845,cover=15898
- 99:leaf=-0.003868778,cover=0
- 100:leaf=0.000854277925,cover=0
- 26:[Ecc<7.18838644] yes=53,no=54,missing=53,gain=12.8785982,cover=41152
- 53:[Curv5<0.139330834] yes=101,no=102,missing=101,gain=5.63802719,cover=34929
- 101:leaf=0.00159320782,cover=0
- 102:leaf=0.000278876978,cover=0
- 54:[Pol<54.5053368] yes=103,no=104,missing=103,gain=4.98005247,cover=6223
- 103:leaf=-0.0116279321,cover=0
- 104:leaf=-0.0011692961,cover=0
- 6:[Sulc0<-0.413983464] yes=13,no=14,missing=13,gain=53.1458549,cover=4761889
- 13:[Curv5<-0.0902613774] yes=27,no=28,missing=27,gain=96.8051453,cover=1802723
- 27:[PialArea5<1.13220918] yes=55,no=56,missing=55,gain=71.6322021,cover=1576743
- 55:[Area5<0.517926872] yes=105,no=106,missing=105,gain=88.0443726,cover=1219003
- 105:leaf=0.000399443088,cover=0
- 106:leaf=-0.000744137855,cover=0
- 56:[Area5<0.559839368] yes=107,no=108,missing=107,gain=29.8275108,cover=357740
- 107:leaf=0.00306442101,cover=0
- 108:leaf=0.000175672903,cover=0
- 28:[PialCurv5<-0.0693148375] yes=57,no=58,missing=57,gain=199.292511,cover=225980
- 57:[PialArea5<1.07926941] yes=109,no=110,missing=109,gain=79.0449677,cover=21784
- 109:leaf=0.00380901783,cover=0
- 110:leaf=0.0114476439,cover=0
- 58:[Ecc<6.52965975] yes=111,no=112,missing=111,gain=65.8281326,cover=204196
- 111:leaf=0.000848242256,cover=0
- 112:leaf=-0.00109613908,cover=0
- 14:[Ecc<3.80337262] yes=29,no=30,missing=29,gain=176.659729,cover=2959166
- 29:[Curv5<-0.0109836133] yes=59,no=60,missing=59,gain=89.5966415,cover=348519
- 59:[Area5<0.626857519] yes=113,no=114,missing=113,gain=131.414581,cover=89681
- 113:leaf=8.31150246e-05,cover=0
- 114:leaf=-0.00384027185,cover=0
- 60:[Pol<76.8473129] yes=115,no=116,missing=116,gain=64.7390747,cover=258838
- 115:leaf=0.00230159587,cover=0
- 116:leaf=-0.000699942466,cover=0
- 30:[PialCurv5<0.0695191324] yes=61,no=62,missing=61,gain=172.734741,cover=2610647
- 61:[Ecc<20.7119312] yes=117,no=118,missing=117,gain=166.528732,cover=1301697
- 117:leaf=0.00105396693,cover=0
- 118:leaf=-0.000151520697,cover=0
- 62:[Area5<0.633885562] yes=119,no=120,missing=119,gain=108.824478,cover=1308950
- 119:leaf=-0.0014117976,cover=0
- 120:leaf=1.15022349e-05,cover=0
-booster[148]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=1,gain=55.626152,cover=5124388
- 1:[PialCurv5<0.371846795] yes=3,no=4,missing=3,gain=33.0125885,cover=80066
- 3:[Area5<0.600206077] yes=7,no=8,missing=8,gain=23.1768341,cover=49158
- 7:[Sulc0<0.373583466] yes=15,no=16,missing=15,gain=6.47785568,cover=10437
- 15:[PialCurv5<-0.0330938511] yes=31,no=32,missing=31,gain=7.27747059,cover=2140
- 31:[Pol<104.929901] yes=63,no=64,missing=63,gain=0.776327133,cover=180
- 63:leaf=-0.0101453289,cover=0
- 64:leaf=-0.0035162603,cover=0
- 32:[PialArea5<0.245474651] yes=65,no=66,missing=66,gain=6.14375591,cover=1960
- 65:leaf=0.00895618927,cover=0
- 66:leaf=0.00198261393,cover=0
- 16:[Area5<0.476400614] yes=33,no=34,missing=34,gain=3.70460725,cover=8297
- 33:[LGI5<3.56741142] yes=67,no=68,missing=67,gain=2.02137709,cover=371
- 67:leaf=-0.00611228263,cover=0
- 68:leaf=0.0148083512,cover=0
- 34:[Curv5<0.0716206133] yes=69,no=70,missing=70,gain=4.51595926,cover=7926
- 69:leaf=-0.0100988168,cover=0
- 70:leaf=-0.000202287207,cover=0
- 8:[Sulc0<0.433680743] yes=17,no=18,missing=17,gain=18.6719589,cover=38721
- 17:[LGI5<3.06739473] yes=35,no=36,missing=35,gain=3.88835526,cover=2963
- 35:[Ecc<0.618862808] yes=71,no=72,missing=72,gain=3.65763474,cover=2675
- 71:leaf=0.0024658523,cover=0
- 72:leaf=0.00785419066,cover=0
- 36:[Ecc<26.4278679] yes=73,no=74,missing=74,gain=1.92581499,cover=288
- 73:leaf=1.18127273e-05,cover=0
- 74:leaf=0.0178596657,cover=0
- 18:[Area5<0.733255386] yes=37,no=38,missing=37,gain=14.3173065,cover=35758
- 37:[MidArea5<0.421422303] yes=75,no=76,missing=76,gain=14.2737465,cover=33478
- 75:leaf=0.00802593026,cover=0
- 76:leaf=0.00195180683,cover=0
- 38:[MidArea5<0.48507002] yes=77,no=78,missing=77,gain=2.56588745,cover=2280
- 77:leaf=0.0127527043,cover=0
- 78:leaf=0.00579118682,cover=0
- 4:[Area5<0.663006425] yes=9,no=10,missing=9,gain=5.63500929,cover=30908
- 9:[Sulc0<-0.0862998366] yes=19,no=20,missing=19,gain=5.72530746,cover=20784
- 19:[Pol<81.5476837] yes=39,no=40,missing=39,gain=4.86471176,cover=247
- 39:[Ecc<4.67068386] yes=79,no=80,missing=79,gain=0.195839882,cover=42
- 79:leaf=0.023986049,cover=0
- 80:leaf=0.0110714035,cover=0
- 40:[Ecc<3.67199802] yes=81,no=82,missing=82,gain=2.06169653,cover=205
- 81:leaf=0.00183691212,cover=0
- 82:leaf=0.016032761,cover=0
- 20:[PialArea5<0.245474651] yes=41,no=42,missing=41,gain=3.62611866,cover=20537
- 41:[Pol<75.4512405] yes=83,no=84,missing=84,gain=4.04500437,cover=7491
- 83:leaf=0.00522913132,cover=0
- 84:leaf=9.73729548e-05,cover=0
- 42:[Sulc0<0.869075775] yes=85,no=86,missing=85,gain=7.65042591,cover=13046
- 85:leaf=-9.94628062e-05,cover=0
- 86:leaf=-0.00262412569,cover=0
- 10:[MidArea5<0.439916283] yes=21,no=22,missing=21,gain=4.6736083,cover=10124
- 21:[Ecc<26.4278679] yes=43,no=44,missing=43,gain=2.9377408,cover=220
- 43:[Curv5<0.266060919] yes=87,no=88,missing=88,gain=1.22543526,cover=108
- 87:leaf=0.0114506884,cover=0
- 88:leaf=0.0258513894,cover=0
- 44:[Curv5<0.233002663] yes=89,no=90,missing=89,gain=3.26798725,cover=112
- 89:leaf=0.0147031089,cover=0
- 90:leaf=-0.00338453683,cover=0
- 22:[Sulc0<0.624357879] yes=45,no=46,missing=45,gain=4.04820347,cover=9904
- 45:[Curv5<0.266060919] yes=91,no=92,missing=91,gain=4.0960741,cover=756
- 91:leaf=0.00579360267,cover=0
- 92:leaf=-0.00517142424,cover=0
- 46:[Ecc<12.5441074] yes=93,no=94,missing=93,gain=3.29302073,cover=9148
- 93:leaf=-0.000280274748,cover=0
- 94:leaf=0.00162659585,cover=0
- 2:[PialCurv5<0.303062648] yes=5,no=6,missing=5,gain=68.2240753,cover=5044322
- 5:[PialArea5<0.445556581] yes=11,no=12,missing=11,gain=83.6238556,cover=4768353
- 11:[Area5<0.706109285] yes=23,no=24,missing=23,gain=107.127609,cover=358709
- 23:[Pol<117.668175] yes=47,no=48,missing=48,gain=49.2728844,cover=258521
- 47:[Pol<87.3220139] yes=95,no=96,missing=95,gain=49.1692619,cover=214037
- 95:leaf=0.00126766821,cover=0
- 96:leaf=-0.000493271626,cover=0
- 48:[Area5<0.609410942] yes=97,no=98,missing=98,gain=26.9485703,cover=44484
- 97:leaf=3.73415787e-05,cover=0
- 98:leaf=0.00264297565,cover=0
- 24:[Pol<110.811417] yes=49,no=50,missing=49,gain=35.6043854,cover=100188
- 49:[Area5<0.759248734] yes=99,no=100,missing=99,gain=18.9369125,cover=83167
- 99:leaf=0.00131404831,cover=0
- 100:leaf=0.00304972916,cover=0
- 50:[PialCurv5<0.0695191324] yes=101,no=102,missing=101,gain=8.84438324,cover=17021
- 101:leaf=0.00982679334,cover=0
- 102:leaf=0.00402914314,cover=0
- 12:[Curv5<0.0915888697] yes=25,no=26,missing=25,gain=93.3439178,cover=4409644
- 25:[Sulc0<0.392869562] yes=51,no=52,missing=51,gain=133.938538,cover=3944444
- 51:[PialArea5<0.884929597] yes=103,no=104,missing=103,gain=80.3577652,cover=3708876
- 103:leaf=-0.000223366893,cover=0
- 104:leaf=0.00024226839,cover=0
- 52:[Ecc<35.8605728] yes=105,no=106,missing=105,gain=52.3295746,cover=235568
- 105:leaf=0.00171797851,cover=0
- 106:leaf=8.81799642e-05,cover=0
- 26:[Area5<0.792350233] yes=53,no=54,missing=53,gain=92.5670166,cover=465200
- 53:[Ecc<15.3430929] yes=107,no=108,missing=107,gain=60.1919556,cover=411278
- 107:leaf=-0.000577577273,cover=0
- 108:leaf=-0.00197301945,cover=0
- 54:[PialArea5<0.593058109] yes=109,no=110,missing=109,gain=32.3706245,cover=53922
- 109:leaf=0.00247115688,cover=0
- 110:leaf=2.02960709e-05,cover=0
- 6:[Area5<0.76451689] yes=13,no=14,missing=13,gain=24.0498924,cover=275969
- 13:[Sulc0<0.662694752] yes=27,no=28,missing=27,gain=22.9470062,cover=234183
- 27:[PialArea5<0.409017563] yes=55,no=56,missing=56,gain=16.1738281,cover=124884
- 55:[Curv5<0.266060919] yes=111,no=112,missing=111,gain=15.8538561,cover=61641
- 111:leaf=0.00033838558,cover=0
- 112:leaf=-0.00250864238,cover=0
- 56:[Pol<101.159882] yes=113,no=114,missing=114,gain=11.4246082,cover=63243
- 113:leaf=-0.000189698272,cover=0
- 114:leaf=-0.00157380512,cover=0
- 28:[PialCurv5<0.394910008] yes=57,no=58,missing=58,gain=11.5979385,cover=109299
- 57:[PialArea5<0.365779996] yes=115,no=116,missing=115,gain=11.4424171,cover=75310
- 115:leaf=-0.000539611618,cover=0
- 116:leaf=-0.00177327509,cover=0
- 58:[MidArea5<0.650057852] yes=117,no=118,missing=117,gain=6.33778381,cover=33989
- 117:leaf=-0.00226967479,cover=0
- 118:leaf=0.0159145165,cover=0
- 14:[PialArea5<0.39522177] yes=29,no=30,missing=29,gain=12.564414,cover=41786
- 29:[Area5<0.877147377] yes=59,no=60,missing=60,gain=5.86623096,cover=15424
- 59:[PialCurv5<0.382664889] yes=119,no=120,missing=119,gain=3.93784332,cover=14868
- 119:leaf=0.00195532455,cover=0
- 120:leaf=0.000290466298,cover=0
- 60:[Area5<0.987501919] yes=121,no=122,missing=122,gain=1.53886127,cover=556
- 121:leaf=0.00556327729,cover=0
- 122:leaf=0.0138487881,cover=0
- 30:[Curv5<0.186949074] yes=61,no=62,missing=61,gain=5.69250393,cover=26362
- 61:[Ecc<3.29132295] yes=123,no=124,missing=123,gain=5.12588406,cover=22044
- 123:leaf=0.0030344741,cover=0
- 124:leaf=-0.000176721427,cover=0
- 62:[Ecc<6.16403294] yes=125,no=126,missing=125,gain=8.83144951,cover=4318
- 125:leaf=0.000636232842,cover=0
- 126:leaf=-0.00393103762,cover=0
-booster[149]:
-0:[LGI5<3.13786864] yes=1,no=2,missing=1,gain=55.219883,cover=5124388
- 1:[Ecc<27.7987404] yes=3,no=4,missing=3,gain=80.3479462,cover=3954668
- 3:[Ecc<9.75650311] yes=7,no=8,missing=7,gain=176.363831,cover=3720652
- 7:[Pol<25.2957573] yes=15,no=16,missing=15,gain=82.417778,cover=2998423
- 15:[Ecc<1.46579576] yes=31,no=32,missing=32,gain=136.717514,cover=266662
- 31:[Curv5<-0.166574284] yes=63,no=64,missing=63,gain=17.1453133,cover=59815
- 63:leaf=-0.00180148799,cover=0
- 64:leaf=5.93806108e-05,cover=0
- 32:[Area5<0.771817088] yes=65,no=66,missing=65,gain=65.9866028,cover=206847
- 65:leaf=0.00191694743,cover=0
- 66:leaf=-0.000276690436,cover=0
- 16:[Ecc<1.79549146] yes=33,no=34,missing=33,gain=95.2886047,cover=2731761
- 33:[LGI5<2.58096433] yes=67,no=68,missing=67,gain=86.5357742,cover=531618
- 67:leaf=0.000705946411,cover=0
- 68:leaf=-0.00175799674,cover=0
- 34:[Pol<152.092255] yes=69,no=70,missing=69,gain=94.9227142,cover=2200143
- 69:leaf=-0.00036369593,cover=0
- 70:leaf=0.000522241637,cover=0
- 8:[Sulc0<-0.370474488] yes=17,no=18,missing=17,gain=194.406525,cover=722229
- 17:[Pol<6.72755051] yes=35,no=36,missing=35,gain=39.5805054,cover=208257
- 35:[PialCurv5<-0.0999256745] yes=71,no=72,missing=72,gain=6.14346504,cover=20219
- 71:leaf=0.000962213322,cover=0
- 72:leaf=0.0027326718,cover=0
- 36:[PialArea5<0.758763015] yes=73,no=74,missing=74,gain=31.4360638,cover=188038
- 73:leaf=-0.0022993444,cover=0
- 74:leaf=-0.000384143408,cover=0
- 18:[PialCurv5<0.141046807] yes=37,no=38,missing=37,gain=183.39859,cover=513972
- 37:[Pol<50.9985542] yes=75,no=76,missing=76,gain=85.5765991,cover=308838
- 75:leaf=-0.000297554769,cover=0
- 76:leaf=0.00245194579,cover=0
- 38:[Area5<0.839165807] yes=77,no=78,missing=77,gain=32.2039223,cover=205134
- 77:leaf=0.000144479272,cover=0
- 78:leaf=0.00423788186,cover=0
- 4:[Sulc0<0.40262419] yes=9,no=10,missing=9,gain=42.1097183,cover=234016
- 9:[PialCurv5<-0.0363363102] yes=19,no=20,missing=19,gain=51.3738251,cover=140143
- 19:[Curv5<-0.0598238073] yes=39,no=40,missing=40,gain=47.7839661,cover=89294
- 39:[PialCurv5<-0.0515215881] yes=79,no=80,missing=79,gain=16.2010212,cover=86691
- 79:leaf=-0.000611590338,cover=0
- 80:leaf=-0.0032310735,cover=0
- 40:[Pol<25.2957573] yes=81,no=82,missing=81,gain=21.1263847,cover=2603
- 81:leaf=0.0124176592,cover=0
- 82:leaf=0.00287256273,cover=0
- 20:[LGI5<3.0310638] yes=41,no=42,missing=42,gain=22.1835327,cover=50849
- 41:[Area5<0.680766582] yes=83,no=84,missing=83,gain=17.8180847,cover=34453
- 83:leaf=-0.00573903788,cover=0
- 84:leaf=-0.0027815213,cover=0
- 42:[Ecc<42.1016579] yes=85,no=86,missing=85,gain=11.1247158,cover=16396
- 85:leaf=-0.00178941025,cover=0
- 86:leaf=0.00131239695,cover=0
- 10:[Pol<110.811417] yes=21,no=22,missing=21,gain=94.9747925,cover=93873
- 21:[Ecc<37.2796402] yes=43,no=44,missing=43,gain=28.0056324,cover=73546
- 43:[Curv5<0.099404186] yes=87,no=88,missing=88,gain=8.58644581,cover=31744
- 87:leaf=0.00149335351,cover=0
- 88:leaf=-0.000253303151,cover=0
- 44:[Pol<31.3444195] yes=89,no=90,missing=89,gain=35.9006538,cover=41802
- 89:leaf=0.0029679162,cover=0
- 90:leaf=-0.00210948149,cover=0
- 22:[Sulc0<0.636906147] yes=45,no=46,missing=46,gain=11.2433395,cover=20327
- 45:[Pol<125.308708] yes=91,no=92,missing=92,gain=14.9177828,cover=9947
- 91:leaf=-0.000962454011,cover=0
- 92:leaf=0.0031912704,cover=0
- 46:[PialCurv5<0.193043977] yes=93,no=94,missing=93,gain=10.4063339,cover=10380
- 93:leaf=0.00573593657,cover=0
- 94:leaf=0.00256602513,cover=0
- 2:[Area5<0.645846248] yes=5,no=6,missing=5,gain=35.3741417,cover=1169720
- 5:[Curv5<0.0407969989] yes=11,no=12,missing=11,gain=62.395134,cover=253749
- 11:[Pol<45.5953903] yes=23,no=24,missing=24,gain=90.6076202,cover=205173
- 23:[PialCurv5<-0.0456207059] yes=47,no=48,missing=47,gain=30.8379421,cover=57993
- 47:[Sulc0<-0.130613819] yes=95,no=96,missing=96,gain=33.6680603,cover=51934
- 95:leaf=-0.00096308405,cover=0
- 96:leaf=0.00445993198,cover=0
- 48:[Area5<0.483568966] yes=97,no=98,missing=97,gain=8.00990295,cover=6059
- 97:leaf=-0.0200394895,cover=0
- 98:leaf=-0.00420245202,cover=0
- 24:[Pol<91.5616074] yes=49,no=50,missing=49,gain=99.656456,cover=147180
- 49:[Ecc<11.6821251] yes=99,no=100,missing=100,gain=90.7798462,cover=36320
- 99:leaf=-0.00135164929,cover=0
- 100:leaf=0.00483727967,cover=0
- 50:[PialArea5<0.808668435] yes=101,no=102,missing=101,gain=71.2764893,cover=110860
- 101:leaf=-0.000708249223,cover=0
- 102:leaf=0.00182744476,cover=0
- 12:[PialArea5<0.292306483] yes=25,no=26,missing=26,gain=19.3907623,cover=48576
- 25:[PialCurv5<0.275165707] yes=51,no=52,missing=51,gain=3.70968604,cover=8052
- 51:[Ecc<31.520586] yes=103,no=104,missing=103,gain=7.5374465,cover=3141
- 103:leaf=0.00101683463,cover=0
- 104:leaf=0.00719348062,cover=0
- 52:[Pol<104.38549] yes=105,no=106,missing=105,gain=3.91377711,cover=4911
- 105:leaf=-0.000578623614,cover=0
- 106:leaf=0.00332817785,cover=0
- 26:[Ecc<8.29616165] yes=53,no=54,missing=54,gain=9.04603958,cover=40524
- 53:[Pol<43.7633247] yes=107,no=108,missing=107,gain=2.23814702,cover=1654
- 107:leaf=-0.00223425101,cover=0
- 108:leaf=0.00265051727,cover=0
- 54:[Sulc0<1.11117697] yes=109,no=110,missing=109,gain=7.72073364,cover=38870
- 109:leaf=-0.0017529357,cover=0
- 110:leaf=-0.00438165013,cover=0
- 6:[Area5<0.894858658] yes=13,no=14,missing=13,gain=37.2428665,cover=915971
- 13:[PialArea5<0.34410578] yes=27,no=28,missing=27,gain=35.8538284,cover=898412
- 27:[Area5<0.720865786] yes=55,no=56,missing=56,gain=10.7720127,cover=38454
- 55:[Pol<109.248352] yes=111,no=112,missing=111,gain=9.43082047,cover=28991
- 111:leaf=0.000198427035,cover=0
- 112:leaf=0.00282663596,cover=0
- 56:[PialArea5<0.281252682] yes=113,no=114,missing=113,gain=4.9003334,cover=9463
- 113:leaf=0.00533602573,cover=0
- 114:leaf=0.00204275036,cover=0
- 28:[Pol<157.965515] yes=57,no=58,missing=57,gain=34.0635986,cover=859958
- 57:[LGI5<3.94193578] yes=115,no=116,missing=115,gain=39.835762,cover=740307
- 115:leaf=-0.000605910027,cover=0
- 116:leaf=-0.0035612192,cover=0
- 58:[Ecc<35.8605728] yes=117,no=118,missing=117,gain=24.180706,cover=119651
- 117:leaf=-7.60052862e-05,cover=0
- 118:leaf=0.00177379721,cover=0
- 14:[PialArea5<0.761482477] yes=29,no=30,missing=29,gain=13.8600864,cover=17559
- 29:[Ecc<19.4699688] yes=59,no=60,missing=59,gain=8.47201538,cover=5101
- 59:[Sulc0<0.762988985] yes=119,no=120,missing=119,gain=5.53663445,cover=762
- 119:leaf=0.00549030211,cover=0
- 120:leaf=-0.00367988902,cover=0
- 60:[Ecc<33.9075584] yes=121,no=122,missing=121,gain=8.19547272,cover=4339
- 121:leaf=0.00760119734,cover=0
- 122:leaf=0.00315549201,cover=0
- 30:[LGI5<3.78836131] yes=61,no=62,missing=62,gain=5.23024607,cover=12458
- 61:[PialArea5<1.4350239] yes=123,no=124,missing=123,gain=5.21305466,cover=11635
- 123:leaf=0.000101368154,cover=0
- 124:leaf=0.00258293166,cover=0
- 62:[PialCurv5<-0.0227819066] yes=125,no=126,missing=126,gain=9.54496956,cover=823
- 125:leaf=-0.000383861101,cover=0
- 126:leaf=0.0103842495,cover=0
-booster[150]:
-0:[Curv5<-0.319950402] yes=1,no=2,missing=2,gain=53.5523224,cover=5124388
- 1:[PialArea5<0.683221579] yes=3,no=4,missing=3,gain=67.3419342,cover=80065
- 3:[PialArea5<0.576038003] yes=7,no=8,missing=7,gain=8.37556553,cover=20889
- 7:[PialCurv5<-0.137075767] yes=15,no=16,missing=16,gain=6.43871498,cover=7656
- 15:[Ecc<8.55626965] yes=31,no=32,missing=31,gain=2.84677029,cover=6362
- 31:[Pol<84.7687759] yes=63,no=64,missing=63,gain=7.49069452,cover=3076
- 63:leaf=-0.00288522546,cover=0
- 64:leaf=0.00208287756,cover=0
- 32:[LGI5<3.09244633] yes=65,no=66,missing=65,gain=3.45188999,cover=3286
- 65:leaf=-0.00434157392,cover=0
- 66:leaf=-0.0010946478,cover=0
- 16:[Curv5<-0.350989401] yes=33,no=34,missing=33,gain=3.09775543,cover=1294
- 33:[Pol<32.323391] yes=67,no=68,missing=67,gain=1.97596359,cover=1047
- 67:leaf=-0.0125110494,cover=0
- 68:leaf=-0.00599994557,cover=0
- 34:[Pol<162.313202] yes=69,no=70,missing=69,gain=2.60970449,cover=247
- 69:leaf=0.000536996347,cover=0
- 70:leaf=-0.0233638454,cover=0
- 8:[Curv5<-0.39144522] yes=17,no=18,missing=17,gain=6.20037889,cover=13233
- 17:[PialCurv5<-0.153030112] yes=35,no=36,missing=35,gain=5.77393961,cover=5201
- 35:[Ecc<14.694541] yes=71,no=72,missing=72,gain=4.49930954,cover=4234
- 71:leaf=0.00290747616,cover=0
- 72:leaf=-0.000570643053,cover=0
- 36:[LGI5<2.53029394] yes=73,no=74,missing=73,gain=2.48376346,cover=967
- 73:leaf=0.00229819631,cover=0
- 74:leaf=-0.00383843831,cover=0
- 18:[MidArea5<0.498434067] yes=37,no=38,missing=37,gain=4.06376553,cover=8032
- 37:[PialCurv5<-0.161598593] yes=75,no=76,missing=75,gain=1.48852515,cover=466
- 75:leaf=0.00115087104,cover=0
- 76:leaf=0.0070226281,cover=0
- 38:[Sulc0<-0.493071198] yes=77,no=78,missing=77,gain=3.73464727,cover=7566
- 77:leaf=-0.00229156087,cover=0
- 78:leaf=7.43857381e-05,cover=0
- 4:[Sulc0<-0.540693521] yes=9,no=10,missing=9,gain=32.8753815,cover=59176
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=19,gain=18.9146156,cover=47104
- 19:[MidArea5<0.658196807] yes=39,no=40,missing=39,gain=4.80650711,cover=6643
- 39:[PialCurv5<-0.210138425] yes=79,no=80,missing=79,gain=2.84471273,cover=2439
- 79:leaf=0.0051113572,cover=0
- 80:leaf=0.00125210441,cover=0
- 40:[PialCurv5<-0.058241725] yes=81,no=82,missing=81,gain=3.43310165,cover=4204
- 81:leaf=0.00521791819,cover=0
- 82:leaf=-0.00917068496,cover=0
- 20:[MidArea5<0.700202465] yes=41,no=42,missing=41,gain=11.7853355,cover=40461
- 41:[PialCurv5<-0.164281175] yes=83,no=84,missing=84,gain=5.64045286,cover=19138
- 83:leaf=-0.000437922281,cover=0
- 84:leaf=0.00130994467,cover=0
- 42:[Sulc0<-0.79536891] yes=85,no=86,missing=85,gain=5.23167419,cover=21323
- 85:leaf=0.00142648572,cover=0
- 86:leaf=0.00308766053,cover=0
- 10:[Ecc<15.7955055] yes=21,no=22,missing=22,gain=13.1745834,cover=12072
- 21:[Sulc0<-0.265099555] yes=43,no=44,missing=44,gain=6.88175201,cover=7284
- 43:[PialCurv5<-0.0209923834] yes=87,no=88,missing=87,gain=4.20208359,cover=5730
- 87:leaf=0.00514238561,cover=0
- 88:leaf=-0.0127728749,cover=0
- 44:[Ecc<4.07113361] yes=89,no=90,missing=89,gain=6.25188446,cover=1554
- 89:leaf=0.027413426,cover=0
- 90:leaf=0.00824664906,cover=0
- 22:[PialCurv5<-0.159167215] yes=45,no=46,missing=45,gain=5.15048695,cover=4788
- 45:[Pol<68.1421661] yes=91,no=92,missing=92,gain=2.90589547,cover=2828
- 91:leaf=0.00329675036,cover=0
- 92:leaf=-6.93928669e-05,cover=0
- 46:[LGI5<3.08610082] yes=93,no=94,missing=93,gain=3.56965733,cover=1960
- 93:leaf=0.00215266435,cover=0
- 94:leaf=0.00643191254,cover=0
- 2:[Area5<0.420677572] yes=5,no=6,missing=6,gain=57.9517822,cover=5044323
- 5:[Curv5<-0.0530214235] yes=11,no=12,missing=12,gain=12.7203598,cover=52613
- 11:[PialCurv5<-0.117370568] yes=23,no=24,missing=23,gain=13.0554123,cover=51215
- 23:[Ecc<1.62447274] yes=47,no=48,missing=47,gain=10.766264,cover=31782
- 47:[PialArea5<0.793370187] yes=95,no=96,missing=95,gain=8.19127369,cover=11225
- 95:leaf=-0.00115010864,cover=0
- 96:leaf=0.00162463135,cover=0
- 48:[Area5<0.380439579] yes=97,no=98,missing=98,gain=6.12086678,cover=20557
- 97:leaf=0.00299384142,cover=0
- 98:leaf=0.00119701424,cover=0
- 24:[LGI5<2.68420529] yes=49,no=50,missing=49,gain=4.94939804,cover=19433
- 49:[Area5<0.380439579] yes=99,no=100,missing=99,gain=4.27288818,cover=16973
- 99:leaf=0.0045637181,cover=0
- 100:leaf=0.00267948629,cover=0
- 50:[Ecc<18.0513744] yes=101,no=102,missing=101,gain=4.14067173,cover=2460
- 101:leaf=-0.000396345888,cover=0
- 102:leaf=0.00450155046,cover=0
- 12:[Pol<40.9012032] yes=25,no=26,missing=25,gain=8.16170788,cover=1398
- 25:[LGI5<3.0310638] yes=51,no=52,missing=52,gain=3.87005234,cover=64
- 51:[Ecc<2.25101852] yes=103,no=104,missing=103,gain=0.37751314,cover=20
- 103:leaf=0.00262650638,cover=0
- 104:leaf=-0.011462546,cover=0
- 52:[Curv5<0.00780903921] yes=105,no=106,missing=105,gain=0.588109016,cover=44
- 105:leaf=-0.0317951702,cover=0
- 106:leaf=-0.0153487595,cover=0
- 26:[MidArea5<0.603350997] yes=53,no=54,missing=54,gain=5.06199503,cover=1334
- 53:[Ecc<15.7955055] yes=107,no=108,missing=107,gain=3.45962763,cover=1327
- 107:leaf=-0.000792187173,cover=0
- 108:leaf=-0.00640082313,cover=0
- 54:leaf=0.0374643281,cover=0
- 6:[Curv5<-0.0575901605] yes=13,no=14,missing=13,gain=59.89814,cover=4991710
- 13:[PialArea5<0.769840837] yes=27,no=28,missing=27,gain=170.716339,cover=2490976
- 27:[Area5<0.56946665] yes=55,no=56,missing=56,gain=76.9001617,cover=363688
- 55:[PialArea5<0.643814564] yes=109,no=110,missing=109,gain=32.816864,cover=165464
- 109:leaf=-0.00166623597,cover=0
- 110:leaf=1.3132061e-06,cover=0
- 56:[Pol<157.22821] yes=111,no=112,missing=111,gain=33.6044922,cover=198224
- 111:leaf=-0.00212767837,cover=0
- 112:leaf=-0.000341260078,cover=0
- 28:[Area5<0.644818127] yes=57,no=58,missing=58,gain=111.422844,cover=2127288
- 57:[Sulc0<-0.776109517] yes=113,no=114,missing=113,gain=154.551849,cover=836101
- 113:leaf=-0.000335860968,cover=0
- 114:leaf=0.00103565876,cover=0
- 58:[Pol<21.2328167] yes=115,no=116,missing=115,gain=89.6387253,cover=1291187
- 115:leaf=0.000557250285,cover=0
- 116:leaf=-0.000503008428,cover=0
- 14:[PialCurv5<-0.0314326771] yes=29,no=30,missing=29,gain=529.480713,cover=2500734
- 29:[PialArea5<0.777740717] yes=59,no=60,missing=59,gain=104.249695,cover=114360
- 59:[MidArea5<0.606966078] yes=117,no=118,missing=117,gain=35.7015152,cover=51634
- 117:leaf=-0.000202898402,cover=0
- 118:leaf=0.00267752423,cover=0
- 60:[PialCurv5<-0.058241725] yes=119,no=120,missing=119,gain=144.38739,cover=62726
- 119:leaf=0.00981948804,cover=0
- 120:leaf=0.00369868404,cover=0
- 30:[Curv5<-0.0226651002] yes=61,no=62,missing=61,gain=87.0603027,cover=2386374
- 61:[Area5<0.68633163] yes=121,no=122,missing=121,gain=94.050827,cover=222360
- 121:leaf=0.00024798364,cover=0
- 122:leaf=-0.00182901416,cover=0
- 62:[PialCurv5<0.00236006663] yes=123,no=124,missing=123,gain=312.740753,cover=2164014
- 123:leaf=0.00276857964,cover=0
- 124:leaf=-3.22886917e-05,cover=0
-booster[151]:
-0:[LGI5<2.24172258] yes=1,no=2,missing=2,gain=52.5247841,cover=5124388
- 1:[Area5<0.722552657] yes=3,no=4,missing=3,gain=27.5824127,cover=160410
- 3:[Ecc<7.29654455] yes=7,no=8,missing=7,gain=16.6652527,cover=140841
- 7:[PialArea5<1.33957577] yes=15,no=16,missing=15,gain=11.2830276,cover=138117
- 15:[Pol<74.7525482] yes=31,no=32,missing=31,gain=12.5739746,cover=135911
- 31:[Ecc<4.8056078] yes=63,no=64,missing=63,gain=6.95736599,cover=38227
- 63:leaf=0.000535282074,cover=0
- 64:leaf=-0.00333622354,cover=0
- 32:[PialCurv5<0.0447484925] yes=65,no=66,missing=65,gain=20.8815231,cover=97684
- 65:leaf=0.0019740588,cover=0
- 66:leaf=0.000393947819,cover=0
- 16:[Pol<43.7633247] yes=33,no=34,missing=33,gain=6.31687546,cover=2206
- 33:[Ecc<2.19188094] yes=67,no=68,missing=68,gain=6.86386633,cover=1215
- 67:leaf=0.0053806887,cover=0
- 68:leaf=-0.00231230701,cover=0
- 34:[Area5<0.68633163] yes=69,no=70,missing=69,gain=3.42314911,cover=991
- 69:leaf=0.0095402291,cover=0
- 70:leaf=0.00291924155,cover=0
- 8:[MidArea5<0.861292899] yes=17,no=18,missing=17,gain=3.81334972,cover=2724
- 17:[PialCurv5<-0.190801308] yes=35,no=36,missing=35,gain=2.8268857,cover=2587
- 35:[LGI5<2.23211861] yes=71,no=72,missing=71,gain=0.191904306,cover=27
- 71:leaf=0.01496905,cover=0
- 72:leaf=0.00117028062,cover=0
- 36:[Ecc<9.50052643] yes=73,no=74,missing=73,gain=3.0074935,cover=2560
- 73:leaf=-0.0030971386,cover=0
- 74:leaf=0.00206591305,cover=0
- 18:[LGI5<2.23211861] yes=37,no=38,missing=37,gain=0.554127216,cover=137
- 37:[MidArea5<0.958388984] yes=75,no=76,missing=75,gain=0.428608894,cover=131
- 75:leaf=-0.0100994753,cover=0
- 76:leaf=-0.0183455981,cover=0
- 38:[Curv5<-0.191348091] yes=77,no=78,missing=77,gain=0.0609707832,cover=6
- 77:leaf=-0.00273664203,cover=0
- 78:leaf=0.00659842649,cover=0
- 4:[LGI5<2.13090348] yes=9,no=10,missing=9,gain=10.0053616,cover=19569
- 9:[Ecc<2.3695333] yes=19,no=20,missing=19,gain=7.59308672,cover=2223
- 19:[MidArea5<0.678623557] yes=39,no=40,missing=39,gain=4.64839745,cover=1036
- 39:[Pol<35.2629585] yes=79,no=80,missing=79,gain=4.14631557,cover=185
- 79:leaf=0.0362644158,cover=0
- 80:leaf=0.0101692108,cover=0
- 40:[Ecc<0.567370772] yes=81,no=82,missing=81,gain=4.18308306,cover=851
- 81:leaf=0.0141348317,cover=0
- 82:leaf=0.00267278985,cover=0
- 20:[Pol<112.359543] yes=41,no=42,missing=41,gain=4.26225519,cover=1187
- 41:[PialArea5<0.874648154] yes=83,no=84,missing=83,gain=1.53424537,cover=849
- 83:leaf=-0.00053267472,cover=0
- 84:leaf=-0.00485391263,cover=0
- 42:[Ecc<6.76014757] yes=85,no=86,missing=85,gain=1.33583713,cover=338
- 85:leaf=0.00543056335,cover=0
- 86:leaf=-0.00454419106,cover=0
- 10:[Area5<0.894858658] yes=21,no=22,missing=22,gain=11.8398018,cover=17346
- 21:[LGI5<2.19753051] yes=43,no=44,missing=43,gain=10.2380085,cover=16610
- 43:[Sulc0<-0.123243913] yes=87,no=88,missing=87,gain=5.75486183,cover=6425
- 87:leaf=-0.00359781808,cover=0
- 88:leaf=-0.000431513618,cover=0
- 44:[PialArea5<0.908809483] yes=89,no=90,missing=90,gain=8.72381592,cover=10185
- 89:leaf=-0.00111670373,cover=0
- 90:leaf=0.0019053478,cover=0
- 22:[Ecc<0.567370772] yes=45,no=46,missing=46,gain=4.14707184,cover=736
- 45:[PialArea5<0.555011809] yes=91,no=92,missing=91,gain=0.375276953,cover=90
- 91:leaf=0.0117339334,cover=0
- 92:leaf=0.00143818627,cover=0
- 46:[Curv5<0.116796501] yes=93,no=94,missing=93,gain=2.40300369,cover=646
- 93:leaf=-0.0106368456,cover=0
- 94:leaf=-0.00363021693,cover=0
- 2:[Pol<12.2267933] yes=5,no=6,missing=6,gain=50.6974373,cover=4963978
- 5:[Ecc<1.51801682] yes=11,no=12,missing=11,gain=66.1131592,cover=277307
- 11:[Curv5<-0.156904668] yes=23,no=24,missing=23,gain=4.88949203,cover=25042
- 23:[Area5<0.720865786] yes=47,no=48,missing=47,gain=1.99306107,cover=19514
- 47:[LGI5<2.78495932] yes=95,no=96,missing=95,gain=2.22709084,cover=17980
- 95:leaf=-0.00198533526,cover=0
- 96:leaf=-0.0118024778,cover=0
- 48:[Ecc<1.31300318] yes=97,no=98,missing=97,gain=2.2776041,cover=1534
- 97:leaf=-0.00507131079,cover=0
- 98:leaf=-0.000739463314,cover=0
- 24:[PialCurv5<-0.0886472985] yes=49,no=50,missing=49,gain=7.09955788,cover=5528
- 49:[PialArea5<1.16911256] yes=99,no=100,missing=99,gain=5.64869642,cover=1150
- 99:leaf=0.00100356503,cover=0
- 100:leaf=0.00912023615,cover=0
- 50:[LGI5<2.26652193] yes=101,no=102,missing=101,gain=4.34184027,cover=4378
- 101:leaf=0.00515495194,cover=0
- 102:leaf=-0.00177661667,cover=0
- 12:[Ecc<3.80337262] yes=25,no=26,missing=25,gain=39.179306,cover=252265
- 25:[Curv5<-0.129194111] yes=51,no=52,missing=51,gain=50.4763718,cover=39169
- 51:[PialArea5<1.13904655] yes=103,no=104,missing=104,gain=9.3553009,cover=32023
- 103:leaf=0.00229267753,cover=0
- 104:leaf=0.000577595376,cover=0
- 52:[PialCurv5<-0.0940372422] yes=105,no=106,missing=105,gain=16.8917313,cover=7146
- 105:leaf=0.0141276335,cover=0
- 106:leaf=0.00541091384,cover=0
- 26:[MidArea5<0.688058555] yes=53,no=54,missing=53,gain=17.3858681,cover=213096
- 53:[Ecc<37.2796402] yes=107,no=108,missing=108,gain=16.1046047,cover=26724
- 107:leaf=-0.00107727817,cover=0
- 108:leaf=0.00234916923,cover=0
- 54:[Curv5<-0.194365487] yes=109,no=110,missing=109,gain=18.6200867,cover=186372
- 109:leaf=0.000260187866,cover=0
- 110:leaf=0.00126334722,cover=0
- 6:[Pol<52.7894325] yes=13,no=14,missing=13,gain=76.4317474,cover=4686671
- 13:[LGI5<2.66519833] yes=27,no=28,missing=27,gain=123.543106,cover=824864
- 27:[Curv5<-0.138079464] yes=55,no=56,missing=55,gain=120.834198,cover=277505
- 55:[PialCurv5<-0.0789950639] yes=111,no=112,missing=111,gain=34.9011993,cover=211041
- 111:leaf=-0.000362109044,cover=0
- 112:leaf=0.00237383763,cover=0
- 56:[PialCurv5<-0.102360219] yes=113,no=114,missing=113,gain=68.956543,cover=66464
- 113:leaf=0.00927348901,cover=0
- 114:leaf=0.00187413057,cover=0
- 28:[Curv5<-0.275784403] yes=57,no=58,missing=57,gain=55.2133636,cover=547359
- 57:[PialArea5<0.834082127] yes=115,no=116,missing=116,gain=23.116291,cover=40439
- 115:leaf=-0.00052033196,cover=0
- 116:leaf=0.00189700443,cover=0
- 58:[PialArea5<0.758763015] yes=117,no=118,missing=117,gain=68.7722015,cover=506920
- 117:leaf=0.000261816633,cover=0
- 118:leaf=-0.0013109406,cover=0
- 14:[Pol<94.4799194] yes=29,no=30,missing=30,gain=107.712723,cover=3861807
- 29:[Ecc<34.5416374] yes=59,no=60,missing=59,gain=151.425781,cover=1150327
- 59:[Ecc<12.5441074] yes=119,no=120,missing=119,gain=336.157227,cover=1077147
- 119:leaf=9.73452916e-05,cover=0
- 120:leaf=0.00213245093,cover=0
- 60:[PialCurv5<0.0591915138] yes=121,no=122,missing=121,gain=37.2969055,cover=73180
- 121:leaf=0.00284611736,cover=0
- 122:leaf=-0.00201846403,cover=0
- 30:[Pol<138.971481] yes=61,no=62,missing=61,gain=89.7476654,cover=2711480
- 61:[Sulc0<0.263311565] yes=123,no=124,missing=123,gain=154.543991,cover=1521244
- 123:leaf=-0.000842267298,cover=0
- 124:leaf=0.000168018843,cover=0
- 62:[Sulc0<-0.776109517] yes=125,no=126,missing=126,gain=130.819305,cover=1190236
- 125:leaf=-0.000764801109,cover=0
- 126:leaf=0.000490446517,cover=0
-booster[152]:
-0:[PialArea5<1.33957577] yes=1,no=2,missing=1,gain=51.4907608,cover=5124388
- 1:[Sulc0<-1.01050735] yes=3,no=4,missing=3,gain=57.7701378,cover=5004288
- 3:[Pol<143.237381] yes=7,no=8,missing=8,gain=19.2765617,cover=198620
- 7:[Pol<56.1920547] yes=15,no=16,missing=15,gain=12.9963951,cover=136190
- 15:[Ecc<2.54464626] yes=31,no=32,missing=31,gain=28.9199867,cover=110772
- 31:[LGI5<2.25075769] yes=63,no=64,missing=63,gain=4.9846344,cover=45693
- 63:leaf=-0.000574538484,cover=0
- 64:leaf=-0.00194010569,cover=0
- 32:[Ecc<5.78819752] yes=65,no=66,missing=65,gain=16.5894451,cover=65079
- 65:leaf=0.000843773305,cover=0
- 66:leaf=-0.000764256867,cover=0
- 16:[Ecc<4.60336304] yes=33,no=34,missing=34,gain=13.1298761,cover=25418
- 33:[Ecc<0.513775289] yes=67,no=68,missing=67,gain=6.77856874,cover=23381
- 67:leaf=-0.000916229677,cover=0
- 68:leaf=0.00126498227,cover=0
- 34:[PialArea5<1.02076101] yes=69,no=70,missing=69,gain=1.48075199,cover=2037
- 69:leaf=-0.0024410456,cover=0
- 70:leaf=-0.00538259884,cover=0
- 8:[Sulc0<-1.19305253] yes=17,no=18,missing=17,gain=10.9050789,cover=62430
- 17:[Curv5<-0.20189926] yes=35,no=36,missing=36,gain=8.02043915,cover=8220
- 35:[Area5<0.760524631] yes=71,no=72,missing=71,gain=4.46698952,cover=7526
- 71:leaf=-0.00294564012,cover=0
- 72:leaf=0.00626893854,cover=0
- 36:[LGI5<2.37589788] yes=73,no=74,missing=73,gain=3.15361023,cover=694
- 73:leaf=-0.0117464513,cover=0
- 74:leaf=-0.00498504052,cover=0
- 18:[Area5<0.489361584] yes=37,no=38,missing=37,gain=6.64336395,cover=54210
- 37:[PialArea5<1.10654831] yes=75,no=76,missing=75,gain=3.07339525,cover=10960
- 75:leaf=-0.000327563233,cover=0
- 76:leaf=0.0054288567,cover=0
- 38:[Ecc<19.4699688] yes=77,no=78,missing=77,gain=7.32298279,cover=43250
- 77:leaf=-0.00178489962,cover=0
- 78:leaf=0.00049780932,cover=0
- 4:[Pol<173.942612] yes=9,no=10,missing=9,gain=60.2036934,cover=4805668
- 9:[Curv5<-0.292340577] yes=19,no=20,missing=19,gain=66.0235062,cover=4587148
- 19:[PialArea5<0.775119185] yes=39,no=40,missing=39,gain=83.3525238,cover=117317
- 39:[PialArea5<0.597118378] yes=79,no=80,missing=80,gain=17.3712711,cover=50177
- 79:leaf=-0.00218034768,cover=0
- 80:leaf=0.000106765823,cover=0
- 40:[Sulc0<-0.59790951] yes=81,no=82,missing=81,gain=47.8031158,cover=67140
- 81:leaf=0.00150492729,cover=0
- 82:leaf=0.0045005451,cover=0
- 20:[Ecc<0.567370772] yes=41,no=42,missing=41,gain=69.4502335,cover=4469831
- 41:[Area5<0.639429986] yes=83,no=84,missing=83,gain=41.1327438,cover=110519
- 83:leaf=0.000480528659,cover=0
- 84:leaf=0.00248849089,cover=0
- 42:[Sulc0<-0.0862998366] yes=85,no=86,missing=85,gain=79.8087845,cover=4359312
- 85:leaf=-0.000268292846,cover=0
- 86:leaf=0.000159955307,cover=0
- 10:[PialCurv5<-0.0999256745] yes=21,no=22,missing=21,gain=35.7588997,cover=218520
- 21:[Curv5<-0.12365336] yes=43,no=44,missing=43,gain=18.513176,cover=83266
- 43:[MidArea5<0.809363365] yes=87,no=88,missing=88,gain=13.8969221,cover=81831
- 87:leaf=0.000529004552,cover=0
- 88:leaf=-0.000779627298,cover=0
- 44:[PialCurv5<-0.140412122] yes=89,no=90,missing=89,gain=4.43512154,cover=1435
- 89:leaf=0.016419109,cover=0
- 90:leaf=0.00493829837,cover=0
- 22:[Ecc<1.15906882] yes=45,no=46,missing=45,gain=39.6700745,cover=135254
- 45:[Curv5<0.0100963581] yes=91,no=92,missing=91,gain=6.26359844,cover=19856
- 91:leaf=-0.00149241404,cover=0
- 92:leaf=0.000299041363,cover=0
- 46:[LGI5<2.45281005] yes=93,no=94,missing=93,gain=19.8269348,cover=115398
- 93:leaf=0.00345311291,cover=0
- 94:leaf=0.0014596961,cover=0
- 2:[Area5<0.894858658] yes=5,no=6,missing=5,gain=17.0911674,cover=120100
- 5:[Curv5<-0.114048101] yes=11,no=12,missing=12,gain=26.096344,cover=101794
- 11:[MidArea5<1.21578133] yes=23,no=24,missing=23,gain=21.7461052,cover=92489
- 23:[Area5<0.651789546] yes=47,no=48,missing=47,gain=17.227808,cover=85039
- 47:[Pol<141.801834] yes=95,no=96,missing=95,gain=9.68740082,cover=12066
- 95:leaf=0.0035075841,cover=0
- 96:leaf=0.000425601815,cover=0
- 48:[PialCurv5<-0.118254207] yes=97,no=98,missing=97,gain=7.41582108,cover=72973
- 97:leaf=-0.000154957175,cover=0
- 98:leaf=0.000902454311,cover=0
- 24:[Curv5<-0.200394869] yes=49,no=50,missing=50,gain=7.41059494,cover=7450
- 49:[Area5<0.661233962] yes=99,no=100,missing=100,gain=5.59742928,cover=2747
- 99:leaf=0.0122296298,cover=0
- 100:leaf=0.00109723059,cover=0
- 50:[Area5<0.827407002] yes=101,no=102,missing=101,gain=8.56449509,cover=4703
- 101:leaf=0.00659046834,cover=0
- 102:leaf=0.00223552901,cover=0
- 12:[PialCurv5<-0.0839454681] yes=25,no=26,missing=25,gain=56.3442497,cover=9305
- 25:[Pol<155.012512] yes=51,no=52,missing=52,gain=16.2744141,cover=1633
- 51:[Ecc<3.10160303] yes=103,no=104,missing=103,gain=14.8103981,cover=1215
- 103:leaf=0.0164933261,cover=0
- 104:leaf=0.00506436406,cover=0
- 52:[Ecc<3.41847086] yes=105,no=106,missing=105,gain=7.72838593,cover=418
- 105:leaf=0.0492054299,cover=0
- 106:leaf=0.0190641899,cover=0
- 26:[Ecc<1.26157856] yes=53,no=54,missing=53,gain=11.7380629,cover=7672
- 53:[PialCurv5<-0.0472753309] yes=107,no=108,missing=107,gain=7.83771324,cover=534
- 107:leaf=0.0138702467,cover=0
- 108:leaf=0.00136686896,cover=0
- 54:[PialCurv5<-0.0715543851] yes=109,no=110,missing=109,gain=6.7961998,cover=7138
- 109:leaf=0.00427920977,cover=0
- 110:leaf=0.000640822225,cover=0
- 6:[Ecc<8.17402458] yes=13,no=14,missing=13,gain=12.7155237,cover=18306
- 13:[Pol<149.072266] yes=27,no=28,missing=27,gain=9.65674019,cover=11030
- 27:[Sulc0<-1.19305253] yes=55,no=56,missing=55,gain=6.13192749,cover=10295
- 55:[LGI5<2.3865335] yes=111,no=112,missing=111,gain=8.39268684,cover=313
- 111:leaf=0.0204628538,cover=0
- 112:leaf=0.000718286785,cover=0
- 56:[Area5<0.987501919] yes=113,no=114,missing=113,gain=3.99336624,cover=9982
- 113:leaf=-0.00134309754,cover=0
- 114:leaf=-0.00347814639,cover=0
- 28:[Ecc<6.52965975] yes=57,no=58,missing=57,gain=16.7069721,cover=735
- 57:[Ecc<3.35458159] yes=115,no=116,missing=115,gain=21.1375961,cover=368
- 115:leaf=-0.003231999,cover=0
- 116:leaf=0.0212502312,cover=0
- 58:[LGI5<2.66052985] yes=117,no=118,missing=117,gain=2.1402235,cover=367
- 117:leaf=-0.00674589956,cover=0
- 118:leaf=0.000952180882,cover=0
- 14:[Pol<171.401581] yes=29,no=30,missing=29,gain=3.73045492,cover=7276
- 29:[Area5<0.987501919] yes=59,no=60,missing=59,gain=5.01485348,cover=6432
- 59:[Pol<119.248337] yes=119,no=120,missing=119,gain=4.51382065,cover=3526
- 119:leaf=0.0020792014,cover=0
- 120:leaf=0.00664851768,cover=0
- 60:[PialCurv5<-0.14160423] yes=121,no=122,missing=122,gain=3.7288456,cover=2906
- 121:leaf=-0.00546928542,cover=0
- 122:leaf=0.000710295455,cover=0
- 30:[PialArea5<1.57955706] yes=61,no=62,missing=61,gain=2.40633774,cover=844
- 61:[LGI5<3.16380119] yes=123,no=124,missing=123,gain=3.41374636,cover=617
- 123:leaf=-0.00647699321,cover=0
- 124:leaf=0.00112134579,cover=0
- 62:[Ecc<32.6813126] yes=125,no=126,missing=125,gain=3.29542494,cover=227
- 125:leaf=0.00507406844,cover=0
- 126:leaf=-0.0116013726,cover=0
-booster[153]:
-0:[PialArea5<0.890138209] yes=1,no=2,missing=2,gain=52.3403854,cover=5124388
- 1:[Curv5<-0.0296960976] yes=3,no=4,missing=3,gain=97.8050385,cover=3348608
- 3:[Area5<0.641697526] yes=7,no=8,missing=7,gain=177.054474,cover=1213141
- 7:[PialArea5<0.676429033] yes=15,no=16,missing=16,gain=92.8368683,cover=793429
- 15:[Area5<0.513795495] yes=31,no=32,missing=31,gain=34.1042252,cover=148900
- 31:[PialCurv5<-0.0758950338] yes=63,no=64,missing=63,gain=16.7245884,cover=58345
- 63:leaf=-0.000809080258,cover=0
- 64:leaf=0.000969113957,cover=0
- 32:[Ecc<14.694541] yes=65,no=66,missing=65,gain=34.1328583,cover=90555
- 65:leaf=-0.00228314963,cover=0
- 66:leaf=-8.32202375e-07,cover=0
- 16:[Curv5<-0.0902613774] yes=33,no=34,missing=34,gain=124.814499,cover=644529
- 33:[Sulc0<-0.292069882] yes=67,no=68,missing=67,gain=61.0348434,cover=560522
- 67:leaf=-0.00021890318,cover=0
- 68:leaf=0.00134104048,cover=0
- 34:[PialCurv5<-0.0379593484] yes=69,no=70,missing=69,gain=44.368988,cover=84007
- 69:leaf=0.00331393792,cover=0
- 70:leaf=0.00100495468,cover=0
- 8:[PialCurv5<-0.107211173] yes=17,no=18,missing=17,gain=99.7079163,cover=419712
- 17:[Curv5<-0.16496937] yes=35,no=36,missing=35,gain=45.443924,cover=95635
- 35:[PialCurv5<-0.190801308] yes=71,no=72,missing=72,gain=31.5339069,cover=84535
- 71:leaf=0.00344064622,cover=0
- 72:leaf=-0.000507751654,cover=0
- 36:[MidArea5<0.651719034] yes=73,no=74,missing=74,gain=13.9261436,cover=11100
- 73:leaf=-0.00347581692,cover=0
- 74:leaf=0.00362057914,cover=0
- 18:[Ecc<7.03401423] yes=37,no=38,missing=37,gain=62.5772705,cover=324077
- 37:[Pol<45.5953903] yes=75,no=76,missing=75,gain=143.34201,cover=116418
- 75:leaf=0.00232586055,cover=0
- 76:leaf=-0.00324734976,cover=0
- 38:[Pol<163.830338] yes=77,no=78,missing=77,gain=49.2111588,cover=207659
- 77:leaf=-0.00145334867,cover=0
- 78:leaf=0.000970493536,cover=0
- 4:[PialCurv5<0.0128733069] yes=9,no=10,missing=9,gain=298.793762,cover=2135467
- 9:[Curv5<0.00546095846] yes=19,no=20,missing=19,gain=119.51239,cover=185963
- 19:[PialCurv5<-0.00955641083] yes=39,no=40,missing=39,gain=72.3278046,cover=112295
- 39:[PialArea5<0.584843099] yes=79,no=80,missing=79,gain=40.7787628,cover=56278
- 79:leaf=-0.00139880623,cover=0
- 80:leaf=0.00276184804,cover=0
- 40:[Area5<0.653711498] yes=81,no=82,missing=81,gain=26.5417805,cover=56017
- 81:leaf=0.00149537099,cover=0
- 82:leaf=-0.000940991973,cover=0
- 20:[Area5<0.626857519] yes=41,no=42,missing=42,gain=78.8237,cover=73668
- 41:[Sulc0<0.779008448] yes=83,no=84,missing=84,gain=22.2799339,cover=16484
- 83:leaf=0.000791371043,cover=0
- 84:leaf=-0.0132867685,cover=0
- 42:[Pol<81.5476837] yes=85,no=86,missing=85,gain=61.3540344,cover=57184
- 85:leaf=0.00649504596,cover=0
- 86:leaf=0.00314582209,cover=0
- 10:[PialArea5<0.640100121] yes=21,no=22,missing=21,gain=113.757515,cover=1949504
- 21:[Area5<0.659308732] yes=43,no=44,missing=43,gain=181.876328,cover=1397291
- 43:[PialArea5<0.39986974] yes=87,no=88,missing=87,gain=40.2718811,cover=429872
- 87:leaf=-0.000127169071,cover=0
- 88:leaf=-0.00110479433,cover=0
- 44:[PialCurv5<0.128475845] yes=89,no=90,missing=89,gain=167.607849,cover=967419
- 89:leaf=0.00185646734,cover=0
- 90:leaf=0.000219413545,cover=0
- 22:[Pol<114.966316] yes=45,no=46,missing=46,gain=64.264534,cover=552213
- 45:[Ecc<24.7238369] yes=91,no=92,missing=91,gain=71.9172287,cover=339271
- 91:leaf=0.000197538786,cover=0
- 92:leaf=-0.0014352157,cover=0
- 46:[Ecc<29.3556995] yes=93,no=94,missing=93,gain=106.356903,cover=212942
- 93:leaf=-0.00169382675,cover=0
- 94:leaf=0.0023550482,cover=0
- 2:[Area5<0.736205518] yes=5,no=6,missing=5,gain=119.524384,cover=1775780
- 5:[Sulc0<-0.152423486] yes=11,no=12,missing=12,gain=161.633499,cover=1169651
- 11:[Curv5<-0.0708468556] yes=23,no=24,missing=24,gain=80.0402756,cover=1075239
- 23:[Sulc0<-0.966370046] yes=47,no=48,missing=47,gain=62.2546425,cover=1011350
- 47:[Pol<149.795395] yes=95,no=96,missing=95,gain=21.9855766,cover=183106
- 95:leaf=-0.000224328833,cover=0
- 96:leaf=-0.00142967992,cover=0
- 48:[Area5<0.623097897] yes=97,no=98,missing=98,gain=72.585228,cover=828244
- 97:leaf=0.00112816866,cover=0
- 98:leaf=0.000123151665,cover=0
- 24:[PialCurv5<-0.0542625114] yes=49,no=50,missing=49,gain=109.154488,cover=63889
- 49:[Ecc<5.27515984] yes=99,no=100,missing=99,gain=20.6743774,cover=8130
- 99:leaf=0.0101623936,cover=0
- 100:leaf=0.0051095332,cover=0
- 50:[Ecc<17.2700901] yes=101,no=102,missing=101,gain=32.5232544,cover=55759
- 101:leaf=0.0017236548,cover=0
- 102:leaf=-0.00209931075,cover=0
- 12:[Pol<57.8577347] yes=25,no=26,missing=26,gain=53.9984131,cover=94412
- 25:[LGI5<3.09244633] yes=51,no=52,missing=52,gain=43.602375,cover=25375
- 51:[LGI5<2.5416429] yes=103,no=104,missing=103,gain=8.01805592,cover=14716
- 103:leaf=0.00459215604,cover=0
- 104:leaf=-0.00144635723,cover=0
- 52:[PialCurv5<-0.0114707183] yes=105,no=106,missing=105,gain=54.8489151,cover=10659
- 105:leaf=0.00561322272,cover=0
- 106:leaf=-0.00191092945,cover=0
- 26:[Pol<151.353775] yes=53,no=54,missing=53,gain=30.7578735,cover=69037
- 53:[Ecc<4.60336304] yes=107,no=108,missing=108,gain=34.5404663,cover=49678
- 107:leaf=-0.00107614766,cover=0
- 108:leaf=0.00425701076,cover=0
- 54:[Ecc<25.5461979] yes=109,no=110,missing=109,gain=15.7773571,cover=19359
- 109:leaf=0.0046364814,cover=0
- 110:leaf=0.000896711019,cover=0
- 6:[PialArea5<1.02926981] yes=13,no=14,missing=13,gain=66.2397003,cover=606129
- 13:[Pol<25.2957573] yes=27,no=28,missing=28,gain=31.7399368,cover=213216
- 27:[Ecc<4.46987629] yes=55,no=56,missing=55,gain=18.6779079,cover=31659
- 55:[Ecc<1.62447274] yes=111,no=112,missing=111,gain=15.5978508,cover=2604
- 111:leaf=-0.00216258969,cover=0
- 112:leaf=0.00673470739,cover=0
- 56:[Curv5<-0.100392215] yes=113,no=114,missing=113,gain=9.06944752,cover=29055
- 113:leaf=-0.000701934565,cover=0
- 114:leaf=0.0010829221,cover=0
- 28:[Curv5<-0.0273730159] yes=57,no=58,missing=57,gain=27.0388489,cover=181557
- 57:[Ecc<3.73767829] yes=115,no=116,missing=115,gain=30.4337463,cover=121697
- 115:leaf=-0.00390546652,cover=0
- 116:leaf=-0.00143075932,cover=0
- 58:[PialCurv5<-0.0114707183] yes=117,no=118,missing=117,gain=56.0619392,cover=59860
- 117:leaf=0.00426164363,cover=0
- 118:leaf=-0.000918670732,cover=0
- 14:[Area5<0.839165807] yes=29,no=30,missing=29,gain=27.1642418,cover=392913
- 29:[Sulc0<-0.401674598] yes=59,no=60,missing=59,gain=31.5612106,cover=303110
- 59:[Ecc<2.3695333] yes=119,no=120,missing=119,gain=23.3483448,cover=213745
- 119:leaf=0.00150721951,cover=0
- 120:leaf=-0.000218897825,cover=0
- 60:[Pol<63.605114] yes=121,no=122,missing=121,gain=39.514389,cover=89365
- 121:leaf=-6.56266129e-05,cover=0
- 122:leaf=0.00204431219,cover=0
- 30:[Ecc<8.17402458] yes=61,no=62,missing=61,gain=24.5682163,cover=89803
- 61:[Area5<0.987501919] yes=123,no=124,missing=123,gain=19.5588875,cover=45146
- 123:leaf=-0.00107981346,cover=0
- 124:leaf=-0.00395631231,cover=0
- 62:[MidArea5<1.07671547] yes=125,no=126,missing=125,gain=14.5461073,cover=44657
- 125:leaf=-0.000668002816,cover=0
- 126:leaf=0.00115078862,cover=0
-booster[154]:
-0:[LGI5<3.14439583] yes=1,no=2,missing=1,gain=51.331295,cover=5124388
- 1:[Ecc<26.4278679] yes=3,no=4,missing=3,gain=74.6273193,cover=3974684
- 3:[Ecc<9.88196182] yes=7,no=8,missing=8,gain=161.023499,cover=3712726
- 7:[PialArea5<0.841635466] yes=15,no=16,missing=15,gain=71.6703644,cover=3018114
- 15:[Curv5<-0.0109836133] yes=31,no=32,missing=31,gain=90.9942017,cover=1673166
- 31:[Area5<0.606435955] yes=63,no=64,missing=64,gain=178.093994,cover=647675
- 63:leaf=-3.13355685e-07,cover=0
- 64:leaf=-0.00169503491,cover=0
- 32:[Pol<63.605114] yes=65,no=66,missing=65,gain=157.128754,cover=1025491
- 65:leaf=0.00363977812,cover=0
- 66:leaf=-2.35118241e-05,cover=0
- 16:[Area5<0.877147377] yes=33,no=34,missing=33,gain=119.343948,cover=1344948
- 33:[Curv5<-0.0530214235] yes=67,no=68,missing=68,gain=92.4073181,cover=1311984
- 67:leaf=0.000208381782,cover=0
- 68:leaf=0.001548409,cover=0
- 34:[PialArea5<1.18617713] yes=69,no=70,missing=70,gain=42.9847565,cover=32964
- 69:leaf=-0.00514945434,cover=0
- 70:leaf=-0.00136444613,cover=0
- 8:[Sulc0<-0.510775328] yes=17,no=18,missing=18,gain=178.104813,cover=694612
- 17:[Pol<13.2006302] yes=35,no=36,missing=35,gain=27.7122097,cover=143310
- 35:[LGI5<2.93433285] yes=71,no=72,missing=72,gain=5.31737471,cover=28380
- 71:leaf=-0.000121418343,cover=0
- 72:leaf=0.00126522046,cover=0
- 36:[Curv5<-0.256378978] yes=73,no=74,missing=73,gain=21.5373268,cover=114930
- 73:leaf=0.000157263508,cover=0
- 74:leaf=-0.0014461322,cover=0
- 18:[PialCurv5<0.171042696] yes=37,no=38,missing=37,gain=145.465424,cover=551302
- 37:[Pol<54.5053368] yes=75,no=76,missing=76,gain=91.3381958,cover=386152
- 75:leaf=-6.47405031e-05,cover=0
- 76:leaf=0.00211159023,cover=0
- 38:[PialArea5<0.34410578] yes=77,no=78,missing=77,gain=27.3546944,cover=165150
- 77:leaf=0.00128037669,cover=0
- 78:leaf=-0.000308340328,cover=0
- 4:[Sulc0<0.423605621] yes=9,no=10,missing=9,gain=48.6013031,cover=261958
- 9:[PialCurv5<-0.0363363102] yes=19,no=20,missing=19,gain=42.3398514,cover=161883
- 19:[Curv5<-0.0598238073] yes=39,no=40,missing=39,gain=46.0156975,cover=100914
- 39:[Pol<3.6072247] yes=79,no=80,missing=80,gain=17.0515537,cover=97917
- 79:leaf=0.00117028807,cover=0
- 80:leaf=-0.00102036051,cover=0
- 40:[Pol<59.5955544] yes=81,no=82,missing=81,gain=21.2695503,cover=2997
- 81:leaf=0.00849113893,cover=0
- 82:leaf=-0.000418838026,cover=0
- 20:[Sulc0<0.184694022] yes=41,no=42,missing=41,gain=28.1356812,cover=60969
- 41:[Area5<0.681571782] yes=83,no=84,missing=83,gain=13.4571686,cover=24960
- 83:leaf=-0.00584987924,cover=0
- 84:leaf=-0.00297958846,cover=0
- 42:[LGI5<3.08610082] yes=85,no=86,missing=85,gain=15.8485832,cover=36009
- 85:leaf=-0.00187508657,cover=0
- 86:leaf=0.000867356837,cover=0
- 10:[Pol<116.093399] yes=21,no=22,missing=21,gain=87.8274231,cover=100075
- 21:[Ecc<38.0136108] yes=43,no=44,missing=43,gain=29.2094727,cover=82106
- 43:[Curv5<0.107059956] yes=87,no=88,missing=87,gain=14.0709877,cover=41461
- 87:leaf=0.00159553101,cover=0
- 88:leaf=-0.000309084629,cover=0
- 44:[Pol<31.3444195] yes=89,no=90,missing=89,gain=28.702343,cover=40645
- 89:leaf=0.00293353922,cover=0
- 90:leaf=-0.00188433658,cover=0
- 22:[Sulc0<0.676033437] yes=45,no=46,missing=45,gain=10.1084595,cover=17969
- 45:[Pol<125.308708] yes=91,no=92,missing=91,gain=8.56139374,cover=10609
- 91:leaf=-0.000129729655,cover=0
- 92:leaf=0.00315589155,cover=0
- 46:[PialCurv5<0.193043977] yes=93,no=94,missing=94,gain=8.40290833,cover=7360
- 93:leaf=0.00643824879,cover=0
- 94:leaf=0.00305798813,cover=0
- 2:[PialCurv5<0.064168714] yes=5,no=6,missing=5,gain=33.6927147,cover=1149704
- 5:[Sulc0<0.167916268] yes=11,no=12,missing=11,gain=72.8889236,cover=737092
- 11:[Area5<0.669950843] yes=23,no=24,missing=23,gain=46.2543602,cover=618538
- 23:[Pol<48.3047981] yes=47,no=48,missing=47,gain=76.2153625,cover=239491
- 47:[PialCurv5<-0.0487009101] yes=95,no=96,missing=96,gain=33.5826759,cover=80443
- 95:leaf=-0.00059239933,cover=0
- 96:leaf=-0.00358907576,cover=0
- 48:[Pol<119.777687] yes=97,no=98,missing=97,gain=79.8821106,cover=159048
- 97:leaf=0.00300213532,cover=0
- 98:leaf=0.00029828152,cover=0
- 24:[PialArea5<0.640100121] yes=49,no=50,missing=50,gain=53.8660889,cover=379047
- 49:[Curv5<-0.00866711512] yes=99,no=100,missing=99,gain=17.8404274,cover=8140
- 99:leaf=8.79506115e-05,cover=0
- 100:leaf=0.005051699,cover=0
- 50:[PialArea5<0.987776101] yes=101,no=102,missing=102,gain=41.4721222,cover=370907
- 101:leaf=-0.00121826038,cover=0
- 102:leaf=-0.000159404764,cover=0
- 12:[Pol<91.5616074] yes=25,no=26,missing=25,gain=135.067352,cover=118554
- 25:[PialCurv5<0.0331302322] yes=51,no=52,missing=51,gain=51.1031799,cover=53466
- 51:[MidArea5<0.576365113] yes=103,no=104,missing=103,gain=20.7187042,cover=30804
- 103:leaf=0.000644105021,cover=0
- 104:leaf=0.00472227251,cover=0
- 52:[PialArea5<0.676429033] yes=105,no=106,missing=105,gain=22.1504555,cover=22662
- 105:leaf=0.00328773493,cover=0
- 106:leaf=-3.04566083e-06,cover=0
- 26:[Pol<141.081833] yes=53,no=54,missing=54,gain=46.3317719,cover=65088
- 53:[Ecc<17.7876587] yes=107,no=108,missing=107,gain=44.2706451,cover=46198
- 107:leaf=0.00115690404,cover=0
- 108:leaf=-0.00228333287,cover=0
- 54:[Ecc<43.8470497] yes=109,no=110,missing=109,gain=13.0200367,cover=18890
- 109:leaf=0.000714636641,cover=0
- 110:leaf=0.00351734343,cover=0
- 6:[PialArea5<0.546516836] yes=13,no=14,missing=13,gain=64.6372147,cover=412612
- 13:[Curv5<0.0896491781] yes=27,no=28,missing=28,gain=46.5556107,cover=248522
- 27:[Pol<80.8913651] yes=55,no=56,missing=55,gain=10.0337029,cover=32783
- 55:[PialArea5<0.494012713] yes=111,no=112,missing=111,gain=8.70012283,cover=8777
- 111:leaf=0.00474042259,cover=0
- 112:leaf=0.00158715562,cover=0
- 56:[Ecc<12.1917515] yes=113,no=114,missing=114,gain=8.60094261,cover=24006
- 113:leaf=0.00338604976,cover=0
- 114:leaf=0.000711448549,cover=0
- 28:[Area5<0.780320704] yes=57,no=58,missing=57,gain=45.9509354,cover=215739
- 57:[PialArea5<0.38075453] yes=115,no=116,missing=115,gain=38.0506554,cover=191504
- 115:leaf=0.000177129492,cover=0
- 116:leaf=-0.00125025003,cover=0
- 58:[PialCurv5<0.24610664] yes=117,no=118,missing=117,gain=11.1284637,cover=24235
- 117:leaf=0.00315196789,cover=0
- 118:leaf=0.000891434436,cover=0
- 14:[Curv5<0.0431617796] yes=29,no=30,missing=29,gain=45.4544067,cover=164090
- 29:[Pol<101.159882] yes=59,no=60,missing=60,gain=23.5250969,cover=31256
- 59:[Pol<67.3859482] yes=119,no=120,missing=119,gain=32.4775238,cover=14172
- 119:leaf=-0.000205016418,cover=0
- 120:leaf=0.00464882841,cover=0
- 60:[Ecc<25.981123] yes=121,no=122,missing=121,gain=7.31648445,cover=17084
- 121:leaf=-0.00158535165,cover=0
- 122:leaf=0.000711109547,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=61,gain=36.4298401,cover=132834
- 61:[Area5<0.747392178] yes=123,no=124,missing=123,gain=27.8628845,cover=131183
- 123:leaf=-0.00257399608,cover=0
- 124:leaf=-0.00111251022,cover=0
- 62:[PialCurv5<0.260145098] yes=125,no=126,missing=125,gain=5.92338181,cover=1651
- 125:leaf=0.00684125582,cover=0
- 126:leaf=-0.00149414956,cover=0
-booster[155]:
-0:[PialCurv5<-0.210138425] yes=1,no=2,missing=2,gain=49.933609,cover=5124388
- 1:[PialArea5<0.640100121] yes=3,no=4,missing=3,gain=39.1344528,cover=20016
- 3:[Pol<17.1471634] yes=7,no=8,missing=8,gain=5.72942829,cover=6562
- 7:[Ecc<3.16401935] yes=15,no=16,missing=16,gain=5.2859869,cover=1198
- 15:[Area5<0.607942343] yes=31,no=32,missing=32,gain=1.48671722,cover=110
- 31:[Ecc<1.91022825] yes=63,no=64,missing=64,gain=1.79767942,cover=101
- 63:leaf=0.00651626661,cover=0
- 64:leaf=0.0212443601,cover=0
- 32:leaf=0.0315551907,cover=0
- 16:[LGI5<2.85285616] yes=33,no=34,missing=33,gain=4.69974327,cover=1088
- 33:[Pol<6.72755051] yes=65,no=66,missing=65,gain=1.35346425,cover=279
- 65:leaf=-0.0090254331,cover=0
- 66:leaf=-0.00167117885,cover=0
- 34:[Ecc<6.52965975] yes=67,no=68,missing=68,gain=4.78248262,cover=809
- 67:leaf=0.0295913946,cover=0
- 68:leaf=0.00277656736,cover=0
- 8:[Curv5<-0.148390457] yes=17,no=18,missing=18,gain=4.2629652,cover=5364
- 17:[PialArea5<0.550757647] yes=35,no=36,missing=35,gain=3.62242508,cover=5267
- 35:[Pol<84.1277542] yes=69,no=70,missing=70,gain=2.16681194,cover=2822
- 69:leaf=-0.00393298874,cover=0
- 70:leaf=-0.00114243838,cover=0
- 36:[Ecc<14.694541] yes=71,no=72,missing=72,gain=2.591645,cover=2445
- 71:leaf=0.00124531472,cover=0
- 72:leaf=-0.00241587893,cover=0
- 18:[Ecc<0.999059319] yes=37,no=38,missing=38,gain=4.0018115,cover=97
- 37:[Ecc<0.669936359] yes=73,no=74,missing=73,gain=0.0313472748,cover=7
- 73:leaf=0.0131905526,cover=0
- 74:leaf=0.02865077,cover=0
- 38:[LGI5<3.08610082] yes=75,no=76,missing=75,gain=1.86104965,cover=90
- 75:leaf=-0.0207815897,cover=0
- 76:leaf=-0.006116373,cover=0
- 4:[Curv5<-0.275784403] yes=9,no=10,missing=10,gain=14.5163574,cover=13454
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=19,gain=13.0129242,cover=11712
- 19:[Ecc<8.6295805] yes=39,no=40,missing=39,gain=6.90750504,cover=4235
- 39:[Sulc0<-0.27863887] yes=77,no=78,missing=78,gain=5.79745102,cover=2207
- 77:leaf=0.00683160732,cover=0
- 78:leaf=0.0164612718,cover=0
- 40:[Ecc<37.2796402] yes=79,no=80,missing=79,gain=2.12069321,cover=2028
- 79:leaf=0.00306417863,cover=0
- 80:leaf=0.009156744,cover=0
- 20:[MidArea5<0.683478653] yes=41,no=42,missing=41,gain=7.39745998,cover=7477
- 41:[Ecc<2.73602629] yes=81,no=82,missing=82,gain=4.12773275,cover=2474
- 81:leaf=0.00729234517,cover=0
- 82:leaf=-0.000631666218,cover=0
- 42:[LGI5<2.64191389] yes=83,no=84,missing=83,gain=5.22409058,cover=5003
- 83:leaf=0.00588253094,cover=0
- 84:leaf=0.00227429927,cover=0
- 10:[Curv5<-0.0881721899] yes=21,no=22,missing=21,gain=10.304924,cover=1742
- 21:[Ecc<2.07756257] yes=43,no=44,missing=43,gain=6.09914017,cover=1678
- 43:[Sulc0<-0.59790951] yes=85,no=86,missing=86,gain=5.2798233,cover=133
- 85:leaf=0.0129070776,cover=0
- 86:leaf=0.0352008455,cover=0
- 44:[Pol<170.749283] yes=87,no=88,missing=88,gain=4.70175934,cover=1545
- 87:leaf=0.00878110249,cover=0
- 88:leaf=-0.00434131036,cover=0
- 22:[Sulc0<-0.285426885] yes=45,no=46,missing=45,gain=2.11571121,cover=64
- 45:[Ecc<1.31300318] yes=89,no=90,missing=89,gain=0.31063503,cover=46
- 89:leaf=0.000581716013,cover=0
- 90:leaf=-0.008101671,cover=0
- 46:[Curv5<-0.0816265643] yes=91,no=92,missing=91,gain=0.0332107544,cover=18
- 91:leaf=-0.0138659524,cover=0
- 92:leaf=-0.0274515431,cover=0
- 2:[PialArea5<1.19545019] yes=5,no=6,missing=5,gain=51.0127678,cover=5104372
- 5:[Sulc0<-0.849334478] yes=11,no=12,missing=11,gain=54.5611725,cover=4781894
- 11:[PialCurv5<-0.0737633556] yes=23,no=24,missing=23,gain=29.9766312,cover=463736
- 23:[Area5<0.483568966] yes=47,no=48,missing=48,gain=27.7544556,cover=442550
- 47:[PialArea5<0.795950115] yes=93,no=94,missing=93,gain=12.2200603,cover=68819
- 93:leaf=-0.000595668273,cover=0
- 94:leaf=0.000792206381,cover=0
- 48:[PialArea5<1.01305103] yes=95,no=96,missing=95,gain=24.6381226,cover=373731
- 95:leaf=-0.00112020317,cover=0
- 96:leaf=-0.000285063725,cover=0
- 24:[Pol<130.822815] yes=49,no=50,missing=49,gain=7.76040363,cover=21186
- 49:[Pol<80.8913651] yes=97,no=98,missing=98,gain=11.4795151,cover=13289
- 97:leaf=0.00117986044,cover=0
- 98:leaf=0.00456577912,cover=0
- 50:[PialCurv5<0.04242469] yes=99,no=100,missing=99,gain=5.23693132,cover=7897
- 99:leaf=0.000181937969,cover=0
- 100:leaf=-0.0128382165,cover=0
- 12:[Pol<173.32489] yes=25,no=26,missing=25,gain=71.1901093,cover=4318158
- 25:[LGI5<3.56741142] yes=51,no=52,missing=52,gain=66.5461578,cover=4126755
- 51:[Ecc<0.45941934] yes=101,no=102,missing=101,gain=60.9216576,cover=3936734
- 101:leaf=0.00159037707,cover=0
- 102:leaf=3.84587111e-06,cover=0
- 52:[Area5<0.987501919] yes=103,no=104,missing=103,gain=24.607048,cover=190021
- 103:leaf=-0.000966904685,cover=0
- 104:leaf=0.007697633,cover=0
- 26:[Ecc<1.15906882] yes=53,no=54,missing=54,gain=33.0640564,cover=191403
- 53:[PialArea5<0.613238215] yes=105,no=106,missing=105,gain=7.02347803,cover=23997
- 105:leaf=0.000291867793,cover=0
- 106:leaf=-0.00145721843,cover=0
- 54:[Curv5<-0.204921171] yes=107,no=108,missing=108,gain=26.6224823,cover=167406
- 107:leaf=3.91160829e-05,cover=0
- 108:leaf=0.00155646261,cover=0
- 6:[Area5<0.600206077] yes=13,no=14,missing=13,gain=24.0554237,cover=322478
- 13:[LGI5<2.46595764] yes=27,no=28,missing=28,gain=7.54467773,cover=15808
- 27:[Curv5<-0.214297205] yes=55,no=56,missing=55,gain=7.4009819,cover=8660
- 55:[Area5<0.476400614] yes=109,no=110,missing=110,gain=3.65637589,cover=4571
- 109:leaf=0.00920174643,cover=0
- 110:leaf=0.00185035449,cover=0
- 56:[PialCurv5<-0.0779728889] yes=111,no=112,missing=111,gain=5.29662704,cover=4089
- 111:leaf=0.00585447391,cover=0
- 112:leaf=0.000973576331,cover=0
- 28:[LGI5<2.79054689] yes=57,no=58,missing=57,gain=13.9627323,cover=7148
- 57:[PialCurv5<-0.102360219] yes=113,no=114,missing=114,gain=10.3363819,cover=5843
- 113:leaf=0.00151708198,cover=0
- 114:leaf=-0.00328856404,cover=0
- 58:[Curv5<-0.239749789] yes=115,no=116,missing=116,gain=5.54220009,cover=1305
- 115:leaf=0.00243601808,cover=0
- 116:leaf=0.00898079481,cover=0
- 14:[Curv5<-0.0922861248] yes=29,no=30,missing=30,gain=23.1101379,cover=306670
- 29:[PialArea5<1.48916721] yes=59,no=60,missing=59,gain=18.7818336,cover=281241
- 59:[Area5<0.894858658] yes=117,no=118,missing=118,gain=17.4286728,cover=243861
- 117:leaf=0.000342311803,cover=0
- 118:leaf=-0.00141644885,cover=0
- 60:[Ecc<2.13501525] yes=119,no=120,missing=119,gain=9.18980217,cover=37380
- 119:leaf=0.00329036894,cover=0
- 120:leaf=0.00110587641,cover=0
- 30:[PialCurv5<-0.0737633556] yes=61,no=62,missing=61,gain=126.681786,cover=25429
- 61:[Curv5<-0.0773924068] yes=121,no=122,missing=122,gain=18.8207092,cover=2497
- 121:leaf=0.00926595088,cover=0
- 122:leaf=0.0182292517,cover=0
- 62:[PialCurv5<-0.0632625744] yes=123,no=124,missing=124,gain=15.7399044,cover=22932
- 123:leaf=0.00436665444,cover=0
- 124:leaf=0.00032169171,cover=0
-booster[156]:
-0:[Area5<0.433531314] yes=1,no=2,missing=2,gain=49.1048164,cover=5124388
- 1:[PialArea5<0.943111241] yes=3,no=4,missing=3,gain=13.900589,cover=80066
- 3:[Pol<46.5024796] yes=7,no=8,missing=8,gain=13.4711266,cover=76272
- 7:[Curv5<-0.0816265643] yes=15,no=16,missing=15,gain=17.4651508,cover=9658
- 15:[LGI5<3.36766768] yes=31,no=32,missing=31,gain=4.5444603,cover=9518
- 31:[PialCurv5<0.00860458333] yes=59,no=60,missing=60,gain=4.30918455,cover=9397
- 59:leaf=-0.000479498325,cover=0
- 60:leaf=-0.0428668,cover=0
- 32:[PialArea5<0.432214499] yes=61,no=62,missing=61,gain=1.16064024,cover=121
- 61:leaf=-0.00840359554,cover=0
- 62:leaf=0.0105154486,cover=0
- 16:[LGI5<3.0310638] yes=33,no=34,missing=34,gain=7.87576294,cover=140
- 33:[Curv5<0.171955615] yes=63,no=64,missing=63,gain=0.514733732,cover=66
- 63:leaf=-0.0075808824,cover=0
- 64:leaf=0.00329805398,cover=0
- 34:[LGI5<3.33878016] yes=65,no=66,missing=65,gain=1.92314529,cover=74
- 65:leaf=-0.0315650329,cover=0
- 66:leaf=-0.00174987491,cover=0
- 8:[PialArea5<0.441150606] yes=17,no=18,missing=18,gain=11.6603165,cover=66614
- 17:[Ecc<4.00532722] yes=35,no=36,missing=36,gain=3.73887634,cover=2216
- 35:[LGI5<2.38303256] yes=67,no=68,missing=67,gain=1.41742325,cover=378
- 67:leaf=-0.00445773685,cover=0
- 68:leaf=-0.0109007405,cover=0
- 36:[Sulc0<0.779008448] yes=69,no=70,missing=69,gain=4.77402925,cover=1838
- 69:leaf=-0.000103573919,cover=0
- 70:leaf=-0.00681507448,cover=0
- 18:[Area5<0.380439579] yes=37,no=38,missing=37,gain=12.7617226,cover=64398
- 37:[Curv5<-0.182293281] yes=71,no=72,missing=71,gain=7.1837883,cover=16616
- 71:leaf=0.00223361794,cover=0
- 72:leaf=0.00513258716,cover=0
- 38:[PialCurv5<-0.106427588] yes=73,no=74,missing=73,gain=8.75813103,cover=47782
- 73:leaf=0.000601113949,cover=0
- 74:leaf=0.00205318141,cover=0
- 4:[Curv5<-0.214297205] yes=9,no=10,missing=9,gain=6.95148087,cover=3794
- 9:[PialCurv5<-0.0529128574] yes=19,no=20,missing=19,gain=3.87693691,cover=2614
- 19:[PialArea5<1.16911256] yes=39,no=40,missing=40,gain=2.6092844,cover=2608
- 39:[Area5<0.380439579] yes=75,no=76,missing=75,gain=1.86329174,cover=2492
- 75:leaf=0.00623121159,cover=0
- 76:leaf=0.0020149264,cover=0
- 40:[LGI5<2.52320862] yes=77,no=78,missing=77,gain=0.911021709,cover=116
- 77:leaf=0.0121680843,cover=0
- 78:leaf=0.000426312297,cover=0
- 20:leaf=-0.0344115309,cover=0
- 10:[Curv5<-0.0708468556] yes=21,no=22,missing=21,gain=3.0503521,cover=1180
- 21:[PialArea5<0.991309822] yes=41,no=42,missing=41,gain=2.21894455,cover=1172
- 41:[Pol<123.615685] yes=79,no=80,missing=79,gain=0.683934212,cover=535
- 79:leaf=0.00280103018,cover=0
- 80:leaf=0.00640728185,cover=0
- 42:[Ecc<3.60812569] yes=81,no=82,missing=81,gain=1.78348732,cover=637
- 81:leaf=0.0104094855,cover=0
- 82:leaf=0.00353827514,cover=0
- 22:leaf=0.0364840068,cover=0
- 2:[Pol<19.2006226] yes=5,no=6,missing=6,gain=54.9200058,cover=5044322
- 5:[Ecc<1.41371143] yes=11,no=12,missing=11,gain=69.8185806,cover=419476
- 11:[Ecc<0.513775289] yes=23,no=24,missing=23,gain=13.0143089,cover=41935
- 23:[Curv5<-0.110226393] yes=43,no=44,missing=44,gain=2.44983649,cover=11854
- 43:[PialArea5<1.1133045] yes=83,no=84,missing=83,gain=2.12034512,cover=9612
- 83:leaf=-0.000832625665,cover=0
- 84:leaf=0.000765409204,cover=0
- 44:[PialCurv5<-0.0905637741] yes=85,no=86,missing=85,gain=3.20621133,cover=2242
- 85:leaf=0.0111508118,cover=0
- 86:leaf=0.00113531423,cover=0
- 24:[Curv5<-0.166574284] yes=45,no=46,missing=45,gain=4.84980011,cover=30081
- 45:[Area5<0.726017833] yes=87,no=88,missing=88,gain=2.82138824,cover=22774
- 87:leaf=-0.00214639679,cover=0
- 88:leaf=-0.00435365969,cover=0
- 46:[PialArea5<1.57955706] yes=89,no=90,missing=89,gain=7.02663994,cover=7307
- 89:leaf=-0.00100547355,cover=0
- 90:leaf=0.0119026359,cover=0
- 12:[Ecc<3.8768425] yes=25,no=26,missing=25,gain=64.6059036,cover=377541
- 25:[Curv5<-0.153417632] yes=47,no=48,missing=48,gain=87.9665985,cover=66048
- 47:[PialArea5<1.15332794] yes=91,no=92,missing=91,gain=12.4702797,cover=49297
- 91:leaf=0.00181945076,cover=0
- 92:leaf=0.000215117238,cover=0
- 48:[PialArea5<1.14602101] yes=93,no=94,missing=93,gain=20.3676453,cover=16751
- 93:leaf=0.00638354057,cover=0
- 94:leaf=0.0024671047,cover=0
- 26:[Sulc0<0.110320561] yes=49,no=50,missing=49,gain=17.6216736,cover=311493
- 49:[MidArea5<0.688058555] yes=95,no=96,missing=95,gain=19.4995365,cover=297228
- 95:leaf=-0.000758157752,cover=0
- 96:leaf=0.000526054297,cover=0
- 50:[PialCurv5<-0.0297427773] yes=97,no=98,missing=97,gain=36.8319016,cover=14265
- 97:leaf=0.00677894522,cover=0
- 98:leaf=0.000777284265,cover=0
- 6:[Pol<44.6807365] yes=13,no=14,missing=13,gain=91.7142715,cover=4624846
- 13:[Ecc<4.87342644] yes=27,no=28,missing=28,gain=112.296555,cover=520043
- 27:[Curv5<-0.141545609] yes=51,no=52,missing=51,gain=86.8768616,cover=170177
- 51:[PialCurv5<-0.0748331472] yes=99,no=100,missing=99,gain=20.5244503,cover=130594
- 99:leaf=-0.000361239188,cover=0
- 100:leaf=0.00301857502,cover=0
- 52:[Ecc<1.31300318] yes=101,no=102,missing=101,gain=63.690834,cover=39583
- 101:leaf=-0.000161713921,cover=0
- 102:leaf=0.0039833663,cover=0
- 28:[Sulc0<0.423605621] yes=53,no=54,missing=53,gain=69.1434937,cover=349866
- 53:[Curv5<-0.235803962] yes=103,no=104,missing=104,gain=62.2360992,cover=327033
- 103:leaf=0.000153419067,cover=0
- 104:leaf=-0.00168260024,cover=0
- 54:[PialCurv5<0.0354230702] yes=105,no=106,missing=105,gain=31.9831562,cover=22833
- 105:leaf=0.00569757726,cover=0
- 106:leaf=0.000646058994,cover=0
- 14:[PialArea5<0.874648154] yes=29,no=30,missing=29,gain=84.8743515,cover=4104803
- 29:[MidArea5<0.778519452] yes=55,no=56,missing=55,gain=109.646576,cover=2884486
- 55:[Area5<0.776627541] yes=107,no=108,missing=107,gain=108.540062,cover=2729812
- 107:leaf=-0.000119588316,cover=0
- 108:leaf=0.00123785168,cover=0
- 56:[PialArea5<0.736284733] yes=109,no=110,missing=110,gain=44.6065216,cover=154674
- 109:leaf=0.00217812881,cover=0
- 110:leaf=-0.00161126128,cover=0
- 30:[Area5<0.718244016] yes=57,no=58,missing=57,gain=132.063141,cover=1220317
- 57:[Sulc0<-0.43309778] yes=111,no=112,missing=111,gain=222.513763,cover=745812
- 111:leaf=0.000265190465,cover=0
- 112:leaf=0.00219948939,cover=0
- 58:[PialArea5<1.02076101] yes=113,no=114,missing=113,gain=93.9098816,cover=474505
- 113:leaf=-0.00102418347,cover=0
- 114:leaf=0.000386046158,cover=0
-booster[157]:
-0:[PialArea5<0.309935868] yes=1,no=2,missing=2,gain=49.5976334,cover=5124388
- 1:[PialCurv5<0.362132162] yes=3,no=4,missing=3,gain=36.8366852,cover=120099
- 3:[Area5<0.680766582] yes=7,no=8,missing=7,gain=24.6539764,cover=73419
- 7:[Sulc0<0.423605621] yes=15,no=16,missing=15,gain=18.556942,cover=52878
- 15:[Area5<0.584141672] yes=31,no=32,missing=31,gain=10.8630295,cover=8203
- 31:[PialCurv5<-0.0330938511] yes=63,no=64,missing=64,gain=6.74872684,cover=2860
- 63:leaf=-0.00655179052,cover=0
- 64:leaf=0.00164712535,cover=0
- 32:[Ecc<0.836319208] yes=65,no=66,missing=65,gain=4.48561096,cover=5343
- 65:leaf=0.00147623126,cover=0
- 66:leaf=0.00532704359,cover=0
- 16:[Area5<0.598585367] yes=33,no=34,missing=33,gain=12.4540634,cover=44675
- 33:[Pol<105.995506] yes=67,no=68,missing=67,gain=3.0471313,cover=9529
- 67:leaf=-0.00134413072,cover=0
- 68:leaf=0.000772013329,cover=0
- 34:[MidArea5<0.421422303] yes=69,no=70,missing=69,gain=16.7266998,cover=35146
- 69:leaf=0.00746992836,cover=0
- 70:leaf=0.000996539835,cover=0
- 8:[PialCurv5<0.15079549] yes=17,no=18,missing=17,gain=12.1192245,cover=20541
- 17:[Sulc0<-0.00176540145] yes=35,no=36,missing=35,gain=3.69564056,cover=1993
- 35:[Ecc<0.513775289] yes=71,no=72,missing=72,gain=1.37879658,cover=58
- 71:leaf=-0.00138736365,cover=0
- 72:leaf=0.0220591445,cover=0
- 36:[Curv5<0.0386843979] yes=73,no=74,missing=74,gain=2.89526749,cover=1935
- 73:leaf=-0.0135032311,cover=0
- 74:leaf=0.00670254556,cover=0
- 18:[MidArea5<0.451744556] yes=37,no=38,missing=37,gain=11.0496597,cover=18548
- 37:[Area5<0.706109285] yes=75,no=76,missing=75,gain=0.888648987,cover=206
- 75:leaf=0.0130413594,cover=0
- 76:leaf=0.0241430979,cover=0
- 38:[Area5<0.743131101] yes=77,no=78,missing=77,gain=8.26453781,cover=18342
- 77:leaf=0.00221822667,cover=0
- 78:leaf=0.00518499454,cover=0
- 4:[Area5<0.663006425] yes=9,no=10,missing=9,gain=6.67363167,cover=46680
- 9:[Sulc0<-0.0788570642] yes=19,no=20,missing=19,gain=6.12942314,cover=28578
- 19:[Pol<81.5476837] yes=39,no=40,missing=39,gain=6.36432695,cover=383
- 39:[Ecc<4.67068386] yes=79,no=80,missing=79,gain=0.295897484,cover=55
- 79:leaf=0.0232906044,cover=0
- 80:leaf=0.0121025098,cover=0
- 40:[Ecc<3.8768425] yes=81,no=82,missing=81,gain=3.03903532,cover=328
- 81:leaf=0.00104205904,cover=0
- 82:leaf=0.014544419,cover=0
- 20:[Sulc0<0.890415967] yes=41,no=42,missing=41,gain=5.09174013,cover=28195
- 41:[Curv5<0.266060919] yes=83,no=84,missing=83,gain=6.86684656,cover=18411
- 83:leaf=0.000493035768,cover=0
- 84:leaf=-0.00160745194,cover=0
- 42:[PialArea5<0.245474651] yes=85,no=86,missing=85,gain=8.56706429,cover=9784
- 85:leaf=0.000471717882,cover=0
- 86:leaf=-0.00263519725,cover=0
- 10:[MidArea5<0.451744556] yes=21,no=22,missing=22,gain=5.5979414,cover=18102
- 21:[Area5<0.69896996] yes=43,no=44,missing=44,gain=1.90171957,cover=630
- 43:[Ecc<26.4278679] yes=87,no=88,missing=87,gain=1.73207378,cover=576
- 87:leaf=0.00643522432,cover=0
- 88:leaf=0.000668302411,cover=0
- 44:[PialCurv5<0.45140323] yes=89,no=90,missing=89,gain=1.25567913,cover=54
- 89:leaf=0.0211397428,cover=0
- 90:leaf=0.00566041097,cover=0
- 22:[Sulc0<0.662694752] yes=45,no=46,missing=45,gain=5.19475555,cover=17472
- 45:[Curv5<0.266060919] yes=91,no=92,missing=91,gain=3.00308228,cover=2028
- 91:leaf=0.00346076838,cover=0
- 92:leaf=-0.00358067243,cover=0
- 46:[Ecc<12.3665791] yes=93,no=94,missing=93,gain=5.43239021,cover=15444
- 93:leaf=-0.000676355965,cover=0
- 94:leaf=0.00120348425,cover=0
- 2:[PialCurv5<0.291493237] yes=5,no=6,missing=6,gain=62.8549042,cover=5004289
- 5:[PialArea5<0.467676282] yes=11,no=12,missing=11,gain=67.6378632,cover=4713790
- 11:[Area5<0.694293797] yes=23,no=24,missing=23,gain=113.869812,cover=398233
- 23:[Area5<0.619086087] yes=47,no=48,missing=48,gain=45.1686897,cover=251886
- 47:[Sulc0<-0.101085678] yes=95,no=96,missing=95,gain=19.3363495,cover=73973
- 95:leaf=0.000341242732,cover=0
- 96:leaf=-0.00149879942,cover=0
- 48:[Pol<119.777687] yes=97,no=98,missing=98,gain=42.2078171,cover=177913
- 97:leaf=0.000132752684,cover=0
- 98:leaf=0.00230954099,cover=0
- 24:[Pol<117.668175] yes=49,no=50,missing=50,gain=47.3853455,cover=146347
- 49:[Curv5<0.00546095846] yes=99,no=100,missing=100,gain=27.2035065,cover=131133
- 99:leaf=-0.0115357554,cover=0
- 100:leaf=0.00150738191,cover=0
- 50:[PialCurv5<0.074624911] yes=101,no=102,missing=101,gain=7.81092072,cover=15214
- 101:leaf=0.00806378108,cover=0
- 102:leaf=0.0040629548,cover=0
- 12:[Curv5<0.0778492987] yes=25,no=26,missing=25,gain=95.4131546,cover=4315557
- 25:[Sulc0<0.218763664] yes=51,no=52,missing=51,gain=138.988953,cover=3804716
- 51:[Area5<0.604913712] yes=103,no=104,missing=103,gain=78.1713943,cover=3429964
- 103:leaf=0.000359842932,cover=0
- 104:leaf=-0.00017614894,cover=0
- 52:[Area5<0.736205518] yes=105,no=106,missing=105,gain=54.8943787,cover=374752
- 105:leaf=0.00146115839,cover=0
- 106:leaf=0.000216432149,cover=0
- 26:[Area5<0.748478889] yes=53,no=54,missing=53,gain=102.626389,cover=510841
- 53:[Ecc<17.0169544] yes=107,no=108,missing=107,gain=48.7701721,cover=354716
- 107:leaf=-0.000826054253,cover=0
- 108:leaf=-0.00226630829,cover=0
- 54:[PialArea5<0.597118378] yes=109,no=110,missing=109,gain=45.7266693,cover=156125
- 109:leaf=0.00129024277,cover=0
- 110:leaf=-0.000421801349,cover=0
- 6:[Ecc<5.27515984] yes=13,no=14,missing=14,gain=24.0466003,cover=290499
- 13:[Curv5<0.22365725] yes=27,no=28,missing=27,gain=16.3110542,cover=75164
- 27:[LGI5<2.97899532] yes=55,no=56,missing=56,gain=5.59695768,cover=55545
- 55:[PialArea5<0.458904862] yes=111,no=112,missing=111,gain=4.73678493,cover=55157
- 111:leaf=0.000794327469,cover=0
- 112:leaf=-0.000172740081,cover=0
- 56:[Sulc0<-0.305269122] yes=113,no=114,missing=113,gain=4.57723475,cover=388
- 113:leaf=0.0356744044,cover=0
- 114:leaf=0.00544344774,cover=0
- 28:[Ecc<3.35458159] yes=57,no=58,missing=57,gain=4.4897728,cover=19619
- 57:[MidArea5<0.786720097] yes=115,no=116,missing=115,gain=3.30430031,cover=11265
- 115:leaf=-0.00189913658,cover=0
- 116:leaf=0.00996708684,cover=0
- 58:[Sulc0<-0.188964635] yes=117,no=118,missing=117,gain=3.36799812,cover=8354
- 117:leaf=0.0106141027,cover=0
- 118:leaf=-0.000399670069,cover=0
- 14:[Area5<0.716575325] yes=29,no=30,missing=29,gain=22.4633484,cover=215335
- 29:[Area5<0.629274011] yes=59,no=60,missing=59,gain=7.73072815,cover=118867
- 59:[Curv5<0.133649558] yes=119,no=120,missing=119,gain=5.18912125,cover=16925
- 119:leaf=-0.00495447731,cover=0
- 120:leaf=-0.00213049422,cover=0
- 60:[Sulc0<1.02827847] yes=121,no=122,missing=121,gain=6.45497131,cover=101942
- 121:leaf=-0.0011255414,cover=0
- 122:leaf=-0.00229940889,cover=0
- 30:[Curv5<0.174639657] yes=61,no=62,missing=61,gain=17.7603626,cover=96468
- 61:[PialArea5<0.390391022] yes=123,no=124,missing=123,gain=10.5982456,cover=68993
- 123:leaf=0.000869893178,cover=0
- 124:leaf=-0.000436718081,cover=0
- 62:[PialArea5<0.422649235] yes=125,no=126,missing=125,gain=11.7897739,cover=27475
- 125:leaf=-0.000809158024,cover=0
- 126:leaf=-0.00306125171,cover=0
-booster[158]:
-0:[LGI5<2.32164335] yes=1,no=2,missing=2,gain=47.8882675,cover=5124388
- 1:[Ecc<5.97554874] yes=3,no=4,missing=3,gain=34.8052101,cover=423405
- 3:[Area5<0.818724692] yes=7,no=8,missing=7,gain=19.5232391,cover=388742
- 7:[Sulc0<-0.903383076] yes=15,no=16,missing=16,gain=18.3470993,cover=380245
- 15:[LGI5<2.25075769] yes=31,no=32,missing=31,gain=8.90844059,cover=80276
- 31:[PialArea5<1.0376358] yes=63,no=64,missing=63,gain=9.28096008,cover=38151
- 63:leaf=-1.03991158e-06,cover=0
- 64:leaf=0.00161180273,cover=0
- 32:[PialCurv5<0.04242469] yes=65,no=66,missing=66,gain=8.39359188,cover=42125
- 65:leaf=-0.00044132871,cover=0
- 66:leaf=-0.0378504731,cover=0
- 16:[Ecc<2.13501525] yes=33,no=34,missing=33,gain=23.4271088,cover=299969
- 33:[Sulc0<-0.115756653] yes=67,no=68,missing=67,gain=22.3350449,cover=160831
- 67:leaf=0.00146905798,cover=0
- 68:leaf=-0.000855386723,cover=0
- 34:[Pol<163.028091] yes=69,no=70,missing=69,gain=33.6433945,cover=139138
- 69:leaf=0.000245717471,cover=0
- 70:leaf=0.00384062692,cover=0
- 8:[PialArea5<1.26501572] yes=17,no=18,missing=17,gain=6.30629635,cover=8497
- 17:[Sulc0<0.244668111] yes=35,no=36,missing=36,gain=6.06526661,cover=6601
- 35:[PialArea5<0.879786193] yes=71,no=72,missing=71,gain=4.54207611,cover=5988
- 71:leaf=-0.00426740479,cover=0
- 72:leaf=-0.00151204027,cover=0
- 36:[Curv5<0.131767005] yes=73,no=74,missing=73,gain=1.10691166,cover=613
- 73:leaf=0.00520165777,cover=0
- 74:leaf=0.000744083198,cover=0
- 18:[Pol<155.012512] yes=37,no=38,missing=37,gain=4.2747035,cover=1896
- 37:[Sulc0<-0.928855538] yes=75,no=76,missing=75,gain=3.30978775,cover=1815
- 75:leaf=0.00378031097,cover=0
- 76:leaf=-0.00098914362,cover=0
- 38:[Sulc0<-0.592216015] yes=77,no=78,missing=78,gain=1.71785545,cover=81
- 77:leaf=0.00801054388,cover=0
- 78:leaf=0.0257520024,cover=0
- 4:[Sulc0<-0.292069882] yes=9,no=10,missing=10,gain=4.67363644,cover=34663
- 9:[Curv5<-0.156904668] yes=19,no=20,missing=19,gain=9.29914474,cover=14833
- 19:[Area5<0.462054074] yes=39,no=40,missing=39,gain=4.4511404,cover=9780
- 39:[LGI5<2.22170687] yes=79,no=80,missing=79,gain=1.78757238,cover=1059
- 79:leaf=0.0060256361,cover=0
- 80:leaf=0.00116654055,cover=0
- 40:[Sulc0<-0.632113814] yes=81,no=82,missing=81,gain=4.79792929,cover=8721
- 81:leaf=-0.00191526045,cover=0
- 82:leaf=0.000622973137,cover=0
- 20:[PialArea5<0.689872265] yes=41,no=42,missing=41,gain=6.54516602,cover=5053
- 41:[LGI5<2.25075769] yes=83,no=84,missing=84,gain=4.31264114,cover=805
- 83:leaf=-0.0119865807,cover=0
- 84:leaf=-0.00451432681,cover=0
- 42:[Area5<0.639429986] yes=85,no=86,missing=85,gain=5.9515419,cover=4248
- 85:leaf=4.14091919e-05,cover=0
- 86:leaf=-0.00393405603,cover=0
- 10:[PialCurv5<0.0959877223] yes=21,no=22,missing=21,gain=5.94188213,cover=19830
- 21:[Ecc<17.0169544] yes=43,no=44,missing=43,gain=6.13378859,cover=8672
- 43:[Pol<74.0505524] yes=87,no=88,missing=88,gain=4.03395271,cover=8496
- 87:leaf=-0.00247224211,cover=0
- 88:leaf=0.0010628131,cover=0
- 44:[Area5<0.744179189] yes=89,no=90,missing=89,gain=0.942378521,cover=176
- 89:leaf=-0.00306741381,cover=0
- 90:leaf=-0.011107116,cover=0
- 22:[Sulc0<0.143142253] yes=45,no=46,missing=45,gain=4.10944939,cover=11158
- 45:[Area5<0.669105887] yes=91,no=92,missing=91,gain=4.38361359,cover=2401
- 91:leaf=-0.00590594579,cover=0
- 92:leaf=-0.00146483572,cover=0
- 46:[LGI5<2.13090348] yes=93,no=94,missing=94,gain=3.72252417,cover=8757
- 93:leaf=-0.00626800815,cover=0
- 94:leaf=-0.000554140075,cover=0
- 2:[Pol<19.2006226] yes=5,no=6,missing=6,gain=49.5744934,cover=4700983
- 5:[Ecc<1.57116413] yes=11,no=12,missing=11,gain=58.1054955,cover=398998
- 11:[Ecc<0.45941934] yes=23,no=24,missing=24,gain=7.39573479,cover=35730
- 23:[Area5<0.987501919] yes=47,no=48,missing=47,gain=1.81855822,cover=6879
- 47:[PialCurv5<-0.0800075978] yes=95,no=96,missing=95,gain=1.72128606,cover=6863
- 95:leaf=-0.000404758292,cover=0
- 96:leaf=0.00134578848,cover=0
- 48:[Pol<13.2006302] yes=97,no=98,missing=97,gain=0.418143392,cover=16
- 97:leaf=-0.00473704515,cover=0
- 98:leaf=-0.0221398659,cover=0
- 24:[PialArea5<0.739180207] yes=49,no=50,missing=49,gain=7.58130646,cover=28851
- 49:[Curv5<0.0213092454] yes=99,no=100,missing=99,gain=2.58293152,cover=3006
- 99:leaf=-0.00488774292,cover=0
- 100:leaf=-0.00125437404,cover=0
- 50:[Sulc0<-0.87967056] yes=101,no=102,missing=101,gain=5.49126816,cover=25845
- 101:leaf=-0.00225171517,cover=0
- 102:leaf=-0.00079268188,cover=0
- 12:[Ecc<5.21075869] yes=25,no=26,missing=25,gain=57.2304764,cover=363268
- 25:[Curv5<-0.155295327] yes=51,no=52,missing=52,gain=59.6340485,cover=76029
- 51:[MidArea5<0.94823128] yes=103,no=104,missing=103,gain=13.3815002,cover=55464
- 103:leaf=0.00167252705,cover=0
- 104:leaf=7.28604937e-05,cover=0
- 52:[PialArea5<1.1133045] yes=105,no=106,missing=105,gain=30.3372955,cover=20565
- 105:leaf=0.0056010033,cover=0
- 106:leaf=0.00155275676,cover=0
- 26:[Ecc<44.7855835] yes=53,no=54,missing=54,gain=17.3899784,cover=287239
- 53:[MidArea5<0.725911021] yes=107,no=108,missing=107,gain=20.3664436,cover=268922
- 107:leaf=-0.000608357077,cover=0
- 108:leaf=0.000487384066,cover=0
- 54:[Sulc0<0.101211272] yes=109,no=110,missing=109,gain=16.3198662,cover=18317
- 109:leaf=0.000548081298,cover=0
- 110:leaf=0.00355649111,cover=0
- 6:[Sulc0<-0.426983118] yes=13,no=14,missing=13,gain=85.3335114,cover=4301985
- 13:[Ecc<1.96654522] yes=27,no=28,missing=28,gain=83.0862808,cover=1416008
- 27:[LGI5<2.53029394] yes=55,no=56,missing=56,gain=53.3303986,cover=302263
- 55:[Pol<67.3859482] yes=111,no=112,missing=112,gain=45.1813278,cover=246579
- 111:leaf=-0.000374774769,cover=0
- 112:leaf=0.00110148266,cover=0
- 56:[LGI5<2.61550069] yes=113,no=114,missing=113,gain=11.9979095,cover=55684
- 113:leaf=-0.000482555799,cover=0
- 114:leaf=-0.00199581403,cover=0
- 28:[Pol<142.520569] yes=57,no=58,missing=57,gain=82.9978485,cover=1113745
- 57:[Curv5<-0.249691159] yes=115,no=116,missing=116,gain=103.384399,cover=584366
- 115:leaf=0.000393683411,cover=0
- 116:leaf=-0.00131986849,cover=0
- 58:[Curv5<-0.163374811] yes=117,no=118,missing=117,gain=71.4904404,cover=529379
- 117:leaf=-0.000520657224,cover=0
- 118:leaf=0.00074552116,cover=0
- 14:[Ecc<3.29132295] yes=29,no=30,missing=29,gain=147.545471,cover=2885977
- 29:[MidArea5<0.67240268] yes=59,no=60,missing=59,gain=75.8926239,cover=269445
- 59:[Ecc<1.68457866] yes=119,no=120,missing=120,gain=26.6131668,cover=156524
- 119:leaf=0.000570497126,cover=0
- 120:leaf=-0.000797485118,cover=0
- 60:[Pol<108.715256] yes=121,no=122,missing=121,gain=91.5021362,cover=112921
- 121:leaf=-0.000786959194,cover=0
- 122:leaf=-0.00366259436,cover=0
- 30:[PialCurv5<0.064168714] yes=61,no=62,missing=61,gain=125.397629,cover=2616532
- 61:[Ecc<21.0377083] yes=123,no=124,missing=123,gain=133.579376,cover=1245870
- 123:leaf=0.000892122916,cover=0
- 124:leaf=-0.000245325355,cover=0
- 62:[PialArea5<0.559226274] yes=125,no=126,missing=125,gain=92.283989,cover=1370662
- 125:leaf=0.000168636558,cover=0
- 126:leaf=-0.000689935347,cover=0
-booster[159]:
-0:[PialArea5<0.971235156] yes=1,no=2,missing=1,gain=47.335083,cover=5124388
- 1:[MidArea5<0.814855576] yes=3,no=4,missing=3,gain=74.4360428,cover=3914635
- 3:[Area5<0.802302957] yes=7,no=8,missing=7,gain=72.8988571,cover=3638182
- 7:[PialArea5<0.864470184] yes=15,no=16,missing=15,gain=60.2905121,cover=3542976
- 15:[Curv5<-0.0296960976] yes=31,no=32,missing=31,gain=73.3711014,cover=3019753
- 31:[Area5<0.613672853] yes=63,no=64,missing=63,gain=136.08844,cover=1038281
- 63:leaf=2.96397284e-05,cover=0
- 64:leaf=-0.001126435,cover=0
- 32:[PialCurv5<0.0218105931] yes=65,no=66,missing=65,gain=268.602386,cover=1981472
- 65:leaf=0.00172436913,cover=0
- 66:leaf=-0.000151700864,cover=0
- 16:[PialCurv5<-0.0829703882] yes=33,no=34,missing=34,gain=108.41832,cover=523223
- 33:[Curv5<-0.106344692] yes=67,no=68,missing=67,gain=105.259918,cover=325191
- 67:leaf=-0.000212678176,cover=0
- 68:leaf=0.00761589734,cover=0
- 34:[Area5<0.676715076] yes=69,no=70,missing=69,gain=106.162338,cover=198032
- 69:leaf=0.00237318175,cover=0
- 70:leaf=3.1978474e-05,cover=0
- 8:[PialArea5<0.721636832] yes=17,no=18,missing=18,gain=31.9165726,cover=95206
- 17:[LGI5<2.31192279] yes=35,no=36,missing=36,gain=18.9453049,cover=75952
- 35:[Sulc0<0.101211272] yes=71,no=72,missing=71,gain=8.28514671,cover=2399
- 71:leaf=-0.00525978208,cover=0
- 72:leaf=0.000634485157,cover=0
- 36:[Curv5<0.131767005] yes=73,no=74,missing=73,gain=16.1148758,cover=73553
- 73:leaf=0.00264043314,cover=0
- 74:leaf=0.00115425407,cover=0
- 18:[Pol<49.2074432] yes=37,no=38,missing=38,gain=13.6918182,cover=19254
- 37:[Ecc<1.85215485] yes=75,no=76,missing=76,gain=1.86445332,cover=2944
- 75:leaf=-0.00544959446,cover=0
- 76:leaf=0.00287382561,cover=0
- 38:[Curv5<0.00546095846] yes=77,no=78,missing=77,gain=5.8031888,cover=16310
- 77:leaf=-0.00297609274,cover=0
- 78:leaf=-0.000568668591,cover=0
- 4:[Area5<0.748478889] yes=9,no=10,missing=9,gain=38.6958466,cover=276453
- 9:[Sulc0<-0.0713235363] yes=19,no=20,missing=20,gain=28.8389492,cover=117746
- 19:[Curv5<-0.024997253] yes=39,no=40,missing=40,gain=21.9082775,cover=93938
- 39:[Curv5<-0.254102558] yes=79,no=80,missing=80,gain=15.5946083,cover=85139
- 79:leaf=0.00160335179,cover=0
- 80:leaf=-0.000998581992,cover=0
- 40:[PialCurv5<-0.0133872591] yes=81,no=82,missing=81,gain=21.4986153,cover=8799
- 81:leaf=0.0073851156,cover=0
- 82:leaf=0.000715833623,cover=0
- 20:[Ecc<18.3223667] yes=41,no=42,missing=41,gain=12.3830833,cover=23808
- 41:[Ecc<11.0302963] yes=83,no=84,missing=84,gain=7.7599926,cover=10335
- 83:leaf=0.00186023244,cover=0
- 84:leaf=0.00495854858,cover=0
- 42:[Sulc0<0.126604497] yes=85,no=86,missing=85,gain=11.6032133,cover=13473
- 85:leaf=-0.000962876424,cover=0
- 86:leaf=0.00198192219,cover=0
- 10:[PialArea5<0.705942631] yes=21,no=22,missing=22,gain=37.2644196,cover=158707
- 21:[Ecc<21.7409172] yes=43,no=44,missing=43,gain=4.83231354,cover=2216
- 43:[LGI5<3.23225117] yes=87,no=88,missing=88,gain=6.53743792,cover=1280
- 87:leaf=0.00420040777,cover=0
- 88:leaf=-0.00820146035,cover=0
- 44:[PialCurv5<0.260145098] yes=89,no=90,missing=90,gain=3.19447136,cover=936
- 89:leaf=0.00919520017,cover=0
- 90:leaf=0.00167661614,cover=0
- 22:[Pol<111.326981] yes=45,no=46,missing=45,gain=31.2522125,cover=156491
- 45:[Pol<31.3444195] yes=91,no=92,missing=91,gain=13.9635105,cover=85328
- 91:leaf=0.000276757753,cover=0
- 92:leaf=-0.00118744408,cover=0
- 46:[Ecc<6.52965975] yes=93,no=94,missing=93,gain=43.640976,cover=71163
- 93:leaf=-0.0047129211,cover=0
- 94:leaf=-0.00161289703,cover=0
- 2:[Area5<0.794681609] yes=5,no=6,missing=5,gain=59.6477127,cover=1209753
- 5:[Sulc0<-0.370474488] yes=11,no=12,missing=11,gain=62.3945236,cover=998001
- 11:[Curv5<-0.0773924068] yes=23,no=24,missing=23,gain=36.7085304,cover=807230
- 23:[Area5<0.589787364] yes=47,no=48,missing=48,gain=38.8727646,cover=768995
- 47:[Curv5<-0.186853081] yes=95,no=96,missing=95,gain=18.3518066,cover=111331
- 95:leaf=0.000674171024,cover=0
- 96:leaf=0.00214456185,cover=0
- 48:[PialArea5<1.19545019] yes=97,no=98,missing=97,gain=33.5931015,cover=657664
- 97:leaf=-0.000183345983,cover=0
- 98:leaf=0.000610585965,cover=0
- 24:[PialCurv5<-0.076943703] yes=49,no=50,missing=49,gain=108.37561,cover=38235
- 49:[LGI5<2.47631311] yes=99,no=100,missing=99,gain=41.7856598,cover=1815
- 99:leaf=0.0262470897,cover=0
- 100:leaf=0.00910186302,cover=0
- 50:[PialCurv5<-0.0529128574] yes=101,no=102,missing=101,gain=34.369339,cover=36420
- 101:leaf=0.00445080316,cover=0
- 102:leaf=0.000458586786,cover=0
- 12:[Pol<64.3762589] yes=25,no=26,missing=25,gain=77.1845932,cover=190771
- 25:[LGI5<2.56467891] yes=51,no=52,missing=51,gain=19.5528851,cover=75232
- 51:[Curv5<-0.0226651002] yes=103,no=104,missing=104,gain=7.03475761,cover=7282
- 103:leaf=0.00207490125,cover=0
- 104:leaf=0.00840056036,cover=0
- 52:[Curv5<-0.0413376503] yes=105,no=106,missing=106,gain=14.1427937,cover=67950
- 105:leaf=-0.000589817646,cover=0
- 106:leaf=0.00125599746,cover=0
- 26:[Pol<116.615585] yes=53,no=54,missing=53,gain=48.2270966,cover=115539
- 53:[Ecc<5.53207445] yes=107,no=108,missing=107,gain=39.9516754,cover=24733
- 107:leaf=0.0016351752,cover=0
- 108:leaf=0.00571828661,cover=0
- 54:[Ecc<2.97906685] yes=109,no=110,missing=109,gain=49.8875504,cover=90806
- 109:leaf=-0.00572239561,cover=0
- 110:leaf=0.00173496583,cover=0
- 6:[PialArea5<1.21550834] yes=13,no=14,missing=13,gain=32.1277313,cover=211752
- 13:[Pol<25.2957573] yes=27,no=28,missing=27,gain=18.1487007,cover=114359
- 27:[Ecc<10.2861843] yes=55,no=56,missing=56,gain=6.65592957,cover=26048
- 55:[Curv5<-0.16496937] yes=111,no=112,missing=111,gain=3.95481014,cover=11593
- 111:leaf=-0.0016018817,cover=0
- 112:leaf=0.000255195948,cover=0
- 56:[Curv5<-0.247622609] yes=113,no=114,missing=113,gain=3.407794,cover=14455
- 113:leaf=0.00362688489,cover=0
- 114:leaf=0.000626297318,cover=0
- 28:[Area5<0.864337862] yes=57,no=58,missing=58,gain=14.2212219,cover=88311
- 57:[Ecc<0.567370772] yes=115,no=116,missing=115,gain=12.0741253,cover=69867
- 115:leaf=0.00914505776,cover=0
- 116:leaf=-0.00109628693,cover=0
- 58:[Ecc<6.58772182] yes=117,no=118,missing=117,gain=27.4723244,cover=18444
- 117:leaf=-0.00524574379,cover=0
- 118:leaf=-0.00119941449,cover=0
- 14:[Sulc0<-0.998678327] yes=29,no=30,missing=29,gain=12.7963991,cover=97393
- 29:[LGI5<2.67457628] yes=59,no=60,missing=59,gain=8.02000809,cover=9261
- 59:[Ecc<1.73852015] yes=119,no=120,missing=120,gain=4.82040405,cover=4046
- 119:leaf=-0.000447611092,cover=0
- 120:leaf=0.00436505396,cover=0
- 60:[LGI5<3.24660802] yes=121,no=122,missing=121,gain=9.14422703,cover=5215
- 121:leaf=-0.000860924541,cover=0
- 122:leaf=0.00353288534,cover=0
- 30:[Pol<42.7478409] yes=61,no=62,missing=61,gain=13.6683893,cover=88132
- 61:[Ecc<11.1913614] yes=123,no=124,missing=124,gain=25.726284,cover=49230
- 123:leaf=-0.00126231171,cover=0
- 124:leaf=0.00127081655,cover=0
- 62:[Pol<168.718765] yes=125,no=126,missing=125,gain=14.7564697,cover=38902
- 125:leaf=0.00124675373,cover=0
- 126:leaf=-0.00106243067,cover=0
-booster[160]:
-0:[Curv5<-0.331971258] yes=1,no=2,missing=2,gain=46.3699379,cover=5124388
- 1:[PialArea5<0.679818809] yes=3,no=4,missing=4,gain=60.7108078,cover=60049
- 3:[PialCurv5<-0.117370568] yes=7,no=8,missing=7,gain=8.76094341,cover=18129
- 7:[Ecc<11.3532677] yes=15,no=16,missing=15,gain=6.85855818,cover=16577
- 15:[Pol<87.9431763] yes=31,no=32,missing=32,gain=4.28606176,cover=9592
- 31:[PialArea5<0.458904862] yes=63,no=64,missing=63,gain=6.92014122,cover=4905
- 63:leaf=-0.00677036587,cover=0
- 64:leaf=-0.000251278863,cover=0
- 32:[Pol<119.248337] yes=65,no=66,missing=65,gain=11.6018772,cover=4687
- 65:leaf=0.00586927868,cover=0
- 66:leaf=-7.6925935e-05,cover=0
- 16:[Pol<127.728462] yes=33,no=34,missing=34,gain=4.2284193,cover=6985
- 33:[LGI5<3.38720298] yes=67,no=68,missing=67,gain=4.75629139,cover=4264
- 67:leaf=-0.00165532657,cover=0
- 68:leaf=0.00275164726,cover=0
- 34:[LGI5<3.13786864] yes=69,no=70,missing=69,gain=3.62137032,cover=2721
- 69:leaf=-0.0051774201,cover=0
- 70:leaf=-0.00152631884,cover=0
- 8:[MidArea5<0.563840628] yes=17,no=18,missing=17,gain=2.38895607,cover=1552
- 17:[Curv5<-0.350989401] yes=35,no=36,missing=35,gain=3.04855347,cover=1076
- 35:[Ecc<14.0810061] yes=71,no=72,missing=71,gain=1.95842743,cover=955
- 71:leaf=-0.00824406836,cover=0
- 72:leaf=-0.00314102182,cover=0
- 36:[PialCurv5<-0.0456207059] yes=73,no=74,missing=73,gain=0.638041019,cover=121
- 73:leaf=-0.000234317296,cover=0
- 74:leaf=0.0088595571,cover=0
- 18:[Ecc<30.959959] yes=37,no=38,missing=37,gain=2.90428472,cover=476
- 37:[PialCurv5<0.255337358] yes=75,no=76,missing=75,gain=1.62829804,cover=434
- 75:leaf=-0.000842701469,cover=0
- 76:leaf=0.0219251998,cover=0
- 38:[Pol<121.397697] yes=77,no=78,missing=78,gain=0.498226881,cover=42
- 77:leaf=0.000658722769,cover=0
- 78:leaf=-0.0160026662,cover=0
- 4:[Curv5<-0.39144522] yes=9,no=10,missing=9,gain=19.4282684,cover=41920
- 9:[Sulc0<-0.188964635] yes=19,no=20,missing=20,gain=8.79488373,cover=9608
- 19:[PialCurv5<-0.151339546] yes=39,no=40,missing=39,gain=5.51896667,cover=9136
- 39:[MidArea5<0.669281006] yes=79,no=80,missing=79,gain=4.80237579,cover=7223
- 79:leaf=0.00320793292,cover=0
- 80:leaf=0.00581729319,cover=0
- 40:[PialCurv5<-0.00372259994] yes=81,no=82,missing=81,gain=4.19486046,cover=1913
- 81:leaf=0.0020431804,cover=0
- 82:leaf=-0.0135778142,cover=0
- 20:[Ecc<3.94116735] yes=41,no=42,missing=41,gain=6.73271561,cover=472
- 41:[Pol<24.282547] yes=83,no=84,missing=84,gain=0.611994743,cover=21
- 83:leaf=0.00739090657,cover=0
- 84:leaf=0.0408615284,cover=0
- 42:[LGI5<2.91278505] yes=85,no=86,missing=85,gain=2.53941536,cover=451
- 85:leaf=0.012998757,cover=0
- 86:leaf=0.00538679678,cover=0
- 10:[Sulc0<-0.79536891] yes=21,no=22,missing=21,gain=10.6054993,cover=32312
- 21:[PialArea5<0.764178395] yes=43,no=44,missing=43,gain=4.06674528,cover=16786
- 43:[MidArea5<0.524661958] yes=87,no=88,missing=88,gain=1.43888736,cover=3679
- 87:leaf=0.00572730554,cover=0
- 88:leaf=-0.000639365171,cover=0
- 44:[Pol<160.153915] yes=89,no=90,missing=89,gain=3.60545826,cover=13107
- 89:leaf=0.00181488867,cover=0
- 90:leaf=-0.000254469167,cover=0
- 22:[MidArea5<0.700202465] yes=45,no=46,missing=45,gain=7.6741333,cover=15526
- 45:[Ecc<14.9070177] yes=91,no=92,missing=91,gain=4.8036232,cover=7761
- 91:leaf=0.00260743778,cover=0
- 92:leaf=5.5759333e-06,cover=0
- 46:[Pol<146.864227] yes=93,no=94,missing=93,gain=4.55523682,cover=7765
- 93:leaf=0.00464852061,cover=0
- 94:leaf=0.00192084908,cover=0
- 2:[PialArea5<0.349780142] yes=5,no=6,missing=6,gain=48.6237907,cover=5064339
- 5:[Curv5<0.147363082] yes=11,no=12,missing=11,gain=57.3551254,cover=242486
- 11:[Pol<74.7525482] yes=23,no=24,missing=23,gain=11.9881592,cover=53287
- 23:[PialCurv5<0.309146255] yes=47,no=48,missing=48,gain=4.91282845,cover=2687
- 47:[LGI5<3.44046211] yes=95,no=96,missing=95,gain=4.90880203,cover=2314
- 95:leaf=0.00518498896,cover=0
- 96:leaf=0.0112369796,cover=0
- 48:[Sulc0<0.354630351] yes=97,no=98,missing=98,gain=3.59635878,cover=373
- 97:leaf=0.0225401632,cover=0
- 98:leaf=-0.000996847637,cover=0
- 24:[Pol<106.604004] yes=49,no=50,missing=49,gain=15.235939,cover=50600
- 49:[Area5<0.626857519] yes=99,no=100,missing=99,gain=13.771904,cover=38777
- 99:leaf=-0.000491465384,cover=0
- 100:leaf=0.00193788193,cover=0
- 50:[Curv5<0.0168606453] yes=101,no=102,missing=101,gain=5.99863434,cover=11823
- 101:leaf=-0.00397402607,cover=0
- 102:leaf=0.00370876188,cover=0
- 12:[Pol<113.913933] yes=25,no=26,missing=25,gain=29.980751,cover=189199
- 25:[PialArea5<0.245474651] yes=51,no=52,missing=51,gain=27.0502453,cover=171960
- 51:[LGI5<2.82485151] yes=103,no=104,missing=103,gain=10.630619,cover=17590
- 103:leaf=0.000788966485,cover=0
- 104:leaf=0.00325225713,cover=0
- 52:[Area5<0.726017833] yes=105,no=106,missing=105,gain=25.9476013,cover=154370
- 105:leaf=-0.000388383371,cover=0
- 106:leaf=0.00147678016,cover=0
- 26:[Area5<0.607942343] yes=53,no=54,missing=54,gain=11.7880287,cover=17239
- 53:[Ecc<16.5318356] yes=107,no=108,missing=108,gain=3.79925489,cover=5272
- 107:leaf=0.000718350871,cover=0
- 108:leaf=-0.00402852194,cover=0
- 54:[Sulc0<0.383163035] yes=109,no=110,missing=109,gain=6.86997986,cover=11967
- 109:leaf=0.00500395847,cover=0
- 110:leaf=0.00236974354,cover=0
- 6:[Curv5<0.124281213] yes=13,no=14,missing=14,gain=64.7780762,cover=4821853
- 13:[Sulc0<0.0214736983] yes=27,no=28,missing=28,gain=88.8594437,cover=4256059
- 27:[PialArea5<0.816499233] yes=55,no=56,missing=55,gain=79.0932159,cover=3149397
- 55:[Pol<174.523148] yes=111,no=112,missing=111,gain=87.9181442,cover=1020255
- 111:leaf=-0.00057754427,cover=0
- 112:leaf=0.00142327452,cover=0
- 56:[Area5<0.703760326] yes=113,no=114,missing=113,gain=119.016891,cover=2129142
- 113:leaf=0.000385606865,cover=0
- 114:leaf=-0.000373641087,cover=0
- 28:[PialCurv5<0.0519027263] yes=57,no=58,missing=58,gain=68.9740753,cover=1106662
- 57:[Pol<114.432869] yes=115,no=116,missing=115,gain=99.3982544,cover=398445
- 115:leaf=0.00166034419,cover=0
- 116:leaf=7.3006704e-05,cover=0
- 58:[PialArea5<0.617149889] yes=117,no=118,missing=118,gain=127.679855,cover=708217
- 117:leaf=0.000712360255,cover=0
- 118:leaf=-0.000641852443,cover=0
- 14:[Area5<0.877147377] yes=29,no=30,missing=29,gain=49.0435715,cover=565794
- 29:[Ecc<13.3064203] yes=59,no=60,missing=60,gain=47.4948273,cover=555193
- 59:[Pol<62.0115929] yes=119,no=120,missing=119,gain=35.9098778,cover=392602
- 119:leaf=0.00407378236,cover=0
- 120:leaf=-0.000354382588,cover=0
- 60:[Pol<125.881905] yes=121,no=122,missing=121,gain=40.240097,cover=162591
- 121:leaf=-0.00160646648,cover=0
- 122:leaf=0.000829138909,cover=0
- 30:[Sulc0<0.143142253] yes=61,no=62,missing=61,gain=6.64080048,cover=10601
- 61:[Area5<0.987501919] yes=123,no=124,missing=123,gain=1.28268695,cover=1569
- 123:leaf=-0.00179603032,cover=0
- 124:leaf=0.00108554866,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=7.24657822,cover=9032
- 125:leaf=0.00246099709,cover=0
- 126:leaf=0.00560037186,cover=0
-booster[161]:
-0:[PialArea5<1.36541271] yes=1,no=2,missing=2,gain=45.3805542,cover=5124388
- 1:[Sulc0<-1.03844893] yes=3,no=4,missing=3,gain=48.8031044,cover=5024305
- 3:[Pol<145.397461] yes=7,no=8,missing=8,gain=17.4979362,cover=162683
- 7:[MidArea5<0.818603933] yes=15,no=16,missing=15,gain=10.4995966,cover=114514
- 15:[Pol<55.3432045] yes=31,no=32,missing=31,gain=9.48781395,cover=57225
- 31:[Ecc<2.31110334] yes=63,no=64,missing=63,gain=8.09339142,cover=43243
- 63:leaf=-0.00212845369,cover=0
- 64:leaf=-0.000751938322,cover=0
- 32:[Ecc<5.14592695] yes=65,no=66,missing=65,gain=4.98635864,cover=13982
- 65:leaf=0.0004087126,cover=0
- 66:leaf=-0.00311165839,cover=0
- 16:[Ecc<2.73602629] yes=33,no=34,missing=33,gain=6.2253418,cover=57289
- 33:[Pol<59.5955544] yes=67,no=68,missing=67,gain=12.2483587,cover=25735
- 67:leaf=-0.00120125897,cover=0
- 68:leaf=0.00142116833,cover=0
- 34:[Pol<62.0115929] yes=69,no=70,missing=70,gain=9.39228439,cover=31554
- 69:leaf=0.00058188563,cover=0
- 70:leaf=-0.00447143288,cover=0
- 8:[Curv5<-0.215837389] yes=17,no=18,missing=18,gain=8.67720032,cover=48169
- 17:[LGI5<2.44639945] yes=35,no=36,missing=35,gain=6.19853783,cover=36066
- 35:[Ecc<5.59685707] yes=71,no=72,missing=71,gain=6.770679,cover=14554
- 71:leaf=7.75190929e-05,cover=0
- 72:leaf=-0.00259634433,cover=0
- 36:[Ecc<10.7180347] yes=73,no=74,missing=73,gain=7.78680801,cover=21512
- 73:leaf=-0.00239115721,cover=0
- 74:leaf=-0.000260687404,cover=0
- 18:[Sulc0<-1.15707839] yes=37,no=38,missing=37,gain=7.82999802,cover=12103
- 37:[PialCurv5<-0.0999256745] yes=75,no=76,missing=76,gain=3.88427162,cover=2145
- 75:leaf=-0.00432039099,cover=0
- 76:leaf=-0.00923884939,cover=0
- 38:[Area5<0.483568966] yes=77,no=78,missing=77,gain=2.79223633,cover=9958
- 77:leaf=-8.83119283e-05,cover=0
- 78:leaf=-0.00255115307,cover=0
- 4:[Area5<0.489361584] yes=9,no=10,missing=9,gain=51.8059464,cover=4861622
- 9:[PialArea5<0.733388364] yes=19,no=20,missing=19,gain=32.2801399,cover=198871
- 19:[Pol<38.1036148] yes=39,no=40,missing=40,gain=16.4334927,cover=82036
- 39:[PialCurv5<0.01500447] yes=79,no=80,missing=80,gain=6.41120338,cover=6494
- 79:leaf=-0.00214711996,cover=0
- 80:leaf=-0.0140607683,cover=0
- 40:[Sulc0<0.703387856] yes=81,no=82,missing=81,gain=17.309351,cover=75542
- 81:leaf=0.000361583283,cover=0
- 82:leaf=-0.00552081782,cover=0
- 20:[PialArea5<0.998395085] yes=41,no=42,missing=42,gain=16.0988235,cover=116835
- 41:[Curv5<-0.188354567] yes=83,no=84,missing=84,gain=14.4554596,cover=110242
- 83:leaf=0.000829102006,cover=0
- 84:leaf=0.00207647402,cover=0
- 42:[Sulc0<-0.173886195] yes=85,no=86,missing=85,gain=4.59215546,cover=6593
- 85:leaf=0.00380922039,cover=0
- 86:leaf=-0.0248748809,cover=0
- 10:[Pol<20.2198563] yes=21,no=22,missing=21,gain=60.8685837,cover=4662751
- 21:[Ecc<1.3629595] yes=43,no=44,missing=44,gain=45.8993912,cover=358058
- 43:[Ecc<0.567370772] yes=87,no=88,missing=87,gain=10.4100266,cover=28326
- 87:leaf=-3.23947788e-05,cover=0
- 88:leaf=-0.00203078473,cover=0
- 44:[Ecc<3.8768425] yes=89,no=90,missing=89,gain=86.5675812,cover=329732
- 89:leaf=0.00284166844,cover=0
- 90:leaf=0.000464628363,cover=0
- 22:[Pol<44.6807365] yes=45,no=46,missing=45,gain=89.2609711,cover=4304693
- 45:[Ecc<4.8056078] yes=91,no=92,missing=91,gain=112.255905,cover=418241
- 91:leaf=0.000619841914,cover=0
- 92:leaf=-0.0012430069,cover=0
- 46:[PialArea5<0.890138209] yes=93,no=94,missing=93,gain=69.9893494,cover=3886452
- 93:leaf=-0.000113023096,cover=0
- 94:leaf=0.000368764275,cover=0
- 2:[Ecc<2.31110334] yes=5,no=6,missing=5,gain=12.863678,cover=100083
- 5:[Curv5<-0.177508175] yes=11,no=12,missing=12,gain=20.0971794,cover=16919
- 11:[LGI5<2.51288176] yes=23,no=24,missing=23,gain=11.244154,cover=9944
- 23:[Pol<37.1539459] yes=47,no=48,missing=47,gain=4.58396339,cover=8085
- 47:[MidArea5<1.21578133] yes=95,no=96,missing=96,gain=4.58008289,cover=4764
- 95:leaf=0.000169096558,cover=0
- 96:leaf=0.00524981972,cover=0
- 48:[PialCurv5<-0.11032705] yes=97,no=98,missing=97,gain=5.3139925,cover=3321
- 97:leaf=0.00128941529,cover=0
- 98:leaf=0.0053063333,cover=0
- 24:[Pol<12.2267933] yes=49,no=50,missing=49,gain=2.28189898,cover=1859
- 49:[Ecc<1.68457866] yes=99,no=100,missing=99,gain=1.04532003,cover=403
- 99:leaf=-0.00816191453,cover=0
- 100:leaf=-0.0029995346,cover=0
- 50:[PialCurv5<-0.115016438] yes=101,no=102,missing=101,gain=2.04271126,cover=1456
- 101:leaf=-0.00315444474,cover=0
- 102:leaf=0.000706513587,cover=0
- 12:[Area5<0.987501919] yes=25,no=26,missing=25,gain=17.9397278,cover=6975
- 25:[PialCurv5<-0.102360219] yes=51,no=52,missing=51,gain=14.2208862,cover=6540
- 51:[Curv5<-0.144993886] yes=103,no=104,missing=104,gain=20.569706,cover=1686
- 103:leaf=0.00567474077,cover=0
- 104:leaf=0.0181938037,cover=0
- 52:[Pol<119.777687] yes=105,no=106,missing=105,gain=9.900177,cover=4854
- 105:leaf=0.00440294296,cover=0
- 106:leaf=-0.00323480531,cover=0
- 26:[LGI5<2.61063838] yes=53,no=54,missing=53,gain=5.69344187,cover=435
- 53:[Ecc<0.618862808] yes=107,no=108,missing=107,gain=3.04948664,cover=415
- 107:leaf=-0.0190220419,cover=0
- 108:leaf=-0.00520074833,cover=0
- 54:[Ecc<1.85215485] yes=109,no=110,missing=109,gain=1.28219962,cover=20
- 109:leaf=0.008468505,cover=0
- 110:leaf=0.0344407596,cover=0
- 6:[Pol<75.4512405] yes=13,no=14,missing=13,gain=10.3350315,cover=83164
- 13:[Area5<0.621834755] yes=27,no=28,missing=28,gain=14.3192501,cover=62888
- 27:[Curv5<-0.204921171] yes=55,no=56,missing=55,gain=3.6198101,cover=1669
- 55:[LGI5<2.23211861] yes=111,no=112,missing=111,gain=2.59536552,cover=1016
- 111:leaf=-0.00758858491,cover=0
- 112:leaf=0.00378461741,cover=0
- 56:[PialCurv5<-0.0923183635] yes=113,no=114,missing=113,gain=6.03471947,cover=653
- 113:leaf=0.0106361425,cover=0
- 114:leaf=-0.000679504999,cover=0
- 28:[Curv5<-0.0773924068] yes=57,no=58,missing=57,gain=10.1882744,cover=61219
- 57:[Ecc<12.1917515] yes=115,no=116,missing=115,gain=7.53094339,cover=59804
- 115:leaf=7.89158075e-05,cover=0
- 116:leaf=0.00187628611,cover=0
- 58:[PialCurv5<-0.0748331472] yes=117,no=118,missing=117,gain=13.5712862,cover=1415
- 117:leaf=0.0221383478,cover=0
- 118:leaf=0.00320027326,cover=0
- 14:[PialCurv5<-0.0441194475] yes=29,no=30,missing=29,gain=14.0966473,cover=20276
- 29:[Curv5<-0.12365336] yes=59,no=60,missing=60,gain=25.0103111,cover=19274
- 59:[Pol<122.504936] yes=119,no=120,missing=120,gain=10.1354418,cover=16099
- 119:leaf=0.00931339804,cover=0
- 120:leaf=0.00110174029,cover=0
- 60:[PialCurv5<-0.08490628] yes=121,no=122,missing=121,gain=23.3337936,cover=3175
- 121:leaf=0.0127838701,cover=0
- 122:leaf=0.00338115473,cover=0
- 30:[Curv5<-0.282992184] yes=61,no=62,missing=62,gain=4.96278095,cover=1002
- 61:leaf=-0.0335578024,cover=0
- 62:[Sulc0<-0.0713235363] yes=123,no=124,missing=124,gain=4.36593342,cover=989
- 123:leaf=-0.00521007506,cover=0
- 124:leaf=0.00311050727,cover=0
-booster[162]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=2,gain=44.5894966,cover=5124388
- 1:[Curv5<0.18040961] yes=3,no=4,missing=3,gain=24.1015244,cover=60049
- 3:[Area5<0.476400614] yes=7,no=8,missing=8,gain=8.91136169,cover=20736
- 7:[Pol<104.38549] yes=15,no=16,missing=15,gain=2.60556293,cover=367
- 15:[LGI5<3.45167398] yes=31,no=32,missing=31,gain=2.39990377,cover=275
- 31:[LGI5<2.76298451] yes=63,no=64,missing=63,gain=1.81857252,cover=265
- 63:leaf=-0.0146991983,cover=0
- 64:leaf=-0.0055903187,cover=0
- 32:leaf=0.0156238033,cover=0
- 16:[PialCurv5<-0.072655201] yes=33,no=34,missing=33,gain=1.66893244,cover=92
- 33:[LGI5<3.13786864] yes=65,no=66,missing=65,gain=0.136102676,cover=49
- 65:leaf=-0.00503690308,cover=0
- 66:leaf=0.00222549285,cover=0
- 34:[Curv5<0.171955615] yes=67,no=68,missing=67,gain=0.158993959,cover=43
- 67:leaf=0.0100521892,cover=0
- 68:leaf=-0.00308987102,cover=0
- 8:[PialArea5<0.245474651] yes=17,no=18,missing=17,gain=8.03580475,cover=20369
- 17:[Sulc0<0.474820405] yes=35,no=36,missing=35,gain=5.03042603,cover=4713
- 35:[Pol<130.198486] yes=69,no=70,missing=69,gain=2.12074471,cover=324
- 69:leaf=0.0143215209,cover=0
- 70:leaf=0.00611932855,cover=0
- 36:[Pol<79.5617371] yes=71,no=72,missing=71,gain=4.87950516,cover=4389
- 71:leaf=0.00899741426,cover=0
- 72:leaf=0.0036663916,cover=0
- 18:[Area5<0.638344944] yes=37,no=38,missing=37,gain=4.85151672,cover=15656
- 37:[Pol<103.851685] yes=73,no=74,missing=73,gain=3.83678436,cover=4920
- 73:leaf=0.000120627032,cover=0
- 74:leaf=0.00315527292,cover=0
- 38:[Sulc0<0.443755656] yes=75,no=76,missing=75,gain=4.32492065,cover=10736
- 75:leaf=0.00793400966,cover=0
- 76:leaf=0.00273805647,cover=0
- 4:[Pol<89.7623749] yes=9,no=10,missing=9,gain=11.2952423,cover=39313
- 9:[Ecc<7.03401423] yes=19,no=20,missing=19,gain=6.43648148,cover=7690
- 19:[Area5<0.564792395] yes=39,no=40,missing=39,gain=5.60447121,cover=444
- 39:[PialCurv5<0.232516408] yes=77,no=78,missing=78,gain=1.04755402,cover=92
- 77:leaf=0.00546231214,cover=0
- 78:leaf=0.0212793034,cover=0
- 40:[Ecc<1.46579576] yes=79,no=80,missing=79,gain=2.75913095,cover=352
- 79:leaf=-0.00290346565,cover=0
- 80:leaf=0.00767241744,cover=0
- 20:[Curv5<0.245671451] yes=41,no=42,missing=41,gain=8.66610241,cover=7246
- 41:[PialCurv5<0.0447484925] yes=81,no=82,missing=82,gain=5.25077248,cover=5464
- 81:leaf=0.0210453421,cover=0
- 82:leaf=0.00285694585,cover=0
- 42:[LGI5<3.1967752] yes=83,no=84,missing=83,gain=1.16317952,cover=1782
- 83:leaf=-0.00208877586,cover=0
- 84:leaf=0.000507229823,cover=0
- 10:[Area5<0.532936037] yes=21,no=22,missing=21,gain=9.23731995,cover=31623
- 21:[Ecc<3.94116735] yes=43,no=44,missing=43,gain=2.88275957,cover=1921
- 43:[Curv5<0.266060919] yes=85,no=86,missing=85,gain=3.02763176,cover=751
- 85:leaf=0.000478402013,cover=0
- 86:leaf=-0.00721857091,cover=0
- 44:[LGI5<3.17022181] yes=87,no=88,missing=88,gain=2.68054533,cover=1170
- 87:leaf=-0.000358381949,cover=0
- 88:leaf=-0.00626687845,cover=0
- 22:[Sulc0<0.56283927] yes=45,no=46,missing=45,gain=14.6074867,cover=29702
- 45:[Curv5<0.266060919] yes=89,no=90,missing=89,gain=8.28232384,cover=5913
- 89:leaf=0.0039212578,cover=0
- 90:leaf=-0.000124034064,cover=0
- 46:[Ecc<30.4150848] yes=91,no=92,missing=91,gain=7.99017143,cover=23789
- 91:leaf=-0.000341150415,cover=0
- 92:leaf=0.00352159142,cover=0
- 2:[PialCurv5<0.343960524] yes=5,no=6,missing=5,gain=51.8441048,cover=5064339
- 5:[PialArea5<0.418112278] yes=11,no=12,missing=12,gain=65.8694763,cover=4890489
- 11:[Area5<0.676715076] yes=23,no=24,missing=23,gain=73.2558823,cover=336746
- 23:[Sulc0<0.118391842] yes=47,no=48,missing=47,gain=30.3812275,cover=176423
- 47:[Area5<0.609410942] yes=93,no=94,missing=94,gain=17.9776306,cover=29675
- 93:leaf=0.00032903938,cover=0
- 94:leaf=0.00279887114,cover=0
- 48:[Area5<0.601796865] yes=95,no=96,missing=95,gain=28.3315105,cover=146748
- 95:leaf=-0.00177211897,cover=0
- 96:leaf=3.36080375e-05,cover=0
- 24:[Pol<117.668175] yes=49,no=50,missing=50,gain=41.0630646,cover=160323
- 49:[Area5<0.737164855] yes=97,no=98,missing=98,gain=25.477684,cover=148111
- 97:leaf=0.000837222207,cover=0
- 98:leaf=0.00229298347,cover=0
- 50:[Area5<0.722552657] yes=99,no=100,missing=100,gain=4.81295776,cover=12212
- 99:leaf=0.00359731796,cover=0
- 100:leaf=0.005742257,cover=0
- 12:[Curv5<0.107059956] yes=25,no=26,missing=25,gain=73.5364456,cover=4553743
- 25:[Sulc0<0.495946974] yes=51,no=52,missing=51,gain=92.8045425,cover=4104708
- 51:[Ecc<23.1745358] yes=101,no=102,missing=101,gain=60.3449249,cover=3901703
- 101:leaf=7.08652587e-05,cover=0
- 102:leaf=-0.000503494462,cover=0
- 52:[Pol<89.7623749] yes=103,no=104,missing=103,gain=53.3130646,cover=203005
- 103:leaf=0.000119815195,cover=0
- 104:leaf=0.00176657201,cover=0
- 26:[Area5<0.839165807] yes=53,no=54,missing=53,gain=64.6146851,cover=449035
- 53:[Ecc<14.694541] yes=105,no=106,missing=106,gain=57.3686218,cover=429279
- 105:leaf=-0.000411395915,cover=0
- 106:leaf=-0.00172660896,cover=0
- 54:[PialArea5<0.559226274] yes=107,no=108,missing=107,gain=13.2647781,cover=19756
- 107:leaf=0.00355212321,cover=0
- 108:leaf=0.000955332536,cover=0
- 6:[Sulc0<0.703387856] yes=13,no=14,missing=14,gain=15.818428,cover=173850
- 13:[Sulc0<-0.0401471928] yes=27,no=28,missing=28,gain=8.17868423,cover=87304
- 27:[PialCurv5<0.493508637] yes=55,no=56,missing=55,gain=6.34644938,cover=5937
- 55:[PialArea5<0.458904862] yes=109,no=110,missing=109,gain=3.59941435,cover=5075
- 109:leaf=0.00204035314,cover=0
- 110:leaf=-0.000623309985,cover=0
- 56:[Curv5<0.266060919] yes=111,no=112,missing=112,gain=4.63483906,cover=862
- 111:leaf=0.00756494096,cover=0
- 112:leaf=-0.000766173645,cover=0
- 28:[Curv5<0.266060919] yes=57,no=58,missing=57,gain=6.86245918,cover=81367
- 57:[PialArea5<0.365779996] yes=113,no=114,missing=113,gain=10.6185026,cover=76198
- 113:leaf=0.00044135467,cover=0
- 114:leaf=-0.000806207419,cover=0
- 58:[LGI5<3.42912889] yes=115,no=116,missing=115,gain=2.15847874,cover=5169
- 115:leaf=-0.00236412673,cover=0
- 116:leaf=0.00840509683,cover=0
- 14:[Area5<0.754342616] yes=29,no=30,missing=29,gain=12.111454,cover=86546
- 29:[PialCurv5<0.394910008] yes=59,no=60,missing=60,gain=4.57733917,cover=65483
- 59:[PialArea5<0.338250697] yes=117,no=118,missing=117,gain=5.24123955,cover=32765
- 117:leaf=-0.000494477281,cover=0
- 118:leaf=-0.00177776616,cover=0
- 60:[PialArea5<0.498393416] yes=119,no=120,missing=119,gain=5.68218231,cover=32718
- 119:leaf=-0.00214296812,cover=0
- 120:leaf=0.00490025198,cover=0
- 30:[PialArea5<0.355263293] yes=61,no=62,missing=61,gain=7.41300106,cover=21063
- 61:[Area5<0.924216449] yes=121,no=122,missing=122,gain=4.24101257,cover=6350
- 121:leaf=0.00101104274,cover=0
- 122:leaf=0.0137527511,cover=0
- 62:[Ecc<20.0856266] yes=123,no=124,missing=123,gain=6.00684881,cover=14713
- 123:leaf=-0.00195004104,cover=0
- 124:leaf=7.19315212e-05,cover=0
-booster[163]:
-0:[PialCurv5<-0.210138425] yes=1,no=2,missing=2,gain=43.3213348,cover=5124388
- 1:[PialArea5<0.628734469] yes=3,no=4,missing=3,gain=33.4578934,cover=20016
- 3:[Pol<17.1471634] yes=7,no=8,missing=8,gain=5.64851522,cover=6115
- 7:[Ecc<3.16401935] yes=15,no=16,missing=15,gain=4.73880959,cover=1100
- 15:[Pol<10.3232107] yes=31,no=32,missing=31,gain=1.23484087,cover=97
- 31:[Ecc<0.836319208] yes=63,no=64,missing=63,gain=0.694384098,cover=69
- 63:leaf=-0.00898753386,cover=0
- 64:leaf=0.0174358878,cover=0
- 32:[Ecc<0.295587689] yes=65,no=66,missing=65,gain=0.914614856,cover=28
- 65:leaf=0.0183482748,cover=0
- 66:leaf=-0.00145899062,cover=0
- 16:[LGI5<2.85285616] yes=33,no=34,missing=33,gain=4.34743881,cover=1003
- 33:[Pol<3.6072247] yes=67,no=68,missing=67,gain=1.1235044,cover=266
- 67:leaf=-0.0134877786,cover=0
- 68:leaf=-0.00287405611,cover=0
- 34:[LGI5<3.15084362] yes=69,no=70,missing=69,gain=4.72587156,cover=737
- 69:leaf=0.00762681291,cover=0
- 70:leaf=-0.000382039667,cover=0
- 8:[Curv5<-0.153417632] yes=17,no=18,missing=18,gain=4.43606806,cover=5015
- 17:[Pol<141.801834] yes=35,no=36,missing=35,gain=2.69515896,cover=4931
- 35:[Pol<84.1277542] yes=71,no=72,missing=72,gain=4.38508129,cover=3896
- 71:leaf=-0.00216076407,cover=0
- 72:leaf=0.0012135508,cover=0
- 36:[Area5<0.667375207] yes=73,no=74,missing=73,gain=2.43669081,cover=1035
- 73:leaf=-0.00395730278,cover=0
- 74:leaf=0.0100722658,cover=0
- 18:[Ecc<0.999059319] yes=37,no=38,missing=38,gain=3.06109238,cover=84
- 37:leaf=0.0193887111,cover=0
- 38:[LGI5<3.08610082] yes=75,no=76,missing=75,gain=1.31213903,cover=78
- 75:leaf=-0.0208336897,cover=0
- 76:leaf=-0.00736553175,cover=0
- 4:[Curv5<-0.292340577] yes=9,no=10,missing=10,gain=14.9183502,cover=13901
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=19,gain=12.8694,cover=11459
- 19:[LGI5<2.56078315] yes=39,no=40,missing=39,gain=6.21060562,cover=4479
- 39:[Ecc<6.76014757] yes=77,no=78,missing=78,gain=4.61187744,cover=1014
- 77:leaf=0.00691958098,cover=0
- 78:leaf=0.0158687793,cover=0
- 40:[Pol<144.670364] yes=79,no=80,missing=79,gain=3.43283844,cover=3465
- 79:leaf=0.00466017984,cover=0
- 80:leaf=0.000158707946,cover=0
- 20:[Ecc<3.80337262] yes=41,no=42,missing=41,gain=7.09529161,cover=6980
- 41:[LGI5<2.58096433] yes=81,no=82,missing=81,gain=2.40054131,cover=925
- 81:leaf=0.00700197369,cover=0
- 82:leaf=0.000799839792,cover=0
- 42:[MidArea5<0.666140199] yes=83,no=84,missing=83,gain=5.03889179,cover=6055
- 83:leaf=-0.00120987953,cover=0
- 84:leaf=0.00192417356,cover=0
- 10:[Curv5<-0.0881721899] yes=21,no=22,missing=21,gain=8.45057678,cover=2442
- 21:[PialArea5<1.23851824] yes=43,no=44,missing=43,gain=5.07108688,cover=2368
- 43:[Pol<173.942612] yes=85,no=86,missing=85,gain=4.95119095,cover=2196
- 85:leaf=0.00881048199,cover=0
- 86:leaf=-0.00556353992,cover=0
- 44:[Pol<114.432869] yes=87,no=88,missing=87,gain=1.25022662,cover=172
- 87:leaf=0.00166433584,cover=0
- 88:leaf=-0.00879889261,cover=0
- 22:[Pol<42.7478409] yes=45,no=46,missing=45,gain=1.82744217,cover=74
- 45:leaf=-0.0256522484,cover=0
- 46:[Pol<138.276962] yes=89,no=90,missing=89,gain=0.969820559,cover=61
- 89:leaf=-0.00235147332,cover=0
- 90:leaf=-0.018245263,cover=0
- 2:[PialArea5<1.17753279] yes=5,no=6,missing=5,gain=42.8342323,cover=5104372
- 5:[Curv5<-0.0507577434] yes=11,no=12,missing=11,gain=57.4154015,cover=4741939
- 11:[PialArea5<0.669517875] yes=23,no=24,missing=23,gain=113.142067,cover=2308556
- 23:[Area5<0.4695113] yes=47,no=48,missing=47,gain=44.4149017,cover=136804
- 47:[Pol<36.2100182] yes=91,no=92,missing=91,gain=11.3266907,cover=27886
- 91:leaf=-0.00335550425,cover=0
- 92:leaf=0.000461495161,cover=0
- 48:[Ecc<36.5542564] yes=93,no=94,missing=94,gain=19.5682831,cover=108918
- 93:leaf=-0.00188731146,cover=0
- 94:leaf=-0.0046261549,cover=0
- 24:[Area5<0.652759671] yes=49,no=50,missing=49,gain=131.477859,cover=2171752
- 49:[Sulc0<-0.244882882] yes=95,no=96,missing=95,gain=123.383667,cover=1146173
- 95:leaf=6.88603468e-05,cover=0
- 96:leaf=0.00178203359,cover=0
- 50:[Curv5<-0.258777469] yes=97,no=98,missing=98,gain=101.366714,cover=1025579
- 97:leaf=0.00139421725,cover=0
- 98:leaf=-0.000663509825,cover=0
- 12:[PialCurv5<-0.0245349593] yes=25,no=26,missing=25,gain=415.118744,cover=2433383
- 25:[MidArea5<0.634960413] yes=51,no=52,missing=51,gain=87.7159424,cover=119746
- 51:[Ecc<1.85215485] yes=99,no=100,missing=99,gain=14.8722973,cover=24909
- 99:leaf=0.00246920553,cover=0
- 100:leaf=-0.000343621097,cover=0
- 52:[PialCurv5<-0.0693148375] yes=101,no=102,missing=102,gain=106.975342,cover=94837
- 101:leaf=0.00918839313,cover=0
- 102:leaf=0.00318626128,cover=0
- 26:[Curv5<-0.0133169871] yes=53,no=54,missing=53,gain=71.6538162,cover=2313637
- 53:[Area5<0.697420239] yes=103,no=104,missing=103,gain=86.0470123,cover=231164
- 103:leaf=0.000137208655,cover=0
- 104:leaf=-0.00179253728,cover=0
- 54:[PialCurv5<0.0128733069] yes=105,no=106,missing=106,gain=243.102386,cover=2082473
- 105:leaf=0.00232026563,cover=0
- 106:leaf=-5.00995084e-05,cover=0
- 6:[Area5<0.600206077] yes=13,no=14,missing=14,gain=21.0583038,cover=362433
- 13:[LGI5<2.46595764] yes=27,no=28,missing=27,gain=7.06902313,cover=18959
- 27:[Curv5<-0.214297205] yes=55,no=56,missing=56,gain=6.44604492,cover=10447
- 55:[PialCurv5<-0.14160423] yes=107,no=108,missing=107,gain=3.7771697,cover=5580
- 107:leaf=-0.00107459608,cover=0
- 108:leaf=0.0024393776,cover=0
- 56:[PialCurv5<-0.0779728889] yes=109,no=110,missing=109,gain=5.21774673,cover=4867
- 109:leaf=0.00507065188,cover=0
- 110:leaf=0.000614165736,cover=0
- 28:[LGI5<2.79054689] yes=57,no=58,missing=57,gain=14.1732635,cover=8512
- 57:[PialCurv5<-0.102360219] yes=111,no=112,missing=111,gain=12.5095949,cover=6895
- 111:leaf=0.0013638431,cover=0
- 112:leaf=-0.00347795151,cover=0
- 58:[Sulc0<-1.10615158] yes=113,no=114,missing=113,gain=5.24208832,cover=1617
- 113:leaf=-0.00459825201,cover=0
- 114:leaf=0.00611145934,cover=0
- 14:[Curv5<-0.0773924068] yes=29,no=30,missing=29,gain=19.0877495,cover=343474
- 29:[PialArea5<1.48916721] yes=59,no=60,missing=59,gain=19.1152611,cover=323916
- 59:[Area5<0.846071243] yes=115,no=116,missing=115,gain=17.578949,cover=285857
- 115:leaf=0.000364183041,cover=0
- 116:leaf=-0.000783018419,cover=0
- 60:[Ecc<2.13501525] yes=117,no=118,missing=118,gain=7.66149521,cover=38059
- 117:leaf=0.00308131217,cover=0
- 118:leaf=0.00110231119,cover=0
- 30:[PialCurv5<-0.0644776821] yes=61,no=62,missing=61,gain=102.43454,cover=19558
- 61:[Sulc0<-0.59790951] yes=119,no=120,missing=119,gain=19.7905884,cover=1984
- 119:leaf=0.0184975713,cover=0
- 120:leaf=0.00839342922,cover=0
- 62:[Area5<0.987501919] yes=121,no=122,missing=121,gain=10.3697052,cover=17574
- 121:leaf=0.00119074667,cover=0
- 122:leaf=-0.00254289387,cover=0
-booster[164]:
-0:[LGI5<2.23211861] yes=1,no=2,missing=1,gain=42.4624367,cover=5124388
- 1:[Area5<0.684738636] yes=3,no=4,missing=3,gain=25.3195267,cover=140393
- 3:[Pol<74.7525482] yes=7,no=8,missing=7,gain=17.1932831,cover=106871
- 7:[Ecc<4.8056078] yes=15,no=16,missing=16,gain=9.43073463,cover=32241
- 15:[Ecc<1.51801682] yes=31,no=32,missing=31,gain=5.85448265,cover=31287
- 31:[LGI5<2.19753051] yes=63,no=64,missing=63,gain=8.76663399,cover=16511
- 63:leaf=-0.00116338243,cover=0
- 64:leaf=0.00118397409,cover=0
- 32:[Pol<17.1471634] yes=65,no=66,missing=65,gain=9.17692184,cover=14776
- 65:leaf=0.00404407317,cover=0
- 66:leaf=0.000618391379,cover=0
- 16:[MidArea5<0.619563401] yes=33,no=34,missing=33,gain=1.9270153,cover=954
- 33:[Curv5<-0.26661092] yes=67,no=68,missing=68,gain=0.472509384,cover=171
- 67:leaf=-0.00206752471,cover=0
- 68:leaf=-0.0103616985,cover=0
- 34:[Sulc0<-0.481185079] yes=69,no=70,missing=69,gain=1.47517395,cover=783
- 69:leaf=-0.0058589871,cover=0
- 70:leaf=-0.00150812499,cover=0
- 8:[Curv5<0.0716206133] yes=17,no=18,missing=17,gain=21.7906647,cover=74630
- 17:[PialCurv5<-0.0748331472] yes=35,no=36,missing=36,gain=16.8536911,cover=59307
- 35:[PialArea5<1.0376358] yes=71,no=72,missing=71,gain=12.1927547,cover=32826
- 71:leaf=0.000930398819,cover=0
- 72:leaf=0.0035957105,cover=0
- 36:[Sulc0<-0.498973608] yes=73,no=74,missing=74,gain=13.8140945,cover=26481
- 73:leaf=0.00417531934,cover=0
- 74:leaf=0.00189109147,cover=0
- 18:[PialArea5<0.480917931] yes=37,no=38,missing=37,gain=10.0551538,cover=15323
- 37:[PialCurv5<0.196748361] yes=75,no=76,missing=75,gain=7.94856405,cover=10966
- 75:leaf=0.00258034351,cover=0
- 76:leaf=-0.000221200869,cover=0
- 38:[LGI5<2.21018219] yes=77,no=78,missing=78,gain=7.14715958,cover=4357
- 77:leaf=-0.00327318278,cover=0
- 78:leaf=0.00129623525,cover=0
- 4:[Ecc<1.91022825] yes=9,no=10,missing=9,gain=24.9129314,cover=33522
- 9:[Curv5<-0.319950402] yes=19,no=20,missing=19,gain=8.49117565,cover=10929
- 19:[Ecc<0.836319208] yes=39,no=40,missing=40,gain=0.648319244,cover=25
- 39:leaf=-0.00494715571,cover=0
- 40:leaf=0.0317774676,cover=0
- 20:[Curv5<-0.066452302] yes=41,no=42,missing=41,gain=9.4180727,cover=10904
- 41:[PialArea5<0.994868398] yes=79,no=80,missing=79,gain=4.18693209,cover=4794
- 79:leaf=-0.00220054365,cover=0
- 80:leaf=0.000942144659,cover=0
- 42:[PialCurv5<-0.0632625744] yes=81,no=82,missing=81,gain=9.74583626,cover=6110
- 81:leaf=0.0118135354,cover=0
- 82:leaf=0.00242042658,cover=0
- 10:[Sulc0<-0.00176540145] yes=21,no=22,missing=21,gain=14.8804188,cover=22593
- 21:[Pol<150.62207] yes=43,no=44,missing=44,gain=16.9418335,cover=15509
- 43:[Pol<97.9094925] yes=83,no=84,missing=84,gain=14.645359,cover=14522
- 83:leaf=-0.00119555218,cover=0
- 84:leaf=-0.00440367078,cover=0
- 44:[MidArea5<0.673991144] yes=85,no=86,missing=85,gain=10.4029884,cover=987
- 85:leaf=0.0291763488,cover=0
- 86:leaf=0.00313695683,cover=0
- 22:[Ecc<6.98131132] yes=45,no=46,missing=45,gain=4.07847261,cover=7084
- 45:[Ecc<4.07113361] yes=87,no=88,missing=87,gain=4.1862812,cover=6099
- 87:leaf=-0.000110135974,cover=0
- 88:leaf=0.00251667551,cover=0
- 46:[Ecc<10.8716469] yes=89,no=90,missing=89,gain=1.44814944,cover=985
- 89:leaf=-0.00163739489,cover=0
- 90:leaf=-0.00746084889,cover=0
- 2:[Sulc0<-0.849334478] yes=5,no=6,missing=5,gain=41.4078903,cover=4983995
- 5:[PialArea5<1.01305103] yes=11,no=12,missing=11,gain=25.6130295,cover=546876
- 11:[Area5<0.420677572] yes=23,no=24,missing=23,gain=17.41436,cover=290112
- 23:[PialCurv5<-0.123133563] yes=47,no=48,missing=48,gain=5.51436377,cover=19996
- 47:[PialArea5<0.793370187] yes=91,no=92,missing=91,gain=5.9285717,cover=14053
- 91:leaf=-0.000843613583,cover=0
- 92:leaf=0.00121191563,cover=0
- 48:[LGI5<2.47264814] yes=93,no=94,missing=93,gain=2.14418125,cover=5943
- 93:leaf=0.00241813762,cover=0
- 94:leaf=-4.50387597e-06,cover=0
- 24:[Curv5<-0.350989401] yes=49,no=50,missing=49,gain=18.3726425,cover=270116
- 49:[PialArea5<0.658944428] yes=95,no=96,missing=96,gain=7.40880108,cover=8778
- 95:leaf=-0.00193079212,cover=0
- 96:leaf=0.00203560735,cover=0
- 50:[PialCurv5<-0.0810050145] yes=97,no=98,missing=98,gain=20.1029129,cover=261338
- 97:leaf=-0.00103865308,cover=0
- 98:leaf=0.000734621135,cover=0
- 12:[Pol<136.792099] yes=25,no=26,missing=25,gain=19.1182022,cover=256764
- 25:[Pol<74.7525482] yes=51,no=52,missing=52,gain=17.1878185,cover=186708
- 51:[MidArea5<1.21578133] yes=99,no=100,missing=99,gain=14.279007,cover=172938
- 99:leaf=-2.15469536e-05,cover=0
- 100:leaf=0.00225826562,cover=0
- 52:[Ecc<2.8577323] yes=101,no=102,missing=101,gain=16.7937222,cover=13770
- 101:leaf=0.0025390042,cover=0
- 102:leaf=-0.00292489841,cover=0
- 26:[Area5<0.545738399] yes=53,no=54,missing=54,gain=19.9655113,cover=70056
- 53:[PialCurv5<-0.132898524] yes=103,no=104,missing=104,gain=3.85855484,cover=8663
- 103:leaf=3.74644951e-05,cover=0
- 104:leaf=0.00225491426,cover=0
- 54:[Sulc0<-1.15707839] yes=105,no=106,missing=105,gain=12.214941,cover=61393
- 105:leaf=-0.00341983628,cover=0
- 106:leaf=-0.000865051697,cover=0
- 6:[Pol<144.670364] yes=13,no=14,missing=13,gain=55.553257,cover=4437119
- 13:[Pol<97.3566132] yes=27,no=28,missing=27,gain=107.95816,cover=3575804
- 27:[Ecc<28.7730255] yes=55,no=56,missing=55,gain=106.970642,cover=2040441
- 55:[Sulc0<-0.285426885] yes=107,no=108,missing=107,gain=101.160278,cover=1720419
- 107:leaf=-5.05374737e-05,cover=0
- 108:leaf=0.000716924842,cover=0
- 56:[LGI5<3.05514836] yes=109,no=110,missing=109,gain=50.7947464,cover=320022
- 109:leaf=-0.00159714278,cover=0
- 110:leaf=-0.000229104451,cover=0
- 28:[Sulc0<0.272107065] yes=57,no=58,missing=57,gain=144.156754,cover=1535363
- 57:[Area5<0.625618935] yes=111,no=112,missing=111,gain=131.578644,cover=886251
- 111:leaf=0.000153578207,cover=0
- 112:leaf=-0.00117573538,cover=0
- 58:[Curv5<0.124281213] yes=113,no=114,missing=113,gain=65.8566437,cover=649112
- 113:leaf=0.000720808399,cover=0
- 114:leaf=-0.000286785158,cover=0
- 14:[Ecc<15.7955055] yes=29,no=30,missing=29,gain=64.9271393,cover=861315
- 29:[Ecc<1.05247808] yes=59,no=60,missing=59,gain=68.2877655,cover=584028
- 59:[LGI5<2.60212255] yes=115,no=116,missing=116,gain=18.1402359,cover=73540
- 115:leaf=-0.000524752366,cover=0
- 116:leaf=-0.00382667338,cover=0
- 60:[Sulc0<-0.540693521] yes=117,no=118,missing=118,gain=61.2606812,cover=510488
- 117:leaf=0.000327551388,cover=0
- 118:leaf=0.00142466719,cover=0
- 30:[Ecc<35.8605728] yes=61,no=62,missing=61,gain=60.8868866,cover=277287
- 61:[Pol<159.435425] yes=119,no=120,missing=119,gain=36.2158546,cover=213478
- 119:leaf=-0.00137671852,cover=0
- 120:leaf=-6.27893969e-05,cover=0
- 62:[PialCurv5<0.0354230702] yes=121,no=122,missing=122,gain=37.6551666,cover=63809
- 121:leaf=0.000823902374,cover=0
- 122:leaf=0.00599413784,cover=0
-booster[165]:
-0:[Curv5<-0.319950402] yes=1,no=2,missing=1,gain=41.330162,cover=5124388
- 1:[PialArea5<0.712173045] yes=3,no=4,missing=4,gain=48.2834129,cover=80065
- 3:[PialArea5<0.597118378] yes=7,no=8,missing=7,gain=9.03639507,cover=26022
- 7:[PialCurv5<-0.138158455] yes=15,no=16,missing=15,gain=6.44141102,cover=9471
- 15:[Ecc<9.0678978] yes=31,no=32,missing=31,gain=2.66810274,cover=7887
- 31:[Pol<87.9431763] yes=63,no=64,missing=63,gain=6.14915752,cover=4063
- 63:leaf=-0.00210850849,cover=0
- 64:leaf=0.00180861377,cover=0
- 32:[Pol<127.728462] yes=65,no=66,missing=66,gain=3.9571085,cover=3824
- 65:leaf=-0.00104345812,cover=0
- 66:leaf=-0.00441681081,cover=0
- 16:[Area5<0.559839368] yes=33,no=34,missing=33,gain=3.29758358,cover=1584
- 33:[Sulc0<-0.298712492] yes=67,no=68,missing=67,gain=4.1788826,cover=1373
- 67:leaf=-0.00833383482,cover=0
- 68:leaf=-0.00280980323,cover=0
- 34:[Sulc0<-0.173886195] yes=69,no=70,missing=69,gain=4.05848265,cover=211
- 69:leaf=0.00592231331,cover=0
- 70:leaf=-0.00871939119,cover=0
- 8:[Curv5<-0.39144522] yes=17,no=18,missing=17,gain=6.41656065,cover=16551
- 17:[PialCurv5<-0.151339546] yes=35,no=36,missing=36,gain=5.90816069,cover=5661
- 35:[Sulc0<-0.237935558] yes=71,no=72,missing=72,gain=4.49157906,cover=4631
- 71:leaf=0.00164836261,cover=0
- 72:leaf=0.00657312805,cover=0
- 36:[LGI5<2.89660096] yes=73,no=74,missing=74,gain=2.41297817,cover=1030
- 73:leaf=0.000197604211,cover=0
- 74:leaf=-0.004666124,cover=0
- 18:[PialCurv5<-0.167439327] yes=37,no=38,missing=37,gain=4.4837141,cover=10890
- 37:[LGI5<3.55025291] yes=75,no=76,missing=75,gain=1.66027021,cover=6774
- 75:leaf=-0.00160666124,cover=0
- 76:leaf=0.0019256752,cover=0
- 38:[MidArea5<0.498434067] yes=77,no=78,missing=77,gain=2.63850617,cover=4116
- 77:leaf=0.00673041865,cover=0
- 78:leaf=0.000403909013,cover=0
- 4:[Sulc0<-0.557882011] yes=9,no=10,missing=10,gain=24.4715347,cover=54043
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=19,gain=12.2449265,cover=42732
- 19:[Pol<154.27803] yes=39,no=40,missing=39,gain=2.68588066,cover=5560
- 39:[Pol<53.6550331] yes=79,no=80,missing=80,gain=2.84866142,cover=4750
- 79:leaf=0.00339886732,cover=0
- 80:leaf=0.00626992388,cover=0
- 40:[PialCurv5<-0.0656740367] yes=81,no=82,missing=81,gain=1.58898854,cover=810
- 81:leaf=0.00116115261,cover=0
- 82:leaf=-0.0246683937,cover=0
- 20:[PialCurv5<-0.153030112] yes=41,no=42,missing=41,gain=7.00767136,cover=37172
- 41:[Curv5<-0.350989401] yes=83,no=84,missing=83,gain=5.59140158,cover=27348
- 83:leaf=0.00179706176,cover=0
- 84:leaf=0.000238054665,cover=0
- 42:[Area5<0.646843374] yes=85,no=86,missing=85,gain=4.02642822,cover=9824
- 85:leaf=0.00181009434,cover=0
- 86:leaf=0.0045237788,cover=0
- 10:[Ecc<14.484726] yes=21,no=22,missing=21,gain=10.3917313,cover=11311
- 21:[Pol<52.7894325] yes=43,no=44,missing=44,gain=5.07762146,cover=6640
- 43:[Sulc0<-0.0562447868] yes=87,no=88,missing=87,gain=3.45045805,cover=1934
- 87:leaf=0.00290189101,cover=0
- 88:leaf=0.0197280832,cover=0
- 44:[Pol<160.869751] yes=89,no=90,missing=89,gain=4.53359985,cover=4706
- 89:leaf=0.00653543556,cover=0
- 90:leaf=-0.00138223846,cover=0
- 22:[PialCurv5<-0.159167215] yes=45,no=46,missing=45,gain=5.24987125,cover=4671
- 45:[Pol<4.30929279] yes=91,no=92,missing=91,gain=2.22823763,cover=2664
- 91:leaf=0.00501771504,cover=0
- 92:leaf=0.000302609376,cover=0
- 46:[Sulc0<-0.244882882] yes=93,no=94,missing=93,gain=3.41229534,cover=2007
- 93:leaf=0.002842427,cover=0
- 94:leaf=0.00735821947,cover=0
- 2:[PialArea5<0.390391022] yes=5,no=6,missing=5,gain=44.3018456,cover=5044323
- 5:[Curv5<0.153449878] yes=11,no=12,missing=11,gain=69.9602509,cover=402180
- 11:[Pol<110.811417] yes=23,no=24,missing=23,gain=27.2434311,cover=135734
- 23:[Pol<77.5287857] yes=47,no=48,missing=48,gain=33.9644012,cover=112712
- 47:[Sulc0<0.762988985] yes=95,no=96,missing=95,gain=11.0479736,cover=10495
- 95:leaf=0.00538540166,cover=0
- 96:leaf=0.00213882141,cover=0
- 48:[Area5<0.631603718] yes=97,no=98,missing=97,gain=26.1063557,cover=102217
- 97:leaf=-0.00090919988,cover=0
- 98:leaf=0.00119346369,cover=0
- 24:[Area5<0.716575325] yes=49,no=50,missing=50,gain=10.7130966,cover=23022
- 49:[Curv5<0.0146088367] yes=99,no=100,missing=99,gain=8.93694687,cover=19298
- 99:leaf=-0.00294566969,cover=0
- 100:leaf=0.0027288096,cover=0
- 50:[Sulc0<0.110320561] yes=101,no=102,missing=101,gain=7.70754623,cover=3724
- 101:leaf=0.014551999,cover=0
- 102:leaf=0.00487605156,cover=0
- 12:[Sulc0<0.272107065] yes=25,no=26,missing=25,gain=27.5624962,cover=266446
- 25:[Area5<0.621834755] yes=51,no=52,missing=51,gain=26.7837982,cover=27210
- 51:[PialArea5<0.324585885] yes=103,no=104,missing=103,gain=8.80419636,cover=14409
- 103:leaf=0.00173502124,cover=0
- 104:leaf=-0.000852611382,cover=0
- 52:[Sulc0<0.013685069] yes=105,no=106,missing=106,gain=9.9889679,cover=12801
- 105:leaf=0.00540367607,cover=0
- 106:leaf=0.00231505325,cover=0
- 26:[PialArea5<0.267248243] yes=53,no=54,missing=54,gain=25.4768238,cover=239236
- 53:[PialCurv5<0.137877449] yes=107,no=108,missing=107,gain=13.3045158,cover=33343
- 107:leaf=0.00650445139,cover=0
- 108:leaf=0.00095372129,cover=0
- 54:[Area5<0.7084831] yes=109,no=110,missing=109,gain=24.1487293,cover=205893
- 109:leaf=-0.000681419973,cover=0
- 110:leaf=0.000534896913,cover=0
- 6:[Curv5<0.114925429] yes=13,no=14,missing=14,gain=67.8190231,cover=4642143
- 13:[Sulc0<-0.0562447868] yes=27,no=28,missing=27,gain=90.2508926,cover=4119879
- 27:[PialArea5<0.808668435] yes=55,no=56,missing=55,gain=78.9844208,cover=2937655
- 55:[Pol<172.695618] yes=111,no=112,missing=111,gain=80.5451965,cover=849008
- 111:leaf=-0.000676593045,cover=0
- 112:leaf=0.00113318663,cover=0
- 56:[Area5<0.703760326] yes=113,no=114,missing=113,gain=92.4996262,cover=2088647
- 113:leaf=0.00030935448,cover=0
- 114:leaf=-0.000369804853,cover=0
- 28:[Ecc<3.16401935] yes=57,no=58,missing=57,gain=105.257996,cover=1182224
- 57:[PialCurv5<0.125401646] yes=115,no=116,missing=115,gain=29.1139374,cover=44888
- 115:leaf=-0.0028598404,cover=0
- 116:leaf=-0.000131423003,cover=0
- 58:[Ecc<20.0856266] yes=117,no=118,missing=117,gain=94.1047974,cover=1137336
- 117:leaf=0.00085259293,cover=0
- 118:leaf=-7.68663085e-05,cover=0
- 14:[Area5<0.822840035] yes=29,no=30,missing=29,gain=50.3412857,cover=522264
- 29:[Ecc<14.0810061] yes=59,no=60,missing=59,gain=55.1793442,cover=493541
- 59:[Area5<0.645846248] yes=119,no=120,missing=119,gain=36.054493,cover=362607
- 119:leaf=-0.00142466428,cover=0
- 120:leaf=-0.000145751605,cover=0
- 60:[Pol<128.951508] yes=121,no=122,missing=121,gain=38.9713287,cover=130934
- 121:leaf=-0.00189418904,cover=0
- 122:leaf=0.000803428527,cover=0
- 30:[Area5<0.894858658] yes=61,no=62,missing=62,gain=12.6725388,cover=28723
- 61:[PialArea5<0.537928462] yes=123,no=124,missing=123,gain=14.3260565,cover=19491
- 123:leaf=0.00176510611,cover=0
- 124:leaf=-0.00104351528,cover=0
- 62:[Sulc0<0.235979095] yes=125,no=126,missing=125,gain=9.79693985,cover=9232
- 125:leaf=-1.67467133e-05,cover=0
- 126:leaf=0.00386284036,cover=0
-booster[166]:
-0:[PialArea5<0.952096343] yes=1,no=2,missing=2,gain=41.5223885,cover=5124388
- 1:[MidArea5<0.800518215] yes=3,no=4,missing=3,gain=70.9017181,cover=3792033
- 3:[Area5<0.782137334] yes=7,no=8,missing=7,gain=80.3304291,cover=3476955
- 7:[PialArea5<0.844099998] yes=15,no=16,missing=15,gain=54.5824928,cover=3318050
- 15:[Curv5<-0.0366821773] yes=31,no=32,missing=31,gain=59.634613,cover=2787365
- 31:[Area5<0.600206077] yes=63,no=64,missing=63,gain=117.988632,cover=875971
- 63:leaf=3.84168197e-05,cover=0
- 64:leaf=-0.00112756935,cover=0
- 32:[PialCurv5<0.0354230702] yes=65,no=66,missing=65,gain=199.313599,cover=1911394
- 65:leaf=0.00120787672,cover=0
- 66:leaf=-0.000207879886,cover=0
- 16:[Sulc0<-0.357752919] yes=33,no=34,missing=33,gain=90.9999847,cover=530685
- 33:[Curv5<-0.0943295062] yes=67,no=68,missing=67,gain=74.4829941,cover=390259
- 67:leaf=-0.000220937189,cover=0
- 68:leaf=0.00204777974,cover=0
- 34:[Pol<49.2074432] yes=69,no=70,missing=70,gain=73.902626,cover=140426
- 69:leaf=-0.0010527781,cover=0
- 70:leaf=0.00201369054,cover=0
- 8:[PialArea5<0.721636832] yes=17,no=18,missing=18,gain=40.5364227,cover=158905
- 17:[Curv5<0.113010712] yes=35,no=36,missing=35,gain=25.2158279,cover=129498
- 35:[Curv5<0.00319097727] yes=71,no=72,missing=72,gain=30.3908844,cover=53486
- 71:leaf=-0.00192659372,cover=0
- 72:leaf=0.00264039799,cover=0
- 36:[PialArea5<0.516320646] yes=73,no=74,missing=73,gain=38.0658951,cover=76012
- 73:leaf=0.00172569347,cover=0
- 74:leaf=-0.000606255548,cover=0
- 18:[Pol<46.5024796] yes=37,no=38,missing=38,gain=24.4352646,cover=29407
- 37:[PialCurv5<0.0987490341] yes=75,no=76,missing=75,gain=2.86303711,cover=4022
- 75:leaf=0.0037228018,cover=0
- 76:leaf=0.000441955781,cover=0
- 38:[Curv5<-0.00141534733] yes=77,no=78,missing=77,gain=7.80948162,cover=25385
- 77:leaf=-0.00301813567,cover=0
- 78:leaf=-0.000743824348,cover=0
- 4:[Pol<116.093399] yes=9,no=10,missing=9,gain=38.0834885,cover=315078
- 9:[Sulc0<0.940059185] yes=19,no=20,missing=19,gain=18.2952347,cover=176074
- 19:[Pol<26.4235344] yes=39,no=40,missing=39,gain=17.0548706,cover=174693
- 39:[Ecc<4.46987629] yes=79,no=80,missing=79,gain=14.3888493,cover=39281
- 79:leaf=0.00347807677,cover=0
- 80:leaf=0.00025622113,cover=0
- 40:[Curv5<-0.00141534733] yes=81,no=82,missing=81,gain=14.4250145,cover=135412
- 81:leaf=-0.00103524362,cover=0
- 82:leaf=1.72605232e-05,cover=0
- 20:[Pol<102.778297] yes=41,no=42,missing=42,gain=8.43149567,cover=1381
- 41:[LGI5<3.94193578] yes=83,no=84,missing=83,gain=3.88573408,cover=1148
- 83:leaf=0.00263923244,cover=0
- 84:leaf=0.0119507313,cover=0
- 42:[LGI5<3.25380015] yes=85,no=86,missing=85,gain=4.83566093,cover=233
- 85:leaf=0.0206337664,cover=0
- 86:leaf=0.00611420302,cover=0
- 10:[Ecc<6.76014757] yes=21,no=22,missing=21,gain=55.0051117,cover=139004
- 21:[Pol<149.795395] yes=43,no=44,missing=43,gain=15.2284546,cover=30897
- 43:[Ecc<1.57116413] yes=87,no=88,missing=88,gain=16.0639038,cover=23026
- 87:leaf=0.000391830981,cover=0
- 88:leaf=-0.00432192767,cover=0
- 44:[Curv5<-0.0730527416] yes=89,no=90,missing=89,gain=8.90454865,cover=7871
- 89:leaf=-0.00282018632,cover=0
- 90:leaf=0.000579681946,cover=0
- 22:[Ecc<15.3430929] yes=45,no=46,missing=45,gain=43.4850388,cover=108107
- 45:[Pol<129.571716] yes=91,no=92,missing=92,gain=34.0971336,cover=49702
- 91:leaf=-0.00147839822,cover=0
- 92:leaf=0.00122617441,cover=0
- 46:[Ecc<33.2971039] yes=93,no=94,missing=93,gain=40.403656,cover=58405
- 93:leaf=-0.00264102803,cover=0
- 94:leaf=0.000257871783,cover=0
- 2:[Area5<0.782137334] yes=5,no=6,missing=5,gain=55.8106575,cover=1332355
- 5:[Sulc0<-0.463317156] yes=11,no=12,missing=12,gain=71.0581665,cover=1061760
- 11:[Curv5<-0.104371414] yes=23,no=24,missing=23,gain=50.540947,cover=774350
- 23:[Area5<0.513795495] yes=47,no=48,missing=48,gain=34.0040283,cover=711596
- 47:[Curv5<-0.209697157] yes=95,no=96,missing=96,gain=9.38028717,cover=29578
- 95:leaf=0.00107971195,cover=0
- 96:leaf=0.00297055207,cover=0
- 48:[PialArea5<1.0952065] yes=97,no=98,missing=97,gain=29.8566055,cover=682018
- 97:leaf=-0.00034149026,cover=0
- 98:leaf=0.000320723659,cover=0
- 24:[PialCurv5<-0.0789950639] yes=49,no=50,missing=49,gain=158.812927,cover=62754
- 49:[PialCurv5<-0.104067586] yes=99,no=100,missing=100,gain=33.1029663,cover=7067
- 99:leaf=0.017010089,cover=0
- 100:leaf=0.00719588576,cover=0
- 50:[Ecc<1.96654522] yes=101,no=102,missing=101,gain=33.1817627,cover=55687
- 101:leaf=0.00267217495,cover=0
- 102:leaf=-9.82145939e-05,cover=0
- 12:[Pol<60.4070244] yes=25,no=26,missing=26,gain=76.6318512,cover=287410
- 25:[LGI5<2.57675576] yes=51,no=52,missing=51,gain=22.2866535,cover=105110
- 51:[Curv5<-0.0343657099] yes=103,no=104,missing=104,gain=12.8089218,cover=12075
- 103:leaf=0.00159545732,cover=0
- 104:leaf=0.00808329973,cover=0
- 52:[Pol<21.2328167] yes=105,no=106,missing=105,gain=15.9070177,cover=93035
- 105:leaf=0.000753175351,cover=0
- 106:leaf=-0.000675594609,cover=0
- 26:[Ecc<4.13769388] yes=53,no=54,missing=54,gain=69.3887634,cover=182300
- 53:[Pol<116.093399] yes=107,no=108,missing=107,gain=18.9608536,cover=22365
- 107:leaf=0.000329738978,cover=0
- 108:leaf=-0.00262330496,cover=0
- 54:[Pol<116.615585] yes=109,no=110,missing=109,gain=65.9868469,cover=159935
- 109:leaf=0.00408496661,cover=0
- 110:leaf=0.00156038755,cover=0
- 6:[PialArea5<1.1133045] yes=13,no=14,missing=14,gain=34.0422783,cover=270595
- 13:[Pol<30.3635597] yes=27,no=28,missing=27,gain=15.5359459,cover=100468
- 27:[Curv5<-0.024997253] yes=55,no=56,missing=55,gain=6.33135366,cover=22657
- 55:[LGI5<3.94193578] yes=111,no=112,missing=112,gain=3.47713518,cover=19567
- 111:leaf=-0.000236220571,cover=0
- 112:leaf=-0.0075920322,cover=0
- 56:[PialCurv5<-0.0133872591] yes=113,no=114,missing=114,gain=15.758522,cover=3090
- 113:leaf=0.0105161974,cover=0
- 114:leaf=0.000616452657,cover=0
- 28:[Ecc<5.4036684] yes=57,no=58,missing=57,gain=15.6806488,cover=77811
- 57:[Pol<65.1286774] yes=115,no=116,missing=116,gain=23.0770531,cover=15372
- 115:leaf=0.000609157141,cover=0
- 116:leaf=-0.00395773584,cover=0
- 58:[LGI5<2.92895722] yes=117,no=118,missing=117,gain=9.99380302,cover=62439
- 117:leaf=-0.000266714371,cover=0
- 118:leaf=-0.00158040354,cover=0
- 14:[Sulc0<-0.998678327] yes=29,no=30,missing=29,gain=12.4266567,cover=170127
- 29:[LGI5<2.67457628] yes=59,no=60,missing=59,gain=5.70131683,cover=13748
- 59:[Ecc<1.57116413] yes=119,no=120,missing=120,gain=5.56482506,cover=5786
- 119:leaf=-0.00118807668,cover=0
- 120:leaf=0.00330049964,cover=0
- 60:[LGI5<3.24660802] yes=121,no=122,missing=121,gain=6.85965919,cover=7962
- 121:leaf=-0.000519093999,cover=0
- 122:leaf=0.00251274975,cover=0
- 30:[Pol<42.7478409] yes=61,no=62,missing=61,gain=14.3431683,cover=156379
- 61:[Ecc<11.1913614] yes=123,no=124,missing=123,gain=17.6061935,cover=78764
- 123:leaf=-0.00110960868,cover=0
- 124:leaf=0.000455480127,cover=0
- 62:[Sulc0<-0.498973608] yes=125,no=126,missing=125,gain=12.8139744,cover=77615
- 125:leaf=-0.000246928859,cover=0
- 126:leaf=0.00103797845,cover=0
-booster[167]:
-0:[LGI5<2.35279679] yes=1,no=2,missing=1,gain=40.4988556,cover=5124388
- 1:[Ecc<6.52965975] yes=3,no=4,missing=3,gain=44.8904839,cover=566021
- 3:[Sulc0<-1.10615158] yes=7,no=8,missing=8,gain=24.2925072,cover=530417
- 7:[Area5<0.730491161] yes=15,no=16,missing=15,gain=5.96494389,cover=27517
- 15:[Ecc<2.6050899] yes=31,no=32,missing=31,gain=3.66208553,cover=25670
- 31:[LGI5<2.25075769] yes=63,no=64,missing=64,gain=5.36749649,cover=18735
- 63:leaf=-0.000507799792,cover=0
- 64:leaf=-0.00221680827,cover=0
- 32:[Pol<34.3003769] yes=65,no=66,missing=65,gain=6.07921457,cover=6935
- 65:leaf=0.00219924352,cover=0
- 66:leaf=-0.00107376883,cover=0
- 16:[Curv5<-0.143275946] yes=33,no=34,missing=33,gain=3.63676214,cover=1847
- 33:[Ecc<1.31300318] yes=67,no=68,missing=67,gain=2.52787161,cover=1699
- 67:leaf=-0.00108093768,cover=0
- 68:leaf=0.00352326268,cover=0
- 34:[PialArea5<1.48916721] yes=69,no=70,missing=70,gain=1.43256009,cover=148
- 69:leaf=-0.0072664381,cover=0
- 70:leaf=0.00909366366,cover=0
- 8:[Area5<0.833255887] yes=17,no=18,missing=17,gain=23.2756348,cover=502900
- 17:[Curv5<0.204311207] yes=35,no=36,missing=35,gain=18.9926682,cover=493649
- 35:[PialArea5<0.39986974] yes=71,no=72,missing=71,gain=25.8928223,cover=473133
- 71:leaf=0.00262980047,cover=0
- 72:leaf=0.000645835302,cover=0
- 36:[PialArea5<0.349780142] yes=73,no=74,missing=73,gain=8.10021973,cover=20516
- 73:leaf=0.000252062076,cover=0
- 74:leaf=-0.00174319861,cover=0
- 18:[PialArea5<1.07926941] yes=37,no=38,missing=37,gain=6.40306282,cover=9251
- 37:[Sulc0<0.263311565] yes=75,no=76,missing=75,gain=8.86248398,cover=5735
- 75:leaf=-0.00357828895,cover=0
- 76:leaf=0.00285426038,cover=0
- 38:[Curv5<-0.180574343] yes=77,no=78,missing=77,gain=2.66299057,cover=3516
- 77:leaf=0.00246254075,cover=0
- 78:leaf=-0.000909496215,cover=0
- 4:[Sulc0<-0.23104082] yes=9,no=10,missing=9,gain=5.08738518,cover=35604
- 9:[PialCurv5<-0.0314326771] yes=19,no=20,missing=19,gain=12.5498943,cover=15241
- 19:[Area5<0.586059749] yes=39,no=40,missing=39,gain=7.09581184,cover=13328
- 39:[Ecc<9.0678978] yes=79,no=80,missing=80,gain=5.59692383,cover=4957
- 79:leaf=-0.000299042295,cover=0
- 80:leaf=0.00823920872,cover=0
- 40:[PialArea5<0.777740717] yes=81,no=82,missing=81,gain=9.69517136,cover=8371
- 81:leaf=-0.00631583342,cover=0
- 82:leaf=-0.00161284942,cover=0
- 20:[LGI5<2.13090348] yes=41,no=42,missing=42,gain=6.50663376,cover=1913
- 41:[Pol<117.137611] yes=83,no=84,missing=83,gain=4.29296684,cover=77
- 83:leaf=0.0204175692,cover=0
- 84:leaf=-0.00298567745,cover=0
- 42:[Sulc0<-0.580759466] yes=85,no=86,missing=85,gain=2.86104393,cover=1836
- 85:leaf=-0.0131132295,cover=0
- 86:leaf=-0.00579744577,cover=0
- 10:[PialArea5<0.900697351] yes=21,no=22,missing=22,gain=7.66815472,cover=20363
- 21:[Ecc<11.0302963] yes=43,no=44,missing=44,gain=3.83701181,cover=19389
- 43:[Pol<78.2110443] yes=87,no=88,missing=87,gain=3.55183983,cover=18225
- 87:leaf=-0.00310770632,cover=0
- 88:leaf=-0.000615544734,cover=0
- 44:[PialArea5<0.724588811] yes=89,no=90,missing=90,gain=4.38949728,cover=1164
- 89:leaf=-0.00241466309,cover=0
- 90:leaf=-0.010657493,cover=0
- 22:[Ecc<8.23836613] yes=45,no=46,missing=45,gain=6.8486166,cover=974
- 45:[PialCurv5<0.0567538291] yes=91,no=92,missing=92,gain=2.26892662,cover=781
- 91:leaf=0.00453935517,cover=0
- 92:leaf=0.0123971431,cover=0
- 46:[Ecc<12.0179253] yes=93,no=94,missing=93,gain=0.871941686,cover=193
- 93:leaf=-0.0011851131,cover=0
- 94:leaf=-0.00793395471,cover=0
- 2:[Ecc<3.29132295] yes=5,no=6,missing=5,gain=54.611702,cover=4558367
- 5:[LGI5<2.61063838] yes=11,no=12,missing=12,gain=112.434937,cover=722905
- 11:[Sulc0<-0.528458416] yes=23,no=24,missing=23,gain=76.8967056,cover=632495
- 23:[Curv5<-0.134546712] yes=47,no=48,missing=48,gain=60.4608994,cover=363603
- 47:[PialCurv5<-0.0680129603] yes=95,no=96,missing=96,gain=25.0183887,cover=272015
- 95:leaf=-0.000193849832,cover=0
- 96:leaf=0.00234049698,cover=0
- 48:[PialCurv5<-0.101551421] yes=97,no=98,missing=97,gain=72.7819061,cover=91588
- 97:leaf=0.00771070505,cover=0
- 98:leaf=0.00107153878,cover=0
- 24:[MidArea5<0.67240268] yes=49,no=50,missing=49,gain=59.1645584,cover=268892
- 49:[Area5<0.737164855] yes=99,no=100,missing=100,gain=15.6434422,cover=144907
- 99:leaf=-0.000273737154,cover=0
- 100:leaf=0.00211138348,cover=0
- 50:[Pol<66.6374893] yes=101,no=102,missing=101,gain=73.0721283,cover=123985
- 101:leaf=0.00105178577,cover=0
- 102:leaf=-0.00218934449,cover=0
- 12:[Pol<36.2100182] yes=25,no=26,missing=26,gain=21.2846069,cover=90410
- 25:[Curv5<-0.132798299] yes=51,no=52,missing=51,gain=35.8261833,cover=17688
- 51:[Curv5<-0.169727564] yes=103,no=104,missing=103,gain=5.44359589,cover=15001
- 103:leaf=-0.00188364449,cover=0
- 104:leaf=0.000773897569,cover=0
- 52:[Ecc<1.31300318] yes=105,no=106,missing=105,gain=13.9768219,cover=2687
- 105:leaf=-0.00101302681,cover=0
- 106:leaf=0.00702764606,cover=0
- 26:[Area5<0.600206077] yes=53,no=54,missing=53,gain=25.6481018,cover=72722
- 53:[Curv5<-0.129194111] yes=107,no=108,missing=107,gain=10.260376,cover=23951
- 107:leaf=-0.00182925467,cover=0
- 108:leaf=0.000393306051,cover=0
- 54:[Curv5<0.0191024225] yes=109,no=110,missing=109,gain=39.4578247,cover=48771
- 109:leaf=-0.00413839752,cover=0
- 110:leaf=-0.00113290665,cover=0
- 6:[Sulc0<-0.563680887] yes=13,no=14,missing=13,gain=102.235458,cover=3835462
- 13:[Pol<22.2436924] yes=27,no=28,missing=27,gain=73.3125153,cover=848231
- 27:[Curv5<-0.192867488] yes=55,no=56,missing=56,gain=25.5009422,cover=226413
- 55:[PialArea5<0.946096778] yes=111,no=112,missing=111,gain=9.76208687,cover=151350
- 111:leaf=-0.000554748345,cover=0
- 112:leaf=0.000269691809,cover=0
- 56:[PialCurv5<-0.132898524] yes=113,no=114,missing=113,gain=46.958828,cover=75063
- 113:leaf=0.00685678422,cover=0
- 114:leaf=0.000807160046,cover=0
- 28:[Pol<159.435425] yes=57,no=58,missing=58,gain=54.7486725,cover=621818
- 57:[PialCurv5<-0.106427588] yes=115,no=116,missing=116,gain=59.4451141,cover=385953
- 115:leaf=-0.000644279062,cover=0
- 116:leaf=-0.00195086829,cover=0
- 58:[Curv5<-0.183827445] yes=117,no=118,missing=118,gain=32.1970329,cover=235865
- 117:leaf=-0.000528809323,cover=0
- 118:leaf=0.000721602177,cover=0
- 14:[PialCurv5<0.0798129067] yes=29,no=30,missing=29,gain=97.0011597,cover=2987231
- 29:[Ecc<21.0377083] yes=59,no=60,missing=59,gain=96.3506088,cover=1722493
- 59:[Ecc<9.75650311] yes=119,no=120,missing=119,gain=104.222458,cover=1229653
- 119:leaf=0.000303854787,cover=0
- 120:leaf=0.00125711353,cover=0
- 60:[Sulc0<0.392869562] yes=121,no=122,missing=121,gain=81.5260162,cover=492840
- 121:leaf=-0.000432533969,cover=0
- 122:leaf=0.00140805356,cover=0
- 30:[PialArea5<0.546516836] yes=61,no=62,missing=61,gain=99.8835831,cover=1264738
- 61:[Area5<0.716575325] yes=123,no=124,missing=123,gain=93.6300354,cover=824210
- 123:leaf=-0.000207096207,cover=0
- 124:leaf=0.000924809196,cover=0
- 62:[Area5<0.681571782] yes=125,no=126,missing=125,gain=69.5656967,cover=440528
- 125:leaf=-0.00210475596,cover=0
- 126:leaf=-0.000469792925,cover=0
-booster[168]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=2,gain=40.0103912,cover=5124388
- 1:[PialCurv5<0.394910008] yes=3,no=4,missing=4,gain=27.6924248,cover=100082
- 3:[Area5<0.689492285] yes=7,no=8,missing=8,gain=20.9566727,cover=69578
- 7:[Pol<112.874634] yes=15,no=16,missing=15,gain=15.3396854,cover=54411
- 15:[Sulc0<0.134837523] yes=31,no=32,missing=31,gain=13.0101233,cover=48891
- 31:[PialCurv5<0.0193316489] yes=63,no=64,missing=64,gain=8.7554512,cover=965
- 63:leaf=-0.00709452201,cover=0
- 64:leaf=0.00821282715,cover=0
- 32:[Area5<0.598585367] yes=65,no=66,missing=65,gain=11.2785044,cover=47926
- 65:leaf=-0.000733719382,cover=0
- 66:leaf=0.00110794115,cover=0
- 16:[Ecc<0.889730632] yes=33,no=34,missing=34,gain=8.73334694,cover=5520
- 33:[PialArea5<0.245474651] yes=67,no=68,missing=68,gain=2.65494967,cover=1459
- 67:leaf=0.00455742143,cover=0
- 68:leaf=-0.000786354882,cover=0
- 34:[PialCurv5<0.250690639] yes=69,no=70,missing=69,gain=3.67631531,cover=4061
- 69:leaf=0.00638311449,cover=0
- 70:leaf=0.00336584612,cover=0
- 8:[MidArea5<0.460721314] yes=17,no=18,missing=17,gain=11.4858513,cover=15167
- 17:[Area5<0.706109285] yes=35,no=36,missing=36,gain=2.01381111,cover=343
- 35:[MidArea5<0.451744556] yes=71,no=72,missing=72,gain=1.12559414,cover=251
- 71:leaf=0.0137626147,cover=0
- 72:leaf=0.0068971524,cover=0
- 36:[Curv5<0.126145482] yes=73,no=74,missing=74,gain=0.50372982,cover=92
- 73:leaf=-0.00434989156,cover=0
- 74:leaf=0.0191267356,cover=0
- 18:[Sulc0<0.464385748] yes=37,no=38,missing=38,gain=6.18018341,cover=14824
- 37:[Sulc0<-0.195981219] yes=75,no=76,missing=76,gain=1.77229691,cover=572
- 75:leaf=0.0192184951,cover=0
- 76:leaf=0.0073627755,cover=0
- 38:[Area5<0.733255386] yes=77,no=78,missing=77,gain=5.75216293,cover=14252
- 77:leaf=0.00217320072,cover=0
- 78:leaf=0.0044411933,cover=0
- 4:[Sulc0<-0.0862998366] yes=9,no=10,missing=10,gain=4.32994699,cover=30504
- 9:[Pol<81.5476837] yes=19,no=20,missing=19,gain=3.4330585,cover=266
- 19:[Ecc<4.67068386] yes=39,no=40,missing=39,gain=0.200906277,cover=45
- 39:[Ecc<0.618862808] yes=79,no=80,missing=80,gain=0.0927190781,cover=36
- 79:leaf=0.0024589838,cover=0
- 80:leaf=0.0207503866,cover=0
- 40:leaf=0.010005041,cover=0
- 20:[Ecc<3.67199802] yes=41,no=42,missing=42,gain=1.61803293,cover=221
- 41:[Ecc<0.618862808] yes=81,no=82,missing=82,gain=1.46051157,cover=191
- 81:leaf=0.00536486041,cover=0
- 82:leaf=-0.0034845972,cover=0
- 42:[Ecc<9.88196182] yes=83,no=84,missing=83,gain=1.18047071,cover=30
- 83:leaf=0.0179056786,cover=0
- 84:leaf=-0.00939022098,cover=0
- 10:[LGI5<2.19753051] yes=21,no=22,missing=22,gain=3.38407946,cover=30238
- 21:[Sulc0<0.193122864] yes=43,no=44,missing=43,gain=0.825854063,cover=387
- 43:[Pol<106.604004] yes=85,no=86,missing=85,gain=0.344083309,cover=41
- 85:leaf=0.0138541656,cover=0
- 86:leaf=0.00347129675,cover=0
- 44:[Area5<0.604913712] yes=87,no=88,missing=87,gain=1.31158412,cover=346
- 87:leaf=0.000169595893,cover=0
- 88:leaf=0.00634026621,cover=0
- 22:[LGI5<2.74134016] yes=45,no=46,missing=45,gain=3.21588945,cover=29851
- 45:[Sulc0<0.915739596] yes=89,no=90,missing=90,gain=3.68412781,cover=15743
- 89:leaf=-0.000462502707,cover=0
- 90:leaf=-0.00232773274,cover=0
- 46:[PialArea5<0.245474651] yes=91,no=92,missing=91,gain=3.55736566,cover=14108
- 91:leaf=0.00142656348,cover=0
- 92:leaf=-0.000326867856,cover=0
- 2:[PialCurv5<0.285888344] yes=5,no=6,missing=6,gain=48.2330284,cover=5024306
- 5:[PialArea5<0.48968944] yes=11,no=12,missing=11,gain=60.833065,cover=4703906
- 11:[Area5<0.629274011] yes=23,no=24,missing=23,gain=117.290405,cover=476897
- 23:[Sulc0<-0.123243913] yes=47,no=48,missing=48,gain=14.7522621,cover=108725
- 47:[Curv5<0.0100963581] yes=93,no=94,missing=93,gain=18.0491409,cover=26640
- 93:leaf=-0.00199256605,cover=0
- 94:leaf=0.000938982994,cover=0
- 48:[Pol<81.5476837] yes=95,no=96,missing=95,gain=16.7025452,cover=82085
- 95:leaf=0.000474344328,cover=0
- 96:leaf=-0.00150915049,cover=0
- 24:[Pol<119.248337] yes=49,no=50,missing=50,gain=72.5526428,cover=368172
- 49:[Area5<0.735260904] yes=97,no=98,missing=97,gain=57.3617783,cover=319789
- 97:leaf=0.000382515223,cover=0
- 98:leaf=0.0020449392,cover=0
- 50:[Area5<0.711689949] yes=99,no=100,missing=100,gain=19.2870789,cover=48383
- 99:leaf=0.00222715619,cover=0
- 100:leaf=0.00454247883,cover=0
- 12:[Curv5<0.0756113976] yes=25,no=26,missing=26,gain=86.5938339,cover=4227009
- 25:[Sulc0<0.218763664] yes=51,no=52,missing=51,gain=116.75489,cover=3765966
- 51:[PialArea5<0.872134149] yes=101,no=102,missing=101,gain=63.3804283,cover=3410868
- 101:leaf=-0.000275533297,cover=0
- 102:leaf=0.000157544782,cover=0
- 52:[Area5<0.746306419] yes=103,no=104,missing=103,gain=49.2675476,cover=355098
- 103:leaf=0.00132723933,cover=0
- 104:leaf=7.41090626e-05,cover=0
- 26:[Area5<0.694293797] yes=53,no=54,missing=53,gain=93.0582581,cover=461043
- 53:[Ecc<17.2700901] yes=105,no=106,missing=105,gain=18.0821228,cover=139309
- 105:leaf=-0.00151675823,cover=0
- 106:leaf=-0.00312275812,cover=0
- 54:[PialArea5<0.601145923] yes=107,no=108,missing=107,gain=51.8166847,cover=321734
- 107:leaf=0.000383570383,cover=0
- 108:leaf=-0.000888792041,cover=0
- 6:[Ecc<5.4036684] yes=13,no=14,missing=14,gain=24.6700783,cover=320400
- 13:[Curv5<0.233002663] yes=27,no=28,missing=27,gain=15.5619087,cover=84757
- 27:[LGI5<2.97899532] yes=55,no=56,missing=55,gain=6.34435272,cover=67654
- 55:[Pol<102.778297] yes=109,no=110,missing=109,gain=4.6284585,cover=67194
- 109:leaf=0.000902005588,cover=0
- 110:leaf=6.5383254e-05,cover=0
- 56:[Sulc0<-0.305269122] yes=111,no=112,missing=111,gain=4.41575098,cover=460
- 111:leaf=0.0340048298,cover=0
- 112:leaf=0.00543734431,cover=0
- 28:[Ecc<3.35458159] yes=57,no=58,missing=57,gain=3.7024498,cover=17103
- 57:[MidArea5<0.84300822] yes=113,no=114,missing=114,gain=2.78398132,cover=9809
- 113:leaf=-0.00190640206,cover=0
- 114:leaf=0.0109973783,cover=0
- 58:[Area5<0.494833142] yes=115,no=116,missing=115,gain=4.08221197,cover=7294
- 115:leaf=0.0211419165,cover=0
- 116:leaf=-0.000428821106,cover=0
- 14:[Area5<0.66824472] yes=29,no=30,missing=29,gain=18.0154114,cover=235643
- 29:[Ecc<16.2597466] yes=59,no=60,missing=60,gain=8.27627182,cover=55525
- 59:[PialArea5<0.39986974] yes=117,no=118,missing=117,gain=4.79031181,cover=38501
- 117:leaf=-0.000811465667,cover=0
- 118:leaf=-0.00196210481,cover=0
- 60:[PialArea5<0.628734469] yes=119,no=120,missing=119,gain=6.68791199,cover=17024
- 119:leaf=-0.00263456232,cover=0
- 120:leaf=0.0125349835,cover=0
- 30:[Curv5<0.174639657] yes=61,no=62,missing=62,gain=18.4866486,cover=180118
- 61:[PialArea5<0.365779996] yes=121,no=122,missing=122,gain=9.77103043,cover=123012
- 121:leaf=0.000480015529,cover=0
- 122:leaf=-0.0005389094,cover=0
- 62:[PialArea5<0.422649235] yes=123,no=124,missing=124,gain=12.3681145,cover=57106
- 123:leaf=-0.000919398037,cover=0
- 124:leaf=-0.00258023944,cover=0
-booster[169]:
-0:[Area5<0.433531314] yes=1,no=2,missing=2,gain=40.7729416,cover=5124388
- 1:[PialArea5<0.925796032] yes=3,no=4,missing=3,gain=10.8422203,cover=80066
- 3:[Pol<21.2328167] yes=7,no=8,missing=7,gain=10.8714924,cover=75259
- 7:[PialCurv5<0.00860458333] yes=15,no=16,missing=16,gain=5.55038834,cover=4141
- 15:[PialCurv5<-0.210138425] yes=31,no=32,missing=31,gain=3.11991143,cover=4128
- 31:[LGI5<3.15728688] yes=59,no=60,missing=59,gain=1.77263725,cover=223
- 59:leaf=0.00694209337,cover=0
- 60:leaf=-0.00322544947,cover=0
- 32:[PialArea5<0.651661396] yes=61,no=62,missing=61,gain=4.29166985,cover=3905
- 61:leaf=-0.00554378284,cover=0
- 62:leaf=-0.00100781862,cover=0
- 16:[Pol<7.58674097] yes=33,no=34,missing=33,gain=1.17398977,cover=13
- 33:leaf=-0.0388529673,cover=0
- 34:[Ecc<0.295587689] yes=63,no=64,missing=63,gain=0.00241933134,cover=2
- 63:leaf=-0.000156456241,cover=0
- 64:leaf=0.00271131098,cover=0
- 8:[Curv5<-0.0553030409] yes=17,no=18,missing=18,gain=10.2019386,cover=71118
- 17:[Curv5<-0.182293281] yes=35,no=36,missing=36,gain=11.5402184,cover=68977
- 35:[Ecc<1.46579576] yes=65,no=66,missing=65,gain=11.0849648,cover=53366
- 65:leaf=-0.000198988942,cover=0
- 66:leaf=0.00136385148,cover=0
- 36:[Area5<0.380439579] yes=67,no=68,missing=67,gain=6.98247528,cover=15611
- 67:leaf=0.00483552413,cover=0
- 68:leaf=0.00196509599,cover=0
- 18:[Ecc<16.0247612] yes=37,no=38,missing=38,gain=6.98607922,cover=2141
- 37:[Ecc<12.3665791] yes=69,no=70,missing=69,gain=9.93858528,cover=1554
- 69:leaf=-0.00171882939,cover=0
- 70:leaf=0.0127225267,cover=0
- 38:[Pol<41.8258972] yes=71,no=72,missing=71,gain=7.66207504,cover=587
- 71:leaf=-0.026752485,cover=0
- 72:leaf=-0.00525759999,cover=0
- 4:[Curv5<-0.218969986] yes=9,no=10,missing=10,gain=5.55907059,cover=4807
- 9:[PialCurv5<-0.058241725] yes=19,no=20,missing=19,gain=3.00968838,cover=3174
- 19:[Area5<0.380439579] yes=39,no=40,missing=39,gain=2.06963539,cover=3168
- 39:[PialArea5<1.02926981] yes=73,no=74,missing=74,gain=2.53291655,cover=390
- 73:leaf=0.00370031293,cover=0
- 74:leaf=0.0138927503,cover=0
- 40:[PialArea5<1.23851824] yes=75,no=76,missing=75,gain=1.17863798,cover=2778
- 75:leaf=0.00165540876,cover=0
- 76:leaf=0.00898744538,cover=0
- 20:leaf=-0.0305484235,cover=0
- 10:[Curv5<-0.0708468556] yes=21,no=22,missing=22,gain=2.91948891,cover=1633
- 21:[PialArea5<0.991309822] yes=41,no=42,missing=41,gain=2.77200508,cover=1625
- 41:[PialCurv5<-0.129174799] yes=77,no=78,missing=77,gain=1.44728661,cover=918
- 77:leaf=0.00816597883,cover=0
- 78:leaf=0.00291034929,cover=0
- 42:[LGI5<2.58517122] yes=79,no=80,missing=79,gain=1.7473011,cover=707
- 79:leaf=0.00698256725,cover=0
- 80:leaf=0.0142268194,cover=0
- 22:leaf=0.0342638865,cover=0
- 2:[Curv5<-0.331971258] yes=5,no=6,missing=6,gain=44.5676193,cover=5044322
- 5:[PialArea5<0.693130434] yes=11,no=12,missing=11,gain=45.045475,cover=52737
- 11:[Pol<127.133438] yes=23,no=24,missing=24,gain=7.59687614,cover=15462
- 23:[Pol<86.0952454] yes=43,no=44,missing=43,gain=7.30242634,cover=10086
- 43:[PialArea5<0.454431564] yes=81,no=82,missing=81,gain=4.66477442,cover=8367
- 81:leaf=-0.00534300692,cover=0
- 82:leaf=-0.000334125885,cover=0
- 44:[LGI5<2.85285616] yes=83,no=84,missing=83,gain=11.156683,cover=1719
- 83:leaf=0.00608225167,cover=0
- 84:leaf=-0.00222283485,cover=0
- 24:[LGI5<2.31684756] yes=45,no=46,missing=46,gain=7.94776821,cover=5376
- 45:[Ecc<5.08081961] yes=85,no=86,missing=85,gain=4.03035116,cover=173
- 85:leaf=0.015350881,cover=0
- 86:leaf=0.00010502166,cover=0
- 46:[Sulc0<-0.137935251] yes=87,no=88,missing=88,gain=4.0015564,cover=5203
- 87:leaf=-0.00219086907,cover=0
- 88:leaf=-0.00649337703,cover=0
- 12:[Curv5<-0.39144522] yes=25,no=26,missing=26,gain=15.8432846,cover=37275
- 25:[Sulc0<-0.188964635] yes=47,no=48,missing=47,gain=6.29927826,cover=8469
- 47:[Ecc<14.28263] yes=89,no=90,missing=89,gain=3.59469986,cover=8051
- 89:leaf=0.0046408535,cover=0
- 90:leaf=0.00230407901,cover=0
- 48:[Ecc<3.94116735] yes=91,no=92,missing=92,gain=5.9371357,cover=418
- 91:leaf=0.0356119499,cover=0
- 92:leaf=0.00883495621,cover=0
- 26:[Sulc0<-0.540693521] yes=49,no=50,missing=50,gain=8.74004364,cover=28806
- 49:[Pol<146.864227] yes=93,no=94,missing=93,gain=4.69080734,cover=22844
- 93:leaf=0.001818132,cover=0
- 94:leaf=0.000213717838,cover=0
- 50:[Ecc<14.484726] yes=95,no=96,missing=95,gain=4.93425751,cover=5962
- 95:leaf=0.00479651615,cover=0
- 96:leaf=0.00189642597,cover=0
- 6:[PialArea5<0.365779996] yes=13,no=14,missing=14,gain=43.0168343,cover=4991585
- 13:[PialCurv5<0.362132162] yes=27,no=28,missing=27,gain=54.6778641,cover=301560
- 27:[Pol<110.811417] yes=51,no=52,missing=51,gain=35.0880966,cover=208379
- 51:[Pol<89.1530609] yes=97,no=98,missing=98,gain=43.0483437,cover=175851
- 97:leaf=0.00205968763,cover=0
- 98:leaf=0.000268787058,cover=0
- 52:[Area5<0.624364853] yes=99,no=100,missing=99,gain=12.351326,cover=32528
- 99:leaf=0.0012404134,cover=0
- 100:leaf=0.00326033123,cover=0
- 28:[Sulc0<0.762988985] yes=53,no=54,missing=53,gain=11.4432306,cover=93181
- 53:[Curv5<0.266060919] yes=101,no=102,missing=101,gain=12.28897,cover=39784
- 101:leaf=0.000606800953,cover=0
- 102:leaf=-0.00167127594,cover=0
- 54:[Ecc<12.1917515] yes=103,no=104,missing=104,gain=10.5445461,cover=53397
- 103:leaf=-0.00167754409,cover=0
- 104:leaf=-0.000269316632,cover=0
- 14:[PialArea5<0.934356034] yes=29,no=30,missing=29,gain=54.4217834,cover=4690025
- 29:[Curv5<-0.048490826] yes=55,no=56,missing=55,gain=70.2023926,cover=3251339
- 55:[PialArea5<0.643814564] yes=105,no=106,missing=105,gain=91.1409836,cover=1250705
- 105:leaf=-0.00208135671,cover=0
- 106:leaf=-0.000353071751,cover=0
- 56:[PialCurv5<-0.0154925911] yes=107,no=108,missing=107,gain=224.06282,cover=2000634
- 107:leaf=0.00204433966,cover=0
- 108:leaf=-0.000126041065,cover=0
- 30:[Area5<0.782137334] yes=57,no=58,missing=57,gain=54.0844231,cover=1438686
- 57:[Sulc0<-0.463317156] yes=109,no=110,missing=109,gain=72.7389526,cover=1158272
- 109:leaf=9.7465112e-05,cover=0
- 110:leaf=0.000974370283,cover=0
- 58:[PialArea5<1.11947823] yes=111,no=112,missing=111,gain=35.7387314,cover=280414
- 111:leaf=-0.00110694487,cover=0
- 112:leaf=4.20051911e-05,cover=0
-booster[170]:
-0:[LGI5<3.56741142] yes=1,no=2,missing=1,gain=39.2139778,cover=5124388
- 1:[Sulc0<-1.01050735] yes=3,no=4,missing=3,gain=40.9413338,cover=4901425
- 3:[Pol<143.237381] yes=7,no=8,missing=7,gain=21.5861244,cover=213707
- 7:[PialArea5<1.02520955] yes=15,no=16,missing=15,gain=13.0049839,cover=151392
- 15:[Pol<57.8577347] yes=31,no=32,missing=31,gain=8.15365601,cover=69643
- 31:[Ecc<2.31110334] yes=63,no=64,missing=63,gain=9.60832405,cover=54444
- 63:leaf=-0.00188174227,cover=0
- 64:leaf=-0.000536109728,cover=0
- 32:[Ecc<5.91357183] yes=65,no=66,missing=65,gain=3.48497605,cover=15199
- 65:leaf=0.000418135489,cover=0
- 66:leaf=-0.00251872255,cover=0
- 16:[Area5<0.765896857] yes=33,no=34,missing=33,gain=6.54128599,cover=81749
- 33:[Pol<97.9094925] yes=67,no=68,missing=67,gain=5.25440168,cover=66616
- 67:leaf=-0.000237141081,cover=0
- 68:leaf=0.00133169896,cover=0
- 34:[LGI5<2.40037155] yes=69,no=70,missing=69,gain=6.61093569,cover=15133
- 69:leaf=0.00355485897,cover=0
- 70:leaf=0.000615768775,cover=0
- 8:[Sulc0<-1.19305253] yes=17,no=18,missing=18,gain=9.86173248,cover=62315
- 17:[Curv5<-0.20189926] yes=35,no=36,missing=35,gain=6.81097412,cover=8285
- 35:[LGI5<2.57675576] yes=71,no=72,missing=72,gain=5.07610893,cover=7471
- 71:leaf=-0.00159266964,cover=0
- 72:leaf=-0.00432344759,cover=0
- 36:[LGI5<2.28518939] yes=73,no=74,missing=74,gain=2.85751534,cover=814
- 73:leaf=-0.0115235504,cover=0
- 74:leaf=-0.00524027972,cover=0
- 18:[Curv5<-0.26388669] yes=37,no=38,missing=37,gain=5.21161461,cover=54030
- 37:[LGI5<2.3349762] yes=75,no=76,missing=76,gain=6.47258902,cover=16538
- 75:leaf=0.0018021604,cover=0
- 76:leaf=-0.000871319964,cover=0
- 38:[Area5<0.595263004] yes=77,no=78,missing=77,gain=5.53460693,cover=37492
- 77:leaf=-0.00094458292,cover=0
- 78:leaf=-0.0021646698,cover=0
- 4:[Pol<18.1680222] yes=9,no=10,missing=9,gain=42.4372787,cover=4687718
- 9:[Ecc<1.41371143] yes=19,no=20,missing=19,gain=38.4028282,cover=327944
- 19:[Ecc<0.567370772] yes=39,no=40,missing=40,gain=7.70920658,cover=30524
- 39:[Area5<0.822840035] yes=79,no=80,missing=80,gain=3.22685432,cover=10042
- 79:leaf=0.000148565261,cover=0
- 80:leaf=-0.00963497069,cover=0
- 40:[PialArea5<1.57955706] yes=81,no=82,missing=81,gain=6.84160423,cover=20482
- 81:leaf=-0.00171399943,cover=0
- 82:leaf=0.00779424002,cover=0
- 20:[Ecc<3.73767829] yes=41,no=42,missing=41,gain=52.1200104,cover=297420
- 41:[Curv5<-0.129194111] yes=83,no=84,missing=84,gain=49.1991806,cover=41325
- 83:leaf=0.00146321557,cover=0
- 84:leaf=0.00548532745,cover=0
- 42:[PialCurv5<0.0877920389] yes=85,no=86,missing=85,gain=15.4645233,cover=256095
- 85:leaf=0.00058486819,cover=0
- 86:leaf=-0.00209560478,cover=0
- 10:[Pol<52.7894325] yes=21,no=22,missing=21,gain=73.5704269,cover=4359774
- 21:[LGI5<2.6558373] yes=43,no=44,missing=43,gain=118.182724,cover=618763
- 43:[Curv5<-0.0837168768] yes=87,no=88,missing=88,gain=73.2621307,cover=205719
- 87:leaf=0.000134586662,cover=0
- 88:leaf=0.0029130273,cover=0
- 44:[PialArea5<0.769840837] yes=89,no=90,missing=89,gain=48.1097565,cover=413044
- 89:leaf=0.000160546027,cover=0
- 90:leaf=-0.00122187485,cover=0
- 22:[Pol<95.050293] yes=45,no=46,missing=45,gain=67.8308716,cover=3741011
- 45:[Ecc<12.0179253] yes=91,no=92,missing=91,gain=140.486633,cover=1151227
- 91:leaf=9.04936969e-05,cover=0
- 92:leaf=0.00132381089,cover=0
- 46:[Pol<138.971481] yes=93,no=94,missing=93,gain=89.8451996,cover=2589784
- 93:leaf=-0.000282291847,cover=0
- 94:leaf=0.000313180295,cover=0
- 2:[Curv5<-0.163374811] yes=5,no=6,missing=5,gain=22.9163666,cover=222963
- 5:[Sulc0<0.299089104] yes=11,no=12,missing=11,gain=9.79589558,cover=55309
- 11:[PialCurv5<-0.0779728889] yes=23,no=24,missing=24,gain=6.36717224,cover=54580
- 23:[Area5<0.571740985] yes=47,no=48,missing=47,gain=5.99252319,cover=52854
- 47:[Ecc<42.1016579] yes=95,no=96,missing=95,gain=3.82456303,cover=7448
- 95:leaf=0.00128777593,cover=0
- 96:leaf=0.00665701693,cover=0
- 48:[PialArea5<0.824056447] yes=97,no=98,missing=97,gain=6.19951868,cover=45406
- 97:leaf=-0.0012049122,cover=0
- 98:leaf=0.000289955904,cover=0
- 24:[Area5<0.453641325] yes=49,no=50,missing=49,gain=3.24103832,cover=1726
- 49:[Ecc<17.2700901] yes=99,no=100,missing=100,gain=0.441195965,cover=18
- 99:leaf=0.0126428977,cover=0
- 100:leaf=0.0308657084,cover=0
- 50:[PialArea5<0.920147538] yes=101,no=102,missing=101,gain=2.8523941,cover=1708
- 101:leaf=0.00148112711,cover=0
- 102:leaf=0.00569335092,cover=0
- 12:[Pol<160.153915] yes=25,no=26,missing=25,gain=4.20781994,cover=729
- 25:[LGI5<3.84897733] yes=51,no=52,missing=51,gain=3.39681339,cover=662
- 51:[LGI5<3.70550299] yes=103,no=104,missing=103,gain=5.22981834,cover=539
- 103:leaf=-0.00822566077,cover=0
- 104:leaf=0.00248044729,cover=0
- 52:[Area5<0.619086087] yes=105,no=106,missing=106,gain=2.91170502,cover=123
- 105:leaf=-0.000607345777,cover=0
- 106:leaf=-0.018518867,cover=0
- 26:[PialArea5<1.00930154] yes=53,no=54,missing=54,gain=1.84826076,cover=67
- 53:[MidArea5<0.826556206] yes=107,no=108,missing=107,gain=0.308840036,cover=47
- 107:leaf=0.0125643834,cover=0
- 108:leaf=-0.00537456293,cover=0
- 54:[Ecc<38.0136108] yes=109,no=110,missing=109,gain=0.782556891,cover=20
- 109:leaf=-0.0173143502,cover=0
- 110:leaf=0.00204207492,cover=0
- 6:[Ecc<28.2834949] yes=13,no=14,missing=13,gain=29.980011,cover=167654
- 13:[LGI5<3.94193578] yes=27,no=28,missing=28,gain=33.2433548,cover=103752
- 27:[Pol<130.198486] yes=55,no=56,missing=56,gain=14.8536873,cover=94133
- 55:[Curv5<0.0365542509] yes=111,no=112,missing=111,gain=16.7255192,cover=70981
- 111:leaf=5.71867822e-05,cover=0
- 112:leaf=-0.00148897897,cover=0
- 56:[Ecc<9.61991787] yes=113,no=114,missing=114,gain=32.2686157,cover=23152
- 113:leaf=0.0126495687,cover=0
- 114:leaf=-0.002500484,cover=0
- 28:[Ecc<16.7734241] yes=57,no=58,missing=58,gain=11.0407944,cover=9619
- 57:[Sulc0<0.210163057] yes=115,no=116,missing=115,gain=6.99576283,cover=3082
- 115:leaf=-0.00395192206,cover=0
- 116:leaf=0.000832489692,cover=0
- 58:[PialArea5<1.02520955] yes=117,no=118,missing=117,gain=12.5505371,cover=6537
- 117:leaf=-0.00595047977,cover=0
- 118:leaf=0.00355902687,cover=0
- 14:[LGI5<3.64692807] yes=29,no=30,missing=29,gain=19.8963585,cover=63902
- 29:[Pol<136.095428] yes=59,no=60,missing=59,gain=9.25291061,cover=25269
- 59:[Pol<53.6550331] yes=119,no=120,missing=119,gain=13.1554241,cover=20993
- 119:leaf=-0.000204751923,cover=0
- 120:leaf=-0.00272268662,cover=0
- 60:[PialCurv5<0.0400940292] yes=121,no=122,missing=121,gain=9.19711018,cover=4276
- 121:leaf=-0.000264833012,cover=0
- 122:leaf=0.00536904112,cover=0
- 30:[Curv5<0.245671451] yes=61,no=62,missing=62,gain=6.97799206,cover=38633
- 61:[PialArea5<0.370812863] yes=123,no=124,missing=123,gain=11.8162718,cover=38125
- 123:leaf=0.00369211519,cover=0
- 124:leaf=0.000454230438,cover=0
- 62:[Ecc<42.1016579] yes=125,no=126,missing=125,gain=1.03838444,cover=508
- 125:leaf=-0.00648827106,cover=0
- 126:leaf=-0.00127146847,cover=0
-booster[171]:
-0:[Area5<0.4695113] yes=1,no=2,missing=2,gain=38.2519798,cover=5124388
- 1:[PialArea5<0.613238215] yes=3,no=4,missing=3,gain=16.4718361,cover=160410
- 3:[Sulc0<0.703387856] yes=7,no=8,missing=8,gain=10.6383457,cover=21044
- 7:[LGI5<3.42912889] yes=15,no=16,missing=15,gain=5.24249649,cover=20188
- 15:[Pol<62.0115929] yes=31,no=32,missing=31,gain=6.41419983,cover=18885
- 31:[PialCurv5<-0.142826259] yes=63,no=64,missing=63,gain=5.46902943,cover=3524
- 63:leaf=-0.000772919855,cover=0
- 64:leaf=-0.00476845447,cover=0
- 32:[Curv5<0.122410901] yes=65,no=66,missing=66,gain=5.16361332,cover=15361
- 65:leaf=0.000137418087,cover=0
- 66:leaf=-0.00408193888,cover=0
- 16:[PialCurv5<0.220156521] yes=33,no=34,missing=34,gain=9.56561565,cover=1303
- 33:[Ecc<14.9070177] yes=67,no=68,missing=68,gain=4.40802574,cover=1281
- 67:leaf=-0.00271443347,cover=0
- 68:leaf=0.00394022046,cover=0
- 34:[Ecc<13.8847265] yes=69,no=70,missing=69,gain=0.879673004,cover=22
- 69:leaf=0.0377487428,cover=0
- 70:leaf=0.00199883198,cover=0
- 8:[PialArea5<0.338250697] yes=17,no=18,missing=18,gain=9.08939171,cover=856
- 17:[Curv5<0.216179401] yes=35,no=36,missing=35,gain=2.32828999,cover=639
- 35:[Pol<104.38549] yes=71,no=72,missing=71,gain=2.43940258,cover=313
- 71:leaf=-0.00708452612,cover=0
- 72:leaf=0.0124467043,cover=0
- 36:[LGI5<3.78836131] yes=73,no=74,missing=73,gain=2.04351377,cover=326
- 73:leaf=-0.000880919222,cover=0
- 74:leaf=0.0180110801,cover=0
- 18:[LGI5<3.26095963] yes=37,no=38,missing=38,gain=4.03489494,cover=217
- 37:[Ecc<31.520586] yes=75,no=76,missing=76,gain=2.18484759,cover=125
- 75:leaf=-0.00502356561,cover=0
- 76:leaf=-0.0203991234,cover=0
- 38:[Ecc<14.694541] yes=77,no=78,missing=78,gain=2.27573776,cover=92
- 77:leaf=-0.00220995047,cover=0
- 78:leaf=-0.025736291,cover=0
- 4:[Curv5<-0.188354567] yes=9,no=10,missing=9,gain=17.1884346,cover=139366
- 9:[Ecc<1.57116413] yes=19,no=20,missing=19,gain=12.067812,cover=99871
- 19:[PialArea5<0.806151748] yes=39,no=40,missing=39,gain=10.8822193,cover=34449
- 39:[PialCurv5<-0.105644517] yes=79,no=80,missing=79,gain=8.38624763,cover=18455
- 79:leaf=-0.0014387503,cover=0
- 80:leaf=0.00143929257,cover=0
- 40:[PialArea5<1.25128293] yes=81,no=82,missing=82,gain=5.73096466,cover=15994
- 81:leaf=0.00073785038,cover=0
- 82:leaf=0.0124028511,cover=0
- 20:[Area5<0.380439579] yes=41,no=42,missing=41,gain=9.11073875,cover=65422
- 41:[PialCurv5<-0.146805272] yes=83,no=84,missing=83,gain=4.96966362,cover=8634
- 83:leaf=0.00121197302,cover=0
- 84:leaf=0.00362203503,cover=0
- 42:[Sulc0<-1.08640325] yes=85,no=86,missing=85,gain=7.59302998,cover=56788
- 85:leaf=-0.00104852999,cover=0
- 86:leaf=0.000968902779,cover=0
- 10:[Sulc0<0.0214736983] yes=21,no=22,missing=21,gain=7.29668045,cover=39495
- 21:[Area5<0.380439579] yes=43,no=44,missing=44,gain=6.79800034,cover=38414
- 43:[MidArea5<0.48507002] yes=87,no=88,missing=87,gain=3.21964836,cover=2177
- 87:leaf=0.014001796,cover=0
- 88:leaf=0.00427826494,cover=0
- 44:[Sulc0<-0.87967056] yes=89,no=90,missing=89,gain=6.64044189,cover=36237
- 89:leaf=0.000313161494,cover=0
- 90:leaf=0.00210901862,cover=0
- 22:[Pol<37.1539459] yes=45,no=46,missing=46,gain=5.96475983,cover=1081
- 45:[Curv5<-0.100392215] yes=91,no=92,missing=92,gain=2.02018547,cover=48
- 91:leaf=-0.00296676881,cover=0
- 92:leaf=-0.0256728921,cover=0
- 46:[Pol<150.62207] yes=93,no=94,missing=93,gain=3.55526161,cover=1033
- 93:leaf=-0.000956370612,cover=0
- 94:leaf=-0.0212755911,cover=0
- 2:[Curv5<-0.350989401] yes=5,no=6,missing=6,gain=44.1203651,cover=4963978
- 5:[MidArea5<0.603350997] yes=11,no=12,missing=11,gain=37.2366676,cover=30844
- 11:[MidArea5<0.559431195] yes=23,no=24,missing=23,gain=4.51898575,cover=7918
- 23:[Curv5<-0.39144522] yes=47,no=48,missing=48,gain=3.90209579,cover=3679
- 47:[PialCurv5<-0.210138425] yes=95,no=96,missing=95,gain=2.5059607,cover=2836
- 95:leaf=-0.000275105907,cover=0
- 96:leaf=-0.00331401057,cover=0
- 48:[PialArea5<0.609252691] yes=97,no=98,missing=97,gain=1.41258335,cover=843
- 97:leaf=-0.00613122853,cover=0
- 98:leaf=1.64593275e-05,cover=0
- 24:[LGI5<2.57263851] yes=49,no=50,missing=49,gain=3.00922728,cover=4239
- 49:[LGI5<2.55687809] yes=99,no=100,missing=99,gain=1.07040811,cover=867
- 99:leaf=0.00214653113,cover=0
- 100:leaf=0.00877929758,cover=0
- 50:[Pol<127.728462] yes=101,no=102,missing=101,gain=1.22111297,cover=3372
- 101:leaf=8.54075333e-05,cover=0
- 102:leaf=-0.00188212644,cover=0
- 12:[Pol<154.27803] yes=25,no=26,missing=25,gain=9.55178833,cover=22926
- 25:[Pol<53.6550331] yes=51,no=52,missing=51,gain=12.0491104,cover=18914
- 51:[Ecc<1.15906882] yes=103,no=104,missing=103,gain=4.61700249,cover=12720
- 103:leaf=-0.00255298312,cover=0
- 104:leaf=0.00266115624,cover=0
- 52:[PialArea5<0.753297985] yes=105,no=106,missing=105,gain=12.0527573,cover=6194
- 105:leaf=0.00246537756,cover=0
- 106:leaf=0.00696954736,cover=0
- 26:[PialCurv5<-0.0555995218] yes=53,no=54,missing=53,gain=2.5749259,cover=4012
- 53:[PialCurv5<-0.11032705] yes=107,no=108,missing=108,gain=1.87382054,cover=3994
- 107:leaf=0.000606066082,cover=0
- 108:leaf=0.00824365672,cover=0
- 54:[Sulc0<-0.956550419] yes=109,no=110,missing=109,gain=0.0781493187,cover=18
- 109:leaf=-0.00498972135,cover=0
- 110:leaf=-0.0188884865,cover=0
- 6:[PialArea5<0.267248243] yes=13,no=14,missing=14,gain=42.3902245,cover=4933134
- 13:[Curv5<0.174639657] yes=27,no=28,missing=27,gain=18.1689873,cover=39061
- 27:[Curv5<0.0431617796] yes=55,no=56,missing=56,gain=6.80696487,cover=10107
- 55:[LGI5<2.76298451] yes=111,no=112,missing=111,gain=1.42612934,cover=45
- 111:leaf=-0.0246172622,cover=0
- 112:leaf=-0.00661003543,cover=0
- 56:[PialCurv5<0.353309482] yes=113,no=114,missing=113,gain=4.72667313,cover=10062
- 113:leaf=0.00407466432,cover=0
- 114:leaf=0.00138128968,cover=0
- 28:[Pol<89.7623749] yes=57,no=58,missing=57,gain=8.9847517,cover=28954
- 57:[PialCurv5<0.0616685152] yes=115,no=116,missing=115,gain=6.05929947,cover=5795
- 115:leaf=0.0163204651,cover=0
- 116:leaf=0.00254514627,cover=0
- 58:[Sulc0<0.433680743] yes=117,no=118,missing=117,gain=8.09492302,cover=23159
- 117:leaf=0.00333314016,cover=0
- 118:leaf=0.000224355215,cover=0
- 14:[PialArea5<0.987776101] yes=29,no=30,missing=29,gain=42.0009651,cover=4894073
- 29:[Curv5<-0.0390223041] yes=59,no=60,missing=59,gain=80.74897,cover=3794021
- 59:[Area5<0.701312602] yes=119,no=120,missing=120,gain=130.835861,cover=1551857
- 119:leaf=-0.000164556885,cover=0
- 120:leaf=-0.00130924233,cover=0
- 60:[PialCurv5<-0.00763805071] yes=121,no=122,missing=121,gain=270.216614,cover=2242164
- 121:leaf=0.00217983522,cover=0
- 122:leaf=-6.90425295e-05,cover=0
- 30:[Area5<0.805150867] yes=61,no=62,missing=61,gain=36.230072,cover=1100052
- 61:[Sulc0<-0.370474488] yes=123,no=124,missing=124,gain=46.9219055,cover=928542
- 123:leaf=0.000185995275,cover=0
- 124:leaf=0.00109793653,cover=0
- 62:[PialArea5<1.28208315] yes=125,no=126,missing=125,gain=21.7777596,cover=171510
- 125:leaf=-0.000868738571,cover=0
- 126:leaf=0.000296611193,cover=0
-booster[172]:
-0:[LGI5<2.32164335] yes=1,no=2,missing=1,gain=37.3770294,cover=5124388
- 1:[Ecc<5.97554874] yes=3,no=4,missing=3,gain=27.6070404,cover=423405
- 3:[Sulc0<-0.8873595] yes=7,no=8,missing=8,gain=14.9228859,cover=388742
- 7:[Ecc<1.62447274] yes=15,no=16,missing=15,gain=8.91042137,cover=87468
- 15:[PialArea5<1.1133045] yes=31,no=32,missing=31,gain=7.15017748,cover=46372
- 31:[Pol<67.3859482] yes=63,no=64,missing=63,gain=6.24426556,cover=35097
- 63:leaf=-0.00154981273,cover=0
- 64:leaf=-0.000210793616,cover=0
- 32:[PialCurv5<-0.111886919] yes=65,no=66,missing=65,gain=5.1313591,cover=11275
- 65:leaf=-0.000620231673,cover=0
- 66:leaf=0.00153876608,cover=0
- 16:[PialCurv5<-0.101551421] yes=33,no=34,missing=33,gain=7.70525312,cover=41096
- 33:[PialArea5<1.03340518] yes=67,no=68,missing=68,gain=3.46688128,cover=33257
- 67:leaf=-0.000217232693,cover=0
- 68:leaf=0.000820341636,cover=0
- 34:[Area5<0.604913712] yes=69,no=70,missing=69,gain=11.1323748,cover=7839
- 69:leaf=0.00391177414,cover=0
- 70:leaf=0.000140572592,cover=0
- 8:[Ecc<2.13501525] yes=17,no=18,missing=17,gain=21.0617371,cover=301274
- 17:[Sulc0<-0.115756653] yes=35,no=36,missing=35,gain=19.3985977,cover=159754
- 35:[Ecc<1.41371143] yes=71,no=72,missing=72,gain=16.9021683,cover=148264
- 71:leaf=0.000946751621,cover=0
- 72:leaf=0.00211449061,cover=0
- 36:[Pol<105.462654] yes=73,no=74,missing=74,gain=11.3947802,cover=11490
- 73:leaf=0.00032458303,cover=0
- 74:leaf=-0.00297005335,cover=0
- 18:[Pol<163.028091] yes=37,no=38,missing=38,gain=29.0700836,cover=141520
- 37:[Area5<0.684738636] yes=75,no=76,missing=75,gain=19.6726246,cover=135120
- 75:leaf=0.000658254779,cover=0
- 76:leaf=-0.000565011869,cover=0
- 38:[Area5<0.636136949] yes=77,no=78,missing=78,gain=25.0597801,cover=6400
- 77:leaf=0.00173196138,cover=0
- 78:leaf=0.00884864107,cover=0
- 4:[Sulc0<-0.332174033] yes=9,no=10,missing=9,gain=4.1551733,cover=34663
- 9:[PialCurv5<-0.0379593484] yes=19,no=20,missing=19,gain=7.94571495,cover=13983
- 19:[LGI5<2.16230083] yes=39,no=40,missing=40,gain=5.8619523,cover=12597
- 39:[Area5<0.509397149] yes=79,no=80,missing=80,gain=5.03171539,cover=1125
- 79:leaf=0.00287189754,cover=0
- 80:leaf=-0.00609709648,cover=0
- 40:[Area5<0.600206077] yes=81,no=82,missing=81,gain=3.36232162,cover=11472
- 81:leaf=0.000118260228,cover=0
- 82:leaf=-0.00160159578,cover=0
- 20:[LGI5<2.13090348] yes=41,no=42,missing=41,gain=5.11639309,cover=1386
- 41:[Pol<122.504936] yes=83,no=84,missing=83,gain=4.32617283,cover=81
- 83:leaf=0.0166664887,cover=0
- 84:leaf=-0.00650057429,cover=0
- 42:[Sulc0<-0.708302617] yes=85,no=86,missing=85,gain=3.14442825,cover=1305
- 85:leaf=-0.0173090212,cover=0
- 86:leaf=-0.00537341414,cover=0
- 10:[Curv5<-0.115945198] yes=21,no=22,missing=21,gain=4.79944038,cover=20680
- 21:[Pol<134.081207] yes=43,no=44,missing=43,gain=3.81165218,cover=1502
- 43:[MidArea5<0.683478653] yes=87,no=88,missing=88,gain=2.04500985,cover=1139
- 87:leaf=0.0038261693,cover=0
- 88:leaf=-0.000653830415,cover=0
- 44:[Ecc<17.0169544] yes=89,no=90,missing=89,gain=1.92469788,cover=363
- 89:leaf=0.00811708719,cover=0
- 90:leaf=-0.00277386839,cover=0
- 22:[Ecc<12.1917515] yes=45,no=46,missing=45,gain=4.57722855,cover=19178
- 45:[PialCurv5<0.0959877223] yes=91,no=92,missing=91,gain=2.92032003,cover=18536
- 91:leaf=0.000227997647,cover=0
- 92:leaf=-0.00104402017,cover=0
- 46:[MidArea5<0.70642072] yes=93,no=94,missing=93,gain=4.12074137,cover=642
- 93:leaf=-0.00226266333,cover=0
- 94:leaf=-0.0111260079,cover=0
- 2:[Pol<22.2436924] yes=5,no=6,missing=5,gain=39.0180702,cover=4700983
- 5:[Ecc<1.51801682] yes=11,no=12,missing=12,gain=52.0249825,cover=455268
- 11:[Ecc<0.45941934] yes=23,no=24,missing=23,gain=8.60726738,cover=39459
- 23:[Area5<0.987501919] yes=47,no=48,missing=47,gain=1.9033035,cover=8122
- 47:[PialCurv5<-0.0800075978] yes=95,no=96,missing=96,gain=1.77940905,cover=8104
- 95:leaf=-0.000317953643,cover=0
- 96:leaf=0.00130573835,cover=0
- 48:[Pol<13.2006302] yes=97,no=98,missing=97,gain=0.422775745,cover=18
- 97:leaf=-0.00395073229,cover=0
- 98:leaf=-0.0207923669,cover=0
- 24:[PialArea5<0.739180207] yes=49,no=50,missing=50,gain=7.73013306,cover=31337
- 49:[MidArea5<0.468026847] yes=99,no=100,missing=100,gain=2.30365372,cover=3148
- 99:leaf=0.00872419309,cover=0
- 100:leaf=-0.00419360073,cover=0
- 50:[Sulc0<-0.87967056] yes=101,no=102,missing=101,gain=4.89422035,cover=28189
- 101:leaf=-0.00212710886,cover=0
- 102:leaf=-0.000808154873,cover=0
- 12:[LGI5<2.56467891] yes=25,no=26,missing=25,gain=52.8660965,cover=415809
- 25:[Curv5<-0.146701202] yes=51,no=52,missing=52,gain=42.3815765,cover=58532
- 51:[PialArea5<1.13904655] yes=103,no=104,missing=103,gain=10.2975006,cover=45134
- 103:leaf=0.00190411683,cover=0
- 104:leaf=0.000382897124,cover=0
- 52:[Ecc<4.94054604] yes=105,no=106,missing=105,gain=22.2064667,cover=13398
- 105:leaf=0.00546437735,cover=0
- 106:leaf=0.000406457635,cover=0
- 26:[Area5<0.620557249] yes=53,no=54,missing=53,gain=19.5287666,cover=357277
- 53:[PialCurv5<-0.0280297659] yes=107,no=108,missing=108,gain=25.9064007,cover=67080
- 107:leaf=-0.000224121759,cover=0
- 108:leaf=-0.00527485227,cover=0
- 54:[Curv5<0.081820026] yes=109,no=110,missing=110,gain=17.0632305,cover=290197
- 109:leaf=0.000474149594,cover=0
- 110:leaf=0.00350392913,cover=0
- 6:[Sulc0<-0.413983464] yes=13,no=14,missing=13,gain=70.0773315,cover=4245715
- 13:[Area5<0.551487505] yes=27,no=28,missing=27,gain=71.1583862,cover=1408150
- 27:[Curv5<-0.211220503] yes=55,no=56,missing=55,gain=21.3909473,cover=284208
- 55:[PialArea5<0.643814564] yes=111,no=112,missing=111,gain=14.9808006,cover=155057
- 111:leaf=-0.00195895066,cover=0
- 112:leaf=7.16760478e-05,cover=0
- 56:[Ecc<4.46987629] yes=113,no=114,missing=113,gain=19.7419357,cover=129151
- 113:leaf=0.0011757774,cover=0
- 114:leaf=-0.000246131385,cover=0
- 28:[PialArea5<1.28208315] yes=57,no=58,missing=58,gain=61.572113,cover=1123942
- 57:[Pol<142.520569] yes=115,no=116,missing=115,gain=69.907959,cover=1021932
- 115:leaf=-0.00103869732,cover=0
- 116:leaf=-0.000208046433,cover=0
- 58:[Curv5<-0.0922861248] yes=117,no=118,missing=118,gain=21.6136322,cover=102010
- 117:leaf=0.000459822215,cover=0
- 118:leaf=0.0038052767,cover=0
- 14:[Ecc<3.29132295] yes=29,no=30,missing=29,gain=102.105347,cover=2837565
- 29:[MidArea5<0.661389112] yes=59,no=60,missing=59,gain=58.3536377,cover=261700
- 59:[Area5<0.701312602] yes=119,no=120,missing=119,gain=25.3254738,cover=144615
- 119:leaf=-0.000490419916,cover=0
- 120:leaf=0.001323862,cover=0
- 60:[Pol<108.715256] yes=121,no=122,missing=122,gain=74.7456818,cover=117085
- 121:leaf=-0.000606763118,cover=0
- 122:leaf=-0.0031580769,cover=0
- 30:[PialCurv5<0.0771882981] yes=61,no=62,missing=62,gain=95.4303513,cover=2575865
- 61:[Ecc<20.7119312] yes=123,no=124,missing=123,gain=101.90284,cover=1286870
- 123:leaf=0.00075497455,cover=0
- 124:leaf=-0.000218391579,cover=0
- 62:[Area5<0.690371037] yes=125,no=126,missing=125,gain=81.0501938,cover=1288995
- 125:leaf=-0.000630394963,cover=0
- 126:leaf=0.000179468669,cover=0
-booster[173]:
-0:[LGI5<3.13786864] yes=1,no=2,missing=1,gain=36.8602066,cover=5124388
- 1:[Ecc<28.7730255] yes=3,no=4,missing=3,gain=57.4978065,cover=3954668
- 3:[Ecc<9.61991787] yes=7,no=8,missing=7,gain=119.573219,cover=3735510
- 7:[Area5<0.894858658] yes=15,no=16,missing=15,gain=54.0647316,cover=2980819
- 15:[Pol<28.4081879] yes=31,no=32,missing=32,gain=56.6219635,cover=2948694
- 31:[Ecc<1.57116413] yes=63,no=64,missing=64,gain=100.080002,cover=289189
- 63:leaf=-0.000942341518,cover=0
- 64:leaf=0.0012085028,cover=0
- 32:[Ecc<1.85215485] yes=65,no=66,missing=65,gain=70.4610062,cover=2659505
- 65:leaf=0.000448912819,cover=0
- 66:leaf=-0.000193008775,cover=0
- 16:[PialCurv5<0.122354448] yes=33,no=34,missing=33,gain=47.4799805,cover=32125
- 33:[PialArea5<1.18617713] yes=67,no=68,missing=67,gain=31.1014786,cover=27134
- 67:leaf=-0.00493756589,cover=0
- 68:leaf=-0.00148667558,cover=0
- 34:[Sulc0<0.235979095] yes=69,no=70,missing=69,gain=10.9546919,cover=4991
- 69:leaf=0.000160210751,cover=0
- 70:leaf=0.00484723924,cover=0
- 8:[Sulc0<-0.319176674] yes=17,no=18,missing=18,gain=124.59108,cover=754691
- 17:[PialArea5<0.739180207] yes=35,no=36,missing=35,gain=34.2873764,cover=239832
- 35:[Area5<0.716575325] yes=71,no=72,missing=71,gain=24.3977165,cover=27609
- 71:leaf=-0.00243026763,cover=0
- 72:leaf=0.0023215923,cover=0
- 36:[Sulc0<-0.580759466] yes=73,no=74,missing=73,gain=34.0060349,cover=212223
- 73:leaf=-0.000621834421,cover=0
- 74:leaf=0.000647612556,cover=0
- 18:[PialCurv5<0.125401646] yes=37,no=38,missing=37,gain=146.535522,cover=514859
- 37:[Ecc<23.1745358] yes=75,no=76,missing=75,gain=72.0074158,cover=282939
- 75:leaf=0.00221750769,cover=0
- 76:leaf=-6.71296002e-05,cover=0
- 38:[Area5<0.839165807] yes=77,no=78,missing=77,gain=26.1304569,cover=231920
- 77:leaf=0.000114298186,cover=0
- 78:leaf=0.00358264963,cover=0
- 4:[Sulc0<0.423605621] yes=9,no=10,missing=9,gain=25.6336021,cover=219158
- 9:[PialCurv5<-0.0262977369] yes=19,no=20,missing=20,gain=35.2837296,cover=133321
- 19:[Curv5<-0.0439181365] yes=39,no=40,missing=39,gain=43.226326,cover=88424
- 39:[PialCurv5<-0.0487009101] yes=79,no=80,missing=79,gain=17.8600121,cover=86045
- 79:leaf=-0.000492024352,cover=0
- 80:leaf=-0.00281148055,cover=0
- 40:[Pol<31.3444195] yes=81,no=82,missing=81,gain=17.89534,cover=2379
- 81:leaf=0.0104092844,cover=0
- 82:leaf=0.00173623359,cover=0
- 20:[LGI5<3.04906535] yes=41,no=42,missing=41,gain=16.9416504,cover=44897
- 41:[Area5<0.7084831] yes=83,no=84,missing=83,gain=14.749733,cover=32765
- 83:leaf=-0.00439478317,cover=0
- 84:leaf=-0.00213234941,cover=0
- 42:[Sulc0<0.167916268] yes=85,no=86,missing=85,gain=4.80260277,cover=12132
- 85:leaf=-0.00207993947,cover=0
- 86:leaf=2.49321147e-05,cover=0
- 10:[Pol<110.811417] yes=21,no=22,missing=21,gain=72.1909256,cover=85837
- 21:[Ecc<38.0136108] yes=43,no=44,missing=43,gain=18.5444851,cover=68150
- 43:[PialArea5<0.245474651] yes=87,no=88,missing=87,gain=7.04635334,cover=29881
- 87:leaf=0.00509252213,cover=0
- 88:leaf=4.42521559e-05,cover=0
- 44:[Pol<31.3444195] yes=89,no=90,missing=90,gain=24.6903,cover=38269
- 89:leaf=0.00264632353,cover=0
- 90:leaf=-0.00188746431,cover=0
- 22:[LGI5<2.96218491] yes=45,no=46,missing=45,gain=8.91340256,cover=17687
- 45:[Pol<122.504936] yes=91,no=92,missing=92,gain=6.23492813,cover=7090
- 91:leaf=0.002473464,cover=0
- 92:leaf=0.00547109731,cover=0
- 46:[Curv5<-0.0795110464] yes=93,no=94,missing=93,gain=6.509655,cover=10597
- 93:leaf=-0.00335027464,cover=0
- 94:leaf=0.00218947581,cover=0
- 2:[PialCurv5<0.0591915138] yes=5,no=6,missing=5,gain=31.0809975,cover=1169720
- 5:[Sulc0<-0.0862998366] yes=11,no=12,missing=12,gain=55.8156967,cover=739632
- 11:[Pol<60.4070244] yes=23,no=24,missing=24,gain=49.2360764,cover=504762
- 23:[PialCurv5<-0.102360219] yes=47,no=48,missing=48,gain=55.9637527,cover=246643
- 47:[Curv5<-0.141545609] yes=95,no=96,missing=95,gain=46.1391983,cover=117121
- 95:leaf=-0.000219853173,cover=0
- 96:leaf=0.00574939558,cover=0
- 48:[Pol<17.1471634] yes=97,no=98,missing=98,gain=34.4116516,cover=129522
- 97:leaf=-0.000358354853,cover=0
- 98:leaf=-0.00211181235,cover=0
- 24:[Pol<115.563423] yes=49,no=50,missing=49,gain=36.5440483,cover=258119
- 49:[Ecc<14.28263] yes=99,no=100,missing=100,gain=68.0633698,cover=20283
- 99:leaf=-0.000247331976,cover=0
- 100:leaf=0.00563468086,cover=0
- 50:[Ecc<14.0810061] yes=101,no=102,missing=101,gain=40.2670746,cover=237836
- 101:leaf=0.00101705536,cover=0
- 102:leaf=-0.000432964647,cover=0
- 12:[Pol<100.090813] yes=25,no=26,missing=25,gain=224.294296,cover=234870
- 25:[PialCurv5<-0.0245349593] yes=51,no=52,missing=51,gain=93.3358154,cover=104596
- 51:[PialArea5<0.715215623] yes=103,no=104,missing=104,gain=35.813736,cover=26021
- 103:leaf=0.00224632816,cover=0
- 104:leaf=0.00620499114,cover=0
- 52:[Pol<61.2046547] yes=105,no=106,missing=105,gain=76.9974976,cover=78575
- 105:leaf=0.000355164666,cover=0
- 106:leaf=0.00367636583,cover=0
- 26:[Ecc<33.9075584] yes=53,no=54,missing=53,gain=50.5060539,cover=130274
- 53:[Ecc<15.3430929] yes=107,no=108,missing=107,gain=86.0110397,cover=80848
- 107:leaf=0.000853156147,cover=0
- 108:leaf=-0.00266109849,cover=0
- 54:[Pol<125.881905] yes=109,no=110,missing=109,gain=67.0828781,cover=49426
- 109:leaf=-0.00346725667,cover=0
- 110:leaf=0.00133234507,cover=0
- 6:[PialArea5<0.588969886] yes=13,no=14,missing=14,gain=48.6900444,cover=430088
- 13:[Curv5<0.0798443258] yes=27,no=28,missing=27,gain=45.9332695,cover=289062
- 27:[LGI5<3.42912889] yes=55,no=56,missing=55,gain=9.93504333,cover=36496
- 55:[Ecc<41.2560654] yes=111,no=112,missing=111,gain=11.5688095,cover=23185
- 111:leaf=0.00240036519,cover=0
- 112:leaf=-0.0018081445,cover=0
- 56:[Pol<101.695656] yes=113,no=114,missing=113,gain=7.71567345,cover=13311
- 113:leaf=0.00135772326,cover=0
- 114:leaf=-0.0010948485,cover=0
- 28:[Pol<110.287491] yes=57,no=58,missing=57,gain=33.7650414,cover=252566
- 57:[Pol<49.2074432] yes=115,no=116,missing=116,gain=37.0235252,cover=183326
- 115:leaf=0.00298028043,cover=0
- 116:leaf=-0.000932037481,cover=0
- 58:[Area5<0.690371037] yes=117,no=118,missing=117,gain=18.5952148,cover=69240
- 117:leaf=-0.000477451133,cover=0
- 118:leaf=0.00118615129,cover=0
- 14:[Curv5<0.0344051942] yes=29,no=30,missing=30,gain=38.8328018,cover=141026
- 29:[Pol<99.0100403] yes=59,no=60,missing=59,gain=20.9332695,cover=24138
- 59:[Ecc<12.1917515] yes=119,no=120,missing=119,gain=27.7699261,cover=10070
- 119:leaf=-0.00294096721,cover=0
- 120:leaf=0.00356236286,cover=0
- 60:[Ecc<24.7238369] yes=121,no=122,missing=121,gain=3.96676183,cover=14068
- 121:leaf=-0.0013174176,cover=0
- 122:leaf=0.000500383554,cover=0
- 30:[Sulc0<0.610343635] yes=61,no=62,missing=61,gain=30.1313171,cover=116888
- 61:[Area5<0.746306419] yes=123,no=124,missing=123,gain=21.6465149,cover=88448
- 123:leaf=-0.00286290632,cover=0
- 124:leaf=-0.00128720375,cover=0
- 62:[Pol<90.9627914] yes=125,no=126,missing=125,gain=27.3189316,cover=28440
- 125:leaf=-0.00144578668,cover=0
- 126:leaf=0.00179418025,cover=0
-booster[174]:
-0:[PialArea5<0.331288606] yes=1,no=2,missing=2,gain=36.5872536,cover=5124388
- 1:[PialCurv5<0.394910008] yes=3,no=4,missing=3,gain=34.0461349,cover=180427
- 3:[Area5<0.607942343] yes=7,no=8,missing=7,gain=27.0919647,cover=133820
- 7:[Pol<104.929901] yes=15,no=16,missing=16,gain=6.57568932,cover=26264
- 15:[Pol<68.895668] yes=31,no=32,missing=31,gain=5.7118535,cover=16666
- 31:[Area5<0.404548973] yes=63,no=64,missing=64,gain=3.5547471,cover=540
- 63:leaf=-0.00726171955,cover=0
- 64:leaf=0.00556311058,cover=0
- 32:[PialCurv5<-0.0330938511] yes=65,no=66,missing=65,gain=4.67976713,cover=16126
- 65:leaf=-0.00776293967,cover=0
- 66:leaf=-0.000986991334,cover=0
- 16:[Ecc<0.889730632] yes=33,no=34,missing=34,gain=2.78785276,cover=9598
- 33:[PialArea5<0.245474651] yes=67,no=68,missing=67,gain=2.74221373,cover=1677
- 67:leaf=0.00419600029,cover=0
- 68:leaf=-0.00190052728,cover=0
- 34:[LGI5<2.16230083] yes=69,no=70,missing=69,gain=4.9953723,cover=7921
- 69:leaf=0.0158576481,cover=0
- 70:leaf=0.00100151717,cover=0
- 8:[Sulc0<0.41245693] yes=17,no=18,missing=17,gain=31.5155411,cover=107556
- 17:[Area5<0.661233962] yes=35,no=36,missing=36,gain=4.43739319,cover=9270
- 35:[LGI5<3.07360435] yes=71,no=72,missing=71,gain=3.35433578,cover=6130
- 71:leaf=0.00385704311,cover=0
- 72:leaf=-4.7228732e-05,cover=0
- 36:[Ecc<0.567370772] yes=73,no=74,missing=74,gain=3.22693253,cover=3140
- 73:leaf=-0.000998006901,cover=0
- 74:leaf=0.00615952816,cover=0
- 18:[Curv5<0.139330834] yes=37,no=38,missing=37,gain=18.5190811,cover=98286
- 37:[Curv5<0.0655679703] yes=75,no=76,missing=76,gain=6.13349533,cover=18667
- 75:leaf=-0.00273573073,cover=0
- 76:leaf=0.00277302577,cover=0
- 38:[PialArea5<0.267248243] yes=77,no=78,missing=77,gain=19.4522038,cover=79619
- 77:leaf=0.00247862726,cover=0
- 78:leaf=0.000490278995,cover=0
- 4:[Sulc0<0.849368811] yes=9,no=10,missing=9,gain=5.84150791,cover=46607
- 9:[Curv5<0.266060919] yes=19,no=20,missing=19,gain=8.29902267,cover=24177
- 19:[Sulc0<0.281104684] yes=39,no=40,missing=39,gain=5.82253838,cover=18311
- 39:[LGI5<2.42399812] yes=79,no=80,missing=79,gain=2.74004269,cover=1156
- 79:leaf=0.00164010772,cover=0
- 80:leaf=0.00651083142,cover=0
- 40:[PialArea5<0.281252682] yes=81,no=82,missing=81,gain=3.76454997,cover=17155
- 81:leaf=0.00136124354,cover=0
- 82:leaf=-0.00018059618,cover=0
- 20:[LGI5<3.37729335] yes=41,no=42,missing=42,gain=5.25642729,cover=5866
- 41:[Ecc<18.5999508] yes=83,no=84,missing=84,gain=4.44190931,cover=5766
- 83:leaf=-0.00136498164,cover=0
- 84:leaf=-0.00674734032,cover=0
- 42:[Pol<100.090813] yes=85,no=86,missing=86,gain=5.57451344,cover=100
- 85:leaf=0.00479080668,cover=0
- 86:leaf=0.0379063599,cover=0
- 10:[Ecc<13.1181517] yes=21,no=22,missing=22,gain=9.75737953,cover=22430
- 21:[Sulc0<1.11117697] yes=43,no=44,missing=43,gain=3.70576096,cover=10503
- 43:[Area5<0.715747833] yes=87,no=88,missing=87,gain=3.05549717,cover=8785
- 87:leaf=-0.00222574314,cover=0
- 88:leaf=2.93114372e-05,cover=0
- 44:[Curv5<0.149355054] yes=89,no=90,missing=89,gain=2.57712269,cover=1718
- 89:leaf=-0.0217018779,cover=0
- 90:leaf=-0.00405332213,cover=0
- 22:[PialArea5<0.245474651] yes=45,no=46,missing=45,gain=4.31521177,cover=11927
- 45:[Curv5<0.129884616] yes=91,no=92,missing=92,gain=2.45480561,cover=2239
- 91:leaf=-0.0112228971,cover=0
- 92:leaf=0.00212746463,cover=0
- 46:[Area5<0.659308732] yes=93,no=94,missing=93,gain=4.92936563,cover=9688
- 93:leaf=-0.00193700287,cover=0
- 94:leaf=0.000379296573,cover=0
- 2:[PialCurv5<0.232516408] yes=5,no=6,missing=6,gain=47.0710258,cover=4943961
- 5:[PialArea5<0.498393416] yes=11,no=12,missing=11,gain=53.433548,cover=4473299
- 11:[Area5<0.629274011] yes=23,no=24,missing=23,gain=104.688583,cover=347544
- 23:[LGI5<2.24172258] yes=47,no=48,missing=47,gain=13.0825653,cover=89599
- 47:[Ecc<0.618862808] yes=95,no=96,missing=95,gain=4.40541267,cover=4851
- 95:leaf=0.00475318031,cover=0
- 96:leaf=0.000942259096,cover=0
- 48:[PialCurv5<-0.00763805071] yes=97,no=98,missing=97,gain=11.6070709,cover=84748
- 97:leaf=-0.00242722919,cover=0
- 98:leaf=-0.000750147447,cover=0
- 24:[Curv5<0.00780903921] yes=49,no=50,missing=50,gain=74.8320007,cover=257945
- 49:[Pol<84.7687759] yes=99,no=100,missing=99,gain=7.98694611,cover=4965
- 99:leaf=-0.00192876288,cover=0
- 100:leaf=-0.0062750238,cover=0
- 50:[Pol<120.317558] yes=101,no=102,missing=101,gain=59.6306763,cover=252980
- 101:leaf=0.000945902604,cover=0
- 102:leaf=0.00313795591,cover=0
- 12:[Curv5<0.0736173838] yes=25,no=26,missing=25,gain=57.2533722,cover=4125755
- 25:[Sulc0<0.33585754] yes=51,no=52,missing=51,gain=112.295441,cover=3738175
- 51:[Area5<0.675895274] yes=103,no=104,missing=103,gain=61.0093231,cover=3529987
- 103:leaf=0.00017651057,cover=0
- 104:leaf=-0.000239547488,cover=0
- 52:[Ecc<33.9075584] yes=105,no=106,missing=105,gain=37.6924591,cover=208188
- 105:leaf=0.00167736528,cover=0
- 106:leaf=0.000276565843,cover=0
- 26:[Area5<0.706906915] yes=53,no=54,missing=53,gain=86.7559586,cover=387580
- 53:[Ecc<17.2700901] yes=107,no=108,missing=107,gain=21.3949585,cover=149466
- 107:leaf=-0.00126531173,cover=0
- 108:leaf=-0.00284539792,cover=0
- 54:[PialArea5<0.628734469] yes=109,no=110,missing=109,gain=55.1349373,cover=238114
- 109:leaf=0.000653405034,cover=0
- 110:leaf=-0.00088506093,cover=0
- 6:[Ecc<5.4036684] yes=13,no=14,missing=14,gain=34.1644936,cover=470662
- 13:[Curv5<0.216179401] yes=27,no=28,missing=27,gain=20.3218327,cover=123503
- 27:[Area5<0.65839982] yes=55,no=56,missing=55,gain=8.1161623,cover=97670
- 55:[LGI5<3.05514836] yes=111,no=112,missing=111,gain=6.23367739,cover=26893
- 111:leaf=-0.000236324573,cover=0
- 112:leaf=0.011690814,cover=0
- 56:[PialArea5<0.458904862] yes=113,no=114,missing=114,gain=7.5531044,cover=70777
- 113:leaf=0.00140860188,cover=0
- 114:leaf=0.000369456888,cover=0
- 28:[Sulc0<0.383163035] yes=57,no=58,missing=58,gain=4.6273737,cover=25833
- 57:[Pol<90.9627914] yes=115,no=116,missing=115,gain=3.28354454,cover=16913
- 115:leaf=0.000615402299,cover=0
- 116:leaf=-0.00173924153,cover=0
- 58:[MidArea5<0.778519452] yes=117,no=118,missing=118,gain=1.19999015,cover=8920
- 117:leaf=-0.000143458528,cover=0
- 118:leaf=0.00832802709,cover=0
- 14:[Area5<0.67996794] yes=29,no=30,missing=29,gain=30.5506134,cover=347159
- 29:[Curv5<0.101325236] yes=59,no=60,missing=59,gain=10.9974823,cover=93937
- 59:[Ecc<43.8470497] yes=119,no=120,missing=120,gain=4.29045105,cover=5413
- 119:leaf=-0.0034860007,cover=0
- 120:leaf=-0.0128277093,cover=0
- 60:[Ecc<14.484726] yes=121,no=122,missing=121,gain=7.82038879,cover=88524
- 121:leaf=-0.0010478656,cover=0
- 122:leaf=-0.0020424854,cover=0
- 30:[Curv5<0.166947007] yes=61,no=62,missing=62,gain=24.9027557,cover=253222
- 61:[PialArea5<0.511941612] yes=123,no=124,missing=123,gain=26.2257137,cover=184780
- 123:leaf=0.000202991068,cover=0
- 124:leaf=-0.00113949017,cover=0
- 62:[PialArea5<0.427728564] yes=125,no=126,missing=126,gain=12.6496887,cover=68442
- 125:leaf=-0.000787276775,cover=0
- 126:leaf=-0.00222212402,cover=0
-booster[175]:
-0:[PialCurv5<-0.210138425] yes=1,no=2,missing=1,gain=36.7007179,cover=5124388
- 1:[MidArea5<0.617595136] yes=3,no=4,missing=4,gain=25.8713913,cover=20016
- 3:[Pol<141.801834] yes=7,no=8,missing=7,gain=5.85304832,cover=7974
- 7:[PialArea5<0.550757647] yes=15,no=16,missing=15,gain=5.21058559,cover=6353
- 15:[Curv5<-0.180574343] yes=31,no=32,missing=32,gain=4.9086585,cover=2799
- 31:[LGI5<2.43374896] yes=63,no=64,missing=63,gain=3.15693188,cover=2757
- 63:leaf=-0.0050693485,cover=0
- 64:leaf=-7.14232665e-05,cover=0
- 32:[Ecc<0.669936359] yes=65,no=66,missing=66,gain=1.3339119,cover=42
- 65:leaf=0.0114210146,cover=0
- 66:leaf=-0.0202301741,cover=0
- 16:[Ecc<5.27515984] yes=33,no=34,missing=34,gain=3.83946371,cover=3554
- 33:[Curv5<-0.269494504] yes=67,no=68,missing=68,gain=3.89136124,cover=894
- 67:leaf=0.00367875933,cover=0
- 68:leaf=0.0151828006,cover=0
- 34:[Curv5<-0.39144522] yes=69,no=70,missing=70,gain=3.9858799,cover=2660
- 69:leaf=0.0024440547,cover=0
- 70:leaf=-0.00154721434,cover=0
- 8:[PialArea5<0.724588811] yes=17,no=18,missing=17,gain=2.38895035,cover=1621
- 17:[LGI5<3.11839271] yes=35,no=36,missing=35,gain=1.52543926,cover=1549
- 35:[PialArea5<0.520672619] yes=71,no=72,missing=71,gain=1.67409372,cover=1046
- 71:leaf=-0.00779279647,cover=0
- 72:leaf=-0.00311297155,cover=0
- 36:[LGI5<3.45167398] yes=73,no=74,missing=73,gain=2.05802035,cover=503
- 73:leaf=0.0012911692,cover=0
- 74:leaf=-0.00555869658,cover=0
- 18:[PialArea5<0.780359626] yes=37,no=38,missing=37,gain=0.487863183,cover=72
- 37:[Area5<0.483568966] yes=75,no=76,missing=75,gain=0.217543915,cover=47
- 75:leaf=0.00451892242,cover=0
- 76:leaf=-0.00415373174,cover=0
- 38:[LGI5<2.29656005] yes=77,no=78,missing=77,gain=0.143692374,cover=25
- 77:leaf=0.0022590328,cover=0
- 78:leaf=0.0132171055,cover=0
- 4:[Curv5<-0.297558427] yes=9,no=10,missing=10,gain=11.8035469,cover=12042
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=20,gain=8.75136185,cover=9470
- 19:[LGI5<2.50273752] yes=39,no=40,missing=39,gain=6.26419067,cover=3385
- 39:[Ecc<2.91795349] yes=79,no=80,missing=80,gain=1.89151764,cover=465
- 79:leaf=0.0139267463,cover=0
- 80:leaf=0.00742141111,cover=0
- 40:[PialArea5<0.994868398] yes=81,no=82,missing=81,gain=3.62037659,cover=2920
- 81:leaf=0.00453587761,cover=0
- 82:leaf=-0.00148714846,cover=0
- 20:[Ecc<3.80337262] yes=41,no=42,missing=42,gain=4.98109055,cover=6085
- 41:[Sulc0<-0.920149088] yes=83,no=84,missing=83,gain=1.91026497,cover=819
- 83:leaf=0.00261876616,cover=0
- 84:leaf=0.00747788325,cover=0
- 42:[Ecc<7.24576569] yes=85,no=86,missing=85,gain=3.243716,cover=5266
- 85:leaf=-0.000711228175,cover=0
- 86:leaf=0.00194611307,cover=0
- 10:[Curv5<-0.0881721899] yes=21,no=22,missing=21,gain=7.33975601,cover=2572
- 21:[Ecc<2.07756257] yes=43,no=44,missing=43,gain=6.0821991,cover=2504
- 43:[PialArea5<0.803608477] yes=87,no=88,missing=87,gain=5.18224335,cover=160
- 87:leaf=0.0357137099,cover=0
- 88:leaf=0.0121452305,cover=0
- 44:[Ecc<38.0136108] yes=89,no=90,missing=89,gain=4.61965179,cover=2344
- 89:leaf=0.00698344735,cover=0
- 90:leaf=-0.00207392452,cover=0
- 22:[Ecc<0.999059319] yes=45,no=46,missing=46,gain=2.09703207,cover=68
- 45:[Pol<67.3859482] yes=91,no=92,missing=91,gain=0.220483303,cover=4
- 91:leaf=0.000546908414,cover=0
- 92:leaf=0.0273570605,cover=0
- 46:[Pol<42.7478409] yes=93,no=94,missing=93,gain=1.19145799,cover=64
- 93:leaf=-0.0242723916,cover=0
- 94:leaf=-0.00787797291,cover=0
- 2:[PialArea5<1.36541271] yes=5,no=6,missing=5,gain=36.3573341,cover=5104372
- 5:[Sulc0<-0.842326522] yes=11,no=12,missing=11,gain=42.6793404,cover=5004422
- 11:[PialCurv5<-0.0737633556] yes=23,no=24,missing=24,gain=15.7190742,cover=554979
- 23:[PialArea5<1.0376358] yes=47,no=48,missing=47,gain=17.9688873,cover=528789
- 47:[Area5<0.509397149] yes=95,no=96,missing=95,gain=23.4539413,cover=330698
- 95:leaf=-4.87273719e-05,cover=0
- 96:leaf=-0.000982308178,cover=0
- 48:[Area5<0.545738399] yes=97,no=98,missing=98,gain=14.41469,cover=198091
- 97:leaf=0.00134838966,cover=0
- 98:leaf=-0.00023913318,cover=0
- 24:[Ecc<3.48115921] yes=49,no=50,missing=49,gain=11.5405731,cover=26190
- 49:[LGI5<2.80803919] yes=99,no=100,missing=99,gain=9.01930904,cover=19345
- 99:leaf=0.00149582722,cover=0
- 100:leaf=-0.00939573906,cover=0
- 50:[Pol<17.1471634] yes=101,no=102,missing=101,gain=13.1658468,cover=6845
- 101:leaf=0.00197522808,cover=0
- 102:leaf=-0.00261610863,cover=0
- 12:[Pol<144.670364] yes=25,no=26,missing=25,gain=49.9921722,cover=4449443
- 25:[Ecc<0.669936359] yes=51,no=52,missing=51,gain=89.868309,cover=3590011
- 51:[Area5<0.641697526] yes=103,no=104,missing=103,gain=33.9839325,cover=72636
- 103:leaf=0.000882309687,cover=0
- 104:leaf=0.0031368786,cover=0
- 52:[Pol<100.628822] yes=105,no=106,missing=105,gain=91.5237122,cover=3517375
- 105:leaf=0.000124803089,cover=0
- 106:leaf=-0.000395001931,cover=0
- 26:[Ecc<17.0169544] yes=53,no=54,missing=53,gain=54.3917389,cover=859432
- 53:[Ecc<1.05247808] yes=107,no=108,missing=108,gain=53.2840958,cover=608148
- 107:leaf=-0.000550177065,cover=0
- 108:leaf=0.000816493935,cover=0
- 54:[Ecc<41.2560654] yes=109,no=110,missing=109,gain=58.138195,cover=251284
- 109:leaf=-0.000539552595,cover=0
- 110:leaf=0.00170983025,cover=0
- 6:[Curv5<-0.129194111] yes=13,no=14,missing=13,gain=10.9790649,cover=99950
- 13:[Area5<0.64784193] yes=27,no=28,missing=28,gain=11.9508133,cover=84256
- 27:[PialCurv5<-0.167439327] yes=55,no=56,missing=55,gain=8.09961319,cover=8693
- 55:[Ecc<1.51801682] yes=111,no=112,missing=111,gain=1.32570171,cover=29
- 111:leaf=3.07599694e-05,cover=0
- 112:leaf=-0.0281662978,cover=0
- 56:[MidArea5<1.1557827] yes=113,no=114,missing=114,gain=7.63228416,cover=8664
- 113:leaf=0.00222218107,cover=0
- 114:leaf=0.00902648643,cover=0
- 28:[PialCurv5<-0.11422696] yes=57,no=58,missing=57,gain=6.13688374,cover=75563
- 57:[Curv5<-0.161761403] yes=115,no=116,missing=115,gain=17.6049881,cover=33747
- 115:leaf=-0.000237904707,cover=0
- 116:leaf=0.0051794583,cover=0
- 58:[Ecc<2.31110334] yes=117,no=118,missing=117,gain=6.09381866,cover=41816
- 117:leaf=0.002268265,cover=0
- 118:leaf=0.000650536735,cover=0
- 14:[PialCurv5<-0.0931780562] yes=29,no=30,missing=29,gain=51.7556763,cover=15694
- 29:[Ecc<3.03937531] yes=59,no=60,missing=59,gain=8.83748627,cover=2118
- 59:[Area5<0.987501919] yes=119,no=120,missing=119,gain=2.85064316,cover=524
- 119:leaf=0.0155776469,cover=0
- 120:leaf=-0.0105514219,cover=0
- 60:[Pol<149.795395] yes=121,no=122,missing=121,gain=13.3385506,cover=1594
- 121:leaf=0.0043444084,cover=0
- 122:leaf=0.0140676349,cover=0
- 30:[PialCurv5<-0.0748331472] yes=61,no=62,missing=61,gain=9.66646194,cover=13576
- 61:[Curv5<-0.0922861248] yes=123,no=124,missing=123,gain=24.8821831,cover=4620
- 123:leaf=0.00157879968,cover=0
- 124:leaf=0.0132188899,cover=0
- 62:[Area5<0.724280655] yes=125,no=126,missing=125,gain=6.62100935,cover=8956
- 125:leaf=-0.00339219696,cover=0
- 126:leaf=0.00060012209,cover=0
-booster[176]:
-0:[Curv5<-0.310856104] yes=1,no=2,missing=1,gain=34.1498642,cover=5124388
- 1:[PialArea5<0.764178395] yes=3,no=4,missing=4,gain=43.027523,cover=100082
- 3:[PialArea5<0.588969886] yes=7,no=8,missing=7,gain=10.2619953,cover=41374
- 7:[PialCurv5<-0.137075767] yes=15,no=16,missing=15,gain=4.8481636,cover=9162
- 15:[Pol<143.237381] yes=31,no=32,missing=32,gain=2.69748402,cover=7619
- 31:[LGI5<2.43374896] yes=63,no=64,missing=64,gain=2.7969811,cover=6395
- 63:leaf=-0.00357790221,cover=0
- 64:leaf=-0.000456729991,cover=0
- 32:[LGI5<2.99594808] yes=65,no=66,missing=65,gain=2.27703142,cover=1224
- 65:leaf=-0.00524721202,cover=0
- 66:leaf=-0.000874591933,cover=0
- 16:[Curv5<-0.350989401] yes=33,no=34,missing=33,gain=2.80684185,cover=1543
- 33:[Area5<0.56946665] yes=67,no=68,missing=67,gain=1.95330429,cover=1163
- 67:leaf=-0.00624332204,cover=0
- 68:leaf=0.000589725503,cover=0
- 34:[Pol<168.023468] yes=69,no=70,missing=69,gain=2.59322977,cover=380
- 69:leaf=0.000480874995,cover=0
- 70:leaf=-0.0161774214,cover=0
- 8:[Curv5<-0.39144522] yes=17,no=18,missing=17,gain=8.86029053,cover=32212
- 17:[Ecc<14.484726] yes=35,no=36,missing=35,gain=5.31784344,cover=8191
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=72,gain=4.80561924,cover=5493
- 71:leaf=0.00421153521,cover=0
- 72:leaf=0.00119899248,cover=0
- 36:[PialCurv5<-0.161598593] yes=73,no=74,missing=73,gain=3.28748488,cover=2698
- 73:leaf=0.000710284745,cover=0
- 74:leaf=-0.00333301467,cover=0
- 18:[PialCurv5<-0.164281175] yes=37,no=38,missing=38,gain=10.6603813,cover=24021
- 37:[Curv5<-0.331971258] yes=75,no=76,missing=76,gain=2.7301321,cover=15207
- 75:leaf=-0.000663472631,cover=0
- 76:leaf=-0.00205009221,cover=0
- 38:[Sulc0<-0.445309728] yes=77,no=78,missing=77,gain=4.44802189,cover=8814
- 77:leaf=0.000355177937,cover=0
- 78:leaf=0.0029427486,cover=0
- 4:[Sulc0<-0.626357138] yes=9,no=10,missing=10,gain=29.5733871,cover=58708
- 9:[Curv5<-0.350989401] yes=19,no=20,missing=19,gain=8.98283958,cover=44350
- 19:[Pol<157.965515] yes=39,no=40,missing=39,gain=5.61489296,cover=11495
- 39:[Ecc<1.10530448] yes=79,no=80,missing=80,gain=3.45742416,cover=9508
- 79:leaf=-0.000431060471,cover=0
- 80:leaf=0.00313841552,cover=0
- 40:[Ecc<8.97079182] yes=81,no=82,missing=81,gain=2.58465528,cover=1987
- 81:leaf=-0.00171182863,cover=0
- 82:leaf=0.00190670881,cover=0
- 20:[PialCurv5<-0.149745584] yes=41,no=42,missing=41,gain=8.15833664,cover=32855
- 41:[Ecc<7.64592981] yes=83,no=84,missing=83,gain=5.35262012,cover=24047
- 83:leaf=-0.000367167202,cover=0
- 84:leaf=0.00114867964,cover=0
- 42:[LGI5<2.22170687] yes=85,no=86,missing=85,gain=4.3591404,cover=8808
- 85:leaf=0.00670518959,cover=0
- 86:leaf=0.00176998251,cover=0
- 10:[Ecc<14.694541] yes=21,no=22,missing=21,gain=8.62304688,cover=14358
- 21:[Pol<157.965515] yes=43,no=44,missing=43,gain=6.04148865,cover=8538
- 43:[Pol<52.7894325] yes=87,no=88,missing=88,gain=7.45181274,cover=8120
- 87:leaf=0.00307657081,cover=0
- 88:leaf=0.00622561108,cover=0
- 44:[PialCurv5<-0.0501225069] yes=89,no=90,missing=89,gain=2.5751071,cover=418
- 89:leaf=-0.000534729159,cover=0
- 90:leaf=-0.0291790254,cover=0
- 22:[PialCurv5<-0.154837668] yes=45,no=46,missing=46,gain=5.25698376,cover=5820
- 45:[Ecc<43.8470497] yes=91,no=92,missing=92,gain=2.98604035,cover=3495
- 91:leaf=0.000562819361,cover=0
- 92:leaf=0.00540098501,cover=0
- 46:[Pol<40.9012032] yes=93,no=94,missing=94,gain=3.24772644,cover=2325
- 93:leaf=0.00192256307,cover=0
- 94:leaf=0.00571132777,cover=0
- 2:[Area5<0.404548973] yes=5,no=6,missing=5,gain=38.834343,cover=5024306
- 5:[PialCurv5<-0.0114707183] yes=11,no=12,missing=11,gain=10.9766159,cover=33458
- 11:[Curv5<-0.2376284] yes=23,no=24,missing=23,gain=8.87559891,cover=32790
- 23:[PialCurv5<-0.123133563] yes=47,no=48,missing=47,gain=6.39839983,cover=15144
- 47:[Ecc<1.68457866] yes=95,no=96,missing=95,gain=3.88777757,cover=11619
- 95:leaf=-0.00087671337,cover=0
- 96:leaf=0.00103748986,cover=0
- 48:[Ecc<0.406764686] yes=97,no=98,missing=98,gain=3.05318546,cover=3525
- 97:leaf=-0.00467082392,cover=0
- 98:leaf=0.00308386562,cover=0
- 24:[PialArea5<0.914612174] yes=49,no=50,missing=50,gain=6.07312393,cover=17646
- 49:[Area5<0.380439579] yes=99,no=100,missing=99,gain=4.07166672,cover=16834
- 99:leaf=0.00327513344,cover=0
- 100:leaf=0.00170289108,cover=0
- 50:[Ecc<0.353712648] yes=101,no=102,missing=102,gain=1.35512733,cover=812
- 101:leaf=-0.00649389206,cover=0
- 102:leaf=0.00710966391,cover=0
- 12:[Ecc<2.3695333] yes=25,no=26,missing=26,gain=4.62832785,cover=668
- 25:[PialCurv5<0.200529471] yes=51,no=52,missing=52,gain=1.48183715,cover=95
- 51:[Sulc0<-0.130613819] yes=103,no=104,missing=103,gain=1.00958538,cover=91
- 103:leaf=0.00150664605,cover=0
- 104:leaf=0.0150281144,cover=0
- 52:leaf=0.0320849977,cover=0
- 26:[Pol<7.58674097] yes=53,no=54,missing=54,gain=3.86380959,cover=573
- 53:leaf=-0.0357457511,cover=0
- 54:[PialCurv5<0.260145098] yes=105,no=106,missing=105,gain=2.98864841,cover=563
- 105:leaf=-0.00867354311,cover=0
- 106:leaf=-0.00120531511,cover=0
- 6:[PialArea5<0.39986974] yes=13,no=14,missing=14,gain=40.8602066,cover=4990848
- 13:[PialCurv5<0.362132162] yes=27,no=28,missing=27,gain=57.4623833,cover=441844
- 27:[Pol<110.811417] yes=55,no=56,missing=56,gain=42.7855301,cover=324407
- 55:[Pol<89.1530609] yes=107,no=108,missing=107,gain=46.4990234,cover=265444
- 107:leaf=0.00158835109,cover=0
- 108:leaf=0.000103861814,cover=0
- 56:[Area5<0.691153347] yes=109,no=110,missing=110,gain=16.5074005,cover=58963
- 109:leaf=0.00151904277,cover=0
- 110:leaf=0.00345756533,cover=0
- 28:[Sulc0<-0.0401471928] yes=57,no=58,missing=58,gain=14.1357803,cover=117437
- 57:[Ecc<2.8577323] yes=111,no=112,missing=111,gain=11.0792294,cover=1727
- 111:leaf=0.00165159255,cover=0
- 112:leaf=0.0108710174,cover=0
- 58:[Sulc0<0.812575758] yes=113,no=114,missing=114,gain=8.93711281,cover=115710
- 113:leaf=-0.000148360632,cover=0
- 114:leaf=-0.00102746789,cover=0
- 14:[Curv5<0.114925429] yes=29,no=30,missing=29,gain=52.9241104,cover=4549004
- 29:[Sulc0<-0.0637059584] yes=59,no=60,missing=59,gain=85.4251328,cover=4059284
- 59:[PialArea5<0.806151748] yes=115,no=116,missing=115,gain=78.9581985,cover=2867652
- 115:leaf=-0.000578780426,cover=0
- 116:leaf=7.59928616e-06,cover=0
- 60:[Ecc<3.16401935] yes=117,no=118,missing=118,gain=83.4563751,cover=1191632
- 117:leaf=-0.00172503607,cover=0
- 118:leaf=0.000433371257,cover=0
- 30:[Area5<0.864337862] yes=61,no=62,missing=61,gain=43.0851212,cover=489720
- 61:[Ecc<13.3064203] yes=119,no=120,missing=120,gain=46.4645386,cover=475867
- 119:leaf=-0.000325354718,cover=0
- 120:leaf=-0.00142007635,cover=0
- 62:[Area5<0.987501919] yes=121,no=122,missing=121,gain=6.88057137,cover=13853
- 121:leaf=0.00149147492,cover=0
- 122:leaf=0.00396577735,cover=0
-booster[177]:
-0:[LGI5<2.24172258] yes=1,no=2,missing=1,gain=34.4886246,cover=5124388
- 1:[Area5<0.722552657] yes=3,no=4,missing=3,gain=19.0807686,cover=160410
- 3:[Ecc<7.34691238] yes=7,no=8,missing=7,gain=12.4109726,cover=140841
- 7:[Pol<70.3717499] yes=15,no=16,missing=16,gain=10.3115768,cover=138276
- 15:[Ecc<3.60812569] yes=31,no=32,missing=32,gain=5.26443958,cover=36466
- 31:[Curv5<-0.143275946] yes=63,no=64,missing=63,gain=4.78907299,cover=33726
- 63:leaf=8.12554717e-05,cover=0
- 64:leaf=0.00141885283,cover=0
- 32:[LGI5<2.18291569] yes=65,no=66,missing=65,gain=5.17269707,cover=2740
- 65:leaf=-0.00454253471,cover=0
- 66:leaf=-9.14796256e-05,cover=0
- 16:[PialCurv5<0.0262785293] yes=33,no=34,missing=33,gain=15.6086426,cover=101810
- 33:[PialCurv5<-0.0748331472] yes=67,no=68,missing=68,gain=15.6589813,cover=68089
- 67:leaf=0.00105983822,cover=0
- 68:leaf=0.00260218582,cover=0
- 34:[Curv5<-0.0366821773] yes=69,no=70,missing=69,gain=7.83246136,cover=33721
- 69:leaf=0.00451516313,cover=0
- 70:leaf=0.000234864769,cover=0
- 8:[MidArea5<0.861292899] yes=17,no=18,missing=17,gain=3.31756544,cover=2565
- 17:[Ecc<9.50052643] yes=35,no=36,missing=36,gain=2.3753171,cover=2432
- 35:[PialCurv5<-0.190801308] yes=71,no=72,missing=71,gain=2.50461054,cover=2110
- 71:leaf=0.0124405706,cover=0
- 72:leaf=-0.00289516826,cover=0
- 36:[Area5<0.589787364] yes=73,no=74,missing=73,gain=1.94653177,cover=322
- 73:leaf=0.00770200929,cover=0
- 74:leaf=-0.000690864632,cover=0
- 18:[LGI5<2.23211861] yes=37,no=38,missing=37,gain=0.50630188,cover=133
- 37:[MidArea5<0.958388984] yes=75,no=76,missing=75,gain=0.390882015,cover=127
- 75:leaf=-0.00947527308,cover=0
- 76:leaf=-0.0173630901,cover=0
- 38:[Curv5<-0.191348091] yes=77,no=78,missing=77,gain=0.0560803153,cover=6
- 77:leaf=-0.00253261533,cover=0
- 78:leaf=0.00644194661,cover=0
- 4:[LGI5<2.13090348] yes=9,no=10,missing=9,gain=9.31767273,cover=19569
- 9:[Ecc<2.3695333] yes=19,no=20,missing=19,gain=6.41205025,cover=2223
- 19:[MidArea5<0.678623557] yes=39,no=40,missing=39,gain=3.87994099,cover=1036
- 39:[Pol<35.2629585] yes=79,no=80,missing=79,gain=3.58154106,cover=185
- 79:leaf=0.0337180644,cover=0
- 80:leaf=0.00946469605,cover=0
- 40:[Ecc<0.567370772] yes=81,no=82,missing=81,gain=3.23607635,cover=851
- 81:leaf=0.0127769504,cover=0
- 82:leaf=0.00269396859,cover=0
- 20:[Pol<112.359543] yes=41,no=42,missing=41,gain=4.09949684,cover=1187
- 41:[PialArea5<0.879786193] yes=83,no=84,missing=83,gain=1.62029779,cover=849
- 83:leaf=-0.000253751758,cover=0
- 84:leaf=-0.00470393803,cover=0
- 42:[Ecc<6.76014757] yes=85,no=86,missing=85,gain=1.2070415,cover=338
- 85:leaf=0.00550035574,cover=0
- 86:leaf=-0.00398587063,cover=0
- 10:[Area5<0.894858658] yes=21,no=22,missing=21,gain=8.59453297,cover=17346
- 21:[LGI5<2.19753051] yes=43,no=44,missing=43,gain=9.27361298,cover=16610
- 43:[Sulc0<-0.123243913] yes=87,no=88,missing=88,gain=5.5125885,cover=6425
- 87:leaf=-0.00342063606,cover=0
- 88:leaf=-0.000321752857,cover=0
- 44:[PialArea5<0.908809483] yes=89,no=90,missing=89,gain=6.66160631,cover=10185
- 89:leaf=-0.000942192506,cover=0
- 90:leaf=0.00169862341,cover=0
- 22:[Ecc<0.567370772] yes=45,no=46,missing=45,gain=3.61275196,cover=736
- 45:[PialArea5<1.02076101] yes=91,no=92,missing=92,gain=0.324082464,cover=90
- 91:leaf=0.000944718078,cover=0
- 92:leaf=0.00742834015,cover=0
- 46:[LGI5<2.19753051] yes=93,no=94,missing=93,gain=2.54129791,cover=646
- 93:leaf=-0.00279984972,cover=0
- 94:leaf=-0.00972085726,cover=0
- 2:[Sulc0<-0.745069146] yes=5,no=6,missing=5,gain=33.6041145,cover=4963978
- 5:[Curv5<-0.168147355] yes=11,no=12,missing=11,gain=49.221344,cover=845441
- 11:[PialArea5<1.06442153] yes=23,no=24,missing=24,gain=22.7494125,cover=681483
- 23:[Area5<0.521939099] yes=47,no=48,missing=48,gain=31.5258636,cover=443904
- 47:[PialArea5<0.724588811] yes=95,no=96,missing=95,gain=11.1733389,cover=123847
- 95:leaf=-0.00119387603,cover=0
- 96:leaf=0.000168902247,cover=0
- 48:[Curv5<-0.310856104] yes=97,no=98,missing=98,gain=30.0254517,cover=320057
- 97:leaf=0.000618464372,cover=0
- 98:leaf=-0.00111162278,cover=0
- 24:[Pol<137.578873] yes=49,no=50,missing=49,gain=13.5355415,cover=237579
- 49:[Area5<0.637240529] yes=99,no=100,missing=99,gain=10.3895254,cover=174165
- 99:leaf=0.000837518368,cover=0
- 100:leaf=-7.88837278e-05,cover=0
- 50:[Area5<0.529385149] yes=101,no=102,missing=101,gain=14.2457552,cover=63414
- 101:leaf=0.00227050879,cover=0
- 102:leaf=-0.000908219721,cover=0
- 12:[PialCurv5<-0.116576619] yes=25,no=26,missing=26,gain=66.4380341,cover=163958
- 25:[Curv5<-0.144993886] yes=51,no=52,missing=52,gain=20.9510422,cover=12453
- 51:[PialCurv5<-0.133997425] yes=103,no=104,missing=103,gain=9.45391083,cover=9165
- 103:leaf=0.00600188272,cover=0
- 104:leaf=0.00196166849,cover=0
- 52:[MidArea5<0.747147739] yes=105,no=106,missing=106,gain=14.4081421,cover=3288
- 105:leaf=0.00342234457,cover=0
- 106:leaf=0.0101587996,cover=0
- 26:[Ecc<3.67199802] yes=53,no=54,missing=54,gain=26.6117458,cover=151505
- 53:[Pol<124.172195] yes=107,no=108,missing=107,gain=37.58004,cover=95720
- 107:leaf=0.00148581062,cover=0
- 108:leaf=-0.000544614275,cover=0
- 54:[Pol<17.1471634] yes=109,no=110,missing=110,gain=19.3328705,cover=55785
- 109:leaf=0.000982311089,cover=0
- 110:leaf=-0.00120226189,cover=0
- 6:[Curv5<-0.26661092] yes=13,no=14,missing=13,gain=64.7561951,cover=4118537
- 13:[MidArea5<0.697175384] yes=27,no=28,missing=27,gain=55.0163422,cover=123135
- 27:[PialArea5<0.624898493] yes=55,no=56,missing=55,gain=12.9874344,cover=61790
- 55:[Area5<0.420677572] yes=111,no=112,missing=112,gain=4.80545425,cover=13687
- 111:leaf=0.000587414252,cover=0
- 112:leaf=-0.00171974546,cover=0
- 56:[Sulc0<-0.445309728] yes=113,no=114,missing=113,gain=17.390995,cover=48103
- 113:leaf=-0.000135687005,cover=0
- 114:leaf=0.0019142091,cover=0
- 28:[PialCurv5<-0.135003537] yes=57,no=58,missing=57,gain=41.0083923,cover=61345
- 57:[Pol<146.122681] yes=115,no=116,missing=116,gain=26.496582,cover=44407
- 115:leaf=0.00238615205,cover=0
- 116:leaf=-0.000133175286,cover=0
- 58:[Sulc0<-0.557882011] yes=117,no=118,missing=117,gain=15.2719879,cover=16938
- 117:leaf=0.00280261482,cover=0
- 118:leaf=0.00580622256,cover=0
- 14:[Pol<146.864227] yes=29,no=30,missing=29,gain=68.2036057,cover=3995402
- 29:[Sulc0<-0.166708246] yes=59,no=60,missing=59,gain=85.1051712,cover=3330961
- 59:[Pol<102.241241] yes=119,no=120,missing=119,gain=88.7715912,cover=1186789
- 119:leaf=-0.000131559034,cover=0
- 120:leaf=-0.00106406352,cover=0
- 60:[PialCurv5<-0.00372259994] yes=121,no=122,missing=121,gain=101.570312,cover=2144172
- 121:leaf=0.000920963939,cover=0
- 122:leaf=-4.07480511e-05,cover=0
- 30:[Ecc<17.0169544] yes=61,no=62,missing=62,gain=46.6082344,cover=664441
- 61:[Ecc<1.05247808] yes=123,no=124,missing=123,gain=55.9486237,cover=465127
- 123:leaf=-0.000678876007,cover=0
- 124:leaf=0.000956333999,cover=0
- 62:[Ecc<41.2560654] yes=125,no=126,missing=125,gain=47.3127365,cover=199314
- 125:leaf=-0.000481496565,cover=0
- 126:leaf=0.00172842422,cover=0
-booster[178]:
-0:[LGI5<3.13786864] yes=1,no=2,missing=2,gain=33.4316063,cover=5124388
- 1:[Ecc<28.7730255] yes=3,no=4,missing=3,gain=54.0836716,cover=3954668
- 3:[Ecc<9.88196182] yes=7,no=8,missing=7,gain=104.484116,cover=3735510
- 7:[Area5<0.894858658] yes=15,no=16,missing=16,gain=48.4282646,cover=3013938
- 15:[PialArea5<0.824056447] yes=31,no=32,missing=31,gain=51.9039459,cover=2981528
- 31:[Curv5<-0.00141534733] yes=63,no=64,missing=63,gain=95.5959015,cover=1580502
- 63:leaf=-0.000677712029,cover=0
- 64:leaf=0.000122514,cover=0
- 32:[Curv5<-0.0620335713] yes=65,no=66,missing=65,gain=77.8693619,cover=1401026
- 65:leaf=8.4983265e-05,cover=0
- 66:leaf=0.00116318685,cover=0
- 16:[PialCurv5<0.122354448] yes=33,no=34,missing=33,gain=43.3897057,cover=32410
- 33:[PialArea5<1.25128293] yes=67,no=68,missing=67,gain=27.6997681,cover=27360
- 67:leaf=-0.00440452294,cover=0
- 68:leaf=-0.00121698424,cover=0
- 34:[Sulc0<0.167916268] yes=69,no=70,missing=69,gain=10.3140059,cover=5050
- 69:leaf=-0.000267072173,cover=0
- 70:leaf=0.00429502502,cover=0
- 8:[Sulc0<-0.285426885] yes=17,no=18,missing=17,gain=112.58374,cover=721572
- 17:[PialArea5<0.712173045] yes=35,no=36,missing=35,gain=36.5764198,cover=242946
- 35:[Area5<0.716575325] yes=71,no=72,missing=71,gain=23.0461693,cover=21913
- 71:leaf=-0.00275371782,cover=0
- 72:leaf=0.00228770939,cover=0
- 36:[Sulc0<-0.580759466] yes=73,no=74,missing=73,gain=29.6710758,cover=221033
- 73:leaf=-0.000590183656,cover=0
- 74:leaf=0.000568620395,cover=0
- 18:[PialCurv5<0.104427323] yes=37,no=38,missing=37,gain=133.245682,cover=478626
- 37:[Ecc<23.1745358] yes=75,no=76,missing=75,gain=72.6837463,cover=233402
- 75:leaf=0.00233556679,cover=0
- 76:leaf=-0.000122290206,cover=0
- 38:[PialCurv5<0.216171265] yes=77,no=78,missing=77,gain=30.2410278,cover=245224
- 77:leaf=0.000852089375,cover=0
- 78:leaf=-0.000258428016,cover=0
- 4:[Sulc0<0.433680743] yes=9,no=10,missing=9,gain=24.0155945,cover=219158
- 9:[PialCurv5<-0.0456207059] yes=19,no=20,missing=19,gain=31.0002441,cover=134732
- 19:[Curv5<-0.0730527416] yes=39,no=40,missing=39,gain=32.314064,cover=78876
- 39:[Pol<2.30402422] yes=79,no=80,missing=80,gain=11.3235998,cover=76489
- 79:leaf=0.00167302159,cover=0
- 80:leaf=-0.000801416056,cover=0
- 40:[Pol<25.2957573] yes=81,no=82,missing=81,gain=14.3092842,cover=2387
- 81:leaf=0.0107031269,cover=0
- 82:leaf=0.0025081865,cover=0
- 20:[Sulc0<0.176289052] yes=41,no=42,missing=41,gain=18.3948364,cover=55856
- 41:[Area5<0.698189139] yes=83,no=84,missing=83,gain=10.79216,cover=21917
- 83:leaf=-0.00477441214,cover=0
- 84:leaf=-0.00238182768,cover=0
- 42:[Pol<27.4246235] yes=85,no=86,missing=85,gain=18.048439,cover=33939
- 85:leaf=0.00104143273,cover=0
- 86:leaf=-0.00184738205,cover=0
- 10:[Pol<108.184875] yes=21,no=22,missing=21,gain=63.883255,cover=84426
- 21:[Ecc<38.0136108] yes=43,no=44,missing=43,gain=16.3295288,cover=65345
- 43:[LGI5<3.05514836] yes=87,no=88,missing=88,gain=6.39101696,cover=28506
- 87:leaf=-0.000348933012,cover=0
- 88:leaf=0.00130040233,cover=0
- 44:[Pol<31.3444195] yes=89,no=90,missing=90,gain=21.6394176,cover=36839
- 89:leaf=0.00254462403,cover=0
- 90:leaf=-0.00183023477,cover=0
- 22:[Area5<0.710077047] yes=45,no=46,missing=45,gain=9.36702347,cover=19081
- 45:[PialArea5<0.624898493] yes=91,no=92,missing=91,gain=7.32277107,cover=8267
- 91:leaf=0.00049902068,cover=0
- 92:leaf=0.0041914857,cover=0
- 46:[Sulc0<0.676033437] yes=93,no=94,missing=94,gain=7.41769409,cover=10814
- 93:leaf=0.00223785336,cover=0
- 94:leaf=0.00486035272,cover=0
- 2:[PialCurv5<0.0567538291] yes=5,no=6,missing=6,gain=27.9700012,cover=1169720
- 5:[Curv5<0.0322575867] yes=11,no=12,missing=11,gain=55.7241287,cover=734173
- 11:[Area5<0.719086528] yes=23,no=24,missing=23,gain=57.8178177,cover=700122
- 23:[Pol<47.409153] yes=47,no=48,missing=47,gain=79.0529175,cover=432693
- 47:[Sulc0<-0.0936657563] yes=95,no=96,missing=95,gain=32.1310616,cover=141931
- 95:leaf=-0.00105070218,cover=0
- 96:leaf=0.00110822998,cover=0
- 48:[Pol<106.604004] yes=97,no=98,missing=97,gain=124.362228,cover=290762
- 97:leaf=0.00261705206,cover=0
- 98:leaf=0.000138051968,cover=0
- 24:[PialArea5<0.998395085] yes=49,no=50,missing=49,gain=51.5736923,cover=267429
- 49:[Pol<104.38549] yes=99,no=100,missing=100,gain=47.1804962,cover=133700
- 99:leaf=-0.000386967295,cover=0
- 100:leaf=-0.00227198354,cover=0
- 50:[Sulc0<0.0530014001] yes=101,no=102,missing=101,gain=12.7800541,cover=133729
- 101:leaf=-0.000163078003,cover=0
- 102:leaf=0.00163880829,cover=0
- 12:[LGI5<3.56741142] yes=25,no=26,missing=25,gain=24.1031914,cover=34051
- 25:[PialCurv5<0.0354230702] yes=51,no=52,missing=51,gain=23.6161957,cover=27241
- 51:[Pol<76.1517639] yes=103,no=104,missing=103,gain=41.5021286,cover=11565
- 103:leaf=0.00741772447,cover=0
- 104:leaf=0.00142346544,cover=0
- 52:[PialArea5<0.733388364] yes=105,no=106,missing=105,gain=20.170845,cover=15676
- 105:leaf=0.00290210056,cover=0
- 106:leaf=-0.000717964722,cover=0
- 26:[Pol<138.276962] yes=53,no=54,missing=53,gain=11.4037714,cover=6810
- 53:[Pol<71.8249207] yes=107,no=108,missing=107,gain=10.7311935,cover=5995
- 107:leaf=0.000352805742,cover=0
- 108:leaf=-0.00392139703,cover=0
- 54:[PialCurv5<-0.0800075978] yes=109,no=110,missing=109,gain=4.63033867,cover=815
- 109:leaf=-0.0117913699,cover=0
- 110:leaf=0.00567014562,cover=0
- 6:[PialArea5<0.546516836] yes=13,no=14,missing=14,gain=45.9138947,cover=435547
- 13:[Curv5<0.0798443258] yes=27,no=28,missing=28,gain=35.0073586,cover=254646
- 27:[Pol<85.4004211] yes=55,no=56,missing=55,gain=11.4022617,cover=25086
- 55:[Sulc0<0.29007864] yes=111,no=112,missing=111,gain=5.59732819,cover=9084
- 111:leaf=0.00505759427,cover=0
- 112:leaf=0.00229797023,cover=0
- 56:[Curv5<0.0146088367] yes=113,no=114,missing=113,gain=8.72303963,cover=16002
- 113:leaf=-0.00235147658,cover=0
- 114:leaf=0.00128241663,cover=0
- 28:[Area5<0.765896857] yes=57,no=58,missing=58,gain=32.6753616,cover=229560
- 57:[Pol<49.2074432] yes=115,no=116,missing=115,gain=33.658474,cover=194871
- 115:leaf=0.00396249769,cover=0
- 116:leaf=-0.000653281924,cover=0
- 58:[PialCurv5<0.228302389] yes=117,no=118,missing=117,gain=9.81049728,cover=34689
- 117:leaf=0.00240949867,cover=0
- 118:leaf=0.000564610003,cover=0
- 14:[Curv5<0.0322575867] yes=29,no=30,missing=30,gain=37.4125443,cover=180901
- 29:[Pol<100.628822] yes=59,no=60,missing=59,gain=25.2542419,cover=26562
- 59:[Ecc<12.3665791] yes=119,no=120,missing=119,gain=26.9492359,cover=11519
- 119:leaf=-0.00243791728,cover=0
- 120:leaf=0.00356458663,cover=0
- 60:[Sulc0<-0.285426885] yes=121,no=122,missing=121,gain=3.28204298,cover=15043
- 121:leaf=-0.00325924531,cover=0
- 122:leaf=-0.000550744706,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=61,gain=26.300415,cover=154339
- 61:[PialArea5<0.727568209] yes=123,no=124,missing=124,gain=24.8656769,cover=152606
- 123:leaf=-0.00115609891,cover=0
- 124:leaf=-0.00263552577,cover=0
- 62:[LGI5<3.78836131] yes=125,no=126,missing=125,gain=5.83154774,cover=1733
- 125:leaf=0.00346960849,cover=0
- 126:leaf=0.0116892308,cover=0
-booster[179]:
-0:[LGI5<2.35279679] yes=1,no=2,missing=2,gain=33.9048996,cover=5124388
- 1:[Ecc<6.52965975] yes=3,no=4,missing=4,gain=36.7290344,cover=566021
- 3:[Sulc0<-1.08640325] yes=7,no=8,missing=7,gain=20.9241257,cover=530417
- 7:[Area5<0.753010809] yes=15,no=16,missing=15,gain=4.70265245,cover=32655
- 15:[Curv5<-0.245563462] yes=31,no=32,missing=32,gain=3.53309345,cover=31221
- 31:[Pol<74.7525482] yes=63,no=64,missing=63,gain=7.84312391,cover=13290
- 63:leaf=-0.00121217337,cover=0
- 64:leaf=0.00128960458,cover=0
- 32:[Pol<138.276962] yes=65,no=66,missing=66,gain=8.59997272,cover=17931
- 65:leaf=-0.000712064153,cover=0
- 66:leaf=-0.00325717288,cover=0
- 16:[LGI5<2.25075769] yes=33,no=34,missing=33,gain=3.34920883,cover=1434
- 33:[Curv5<-0.166574284] yes=67,no=68,missing=68,gain=1.77734995,cover=407
- 67:leaf=-5.55643419e-05,cover=0
- 68:leaf=-0.00807935931,cover=0
- 34:[Pol<33.3267784] yes=69,no=70,missing=69,gain=2.74755573,cover=1027
- 69:leaf=0.0066301669,cover=0
- 70:leaf=0.00138337561,cover=0
- 8:[Area5<0.827407002] yes=17,no=18,missing=18,gain=17.9553108,cover=497762
- 17:[Curv5<0.204311207] yes=35,no=36,missing=35,gain=16.2276001,cover=487764
- 35:[PialArea5<0.422649235] yes=71,no=72,missing=71,gain=21.0106735,cover=467259
- 71:leaf=0.00213151216,cover=0
- 72:leaf=0.000583706365,cover=0
- 36:[LGI5<2.13090348] yes=73,no=74,missing=74,gain=7.03000307,cover=20505
- 73:leaf=0.00451481296,cover=0
- 74:leaf=-0.000938908313,cover=0
- 18:[Curv5<-0.180574343] yes=37,no=38,missing=38,gain=5.35858536,cover=9998
- 37:[PialArea5<1.33957577] yes=75,no=76,missing=75,gain=2.7018826,cover=907
- 75:leaf=-0.00102573424,cover=0
- 76:leaf=0.00448378641,cover=0
- 38:[Pol<123.059357] yes=77,no=78,missing=78,gain=6.41741467,cover=9091
- 77:leaf=-0.00117140659,cover=0
- 78:leaf=-0.00430804817,cover=0
- 4:[Area5<0.551487505] yes=9,no=10,missing=10,gain=4.27032089,cover=35604
- 9:[Ecc<8.70817566] yes=19,no=20,missing=19,gain=9.07663441,cover=3896
- 19:[PialArea5<0.563414931] yes=39,no=40,missing=39,gain=2.68292713,cover=3538
- 39:[Pol<92.1537628] yes=79,no=80,missing=79,gain=2.10605049,cover=222
- 79:leaf=0.00218845764,cover=0
- 80:leaf=-0.00868090149,cover=0
- 40:[PialCurv5<-0.14160423] yes=81,no=82,missing=81,gain=2.66685581,cover=3316
- 81:leaf=-0.00170676096,cover=0
- 82:leaf=0.00116777129,cover=0
- 20:[MidArea5<0.597799242] yes=41,no=42,missing=41,gain=1.9182291,cover=358
- 41:[Pol<138.276962] yes=83,no=84,missing=84,gain=2.03445911,cover=158
- 83:leaf=0.00675026793,cover=0
- 84:leaf=0.018229723,cover=0
- 42:[Pol<30.3635597] yes=85,no=86,missing=85,gain=0.748868942,cover=200
- 85:leaf=-0.00579769164,cover=0
- 86:leaf=0.00554012973,cover=0
- 10:[Sulc0<-0.23104082] yes=21,no=22,missing=21,gain=8.55997849,cover=31708
- 21:[PialArea5<0.775119185] yes=43,no=44,missing=43,gain=12.7165012,cover=11868
- 43:[Pol<143.237381] yes=87,no=88,missing=87,gain=6.10599136,cover=2606
- 87:leaf=-0.00703518791,cover=0
- 88:leaf=-0.00164998404,cover=0
- 44:[PialCurv5<-0.0426128618] yes=89,no=90,missing=89,gain=4.15065193,cover=9262
- 89:leaf=-0.00114967115,cover=0
- 90:leaf=-0.00424570916,cover=0
- 22:[Ecc<11.0302963] yes=45,no=46,missing=45,gain=7.05437565,cover=19840
- 45:[PialArea5<0.900697351] yes=91,no=92,missing=91,gain=9.69045067,cover=18617
- 91:leaf=-0.000748987659,cover=0
- 92:leaf=0.00467358297,cover=0
- 46:[Pol<125.308708] yes=93,no=94,missing=93,gain=5.06903934,cover=1223
- 93:leaf=-0.00238891551,cover=0
- 94:leaf=-0.00953260437,cover=0
- 2:[Ecc<3.29132295] yes=5,no=6,missing=5,gain=41.3143158,cover=4558367
- 5:[LGI5<2.61063838] yes=11,no=12,missing=12,gain=99.6087341,cover=722905
- 11:[Sulc0<-0.528458416] yes=23,no=24,missing=23,gain=59.4344788,cover=632495
- 23:[Curv5<-0.134546712] yes=47,no=48,missing=47,gain=52.3904228,cover=363603
- 47:[PialCurv5<-0.0607835948] yes=95,no=96,missing=96,gain=22.384491,cover=272015
- 95:leaf=-0.000164671394,cover=0
- 96:leaf=0.00284409313,cover=0
- 48:[PialCurv5<-0.101551421] yes=97,no=98,missing=97,gain=63.3843384,cover=91588
- 97:leaf=0.00719052693,cover=0
- 98:leaf=0.000994792907,cover=0
- 24:[MidArea5<0.6850214] yes=49,no=50,missing=49,gain=49.7580643,cover=268892
- 49:[Area5<0.737164855] yes=99,no=100,missing=99,gain=13.2425098,cover=154917
- 99:leaf=-0.000256405328,cover=0
- 100:leaf=0.00174804998,cover=0
- 50:[Pol<66.6374893] yes=101,no=102,missing=101,gain=59.9887238,cover=113975
- 101:leaf=0.00097766798,cover=0
- 102:leaf=-0.00204665167,cover=0
- 12:[Pol<36.2100182] yes=25,no=26,missing=26,gain=17.4733124,cover=90410
- 25:[Curv5<-0.132798299] yes=51,no=52,missing=51,gain=30.8040771,cover=17688
- 51:[Curv5<-0.169727564] yes=103,no=104,missing=103,gain=4.58894348,cover=15001
- 103:leaf=-0.00178042892,cover=0
- 104:leaf=0.000659606885,cover=0
- 52:[Ecc<1.31300318] yes=105,no=106,missing=105,gain=11.9951935,cover=2687
- 105:leaf=-0.000971756876,cover=0
- 106:leaf=0.00647710031,cover=0
- 26:[MidArea5<0.700202465] yes=53,no=54,missing=54,gain=22.3057098,cover=72722
- 53:[LGI5<3.06739473] yes=107,no=108,missing=107,gain=10.4078083,cover=30990
- 107:leaf=-0.0013281327,cover=0
- 108:leaf=0.011831237,cover=0
- 54:[Area5<0.601796865] yes=109,no=110,missing=110,gain=12.4387817,cover=41732
- 109:leaf=-0.00140381465,cover=0
- 110:leaf=-0.00349180936,cover=0
- 6:[Sulc0<-0.586468518] yes=13,no=14,missing=13,gain=72.9239883,cover=3835462
- 13:[Pol<24.282547] yes=27,no=28,missing=27,gain=56.1921043,cover=795260
- 27:[Curv5<-0.192867488] yes=55,no=56,missing=56,gain=17.3885422,cover=233836
- 55:[PialArea5<0.955112517] yes=111,no=112,missing=111,gain=8.03635597,cover=159175
- 111:leaf=-0.000474789413,cover=0
- 112:leaf=0.000249192497,cover=0
- 56:[PialCurv5<-0.132898524] yes=113,no=114,missing=113,gain=43.7737274,cover=74661
- 113:leaf=0.00640289113,cover=0
- 114:leaf=0.000616005214,cover=0
- 28:[Pol<160.869751] yes=57,no=58,missing=57,gain=47.336441,cover=561424
- 57:[PialCurv5<-0.107211173] yes=115,no=116,missing=115,gain=50.9034882,cover=349673
- 115:leaf=-0.000594618032,cover=0
- 116:leaf=-0.00186791515,cover=0
- 58:[Curv5<-0.204921171] yes=117,no=118,missing=117,gain=24.7571144,cover=211751
- 117:leaf=-0.000545211078,cover=0
- 118:leaf=0.000548493932,cover=0
- 14:[Curv5<-0.217408031] yes=29,no=30,missing=29,gain=82.9316254,cover=3040202
- 29:[PialCurv5<-0.118254207] yes=59,no=60,missing=60,gain=87.104599,cover=179749
- 59:[Pol<147.599014] yes=119,no=120,missing=120,gain=35.9178772,cover=132618
- 119:leaf=0.00114977628,cover=0
- 120:leaf=-0.000558020198,cover=0
- 60:[PialArea5<0.798493028] yes=121,no=122,missing=122,gain=48.414505,cover=47131
- 121:leaf=0.000672736962,cover=0
- 122:leaf=0.00411755592,cover=0
- 30:[LGI5<3.13142419] yes=61,no=62,missing=61,gain=54.6823959,cover=2860453
- 61:[Ecc<26.4278679] yes=123,no=124,missing=124,gain=76.2569275,cover=1953457
- 123:leaf=0.000329432252,cover=0
- 124:leaf=-0.000686151849,cover=0
- 62:[LGI5<3.94193578] yes=125,no=126,missing=125,gain=25.8808002,cover=906996
- 125:leaf=-0.000212647094,cover=0
- 126:leaf=-0.00227560778,cover=0
-booster[180]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=1,gain=33.3795967,cover=5124388
- 1:[Area5<0.603367925] yes=3,no=4,missing=4,gain=24.2413826,cover=140394
- 3:[PialArea5<0.245474651] yes=7,no=8,missing=7,gain=4.50533485,cover=29888
- 7:[Pol<75.4512405] yes=15,no=16,missing=15,gain=4.50787354,cover=7511
- 15:[Curv5<0.266060919] yes=31,no=32,missing=31,gain=1.50192928,cover=425
- 31:[Area5<0.380439579] yes=63,no=64,missing=64,gain=1.78080225,cover=266
- 63:leaf=-0.00846517831,cover=0
- 64:leaf=0.00885527488,cover=0
- 32:[LGI5<3.29043651] yes=65,no=66,missing=65,gain=1.3541429,cover=159
- 65:leaf=-0.00248960569,cover=0
- 66:leaf=0.00672541652,cover=0
- 16:[Area5<0.532936037] yes=33,no=34,missing=33,gain=5.13519764,cover=7086
- 33:[LGI5<3.45167398] yes=67,no=68,missing=68,gain=5.57660484,cover=1949
- 67:leaf=-0.00250879931,cover=0
- 68:leaf=0.0102363992,cover=0
- 34:[PialCurv5<0.178517133] yes=69,no=70,missing=69,gain=6.54544926,cover=5137
- 69:leaf=0.00694513833,cover=0
- 70:leaf=0.00054760155,cover=0
- 8:[Pol<105.995506] yes=17,no=18,missing=17,gain=5.75997353,cover=22377
- 17:[Ecc<0.889730632] yes=35,no=36,missing=35,gain=5.13900471,cover=15273
- 35:[Sulc0<0.101211272] yes=71,no=72,missing=71,gain=2.84399104,cover=118
- 71:leaf=0.01274723,cover=0
- 72:leaf=-0.00660348311,cover=0
- 36:[Area5<0.529385149] yes=73,no=74,missing=73,gain=3.69305992,cover=15155
- 73:leaf=-0.00366765563,cover=0
- 74:leaf=-0.00120167807,cover=0
- 18:[Ecc<0.836319208] yes=37,no=38,missing=37,gain=3.74734712,cover=7104
- 37:[Pol<122.504936] yes=75,no=76,missing=75,gain=1.19756174,cover=1093
- 75:leaf=0.00512287347,cover=0
- 76:leaf=-0.00273122848,cover=0
- 38:[PialCurv5<0.232516408] yes=77,no=78,missing=77,gain=3.53871059,cover=6011
- 77:leaf=0.00276989886,cover=0
- 78:leaf=6.15708341e-05,cover=0
- 4:[Sulc0<0.443755656] yes=9,no=10,missing=9,gain=30.6643906,cover=110506
- 9:[Area5<0.674147427] yes=19,no=20,missing=20,gain=5.26226044,cover=9286
- 19:[Ecc<9.61991787] yes=39,no=40,missing=39,gain=3.76145935,cover=7510
- 39:[Ecc<3.48115921] yes=79,no=80,missing=79,gain=4.46255875,cover=6532
- 79:leaf=0.00252006715,cover=0
- 80:leaf=0.00514645409,cover=0
- 40:[Pol<74.7525482] yes=81,no=82,missing=81,gain=5.35431242,cover=978
- 81:leaf=0.0123785706,cover=0
- 82:leaf=-0.000752990076,cover=0
- 20:[Curv5<0.107059956] yes=41,no=42,missing=42,gain=2.32009888,cover=1776
- 41:[LGI5<2.64649582] yes=83,no=84,missing=83,gain=2.33329582,cover=75
- 83:leaf=0.0103138341,cover=0
- 84:leaf=-0.00828212127,cover=0
- 42:[Curv5<0.149355054] yes=85,no=86,missing=85,gain=2.18097496,cover=1701
- 85:leaf=0.00975853857,cover=0
- 86:leaf=0.00563254394,cover=0
- 10:[MidArea5<0.421422303] yes=21,no=22,missing=21,gain=21.5604267,cover=101220
- 21:[Area5<0.630444467] yes=43,no=44,missing=44,gain=9.53592873,cover=1867
- 43:[Ecc<9.88196182] yes=87,no=88,missing=87,gain=2.92513466,cover=1406
- 87:leaf=0.00225312496,cover=0
- 88:leaf=0.00690667797,cover=0
- 44:[Sulc0<0.849368811] yes=89,no=90,missing=90,gain=2.69971466,cover=461
- 89:leaf=0.00630354229,cover=0
- 90:leaf=0.0148370489,cover=0
- 22:[Curv5<0.14511615] yes=45,no=46,missing=45,gain=24.1202431,cover=99353
- 45:[Curv5<0.0736173838] yes=91,no=92,missing=92,gain=3.86011887,cover=16624
- 91:leaf=-0.00196937984,cover=0
- 92:leaf=0.00262408261,cover=0
- 46:[Area5<0.697420239] yes=93,no=94,missing=93,gain=16.9911175,cover=82729
- 93:leaf=-3.2142565e-05,cover=0
- 94:leaf=0.00157622213,cover=0
- 2:[Curv5<0.195079193] yes=5,no=6,missing=5,gain=42.9042778,cover=4983994
- 5:[Area5<0.483568966] yes=11,no=12,missing=11,gain=34.7165298,cover=4864590
- 11:[Sulc0<0.779008448] yes=23,no=24,missing=23,gain=24.557888,cover=200916
- 23:[Pol<55.3432045] yes=47,no=48,missing=48,gain=17.6910782,cover=200637
- 47:[Curv5<-0.0620335713] yes=95,no=96,missing=95,gain=8.98712349,cover=36483
- 95:leaf=-0.000225858559,cover=0
- 96:leaf=-0.00662607187,cover=0
- 48:[Area5<0.380439579] yes=97,no=98,missing=97,gain=16.1286087,cover=164154
- 97:leaf=0.00236559077,cover=0
- 98:leaf=0.000726785744,cover=0
- 24:[LGI5<3.22522902] yes=49,no=50,missing=49,gain=4.92718315,cover=279
- 49:[Ecc<31.520586] yes=99,no=100,missing=99,gain=3.2251668,cover=154
- 99:leaf=-0.00277406466,cover=0
- 100:leaf=-0.0179463308,cover=0
- 50:[Curv5<0.118689038] yes=101,no=102,missing=101,gain=2.61021996,cover=125
- 101:leaf=-0.0250000041,cover=0
- 102:leaf=-0.00634969259,cover=0
- 12:[Pol<22.2436924] yes=25,no=26,missing=25,gain=39.561657,cover=4663674
- 25:[Ecc<1.3629595] yes=51,no=52,missing=51,gain=47.9235535,cover=469203
- 51:[Ecc<0.513775289] yes=103,no=104,missing=103,gain=12.1374474,cover=42262
- 103:leaf=9.01253952e-05,cover=0
- 104:leaf=-0.00175099447,cover=0
- 52:[Ecc<3.8768425] yes=105,no=106,missing=106,gain=48.3936768,cover=426941
- 105:leaf=0.00171766174,cover=0
- 106:leaf=0.000326866779,cover=0
- 26:[Pol<57.0350037] yes=53,no=54,missing=53,gain=60.9320488,cover=4194471
- 53:[Ecc<6.81643343] yes=107,no=108,missing=107,gain=80.0845947,cover=719803
- 107:leaf=0.000119544835,cover=0
- 108:leaf=-0.000945571519,cover=0
- 54:[Pol<98.4687576] yes=109,no=110,missing=109,gain=71.6694336,cover=3474668
- 109:leaf=0.000355429336,cover=0
- 110:leaf=-0.000134569156,cover=0
- 6:[Ecc<5.66086149] yes=13,no=14,missing=13,gain=10.8678322,cover=119404
- 13:[Area5<0.598585367] yes=27,no=28,missing=28,gain=8.76441383,cover=65694
- 27:[PialCurv5<0.493508637] yes=55,no=56,missing=56,gain=2.88576984,cover=10844
- 55:[Area5<0.548651993] yes=111,no=112,missing=111,gain=2.82429314,cover=10322
- 111:leaf=-0.00395159051,cover=0
- 112:leaf=-0.00165092968,cover=0
- 56:[Area5<0.489361584] yes=113,no=114,missing=113,gain=4.44317341,cover=522
- 113:leaf=0.0249184277,cover=0
- 114:leaf=0.000885004818,cover=0
- 28:[PialArea5<0.39986974] yes=57,no=58,missing=57,gain=6.45457029,cover=54850
- 57:[Curv5<0.245671451] yes=115,no=116,missing=115,gain=5.67052317,cover=28652
- 115:leaf=0.000626587076,cover=0
- 116:leaf=-0.00107791915,cover=0
- 58:[Pol<86.7064972] yes=117,no=118,missing=117,gain=6.31043863,cover=26198
- 117:leaf=0.00220443308,cover=0
- 118:leaf=-0.00102867302,cover=0
- 14:[Sulc0<-0.195981219] yes=29,no=30,missing=30,gain=10.8357811,cover=53710
- 29:[PialArea5<0.349780142] yes=59,no=60,missing=59,gain=3.63333321,cover=544
- 59:[Area5<0.610838115] yes=119,no=120,missing=120,gain=0.678160191,cover=37
- 119:leaf=0.00653096149,cover=0
- 120:leaf=0.023961667,cover=0
- 60:[Ecc<8.87956142] yes=121,no=122,missing=121,gain=1.94333196,cover=507
- 121:leaf=0.00727791805,cover=0
- 122:leaf=0.00107022491,cover=0
- 30:[Pol<89.1530609] yes=61,no=62,missing=62,gain=5.60098648,cover=53166
- 61:[Pol<50.1003532] yes=123,no=124,missing=123,gain=3.38422537,cover=16550
- 123:leaf=0.00330201699,cover=0
- 124:leaf=-0.000912169635,cover=0
- 62:[LGI5<2.99035311] yes=125,no=126,missing=126,gain=5.35378647,cover=36616
- 125:leaf=-0.00144151913,cover=0
- 126:leaf=-0.00270077959,cover=0
-booster[181]:
-0:[PialArea5<0.920147538] yes=1,no=2,missing=2,gain=32.7983093,cover=5124388
- 1:[MidArea5<0.793646336] yes=3,no=4,missing=3,gain=65.9773254,cover=3571572
- 3:[Area5<0.759248734] yes=7,no=8,missing=7,gain=85.1452637,cover=3329367
- 7:[PialArea5<0.834082127] yes=15,no=16,missing=16,gain=44.0034218,cover=3037717
- 15:[PialArea5<0.375788301] yes=31,no=32,missing=32,gain=42.3872948,cover=2571014
- 31:[PialCurv5<0.336333007] yes=63,no=64,missing=63,gain=41.4281998,cover=322983
- 63:leaf=0.000790709571,cover=0
- 64:leaf=-0.000382352242,cover=0
- 32:[Curv5<0.0756113976] yes=65,no=66,missing=66,gain=44.1532745,cover=2248031
- 65:leaf=-9.70767069e-05,cover=0
- 66:leaf=-0.000565377704,cover=0
- 16:[Curv5<-0.0860676765] yes=33,no=34,missing=34,gain=59.0876923,cover=466703
- 33:[Sulc0<-0.188964635] yes=67,no=68,missing=67,gain=39.6222992,cover=367269
- 67:leaf=-0.000102574915,cover=0
- 68:leaf=0.00175311905,cover=0
- 34:[Area5<0.652759671] yes=69,no=70,missing=69,gain=101.352867,cover=99434
- 69:leaf=0.00408224668,cover=0
- 70:leaf=0.000469439954,cover=0
- 8:[Curv5<0.00546095846] yes=17,no=18,missing=18,gain=74.8253174,cover=291650
- 17:[Pol<146.864227] yes=35,no=36,missing=35,gain=32.59795,cover=22996
- 35:[Pol<64.3762589] yes=71,no=72,missing=71,gain=50.0880661,cover=18818
- 71:leaf=0.00155547599,cover=0
- 72:leaf=-0.00434552832,cover=0
- 36:[PialCurv5<-0.0656740367] yes=73,no=74,missing=73,gain=14.8983498,cover=4178
- 73:leaf=0.00640939409,cover=0
- 74:leaf=7.86326018e-06,cover=0
- 18:[PialCurv5<0.0471153036] yes=37,no=38,missing=37,gain=48.2262802,cover=268654
- 37:[Pol<73.3354874] yes=75,no=76,missing=76,gain=40.555191,cover=14332
- 75:leaf=0.00741649279,cover=0
- 76:leaf=0.00186769105,cover=0
- 38:[PialArea5<0.727568209] yes=77,no=78,missing=77,gain=44.367775,cover=254322
- 77:leaf=0.00112548494,cover=0
- 78:leaf=-0.000849271368,cover=0
- 4:[Pol<116.093399] yes=9,no=10,missing=9,gain=33.1792984,cover=242205
- 9:[PialArea5<0.702764034] yes=19,no=20,missing=19,gain=17.3517952,cover=137056
- 19:[LGI5<3.58443618] yes=39,no=40,missing=40,gain=4.66026402,cover=2635
- 39:[LGI5<3.47596025] yes=79,no=80,missing=80,gain=5.36593628,cover=2323
- 79:leaf=0.00360054336,cover=0
- 80:leaf=-0.00514979428,cover=0
- 40:[Curv5<0.141257599] yes=81,no=82,missing=81,gain=4.54001331,cover=312
- 81:leaf=0.0127070099,cover=0
- 82:leaf=-0.00151350757,cover=0
- 20:[Pol<26.4235344] yes=41,no=42,missing=42,gain=14.9542255,cover=134421
- 41:[LGI5<2.68420529] yes=83,no=84,missing=83,gain=10.7148552,cover=25892
- 83:leaf=0.00326952967,cover=0
- 84:leaf=0.00024621663,cover=0
- 42:[Curv5<-0.00141534733] yes=85,no=86,missing=85,gain=13.1487904,cover=108529
- 85:leaf=-0.00124325044,cover=0
- 86:leaf=-0.000142507837,cover=0
- 10:[Pol<146.864227] yes=21,no=22,missing=22,gain=35.5242462,cover=105149
- 21:[Sulc0<-0.152423486] yes=43,no=44,missing=43,gain=27.0818329,cover=64800
- 43:[Curv5<-0.151772231] yes=87,no=88,missing=88,gain=28.3074875,cover=21643
- 87:leaf=-0.000926246983,cover=0
- 88:leaf=-0.00488498248,cover=0
- 44:[Ecc<16.0247612] yes=89,no=90,missing=89,gain=35.2985039,cover=43157
- 89:leaf=-0.000237899672,cover=0
- 90:leaf=-0.00310967118,cover=0
- 22:[LGI5<3.04290652] yes=45,no=46,missing=45,gain=9.75229359,cover=40349
- 45:[Ecc<5.14592695] yes=91,no=92,missing=92,gain=15.1579885,cover=19552
- 91:leaf=-0.00218716986,cover=0
- 92:leaf=0.00116641272,cover=0
- 46:[Ecc<33.9075584] yes=93,no=94,missing=93,gain=4.94464779,cover=20797
- 93:leaf=-0.00157965347,cover=0
- 94:leaf=0.000193810512,cover=0
- 2:[Area5<0.759248734] yes=5,no=6,missing=5,gain=53.7799835,cover=1552816
- 5:[Sulc0<-0.0713235363] yes=11,no=12,missing=12,gain=82.7670822,cover=1140168
- 11:[Sulc0<-0.87967056] yes=23,no=24,missing=23,gain=47.7014961,cover=1076540
- 23:[Area5<0.536314785] yes=47,no=48,missing=47,gain=15.2316198,cover=280117
- 47:[PialArea5<1.10075188] yes=95,no=96,missing=96,gain=5.2220788,cover=38112
- 95:leaf=0.00040212716,cover=0
- 96:leaf=0.00208305917,cover=0
- 48:[Pol<136.095428] yes=97,no=98,missing=97,gain=16.339304,cover=242005
- 97:leaf=-0.000160405194,cover=0
- 98:leaf=-0.00104849576,cover=0
- 24:[Area5<0.657483757] yes=49,no=50,missing=49,gain=45.5841827,cover=796423
- 49:[Pol<59.5955544] yes=99,no=100,missing=99,gain=36.6082077,cover=289503
- 99:leaf=0.000235050495,cover=0
- 100:leaf=0.00139992591,cover=0
- 50:[Curv5<-0.0461937301] yes=101,no=102,missing=101,gain=48.4922371,cover=506920
- 101:leaf=5.16814835e-05,cover=0
- 102:leaf=0.00200323039,cover=0
- 12:[Ecc<23.5513935] yes=25,no=26,missing=25,gain=24.8384399,cover=63628
- 25:[Pol<71.8249207] yes=51,no=52,missing=52,gain=18.8532486,cover=29623
- 51:[Ecc<13.8847265] yes=103,no=104,missing=103,gain=50.5546188,cover=8159
- 103:leaf=-0.00129284209,cover=0
- 104:leaf=0.0075063915,cover=0
- 52:[Pol<108.184875] yes=105,no=106,missing=105,gain=23.9977875,cover=21464
- 105:leaf=0.0069975229,cover=0
- 106:leaf=0.00304195331,cover=0
- 26:[LGI5<3.12489319] yes=53,no=54,missing=53,gain=27.1753941,cover=34005
- 53:[Sulc0<0.624357879] yes=107,no=108,missing=107,gain=12.760128,cover=14394
- 107:leaf=-0.000506605196,cover=0
- 108:leaf=0.0352458842,cover=0
- 54:[Pol<137.578873] yes=109,no=110,missing=110,gain=14.3993988,cover=19611
- 109:leaf=0.00401972933,cover=0
- 110:leaf=0.0012713545,cover=0
- 6:[PialArea5<1.04617453] yes=13,no=14,missing=13,gain=38.867897,cover=412648
- 13:[Curv5<-0.0226651002] yes=27,no=28,missing=27,gain=15.4961662,cover=126331
- 27:[PialCurv5<-0.127408311] yes=55,no=56,missing=56,gain=13.2974777,cover=91229
- 55:[Curv5<-0.182293281] yes=111,no=112,missing=111,gain=18.3630543,cover=12158
- 111:leaf=-0.000443588244,cover=0
- 112:leaf=0.00628368882,cover=0
- 56:[Ecc<5.08081961] yes=113,no=114,missing=113,gain=14.1284256,cover=79071
- 113:leaf=-0.00314617506,cover=0
- 114:leaf=-0.00131249207,cover=0
- 28:[PialCurv5<-0.00569582684] yes=57,no=58,missing=57,gain=43.2838097,cover=35102
- 57:[Area5<0.924216449] yes=115,no=116,missing=115,gain=16.690937,cover=4342
- 115:leaf=0.00521664275,cover=0
- 116:leaf=-0.00971870124,cover=0
- 58:[MidArea5<1.1557827] yes=117,no=118,missing=117,gain=4.56554222,cover=30760
- 117:leaf=-0.000838251726,cover=0
- 118:leaf=0.00666687032,cover=0
- 14:[Curv5<-0.251844287] yes=29,no=30,missing=29,gain=14.4844847,cover=286317
- 29:[PialCurv5<-0.139269829] yes=59,no=60,missing=59,gain=5.86333561,cover=12816
- 59:[Sulc0<-1.12931466] yes=119,no=120,missing=119,gain=1.46205807,cover=9253
- 119:leaf=0.00257336022,cover=0
- 120:leaf=0.000757443893,cover=0
- 60:[Ecc<43.8470497] yes=121,no=122,missing=122,gain=2.41736794,cover=3563
- 121:leaf=0.00324572623,cover=0
- 122:leaf=0.0146715743,cover=0
- 30:[Sulc0<-0.152423486] yes=61,no=62,missing=61,gain=15.6527929,cover=273501
- 61:[PialArea5<1.16911256] yes=123,no=124,missing=123,gain=13.828105,cover=239529
- 123:leaf=-0.000700960692,cover=0
- 124:leaf=9.33012561e-05,cover=0
- 62:[Pol<65.8802414] yes=125,no=126,missing=125,gain=7.55638409,cover=33972
- 125:leaf=8.39085624e-05,cover=0
- 126:leaf=0.00159435347,cover=0
-booster[182]:
-0:[PialCurv5<-0.210138425] yes=1,no=2,missing=1,gain=31.892292,cover=5124388
- 1:[MidArea5<0.65496558] yes=3,no=4,missing=4,gain=21.842514,cover=20016
- 3:[Pol<12.2267933] yes=7,no=8,missing=7,gain=7.02015305,cover=10075
- 7:[LGI5<2.42399812] yes=15,no=16,missing=16,gain=3.24582911,cover=1356
- 15:[Curv5<-0.39144522] yes=31,no=32,missing=31,gain=6.52799702,cover=68
- 31:leaf=0.0298781339,cover=0
- 32:[PialArea5<0.764178395] yes=63,no=64,missing=64,gain=0.0264235847,cover=35
- 63:leaf=-0.00123559136,cover=0
- 64:leaf=0.00368614192,cover=0
- 16:[Ecc<3.16401935] yes=33,no=34,missing=34,gain=2.1907177,cover=1288
- 33:[Ecc<1.05247808] yes=65,no=66,missing=65,gain=3.37751818,cover=121
- 65:leaf=-0.0100522852,cover=0
- 66:leaf=0.0129952161,cover=0
- 34:[LGI5<2.78495932] yes=67,no=68,missing=67,gain=4.32162666,cover=1167
- 67:leaf=-0.00444016792,cover=0
- 68:leaf=0.00380225154,cover=0
- 8:[Ecc<5.33884621] yes=17,no=18,missing=17,gain=7.29797983,cover=8719
- 17:[Pol<87.9431763] yes=35,no=36,missing=35,gain=7.12663889,cover=1938
- 35:[PialArea5<0.458904862] yes=69,no=70,missing=69,gain=5.88223267,cover=1273
- 69:leaf=-0.00905928761,cover=0
- 70:leaf=0.0015744213,cover=0
- 36:[Pol<115.563423] yes=71,no=72,missing=71,gain=3.24295807,cover=665
- 71:leaf=0.0125616984,cover=0
- 72:leaf=0.004629103,cover=0
- 18:[Curv5<-0.132798299] yes=37,no=38,missing=38,gain=4.94259357,cover=6781
- 37:[LGI5<2.40363431] yes=73,no=74,missing=73,gain=4.81818056,cover=6714
- 73:leaf=-0.0067982371,cover=0
- 74:leaf=-0.000501798757,cover=0
- 38:[LGI5<3.20360112] yes=75,no=76,missing=75,gain=1.9903388,cover=67
- 75:leaf=-0.0226804353,cover=0
- 76:leaf=-0.00535178976,cover=0
- 4:[Curv5<-0.287682682] yes=9,no=10,missing=10,gain=11.46418,cover=9941
- 9:[PialArea5<1.06921077] yes=19,no=20,missing=19,gain=5.08751488,cover=7949
- 19:[LGI5<2.57263851] yes=39,no=40,missing=39,gain=5.24752808,cover=6897
- 39:[Pol<157.965515] yes=77,no=78,missing=78,gain=3.52009583,cover=1445
- 77:leaf=0.0065353401,cover=0
- 78:leaf=-0.00498184003,cover=0
- 40:[Pol<144.670364] yes=79,no=80,missing=79,gain=3.45081043,cover=5452
- 79:leaf=0.00316440873,cover=0
- 80:leaf=-0.000175345689,cover=0
- 20:[Pol<16.156723] yes=41,no=42,missing=41,gain=2.84141302,cover=1052
- 41:[LGI5<2.47631311] yes=81,no=82,missing=81,gain=1.93133378,cover=406
- 81:leaf=0.00574200181,cover=0
- 82:leaf=-0.00495028775,cover=0
- 42:[Area5<0.784037054] yes=83,no=84,missing=83,gain=2.44936514,cover=646
- 83:leaf=-0.000352045608,cover=0
- 84:leaf=0.00640207669,cover=0
- 10:[Ecc<2.07756257] yes=21,no=22,missing=21,gain=5.87393951,cover=1992
- 21:[Pol<79.5617371] yes=43,no=44,missing=44,gain=6.1056118,cover=140
- 43:[Ecc<1.79549146] yes=85,no=86,missing=85,gain=1.00844157,cover=79
- 85:leaf=0.00403375644,cover=0
- 86:leaf=0.0167168155,cover=0
- 44:[Area5<0.562355936] yes=87,no=88,missing=88,gain=3.62008858,cover=61
- 87:leaf=0.00481110206,cover=0
- 88:leaf=0.0349014699,cover=0
- 22:[Curv5<-0.0963523984] yes=45,no=46,missing=46,gain=5.74410439,cover=1852
- 45:[LGI5<2.42065382] yes=89,no=90,missing=89,gain=3.85701752,cover=1810
- 89:leaf=-0.00403797813,cover=0
- 90:leaf=0.0072176843,cover=0
- 46:[Sulc0<-0.285426885] yes=91,no=92,missing=92,gain=0.891488791,cover=42
- 91:leaf=-0.00598173356,cover=0
- 92:leaf=-0.0212210622,cover=0
- 2:[PialArea5<1.31770575] yes=5,no=6,missing=5,gain=32.5503883,cover=5104372
- 5:[Sulc0<-1.03844893] yes=11,no=12,missing=12,gain=35.9976082,cover=4964186
- 11:[Area5<0.694293797] yes=23,no=24,missing=23,gain=12.7649574,cover=155265
- 23:[Pol<148.336472] yes=47,no=48,missing=47,gain=7.33877563,cover=128115
- 47:[Pol<56.1920547] yes=93,no=94,missing=93,gain=7.80103302,cover=86927
- 93:leaf=-0.000987201347,cover=0
- 94:leaf=0.000120938013,cover=0
- 48:[Sulc0<-1.19305253] yes=95,no=96,missing=95,gain=7.43539429,cover=41188
- 95:leaf=-0.00301917153,cover=0
- 96:leaf=-0.00122757885,cover=0
- 24:[Ecc<1.3629595] yes=49,no=50,missing=49,gain=5.47212553,cover=27150
- 49:[Pol<49.2074432] yes=97,no=98,missing=97,gain=4.51791954,cover=2026
- 97:leaf=-0.00406902982,cover=0
- 98:leaf=0.000838656619,cover=0
- 50:[Curv5<-0.256378978] yes=99,no=100,missing=99,gain=4.54474545,cover=25124
- 99:leaf=0.00149161858,cover=0
- 100:leaf=-5.63197455e-06,cover=0
- 12:[Area5<0.504816413] yes=25,no=26,missing=25,gain=36.5491333,cover=4808921
- 25:[PialArea5<0.662493944] yes=51,no=52,missing=52,gain=28.2288361,cover=249063
- 51:[Ecc<2.73602629] yes=101,no=102,missing=102,gain=11.2195034,cover=52566
- 101:leaf=0.000539551838,cover=0
- 102:leaf=-0.000983937178,cover=0
- 52:[Pol<55.3432045] yes=103,no=104,missing=103,gain=15.9277344,cover=196497
- 103:leaf=-9.69198227e-05,cover=0
- 104:leaf=0.00107662461,cover=0
- 26:[Curv5<-0.0273730159] yes=53,no=54,missing=53,gain=45.1350594,cover=4559858
- 53:[PialArea5<0.753297985] yes=105,no=106,missing=105,gain=156.758301,cover=2333607
- 105:leaf=-0.00121154159,cover=0
- 106:leaf=-2.12005016e-05,cover=0
- 54:[PialCurv5<-0.00569582684] yes=107,no=108,missing=107,gain=347.970093,cover=2226251
- 107:leaf=0.00278300769,cover=0
- 108:leaf=-1.73371882e-05,cover=0
- 6:[Curv5<-0.108295463] yes=13,no=14,missing=14,gain=13.3871765,cover=140186
- 13:[Area5<0.589787364] yes=27,no=28,missing=27,gain=13.8256645,cover=127191
- 27:[Curv5<-0.214297205] yes=55,no=56,missing=56,gain=4.83005142,cover=3342
- 55:[PialCurv5<-0.0644776821] yes=109,no=110,missing=110,gain=5.98877239,cover=1596
- 109:leaf=0.00207333453,cover=0
- 110:leaf=-0.0296725165,cover=0
- 56:[Pol<61.2046547] yes=111,no=112,missing=111,gain=5.1010952,cover=1746
- 111:leaf=0.00838507526,cover=0
- 112:leaf=0.00297277258,cover=0
- 28:[PialArea5<1.57955706] yes=57,no=58,missing=57,gain=9.01084709,cover=123849
- 57:[LGI5<2.23211861] yes=113,no=114,missing=113,gain=7.08794832,cover=105600
- 113:leaf=0.00286984793,cover=0
- 114:leaf=0.000264270086,cover=0
- 58:[MidArea5<1.21578133] yes=115,no=116,missing=115,gain=6.05230522,cover=18249
- 115:leaf=0.000285669055,cover=0
- 116:leaf=0.00219797203,cover=0
- 14:[PialCurv5<-0.0800075978] yes=29,no=30,missing=29,gain=53.4789124,cover=12995
- 29:[Pol<155.012512] yes=59,no=60,missing=60,gain=17.124855,cover=2080
- 59:[Ecc<3.22716212] yes=117,no=118,missing=117,gain=11.420826,cover=1617
- 117:leaf=0.0133204004,cover=0
- 118:leaf=0.00430472149,cover=0
- 60:[Ecc<5.91357183] yes=119,no=120,missing=119,gain=8.03411484,cover=463
- 119:leaf=0.0262449216,cover=0
- 120:leaf=0.0126959058,cover=0
- 30:[PialCurv5<-0.0644776821] yes=61,no=62,missing=61,gain=8.24113655,cover=10915
- 61:[Curv5<-0.0837168768] yes=121,no=122,missing=122,gain=16.4857941,cover=3067
- 121:leaf=0.00122037146,cover=0
- 122:leaf=0.0103212344,cover=0
- 62:[Area5<0.698189139] yes=123,no=124,missing=123,gain=5.77536964,cover=7848
- 123:leaf=-0.00478748139,cover=0
- 124:leaf=0.000401216472,cover=0
-booster[183]:
-0:[Curv5<-0.297558427] yes=1,no=2,missing=1,gain=31.0369377,cover=5124388
- 1:[MidArea5<0.697175384] yes=3,no=4,missing=4,gain=42.9525223,cover=140394
- 3:[PialArea5<0.597118378] yes=7,no=8,missing=7,gain=11.6309958,cover=74975
- 7:[PialCurv5<-0.137075767] yes=15,no=16,missing=16,gain=3.49017525,cover=10742
- 15:[Ecc<8.55626965] yes=31,no=32,missing=31,gain=3.09273386,cover=8865
- 31:[Pol<83.4982376] yes=63,no=64,missing=64,gain=4.07518387,cover=4307
- 63:leaf=-0.0016574316,cover=0
- 64:leaf=0.00142559398,cover=0
- 32:[LGI5<3.09244633] yes=65,no=66,missing=65,gain=3.56972075,cover=4558
- 65:leaf=-0.00338828797,cover=0
- 66:leaf=-0.000581309141,cover=0
- 16:[Curv5<-0.350989401] yes=33,no=34,missing=33,gain=3.40241528,cover=1877
- 33:[Area5<0.56946665] yes=67,no=68,missing=67,gain=1.90663624,cover=1248
- 67:leaf=-0.00571802119,cover=0
- 68:leaf=0.000808691082,cover=0
- 34:[PialCurv5<-0.0426128618] yes=69,no=70,missing=69,gain=3.62321043,cover=629
- 69:leaf=-0.00196036114,cover=0
- 70:leaf=0.00968051516,cover=0
- 8:[Sulc0<-0.445309728] yes=17,no=18,missing=17,gain=15.0014353,cover=64233
- 17:[Curv5<-0.350989401] yes=35,no=36,missing=35,gain=9.53577328,cover=53997
- 35:[MidArea5<0.605162561] yes=71,no=72,missing=71,gain=3.62092781,cover=15750
- 71:leaf=-4.26613733e-05,cover=0
- 72:leaf=0.00150264264,cover=0
- 36:[PialCurv5<-0.159167215] yes=73,no=74,missing=73,gain=12.4097748,cover=38247
- 73:leaf=-0.00136670878,cover=0
- 74:leaf=0.000451826956,cover=0
- 18:[Ecc<20.3925476] yes=37,no=38,missing=37,gain=12.389843,cover=10236
- 37:[Ecc<5.66086149] yes=75,no=76,missing=75,gain=6.71717262,cover=6724
- 75:leaf=0.00673943246,cover=0
- 76:leaf=0.0024845805,cover=0
- 38:[Area5<0.551487505] yes=77,no=78,missing=77,gain=5.36303377,cover=3512
- 77:leaf=0.00154820213,cover=0
- 78:leaf=-0.00236091437,cover=0
- 4:[Sulc0<-0.714205623] yes=9,no=10,missing=10,gain=28.9430161,cover=65419
- 9:[Ecc<1.21076584] yes=19,no=20,missing=20,gain=7.02996922,cover=43165
- 19:[Pol<50.9985542] yes=39,no=40,missing=39,gain=5.80660391,cover=3664
- 39:[LGI5<2.28518939] yes=79,no=80,missing=79,gain=1.76476383,cover=2393
- 79:leaf=4.72435022e-05,cover=0
- 80:leaf=-0.0033147973,cover=0
- 40:[LGI5<2.57263851] yes=81,no=82,missing=81,gain=2.6284008,cover=1271
- 81:leaf=0.0023139508,cover=0
- 82:leaf=-0.00524222665,cover=0
- 20:[LGI5<2.22170687] yes=41,no=42,missing=41,gain=6.27815628,cover=39501
- 41:[Area5<0.682363749] yes=83,no=84,missing=84,gain=4.52583885,cover=713
- 83:leaf=0.0045686136,cover=0
- 84:leaf=0.0191604812,cover=0
- 42:[Curv5<-0.350989401] yes=85,no=86,missing=86,gain=5.53090477,cover=38788
- 85:leaf=0.00242032064,cover=0
- 86:leaf=0.000772484462,cover=0
- 10:[Pol<147.599014] yes=21,no=22,missing=21,gain=13.2690201,cover=22254
- 21:[Pol<52.7894325] yes=43,no=44,missing=44,gain=19.5642929,cover=15241
- 43:[LGI5<2.57675576] yes=87,no=88,missing=87,gain=3.19363403,cover=9020
- 87:leaf=0.00454490213,cover=0
- 88:leaf=0.00205067522,cover=0
- 44:[PialCurv5<-0.131946102] yes=89,no=90,missing=90,gain=4.98770142,cover=6221
- 89:leaf=0.0053897379,cover=0
- 90:leaf=0.00886139553,cover=0
- 22:[PialCurv5<-0.153030112] yes=45,no=46,missing=46,gain=8.44747543,cover=7013
- 45:[PialArea5<1.28208315] yes=91,no=92,missing=92,gain=1.4577781,cover=4302
- 91:leaf=5.75544145e-05,cover=0
- 92:leaf=-0.00889135711,cover=0
- 46:[PialCurv5<-0.0595124774] yes=93,no=94,missing=93,gain=5.75593948,cover=2711
- 93:leaf=0.00378332543,cover=0
- 94:leaf=-0.0169283189,cover=0
- 2:[PialCurv5<-0.190801308] yes=5,no=6,missing=5,gain=34.0492592,cover=4983994
- 5:[Curv5<-0.256378978] yes=11,no=12,missing=11,gain=16.6279526,cover=8571
- 11:[Area5<0.637240529] yes=23,no=24,missing=23,gain=9.05460167,cover=5508
- 23:[Pol<59.5955544] yes=47,no=48,missing=48,gain=3.19360971,cover=2723
- 47:[PialCurv5<-0.210138425] yes=95,no=96,missing=96,gain=1.50559402,cover=960
- 95:leaf=0.00510663586,cover=0
- 96:leaf=0.000588643656,cover=0
- 48:[Pol<103.851685] yes=97,no=98,missing=97,gain=2.53213143,cover=1763
- 97:leaf=-0.0052708569,cover=0
- 98:leaf=-0.000781255018,cover=0
- 24:[PialArea5<1.36541271] yes=49,no=50,missing=50,gain=2.5401926,cover=2785
- 49:[PialCurv5<-0.210138425] yes=99,no=100,missing=99,gain=2.60352707,cover=2710
- 99:leaf=0.00584870996,cover=0
- 100:leaf=0.00260175834,cover=0
- 50:[Sulc0<-0.835429311] yes=101,no=102,missing=101,gain=1.31742167,cover=75
- 101:leaf=-0.0124703357,cover=0
- 102:leaf=0.000697550538,cover=0
- 12:[Curv5<-0.0881721899] yes=25,no=26,missing=25,gain=14.16642,cover=3063
- 25:[PialArea5<0.632563293] yes=51,no=52,missing=51,gain=5.89138412,cover=2869
- 51:[PialArea5<0.472106963] yes=103,no=104,missing=104,gain=1.88592613,cover=335
- 103:leaf=-0.00931614824,cover=0
- 104:leaf=0.00212670839,cover=0
- 52:[PialArea5<1.36541271] yes=105,no=106,missing=105,gain=5.18485641,cover=2534
- 105:leaf=0.00823822618,cover=0
- 106:leaf=-0.0036956619,cover=0
- 26:[Sulc0<-0.00954892673] yes=53,no=54,missing=53,gain=5.92260075,cover=194
- 53:[Ecc<0.999059319] yes=107,no=108,missing=108,gain=4.04126596,cover=138
- 107:leaf=0.0277504455,cover=0
- 108:leaf=-0.00382435555,cover=0
- 54:[Pol<68.895668] yes=109,no=110,missing=109,gain=1.61988926,cover=56
- 109:leaf=-0.0262921844,cover=0
- 110:leaf=-0.0076004318,cover=0
- 6:[Area5<0.420677572] yes=13,no=14,missing=13,gain=34.4958572,cover=4975423
- 13:[Curv5<-0.0530214235] yes=27,no=28,missing=27,gain=8.38816071,cover=48199
- 27:[PialArea5<1.01690364] yes=55,no=56,missing=56,gain=7.12041473,cover=46809
- 55:[PialCurv5<-0.11032705] yes=111,no=112,missing=111,gain=6.52776718,cover=46071
- 111:leaf=0.000939237536,cover=0
- 112:leaf=0.00221666414,cover=0
- 56:[Curv5<-0.232248098] yes=113,no=114,missing=114,gain=2.20056534,cover=738
- 113:leaf=0.003309055,cover=0
- 114:leaf=0.00880113523,cover=0
- 28:[Pol<40.9012032] yes=57,no=58,missing=57,gain=5.50583029,cover=1390
- 57:[LGI5<3.02536297] yes=115,no=116,missing=116,gain=2.60216951,cover=64
- 115:leaf=-0.00109988847,cover=0
- 116:leaf=-0.0231556781,cover=0
- 58:[MidArea5<0.603350997] yes=117,no=118,missing=117,gain=3.39147186,cover=1326
- 117:leaf=-0.00201326818,cover=0
- 118:leaf=0.0306467004,cover=0
- 14:[Curv5<-0.066452302] yes=29,no=30,missing=29,gain=38.8608093,cover=4927224
- 29:[PialArea5<0.721636832] yes=59,no=60,missing=59,gain=98.8054352,cover=2346841
- 59:[Area5<0.536314785] yes=119,no=120,missing=119,gain=29.3547974,cover=187762
- 119:leaf=-0.000425656472,cover=0
- 120:leaf=-0.00173787551,cover=0
- 60:[Sulc0<-0.115756653] yes=121,no=122,missing=121,gain=64.0501785,cover=2159079
- 121:leaf=-0.000164073761,cover=0
- 122:leaf=0.00085310312,cover=0
- 30:[PialCurv5<-0.0456207059] yes=61,no=62,missing=61,gain=384.904602,cover=2580383
- 61:[PialArea5<0.742050111] yes=123,no=124,missing=124,gain=137.847534,cover=79483
- 123:leaf=0.000804668001,cover=0
- 124:leaf=0.00511919335,cover=0
- 62:[Curv5<-0.024997253] yes=125,no=126,missing=125,gain=65.7850723,cover=2500900
- 125:leaf=-0.000700580946,cover=0
- 126:leaf=8.6601729e-05,cover=0
-booster[184]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=2,gain=30.513464,cover=5124388
- 1:[Area5<0.642765105] yes=3,no=4,missing=3,gain=16.0032578,cover=60049
- 3:[PialCurv5<0.178517133] yes=7,no=8,missing=7,gain=6.38277006,cover=31963
- 7:[Curv5<0.103246093] yes=15,no=16,missing=16,gain=7.61024475,cover=3775
- 15:[Ecc<21.3640327] yes=31,no=32,missing=31,gain=4.72499752,cover=503
- 31:[Pol<103.851685] yes=63,no=64,missing=63,gain=6.58793068,cover=362
- 63:leaf=-0.0118181473,cover=0
- 64:leaf=0.00198953436,cover=0
- 32:[Ecc<33.9075584] yes=65,no=66,missing=65,gain=2.6147604,cover=141
- 65:leaf=0.0102070952,cover=0
- 66:leaf=-0.0034553546,cover=0
- 16:[Ecc<31.520586] yes=33,no=34,missing=34,gain=5.15879154,cover=3272
- 33:[Ecc<15.121048] yes=67,no=68,missing=67,gain=3.61653709,cover=3051
- 67:leaf=0.00358693348,cover=0
- 68:leaf=-0.000476195157,cover=0
- 34:[LGI5<3.26095963] yes=69,no=70,missing=70,gain=2.85184288,cover=221
- 69:leaf=0.00231731753,cover=0
- 70:leaf=0.01446003,cover=0
- 8:[Sulc0<0.167916268] yes=17,no=18,missing=17,gain=5.80220699,cover=28188
- 17:[Area5<0.4695113] yes=35,no=36,missing=35,gain=5.52408886,cover=1338
- 35:[LGI5<2.47264814] yes=71,no=72,missing=71,gain=1.99204969,cover=126
- 71:leaf=-0.0101788305,cover=0
- 72:leaf=0.00428883592,cover=0
- 36:[Pol<90.9627914] yes=73,no=74,missing=73,gain=4.12363243,cover=1212
- 73:leaf=0.0118606631,cover=0
- 74:leaf=0.00321511412,cover=0
- 18:[LGI5<3.41813922] yes=37,no=38,missing=37,gain=5.33892488,cover=26850
- 37:[LGI5<3.30554914] yes=75,no=76,missing=75,gain=4.40972137,cover=25089
- 75:leaf=-9.31691247e-05,cover=0
- 76:leaf=-0.00313979061,cover=0
- 38:[Area5<0.548651993] yes=77,no=78,missing=78,gain=2.63515759,cover=1761
- 77:leaf=0.00706137344,cover=0
- 78:leaf=0.00176225777,cover=0
- 4:[MidArea5<0.439916283] yes=9,no=10,missing=9,gain=17.9209557,cover=28086
- 9:[MidArea5<0.421422303] yes=19,no=20,missing=19,gain=3.90073013,cover=1635
- 19:[Curv5<0.266060919] yes=39,no=40,missing=39,gain=1.92301083,cover=226
- 39:[Ecc<40.3354568] yes=79,no=80,missing=79,gain=0.754415512,cover=179
- 79:leaf=0.0170874409,cover=0
- 80:leaf=0.0083134789,cover=0
- 40:[Ecc<25.981123] yes=81,no=82,missing=81,gain=1.11539018,cover=47
- 81:leaf=0.0189189892,cover=0
- 82:leaf=0.000147286599,cover=0
- 20:[Area5<0.661233962] yes=41,no=42,missing=42,gain=3.98737717,cover=1409
- 41:[Pol<101.159882] yes=83,no=84,missing=84,gain=1.31406927,cover=911
- 83:leaf=0.00270667556,cover=0
- 84:leaf=0.00668690307,cover=0
- 42:[PialCurv5<0.493508637] yes=85,no=86,missing=85,gain=2.94342613,cover=498
- 85:leaf=0.0115956208,cover=0
- 86:leaf=0.00194408919,cover=0
- 10:[Curv5<0.18040961] yes=21,no=22,missing=21,gain=11.2421341,cover=26451
- 21:[Sulc0<0.433680743] yes=43,no=44,missing=43,gain=4.54243469,cover=12637
- 43:[LGI5<2.26652193] yes=87,no=88,missing=87,gain=2.43287849,cover=397
- 87:leaf=-0.00329471007,cover=0
- 88:leaf=0.009362421,cover=0
- 44:[Pol<80.8913651] yes=89,no=90,missing=89,gain=3.30483246,cover=12240
- 89:leaf=0.00519651826,cover=0
- 90:leaf=0.00232967013,cover=0
- 22:[Sulc0<0.636906147] yes=45,no=46,missing=45,gain=7.36793041,cover=13814
- 45:[Curv5<0.266060919] yes=91,no=92,missing=91,gain=4.19200802,cover=1915
- 91:leaf=0.00433215732,cover=0
- 92:leaf=-0.00362955476,cover=0
- 46:[Area5<0.704541981] yes=93,no=94,missing=93,gain=7.68864155,cover=11899
- 93:leaf=-0.00051185512,cover=0
- 94:leaf=0.00240133191,cover=0
- 2:[PialArea5<0.900697351] yes=5,no=6,missing=5,gain=34.142765,cover=5064339
- 5:[MidArea5<0.783437908] yes=11,no=12,missing=12,gain=61.5992775,cover=3368626
- 11:[Area5<0.755546272] yes=23,no=24,missing=23,gain=91.6243057,cover=3125142
- 23:[PialCurv5<0.0904879719] yes=47,no=48,missing=47,gain=45.5132103,cover=2822731
- 47:[Curv5<-0.0109836133] yes=95,no=96,missing=95,gain=112.438667,cover=1712699
- 95:leaf=-0.000215076259,cover=0
- 96:leaf=0.000695143128,cover=0
- 48:[PialArea5<0.542192638] yes=97,no=98,missing=98,gain=81.2536316,cover=1110032
- 97:leaf=-9.66347288e-05,cover=0
- 98:leaf=-0.00102793204,cover=0
- 24:[Curv5<0.00546095846] yes=49,no=50,missing=49,gain=58.1780014,cover=302411
- 49:[Pol<147.599014] yes=99,no=100,missing=99,gain=35.3777771,cover=20969
- 99:leaf=-0.00270652655,cover=0
- 100:leaf=0.00267305854,cover=0
- 50:[PialCurv5<0.0495097227] yes=101,no=102,missing=101,gain=47.4504929,cover=281442
- 101:leaf=0.00370291783,cover=0
- 102:leaf=0.000821506314,cover=0
- 12:[Pol<116.093399] yes=25,no=26,missing=26,gain=40.3909683,cover=243484
- 25:[Area5<0.987501919] yes=51,no=52,missing=51,gain=15.3307867,cover=138775
- 51:[Pol<30.3635597] yes=103,no=104,missing=104,gain=15.1129732,cover=134715
- 103:leaf=0.000655025011,cover=0
- 104:leaf=-0.000664246036,cover=0
- 52:[Sulc0<0.00591620663] yes=105,no=106,missing=105,gain=11.8357201,cover=4060
- 105:leaf=-0.00235451548,cover=0
- 106:leaf=0.00415550126,cover=0
- 26:[Pol<152.827332] yes=53,no=54,missing=53,gain=28.6556549,cover=104709
- 53:[Ecc<33.2971039] yes=107,no=108,missing=107,gain=25.3771057,cover=75522
- 107:leaf=-0.00242893747,cover=0
- 108:leaf=0.000611737545,cover=0
- 54:[Ecc<2.31110334] yes=109,no=110,missing=109,gain=10.4697723,cover=29187
- 109:leaf=-0.00333491084,cover=0
- 110:leaf=1.63795994e-05,cover=0
- 6:[Area5<0.748478889] yes=13,no=14,missing=13,gain=59.996357,cover=1695713
- 13:[Sulc0<-0.108384088] yes=27,no=28,missing=28,gain=99.129158,cover=1193082
- 27:[Curv5<-0.0461937301] yes=55,no=56,missing=56,gain=53.2324371,cover=1110773
- 55:[Sulc0<-0.966370046] yes=111,no=112,missing=111,gain=39.3539391,cover=1073644
- 111:leaf=-0.000488140387,cover=0
- 112:leaf=0.000316885853,cover=0
- 56:[PialCurv5<-0.0314326771] yes=113,no=114,missing=113,gain=71.8886261,cover=37129
- 113:leaf=0.00683673052,cover=0
- 114:leaf=0.00108225772,cover=0
- 28:[Ecc<23.5513935] yes=57,no=58,missing=58,gain=28.7634277,cover=82309
- 57:[Pol<69.6327286] yes=115,no=116,missing=116,gain=23.2197571,cover=41753
- 115:leaf=0.00100639497,cover=0
- 116:leaf=0.00367394136,cover=0
- 58:[LGI5<3.12489319] yes=117,no=118,missing=118,gain=32.2786789,cover=40556
- 117:leaf=-0.000573923229,cover=0
- 118:leaf=0.00228688912,cover=0
- 14:[PialArea5<1.03340518] yes=29,no=30,missing=29,gain=43.5654411,cover=502631
- 29:[Pol<27.4246235] yes=59,no=60,missing=59,gain=17.3419647,cover=163396
- 59:[LGI5<2.47264814] yes=119,no=120,missing=120,gain=9.17651749,cover=26843
- 119:leaf=0.00465286616,cover=0
- 120:leaf=1.56566875e-05,cover=0
- 60:[Curv5<-0.0296960976] yes=121,no=122,missing=121,gain=13.6445465,cover=136553
- 121:leaf=-0.00154907722,cover=0
- 122:leaf=-0.000501251023,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=62,gain=15.6677713,cover=339235
- 61:[Curv5<-0.0553030409] yes=123,no=124,missing=124,gain=18.0270004,cover=327558
- 123:leaf=-2.08617603e-05,cover=0
- 124:leaf=0.00120534049,cover=0
- 62:[LGI5<3.08610082] yes=125,no=126,missing=125,gain=17.7498703,cover=11677
- 125:leaf=-0.00301627885,cover=0
- 126:leaf=0.00126402779,cover=0
-booster[185]:
-0:[LGI5<2.35279679] yes=1,no=2,missing=2,gain=30.7015076,cover=5124388
- 1:[Ecc<6.52965975] yes=3,no=4,missing=4,gain=32.7129517,cover=566021
- 3:[Sulc0<-1.12931466] yes=7,no=8,missing=7,gain=18.0104332,cover=530417
- 7:[Curv5<-0.163374811] yes=15,no=16,missing=16,gain=4.5304451,cover=22294
- 15:[Area5<0.730491161] yes=31,no=32,missing=32,gain=5.29581118,cover=21161
- 31:[Ecc<2.6050899] yes=63,no=64,missing=64,gain=3.45610189,cover=19885
- 63:leaf=-0.0013837904,cover=0
- 64:leaf=8.84945257e-05,cover=0
- 32:[LGI5<2.27925944] yes=65,no=66,missing=66,gain=1.70983911,cover=1276
- 65:leaf=0.000184384218,cover=0
- 66:leaf=0.00389490835,cover=0
- 16:[Pol<137.578873] yes=33,no=34,missing=34,gain=6.27061081,cover=1133
- 33:[PialCurv5<0.0377402082] yes=67,no=68,missing=67,gain=2.73392534,cover=829
- 67:leaf=-0.00209157984,cover=0
- 68:leaf=0.0230075698,cover=0
- 34:[PialCurv5<-0.0905637741] yes=69,no=70,missing=70,gain=2.41950417,cover=304
- 69:leaf=-0.0052017821,cover=0
- 70:leaf=-0.0142067736,cover=0
- 8:[Area5<0.833255887] yes=17,no=18,missing=18,gain=15.3988724,cover=508123
- 17:[Curv5<0.233002663] yes=35,no=36,missing=35,gain=14.208046,cover=498812
- 35:[PialArea5<0.39522177] yes=71,no=72,missing=71,gain=15.0078354,cover=488200
- 71:leaf=0.00187641371,cover=0
- 72:leaf=0.000529179408,cover=0
- 36:[PialArea5<0.349780142] yes=73,no=74,missing=74,gain=5.35366774,cover=10612
- 73:leaf=-0.000293259538,cover=0
- 74:leaf=-0.00256444723,cover=0
- 18:[MidArea5<0.95319289] yes=37,no=38,missing=37,gain=6.01669312,cover=9311
- 37:[Sulc0<0.33585754] yes=75,no=76,missing=75,gain=6.39340591,cover=4377
- 75:leaf=-0.00347611099,cover=0
- 76:leaf=0.00299286912,cover=0
- 38:[Curv5<-0.19738704] yes=77,no=78,missing=77,gain=2.20583987,cover=4934
- 77:leaf=0.00276834029,cover=0
- 78:leaf=-0.000668796536,cover=0
- 4:[Sulc0<-0.357752919] yes=9,no=10,missing=9,gain=3.87536621,cover=35604
- 9:[PialCurv5<-0.0314326771] yes=19,no=20,missing=20,gain=9.06797409,cover=12666
- 19:[Area5<0.586059749] yes=39,no=40,missing=39,gain=5.86748981,cover=11765
- 39:[Ecc<9.0678978] yes=79,no=80,missing=80,gain=4.59261751,cover=4641
- 79:leaf=-0.000382081838,cover=0
- 80:leaf=0.00767860282,cover=0
- 40:[MidArea5<0.797055602] yes=81,no=82,missing=81,gain=6.83403492,cover=7124
- 81:leaf=-0.00409628358,cover=0
- 82:leaf=-0.000975945673,cover=0
- 20:[LGI5<2.13090348] yes=41,no=42,missing=42,gain=3.27467442,cover=901
- 41:[Pol<120.854889] yes=83,no=84,missing=83,gain=3.45063305,cover=44
- 83:leaf=0.0235209949,cover=0
- 84:leaf=-0.0046067154,cover=0
- 42:[PialCurv5<0.0308136549] yes=85,no=86,missing=86,gain=1.92999077,cover=857
- 85:leaf=-0.00599820958,cover=0
- 86:leaf=-0.0116080139,cover=0
- 10:[Ecc<10.569519] yes=21,no=22,missing=21,gain=5.34684563,cover=22938
- 21:[PialArea5<0.890138209] yes=43,no=44,missing=43,gain=6.88911819,cover=21319
- 43:[Pol<78.2110443] yes=87,no=88,missing=87,gain=3.25914812,cover=19654
- 87:leaf=-0.00287611713,cover=0
- 88:leaf=-0.000580581604,cover=0
- 44:[Sulc0<-0.137935251] yes=89,no=90,missing=89,gain=3.23481035,cover=1665
- 89:leaf=0.00089725916,cover=0
- 90:leaf=0.00547327986,cover=0
- 22:[PialArea5<0.696357906] yes=45,no=46,missing=45,gain=4.02311468,cover=1619
- 45:[Area5<0.576076329] yes=91,no=92,missing=91,gain=2.30085564,cover=1142
- 91:leaf=0.00765331462,cover=0
- 92:leaf=-0.00240837852,cover=0
- 46:[Curv5<-0.134546712] yes=93,no=94,missing=93,gain=1.84840012,cover=477
- 93:leaf=-0.00292180479,cover=0
- 94:leaf=-0.00954546314,cover=0
- 2:[Ecc<3.29132295] yes=5,no=6,missing=5,gain=37.8023911,cover=4558367
- 5:[LGI5<2.51969218] yes=11,no=12,missing=11,gain=92.8175354,cover=722905
- 11:[Sulc0<-0.516633809] yes=23,no=24,missing=24,gain=53.2070732,cover=498168
- 23:[Curv5<-0.148390457] yes=47,no=48,missing=48,gain=48.0989761,cover=294948
- 47:[PialCurv5<-0.210138425] yes=95,no=96,missing=96,gain=17.097662,cover=200537
- 95:leaf=0.00711588887,cover=0
- 96:leaf=-2.83002391e-05,cover=0
- 48:[Pol<42.7478409] yes=97,no=98,missing=97,gain=40.7783813,cover=94411
- 97:leaf=0.00367108802,cover=0
- 98:leaf=0.000900996383,cover=0
- 24:[MidArea5<0.686545253] yes=49,no=50,missing=50,gain=29.8100529,cover=203220
- 49:[Pol<50.9985542] yes=99,no=100,missing=99,gain=11.1345644,cover=121121
- 99:leaf=-0.00276677171,cover=0
- 100:leaf=-2.64955506e-05,cover=0
- 50:[PialCurv5<0.110155433] yes=101,no=102,missing=101,gain=35.7689552,cover=82099
- 101:leaf=-0.00177988072,cover=0
- 102:leaf=0.00117010879,cover=0
- 12:[Pol<40.9012032] yes=25,no=26,missing=25,gain=27.0538635,cover=224737
- 25:[Curv5<-0.163374811] yes=51,no=52,missing=51,gain=25.1900406,cover=46934
- 51:[LGI5<2.61980247] yes=103,no=104,missing=104,gain=8.56677437,cover=34338
- 103:leaf=-0.000215691121,cover=0
- 104:leaf=-0.00183494703,cover=0
- 52:[Ecc<1.31300318] yes=105,no=106,missing=105,gain=32.3155365,cover=12596
- 105:leaf=-0.00190484046,cover=0
- 106:leaf=0.00351349334,cover=0
- 26:[MidArea5<0.709417045] yes=53,no=54,missing=53,gain=53.2836151,cover=177803
- 53:[Area5<0.595263004] yes=107,no=108,missing=108,gain=10.131258,cover=85307
- 107:leaf=2.59541348e-08,cover=0
- 108:leaf=-0.00109377434,cover=0
- 54:[Area5<0.631603718] yes=109,no=110,missing=109,gain=25.013855,cover=92496
- 109:leaf=-0.00112918287,cover=0
- 110:leaf=-0.00289107603,cover=0
- 6:[Sulc0<-0.563680887] yes=13,no=14,missing=13,gain=64.2565918,cover=3835462
- 13:[Pol<25.2957573] yes=27,no=28,missing=27,gain=49.1025124,cover=848231
- 27:[Curv5<-0.0642315522] yes=55,no=56,missing=56,gain=17.5955906,cover=252108
- 55:[Ecc<5.46745825] yes=111,no=112,missing=111,gain=11.0526381,cover=246144
- 111:leaf=0.000858096813,cover=0
- 112:leaf=-5.15777572e-07,cover=0
- 56:[LGI5<2.73607373] yes=113,no=114,missing=113,gain=25.9570236,cover=5964
- 113:leaf=0.00902759191,cover=0
- 114:leaf=0.00113049592,cover=0
- 28:[Pol<160.869751] yes=57,no=58,missing=57,gain=44.4155655,cover=596123
- 57:[Curv5<-0.282992184] yes=115,no=116,missing=115,gain=48.3850861,cover=372521
- 115:leaf=0.000688747212,cover=0
- 116:leaf=-0.00114054012,cover=0
- 58:[Curv5<-0.204921171] yes=117,no=118,missing=117,gain=21.0528603,cover=223602
- 117:leaf=-0.000478879228,cover=0
- 118:leaf=0.00049880083,cover=0
- 14:[Curv5<-0.168147355] yes=29,no=30,missing=29,gain=77.0518112,cover=2987231
- 29:[PialCurv5<-0.0800075978] yes=59,no=60,missing=59,gain=151.013428,cover=359303
- 59:[Curv5<-0.245563462] yes=119,no=120,missing=119,gain=41.4151878,cover=327661
- 119:leaf=0.00139847677,cover=0
- 120:leaf=0.000149364962,cover=0
- 60:[PialArea5<0.798493028] yes=121,no=122,missing=122,gain=65.7513123,cover=31642
- 121:leaf=0.00122677127,cover=0
- 122:leaf=0.00591512723,cover=0
- 30:[PialCurv5<-0.11032705] yes=61,no=62,missing=61,gain=104.551414,cover=2627928
- 61:[PialArea5<0.658944428] yes=123,no=124,missing=124,gain=39.6530533,cover=25413
- 123:leaf=-0.00175596797,cover=0
- 124:leaf=0.00401320262,cover=0
- 62:[LGI5<3.48966408] yes=125,no=126,missing=125,gain=52.1903954,cover=2602515
- 125:leaf=7.77480091e-05,cover=0
- 126:leaf=-0.000715257484,cover=0
-booster[186]:
-0:[PialArea5<1.19545019] yes=1,no=2,missing=2,gain=29.8100777,cover=5124388
- 1:[Pol<175.068527] yes=3,no=4,missing=3,gain=32.3909264,cover=4801342
- 3:[Sulc0<-0.101085678] yes=7,no=8,missing=7,gain=38.0068703,cover=4615488
- 7:[Area5<0.57817024] yes=15,no=16,missing=16,gain=66.2896118,cover=2483303
- 15:[Pol<60.4070244] yes=31,no=32,missing=31,gain=68.3579254,cover=627053
- 31:[PialCurv5<-0.121481076] yes=63,no=64,missing=63,gain=10.5744457,cover=167577
- 63:leaf=-0.000249475823,cover=0
- 64:leaf=-0.00104862417,cover=0
- 32:[PialArea5<0.679818809] yes=65,no=66,missing=66,gain=49.4553032,cover=459476
- 65:leaf=-0.000454894325,cover=0
- 66:leaf=0.000835749321,cover=0
- 16:[Pol<23.2745647] yes=33,no=34,missing=34,gain=112.84671,cover=1856250
- 33:[LGI5<2.73077893] yes=67,no=68,missing=67,gain=55.3844833,cover=308854
- 67:leaf=0.00155221799,cover=0
- 68:leaf=9.54239731e-05,cover=0
- 34:[Ecc<0.45941934] yes=69,no=70,missing=70,gain=97.9709473,cover=1547396
- 69:leaf=0.00173766993,cover=0
- 70:leaf=-0.000580190273,cover=0
- 8:[PialCurv5<0.0616685152] yes=17,no=18,missing=17,gain=79.922699,cover=2132185
- 17:[Ecc<5.08081961] yes=35,no=36,missing=35,gain=109.717072,cover=653374
- 35:[Ecc<2.97906685] yes=71,no=72,missing=71,gain=14.4026871,cover=53669
- 71:leaf=-0.00266286056,cover=0
- 72:leaf=-0.000969941902,cover=0
- 36:[Ecc<20.0856266] yes=73,no=74,missing=73,gain=103.946701,cover=599705
- 73:leaf=0.00135851605,cover=0
- 74:leaf=3.66699023e-05,cover=0
- 18:[Area5<0.650824547] yes=37,no=38,missing=37,gain=72.5639191,cover=1478811
- 37:[PialArea5<0.432214499] yes=75,no=76,missing=75,gain=22.7591629,cover=281157
- 75:leaf=-0.000469416118,cover=0
- 76:leaf=-0.00139472692,cover=0
- 38:[PialArea5<0.617149889] yes=77,no=78,missing=77,gain=87.5701752,cover=1197654
- 77:leaf=0.000328400551,cover=0
- 78:leaf=-0.000634945638,cover=0
- 4:[Ecc<1.21076584] yes=9,no=10,missing=10,gain=22.5389118,cover=185854
- 9:[Sulc0<-0.673217118] yes=19,no=20,missing=19,gain=5.33619595,cover=18361
- 19:[Ecc<0.45941934] yes=39,no=40,missing=39,gain=7.54388332,cover=5077
- 39:[Area5<0.698189139] yes=79,no=80,missing=79,gain=1.82502544,cover=1837
- 79:leaf=-0.000342463056,cover=0
- 80:leaf=0.00529434718,cover=0
- 40:[Area5<0.633885562] yes=81,no=82,missing=81,gain=7.77980804,cover=3240
- 81:leaf=-0.00249141525,cover=0
- 82:leaf=-0.00822382048,cover=0
- 20:[PialArea5<0.669517875] yes=41,no=42,missing=41,gain=2.26869822,cover=13284
- 41:[LGI5<2.22170687] yes=83,no=84,missing=83,gain=2.91528201,cover=7608
- 83:leaf=0.00285379402,cover=0
- 84:leaf=-0.000292286015,cover=0
- 42:[PialCurv5<0.0044251224] yes=85,no=86,missing=85,gain=2.75104904,cover=5676
- 85:leaf=-0.000685970008,cover=0
- 86:leaf=-0.00334094279,cover=0
- 10:[PialCurv5<-0.0923183635] yes=21,no=22,missing=21,gain=27.3285789,cover=167493
- 21:[Curv5<-0.125495523] yes=43,no=44,missing=44,gain=12.4018946,cover=81812
- 43:[PialArea5<0.908809483] yes=87,no=88,missing=87,gain=9.76666737,cover=79751
- 87:leaf=0.00077750202,cover=0
- 88:leaf=-0.00037063894,cover=0
- 44:[PialCurv5<-0.138158455] yes=89,no=90,missing=89,gain=2.26249695,cover=2061
- 89:leaf=0.0116948597,cover=0
- 90:leaf=0.00361979729,cover=0
- 22:[Sulc0<-0.0172607526] yes=45,no=46,missing=45,gain=21.2465973,cover=85681
- 45:[PialArea5<0.593058109] yes=91,no=92,missing=91,gain=23.6622467,cover=74244
- 91:leaf=0.00356042804,cover=0
- 92:leaf=0.00129936379,cover=0
- 46:[Ecc<7.29654455] yes=93,no=94,missing=94,gain=12.8079748,cover=11437
- 93:leaf=-0.00609712489,cover=0
- 94:leaf=-7.15894057e-05,cover=0
- 2:[Pol<45.5953903] yes=5,no=6,missing=6,gain=15.092144,cover=323046
- 5:[Area5<0.670794368] yes=11,no=12,missing=11,gain=14.2821512,cover=176818
- 11:[PialCurv5<-0.072655201] yes=23,no=24,missing=23,gain=11.3408995,cover=28893
- 23:[Curv5<-0.206445083] yes=47,no=48,missing=47,gain=13.4901848,cover=27728
- 47:[Ecc<3.03937531] yes=95,no=96,missing=95,gain=6.92373037,cover=17167
- 95:leaf=-0.000329534785,cover=0
- 96:leaf=0.00170931185,cover=0
- 48:[PialArea5<1.4350239] yes=97,no=98,missing=97,gain=10.1362,cover=10561
- 97:leaf=0.00210208772,cover=0
- 98:leaf=0.0063007311,cover=0
- 24:[Ecc<1.41371143] yes=49,no=50,missing=49,gain=2.81976509,cover=1165
- 49:[Sulc0<-0.650102437] yes=99,no=100,missing=99,gain=2.74675822,cover=353
- 99:leaf=-0.00206474564,cover=0
- 100:leaf=0.00911158323,cover=0
- 50:[Sulc0<-1.01050735] yes=101,no=102,missing=101,gain=2.67582035,cover=812
- 101:leaf=-0.012460677,cover=0
- 102:leaf=-0.00412130263,cover=0
- 12:[Ecc<11.1913614] yes=25,no=26,missing=25,gain=7.7690959,cover=147925
- 25:[Area5<0.839165807] yes=51,no=52,missing=51,gain=13.6657009,cover=114926
- 51:[MidArea5<1.21578133] yes=103,no=104,missing=103,gain=19.5732937,cover=88416
- 103:leaf=-8.57112173e-05,cover=0
- 104:leaf=0.0037428108,cover=0
- 52:[Sulc0<-1.19305253] yes=105,no=106,missing=105,gain=11.215435,cover=26510
- 105:leaf=0.00513804005,cover=0
- 106:leaf=-0.0013955459,cover=0
- 26:[Pol<24.282547] yes=53,no=54,missing=53,gain=9.40853119,cover=32999
- 53:[LGI5<2.67457628] yes=107,no=108,missing=108,gain=4.64218521,cover=21365
- 107:leaf=-0.00409027003,cover=0
- 108:leaf=0.00136105856,cover=0
- 54:[Sulc0<-0.903383076] yes=109,no=110,missing=109,gain=7.15650463,cover=11634
- 109:leaf=0.00299810711,cover=0
- 110:leaf=-0.00094606675,cover=0
- 6:[Curv5<-0.104371414] yes=13,no=14,missing=14,gain=13.6401825,cover=146228
- 13:[LGI5<2.33061647] yes=27,no=28,missing=27,gain=13.4636021,cover=123006
- 27:[Area5<0.633885562] yes=55,no=56,missing=55,gain=8.17957497,cover=14556
- 55:[Ecc<0.513775289] yes=111,no=112,missing=112,gain=4.7531395,cover=3529
- 111:leaf=-0.00134239532,cover=0
- 112:leaf=0.00477004517,cover=0
- 56:[Pol<133.406311] yes=113,no=114,missing=114,gain=7.20556641,cover=11027
- 113:leaf=0.000467499485,cover=0
- 114:leaf=0.00315830368,cover=0
- 28:[Sulc0<-0.696500599] yes=57,no=58,missing=57,gain=11.645195,cover=108450
- 57:[PialArea5<1.48916721] yes=115,no=116,missing=115,gain=9.01325321,cover=54805
- 115:leaf=-0.000294956757,cover=0
- 116:leaf=0.00174718571,cover=0
- 58:[Pol<168.023468] yes=117,no=118,missing=117,gain=14.005394,cover=53645
- 117:leaf=0.00139448687,cover=0
- 118:leaf=-0.000561710622,cover=0
- 14:[PialCurv5<-0.0758950338] yes=29,no=30,missing=29,gain=72.4222336,cover=23222
- 29:[Sulc0<-0.563680887] yes=59,no=60,missing=59,gain=19.924881,cover=2972
- 59:[Pol<146.864227] yes=119,no=120,missing=120,gain=14.8700409,cover=1563
- 119:leaf=0.00854253303,cover=0
- 120:leaf=0.0183331333,cover=0
- 60:[PialCurv5<-0.122305259] yes=121,no=122,missing=122,gain=6.20855713,cover=1409
- 121:leaf=-0.0162000041,cover=0
- 122:leaf=0.00544519117,cover=0
- 30:[PialCurv5<-0.0644776821] yes=61,no=62,missing=62,gain=9.3687582,cover=20250
- 61:[Curv5<-0.066452302] yes=123,no=124,missing=123,gain=9.84607792,cover=3360
- 123:leaf=0.0025790208,cover=0
- 124:leaf=0.0135001186,cover=0
- 62:[Area5<0.704541981] yes=125,no=126,missing=125,gain=9.54615498,cover=16890
- 125:leaf=-0.00304418313,cover=0
- 126:leaf=0.000816602376,cover=0
-booster[187]:
-0:[LGI5<2.23211861] yes=1,no=2,missing=1,gain=28.6127968,cover=5124388
- 1:[Area5<0.684738636] yes=3,no=4,missing=3,gain=19.1559029,cover=140393
- 3:[Pol<74.7525482] yes=7,no=8,missing=8,gain=14.1102905,cover=106871
- 7:[Ecc<4.8056078] yes=15,no=16,missing=15,gain=7.80336428,cover=32241
- 15:[Ecc<1.51801682] yes=31,no=32,missing=31,gain=4.48376751,cover=31287
- 31:[LGI5<2.19753051] yes=63,no=64,missing=63,gain=7.63860703,cover=16511
- 63:leaf=-0.00115502824,cover=0
- 64:leaf=0.00103611161,cover=0
- 32:[Pol<15.1533136] yes=65,no=66,missing=65,gain=7.54005289,cover=14776
- 65:leaf=0.00374193792,cover=0
- 66:leaf=0.000476423389,cover=0
- 16:[MidArea5<0.619563401] yes=33,no=34,missing=33,gain=1.79962635,cover=954
- 33:[Curv5<-0.26661092] yes=67,no=68,missing=68,gain=0.414496899,cover=171
- 67:leaf=-0.00204407726,cover=0
- 68:leaf=-0.00981946196,cover=0
- 34:[Sulc0<-0.481185079] yes=69,no=70,missing=69,gain=1.37262154,cover=783
- 69:leaf=-0.00549298152,cover=0
- 70:leaf=-0.00129672384,cover=0
- 8:[Curv5<0.0798443258] yes=17,no=18,missing=17,gain=17.7829323,cover=74630
- 17:[LGI5<2.16230083] yes=35,no=36,missing=36,gain=14.3749161,cover=60001
- 35:[Sulc0<-0.956550419] yes=71,no=72,missing=71,gain=6.5023694,cover=17861
- 71:leaf=-0.00131876057,cover=0
- 72:leaf=0.00107847399,cover=0
- 36:[LGI5<2.22170687] yes=73,no=74,missing=73,gain=11.2905121,cover=42140
- 73:leaf=0.00271059922,cover=0
- 74:leaf=0.000673897914,cover=0
- 18:[PialArea5<0.432214499] yes=37,no=38,missing=37,gain=7.2840333,cover=14629
- 37:[Curv5<0.245671451] yes=75,no=76,missing=75,gain=4.7273674,cover=8044
- 75:leaf=0.00150756643,cover=0
- 76:leaf=-0.00140714122,cover=0
- 38:[LGI5<2.21018219] yes=77,no=78,missing=77,gain=7.33153534,cover=6585
- 77:leaf=-0.00240673893,cover=0
- 78:leaf=0.00133471598,cover=0
- 4:[Ecc<1.96654522] yes=9,no=10,missing=9,gain=19.6894779,cover=33522
- 9:[Curv5<-0.0708468556] yes=19,no=20,missing=19,gain=7.55640316,cover=11318
- 19:[Curv5<-0.319950402] yes=39,no=40,missing=39,gain=8.27767086,cover=4768
- 39:[Ecc<0.836319208] yes=79,no=80,missing=80,gain=0.592628479,cover=25
- 79:leaf=-0.00522440067,cover=0
- 80:leaf=0.0295212697,cover=0
- 40:[PialArea5<1.01690364] yes=81,no=82,missing=81,gain=3.89241028,cover=4743
- 81:leaf=-0.00223084702,cover=0
- 82:leaf=0.000759699557,cover=0
- 20:[PialCurv5<-0.0632625744] yes=41,no=42,missing=42,gain=8.00875664,cover=6550
- 41:[LGI5<2.18291569] yes=83,no=84,missing=83,gain=7.43742371,cover=320
- 83:leaf=0.0174316615,cover=0
- 84:leaf=0.00217728317,cover=0
- 42:[Ecc<0.406764686] yes=85,no=86,missing=85,gain=7.41915798,cover=6230
- 85:leaf=0.00576171,cover=0
- 86:leaf=0.00126169703,cover=0
- 10:[Sulc0<-0.00176540145] yes=21,no=22,missing=21,gain=13.3698807,cover=22204
- 21:[Pol<150.62207] yes=43,no=44,missing=43,gain=14.7999821,cover=15175
- 43:[Pol<97.9094925] yes=87,no=88,missing=87,gain=10.5633507,cover=14205
- 87:leaf=-0.00125442713,cover=0
- 88:leaf=-0.00400748802,cover=0
- 44:[MidArea5<0.686545253] yes=89,no=90,missing=89,gain=9.39178658,cover=970
- 89:leaf=0.0259929691,cover=0
- 90:leaf=0.00283843419,cover=0
- 22:[Ecc<6.98131132] yes=45,no=46,missing=45,gain=3.17361736,cover=7029
- 45:[Ecc<4.07113361] yes=91,no=92,missing=91,gain=3.64236021,cover=6044
- 91:leaf=-0.000117320196,cover=0
- 92:leaf=0.0023425736,cover=0
- 46:[PialArea5<0.736284733] yes=93,no=94,missing=93,gain=1.37348604,cover=985
- 93:leaf=-0.00266211084,cover=0
- 94:leaf=0.00344246323,cover=0
- 2:[PialArea5<0.292306483] yes=5,no=6,missing=5,gain=27.5637093,cover=4983995
- 5:[Area5<0.609410942] yes=11,no=12,missing=11,gain=16.6407185,cover=78800
- 11:[Curv5<0.0915888697] yes=23,no=24,missing=23,gain=3.67096806,cover=22678
- 23:[Pol<103.31839] yes=47,no=48,missing=47,gain=3.10121441,cover=612
- 47:[LGI5<2.76298451] yes=95,no=96,missing=95,gain=5.0149498,cover=398
- 95:leaf=-0.0149537148,cover=0
- 96:leaf=-0.00285400078,cover=0
- 48:[Pol<113.394409] yes=97,no=98,missing=97,gain=1.21871483,cover=214
- 97:leaf=0.00565075269,cover=0
- 98:leaf=-0.00210786867,cover=0
- 24:[PialCurv5<0.141046807] yes=49,no=50,missing=49,gain=7.04554081,cover=22066
- 49:[LGI5<2.68917012] yes=99,no=100,missing=100,gain=5.36896706,cover=1397
- 99:leaf=0.00057584187,cover=0
- 100:leaf=0.00682236347,cover=0
- 50:[Sulc0<-0.0172607526] yes=101,no=102,missing=102,gain=4.29061699,cover=20669
- 101:leaf=0.00317631708,cover=0
- 102:leaf=-0.000503699179,cover=0
- 12:[MidArea5<0.421422303] yes=25,no=26,missing=25,gain=18.9384079,cover=56122
- 25:[Area5<0.630444467] yes=51,no=52,missing=51,gain=5.42570686,cover=1459
- 51:[Pol<90.9627914] yes=103,no=104,missing=104,gain=2.29837799,cover=976
- 103:leaf=0.00979882013,cover=0
- 104:leaf=0.00364756398,cover=0
- 52:[Sulc0<0.849368811] yes=105,no=106,missing=105,gain=2.43596458,cover=483
- 105:leaf=0.00607878156,cover=0
- 106:leaf=0.0137571935,cover=0
- 26:[Sulc0<0.474820405] yes=53,no=54,missing=53,gain=16.4102821,cover=54663
- 53:[Ecc<8.87956142] yes=107,no=108,missing=107,gain=4.20359802,cover=3898
- 107:leaf=0.00513355713,cover=0
- 108:leaf=0.00090790278,cover=0
- 54:[Curv5<0.174639657] yes=109,no=110,missing=109,gain=15.2672596,cover=50765
- 109:leaf=0.00204105675,cover=0
- 110:leaf=0.000272764213,cover=0
- 6:[Curv5<0.141257599] yes=13,no=14,missing=13,gain=32.8332367,cover=4905195
- 13:[PialArea5<0.502762914] yes=27,no=28,missing=27,gain=62.6432915,cover=4384650
- 27:[Area5<0.629274011] yes=55,no=56,missing=55,gain=94.7350388,cover=365941
- 55:[Ecc<35.8605728] yes=111,no=112,missing=111,gain=15.1229362,cover=77102
- 111:leaf=-0.000787862111,cover=0
- 112:leaf=-0.00473297061,cover=0
- 56:[Curv5<0.00780903921] yes=113,no=114,missing=113,gain=68.3239746,cover=288839
- 113:leaf=-0.00453455793,cover=0
- 114:leaf=0.0011621489,cover=0
- 28:[Curv5<0.0896491781] yes=57,no=58,missing=58,gain=45.5569954,cover=4018709
- 57:[Sulc0<0.474820405] yes=115,no=116,missing=116,gain=79.3369904,cover=3750730
- 115:leaf=-4.22631165e-05,cover=0
- 116:leaf=0.00118614209,cover=0
- 58:[Area5<0.792350233] yes=117,no=118,missing=117,gain=40.6963425,cover=267979
- 117:leaf=-0.000924796332,cover=0
- 118:leaf=0.000831806101,cover=0
- 14:[Ecc<7.08616447] yes=29,no=30,missing=29,gain=29.3715668,cover=520545
- 29:[Pol<86.7064972] yes=59,no=60,missing=60,gain=32.6039963,cover=223302
- 59:[Area5<0.629274011] yes=119,no=120,missing=119,gain=8.75712013,cover=19175
- 119:leaf=0.000253183738,cover=0
- 120:leaf=0.00265294081,cover=0
- 60:[Area5<0.606435955] yes=121,no=122,missing=121,gain=13.6056747,cover=204127
- 121:leaf=-0.00121440098,cover=0
- 122:leaf=2.30516136e-07,cover=0
- 30:[PialArea5<0.436710119] yes=61,no=62,missing=62,gain=23.0574646,cover=297243
- 61:[Pol<109.773643] yes=123,no=124,missing=123,gain=38.356041,cover=208251
- 123:leaf=-0.000778456917,cover=0
- 124:leaf=0.000930287875,cover=0
- 62:[PialCurv5<0.0695191324] yes=125,no=126,missing=126,gain=14.18013,cover=88992
- 125:leaf=0.0038200838,cover=0
- 126:leaf=-0.00148098031,cover=0
-booster[188]:
-0:[PialArea5<0.943111241] yes=1,no=2,missing=2,gain=28.5437813,cover=5124388
- 1:[MidArea5<0.811158717] yes=3,no=4,missing=3,gain=54.2664719,cover=3731703
- 3:[Area5<0.797084928] yes=7,no=8,missing=7,gain=55.9930573,cover=3529503
- 7:[Pol<175.068527] yes=15,no=16,missing=16,gain=39.2266693,cover=3420591
- 15:[Pol<94.4799194] yes=31,no=32,missing=31,gain=44.8897743,cover=3308237
- 31:[Ecc<30.4150848] yes=63,no=64,missing=63,gain=85.7558594,cover=1362694
- 63:leaf=0.000287982839,cover=0
- 64:leaf=-0.00087256683,cover=0
- 32:[Ecc<16.2597466] yes=65,no=66,missing=66,gain=46.6068726,cover=1945543
- 65:leaf=-0.000116702919,cover=0
- 66:leaf=-0.000717299175,cover=0
- 16:[Area5<0.68633163] yes=33,no=34,missing=34,gain=33.611496,cover=112354
- 33:[Ecc<1.10530448] yes=67,no=68,missing=68,gain=15.9283476,cover=85324
- 67:leaf=-0.00123651628,cover=0
- 68:leaf=0.000664105697,cover=0
- 34:[PialArea5<0.699586272] yes=69,no=70,missing=69,gain=21.7732468,cover=27030
- 69:leaf=0.0037660019,cover=0
- 70:leaf=0.000925910834,cover=0
- 8:[Curv5<0.00546095846] yes=17,no=18,missing=17,gain=25.3765068,cover=108912
- 17:[Pol<143.959366] yes=35,no=36,missing=36,gain=16.4898033,cover=6870
- 35:[Pol<82.8478928] yes=71,no=72,missing=71,gain=14.0063515,cover=5529
- 71:leaf=0.000210923958,cover=0
- 72:leaf=-0.00499317655,cover=0
- 36:[MidArea5<0.770541191] yes=73,no=74,missing=73,gain=7.19212723,cover=1341
- 73:leaf=0.00813549757,cover=0
- 74:leaf=0.000450495369,cover=0
- 18:[PialArea5<0.736284733] yes=37,no=38,missing=37,gain=13.3197708,cover=102042
- 37:[Curv5<0.120553598] yes=75,no=76,missing=76,gain=19.1194763,cover=88120
- 75:leaf=0.00232270919,cover=0
- 76:leaf=0.000844089023,cover=0
- 38:[Pol<49.2074432] yes=77,no=78,missing=77,gain=9.84119987,cover=13922
- 77:leaf=0.00297497376,cover=0
- 78:leaf=-0.000711456698,cover=0
- 4:[PialArea5<0.730471373] yes=9,no=10,missing=10,gain=23.7961464,cover=202200
- 9:[LGI5<3.58443618] yes=19,no=20,missing=19,gain=4.57606125,cover=3279
- 19:[MidArea5<0.938860953] yes=39,no=40,missing=39,gain=3.55565071,cover=2968
- 39:[LGI5<2.36467862] yes=79,no=80,missing=79,gain=3.03202629,cover=2594
- 79:leaf=-0.00125739665,cover=0
- 80:leaf=0.00296538253,cover=0
- 40:[Sulc0<1.25822949] yes=81,no=82,missing=82,gain=1.56093311,cover=374
- 81:leaf=0.00631346926,cover=0
- 82:leaf=0.0181060061,cover=0
- 20:[Curv5<0.141257599] yes=41,no=42,missing=41,gain=4.14365005,cover=311
- 41:[MidArea5<0.856507063] yes=83,no=84,missing=83,gain=1.98454571,cover=242
- 83:leaf=0.00819872972,cover=0
- 84:leaf=0.017452104,cover=0
- 42:[PialCurv5<0.107261039] yes=85,no=86,missing=85,gain=0.236374378,cover=69
- 85:leaf=-0.00610726466,cover=0
- 86:leaf=0.000228680015,cover=0
- 10:[Pol<114.966316] yes=21,no=22,missing=21,gain=20.1372528,cover=198921
- 21:[MidArea5<1.21578133] yes=43,no=44,missing=43,gain=8.93522644,cover=110243
- 43:[Pol<27.4246235] yes=87,no=88,missing=88,gain=8.78495407,cover=110193
- 87:leaf=0.000337201374,cover=0
- 88:leaf=-0.000732680492,cover=0
- 44:[PialCurv5<0.178517133] yes=89,no=90,missing=89,gain=1.27582073,cover=50
- 89:leaf=0.0246047974,cover=0
- 90:leaf=0.00485816365,cover=0
- 22:[Ecc<6.70300007] yes=45,no=46,missing=45,gain=29.7386017,cover=88678
- 45:[LGI5<2.33929968] yes=91,no=92,missing=91,gain=10.2787781,cover=18548
- 91:leaf=-0.000835242798,cover=0
- 92:leaf=-0.00384310703,cover=0
- 46:[LGI5<2.95092106] yes=93,no=94,missing=93,gain=25.8065338,cover=70130
- 93:leaf=0.000320515799,cover=0
- 94:leaf=-0.00170819648,cover=0
- 2:[Area5<0.794681609] yes=5,no=6,missing=5,gain=41.0794983,cover=1392685
- 5:[Pol<61.2046547] yes=11,no=12,missing=12,gain=50.5713196,cover=1168688
- 11:[LGI5<2.89660096] yes=23,no=24,missing=23,gain=31.6527023,cover=564279
- 23:[Curv5<-0.0686563179] yes=47,no=48,missing=48,gain=36.2387695,cover=350987
- 47:[MidArea5<1.21578133] yes=95,no=96,missing=95,gain=21.2857819,cover=333345
- 95:leaf=0.000115346651,cover=0
- 96:leaf=0.00462034764,cover=0
- 48:[Ecc<4.8056078] yes=97,no=98,missing=97,gain=44.795536,cover=17642
- 97:leaf=0.00536114909,cover=0
- 98:leaf=0.000275988394,cover=0
- 24:[Pol<23.2745647] yes=49,no=50,missing=49,gain=46.9080734,cover=213292
- 49:[Sulc0<0.0372688323] yes=99,no=100,missing=100,gain=8.51596165,cover=105861
- 99:leaf=0.000158470866,cover=0
- 100:leaf=0.00263275183,cover=0
- 50:[Curv5<-0.235803962] yes=101,no=102,missing=101,gain=49.811058,cover=107431
- 101:leaf=0.00192685833,cover=0
- 102:leaf=-0.00160636788,cover=0
- 12:[Sulc0<-0.463317156] yes=25,no=26,missing=26,gain=67.5942078,cover=604409
- 25:[Ecc<1.96654522] yes=51,no=52,missing=51,gain=46.1406097,cover=394107
- 51:[PialCurv5<-0.0758950338] yes=103,no=104,missing=104,gain=22.4102783,cover=88465
- 103:leaf=0.000781604263,cover=0
- 104:leaf=0.00259546982,cover=0
- 52:[LGI5<2.79054689] yes=105,no=106,missing=105,gain=40.2978439,cover=305642
- 105:leaf=-0.000477579189,cover=0
- 106:leaf=0.000715535949,cover=0
- 26:[Ecc<4.40349627] yes=53,no=54,missing=54,gain=55.8443451,cover=210302
- 53:[Pol<116.093399] yes=107,no=108,missing=107,gain=17.0859814,cover=28349
- 107:leaf=0.000321200379,cover=0
- 108:leaf=-0.00217273715,cover=0
- 54:[Pol<116.615585] yes=109,no=110,missing=109,gain=65.7919159,cover=181953
- 109:leaf=0.00362409465,cover=0
- 110:leaf=0.0012147607,cover=0
- 6:[PialArea5<1.16111541] yes=13,no=14,missing=13,gain=23.9899197,cover=223997
- 13:[Pol<30.3635597] yes=27,no=28,missing=27,gain=15.3211861,cover=102037
- 27:[LGI5<3.33014965] yes=55,no=56,missing=56,gain=7.98026228,cover=24460
- 55:[Ecc<0.836319208] yes=111,no=112,missing=111,gain=2.78707838,cover=19085
- 111:leaf=-0.00883048866,cover=0
- 112:leaf=-0.000333412143,cover=0
- 56:[Pol<13.2006302] yes=113,no=114,missing=114,gain=7.83735037,cover=5375
- 113:leaf=-0.000758728071,cover=0
- 114:leaf=0.00322611071,cover=0
- 28:[Area5<0.833255887] yes=57,no=58,missing=57,gain=9.92263794,cover=77577
- 57:[Ecc<0.669936359] yes=115,no=116,missing=116,gain=9.7222023,cover=46252
- 115:leaf=0.00883096177,cover=0
- 116:leaf=-0.000921233965,cover=0
- 58:[Sulc0<0.126604497] yes=117,no=118,missing=117,gain=19.8011742,cover=31325
- 117:leaf=-0.00263176998,cover=0
- 118:leaf=0.000561677036,cover=0
- 14:[Sulc0<-0.998678327] yes=29,no=30,missing=29,gain=9.96122169,cover=121960
- 29:[LGI5<2.68917012] yes=59,no=60,missing=60,gain=5.59862995,cover=10683
- 59:[Ecc<1.73852015] yes=119,no=120,missing=119,gain=4.84815311,cover=4553
- 119:leaf=-0.00104900962,cover=0
- 120:leaf=0.00352153997,cover=0
- 60:[LGI5<3.24660802] yes=121,no=122,missing=121,gain=6.91797543,cover=6130
- 121:leaf=-0.000775769528,cover=0
- 122:leaf=0.00269521703,cover=0
- 30:[Pol<41.8258972] yes=61,no=62,missing=61,gain=9.36735344,cover=111277
- 61:[Ecc<11.1913614] yes=123,no=124,missing=124,gain=22.0110512,cover=58041
- 123:leaf=-0.00120473315,cover=0
- 124:leaf=0.000873772893,cover=0
- 62:[Pol<167.338547] yes=125,no=126,missing=125,gain=13.913044,cover=53236
- 125:leaf=0.000834778883,cover=0
- 126:leaf=-0.00107786991,cover=0
-booster[189]:
-0:[PialArea5<1.36541271] yes=1,no=2,missing=1,gain=27.437479,cover=5124388
- 1:[Sulc0<-1.06881595] yes=3,no=4,missing=3,gain=29.8736668,cover=5024305
- 3:[Area5<0.707692921] yes=7,no=8,missing=7,gain=14.4451962,cover=125822
- 7:[Pol<148.336472] yes=15,no=16,missing=16,gain=8.19913101,cover=106209
- 15:[Pol<99.0100403] yes=31,no=32,missing=32,gain=5.23012066,cover=74117
- 31:[Ecc<2.6675415] yes=63,no=64,missing=63,gain=10.0051994,cover=63447
- 63:leaf=-0.0014609131,cover=0
- 64:leaf=-0.000200222523,cover=0
- 32:[Ecc<4.27275372] yes=65,no=66,missing=65,gain=12.3475571,cover=10670
- 65:leaf=0.000952955743,cover=0
- 66:leaf=-0.00418960303,cover=0
- 16:[Curv5<-0.215837389] yes=33,no=34,missing=34,gain=9.10841751,cover=32092
- 33:[Sulc0<-1.24864507] yes=67,no=68,missing=67,gain=3.77593994,cover=25101
- 67:leaf=-0.00290825171,cover=0
- 68:leaf=-0.00100247492,cover=0
- 34:[Sulc0<-1.19305253] yes=69,no=70,missing=69,gain=4.58593178,cover=6991
- 69:leaf=-0.00650705537,cover=0
- 70:leaf=-0.0027599514,cover=0
- 8:[Ecc<1.3629595] yes=17,no=18,missing=17,gain=6.22688675,cover=19613
- 17:[LGI5<2.29656005] yes=35,no=36,missing=35,gain=1.6329155,cover=1347
- 35:[PialCurv5<-0.0680129603] yes=71,no=72,missing=71,gain=1.39141083,cover=286
- 71:leaf=-0.00686038611,cover=0
- 72:leaf=0.010625652,cover=0
- 36:[LGI5<2.3969903] yes=73,no=74,missing=73,gain=3.17109489,cover=1061
- 73:leaf=0.00107401819,cover=0
- 74:leaf=-0.00440829853,cover=0
- 18:[LGI5<2.67457628] yes=37,no=38,missing=37,gain=5.23261547,cover=18266
- 37:[Curv5<-0.239749789] yes=75,no=76,missing=75,gain=5.14394093,cover=6231
- 75:leaf=0.00377521734,cover=0
- 76:leaf=0.00079590251,cover=0
- 38:[Curv5<-0.150053754] yes=77,no=78,missing=77,gain=9.05040932,cover=12035
- 77:leaf=-8.1142869e-05,cover=0
- 78:leaf=0.0101087587,cover=0
- 4:[Curv5<-0.287682682] yes=9,no=10,missing=9,gain=33.3119812,cover=4898483
- 9:[MidArea5<0.701709926] yes=19,no=20,missing=19,gain=50.5688438,cover=151993
- 19:[PialArea5<0.624898493] yes=39,no=40,missing=39,gain=11.0614185,cover=82554
- 39:[Ecc<9.0678978] yes=79,no=80,missing=80,gain=3.51108932,cover=15014
- 79:leaf=-0.000595908845,cover=0
- 80:leaf=-0.00212665182,cover=0
- 40:[Sulc0<-0.451341361] yes=81,no=82,missing=81,gain=15.6166353,cover=67540
- 81:leaf=-0.000168463332,cover=0
- 82:leaf=0.0018679871,cover=0
- 20:[Sulc0<-0.714205623] yes=41,no=42,missing=41,gain=23.7270355,cover=69439
- 41:[LGI5<2.22170687] yes=83,no=84,missing=83,gain=6.46222305,cover=41284
- 83:leaf=0.00562978862,cover=0
- 84:leaf=0.000883152999,cover=0
- 42:[PialCurv5<-0.138158455] yes=85,no=86,missing=85,gain=19.6181107,cover=28155
- 85:leaf=0.00209445087,cover=0
- 86:leaf=0.00515686488,cover=0
- 10:[PialCurv5<-0.190801308] yes=21,no=22,missing=21,gain=38.2367973,cover=4746490
- 21:[MidArea5<0.65496558] yes=43,no=44,missing=44,gain=14.0962067,cover=5980
- 43:[Sulc0<0.443755656] yes=87,no=88,missing=87,gain=5.45077515,cover=1599
- 87:leaf=0.000511329039,cover=0
- 88:leaf=-0.0155066876,cover=0
- 44:[Curv5<-0.254102558] yes=89,no=90,missing=90,gain=11.0635681,cover=4381
- 89:leaf=0.00318592228,cover=0
- 90:leaf=0.0082415361,cover=0
- 22:[Area5<0.483568966] yes=45,no=46,missing=45,gain=34.5651741,cover=4740510
- 45:[PialArea5<0.744910836] yes=91,no=92,missing=91,gain=16.6497459,cover=155371
- 91:leaf=0.000110376408,cover=0
- 92:leaf=0.00115741242,cover=0
- 46:[Curv5<-0.0530214235] yes=93,no=94,missing=93,gain=47.2791367,cover=4585139
- 93:leaf=-0.000217948138,cover=0
- 94:leaf=0.000103937979,cover=0
- 2:[Curv5<-0.19738704] yes=5,no=6,missing=5,gain=9.7484417,cover=100083
- 5:[PialCurv5<-0.11422696] yes=11,no=12,missing=12,gain=11.1678753,cover=37748
- 11:[Area5<0.57817024] yes=23,no=24,missing=23,gain=3.44651079,cover=27267
- 23:[MidArea5<1.09619975] yes=47,no=48,missing=48,gain=4.04926968,cover=590
- 47:[MidArea5<0.943411052] yes=95,no=96,missing=95,gain=1.31018639,cover=530
- 95:leaf=0.0123616531,cover=0
- 96:leaf=0.00142509816,cover=0
- 48:[Pol<23.2745647] yes=97,no=98,missing=98,gain=0.547551632,cover=60
- 97:leaf=0.00549143832,cover=0
- 98:leaf=0.0180072021,cover=0
- 24:[Pol<160.153915] yes=49,no=50,missing=49,gain=3.36945057,cover=26677
- 49:[Pol<76.1517639] yes=99,no=100,missing=100,gain=2.44959879,cover=23823
- 99:leaf=-0.000376178854,cover=0
- 100:leaf=0.00155710534,cover=0
- 50:[LGI5<2.23211861] yes=101,no=102,missing=101,gain=2.80790758,cover=2854
- 101:leaf=0.0126826977,cover=0
- 102:leaf=-0.00221650838,cover=0
- 12:[Sulc0<-0.856543541] yes=25,no=26,missing=26,gain=7.6223278,cover=10481
- 25:[Ecc<8.97079182] yes=51,no=52,missing=51,gain=2.64904213,cover=6258
- 51:[LGI5<2.47264814] yes=103,no=104,missing=103,gain=3.87271166,cover=5971
- 103:leaf=0.00141234056,cover=0
- 104:leaf=-0.00114320056,cover=0
- 52:[MidArea5<1.1557827] yes=105,no=106,missing=106,gain=0.995645761,cover=287
- 105:leaf=0.00292283762,cover=0
- 106:leaf=0.00906986091,cover=0
- 26:[PialCurv5<-0.0114707183] yes=53,no=54,missing=53,gain=3.79104042,cover=4223
- 53:[PialCurv5<-0.107986279] yes=107,no=108,missing=108,gain=2.50287247,cover=4211
- 107:leaf=0.0017219166,cover=0
- 108:leaf=0.00424266513,cover=0
- 54:[Ecc<6.47151232] yes=109,no=110,missing=109,gain=0.482265949,cover=12
- 109:leaf=-0.0278646983,cover=0
- 110:leaf=-0.000775448454,cover=0
- 6:[Area5<0.846071243] yes=13,no=14,missing=13,gain=18.3675423,cover=62335
- 13:[MidArea5<1.21578133] yes=27,no=28,missing=27,gain=20.2953644,cover=42276
- 27:[PialCurv5<-0.08490628] yes=55,no=56,missing=55,gain=13.9099236,cover=38754
- 55:[Curv5<-0.134546712] yes=111,no=112,missing=111,gain=37.2209053,cover=27398
- 111:leaf=0.00141180586,cover=0
- 112:leaf=0.00717260782,cover=0
- 56:[Area5<0.741095543] yes=113,no=114,missing=113,gain=11.569952,cover=11356
- 113:leaf=-0.00192598125,cover=0
- 114:leaf=0.00132143986,cover=0
- 28:[PialCurv5<-0.0656740367] yes=57,no=58,missing=57,gain=5.55094528,cover=3522
- 57:[Curv5<-0.127358407] yes=115,no=116,missing=116,gain=11.7384491,cover=3284
- 115:leaf=0.00486615719,cover=0
- 116:leaf=0.0141016422,cover=0
- 58:[LGI5<2.37589788] yes=117,no=118,missing=117,gain=3.52378511,cover=238
- 117:leaf=0.00471754512,cover=0
- 118:leaf=-0.00745336944,cover=0
- 14:[Ecc<8.17402458] yes=29,no=30,missing=29,gain=9.15473461,cover=20059
- 29:[PialCurv5<-0.161598593] yes=59,no=60,missing=60,gain=13.7724333,cover=12719
- 59:[Pol<130.198486] yes=119,no=120,missing=119,gain=5.83175755,cover=40
- 119:leaf=0.0131654907,cover=0
- 120:leaf=0.0530625694,cover=0
- 60:[Area5<0.924216449] yes=121,no=122,missing=122,gain=3.96757936,cover=12679
- 121:leaf=-0.000184576478,cover=0
- 122:leaf=-0.00197444577,cover=0
- 30:[Pol<172.695618] yes=61,no=62,missing=61,gain=5.77938747,cover=7340
- 61:[Area5<0.987501919] yes=123,no=124,missing=123,gain=4.0891943,cover=6421
- 123:leaf=0.00276171276,cover=0
- 124:leaf=5.41385562e-05,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=125,gain=3.79946804,cover=919
- 125:leaf=-0.00408217357,cover=0
- 126:leaf=0.0035745271,cover=0
-booster[190]:
-0:[PialArea5<0.890138209] yes=1,no=2,missing=2,gain=27.8382473,cover=5124388
- 1:[Curv5<-0.0109836133] yes=3,no=4,missing=3,gain=60.6997414,cover=3348608
- 3:[Area5<0.68633163] yes=7,no=8,missing=7,gain=143.910187,cover=1329024
- 7:[PialArea5<0.647521853] yes=15,no=16,missing=15,gain=90.3522873,cover=1061109
- 15:[Ecc<14.9070177] yes=31,no=32,missing=31,gain=33.287178,cover=140171
- 31:[Area5<0.536314785] yes=63,no=64,missing=63,gain=34.2953339,cover=107042
- 63:leaf=-0.00065290503,cover=0
- 64:leaf=-0.00246315147,cover=0
- 32:[Pol<100.628822] yes=65,no=66,missing=65,gain=105.246689,cover=33129
- 65:leaf=0.00233015302,cover=0
- 66:leaf=-0.00347359036,cover=0
- 16:[Sulc0<-0.0713235363] yes=33,no=34,missing=33,gain=79.4250336,cover=920938
- 33:[Area5<0.584141672] yes=67,no=68,missing=67,gain=49.5363998,cover=820486
- 67:leaf=0.000313571742,cover=0
- 68:leaf=-0.000463732606,cover=0
- 34:[Pol<118.191307] yes=69,no=70,missing=69,gain=66.1537704,cover=100452
- 69:leaf=0.00272088707,cover=0
- 70:leaf=0.000154529233,cover=0
- 8:[PialCurv5<-0.0839454681] yes=17,no=18,missing=17,gain=114.874146,cover=267915
- 17:[Curv5<-0.104371414] yes=35,no=36,missing=35,gain=42.7067146,cover=66252
- 35:[PialCurv5<-0.116576619] yes=71,no=72,missing=72,gain=25.3016911,cover=60721
- 71:leaf=0.000998370699,cover=0
- 72:leaf=-0.00104754174,cover=0
- 36:[PialArea5<0.753297985] yes=73,no=74,missing=74,gain=9.67137909,cover=5531
- 73:leaf=0.00224824832,cover=0
- 74:leaf=0.00646691862,cover=0
- 18:[Ecc<4.67068386] yes=37,no=38,missing=37,gain=60.6941223,cover=201663
- 37:[Pol<63.605114] yes=75,no=76,missing=75,gain=79.494873,cover=38010
- 75:leaf=0.00129143358,cover=0
- 76:leaf=-0.00480461447,cover=0
- 38:[Pol<99.5532455] yes=77,no=78,missing=77,gain=41.5626831,cover=163653
- 77:leaf=-0.000587866525,cover=0
- 78:leaf=-0.0022112322,cover=0
- 4:[PialCurv5<0.0218105931] yes=9,no=10,missing=9,gain=224.559311,cover=2019584
- 9:[Curv5<0.00780903921] yes=19,no=20,missing=19,gain=59.8517609,cover=157648
- 19:[PialCurv5<0.00860458333] yes=39,no=40,missing=39,gain=28.9031029,cover=64014
- 39:[PialArea5<0.628734469] yes=79,no=80,missing=80,gain=15.0756111,cover=43710
- 79:leaf=-0.000431013759,cover=0
- 80:leaf=0.00190801418,cover=0
- 40:[Pol<47.409153] yes=81,no=82,missing=81,gain=10.0924931,cover=20304
- 81:leaf=-0.00342799211,cover=0
- 82:leaf=-0.000354455085,cover=0
- 20:[Area5<0.646843374] yes=41,no=42,missing=41,gain=71.5218811,cover=93634
- 41:[MidArea5<0.588423193] yes=83,no=84,missing=84,gain=16.1827583,cover=26674
- 83:leaf=-0.000517556618,cover=0
- 84:leaf=0.00198182627,cover=0
- 42:[Pol<74.7525482] yes=85,no=86,missing=85,gain=66.8404846,cover=66960
- 85:leaf=0.00574411778,cover=0
- 86:leaf=0.00242743501,cover=0
- 10:[PialArea5<0.651661396] yes=21,no=22,missing=21,gain=81.0626221,cover=1861936
- 21:[Area5<0.676715076] yes=43,no=44,missing=43,gain=130.676071,cover=1410293
- 43:[PialArea5<0.511941612] yes=87,no=88,missing=87,gain=36.3688164,cover=571600
- 87:leaf=-0.000217413181,cover=0
- 88:leaf=-0.00111925753,cover=0
- 44:[Curv5<0.099404186] yes=89,no=90,missing=89,gain=124.863983,cover=838693
- 89:leaf=0.00152132288,cover=0
- 90:leaf=0.000149795887,cover=0
- 22:[Pol<114.966316] yes=45,no=46,missing=45,gain=35.9409637,cover=451643
- 45:[Ecc<24.3269672] yes=91,no=92,missing=92,gain=43.4348297,cover=280866
- 91:leaf=0.000104553372,cover=0
- 92:leaf=-0.00126004755,cover=0
- 46:[Ecc<28.7730255] yes=93,no=94,missing=93,gain=84.261528,cover=170777
- 93:leaf=-0.00156582228,cover=0
- 94:leaf=0.00231572473,cover=0
- 2:[Area5<0.72690624] yes=5,no=6,missing=5,gain=59.5941963,cover=1775780
- 5:[Sulc0<-0.487093836] yes=11,no=12,missing=12,gain=92.5570602,cover=1097292
- 11:[Curv5<-0.119937547] yes=23,no=24,missing=23,gain=61.4284401,cover=795398
- 23:[PialArea5<1.05055559] yes=47,no=48,missing=47,gain=30.8803596,cover=712271
- 47:[PialCurv5<-0.0693148375] yes=95,no=96,missing=96,gain=45.8180084,cover=409223
- 95:leaf=-0.000439339463,cover=0
- 96:leaf=0.00211462914,cover=0
- 48:[Sulc0<-1.08640325] yes=97,no=98,missing=97,gain=21.5711327,cover=303048
- 97:leaf=-0.000725269492,cover=0
- 98:leaf=0.000508138852,cover=0
- 24:[PialCurv5<-0.0923183635] yes=49,no=50,missing=50,gain=82.9994202,cover=83127
- 49:[PialCurv5<-0.111886919] yes=99,no=100,missing=99,gain=14.9211121,cover=5978
- 99:leaf=0.0123040872,cover=0
- 100:leaf=0.00587593392,cover=0
- 50:[Ecc<7.03401423] yes=101,no=102,missing=101,gain=40.4119987,cover=77149
- 101:leaf=0.00152747228,cover=0
- 102:leaf=-0.00133305241,cover=0
- 12:[Pol<57.0350037] yes=25,no=26,missing=26,gain=74.4857941,cover=301894
- 25:[Ecc<6.10119486] yes=51,no=52,missing=51,gain=16.0559158,cover=89332
- 51:[LGI5<2.85285616] yes=103,no=104,missing=103,gain=4.60674667,cover=15103
- 103:leaf=0.00170611485,cover=0
- 104:leaf=-0.00117738708,cover=0
- 52:[Pol<17.1471634] yes=105,no=106,missing=106,gain=22.6843262,cover=74229
- 105:leaf=0.00101390446,cover=0
- 106:leaf=-0.000926100474,cover=0
- 26:[Ecc<4.00532722] yes=53,no=54,missing=54,gain=80.7664185,cover=212562
- 53:[PialCurv5<0.0262785293] yes=107,no=108,missing=107,gain=24.0777149,cover=29861
- 107:leaf=-0.00122420897,cover=0
- 108:leaf=0.00362009672,cover=0
- 54:[Pol<118.191307] yes=109,no=110,missing=109,gain=68.4143066,cover=182701
- 109:leaf=0.00378722185,cover=0
- 110:leaf=0.00150439306,cover=0
- 6:[PialArea5<1.00558591] yes=13,no=14,missing=14,gain=38.4149399,cover=678488
- 13:[Curv5<-0.0179657843] yes=27,no=28,missing=27,gain=18.2861671,cover=207586
- 27:[PialCurv5<-0.111109555] yes=55,no=56,missing=55,gain=22.5077286,cover=151937
- 55:[Curv5<-0.156904668] yes=111,no=112,missing=111,gain=38.1350212,cover=30042
- 111:leaf=-0.000277841929,cover=0
- 112:leaf=0.00724388147,cover=0
- 56:[PialCurv5<0.0331302322] yes=113,no=114,missing=113,gain=22.3419418,cover=121895
- 113:leaf=-0.00147012062,cover=0
- 114:leaf=0.00269842544,cover=0
- 28:[PialCurv5<-0.00763805071] yes=57,no=58,missing=57,gain=77.5418015,cover=55649
- 57:[Area5<0.924216449] yes=115,no=116,missing=115,gain=22.8037262,cover=5166
- 115:leaf=0.00647910917,cover=0
- 116:leaf=-0.0113572245,cover=0
- 58:[Ecc<15.7955055] yes=117,no=118,missing=117,gain=15.0814209,cover=50483
- 117:leaf=0.000183725089,cover=0
- 118:leaf=-0.00155459042,cover=0
- 14:[Curv5<-0.258777469] yes=29,no=30,missing=29,gain=18.707962,cover=470902
- 29:[PialCurv5<-0.140412122] yes=59,no=60,missing=60,gain=7.57982254,cover=17822
- 59:[Ecc<7.08616447] yes=119,no=120,missing=119,gain=3.03286028,cover=12863
- 119:leaf=0.000209703459,cover=0
- 120:leaf=0.00174554845,cover=0
- 60:[Pol<158.709351] yes=121,no=122,missing=121,gain=2.78811073,cover=4959
- 121:leaf=0.00382830179,cover=0
- 122:leaf=0.000659226615,cover=0
- 30:[Sulc0<-0.130613819] yes=61,no=62,missing=61,gain=20.3379383,cover=453080
- 61:[PialArea5<1.11947823] yes=123,no=124,missing=123,gain=14.7525444,cover=396328
- 123:leaf=-0.000564794464,cover=0
- 124:leaf=7.72173735e-05,cover=0
- 62:[Pol<69.6327286] yes=125,no=126,missing=125,gain=12.1441174,cover=56752
- 125:leaf=1.6044396e-05,cover=0
- 126:leaf=0.00149595924,cover=0
-booster[191]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=1,gain=26.6425056,cover=5124388
- 1:[LGI5<2.86381269] yes=3,no=4,missing=4,gain=12.2895546,cover=40033
- 3:[Sulc0<0.574602425] yes=7,no=8,missing=7,gain=10.3135986,cover=22724
- 7:[Curv5<0.266060919] yes=15,no=16,missing=15,gain=12.9169874,cover=5490
- 15:[Area5<0.63275224] yes=31,no=32,missing=31,gain=4.38314629,cover=3717
- 31:[Ecc<6.70300007] yes=63,no=64,missing=63,gain=2.98587608,cover=2514
- 63:leaf=0.00350353564,cover=0
- 64:leaf=-0.00198516925,cover=0
- 32:[LGI5<2.26652193] yes=65,no=66,missing=65,gain=5.87542534,cover=1203
- 65:leaf=-0.00380841806,cover=0
- 66:leaf=0.00774081424,cover=0
- 16:[Area5<0.554568231] yes=33,no=34,missing=33,gain=2.98000574,cover=1773
- 33:[Pol<92.1537628] yes=67,no=68,missing=67,gain=6.17066383,cover=797
- 67:leaf=0.0140244663,cover=0
- 68:leaf=-0.00447367271,cover=0
- 34:[Ecc<18.5999508] yes=69,no=70,missing=69,gain=1.93218017,cover=976
- 69:leaf=0.00121032528,cover=0
- 70:leaf=-0.0100113377,cover=0
- 8:[Pol<71.8249207] yes=17,no=18,missing=18,gain=6.99250078,cover=17234
- 17:[MidArea5<0.421422303] yes=35,no=36,missing=35,gain=2.12901163,cover=214
- 35:[Area5<0.629274011] yes=71,no=72,missing=72,gain=2.52573299,cover=113
- 71:leaf=0.00878720637,cover=0
- 72:leaf=0.0255593751,cover=0
- 36:[Area5<0.751858592] yes=73,no=74,missing=74,gain=1.28558791,cover=101
- 73:leaf=0.00158597215,cover=0
- 74:leaf=0.0197074469,cover=0
- 18:[Curv5<0.0513985939] yes=37,no=38,missing=37,gain=5.47610903,cover=17020
- 37:[Ecc<13.6880245] yes=75,no=76,missing=76,gain=0.431821346,cover=36
- 75:leaf=0.00727883587,cover=0
- 76:leaf=-0.0203485675,cover=0
- 38:[Pol<89.1530609] yes=77,no=78,missing=77,gain=3.99388433,cover=16984
- 77:leaf=0.00244504097,cover=0
- 78:leaf=-0.000375244359,cover=0
- 4:[Area5<0.67507118] yes=9,no=10,missing=10,gain=8.21431732,cover=17309
- 9:[LGI5<3.29780769] yes=19,no=20,missing=19,gain=2.90015793,cover=12311
- 19:[PialCurv5<0.144311354] yes=39,no=40,missing=39,gain=3.27138805,cover=8303
- 39:[Area5<0.380439579] yes=79,no=80,missing=80,gain=4.3897934,cover=708
- 79:leaf=-0.00924741756,cover=0
- 80:leaf=0.00643246574,cover=0
- 40:[Curv5<0.147363082] yes=81,no=82,missing=82,gain=3.99581242,cover=7595
- 81:leaf=0.00501452712,cover=0
- 82:leaf=0.00141472428,cover=0
- 20:[LGI5<3.37729335] yes=41,no=42,missing=41,gain=10.1960173,cover=4008
- 41:[Ecc<27.327179] yes=83,no=84,missing=83,gain=4.81136656,cover=1243
- 83:leaf=-0.00556267565,cover=0
- 84:leaf=0.000942469225,cover=0
- 42:[PialCurv5<0.128475845] yes=85,no=86,missing=85,gain=3.94711733,cover=2765
- 85:leaf=-0.00625618687,cover=0
- 86:leaf=0.00260602753,cover=0
- 10:[MidArea5<0.451744556] yes=21,no=22,missing=21,gain=7.28584671,cover=4998
- 21:[PialCurv5<0.426807076] yes=43,no=44,missing=43,gain=2.65307999,cover=454
- 43:[LGI5<3.30554914] yes=87,no=88,missing=87,gain=1.62372017,cover=329
- 87:leaf=0.0151118925,cover=0
- 88:leaf=0.00774171297,cover=0
- 44:[LGI5<3.23225117] yes=89,no=90,missing=89,gain=2.17073369,cover=125
- 89:leaf=-0.000917854544,cover=0
- 90:leaf=0.0129137412,cover=0
- 22:[PialCurv5<0.45140323] yes=45,no=46,missing=45,gain=3.93660736,cover=4544
- 45:[LGI5<3.11839271] yes=91,no=92,missing=91,gain=3.18487358,cover=3930
- 91:leaf=0.00567182433,cover=0
- 92:leaf=0.00277990918,cover=0
- 46:[Sulc0<0.732260227] yes=93,no=94,missing=94,gain=0.96660763,cover=614
- 93:leaf=-0.00706320861,cover=0
- 94:leaf=0.000256696163,cover=0
- 2:[PialCurv5<0.216171265] yes=5,no=6,missing=5,gain=31.1191654,cover=5084355
- 5:[PialArea5<0.529292643] yes=11,no=12,missing=11,gain=58.6739998,cover=4431198
- 11:[Area5<0.628069878] yes=23,no=24,missing=24,gain=115.505569,cover=437112
- 23:[PialCurv5<-0.019163372] yes=47,no=48,missing=47,gain=15.7103157,cover=117197
- 47:[Sulc0<0.795422614] yes=95,no=96,missing=96,gain=12.8705635,cover=18032
- 95:leaf=-0.00197243644,cover=0
- 96:leaf=-0.0151592968,cover=0
- 48:[LGI5<2.30690479] yes=97,no=98,missing=97,gain=14.5548162,cover=99165
- 97:leaf=0.00116602867,cover=0
- 98:leaf=-0.00072448625,cover=0
- 24:[Curv5<0.012354264] yes=49,no=50,missing=50,gain=73.2233276,cover=319915
- 49:[Pol<143.237381] yes=99,no=100,missing=99,gain=13.4547272,cover=10226
- 99:leaf=-0.00383235491,cover=0
- 100:leaf=0.00128897082,cover=0
- 50:[Pol<120.317558] yes=101,no=102,missing=102,gain=63.8037262,cover=309689
- 101:leaf=0.000911209558,cover=0
- 102:leaf=0.00288579823,cover=0
- 12:[Curv5<0.069626309] yes=25,no=26,missing=25,gain=55.4520378,cover=3994086
- 25:[Sulc0<0.184694022] yes=51,no=52,missing=51,gain=94.8596573,cover=3667106
- 51:[Area5<0.624364853] yes=103,no=104,missing=104,gain=59.7302437,cover=3314011
- 103:leaf=0.000252219354,cover=0
- 104:leaf=-0.000197310073,cover=0
- 52:[Area5<0.749596059] yes=105,no=106,missing=105,gain=49.3835068,cover=353095
- 105:leaf=0.00121698016,cover=0
- 106:leaf=-5.5561326e-05,cover=0
- 26:[Area5<0.706906915] yes=53,no=54,missing=54,gain=72.6554947,cover=326980
- 53:[Ecc<17.2700901] yes=107,no=108,missing=108,gain=17.4242249,cover=115053
- 107:leaf=-0.00136635872,cover=0
- 108:leaf=-0.00296853809,cover=0
- 54:[Pol<39.9674568] yes=109,no=110,missing=109,gain=43.2523613,cover=211927
- 109:leaf=0.00349699752,cover=0
- 110:leaf=-0.000235899162,cover=0
- 6:[Ecc<5.53207445] yes=13,no=14,missing=13,gain=33.9771881,cover=653157
- 13:[Area5<0.65839982] yes=27,no=28,missing=28,gain=17.7428894,cover=171565
- 27:[LGI5<3.05514836] yes=55,no=56,missing=55,gain=8.08213711,cover=68472
- 55:[Curv5<0.266060919] yes=111,no=112,missing=112,gain=7.02909279,cover=68286
- 111:leaf=-0.000190176681,cover=0
- 112:leaf=-0.00175640639,cover=0
- 56:[Sulc0<-0.237935558] yes=113,no=114,missing=113,gain=6.48444557,cover=186
- 113:leaf=0.0273455568,cover=0
- 114:leaf=0.00498301815,cover=0
- 28:[Pol<95.050293] yes=57,no=58,missing=57,gain=9.37913132,cover=103093
- 57:[Sulc0<-0.574995995] yes=115,no=116,missing=115,gain=2.54491234,cover=19859
- 115:leaf=0.0149511043,cover=0
- 116:leaf=0.00164215104,cover=0
- 58:[PialArea5<0.445556581] yes=117,no=118,missing=117,gain=5.48348522,cover=83234
- 117:leaf=0.000873983372,cover=0
- 118:leaf=6.20246501e-05,cover=0
- 14:[PialArea5<0.441150606] yes=29,no=30,missing=29,gain=34.7456856,cover=481592
- 29:[Area5<0.737164855] yes=59,no=60,missing=60,gain=41.2948418,cover=302089
- 59:[Pol<107.129471] yes=119,no=120,missing=120,gain=35.7789536,cover=231860
- 119:leaf=-0.000904232729,cover=0
- 120:leaf=0.000515661552,cover=0
- 60:[PialCurv5<0.322157294] yes=121,no=122,missing=121,gain=17.7106228,cover=70229
- 121:leaf=0.00162759109,cover=0
- 122:leaf=3.93815426e-05,cover=0
- 30:[Area5<0.638344944] yes=61,no=62,missing=61,gain=24.7931747,cover=179503
- 61:[Curv5<0.110890195] yes=123,no=124,missing=123,gain=8.31876755,cover=9385
- 123:leaf=-0.00608564494,cover=0
- 124:leaf=-0.00270560943,cover=0
- 62:[Curv5<0.133649558] yes=125,no=126,missing=125,gain=14.7703857,cover=170118
- 125:leaf=-0.000461518386,cover=0
- 126:leaf=-0.00139505311,cover=0
-booster[192]:
-0:[PialArea5<0.890138209] yes=1,no=2,missing=1,gain=26.657526,cover=5124388
- 1:[Curv5<-0.0109836133] yes=3,no=4,missing=3,gain=55.0845146,cover=3348608
- 3:[Area5<0.693521142] yes=7,no=8,missing=8,gain=128.825943,cover=1329024
- 7:[PialArea5<0.712173045] yes=15,no=16,missing=15,gain=81.2835846,cover=1093623
- 15:[Area5<0.559839368] yes=31,no=32,missing=31,gain=37.900177,cover=293924
- 31:[Curv5<-0.0983823985] yes=63,no=64,missing=63,gain=21.9866962,cover=138846
- 63:leaf=-0.000591216085,cover=0
- 64:leaf=0.000832030841,cover=0
- 32:[Ecc<14.28263] yes=65,no=66,missing=65,gain=41.3744431,cover=155078
- 65:leaf=-0.00184277294,cover=0
- 66:leaf=2.38057487e-06,cover=0
- 16:[Curv5<-0.0730527416] yes=33,no=34,missing=33,gain=69.8114319,cover=799699
- 33:[Area5<0.576076329] yes=67,no=68,missing=67,gain=32.3593521,cover=670793
- 67:leaf=0.000323275512,cover=0
- 68:leaf=-0.000372423761,cover=0
- 34:[PialCurv5<-0.0569176264] yes=69,no=70,missing=69,gain=104.85968,cover=128906
- 69:leaf=0.00567415729,cover=0
- 70:leaf=0.000768744969,cover=0
- 8:[PialCurv5<-0.0839454681] yes=17,no=18,missing=18,gain=98.926712,cover=235401
- 17:[Curv5<-0.102400392] yes=35,no=36,missing=35,gain=31.8353176,cover=57406
- 35:[PialCurv5<-0.116576619] yes=71,no=72,missing=72,gain=21.5070267,cover=52625
- 71:leaf=0.00101465953,cover=0
- 72:leaf=-0.00101012632,cover=0
- 36:[Area5<0.805150867] yes=73,no=74,missing=73,gain=8.01359177,cover=4781
- 73:leaf=0.00503149815,cover=0
- 74:leaf=-0.0015685918,cover=0
- 18:[Pol<60.4070244] yes=37,no=38,missing=38,gain=56.5452271,cover=177995
- 37:[LGI5<2.86927843] yes=75,no=76,missing=75,gain=20.741272,cover=36231
- 75:leaf=0.00146531896,cover=0
- 76:leaf=-0.00106412149,cover=0
- 38:[Ecc<6.76014757] yes=77,no=78,missing=77,gain=87.1589966,cover=141764
- 77:leaf=-0.00419460656,cover=0
- 78:leaf=-0.00155545049,cover=0
- 4:[PialCurv5<0.0240441076] yes=9,no=10,missing=9,gain=202.322861,cover=2019584
- 9:[Curv5<0.0146088367] yes=19,no=20,missing=19,gain=61.0981598,cover=168237
- 19:[PialCurv5<0.0044251224] yes=39,no=40,missing=39,gain=33.7603149,cover=86238
- 39:[PialArea5<0.665998757] yes=79,no=80,missing=79,gain=22.8141365,cover=46688
- 79:leaf=8.41843794e-05,cover=0
- 80:leaf=0.00247034687,cover=0
- 40:[Sulc0<0.454035848] yes=81,no=82,missing=81,gain=10.8372374,cover=39550
- 81:leaf=-0.000445328653,cover=0
- 82:leaf=0.00341436756,cover=0
- 20:[Pol<80.8913651] yes=41,no=42,missing=41,gain=72.3816833,cover=81999
- 41:[Area5<0.637240529] yes=83,no=84,missing=83,gain=53.5554504,cover=29090
- 83:leaf=0.000163019387,cover=0
- 84:leaf=0.00573442411,cover=0
- 42:[Ecc<1.85215485] yes=85,no=86,missing=85,gain=34.6145287,cover=52909
- 85:leaf=0.0044118464,cover=0
- 86:leaf=0.00103474513,cover=0
- 10:[PialArea5<0.669517875] yes=21,no=22,missing=21,gain=75.6574631,cover=1851347
- 21:[Area5<0.7084831] yes=43,no=44,missing=43,gain=123.128761,cover=1461069
- 43:[Curv5<0.0595101416] yes=87,no=88,missing=88,gain=50.2314453,cover=897304
- 87:leaf=0.000634372642,cover=0
- 88:leaf=-0.000420165452,cover=0
- 44:[Curv5<0.107059956] yes=89,no=90,missing=89,gain=99.4906693,cover=563765
- 89:leaf=0.00160557742,cover=0
- 90:leaf=0.000202577823,cover=0
- 22:[LGI5<2.93978119] yes=45,no=46,missing=45,gain=32.380867,cover=390278
- 45:[Pol<104.38549] yes=91,no=92,missing=91,gain=26.6455536,cover=222062
- 91:leaf=0.000250126206,cover=0
- 92:leaf=-0.000845450442,cover=0
- 46:[Sulc0<0.495946974] yes=93,no=94,missing=93,gain=44.6010513,cover=168216
- 93:leaf=-0.00163650827,cover=0
- 94:leaf=0.000337702426,cover=0
- 2:[Area5<0.736205518] yes=5,no=6,missing=5,gain=53.0330276,cover=1775780
- 5:[Sulc0<-0.0713235363] yes=11,no=12,missing=12,gain=87.8090057,cover=1169651
- 11:[Sulc0<-0.79536891] yes=23,no=24,missing=23,gain=49.1641235,cover=1106040
- 23:[Curv5<-0.166574284] yes=47,no=48,missing=48,gain=20.5201511,cover=413564
- 47:[Area5<0.525751591] yes=95,no=96,missing=95,gain=19.8548431,cover=349707
- 95:leaf=0.000612816715,cover=0
- 96:leaf=-0.000479615032,cover=0
- 48:[PialCurv5<-0.11032705] yes=97,no=98,missing=97,gain=19.7171268,cover=63857
- 97:leaf=0.00308585772,cover=0
- 98:leaf=0.00032945376,cover=0
- 24:[Pol<58.6768646] yes=49,no=50,missing=49,gain=44.7624817,cover=692476
- 49:[LGI5<2.73077893] yes=99,no=100,missing=100,gain=50.5024719,cover=263522
- 99:leaf=0.000839382526,cover=0
- 100:leaf=-0.000571524724,cover=0
- 50:[Pol<107.129471] yes=101,no=102,missing=102,gain=45.281311,cover=428954
- 101:leaf=0.0018257685,cover=0
- 102:leaf=0.000561791356,cover=0
- 12:[Ecc<23.5513935] yes=25,no=26,missing=25,gain=23.8922348,cover=63611
- 25:[Ecc<11.1913614] yes=51,no=52,missing=52,gain=20.2061081,cover=30856
- 51:[Pol<71.8249207] yes=103,no=104,missing=103,gain=42.1471367,cover=19611
- 103:leaf=-0.00174783194,cover=0
- 104:leaf=0.00355600123,cover=0
- 52:[Pol<127.133438] yes=105,no=106,missing=105,gain=16.3250885,cover=11245
- 105:leaf=0.00721557532,cover=0
- 106:leaf=0.00331546227,cover=0
- 26:[LGI5<3.12489319] yes=53,no=54,missing=53,gain=28.0276337,cover=32755
- 53:[Sulc0<0.624357879] yes=107,no=108,missing=107,gain=13.6819706,cover=13523
- 107:leaf=-0.000582605309,cover=0
- 108:leaf=0.0408032946,cover=0
- 54:[Pol<138.276962] yes=109,no=110,missing=110,gain=15.6881485,cover=19232
- 109:leaf=0.00417527556,cover=0
- 110:leaf=0.00126760441,cover=0
- 6:[PialArea5<1.0376358] yes=13,no=14,missing=13,gain=34.7582245,cover=606129
- 13:[Pol<27.4246235] yes=27,no=28,missing=27,gain=19.2632103,cover=225356
- 27:[Ecc<4.46987629] yes=55,no=56,missing=56,gain=13.7526875,cover=36745
- 55:[Ecc<1.73852015] yes=111,no=112,missing=111,gain=13.3231907,cover=3009
- 111:leaf=-0.00164565758,cover=0
- 112:leaf=0.00569347618,cover=0
- 56:[Curv5<-0.138079464] yes=113,no=114,missing=113,gain=5.67386341,cover=33736
- 113:leaf=-0.000672268856,cover=0
- 114:leaf=0.000631497649,cover=0
- 28:[Curv5<-0.241649449] yes=57,no=58,missing=57,gain=17.060894,cover=188611
- 57:[Pol<148.336472] yes=115,no=116,missing=115,gain=6.34218836,cover=5516
- 115:leaf=0.00344433519,cover=0
- 116:leaf=5.03236042e-05,cover=0
- 58:[Curv5<-0.0296960976] yes=117,no=118,missing=117,gain=19.8889694,cover=183095
- 117:leaf=-0.00137508404,cover=0
- 118:leaf=-0.00027768279,cover=0
- 14:[Sulc0<-0.244882882] yes=29,no=30,missing=29,gain=15.4709063,cover=380773
- 29:[Curv5<-0.251844287] yes=59,no=60,missing=59,gain=15.1233654,cover=317311
- 59:[PialCurv5<-0.139269829] yes=119,no=120,missing=119,gain=5.77128887,cover=17857
- 119:leaf=0.00076565746,cover=0
- 120:leaf=0.00274281669,cover=0
- 60:[Curv5<-0.066452302] yes=121,no=122,missing=122,gain=14.6512594,cover=299454
- 121:leaf=-0.000254661718,cover=0
- 122:leaf=0.00107170083,cover=0
- 30:[Pol<66.6374893] yes=61,no=62,missing=61,gain=13.0288401,cover=63462
- 61:[Curv5<-0.0296960976] yes=123,no=124,missing=123,gain=6.08525944,cover=28198
- 123:leaf=-0.000429988926,cover=0
- 124:leaf=0.00128848874,cover=0
- 62:[Area5<0.846071243] yes=125,no=126,missing=126,gain=16.3892689,cover=35264
- 125:leaf=0.00205329899,cover=0
- 126:leaf=-0.000424473314,cover=0
-booster[193]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=2,gain=27.5236759,cover=5124388
- 1:[PialCurv5<0.394910008] yes=3,no=4,missing=3,gain=26.200552,cover=202946
- 3:[Pol<104.929901] yes=7,no=8,missing=8,gain=21.7772217,cover=152548
- 7:[Pol<91.5616074] yes=15,no=16,missing=15,gain=29.3852501,cover=111783
- 15:[Ecc<8.23836613] yes=31,no=32,missing=31,gain=21.2671509,cover=40407
- 31:[Pol<88.5531387] yes=63,no=64,missing=63,gain=6.28278732,cover=5822
- 63:leaf=0.00584610738,cover=0
- 64:leaf=0.00252909912,cover=0
- 32:[Area5<0.660333693] yes=65,no=66,missing=65,gain=12.3408699,cover=34585
- 65:leaf=3.0777439e-05,cover=0
- 66:leaf=0.0019460211,cover=0
- 16:[Area5<0.737164855] yes=33,no=34,missing=33,gain=13.155899,cover=71376
- 33:[Area5<0.598585367] yes=67,no=68,missing=67,gain=8.10390091,cover=65468
- 67:leaf=-0.0016391715,cover=0
- 68:leaf=-4.74081571e-05,cover=0
- 34:[PialArea5<0.267248243] yes=69,no=70,missing=69,gain=2.53519917,cover=5908
- 69:leaf=0.00619761087,cover=0
- 70:leaf=0.0019212123,cover=0
- 8:[Area5<0.623097897] yes=17,no=18,missing=18,gain=10.3660011,cover=40765
- 17:[Ecc<0.889730632] yes=35,no=36,missing=36,gain=3.81589031,cover=14446
- 35:[LGI5<2.13090348] yes=71,no=72,missing=71,gain=2.06410956,cover=2176
- 71:leaf=-0.0105915582,cover=0
- 72:leaf=-0.000865184178,cover=0
- 36:[PialCurv5<0.154069737] yes=73,no=74,missing=74,gain=6.49698925,cover=12270
- 73:leaf=0.00371574168,cover=0
- 74:leaf=0.000638621743,cover=0
- 18:[Pol<118.191307] yes=37,no=38,missing=38,gain=9.10699463,cover=26319
- 37:[Ecc<16.0247612] yes=75,no=76,missing=75,gain=8.96894455,cover=20974
- 75:leaf=0.00276488694,cover=0
- 76:leaf=0.000593072444,cover=0
- 38:[Ecc<0.836319208] yes=77,no=78,missing=78,gain=5.62559509,cover=5345
- 77:leaf=0.00037436196,cover=0
- 78:leaf=0.00498923613,cover=0
- 4:[Sulc0<0.849368811] yes=9,no=10,missing=9,gain=5.89419651,cover=50398
- 9:[Curv5<0.266060919] yes=19,no=20,missing=19,gain=6.16449499,cover=26366
- 19:[Sulc0<0.281104684] yes=39,no=40,missing=39,gain=4.92038107,cover=20255
- 39:[LGI5<2.49595737] yes=79,no=80,missing=80,gain=3.09013462,cover=1308
- 79:leaf=0.00174671807,cover=0
- 80:leaf=0.00688389037,cover=0
- 40:[Curv5<0.108977526] yes=81,no=82,missing=82,gain=3.76143265,cover=18947
- 81:leaf=-0.0108583001,cover=0
- 82:leaf=0.000361354847,cover=0
- 20:[LGI5<3.33878016] yes=41,no=42,missing=41,gain=4.47087383,cover=6111
- 41:[Ecc<18.5999508] yes=83,no=84,missing=84,gain=5.0716095,cover=5972
- 83:leaf=-0.00110304623,cover=0
- 84:leaf=-0.00689201569,cover=0
- 42:[Pol<100.090813] yes=85,no=86,missing=85,gain=5.53564167,cover=139
- 85:leaf=0.00406449055,cover=0
- 86:leaf=0.036261633,cover=0
- 10:[Ecc<12.1917515] yes=21,no=22,missing=22,gain=10.1940155,cover=24032
- 21:[Sulc0<1.11117697] yes=43,no=44,missing=43,gain=3.0696125,cover=10672
- 43:[Area5<0.735260904] yes=87,no=88,missing=87,gain=2.277071,cover=8909
- 87:leaf=-0.00208429201,cover=0
- 88:leaf=0.000186403151,cover=0
- 44:[PialArea5<0.292306483] yes=89,no=90,missing=89,gain=1.69215584,cover=1763
- 89:leaf=-0.00277899648,cover=0
- 90:leaf=-0.0059498339,cover=0
- 22:[Area5<0.894858658] yes=45,no=46,missing=46,gain=3.59986925,cover=13360
- 45:[PialArea5<0.267248243] yes=91,no=92,missing=91,gain=3.73597813,cover=13337
- 91:leaf=0.00121449854,cover=0
- 92:leaf=-0.000629778195,cover=0
- 46:[Ecc<38.0136108] yes=93,no=94,missing=93,gain=0.240149021,cover=23
- 93:leaf=0.0223746672,cover=0
- 94:leaf=0.00859150942,cover=0
- 2:[Curv5<0.133649558] yes=5,no=6,missing=6,gain=38.4149666,cover=4921442
- 5:[PialArea5<0.529292643] yes=11,no=12,missing=11,gain=42.7469673,cover=4413891
- 11:[Area5<0.63275224] yes=23,no=24,missing=24,gain=97.33992,cover=390787
- 23:[Ecc<4.13769388] yes=47,no=48,missing=47,gain=16.6316319,cover=96941
- 47:[Pol<113.913933] yes=95,no=96,missing=95,gain=10.8006859,cover=32283
- 95:leaf=-0.000935868535,cover=0
- 96:leaf=0.000903184991,cover=0
- 48:[Ecc<12.3665791] yes=97,no=98,missing=97,gain=27.2169533,cover=64658
- 97:leaf=-0.00225925609,cover=0
- 98:leaf=-0.000201385235,cover=0
- 24:[Curv5<0.00546095846] yes=49,no=50,missing=50,gain=63.2435379,cover=293846
- 49:[Pol<146.864227] yes=99,no=100,missing=99,gain=12.1963921,cover=8136
- 99:leaf=-0.00413786247,cover=0
- 100:leaf=0.00149237236,cover=0
- 50:[Pol<116.615585] yes=101,no=102,missing=102,gain=51.9656219,cover=285710
- 101:leaf=0.000789519981,cover=0
- 102:leaf=0.00255165249,cover=0
- 12:[Curv5<0.069626309] yes=25,no=26,missing=25,gain=51.3880768,cover=4023104
- 25:[Sulc0<0.345196545] yes=51,no=52,missing=51,gain=85.1233978,cover=3670205
- 51:[Area5<0.640637577] yes=103,no=104,missing=103,gain=50.8587341,cover=3494149
- 103:leaf=0.000224222546,cover=0
- 104:leaf=-0.000168961808,cover=0
- 52:[Area5<0.716575325] yes=105,no=106,missing=105,gain=30.2828827,cover=176056
- 105:leaf=0.00183320849,cover=0
- 106:leaf=0.000514832616,cover=0
- 26:[Area5<0.69896996] yes=53,no=54,missing=53,gain=73.0147247,cover=352899
- 53:[PialArea5<0.764178395] yes=107,no=108,missing=107,gain=15.5048752,cover=99650
- 107:leaf=-0.00183354935,cover=0
- 108:leaf=0.00260302494,cover=0
- 54:[PialArea5<0.665998757] yes=109,no=110,missing=109,gain=41.751545,cover=253249
- 109:leaf=0.000314777397,cover=0
- 110:leaf=-0.00104009267,cover=0
- 6:[Ecc<7.1378541] yes=13,no=14,missing=14,gain=31.6872063,cover=507551
- 13:[Pol<84.1277542] yes=27,no=28,missing=27,gain=29.6200676,cover=225798
- 27:[Area5<0.630444467] yes=55,no=56,missing=55,gain=10.6237488,cover=17244
- 55:[LGI5<2.95092106] yes=111,no=112,missing=111,gain=6.83596516,cover=4434
- 111:leaf=-0.000583261717,cover=0
- 112:leaf=0.00800932571,cover=0
- 56:[Ecc<1.91022825] yes=113,no=114,missing=114,gain=9.59544754,cover=12810
- 113:leaf=0.00057227636,cover=0
- 114:leaf=0.00359837757,cover=0
- 28:[Curv5<0.216179401] yes=57,no=58,missing=58,gain=15.2526274,cover=208554
- 57:[PialArea5<0.458904862] yes=115,no=116,missing=116,gain=23.572197,cover=175083
- 115:leaf=0.000563589565,cover=0
- 116:leaf=-0.000601068023,cover=0
- 58:[MidArea5<0.786720097] yes=117,no=118,missing=117,gain=5.38734245,cover=33471
- 117:leaf=-0.0011849599,cover=0
- 118:leaf=0.00666556135,cover=0
- 14:[PialArea5<0.472106963] yes=29,no=30,missing=30,gain=25.2464981,cover=281753
- 29:[Pol<120.854889] yes=59,no=60,missing=59,gain=33.3930054,cover=208327
- 59:[Area5<0.767325044] yes=119,no=120,missing=119,gain=28.0027351,cover=183695
- 119:leaf=-0.00101851986,cover=0
- 120:leaf=0.000615111552,cover=0
- 60:[Curv5<0.190557376] yes=121,no=122,missing=121,gain=18.833971,cover=24632
- 121:leaf=0.00205670041,cover=0
- 122:leaf=-0.00107123225,cover=0
- 30:[PialCurv5<0.101587482] yes=61,no=62,missing=62,gain=16.1960754,cover=73426
- 61:[Pol<55.3432045] yes=123,no=124,missing=123,gain=15.4109688,cover=2674
- 123:leaf=0.0159226209,cover=0
- 124:leaf=0.00118333905,cover=0
- 62:[Area5<0.894858658] yes=125,no=126,missing=125,gain=12.8182983,cover=70752
- 125:leaf=-0.00185428781,cover=0
- 126:leaf=0.00184063264,cover=0
-booster[194]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=1,gain=26.5034218,cover=5124388
- 1:[PialCurv5<-0.210138425] yes=3,no=4,missing=3,gain=25.7861786,cover=5104371
- 3:[MidArea5<0.617595136] yes=7,no=8,missing=8,gain=15.6153278,cover=19967
- 7:[Pol<141.801834] yes=15,no=16,missing=15,gain=4.45005655,cover=7943
- 15:[Curv5<-0.39144522] yes=31,no=32,missing=31,gain=3.80779314,cover=6335
- 31:[Pol<84.1277542] yes=63,no=64,missing=63,gain=4.08267117,cover=4415
- 63:leaf=0.000541926187,cover=0
- 64:leaf=0.00393187348,cover=0
- 32:[Sulc0<-0.123243913] yes=65,no=66,missing=65,gain=2.64134097,cover=1920
- 65:leaf=-0.000289911404,cover=0
- 66:leaf=-0.00504630618,cover=0
- 16:[PialArea5<0.724588811] yes=33,no=34,missing=33,gain=1.83817101,cover=1608
- 33:[LGI5<3.11839271] yes=67,no=68,missing=67,gain=1.43650103,cover=1536
- 67:leaf=-0.00367773511,cover=0
- 68:leaf=-0.000396742311,cover=0
- 34:[PialArea5<0.780359626] yes=69,no=70,missing=69,gain=0.381703973,cover=72
- 69:leaf=0.00273487996,cover=0
- 70:leaf=0.0103734406,cover=0
- 8:[Ecc<2.54464626] yes=17,no=18,missing=17,gain=9.43585205,cover=12024
- 17:[Pol<79.5617371] yes=35,no=36,missing=36,gain=8.70571327,cover=922
- 35:[LGI5<2.4272728] yes=71,no=72,missing=71,gain=2.36787462,cover=667
- 71:leaf=0.008222932,cover=0
- 72:leaf=0.00219850522,cover=0
- 36:[Pol<120.854889] yes=73,no=74,missing=73,gain=8.47908401,cover=255
- 73:leaf=0.0261386279,cover=0
- 74:leaf=0.00767836114,cover=0
- 18:[Curv5<-0.297558427] yes=37,no=38,missing=37,gain=6.50802994,cover=11102
- 37:[Curv5<-0.39144522] yes=75,no=76,missing=75,gain=6.18666649,cover=8736
- 75:leaf=0.00368319638,cover=0
- 76:leaf=0.000909459486,cover=0
- 38:[LGI5<2.42065382] yes=77,no=78,missing=77,gain=5.61143494,cover=2366
- 77:leaf=-0.00541610597,cover=0
- 78:leaf=0.00543715293,cover=0
- 4:[PialArea5<1.25128293] yes=9,no=10,missing=9,gain=26.5168724,cover=5084404
- 9:[Sulc0<-0.788856506] yes=19,no=20,missing=19,gain=31.7580681,cover=4861904
- 19:[PialCurv5<-0.0737633556] yes=39,no=40,missing=39,gain=27.8728962,cover=649614
- 39:[Curv5<-0.0922861248] yes=79,no=80,missing=79,gain=19.0038948,cover=608818
- 79:leaf=-0.000447809609,cover=0
- 80:leaf=0.00429999363,cover=0
- 40:[Ecc<3.48115921] yes=81,no=82,missing=81,gain=17.9409008,cover=40796
- 81:leaf=0.00156158279,cover=0
- 82:leaf=-0.000791324477,cover=0
- 20:[Pol<140.372742] yes=41,no=42,missing=41,gain=48.3351517,cover=4212290
- 41:[Pol<114.432869] yes=83,no=84,missing=83,gain=69.0829391,cover=3325116
- 83:leaf=7.09126471e-05,cover=0
- 84:leaf=-0.000459994015,cover=0
- 42:[Ecc<15.3430929] yes=85,no=86,missing=86,gain=72.2763977,cover=887174
- 85:leaf=0.000675748452,cover=0
- 86:leaf=-0.000281920773,cover=0
- 10:[Curv5<-0.0922861248] yes=21,no=22,missing=21,gain=14.8028698,cover=222500
- 21:[Area5<0.659308732] yes=43,no=44,missing=44,gain=14.2825289,cover=207546
- 43:[PialCurv5<-0.072655201] yes=87,no=88,missing=87,gain=9.69391632,cover=31486
- 87:leaf=0.00160674122,cover=0
- 88:leaf=-0.00247117807,cover=0
- 44:[Pol<56.1920547] yes=89,no=90,missing=89,gain=8.49390411,cover=176060
- 89:leaf=2.69607353e-05,cover=0
- 90:leaf=0.000787713041,cover=0
- 22:[PialCurv5<-0.0680129603] yes=45,no=46,missing=46,gain=60.448616,cover=14954
- 45:[Sulc0<-0.574995995] yes=91,no=92,missing=91,gain=10.6341553,cover=2612
- 91:leaf=0.0119084362,cover=0
- 92:leaf=0.00549988449,cover=0
- 46:[Area5<0.987501919] yes=93,no=94,missing=93,gain=6.0065794,cover=12342
- 93:leaf=0.0010429098,cover=0
- 94:leaf=-0.00211387035,cover=0
- 2:[Ecc<26.874506] yes=5,no=6,missing=5,gain=20.3027058,cover=20017
- 5:[PialCurv5<-0.08490628] yes=11,no=12,missing=11,gain=15.3568001,cover=12716
- 11:[Area5<0.724280655] yes=23,no=24,missing=23,gain=3.90910578,cover=4239
- 23:[Pol<73.3354874] yes=47,no=48,missing=48,gain=1.91934252,cover=3288
- 47:[Pol<25.2957573] yes=95,no=96,missing=95,gain=2.25116229,cover=1175
- 95:leaf=0.00170839799,cover=0
- 96:leaf=-0.0029203149,cover=0
- 48:[PialArea5<0.940168262] yes=97,no=98,missing=98,gain=1.31153083,cover=2113
- 97:leaf=0.00038245818,cover=0
- 98:leaf=0.003162137,cover=0
- 24:[PialArea5<1.31770575] yes=49,no=50,missing=49,gain=3.95214128,cover=951
- 49:[Ecc<24.3269672] yes=99,no=100,missing=99,gain=1.59155846,cover=921
- 99:leaf=-0.00488250284,cover=0
- 100:leaf=0.000756527472,cover=0
- 50:[Ecc<15.7955055] yes=101,no=102,missing=101,gain=0.187217712,cover=30
- 101:leaf=-0.000406304986,cover=0
- 102:leaf=0.0152112115,cover=0
- 12:[Ecc<15.5679035] yes=25,no=26,missing=25,gain=11.7086258,cover=8477
- 25:[Pol<98.4687576] yes=51,no=52,missing=52,gain=8.40017509,cover=2014
- 51:[Area5<0.704541981] yes=103,no=104,missing=103,gain=1.91652918,cover=736
- 103:leaf=-0.00655520428,cover=0
- 104:leaf=-0.000474377739,cover=0
- 52:[Area5<0.633885562] yes=105,no=106,missing=105,gain=2.00322199,cover=1278
- 105:leaf=0.00574712595,cover=0
- 106:leaf=0.000602574612,cover=0
- 26:[PialArea5<1.02520955] yes=53,no=54,missing=53,gain=9.11142731,cover=6463
- 53:[Pol<152.827332] yes=107,no=108,missing=107,gain=7.15978241,cover=6198
- 107:leaf=-0.00606895378,cover=0
- 108:leaf=0.00161778519,cover=0
- 54:[Sulc0<-0.0172607526] yes=109,no=110,missing=110,gain=9.36010361,cover=265
- 109:leaf=-0.000559579057,cover=0
- 110:leaf=0.0240292549,cover=0
- 6:[Area5<0.924216449] yes=13,no=14,missing=13,gain=6.91748142,cover=7301
- 13:[Pol<152.092255] yes=27,no=28,missing=28,gain=7.73194551,cover=7110
- 27:[Sulc0<0.676033437] yes=55,no=56,missing=55,gain=6.14527082,cover=5644
- 55:[Pol<6.72755051] yes=111,no=112,missing=112,gain=4.45453691,cover=3983
- 111:leaf=0.00520184217,cover=0
- 112:leaf=-0.00226456067,cover=0
- 56:[Curv5<0.195079193] yes=113,no=114,missing=113,gain=6.15470171,cover=1661
- 113:leaf=0.00287987548,cover=0
- 114:leaf=-0.00643253326,cover=0
- 28:[PialCurv5<-0.062031392] yes=57,no=58,missing=58,gain=4.08661175,cover=1466
- 57:[Sulc0<0.15957281] yes=115,no=116,missing=115,gain=4.12694597,cover=972
- 115:leaf=0.00245381962,cover=0
- 116:leaf=-0.00851722527,cover=0
- 58:[Sulc0<0.244668111] yes=117,no=118,missing=117,gain=4.10598183,cover=494
- 117:leaf=0.00978543609,cover=0
- 118:leaf=-0.00039018711,cover=0
- 14:[Curv5<0.110890195] yes=29,no=30,missing=29,gain=2.57796001,cover=191
- 29:[MidArea5<0.943411052] yes=59,no=60,missing=59,gain=0.83519876,cover=115
- 59:[Pol<59.5955544] yes=119,no=120,missing=119,gain=0.415932983,cover=70
- 119:leaf=-0.00338664162,cover=0
- 120:leaf=0.00441608718,cover=0
- 60:[Pol<90.361351] yes=121,no=122,missing=121,gain=0.647768617,cover=45
- 121:leaf=0.0134247756,cover=0
- 122:leaf=-0.000445682323,cover=0
- 30:[Pol<103.31839] yes=61,no=62,missing=61,gain=1.18762398,cover=76
- 61:[PialCurv5<0.224192142] yes=123,no=124,missing=123,gain=0.167812347,cover=73
- 123:leaf=0.0185378995,cover=0
- 124:leaf=0.00455505261,cover=0
- 62:leaf=-0.0112137822,cover=0
-booster[195]:
-0:[Pol<5.90224934] yes=1,no=2,missing=2,gain=26.2182293,cover=5124388
- 1:[PialCurv5<0.0877920389] yes=3,no=4,missing=4,gain=15.453701,cover=140394
- 3:[Curv5<-0.203415334] yes=7,no=8,missing=7,gain=13.3629799,cover=135773
- 7:[Ecc<1.91022825] yes=15,no=16,missing=15,gain=6.53449726,cover=56031
- 15:[PialCurv5<-0.117370568] yes=31,no=32,missing=31,gain=1.50283623,cover=4620
- 31:[Ecc<1.15906882] yes=63,no=64,missing=64,gain=1.15640306,cover=3510
- 63:leaf=-0.00193837751,cover=0
- 64:leaf=-0.000115631519,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=65,gain=0.836428642,cover=1110
- 65:leaf=0.0196603294,cover=0
- 66:leaf=-0.00330176693,cover=0
- 16:[Sulc0<-0.34506914] yes=33,no=34,missing=33,gain=5.63095856,cover=51411
- 33:[PialCurv5<-0.210138425] yes=67,no=68,missing=67,gain=4.21015882,cover=49346
- 67:leaf=0.00277277804,cover=0
- 68:leaf=0.000152621433,cover=0
- 34:[Ecc<41.2560654] yes=69,no=70,missing=69,gain=2.269207,cover=2065
- 69:leaf=0.00157428754,cover=0
- 70:leaf=0.00497346651,cover=0
- 8:[PialCurv5<-0.131946102] yes=17,no=18,missing=18,gain=14.9298897,cover=79742
- 17:[PialCurv5<-0.171137348] yes=35,no=36,missing=35,gain=6.07724762,cover=3059
- 35:[Ecc<16.5318356] yes=71,no=72,missing=71,gain=3.02485466,cover=178
- 71:leaf=0.0182966758,cover=0
- 72:leaf=0.00454415148,cover=0
- 36:[Area5<0.987501919] yes=73,no=74,missing=73,gain=5.31404305,cover=2881
- 73:leaf=0.00445235427,cover=0
- 74:leaf=-0.00758041069,cover=0
- 18:[MidArea5<0.605162561] yes=37,no=38,missing=37,gain=10.422966,cover=76683
- 37:[Area5<0.663893223] yes=75,no=76,missing=76,gain=12.8170643,cover=1686
- 75:leaf=-0.0050689443,cover=0
- 76:leaf=0.00565687148,cover=0
- 38:[Curv5<0.0322575867] yes=77,no=78,missing=77,gain=8.55384445,cover=74997
- 77:leaf=0.00103336107,cover=0
- 78:leaf=0.00380900875,cover=0
- 4:[Ecc<35.195137] yes=9,no=10,missing=9,gain=17.1234436,cover=4621
- 9:[Curv5<0.099404186] yes=19,no=20,missing=19,gain=8.3870697,cover=4195
- 19:[PialCurv5<0.315450013] yes=39,no=40,missing=39,gain=9.98372078,cover=2571
- 39:[Sulc0<-0.292069882] yes=79,no=80,missing=80,gain=8.09421539,cover=2564
- 79:leaf=-0.002156734,cover=0
- 80:leaf=-0.00778135378,cover=0
- 40:leaf=0.0508852415,cover=0
- 20:[Ecc<8.01039791] yes=41,no=42,missing=41,gain=3.39882231,cover=1624
- 41:[Sulc0<-0.173886195] yes=81,no=82,missing=81,gain=3.57301402,cover=377
- 81:leaf=0.00829694327,cover=0
- 82:leaf=-0.00145319896,cover=0
- 42:[Ecc<12.0179253] yes=83,no=84,missing=83,gain=3.04227304,cover=1247
- 83:leaf=-0.0033523459,cover=0
- 84:leaf=0.0018567642,cover=0
- 10:[Sulc0<0.423605621] yes=21,no=22,missing=21,gain=3.91444397,cover=426
- 21:[Curv5<0.101325236] yes=43,no=44,missing=43,gain=7.03034496,cover=146
- 43:[PialArea5<0.537928462] yes=85,no=86,missing=85,gain=1.84479654,cover=77
- 85:leaf=0.0166072082,cover=0
- 86:leaf=-0.000987785403,cover=0
- 44:[LGI5<3.37729335] yes=87,no=88,missing=87,gain=2.63946152,cover=69
- 87:leaf=0.0330088362,cover=0
- 88:leaf=0.0122109205,cover=0
- 22:[PialArea5<0.404493898] yes=45,no=46,missing=46,gain=0.856366277,cover=280
- 45:[Area5<0.646843374] yes=89,no=90,missing=89,gain=0.376067638,cover=76
- 89:leaf=-0.00317915948,cover=0
- 90:leaf=0.00940844696,cover=0
- 46:[Pol<4.30929279] yes=91,no=92,missing=92,gain=0.632110476,cover=204
- 91:leaf=0.00405287789,cover=0
- 92:leaf=-0.00191586465,cover=0
- 2:[LGI5<2.35279679] yes=5,no=6,missing=5,gain=27.1730652,cover=4983994
- 5:[Ecc<6.52965975] yes=11,no=12,missing=12,gain=28.5253048,cover=559819
- 11:[Sulc0<-0.928855538] yes=23,no=24,missing=23,gain=15.5882263,cover=524339
- 23:[PialArea5<1.25128293] yes=47,no=48,missing=47,gain=7.39916325,cover=90160
- 47:[Pol<57.8577347] yes=93,no=94,missing=93,gain=6.55393362,cover=77155
- 93:leaf=-0.000918227888,cover=0
- 94:leaf=1.4794844e-05,cover=0
- 48:[PialCurv5<-0.11266306] yes=95,no=96,missing=95,gain=3.84236288,cover=13005
- 95:leaf=2.81850116e-05,cover=0
- 96:leaf=0.00174757116,cover=0
- 24:[Ecc<2.13501525] yes=49,no=50,missing=50,gain=19.5349503,cover=434179
- 49:[Ecc<1.3629595] yes=97,no=98,missing=98,gain=16.1012802,cover=221170
- 97:leaf=0.000548101845,cover=0
- 98:leaf=0.00144486304,cover=0
- 50:[Pol<163.028091] yes=99,no=100,missing=99,gain=22.8902416,cover=213009
- 99:leaf=6.15414028e-05,cover=0
- 100:leaf=0.00231867074,cover=0
- 12:[Ecc<11.0302963] yes=25,no=26,missing=26,gain=3.59376717,cover=35480
- 25:[Sulc0<-0.357752919] yes=51,no=52,missing=52,gain=4.80268955,cover=34038
- 51:[PialCurv5<-0.0314326771] yes=101,no=102,missing=101,gain=8.023983,cover=12471
- 101:leaf=-0.00138289097,cover=0
- 102:leaf=-0.00627948809,cover=0
- 52:[PialArea5<0.890138209] yes=103,no=104,missing=104,gain=5.98602867,cover=21567
- 103:leaf=-0.000745658646,cover=0
- 104:leaf=0.00237181922,cover=0
- 26:[Area5<0.567154288] yes=53,no=54,missing=54,gain=3.6608429,cover=1442
- 53:[Sulc0<0.443755656] yes=105,no=106,missing=105,gain=0.0411554575,cover=71
- 105:leaf=0.00794521999,cover=0
- 106:leaf=0.00346606714,cover=0
- 54:[Pol<118.191307] yes=107,no=108,missing=108,gain=4.26477623,cover=1371
- 107:leaf=-0.00190485816,cover=0
- 108:leaf=-0.00765851233,cover=0
- 6:[Sulc0<-0.37669614] yes=13,no=14,missing=13,gain=40.9307632,cover=4424175
- 13:[PialArea5<0.780359626] yes=27,no=28,missing=27,gain=39.3553505,cover=1682330
- 27:[Ecc<4.8056078] yes=55,no=56,missing=56,gain=37.0535965,cover=288108
- 55:[Ecc<0.353712648] yes=109,no=110,missing=109,gain=20.3240833,cover=136857
- 109:leaf=0.00197224598,cover=0
- 110:leaf=-0.000359387195,cover=0
- 56:[Pol<175.643188] yes=111,no=112,missing=111,gain=32.7656555,cover=151251
- 111:leaf=-0.00152922969,cover=0
- 112:leaf=0.00130264834,cover=0
- 28:[Curv5<-0.292340577] yes=57,no=58,missing=58,gain=47.4709778,cover=1394222
- 57:[Sulc0<-0.732140064] yes=113,no=114,missing=114,gain=19.6620216,cover=74230
- 113:leaf=0.00054852094,cover=0
- 114:leaf=0.00231469492,cover=0
- 58:[Curv5<-0.0922861248] yes=115,no=116,missing=115,gain=41.0286331,cover=1319992
- 115:leaf=-0.000308741728,cover=0
- 116:leaf=0.000583009212,cover=0
- 14:[Curv5<-0.163374811] yes=29,no=30,missing=29,gain=70.9289398,cover=2741845
- 29:[PialCurv5<-0.0800075978] yes=59,no=60,missing=59,gain=112.915611,cover=186775
- 59:[Pol<112.359543] yes=117,no=118,missing=117,gain=33.1943817,cover=161210
- 117:leaf=0.00163447019,cover=0
- 118:leaf=5.38038512e-05,cover=0
- 60:[PialArea5<0.775119185] yes=119,no=120,missing=119,gain=63.5920105,cover=25565
- 119:leaf=0.000907694397,cover=0
- 120:leaf=0.00604388444,cover=0
- 30:[PialCurv5<-0.107211173] yes=61,no=62,missing=61,gain=62.4270744,cover=2555070
- 61:[PialArea5<0.672997355] yes=121,no=122,missing=121,gain=40.3538895,cover=14450
- 121:leaf=-0.00180949736,cover=0
- 122:leaf=0.004644203,cover=0
- 62:[Ecc<3.29132295] yes=123,no=124,missing=123,gain=53.1247635,cover=2540620
- 123:leaf=-0.000774513872,cover=0
- 124:leaf=4.40916301e-05,cover=0
-booster[196]:
-0:[Curv5<-0.319950402] yes=1,no=2,missing=1,gain=25.3315105,cover=5124388
- 1:[PialArea5<0.736284733] yes=3,no=4,missing=4,gain=24.7988415,cover=80065
- 3:[PialArea5<0.567627013] yes=7,no=8,missing=7,gain=5.1987915,cover=30678
- 7:[PialCurv5<-0.137075767] yes=15,no=16,missing=16,gain=4.41504049,cover=7035
- 15:[Area5<0.4695113] yes=31,no=32,missing=31,gain=1.99825692,cover=5825
- 31:[Ecc<1.15906882] yes=63,no=64,missing=64,gain=3.67049551,cover=2873
- 63:leaf=-0.00858831313,cover=0
- 64:leaf=0.000453621906,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=65,gain=2.61651206,cover=2952
- 65:leaf=-0.000793965359,cover=0
- 66:leaf=-0.00404536026,cover=0
- 16:[PialCurv5<-0.0379593484] yes=33,no=34,missing=33,gain=2.71751308,cover=1210
- 33:[Pol<33.3267784] yes=67,no=68,missing=67,gain=2.34014416,cover=1009
- 67:leaf=-0.0120886574,cover=0
- 68:leaf=-0.00437615626,cover=0
- 34:[Ecc<5.97554874] yes=69,no=70,missing=69,gain=3.80901384,cover=201
- 69:leaf=-0.0113514168,cover=0
- 70:leaf=0.00488694524,cover=0
- 8:[Ecc<14.694541] yes=17,no=18,missing=18,gain=5.57234049,cover=23643
- 17:[Curv5<-0.39144522] yes=35,no=36,missing=35,gain=5.04202461,cover=15723
- 35:[PialCurv5<-0.0779728889] yes=71,no=72,missing=71,gain=5.10868025,cover=5433
- 71:leaf=0.00220621214,cover=0
- 72:leaf=-0.00578527525,cover=0
- 36:[Sulc0<-0.439186513] yes=73,no=74,missing=73,gain=2.88520408,cover=10290
- 73:leaf=-0.000394039555,cover=0
- 74:leaf=0.00171890564,cover=0
- 18:[LGI5<3.30554914] yes=37,no=38,missing=37,gain=2.8326683,cover=7920
- 37:[Sulc0<0.474820405] yes=75,no=76,missing=75,gain=2.7658186,cover=5598
- 75:leaf=-0.00149182393,cover=0
- 76:leaf=-0.0181627776,cover=0
- 38:[PialCurv5<0.104427323] yes=77,no=78,missing=77,gain=2.07699442,cover=2322
- 77:leaf=0.000407155341,cover=0
- 78:leaf=0.0221858807,cover=0
- 4:[Curv5<-0.39144522] yes=9,no=10,missing=9,gain=12.3992386,cover=49387
- 9:[Sulc0<-0.370474488] yes=19,no=20,missing=20,gain=5.51221466,cover=6968
- 19:[PialCurv5<-0.058241725] yes=39,no=40,missing=39,gain=3.14532471,cover=6030
- 39:[Area5<0.420677572] yes=79,no=80,missing=80,gain=2.57122993,cover=5969
- 79:leaf=-0.00245572603,cover=0
- 80:leaf=0.00328756496,cover=0
- 40:[Pol<152.827332] yes=81,no=82,missing=81,gain=1.22811377,cover=61
- 81:leaf=-0.00522123603,cover=0
- 82:leaf=-0.0253867097,cover=0
- 20:[Pol<39.0368156] yes=41,no=42,missing=42,gain=4.39605713,cover=938
- 41:[LGI5<2.74668789] yes=83,no=84,missing=83,gain=1.48751116,cover=244
- 83:leaf=-0.00479255198,cover=0
- 84:leaf=0.00379008055,cover=0
- 42:[Pol<146.864227] yes=85,no=86,missing=85,gain=3.82315063,cover=694
- 85:leaf=0.0112609966,cover=0
- 86:leaf=0.00266578677,cover=0
- 10:[PialCurv5<-0.153030112] yes=21,no=22,missing=22,gain=8.87841606,cover=42419
- 21:[Pol<143.959366] yes=43,no=44,missing=43,gain=5.98706198,cover=30126
- 43:[Pol<45.5953903] yes=87,no=88,missing=88,gain=6.63973713,cover=20212
- 87:leaf=0.000740311865,cover=0
- 88:leaf=0.00278557581,cover=0
- 44:[LGI5<2.21018219] yes=89,no=90,missing=89,gain=4.09675407,cover=9914
- 89:leaf=0.00897154119,cover=0
- 90:leaf=-0.000323345972,cover=0
- 22:[Pol<50.9985542] yes=45,no=46,missing=46,gain=5.40998077,cover=12293
- 45:[Area5<0.621834755] yes=91,no=92,missing=91,gain=5.51119137,cover=5458
- 91:leaf=3.25387664e-05,cover=0
- 92:leaf=0.00334873842,cover=0
- 46:[Sulc0<-0.769821882] yes=93,no=94,missing=94,gain=4.67299843,cover=6835
- 93:leaf=0.0019139892,cover=0
- 94:leaf=0.00453739008,cover=0
- 2:[PialArea5<0.409017563] yes=5,no=6,missing=5,gain=27.0041485,cover=5044323
- 5:[Pol<112.874634] yes=11,no=12,missing=12,gain=44.2437935,cover=482300
- 11:[Pol<87.9431763] yes=23,no=24,missing=23,gain=45.4618797,cover=412572
- 23:[Sulc0<0.779008448] yes=47,no=48,missing=47,gain=37.6065903,cover=95003
- 47:[Pol<73.3354874] yes=95,no=96,missing=95,gain=11.0508881,cover=45165
- 95:leaf=0.00376252877,cover=0
- 96:leaf=0.0017724121,cover=0
- 48:[PialArea5<0.267248243] yes=97,no=98,missing=97,gain=14.2912483,cover=49838
- 97:leaf=0.00244990434,cover=0
- 98:leaf=-0.000152701148,cover=0
- 24:[Area5<0.726017833] yes=49,no=50,missing=50,gain=29.3720055,cover=317569
- 49:[LGI5<2.29656005] yes=99,no=100,missing=99,gain=15.1384745,cover=260068
- 99:leaf=0.00129119761,cover=0
- 100:leaf=-0.000453203189,cover=0
- 50:[PialCurv5<0.297166049] yes=101,no=102,missing=101,gain=18.7750072,cover=57501
- 101:leaf=0.00200786884,cover=0
- 102:leaf=0.000157466842,cover=0
- 12:[Curv5<0.204311207] yes=25,no=26,missing=25,gain=18.4762955,cover=69728
- 25:[Area5<0.604913712] yes=51,no=52,missing=52,gain=10.8815079,cover=53333
- 51:[Ecc<1.05247808] yes=103,no=104,missing=104,gain=4.23269558,cover=10100
- 103:leaf=-0.000833538827,cover=0
- 104:leaf=0.00127869903,cover=0
- 52:[Pol<122.504936] yes=105,no=106,missing=105,gain=10.5421371,cover=43233
- 105:leaf=0.0016493263,cover=0
- 106:leaf=0.00323448703,cover=0
- 26:[PialArea5<0.355263293] yes=53,no=54,missing=53,gain=4.79708767,cover=16395
- 53:[Curv5<0.266060919] yes=107,no=108,missing=108,gain=3.50863838,cover=8588
- 107:leaf=0.00137959828,cover=0
- 108:leaf=-0.00109689089,cover=0
- 54:[LGI5<2.92895722] yes=109,no=110,missing=109,gain=3.18553424,cover=7807
- 109:leaf=-0.000363635685,cover=0
- 110:leaf=-0.00292986305,cover=0
- 6:[Curv5<0.0974604636] yes=13,no=14,missing=13,gain=49.8538284,cover=4562023
- 13:[Sulc0<0.517823458] yes=27,no=28,missing=27,gain=73.1787338,cover=3945364
- 27:[Ecc<23.9349174] yes=55,no=56,missing=56,gain=33.0327988,cover=3788143
- 55:[Sulc0<-0.0862998366] yes=111,no=112,missing=111,gain=66.6456375,cover=3295538
- 111:leaf=-8.43002854e-05,cover=0
- 112:leaf=0.000472758111,cover=0
- 56:[LGI5<3.26095963] yes=113,no=114,missing=113,gain=50.7503433,cover=492605
- 113:leaf=-0.000863896043,cover=0
- 114:leaf=0.000157227725,cover=0
- 28:[Ecc<38.7725143] yes=57,no=58,missing=57,gain=46.4684067,cover=157221
- 57:[Curv5<0.0595101416] yes=115,no=116,missing=115,gain=40.5058975,cover=116457
- 115:leaf=0.00283883861,cover=0
- 116:leaf=0.000890226278,cover=0
- 58:[Pol<36.2100182] yes=117,no=118,missing=117,gain=30.6617031,cover=40764
- 117:leaf=0.00312290457,cover=0
- 118:leaf=-0.000916168967,cover=0
- 14:[Area5<0.818724692] yes=29,no=30,missing=29,gain=48.160881,cover=616659
- 29:[Ecc<14.484726] yes=59,no=60,missing=59,gain=52.7113953,cover=578509
- 59:[Pol<62.0115929] yes=119,no=120,missing=120,gain=40.9814911,cover=421253
- 119:leaf=0.00338003784,cover=0
- 120:leaf=-0.000354950113,cover=0
- 60:[Pol<131.443253] yes=121,no=122,missing=121,gain=53.474823,cover=157256
- 121:leaf=-0.00168217102,cover=0
- 122:leaf=0.00128889887,cover=0
- 30:[Pol<94.4799194] yes=61,no=62,missing=61,gain=12.4889488,cover=38150
- 61:[LGI5<3.78836131] yes=123,no=124,missing=123,gain=10.5630388,cover=16605
- 123:leaf=-4.95470849e-05,cover=0
- 124:leaf=0.00605016993,cover=0
- 62:[Ecc<6.76014757] yes=125,no=126,missing=125,gain=11.8049774,cover=21545
- 125:leaf=0.000546612719,cover=0
- 126:leaf=0.00296038622,cover=0
-booster[197]:
-0:[PialArea5<0.971235156] yes=1,no=2,missing=1,gain=26.4238625,cover=5124388
- 1:[MidArea5<0.816721499] yes=3,no=4,missing=3,gain=41.3254089,cover=3914635
- 3:[Area5<0.808195949] yes=7,no=8,missing=8,gain=44.7594566,cover=3652311
- 7:[PialArea5<0.864470184] yes=15,no=16,missing=15,gain=37.7497749,cover=3571484
- 15:[MidArea5<0.764184535] yes=31,no=32,missing=31,gain=40.5694466,cover=3036880
- 31:[Area5<0.741095543] yes=63,no=64,missing=64,gain=60.5065536,cover=2846941
- 63:leaf=-0.000148406136,cover=0
- 64:leaf=0.000566448784,cover=0
- 32:[Pol<114.966316] yes=65,no=66,missing=65,gain=32.149334,cover=189939
- 65:leaf=-0.000232403327,cover=0
- 66:leaf=-0.00154039997,cover=0
- 16:[PialCurv5<-0.076943703] yes=33,no=34,missing=33,gain=74.3714142,cover=534604
- 33:[Curv5<-0.100392215] yes=67,no=68,missing=68,gain=95.3210373,cover=350136
- 67:leaf=-0.000187503101,cover=0
- 68:leaf=0.00647707516,cover=0
- 34:[Area5<0.683164001] yes=69,no=70,missing=69,gain=79.2227707,cover=184468
- 69:leaf=0.00203318964,cover=0
- 70:leaf=-6.82805912e-05,cover=0
- 8:[PialArea5<0.593058109] yes=17,no=18,missing=17,gain=14.5523605,cover=80827
- 17:[PialCurv5<0.232516408] yes=35,no=36,missing=35,gain=16.7254715,cover=40941
- 35:[LGI5<2.31192279] yes=71,no=72,missing=72,gain=18.2938538,cover=14337
- 71:leaf=-0.00522370171,cover=0
- 72:leaf=0.00356465764,cover=0
- 36:[PialArea5<0.422649235] yes=73,no=74,missing=74,gain=6.71988869,cover=26604
- 73:leaf=0.00212930376,cover=0
- 74:leaf=0.000472521846,cover=0
- 18:[Curv5<0.120553598] yes=37,no=38,missing=37,gain=11.5399275,cover=39886
- 37:[Curv5<0.00546095846] yes=75,no=76,missing=75,gain=12.9001884,cover=34399
- 75:leaf=-0.00166250078,cover=0
- 76:leaf=0.00118630985,cover=0
- 38:[Ecc<13.8847265] yes=77,no=78,missing=77,gain=8.06136131,cover=5487
- 77:leaf=-0.000181895157,cover=0
- 78:leaf=-0.00414298614,cover=0
- 4:[Pol<112.874634] yes=9,no=10,missing=9,gain=20.6406364,cover=262324
- 9:[Sulc0<0.869075775] yes=19,no=20,missing=20,gain=12.3988829,cover=143396
- 19:[Area5<0.748478889] yes=39,no=40,missing=40,gain=9.84925842,cover=141868
- 39:[Pol<80.8913651] yes=79,no=80,missing=80,gain=16.0972595,cover=57650
- 79:leaf=-7.69188409e-05,cover=0
- 80:leaf=0.00278206612,cover=0
- 40:[Curv5<-0.00141534733] yes=81,no=82,missing=81,gain=11.5775175,cover=84218
- 81:leaf=-0.00118064543,cover=0
- 82:leaf=-1.05040351e-06,cover=0
- 20:[MidArea5<1.09619975] yes=41,no=42,missing=42,gain=5.59893703,cover=1528
- 41:[Ecc<17.7876587] yes=83,no=84,missing=83,gain=3.9184413,cover=1411
- 83:leaf=-0.00555731496,cover=0
- 84:leaf=0.00411627023,cover=0
- 42:[PialCurv5<0.175003663] yes=85,no=86,missing=85,gain=2.84778023,cover=117
- 85:leaf=0.0195241179,cover=0
- 86:leaf=0.00214723055,cover=0
- 10:[Pol<145.397461] yes=21,no=22,missing=21,gain=37.171566,cover=118928
- 21:[Ecc<7.18838644] yes=43,no=44,missing=43,gain=23.2650146,cover=65314
- 43:[LGI5<2.37953305] yes=87,no=88,missing=87,gain=17.8930817,cover=20803
- 87:leaf=-0.00067470764,cover=0
- 88:leaf=-0.00414312398,cover=0
- 44:[Ecc<15.7955055] yes=89,no=90,missing=89,gain=23.3061008,cover=44511
- 89:leaf=-0.000342478364,cover=0
- 90:leaf=-0.00266324799,cover=0
- 22:[LGI5<2.95653391] yes=45,no=46,missing=45,gain=9.88779068,cover=53614
- 45:[Ecc<6.81643343] yes=91,no=92,missing=91,gain=18.4640408,cover=20384
- 91:leaf=-0.00127922255,cover=0
- 92:leaf=0.00183945824,cover=0
- 46:[Ecc<13.6880245] yes=93,no=94,missing=93,gain=6.54445124,cover=33230
- 93:leaf=0.000947538763,cover=0
- 94:leaf=-0.00100675295,cover=0
- 2:[Area5<0.802302957] yes=5,no=6,missing=5,gain=30.3187828,cover=1209753
- 5:[Pol<62.799984] yes=11,no=12,missing=12,gain=36.4032402,cover=1023350
- 11:[LGI5<2.89660096] yes=23,no=24,missing=24,gain=24.3865223,cover=521211
- 23:[Curv5<-0.0575901605] yes=47,no=48,missing=48,gain=32.324295,cover=331162
- 47:[MidArea5<1.21578133] yes=95,no=96,missing=96,gain=20.0301723,cover=319479
- 95:leaf=0.000148060179,cover=0
- 96:leaf=0.00434474228,cover=0
- 48:[PialCurv5<-0.0569176264] yes=97,no=98,missing=97,gain=37.6062927,cover=11683
- 97:leaf=0.0123229036,cover=0
- 98:leaf=0.00201245886,cover=0
- 24:[Pol<23.2745647] yes=49,no=50,missing=50,gain=35.0829468,cover=190049
- 49:[LGI5<3.78836131] yes=99,no=100,missing=99,gain=5.17682743,cover=94232
- 99:leaf=0.000300638814,cover=0
- 100:leaf=-0.00273398194,cover=0
- 50:[Curv5<-0.218969986] yes=101,no=102,missing=102,gain=40.2719955,cover=95817
- 101:leaf=0.00130124844,cover=0
- 102:leaf=-0.00154086773,cover=0
- 12:[Sulc0<-0.43309778] yes=25,no=26,missing=26,gain=51.5282211,cover=502139
- 25:[Ecc<1.96654522] yes=51,no=52,missing=51,gain=34.3991013,cover=351247
- 51:[LGI5<2.56865931] yes=103,no=104,missing=103,gain=19.7167892,cover=74116
- 103:leaf=0.00148493506,cover=0
- 104:leaf=-0.00150038814,cover=0
- 52:[LGI5<2.78495932] yes=105,no=106,missing=105,gain=33.7148705,cover=277131
- 105:leaf=-0.000397572352,cover=0
- 106:leaf=0.000741457101,cover=0
- 26:[Ecc<5.4036684] yes=53,no=54,missing=54,gain=38.3622818,cover=150892
- 53:[Pol<117.137611] yes=107,no=108,missing=107,gain=25.0190868,cover=25737
- 107:leaf=0.000925124798,cover=0
- 108:leaf=-0.00224741106,cover=0
- 54:[Ecc<17.7876587] yes=109,no=110,missing=109,gain=46.43573,cover=125155
- 109:leaf=0.00250181113,cover=0
- 110:leaf=0.000514958345,cover=0
- 6:[PialArea5<1.28208315] yes=13,no=14,missing=14,gain=16.9076271,cover=186403
- 13:[Ecc<8.87956142] yes=27,no=28,missing=27,gain=12.2396221,cover=120732
- 27:[Area5<0.924216449] yes=55,no=56,missing=56,gain=23.7633438,cover=54273
- 55:[Curv5<-0.0553030409] yes=111,no=112,missing=111,gain=19.5319614,cover=48152
- 111:leaf=-0.00142325275,cover=0
- 112:leaf=0.00107925606,cover=0
- 56:[LGI5<2.38303256] yes=113,no=114,missing=114,gain=6.94827271,cover=6121
- 113:leaf=-0.00148639118,cover=0
- 114:leaf=-0.00525967544,cover=0
- 28:[Pol<26.4235344] yes=57,no=58,missing=57,gain=11.7005816,cover=66459
- 57:[LGI5<2.5379107] yes=115,no=116,missing=115,gain=4.33967447,cover=17748
- 115:leaf=-0.00764555484,cover=0
- 116:leaf=0.000895457517,cover=0
- 58:[Area5<0.987501919] yes=117,no=118,missing=118,gain=5.71617508,cover=48711
- 117:leaf=-0.000755550107,cover=0
- 118:leaf=0.00302011194,cover=0
- 14:[Sulc0<-1.10615158] yes=29,no=30,missing=29,gain=8.8376112,cover=65671
- 29:[LGI5<2.39356947] yes=59,no=60,missing=59,gain=3.9766531,cover=3105
- 59:[LGI5<2.34802985] yes=119,no=120,missing=120,gain=5.27400589,cover=512
- 119:leaf=0.00318615953,cover=0
- 120:leaf=0.0138501991,cover=0
- 60:[Ecc<1.96654522] yes=121,no=122,missing=121,gain=3.51286983,cover=2593
- 121:leaf=-0.00624853559,cover=0
- 122:leaf=0.00247883331,cover=0
- 30:[Ecc<7.69572639] yes=61,no=62,missing=61,gain=8.46944714,cover=62566
- 61:[Pol<43.7633247] yes=123,no=124,missing=123,gain=10.9887505,cover=36911
- 123:leaf=-0.000945184787,cover=0
- 124:leaf=0.000898285711,cover=0
- 62:[Pol<171.401581] yes=125,no=126,missing=125,gain=19.7593708,cover=25655
- 125:leaf=0.0014059837,cover=0
- 126:leaf=-0.00253542024,cover=0
-booster[198]:
-0:[PialArea5<0.324585885] yes=1,no=2,missing=2,gain=24.8262215,cover=5124388
- 1:[Curv5<0.14511615] yes=3,no=4,missing=3,gain=21.5112362,cover=160410
- 3:[Curv5<0.0554658733] yes=7,no=8,missing=8,gain=10.6852188,cover=26859
- 7:[Ecc<19.4699688] yes=15,no=16,missing=15,gain=2.22094989,cover=1219
- 15:[PialCurv5<0.134718806] yes=31,no=32,missing=31,gain=1.80775309,cover=745
- 31:[Sulc0<0.610343635] yes=63,no=64,missing=64,gain=2.55785131,cover=615
- 63:leaf=-0.0040610414,cover=0
- 64:leaf=-0.0127824564,cover=0
- 32:[LGI5<2.67938972] yes=65,no=66,missing=65,gain=0.861068368,cover=130
- 65:leaf=-0.00858195778,cover=0
- 66:leaf=0.00268349657,cover=0
- 16:[LGI5<3.33014965] yes=33,no=34,missing=33,gain=3.0034647,cover=474
- 33:[Ecc<33.2971039] yes=67,no=68,missing=67,gain=4.04391384,cover=300
- 67:leaf=0.00728523126,cover=0
- 68:leaf=-0.00484281918,cover=0
- 34:[Pol<80.2322083] yes=69,no=70,missing=69,gain=2.25844073,cover=174
- 69:leaf=0.00423649652,cover=0
- 70:leaf=-0.00859620329,cover=0
- 8:[PialCurv5<0.394910008] yes=17,no=18,missing=17,gain=7.51206589,cover=25640
- 17:[Pol<104.929901] yes=35,no=36,missing=35,gain=5.07581711,cover=25004
- 35:[Pol<86.7064972] yes=71,no=72,missing=71,gain=5.96790123,cover=18683
- 71:leaf=0.00335089862,cover=0
- 72:leaf=0.00131481898,cover=0
- 36:[Pol<136.792099] yes=73,no=74,missing=73,gain=3.89553261,cover=6321
- 73:leaf=0.00402816478,cover=0
- 74:leaf=0.000649314607,cover=0
- 18:[LGI5<3.35709596] yes=37,no=38,missing=37,gain=2.1030333,cover=636
- 37:[Area5<0.616426587] yes=75,no=76,missing=75,gain=3.50313473,cover=537
- 75:leaf=-0.00993403699,cover=0
- 76:leaf=-0.00148712646,cover=0
- 38:[Curv5<0.120553598] yes=77,no=78,missing=77,gain=0.720307827,cover=99
- 77:leaf=0.00852150377,cover=0
- 78:leaf=-0.000104767481,cover=0
- 4:[Sulc0<0.41245693] yes=9,no=10,missing=9,gain=15.6346035,cover=133551
- 9:[Area5<0.584141672] yes=19,no=20,missing=19,gain=14.0025597,cover=14477
- 19:[Pol<87.9431763] yes=39,no=40,missing=39,gain=6.04844475,cover=4581
- 39:[Ecc<6.47151232] yes=79,no=80,missing=79,gain=3.98437786,cover=427
- 79:leaf=0.00860918034,cover=0
- 80:leaf=-0.00170128269,cover=0
- 40:[Curv5<0.266060919] yes=81,no=82,missing=81,gain=3.16691852,cover=4154
- 81:leaf=0.000131686524,cover=0
- 82:leaf=-0.00270433724,cover=0
- 20:[Ecc<1.15906882] yes=41,no=42,missing=41,gain=7.95018005,cover=9896
- 41:[Ecc<0.295587689] yes=83,no=84,missing=83,gain=1.25903845,cover=1334
- 83:leaf=0.00471418863,cover=0
- 84:leaf=-0.00106626668,cover=0
- 42:[Sulc0<0.0451717228] yes=85,no=86,missing=86,gain=11.9530067,cover=8562
- 85:leaf=0.00864459481,cover=0
- 86:leaf=0.00284183235,cover=0
- 10:[Area5<0.698189139] yes=21,no=22,missing=21,gain=15.4832458,cover=119074
- 21:[PialArea5<0.245474651] yes=43,no=44,missing=43,gain=12.3473387,cover=92408
- 43:[LGI5<2.82485151] yes=87,no=88,missing=87,gain=5.34296989,cover=15563
- 87:leaf=0.000281810993,cover=0
- 88:leaf=0.00213937275,cover=0
- 44:[Pol<105.462654] yes=89,no=90,missing=89,gain=9.92658424,cover=76845
- 89:leaf=-0.000709455111,cover=0
- 90:leaf=0.000643211359,cover=0
- 22:[MidArea5<0.468026847] yes=45,no=46,missing=45,gain=11.5711594,cover=26666
- 45:[LGI5<2.8746686] yes=91,no=92,missing=91,gain=2.79955673,cover=537
- 91:leaf=0.00304144225,cover=0
- 92:leaf=0.0108869234,cover=0
- 46:[Area5<0.763170242] yes=93,no=94,missing=94,gain=5.82643604,cover=26129
- 93:leaf=0.00076054025,cover=0
- 94:leaf=0.00283249863,cover=0
- 2:[Curv5<0.133649558] yes=5,no=6,missing=6,gain=32.4945831,cover=4963978
- 5:[PialArea5<0.516320646] yes=11,no=12,missing=12,gain=42.1713295,cover=4421335
- 11:[Area5<0.628069878] yes=23,no=24,missing=23,gain=75.5049591,cover=353247
- 23:[Ecc<4.13769388] yes=47,no=48,missing=47,gain=14.2988892,cover=81575
- 47:[Pol<113.913933] yes=95,no=96,missing=96,gain=7.53816175,cover=27417
- 95:leaf=-0.000791211554,cover=0
- 96:leaf=0.000879810017,cover=0
- 48:[Ecc<12.3665791] yes=97,no=98,missing=97,gain=20.1798286,cover=54158
- 97:leaf=-0.00216270774,cover=0
- 98:leaf=-0.000228985242,cover=0
- 24:[Curv5<0.012354264] yes=49,no=50,missing=50,gain=55.9980545,cover=271672
- 49:[Pol<84.7687759] yes=99,no=100,missing=99,gain=11.1362038,cover=8060
- 99:leaf=-0.000388964167,cover=0
- 100:leaf=-0.00440251222,cover=0
- 50:[Pol<121.397697] yes=101,no=102,missing=101,gain=41.1804657,cover=263612
- 101:leaf=0.00084414857,cover=0
- 102:leaf=0.00274941442,cover=0
- 12:[Curv5<0.069626309] yes=25,no=26,missing=25,gain=43.0291443,cover=4068088
- 25:[Sulc0<0.176289052] yes=51,no=52,missing=51,gain=82.6570587,cover=3686875
- 51:[Area5<0.613672853] yes=103,no=104,missing=103,gain=47.6835442,cover=3314589
- 103:leaf=0.000242982293,cover=0
- 104:leaf=-0.00016982836,cover=0
- 52:[Area5<0.749596059] yes=105,no=106,missing=105,gain=41.6438599,cover=372286
- 105:leaf=0.00109474675,cover=0
- 106:leaf=-4.93526568e-05,cover=0
- 26:[Area5<0.694293797] yes=53,no=54,missing=53,gain=69.9182205,cover=381213
- 53:[PialArea5<0.764178395] yes=107,no=108,missing=107,gain=13.9121323,cover=100823
- 107:leaf=-0.00173102785,cover=0
- 108:leaf=0.00275511295,cover=0
- 54:[PialArea5<0.621054947] yes=109,no=110,missing=109,gain=44.7639771,cover=280390
- 109:leaf=0.000514252519,cover=0
- 110:leaf=-0.000749265833,cover=0
- 6:[Ecc<7.08616447] yes=13,no=14,missing=14,gain=30.1430092,cover=542643
- 13:[Pol<86.7064972] yes=27,no=28,missing=27,gain=26.1612072,cover=236339
- 27:[Area5<0.629274011] yes=55,no=56,missing=55,gain=10.1436348,cover=22894
- 55:[LGI5<2.95092106] yes=111,no=112,missing=112,gain=5.1868453,cover=5744
- 111:leaf=-0.000502010749,cover=0
- 112:leaf=0.00663470943,cover=0
- 56:[Ecc<2.31110334] yes=113,no=114,missing=113,gain=8.99315643,cover=17150
- 113:leaf=0.000616630248,cover=0
- 114:leaf=0.00305630546,cover=0
- 28:[Curv5<0.216179401] yes=57,no=58,missing=57,gain=13.116271,cover=213445
- 57:[PialArea5<0.458904862] yes=115,no=116,missing=115,gain=21.187645,cover=175872
- 115:leaf=0.000532252714,cover=0
- 116:leaf=-0.000574759091,cover=0
- 58:[MidArea5<0.786720097] yes=117,no=118,missing=117,gain=4.61355686,cover=37573
- 117:leaf=-0.00102034654,cover=0
- 118:leaf=0.00632534875,cover=0
- 14:[PialArea5<0.476533443] yes=29,no=30,missing=30,gain=23.1978989,cover=306304
- 29:[Pol<120.854889] yes=59,no=60,missing=60,gain=32.5437622,cover=236619
- 59:[Area5<0.767325044] yes=119,no=120,missing=119,gain=25.7906609,cover=209851
- 119:leaf=-0.000928138033,cover=0
- 120:leaf=0.000570115342,cover=0
- 60:[Curv5<0.199476883] yes=121,no=122,missing=121,gain=16.8521175,cover=26768
- 121:leaf=0.00180938456,cover=0
- 122:leaf=-0.00128648593,cover=0
- 30:[PialCurv5<0.104427323] yes=61,no=62,missing=62,gain=15.2099686,cover=69685
- 61:[Pol<55.3432045] yes=123,no=124,missing=123,gain=13.0160179,cover=2702
- 123:leaf=0.0147490371,cover=0
- 124:leaf=0.00120865868,cover=0
- 62:[Area5<0.864337862] yes=125,no=126,missing=125,gain=10.1726837,cover=66983
- 125:leaf=-0.00180449057,cover=0
- 126:leaf=0.000964559265,cover=0
-booster[199]:
-0:[PialArea5<0.95820266] yes=1,no=2,missing=2,gain=25.3552723,cover=5124388
- 1:[MidArea5<0.814855576] yes=3,no=4,missing=3,gain=39.7466698,cover=3832066
- 3:[Area5<0.802302957] yes=7,no=8,missing=8,gain=41.8734512,cover=3603175
- 7:[LGI5<3.74316525] yes=15,no=16,missing=15,gain=36.0904465,cover=3507969
- 15:[Pol<176.117172] yes=31,no=32,missing=31,gain=33.1870461,cover=3450321
- 31:[Pol<94.4799194] yes=63,no=64,missing=63,gain=32.6234779,cover=3361123
- 63:leaf=0.000132913541,cover=0
- 64:leaf=-0.000183857352,cover=0
- 32:[Area5<0.683950484] yes=65,no=66,missing=65,gain=25.3489628,cover=89198
- 65:leaf=0.000423502323,cover=0
- 66:leaf=0.00234531309,cover=0
- 16:[Ecc<29.3556995] yes=33,no=34,missing=33,gain=14.1884193,cover=57648
- 33:[PialCurv5<-0.0957419723] yes=67,no=68,missing=68,gain=13.8555183,cover=40668
- 67:leaf=1.10195488e-05,cover=0
- 68:leaf=-0.00226819306,cover=0
- 34:[Sulc0<0.586347759] yes=69,no=70,missing=69,gain=5.97257566,cover=16980
- 69:leaf=-0.000850167242,cover=0
- 70:leaf=0.00105989468,cover=0
- 8:[PialArea5<0.736284733] yes=17,no=18,missing=17,gain=14.6505241,cover=95206
- 17:[LGI5<2.31192279] yes=35,no=36,missing=36,gain=12.8653679,cover=79386
- 35:[Sulc0<0.101211272] yes=71,no=72,missing=71,gain=5.69011068,cover=2501
- 71:leaf=-0.00440600328,cover=0
- 72:leaf=0.000384288927,cover=0
- 36:[Pol<97.3566132] yes=73,no=74,missing=74,gain=11.6861572,cover=76885
- 73:leaf=0.000809369085,cover=0
- 74:leaf=0.00204299996,cover=0
- 18:[Pol<49.2074432] yes=37,no=38,missing=38,gain=8.90694237,cover=15820
- 37:[Ecc<1.85215485] yes=75,no=76,missing=76,gain=1.45883894,cover=2505
- 75:leaf=-0.00504103117,cover=0
- 76:leaf=0.00255439593,cover=0
- 38:[LGI5<3.1767621] yes=77,no=78,missing=77,gain=4.19297552,cover=13315
- 77:leaf=-0.000298335217,cover=0
- 78:leaf=-0.00221947371,cover=0
- 4:[PialArea5<0.730471373] yes=9,no=10,missing=10,gain=19.9531479,cover=228891
- 9:[LGI5<3.58443618] yes=19,no=20,missing=19,gain=3.73454094,cover=3045
- 19:[Pol<89.7623749] yes=39,no=40,missing=39,gain=3.81278324,cover=2753
- 39:[LGI5<3.45167398] yes=79,no=80,missing=80,gain=1.59891427,cover=803
- 79:leaf=0.000738105387,cover=0
- 80:leaf=-0.00572499027,cover=0
- 40:[LGI5<2.36467862] yes=81,no=82,missing=81,gain=4.17043972,cover=1950
- 81:leaf=0.000419639138,cover=0
- 82:leaf=0.005458334,cover=0
- 20:[Curv5<0.141257599] yes=41,no=42,missing=41,gain=3.59670544,cover=292
- 41:[Pol<89.1530609] yes=83,no=84,missing=83,gain=1.83835983,cover=228
- 83:leaf=0.0140172634,cover=0
- 84:leaf=0.00317562977,cover=0
- 42:[PialCurv5<0.141046807] yes=85,no=86,missing=86,gain=0.190768212,cover=64
- 85:leaf=-0.00542627601,cover=0
- 86:leaf=0.000233383384,cover=0
- 10:[PialCurv5<-0.115016438] yes=21,no=22,missing=21,gain=17.8943062,cover=225846
- 21:[Curv5<-0.163374811] yes=43,no=44,missing=43,gain=23.0332413,cover=26482
- 43:[PialCurv5<-0.171137348] yes=87,no=88,missing=88,gain=6.0010252,cover=24660
- 87:leaf=0.00229362887,cover=0
- 88:leaf=-0.000207955643,cover=0
- 44:[PialArea5<0.890138209] yes=89,no=90,missing=89,gain=7.03197479,cover=1822
- 89:leaf=0.000619060476,cover=0
- 90:leaf=0.00771956844,cover=0
- 22:[Pol<32.323391] yes=45,no=46,missing=45,gain=18.0506516,cover=199364
- 45:[LGI5<2.71502113] yes=91,no=92,missing=92,gain=9.46036053,cover=27078
- 91:leaf=0.00271034683,cover=0
- 92:leaf=-7.71052801e-05,cover=0
- 46:[Curv5<-0.024997253] yes=93,no=94,missing=93,gain=17.901329,cover=172286
- 93:leaf=-0.00156702567,cover=0
- 94:leaf=-0.000542543887,cover=0
- 2:[Area5<0.808195949] yes=5,no=6,missing=5,gain=28.9151497,cover=1292322
- 5:[Pol<64.3762589] yes=11,no=12,missing=12,gain=32.5463829,cover=1119583
- 11:[Curv5<-0.0575901605] yes=23,no=24,missing=23,gain=24.4927425,cover=570781
- 23:[Pol<25.2957573] yes=47,no=48,missing=47,gain=28.0588856,cover=534031
- 47:[Ecc<1.46579576] yes=95,no=96,missing=95,gain=17.7639046,cover=244866
- 95:leaf=-0.000833680329,cover=0
- 96:leaf=0.000486283854,cover=0
- 48:[LGI5<2.71502113] yes=97,no=98,missing=97,gain=38.2500076,cover=289165
- 97:leaf=0.000100318495,cover=0
- 98:leaf=-0.00106199679,cover=0
- 24:[PialCurv5<-0.0363363102] yes=49,no=50,missing=49,gain=89.0931091,cover=36750
- 49:[Ecc<4.20590305] yes=99,no=100,missing=99,gain=23.0397797,cover=6972
- 99:leaf=0.0118518872,cover=0
- 100:leaf=0.00485331239,cover=0
- 50:[Ecc<7.85193825] yes=101,no=102,missing=101,gain=23.4279461,cover=29778
- 101:leaf=0.00225960813,cover=0
- 102:leaf=-0.000822452828,cover=0
- 12:[Pol<119.248337] yes=25,no=26,missing=25,gain=51.4571915,cover=548802
- 25:[Ecc<4.67068386] yes=51,no=52,missing=52,gain=81.2772141,cover=99450
- 51:[Area5<0.710880876] yes=103,no=104,missing=103,gain=42.5384178,cover=65878
- 103:leaf=0.00153261016,cover=0
- 104:leaf=-0.0011073557,cover=0
- 52:[PialCurv5<-0.0472753309] yes=105,no=106,missing=105,gain=19.9130096,cover=33572
- 105:leaf=0.0046321582,cover=0
- 106:leaf=0.00216567726,cover=0
- 26:[PialCurv5<-0.0999256745] yes=53,no=54,missing=53,gain=35.3797722,cover=449352
- 53:[Curv5<-0.132798299] yes=107,no=108,missing=107,gain=108.176903,cover=232905
- 107:leaf=-0.000229405516,cover=0
- 108:leaf=0.00845834054,cover=0
- 54:[Ecc<7.34691238] yes=109,no=110,missing=109,gain=32.9408112,cover=216447
- 109:leaf=0.000137609502,cover=0
- 110:leaf=0.001373676,cover=0
- 6:[PialArea5<1.23851824] yes=13,no=14,missing=13,gain=16.4955006,cover=172739
- 13:[Ecc<9.27846909] yes=27,no=28,missing=27,gain=12.6317806,cover=96675
- 27:[Area5<0.877147377] yes=55,no=56,missing=55,gain=18.3049393,cover=43757
- 55:[Curv5<-0.0461937301] yes=111,no=112,missing=111,gain=13.062254,cover=33308
- 111:leaf=-0.00140509754,cover=0
- 112:leaf=0.00103292067,cover=0
- 56:[Pol<52.7894325] yes=113,no=114,missing=113,gain=6.41764069,cover=10449
- 113:leaf=-0.00138685131,cover=0
- 114:leaf=-0.0041003502,cover=0
- 28:[Pol<28.4081879] yes=57,no=58,missing=58,gain=11.0543547,cover=52918
- 57:[LGI5<2.54917789] yes=115,no=116,missing=116,gain=4.05619526,cover=14561
- 115:leaf=-0.00784110744,cover=0
- 116:leaf=0.000931149465,cover=0
- 58:[Area5<0.987501919] yes=117,no=118,missing=117,gain=6.56694794,cover=38357
- 117:leaf=-0.000865662179,cover=0
- 118:leaf=0.00357112219,cover=0
- 14:[Sulc0<-1.10615158] yes=29,no=30,missing=29,gain=8.49673653,cover=76064
- 29:[LGI5<2.69470191] yes=59,no=60,missing=60,gain=3.67290783,cover=3236
- 59:[Ecc<1.96654522] yes=119,no=120,missing=119,gain=3.98264122,cover=1535
- 119:leaf=-0.00134776789,cover=0
- 120:leaf=0.00554448133,cover=0
- 60:[LGI5<3.23945832] yes=121,no=122,missing=121,gain=5.25331497,cover=1701
- 121:leaf=-0.00120560394,cover=0
- 122:leaf=0.00447054347,cover=0
- 30:[Ecc<7.69572639] yes=61,no=62,missing=61,gain=8.13185787,cover=72828
- 61:[Pol<43.7633247] yes=123,no=124,missing=123,gain=12.0098476,cover=40654
- 123:leaf=-0.00105652481,cover=0
- 124:leaf=0.000756614958,cover=0
- 62:[Pol<168.023468] yes=125,no=126,missing=125,gain=17.4809475,cover=32174
- 125:leaf=0.00117423746,cover=0
- 126:leaf=-0.00184866006,cover=0
-booster[200]:
-0:[PialArea5<1.15332794] yes=1,no=2,missing=1,gain=24.6195278,cover=5124388
- 1:[PialArea5<0.370812863] yes=3,no=4,missing=3,gain=26.9383469,cover=4700981
- 3:[Curv5<0.147363082] yes=7,no=8,missing=7,gain=34.3054199,cover=323045
- 7:[Area5<0.717401922] yes=15,no=16,missing=16,gain=13.2429008,cover=82478
- 15:[Pol<79.5617371] yes=31,no=32,missing=31,gain=11.009079,cover=66636
- 31:[PialCurv5<-0.058241725] yes=63,no=64,missing=64,gain=9.30651093,cover=6588
- 63:leaf=-0.00533042941,cover=0
- 64:leaf=0.00334884785,cover=0
- 32:[Pol<106.604004] yes=65,no=66,missing=65,gain=14.1718988,cover=60048
- 65:leaf=0.000285593153,cover=0
- 66:leaf=0.0019907488,cover=0
- 16:[Sulc0<0.0530014001] yes=33,no=34,missing=33,gain=10.6088028,cover=15842
- 33:[LGI5<2.29656005] yes=67,no=68,missing=68,gain=4.67168236,cover=125
- 67:leaf=-0.0118385609,cover=0
- 68:leaf=0.020185506,cover=0
- 34:[Curv5<0.0235087723] yes=69,no=70,missing=69,gain=4.375,cover=15717
- 69:leaf=-0.0166079178,cover=0
- 70:leaf=0.00250974228,cover=0
- 8:[Sulc0<0.540103436] yes=17,no=18,missing=17,gain=20.790844,cover=240567
- 17:[Area5<0.603367925] yes=35,no=36,missing=36,gain=25.1466351,cover=61910
- 35:[Pol<83.4982376] yes=71,no=72,missing=71,gain=7.69970608,cover=18813
- 71:leaf=0.0032991413,cover=0
- 72:leaf=-0.000887701288,cover=0
- 36:[Sulc0<0.272107065] yes=73,no=74,missing=73,gain=8.7876358,cover=43097
- 73:leaf=0.00272374973,cover=0
- 74:leaf=0.00112427433,cover=0
- 18:[PialArea5<0.245474651] yes=37,no=38,missing=38,gain=16.4072647,cover=178657
- 37:[LGI5<2.82485151] yes=75,no=76,missing=75,gain=8.11614895,cover=16194
- 75:leaf=0.00022854445,cover=0
- 76:leaf=0.00246723508,cover=0
- 38:[Area5<0.715747833] yes=77,no=78,missing=77,gain=13.9555683,cover=162463
- 77:leaf=-0.000580625085,cover=0
- 78:leaf=0.000496567925,cover=0
- 4:[Curv5<0.116796501] yes=9,no=10,missing=9,gain=31.9655437,cover=4377936
- 9:[Sulc0<-0.0326132737] yes=19,no=20,missing=19,gain=56.4837303,cover=3806830
- 19:[Area5<0.864337862] yes=39,no=40,missing=39,gain=50.546463,cover=2658270
- 39:[Pol<136.792099] yes=79,no=80,missing=79,gain=42.3701744,cover=2638829
- 79:leaf=-0.000272853125,cover=0
- 80:leaf=0.00014161953,cover=0
- 40:[Pol<50.9985542] yes=81,no=82,missing=81,gain=22.9969635,cover=19441
- 81:leaf=0.000121050653,cover=0
- 82:leaf=-0.00373409363,cover=0
- 20:[Ecc<3.03937531] yes=41,no=42,missing=41,gain=49.0608444,cover=1148560
- 41:[PialCurv5<0.125401646] yes=83,no=84,missing=83,gain=20.437706,cover=37069
- 83:leaf=-0.00234780624,cover=0
- 84:leaf=0.000132347268,cover=0
- 42:[Ecc<19.7764034] yes=85,no=86,missing=85,gain=52.8001328,cover=1111491
- 85:leaf=0.000625647663,cover=0
- 86:leaf=-7.66763842e-05,cover=0
- 10:[Ecc<13.3064203] yes=21,no=22,missing=21,gain=34.5756531,cover=571106
- 21:[Pol<62.0115929] yes=43,no=44,missing=44,gain=26.4610863,cover=399864
- 43:[Sulc0<-0.0637059584] yes=87,no=88,missing=88,gain=22.0110283,cover=5324
- 87:leaf=0.00553292129,cover=0
- 88:leaf=-0.00137611188,cover=0
- 44:[Area5<0.642765105] yes=89,no=90,missing=89,gain=22.3611336,cover=394540
- 89:leaf=-0.00100773887,cover=0
- 90:leaf=-2.8109429e-05,cover=0
- 22:[Pol<125.881905] yes=45,no=46,missing=45,gain=33.9657822,cover=171242
- 45:[Pol<44.6807365] yes=91,no=92,missing=92,gain=34.7418137,cover=148804
- 91:leaf=0.00387292611,cover=0
- 92:leaf=-0.00139305845,cover=0
- 46:[PialArea5<0.580179036] yes=93,no=94,missing=93,gain=20.8376541,cover=22438
- 93:leaf=0.00152043242,cover=0
- 94:leaf=-0.00244708522,cover=0
- 2:[Area5<0.562355936] yes=5,no=6,missing=5,gain=15.5440826,cover=423407
- 5:[Curv5<-0.191348091] yes=11,no=12,missing=12,gain=6.55856895,cover=9756
- 11:[MidArea5<1.07671547] yes=23,no=24,missing=24,gain=5.68182993,cover=7006
- 23:[PialCurv5<-0.0441194475] yes=47,no=48,missing=47,gain=3.55942726,cover=6936
- 47:[Area5<0.433531314] yes=95,no=96,missing=95,gain=3.50441647,cover=6921
- 95:leaf=0.00884729903,cover=0
- 96:leaf=0.00126648496,cover=0
- 48:[Sulc0<-1.15707839] yes=97,no=98,missing=98,gain=0.705440044,cover=15
- 97:leaf=0.0104698716,cover=0
- 98:leaf=-0.0250496566,cover=0
- 24:[LGI5<2.39356947] yes=49,no=50,missing=50,gain=0.842536926,cover=70
- 49:[Pol<23.2745647] yes=99,no=100,missing=99,gain=0.219549656,cover=55
- 99:leaf=0.00567727908,cover=0
- 100:leaf=0.0140191391,cover=0
- 50:[Curv5<-0.228820562] yes=101,no=102,missing=102,gain=0.432962418,cover=15
- 101:leaf=0.016110966,cover=0
- 102:leaf=0.0365596376,cover=0
- 12:[PialCurv5<-0.104067586] yes=25,no=26,missing=25,gain=13.347168,cover=2750
- 25:[Curv5<-0.146701202] yes=51,no=52,missing=52,gain=4.28228378,cover=1165
- 51:[Area5<0.517926872] yes=103,no=104,missing=103,gain=2.39405441,cover=940
- 103:leaf=0.0104941977,cover=0
- 104:leaf=0.00515043084,cover=0
- 52:[Ecc<3.29132295] yes=105,no=106,missing=105,gain=4.62909317,cover=225
- 105:leaf=0.0191632267,cover=0
- 106:leaf=0.00322291884,cover=0
- 26:[LGI5<2.24172258] yes=53,no=54,missing=53,gain=3.05329704,cover=1585
- 53:[Ecc<0.513775289] yes=107,no=108,missing=107,gain=1.38739371,cover=127
- 107:leaf=-0.00385784288,cover=0
- 108:leaf=0.0109358588,cover=0
- 54:[Ecc<17.0169544] yes=109,no=110,missing=110,gain=2.54452562,cover=1458
- 109:leaf=0.000903880689,cover=0
- 110:leaf=-0.0317257568,cover=0
- 6:[Pol<45.5953903] yes=13,no=14,missing=13,gain=12.4058285,cover=413651
- 13:[PialCurv5<-0.0758950338] yes=27,no=28,missing=28,gain=7.91417789,cover=217684
- 27:[Curv5<-0.0902613774] yes=55,no=56,missing=55,gain=31.5913601,cover=188969
- 55:[Curv5<-0.112134233] yes=111,no=112,missing=111,gain=8.59187889,cover=188069
- 111:leaf=9.10348317e-05,cover=0
- 112:leaf=0.00279286876,cover=0
- 56:[Ecc<3.16401935] yes=113,no=114,missing=113,gain=8.62022018,cover=900
- 113:leaf=0.0166785624,cover=0
- 114:leaf=0.00616223319,cover=0
- 28:[Curv5<-0.148390457] yes=57,no=58,missing=58,gain=13.2415638,cover=28715
- 57:[Area5<0.746306419] yes=115,no=116,missing=115,gain=11.0843372,cover=3720
- 115:leaf=-0.000165704521,cover=0
- 116:leaf=0.00540058641,cover=0
- 58:[Sulc0<-0.849334478] yes=117,no=118,missing=117,gain=9.44860077,cover=24995
- 117:leaf=-0.00406610128,cover=0
- 118:leaf=-0.000804885756,cover=0
- 14:[Pol<164.532394] yes=29,no=30,missing=30,gain=11.9177837,cover=195967
- 29:[Ecc<4.40349627] yes=59,no=60,missing=59,gain=13.8155823,cover=139569
- 59:[Ecc<1.21076584] yes=119,no=120,missing=119,gain=21.2296772,cover=61582
- 119:leaf=0.00193993468,cover=0
- 120:leaf=-0.000227120341,cover=0
- 60:[Sulc0<-0.79536891] yes=121,no=122,missing=122,gain=18.0814056,cover=77987
- 121:leaf=-0.000683497346,cover=0
- 122:leaf=0.00159180968,cover=0
- 30:[Ecc<6.52965975] yes=61,no=62,missing=62,gain=17.7825108,cover=56398
- 61:[Curv5<-0.18985194] yes=123,no=124,missing=123,gain=30.9479465,cover=17194
- 123:leaf=-0.000774109911,cover=0
- 124:leaf=0.00346829789,cover=0
- 62:[Area5<0.687129855] yes=125,no=126,missing=126,gain=8.2259655,cover=39204
- 125:leaf=0.00112904317,cover=0
- 126:leaf=-0.000896568527,cover=0
-booster[201]:
-0:[Area5<0.404548973] yes=1,no=2,missing=2,gain=24.6281967,cover=5124388
- 1:[PialCurv5<-0.0262977369] yes=3,no=4,missing=3,gain=9.72990417,cover=40033
- 3:[Curv5<-0.2376284] yes=7,no=8,missing=7,gain=10.5580006,cover=39200
- 7:[Ecc<0.406764686] yes=15,no=16,missing=15,gain=6.06163979,cover=21659
- 15:[Ecc<0.221054599] yes=29,no=30,missing=30,gain=0.934076309,cover=528
- 29:[Sulc0<-0.763524294] yes=57,no=58,missing=57,gain=0.663437903,cover=90
- 57:leaf=-0.00269783824,cover=0
- 58:leaf=0.00673202891,cover=0
- 30:[Ecc<0.353712648] yes=59,no=60,missing=60,gain=0.579246998,cover=438
- 59:leaf=-0.00689148391,cover=0
- 60:leaf=-0.00298321713,cover=0
- 16:[PialCurv5<-0.123133563] yes=31,no=32,missing=31,gain=6.26496124,cover=21131
- 31:[Ecc<1.68457866] yes=61,no=62,missing=61,gain=4.88139534,cover=17214
- 61:leaf=-0.000938396086,cover=0
- 62:leaf=0.000891242293,cover=0
- 32:[Curv5<-0.39144522] yes=63,no=64,missing=63,gain=3.20952225,cover=3917
- 63:leaf=-0.00491585908,cover=0
- 64:leaf=0.00282341591,cover=0
- 8:[PialArea5<0.914612174] yes=17,no=18,missing=18,gain=4.7305603,cover=17541
- 17:[Ecc<39.5502243] yes=33,no=34,missing=33,gain=3.91714287,cover=16731
- 33:[Area5<0.380439579] yes=65,no=66,missing=65,gain=4.01033401,cover=16704
- 65:leaf=0.00300959102,cover=0
- 66:leaf=0.00144338713,cover=0
- 34:[LGI5<3.20360112] yes=67,no=68,missing=67,gain=0.450307608,cover=27
- 67:leaf=0.00436138129,cover=0
- 68:leaf=-0.018388778,cover=0
- 18:[Ecc<0.353712648] yes=35,no=36,missing=35,gain=1.21817207,cover=810
- 35:[Curv5<-0.209697157] yes=69,no=70,missing=69,gain=0.269935161,cover=18
- 69:leaf=-0.0101868017,cover=0
- 70:leaf=0.00287176366,cover=0
- 36:[Ecc<3.54469991] yes=71,no=72,missing=71,gain=1.42267513,cover=792
- 71:leaf=0.00748943537,cover=0
- 72:leaf=0.00253660232,cover=0
- 4:[Pol<7.58674097] yes=9,no=10,missing=10,gain=3.83355951,cover=833
- 9:leaf=-0.0321831666,cover=0
- 10:[Area5<0.380439579] yes=19,no=20,missing=19,gain=2.64163351,cover=822
- 19:[LGI5<3.08610082] yes=37,no=38,missing=37,gain=2.66952753,cover=350
- 37:[PialArea5<0.89274627] yes=73,no=74,missing=74,gain=1.54166639,cover=241
- 73:leaf=-0.00451128185,cover=0
- 74:leaf=0.0268533677,cover=0
- 38:[PialArea5<0.292306483] yes=75,no=76,missing=75,gain=2.93558311,cover=109
- 75:leaf=-0.00702019874,cover=0
- 76:leaf=-0.0240720045,cover=0
- 20:[Curv5<0.233002663] yes=39,no=40,missing=39,gain=2.01518416,cover=472
- 39:[Ecc<25.1292973] yes=77,no=78,missing=77,gain=2.25411224,cover=406
- 77:leaf=-0.00123505376,cover=0
- 78:leaf=-0.0129923588,cover=0
- 40:[LGI5<3.36766768] yes=79,no=80,missing=79,gain=3.14325666,cover=66
- 79:leaf=0.000957176031,cover=0
- 80:leaf=0.0269577801,cover=0
- 2:[PialArea5<0.908809483] yes=5,no=6,missing=5,gain=25.5185509,cover=5084355
- 5:[Curv5<-0.0133169871] yes=11,no=12,missing=11,gain=52.2171402,cover=3450968
- 11:[Area5<0.713311911] yes=21,no=22,missing=22,gain=107.609688,cover=1400254
- 21:[PialArea5<0.651661396] yes=41,no=42,missing=41,gain=86.5379944,cover=1220141
- 41:[Ecc<14.694541] yes=81,no=82,missing=81,gain=26.0550003,cover=142859
- 81:leaf=-0.00169546157,cover=0
- 82:leaf=-0.000131588022,cover=0
- 42:[Sulc0<-0.0637059584] yes=83,no=84,missing=83,gain=71.7113342,cover=1077282
- 83:leaf=-0.000147406055,cover=0
- 84:leaf=0.00111690303,cover=0
- 22:[PialCurv5<-0.0839454681] yes=43,no=44,missing=44,gain=88.4289398,cover=180113
- 43:[Curv5<-0.102400392] yes=85,no=86,missing=85,gain=21.8613167,cover=45371
- 85:leaf=0.000115217968,cover=0
- 86:leaf=0.00406305632,cover=0
- 44:[Pol<59.5955544] yes=87,no=88,missing=88,gain=49.5748901,cover=134742
- 87:leaf=-0.000212962346,cover=0
- 88:leaf=-0.00259012706,cover=0
- 12:[PialCurv5<0.0218105931] yes=23,no=24,missing=23,gain=183.174011,cover=2050714
- 23:[Curv5<0.00780903921] yes=45,no=46,missing=45,gain=59.9718933,cover=171952
- 45:[PialCurv5<0.000298873958] yes=89,no=90,missing=90,gain=39.6745071,cover=76833
- 89:leaf=0.00172124885,cover=0
- 90:leaf=-0.000551288307,cover=0
- 46:[MidArea5<0.588423193] yes=91,no=92,missing=91,gain=63.1980591,cover=95119
- 91:leaf=0.000114522249,cover=0
- 92:leaf=0.00318036019,cover=0
- 24:[PialArea5<0.580179036] yes=47,no=48,missing=47,gain=67.6863708,cover=1878762
- 47:[Area5<0.633885562] yes=93,no=94,missing=93,gain=85.4205322,cover=1168459
- 93:leaf=-0.000704605132,cover=0
- 94:leaf=0.000376842567,cover=0
- 48:[LGI5<2.95092106] yes=95,no=96,missing=95,gain=35.7222519,cover=710303
- 95:leaf=-0.000160706448,cover=0
- 96:leaf=-0.000883766159,cover=0
- 6:[Area5<0.770300686] yes=13,no=14,missing=13,gain=36.1274948,cover=1633387
- 13:[Sulc0<0.0294309072] yes=25,no=26,missing=25,gain=67.0230942,cover=1275473
- 25:[Curv5<-0.0461937301] yes=49,no=50,missing=49,gain=38.4532318,cover=1227752
- 49:[Sulc0<-0.998678327] yes=97,no=98,missing=97,gain=27.7472076,cover=1170098
- 97:leaf=-0.000486153382,cover=0
- 98:leaf=0.000240069334,cover=0
- 50:[PialCurv5<-0.0245349593] yes=99,no=100,missing=99,gain=108.526047,cover=57654
- 99:leaf=0.00552096125,cover=0
- 100:leaf=0.000307649694,cover=0
- 26:[Pol<69.6327286] yes=51,no=52,missing=51,gain=14.8982544,cover=47721
- 51:[PialCurv5<-0.0154925911] yes=101,no=102,missing=102,gain=32.0371094,cover=16500
- 101:leaf=0.00314590521,cover=0
- 102:leaf=-0.00126096688,cover=0
- 52:[Pol<128.951508] yes=103,no=104,missing=103,gain=23.9276733,cover=31221
- 103:leaf=0.00465687504,cover=0
- 104:leaf=0.001750077,cover=0
- 14:[PialArea5<1.07926941] yes=27,no=28,missing=28,gain=27.9619617,cover=357914
- 27:[Pol<30.3635597] yes=53,no=54,missing=53,gain=12.5525017,cover=134940
- 53:[Curv5<0.00319097727] yes=105,no=106,missing=105,gain=5.54020071,cover=26841
- 105:leaf=-0.000117602431,cover=0
- 106:leaf=0.00236705504,cover=0
- 54:[Ecc<4.94054604] yes=107,no=108,missing=108,gain=11.4219971,cover=108099
- 107:leaf=-0.00221480872,cover=0
- 108:leaf=-0.000860631117,cover=0
- 28:[Area5<0.987501919] yes=55,no=56,missing=55,gain=10.9997044,cover=222974
- 55:[Curv5<-0.0553030409] yes=109,no=110,missing=110,gain=11.4108419,cover=211971
- 109:leaf=2.59506869e-05,cover=0
- 110:leaf=0.00136648037,cover=0
- 56:[LGI5<3.09872246] yes=111,no=112,missing=111,gain=10.3814249,cover=11003
- 111:leaf=-0.00247385888,cover=0
- 112:leaf=0.000901463151,cover=0
-booster[202]:
-0:[LGI5<2.23211861] yes=1,no=2,missing=2,gain=24.1708126,cover=5124388
- 1:[Area5<0.692729533] yes=3,no=4,missing=3,gain=16.0480232,cover=140393
- 3:[Pol<74.7525482] yes=7,no=8,missing=8,gain=12.7716637,cover=110806
- 7:[Ecc<4.8056078] yes=15,no=16,missing=16,gain=7.33344078,cover=33118
- 15:[Ecc<1.51801682] yes=31,no=32,missing=31,gain=4.09173822,cover=32108
- 31:[LGI5<2.19753051] yes=61,no=62,missing=61,gain=7.34358501,cover=16868
- 61:leaf=-0.00115850545,cover=0
- 62:leaf=0.000968230248,cover=0
- 32:[Pol<25.2957573] yes=63,no=64,missing=63,gain=7.24361753,cover=15240
- 63:leaf=0.00278844708,cover=0
- 64:leaf=0.000222612623,cover=0
- 16:[MidArea5<0.619563401] yes=33,no=34,missing=33,gain=1.56740665,cover=1010
- 33:[Curv5<-0.26661092] yes=65,no=66,missing=66,gain=0.372253418,cover=171
- 65:leaf=-0.00192150963,cover=0
- 66:leaf=-0.00928901229,cover=0
- 34:[LGI5<2.13090348] yes=67,no=68,missing=68,gain=1.09345531,cover=839
- 67:leaf=-0.00653299782,cover=0
- 68:leaf=-0.00221374305,cover=0
- 8:[Curv5<0.0716206133] yes=17,no=18,missing=17,gain=15.201107,cover=77688
- 17:[PialCurv5<-0.0748331472] yes=35,no=36,missing=36,gain=13.9352112,cover=61087
- 35:[Curv5<-0.269494504] yes=69,no=70,missing=69,gain=9.97466183,cover=33230
- 69:leaf=0.0031227821,cover=0
- 70:leaf=0.000603746565,cover=0
- 36:[Curv5<-0.153417632] yes=71,no=72,missing=71,gain=11.8762436,cover=27857
- 71:leaf=0.0062431558,cover=0
- 72:leaf=0.0021830122,cover=0
- 18:[PialArea5<0.511941612] yes=37,no=38,missing=37,gain=6.85724831,cover=16601
- 37:[PialCurv5<0.196748361] yes=73,no=74,missing=73,gain=4.81597328,cover=13111
- 73:leaf=0.00169201416,cover=0
- 74:leaf=-0.000285864895,cover=0
- 38:[LGI5<2.21018219] yes=75,no=76,missing=75,gain=5.17778778,cover=3490
- 75:leaf=-0.00323043019,cover=0
- 76:leaf=0.00106607459,cover=0
- 4:[Ecc<1.96654522] yes=9,no=10,missing=9,gain=15.6217766,cover=29587
- 9:[Curv5<-0.319950402] yes=19,no=20,missing=19,gain=7.16189718,cover=9844
- 19:leaf=0.0279703718,cover=0
- 20:[Curv5<-0.0708468556] yes=39,no=40,missing=39,gain=7.90807056,cover=9820
- 39:[PialArea5<0.987776101] yes=77,no=78,missing=77,gain=3.76276684,cover=4066
- 77:leaf=-0.00286381086,cover=0
- 78:leaf=0.000469953375,cover=0
- 40:[Area5<0.746306419] yes=79,no=80,missing=79,gain=6.90909767,cover=5754
- 79:leaf=0.00356608629,cover=0
- 80:leaf=-0.00013492383,cover=0
- 10:[Sulc0<-0.00176540145] yes=21,no=22,missing=21,gain=9.87119579,cover=19743
- 21:[Pol<150.62207] yes=41,no=42,missing=41,gain=11.9648418,cover=13543
- 41:[Pol<97.9094925] yes=81,no=82,missing=81,gain=7.50124741,cover=12696
- 81:leaf=-0.00127755629,cover=0
- 82:leaf=-0.00373147032,cover=0
- 42:[MidArea5<0.98915565] yes=83,no=84,missing=83,gain=8.09446144,cover=847
- 83:leaf=0.00126888172,cover=0
- 84:leaf=0.0132420314,cover=0
- 22:[Ecc<8.06448936] yes=43,no=44,missing=43,gain=2.53176475,cover=6200
- 43:[Pol<93.9093552] yes=85,no=86,missing=85,gain=2.53607464,cover=5761
- 85:leaf=-0.00144085789,cover=0
- 86:leaf=0.00124041981,cover=0
- 44:[LGI5<2.13090348] yes=87,no=88,missing=87,gain=0.682282567,cover=439
- 87:leaf=-0.00826182123,cover=0
- 88:leaf=-0.00242528692,cover=0
- 2:[Pol<6.72755051] yes=5,no=6,missing=6,gain=23.819397,cover=4983995
- 5:[Ecc<1.79549146] yes=11,no=12,missing=11,gain=14.3732471,cover=158546
- 11:[MidArea5<0.62992847] yes=23,no=24,missing=23,gain=2.27327633,cover=10072
- 23:[Sulc0<-0.487093836] yes=45,no=46,missing=46,gain=1.07087803,cover=1154
- 45:[Area5<0.557224929] yes=89,no=90,missing=90,gain=1.46813107,cover=859
- 89:leaf=-0.00323910452,cover=0
- 90:leaf=0.0028350309,cover=0
- 46:[Curv5<-0.39144522] yes=91,no=92,missing=92,gain=0.709632874,cover=295
- 91:leaf=0.0112831211,cover=0
- 92:leaf=-0.00625904417,cover=0
- 24:[Sulc0<-1.08640325] yes=47,no=48,missing=47,gain=2.41237688,cover=8918
- 47:[PialCurv5<-0.0982506946] yes=93,no=94,missing=94,gain=1.73780155,cover=1387
- 93:leaf=-0.00238541211,cover=0
- 94:leaf=-0.00917193759,cover=0
- 48:[Ecc<1.21076584] yes=95,no=96,missing=95,gain=1.94007874,cover=7531
- 95:leaf=-0.00144834805,cover=0
- 96:leaf=0.000157526563,cover=0
- 12:[PialCurv5<0.0932018384] yes=25,no=26,missing=25,gain=14.2130909,cover=148474
- 25:[Curv5<-0.204921171] yes=49,no=50,missing=49,gain=11.0898323,cover=144029
- 49:[Sulc0<-0.351394534] yes=97,no=98,missing=98,gain=5.20466614,cover=57503
- 97:leaf=0.000160516283,cover=0
- 98:leaf=0.00256367493,cover=0
- 50:[PialCurv5<-0.131946102] yes=99,no=100,missing=99,gain=18.3625374,cover=86526
- 99:leaf=0.00470484328,cover=0
- 100:leaf=0.00100509566,cover=0
- 26:[Ecc<37.2796402] yes=51,no=52,missing=51,gain=13.5415745,cover=4445
- 51:[Curv5<0.099404186] yes=101,no=102,missing=101,gain=8.39935493,cover=4044
- 101:leaf=-0.00480222842,cover=0
- 102:leaf=-0.000150847816,cover=0
- 52:[Sulc0<0.40262419] yes=103,no=104,missing=103,gain=3.10619688,cover=401
- 103:leaf=0.0125991544,cover=0
- 104:leaf=0.00339840143,cover=0
- 6:[Sulc0<-0.357752919] yes=13,no=14,missing=13,gain=27.6719818,cover=4825449
- 13:[Ecc<5.59685707] yes=27,no=28,missing=28,gain=40.8822479,cover=1990566
- 27:[Curv5<-0.0963523984] yes=53,no=54,missing=53,gain=49.7177048,cover=1032992
- 53:[LGI5<2.51629615] yes=105,no=106,missing=106,gain=46.0976448,cover=811433
- 105:leaf=0.000125762745,cover=0
- 106:leaf=-0.000672532013,cover=0
- 54:[PialCurv5<-0.0748331472] yes=107,no=108,missing=107,gain=140.265564,cover=221559
- 107:leaf=0.00554872677,cover=0
- 108:leaf=0.000376574026,cover=0
- 28:[LGI5<2.50944686] yes=55,no=56,missing=55,gain=73.8442841,cover=957574
- 55:[PialArea5<0.712173045] yes=109,no=110,missing=109,gain=24.139122,cover=89564
- 109:leaf=-0.00437162491,cover=0
- 110:leaf=-0.00152091356,cover=0
- 56:[Pol<135.419098] yes=111,no=112,missing=111,gain=57.6049271,cover=868010
- 111:leaf=-0.000662376115,cover=0
- 112:leaf=0.000153102315,cover=0
- 14:[Curv5<-0.168147355] yes=29,no=30,missing=29,gain=63.6491623,cover=2834883
- 29:[PialCurv5<-0.0839454681] yes=57,no=58,missing=57,gain=92.820282,cover=162117
- 57:[Pol<112.874634] yes=113,no=114,missing=114,gain=31.8422966,cover=136861
- 113:leaf=0.00172815844,cover=0
- 114:leaf=3.40028128e-05,cover=0
- 58:[PialArea5<0.777740717] yes=115,no=116,missing=115,gain=57.0794983,cover=25256
- 115:leaf=0.000819417764,cover=0
- 116:leaf=0.00569980126,cover=0
- 30:[PialCurv5<-0.107211173] yes=59,no=60,missing=59,gain=48.6000061,cover=2672766
- 59:[PialArea5<0.686586082] yes=117,no=118,missing=117,gain=32.2230492,cover=15768
- 117:leaf=-0.00143841107,cover=0
- 118:leaf=0.00398643082,cover=0
- 60:[LGI5<3.48966408] yes=119,no=120,missing=119,gain=32.7349014,cover=2656998
- 119:leaf=4.08797096e-05,cover=0
- 120:leaf=-0.000611676194,cover=0
-booster[203]:
-0:[Curv5<-0.319950402] yes=1,no=2,missing=2,gain=24.1334896,cover=5124388
- 1:[PialArea5<0.750515759] yes=3,no=4,missing=3,gain=21.6511726,cover=80065
- 3:[PialArea5<0.597118378] yes=7,no=8,missing=8,gain=5.02912426,cover=33550
- 7:[PialCurv5<-0.138158455] yes=15,no=16,missing=15,gain=4.31124496,cover=9471
- 15:[Ecc<13.6880245] yes=31,no=32,missing=32,gain=1.95055318,cover=7887
- 31:[Pol<87.9431763] yes=63,no=64,missing=63,gain=3.64012432,cover=5209
- 63:leaf=-0.00124197803,cover=0
- 64:leaf=0.001412643,cover=0
- 32:[LGI5<3.1900804] yes=65,no=66,missing=65,gain=3.17138982,cover=2678
- 65:leaf=-0.00321837328,cover=0
- 66:leaf=0.000248627883,cover=0
- 16:[Area5<0.557224929] yes=33,no=34,missing=33,gain=2.71822405,cover=1584
- 33:[Sulc0<-0.298712492] yes=67,no=68,missing=67,gain=3.14282036,cover=1362
- 67:leaf=-0.0066299676,cover=0
- 68:leaf=-0.00182234554,cover=0
- 34:[Ecc<8.70817566] yes=69,no=70,missing=69,gain=3.84173822,cover=222
- 69:leaf=0.0082052527,cover=0
- 70:leaf=-0.0048926631,cover=0
- 8:[Curv5<-0.39144522] yes=17,no=18,missing=17,gain=4.60904026,cover=24079
- 17:[PialCurv5<-0.151339546] yes=35,no=36,missing=35,gain=4.13025331,cover=7308
- 35:[Sulc0<-0.237935558] yes=71,no=72,missing=71,gain=3.95758533,cover=5886
- 71:leaf=0.00147083902,cover=0
- 72:leaf=0.00573153375,cover=0
- 36:[Ecc<8.48579407] yes=73,no=74,missing=73,gain=2.5567379,cover=1422
- 73:leaf=0.000961401325,cover=0
- 74:leaf=-0.00327849505,cover=0
- 18:[PialCurv5<-0.167439327] yes=37,no=38,missing=38,gain=5.63444757,cover=16771
- 37:[Ecc<32.0879669] yes=75,no=76,missing=76,gain=1.76002669,cover=10332
- 75:leaf=-0.00069463125,cover=0
- 76:leaf=-0.0029651376,cover=0
- 38:[Sulc0<-0.469276249] yes=77,no=78,missing=78,gain=2.07043839,cover=6439
- 77:leaf=0.000419378746,cover=0
- 78:leaf=0.00240892498,cover=0
- 4:[Curv5<-0.39144522] yes=9,no=10,missing=9,gain=11.06567,cover=46515
- 9:[Sulc0<-0.370474488] yes=19,no=20,missing=20,gain=4.90144539,cover=6394
- 19:[PialCurv5<-0.058241725] yes=39,no=40,missing=39,gain=3.0887413,cover=5555
- 39:[Area5<0.420677572] yes=79,no=80,missing=79,gain=2.46905708,cover=5501
- 79:leaf=-0.00293873623,cover=0
- 80:leaf=0.00325802155,cover=0
- 40:[Pol<152.827332] yes=81,no=82,missing=81,gain=0.871160984,cover=54
- 81:leaf=-0.00590851624,cover=0
- 82:leaf=-0.0231855363,cover=0
- 20:[Pol<39.0368156] yes=41,no=42,missing=42,gain=4.19085693,cover=839
- 41:[LGI5<2.74668789] yes=83,no=84,missing=83,gain=1.01353765,cover=225
- 83:leaf=-0.00412915461,cover=0
- 84:leaf=0.00329836644,cover=0
- 42:[Pol<146.864227] yes=85,no=86,missing=85,gain=3.18917084,cover=614
- 85:leaf=0.0112546543,cover=0
- 86:leaf=0.00288422592,cover=0
- 10:[PialCurv5<-0.153030112] yes=21,no=22,missing=21,gain=7.0304966,cover=40121
- 21:[Pol<143.959366] yes=43,no=44,missing=43,gain=5.41589928,cover=28332
- 43:[Pol<17.1471634] yes=87,no=88,missing=87,gain=6.66267776,cover=19114
- 87:leaf=0.000139382944,cover=0
- 88:leaf=0.00205320888,cover=0
- 44:[Ecc<7.24576569] yes=89,no=90,missing=89,gain=3.41284227,cover=9218
- 89:leaf=-0.0012759947,cover=0
- 90:leaf=0.000667005836,cover=0
- 22:[Pol<50.9985542] yes=45,no=46,missing=45,gain=4.64929962,cover=11789
- 45:[Area5<0.573932528] yes=91,no=92,missing=92,gain=5.00576496,cover=5269
- 91:leaf=-0.00059305405,cover=0
- 92:leaf=0.0025178825,cover=0
- 46:[Sulc0<-0.557882011] yes=93,no=94,missing=94,gain=4.31914139,cover=6520
- 93:leaf=0.00232952205,cover=0
- 94:leaf=0.00513930293,cover=0
- 2:[PialArea5<1.18617713] yes=5,no=6,missing=5,gain=24.3711586,cover=5044323
- 5:[Curv5<-0.0530214235] yes=11,no=12,missing=11,gain=29.8406715,cover=4703354
- 11:[PialArea5<0.712173045] yes=23,no=24,missing=23,gain=60.3572922,cover=2249707
- 23:[Area5<0.536314785] yes=47,no=48,missing=48,gain=40.486557,cover=212932
- 47:[PialCurv5<-0.0758950338] yes=95,no=96,missing=95,gain=14.0631151,cover=83319
- 95:leaf=-0.000598506536,cover=0
- 96:leaf=0.000756748661,cover=0
- 48:[Pol<163.028091] yes=97,no=98,missing=97,gain=21.4057465,cover=129613
- 97:leaf=-0.0017438276,cover=0
- 98:leaf=0.000373344839,cover=0
- 24:[Area5<0.628069878] yes=49,no=50,missing=49,gain=68.8276062,cover=2036775
- 49:[Curv5<-0.115945198] yes=99,no=100,missing=100,gain=103.734009,cover=825585
- 99:leaf=5.67436109e-05,cover=0
- 100:leaf=0.00178575143,cover=0
- 50:[Pol<25.2957573] yes=101,no=102,missing=102,gain=66.6665726,cover=1211190
- 101:leaf=0.000433071604,cover=0
- 102:leaf=-0.00050955551,cover=0
- 12:[PialCurv5<-0.0280297659] yes=25,no=26,missing=25,gain=261.116974,cover=2453647
- 25:[PialArea5<0.669517875] yes=51,no=52,missing=51,gain=89.7207336,cover=111453
- 51:[PialArea5<0.576038003] yes=103,no=104,missing=103,gain=15.063942,cover=29261
- 103:leaf=-0.00111514505,cover=0
- 104:leaf=0.00115559553,cover=0
- 52:[PialCurv5<-0.0693148375] yes=105,no=106,missing=105,gain=72.4919739,cover=82192
- 105:leaf=0.00793302339,cover=0
- 106:leaf=0.00281535275,cover=0
- 26:[Curv5<-0.0109836133] yes=53,no=54,missing=53,gain=54.0054665,cover=2342194
- 53:[Area5<0.696645021] yes=107,no=108,missing=107,gain=66.6724319,cover=272766
- 107:leaf=0.00011359834,cover=0
- 108:leaf=-0.00145068567,cover=0
- 54:[PialCurv5<0.0128733069] yes=109,no=110,missing=109,gain=158.212509,cover=2069428
- 109:leaf=0.00189237134,cover=0
- 110:leaf=-4.99518646e-05,cover=0
- 6:[Area5<0.562355936] yes=13,no=14,missing=13,gain=13.165905,cover=340969
- 13:[Curv5<-0.186853081] yes=27,no=28,missing=28,gain=4.83717346,cover=6547
- 27:[MidArea5<1.07671547] yes=55,no=56,missing=56,gain=5.39386654,cover=4779
- 55:[Area5<0.433531314] yes=111,no=112,missing=112,gain=3.31312227,cover=4711
- 111:leaf=0.00955316797,cover=0
- 112:leaf=0.00136504229,cover=0
- 56:[LGI5<2.39356947] yes=113,no=114,missing=114,gain=0.92251873,cover=68
- 113:leaf=0.0120283049,cover=0
- 114:leaf=0.0260989275,cover=0
- 28:[PialCurv5<-0.104067586] yes=57,no=58,missing=57,gain=9.25528526,cover=1768
- 57:[Ecc<2.91795349] yes=115,no=116,missing=115,gain=4.26008224,cover=782
- 115:leaf=0.0122375404,cover=0
- 116:leaf=0.00479991455,cover=0
- 58:[LGI5<2.24172258] yes=117,no=118,missing=117,gain=3.18050456,cover=986
- 117:leaf=0.0112490831,cover=0
- 118:leaf=0.000788084057,cover=0
- 14:[PialCurv5<-0.119053185] yes=29,no=30,missing=29,gain=11.41786,cover=334422
- 29:[Curv5<-0.155295327] yes=59,no=60,missing=59,gain=55.8938332,cover=99917
- 59:[Curv5<-0.177508175] yes=119,no=120,missing=119,gain=7.88062096,cover=97687
- 119:leaf=-0.000383376871,cover=0
- 120:leaf=0.00155762699,cover=0
- 60:[Sulc0<-0.661663771] yes=121,no=122,missing=121,gain=8.68330383,cover=2230
- 121:leaf=0.00995113049,cover=0
- 122:leaf=0.00334177911,cover=0
- 30:[Sulc0<-1.15707839] yes=61,no=62,missing=62,gain=14.959486,cover=234505
- 61:[Area5<0.808195949] yes=123,no=124,missing=123,gain=6.2261734,cover=6417
- 123:leaf=-0.00233810931,cover=0
- 124:leaf=0.00300003751,cover=0
- 62:[LGI5<2.45281005] yes=125,no=126,missing=125,gain=17.0391083,cover=228088
- 125:leaf=0.00139495195,cover=0
- 126:leaf=0.000372599519,cover=0
-booster[204]:
-0:[PialArea5<0.872134149] yes=1,no=2,missing=2,gain=23.2026081,cover=5124388
- 1:[Curv5<-0.0109836133] yes=3,no=4,missing=3,gain=45.0976944,cover=3208493
- 3:[Area5<0.655598104] yes=7,no=8,missing=8,gain=94.1591034,cover=1207060
- 7:[PialArea5<0.643814564] yes=15,no=16,missing=15,gain=55.2362785,cover=838044
- 15:[Ecc<14.9070177] yes=31,no=32,missing=31,gain=28.2264175,cover=122176
- 31:[Area5<0.513795495] yes=63,no=64,missing=64,gain=24.3874817,cover=93936
- 63:leaf=-0.000363077444,cover=0
- 64:leaf=-0.00203743554,cover=0
- 32:[Pol<107.129471] yes=65,no=66,missing=66,gain=74.588089,cover=28240
- 65:leaf=0.0022365693,cover=0
- 66:leaf=-0.00317165046,cover=0
- 16:[Curv5<-0.0816265643] yes=33,no=34,missing=33,gain=82.1272812,cover=715868
- 33:[Area5<0.539561152] yes=67,no=68,missing=67,gain=31.0057983,cover=597212
- 67:leaf=0.000324338616,cover=0
- 68:leaf=-0.000405772327,cover=0
- 34:[Pol<46.5024796] yes=69,no=70,missing=69,gain=46.3979797,cover=118656
- 69:leaf=-0.00178609195,cover=0
- 70:leaf=0.00165319745,cover=0
- 8:[PialCurv5<-0.0868030339] yes=17,no=18,missing=18,gain=87.8616791,cover=369016
- 17:[Curv5<-0.112134233] yes=35,no=36,missing=35,gain=48.1945915,cover=92797
- 35:[PialCurv5<-0.109546423] yes=71,no=72,missing=71,gain=19.596056,cover=85181
- 71:leaf=0.000527937082,cover=0
- 72:leaf=-0.0010927947,cover=0
- 36:[PialArea5<0.686586082] yes=73,no=74,missing=73,gain=12.9994392,cover=7616
- 73:leaf=0.000574837497,cover=0
- 74:leaf=0.00534644444,cover=0
- 18:[Ecc<4.67068386] yes=37,no=38,missing=37,gain=55.7020416,cover=276219
- 37:[Pol<62.799984] yes=75,no=76,missing=76,gain=75.5828552,cover=57477
- 75:leaf=0.00132394664,cover=0
- 76:leaf=-0.00361288525,cover=0
- 38:[Pol<100.090813] yes=77,no=78,missing=77,gain=38.0075455,cover=218742
- 77:leaf=-0.000286501541,cover=0
- 78:leaf=-0.00162452948,cover=0
- 4:[PialCurv5<0.0285326894] yes=9,no=10,missing=9,gain=144.314835,cover=2001433
- 9:[Curv5<0.0146088367] yes=19,no=20,missing=19,gain=64.0331116,cover=184211
- 19:[PialCurv5<0.00860458333] yes=39,no=40,missing=40,gain=28.8649921,cover=90494
- 39:[PialArea5<0.624898493] yes=79,no=80,missing=79,gain=14.9221153,cover=51890
- 79:leaf=-0.000415225484,cover=0
- 80:leaf=0.00165989844,cover=0
- 40:[MidArea5<0.736579895] yes=81,no=82,missing=82,gain=12.2029867,cover=38604
- 81:leaf=0.000190034829,cover=0
- 82:leaf=-0.00160456507,cover=0
- 20:[Pol<76.8473129] yes=41,no=42,missing=42,gain=66.6837158,cover=93717
- 41:[Area5<0.638344944] yes=83,no=84,missing=84,gain=48.4112244,cover=29902
- 83:leaf=-0.000167072605,cover=0
- 84:leaf=0.00517678959,cover=0
- 42:[Ecc<1.85215485] yes=85,no=86,missing=86,gain=27.322773,cover=63815
- 85:leaf=0.0037127845,cover=0
- 86:leaf=0.000938637648,cover=0
- 10:[PialArea5<0.636387587] yes=21,no=22,missing=21,gain=64.399826,cover=1817222
- 21:[Area5<0.675895274] yes=43,no=44,missing=43,gain=94.4424744,cover=1351875
- 43:[PialArea5<0.494012713] yes=87,no=88,missing=87,gain=29.2917137,cover=546093
- 87:leaf=-0.00016725171,cover=0
- 88:leaf=-0.000971959613,cover=0
- 44:[Curv5<0.099404186] yes=89,no=90,missing=89,gain=98.3655777,cover=805782
- 89:leaf=0.00140963425,cover=0
- 90:leaf=0.000131166365,cover=0
- 22:[Pol<113.913933] yes=45,no=46,missing=45,gain=26.7635956,cover=465347
- 45:[Ecc<24.7238369] yes=91,no=92,missing=91,gain=39.3629456,cover=282147
- 91:leaf=0.000100894067,cover=0
- 92:leaf=-0.00120783946,cover=0
- 46:[Ecc<27.7987404] yes=93,no=94,missing=93,gain=83.7453918,cover=183200
- 93:leaf=-0.00139620842,cover=0
- 94:leaf=0.00223210501,cover=0
- 2:[Area5<0.720865786] yes=5,no=6,missing=5,gain=49.9920807,cover=1915895
- 5:[Curv5<-0.0708468556] yes=11,no=12,missing=12,gain=97.7058716,cover=1154486
- 11:[Sulc0<-0.510775328] yes=23,no=24,missing=24,gain=49.6208458,cover=1062108
- 23:[Area5<0.499970406] yes=47,no=48,missing=47,gain=25.7162113,cover=787929
- 47:[Curv5<-0.228820562] yes=95,no=96,missing=95,gain=11.5559464,cover=51643
- 95:leaf=0.000366605207,cover=0
- 96:leaf=0.00186344108,cover=0
- 48:[Curv5<-0.119937547] yes=97,no=98,missing=97,gain=28.7590523,cover=736286
- 97:leaf=-0.000159647185,cover=0
- 98:leaf=0.000975432515,cover=0
- 24:[Ecc<3.60812569] yes=49,no=50,missing=50,gain=55.2545242,cover=274179
- 49:[Pol<104.929901] yes=99,no=100,missing=99,gain=13.1211815,cover=27601
- 99:leaf=-0.000330876093,cover=0
- 100:leaf=-0.00251935213,cover=0
- 50:[Pol<61.2046547] yes=101,no=102,missing=101,gain=74.5560532,cover=246578
- 101:leaf=-0.000245294767,cover=0
- 102:leaf=0.00162177149,cover=0
- 12:[PialCurv5<-0.0515215881] yes=25,no=26,missing=25,gain=98.2294769,cover=92378
- 25:[Area5<0.584141672] yes=51,no=52,missing=52,gain=16.852066,cover=11703
- 51:[Pol<75.4512405] yes=103,no=104,missing=103,gain=9.17756176,cover=659
- 103:leaf=-0.00819875579,cover=0
- 104:leaf=0.00366585073,cover=0
- 52:[Curv5<-0.0413376503] yes=105,no=106,missing=106,gain=15.5265198,cover=11044
- 105:leaf=0.00586251123,cover=0
- 106:leaf=0.0111165587,cover=0
- 26:[Pol<44.6807365] yes=53,no=54,missing=53,gain=51.1452713,cover=80675
- 53:[PialCurv5<-0.0209923834] yes=107,no=108,missing=108,gain=16.8331413,cover=16829
- 107:leaf=0.00061858783,cover=0
- 108:leaf=-0.00256717578,cover=0
- 54:[MidArea5<0.780140936] yes=109,no=110,missing=109,gain=29.6427612,cover=63846
- 109:leaf=0.00455744239,cover=0
- 110:leaf=0.00148987886,cover=0
- 6:[PialArea5<0.981038809] yes=13,no=14,missing=13,gain=36.2661133,cover=761409
- 13:[PialCurv5<-0.107211173] yes=27,no=28,missing=27,gain=18.4174309,cover=215164
- 27:[Curv5<-0.136312515] yes=55,no=56,missing=56,gain=33.3358383,cover=31207
- 55:[Sulc0<-0.364187956] yes=111,no=112,missing=111,gain=6.52450228,cover=30088
- 111:leaf=-0.000280214328,cover=0
- 112:leaf=0.00157505053,cover=0
- 56:[Curv5<-0.0461937301] yes=113,no=114,missing=114,gain=12.7473488,cover=1119
- 113:leaf=0.00759096164,cover=0
- 114:leaf=0.0313093029,cover=0
- 28:[Curv5<-0.0226651002] yes=57,no=58,missing=57,gain=27.6827469,cover=183957
- 57:[PialCurv5<0.0218105931] yes=115,no=116,missing=115,gain=23.8066788,cover=112720
- 115:leaf=-0.00156014122,cover=0
- 116:leaf=0.0019534952,cover=0
- 58:[PialCurv5<-0.00763805071] yes=117,no=118,missing=117,gain=62.3781738,cover=71237
- 117:leaf=0.00418859161,cover=0
- 118:leaf=-0.000648965361,cover=0
- 14:[Curv5<-0.258777469] yes=29,no=30,missing=29,gain=19.1307487,cover=546245
- 29:[PialCurv5<-0.139269829] yes=59,no=60,missing=59,gain=7.09644699,cover=20815
- 59:[Pol<8.56911278] yes=119,no=120,missing=119,gain=3.43697834,cover=15393
- 119:leaf=-0.000649360591,cover=0
- 120:leaf=0.00132274965,cover=0
- 60:[Sulc0<-0.708302617] yes=121,no=122,missing=121,gain=2.85550117,cover=5422
- 121:leaf=0.00218796614,cover=0
- 122:leaf=0.00455535157,cover=0
- 30:[Sulc0<0.0608992092] yes=61,no=62,missing=61,gain=19.0575333,cover=525430
- 61:[Area5<0.987501919] yes=123,no=124,missing=123,gain=16.1664066,cover=495661
- 123:leaf=-4.83939984e-05,cover=0
- 124:leaf=-0.00200465741,cover=0
- 62:[Area5<0.765896857] yes=125,no=126,missing=125,gain=11.1826077,cover=29769
- 125:leaf=0.00282304338,cover=0
- 126:leaf=0.000628740818,cover=0
-booster[205]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=2,gain=23.2754898,cover=5124388
- 1:[PialCurv5<0.426807076] yes=3,no=4,missing=3,gain=13.845293,cover=100082
- 3:[Area5<0.687926829] yes=7,no=8,missing=7,gain=12.3222504,cover=78183
- 7:[Sulc0<0.433680743] yes=15,no=16,missing=16,gain=10.1714087,cover=60098
- 15:[Area5<0.554568231] yes=31,no=32,missing=31,gain=4.99363899,cover=7983
- 31:[PialCurv5<-0.0330938511] yes=63,no=64,missing=63,gain=2.67777252,cover=1347
- 63:leaf=-0.00534218224,cover=0
- 64:leaf=0.000612497272,cover=0
- 32:[Ecc<0.836319208] yes=65,no=66,missing=65,gain=5.84820938,cover=6636
- 65:leaf=-0.000135142618,cover=0
- 66:leaf=0.00366319786,cover=0
- 16:[Pol<114.966316] yes=33,no=34,missing=33,gain=6.93759441,cover=52115
- 33:[PialCurv5<0.141046807] yes=67,no=68,missing=67,gain=6.50403786,cover=50152
- 67:leaf=0.00226606522,cover=0
- 68:leaf=0.000185305529,cover=0
- 34:[PialCurv5<0.309146255] yes=69,no=70,missing=69,gain=2.36701202,cover=1963
- 69:leaf=0.00505793607,cover=0
- 70:leaf=0.00158159621,cover=0
- 8:[MidArea5<0.460721314] yes=17,no=18,missing=17,gain=10.2114754,cover=18085
- 17:[Area5<0.706109285] yes=35,no=36,missing=36,gain=1.77214241,cover=444
- 35:[MidArea5<0.451744556] yes=71,no=72,missing=71,gain=1.16762352,cover=330
- 71:leaf=0.0113228261,cover=0
- 72:leaf=0.00524414098,cover=0
- 36:[Curv5<0.135532871] yes=73,no=74,missing=74,gain=0.700942039,cover=114
- 73:leaf=-0.00690365443,cover=0
- 74:leaf=0.0157253128,cover=0
- 18:[PialCurv5<0.15079549] yes=37,no=38,missing=37,gain=5.29031754,cover=17641
- 37:[Curv5<0.083802022] yes=75,no=76,missing=75,gain=1.809865,cover=1190
- 75:leaf=-0.00713796495,cover=0
- 76:leaf=0.00554602593,cover=0
- 38:[Pol<107.129471] yes=77,no=78,missing=77,gain=4.78530502,cover=16451
- 77:leaf=0.00148269942,cover=0
- 78:leaf=0.00415478135,cover=0
- 4:[Sulc0<-0.0862998366] yes=9,no=10,missing=9,gain=2.79867172,cover=21899
- 9:[LGI5<2.47264814] yes=19,no=20,missing=20,gain=2.39839387,cover=210
- 19:[Ecc<0.618862808] yes=39,no=40,missing=40,gain=1.20671403,cover=123
- 39:[Area5<0.562355936] yes=79,no=80,missing=79,gain=0.493224382,cover=67
- 79:leaf=0.0101488046,cover=0
- 80:leaf=0.00152421789,cover=0
- 40:[LGI5<2.39356947] yes=81,no=82,missing=81,gain=0.402756661,cover=56
- 81:leaf=-0.0025148089,cover=0
- 82:leaf=-0.0136541491,cover=0
- 20:[Ecc<0.669936359] yes=41,no=42,missing=42,gain=0.894657612,cover=87
- 41:[MidArea5<0.421422303] yes=83,no=84,missing=83,gain=0.0628724396,cover=18
- 83:leaf=0.00501902262,cover=0
- 84:leaf=-0.000749706232,cover=0
- 42:[LGI5<2.90190363] yes=85,no=86,missing=85,gain=1.1745038,cover=69
- 85:leaf=0.0162346642,cover=0
- 86:leaf=-0.00605919538,cover=0
- 10:[LGI5<2.19753051] yes=21,no=22,missing=21,gain=2.57927847,cover=21689
- 21:[Ecc<3.60812569] yes=43,no=44,missing=44,gain=0.910177946,cover=306
- 43:[Area5<0.548651993] yes=87,no=88,missing=87,gain=0.206578255,cover=118
- 87:leaf=0.0027568778,cover=0
- 88:leaf=0.00850885734,cover=0
- 44:[Sulc0<0.662694752] yes=89,no=90,missing=89,gain=0.695446372,cover=188
- 89:leaf=-0.000257474807,cover=0
- 90:leaf=0.00610276731,cover=0
- 22:[Curv5<0.110890195] yes=45,no=46,missing=45,gain=2.07656193,cover=21383
- 45:[Ecc<21.3640327] yes=91,no=92,missing=92,gain=1.91518378,cover=102
- 91:leaf=-0.00303751091,cover=0
- 92:leaf=-0.0179585926,cover=0
- 46:[Pol<87.9431763] yes=93,no=94,missing=93,gain=2.02154279,cover=21281
- 93:leaf=0.000630742579,cover=0
- 94:leaf=-0.000662606035,cover=0
- 2:[PialCurv5<0.212141559] yes=5,no=6,missing=6,gain=28.2996731,cover=5024306
- 5:[Sulc0<0.636906147] yes=11,no=12,missing=12,gain=40.7184525,cover=4399401
- 11:[Pol<99.5532455] yes=23,no=24,missing=23,gain=33.850605,cover=4228068
- 23:[Pol<63.605114] yes=47,no=48,missing=47,gain=85.6334686,cover=2069794
- 47:[Curv5<0.108977526] yes=95,no=96,missing=95,gain=52.8799973,cover=1350735
- 95:leaf=-0.000116782663,cover=0
- 96:leaf=0.0034698837,cover=0
- 48:[Ecc<11.6821251] yes=97,no=98,missing=97,gain=301.468994,cover=719059
- 97:leaf=0.000124212689,cover=0
- 98:leaf=0.00285512162,cover=0
- 24:[Pol<136.792099] yes=49,no=50,missing=49,gain=95.3567352,cover=2158274
- 49:[Ecc<0.943656743] yes=99,no=100,missing=99,gain=111.451424,cover=901556
- 99:leaf=0.00168966502,cover=0
- 100:leaf=-0.000669263303,cover=0
- 50:[Sulc0<-0.757337272] yes=101,no=102,missing=101,gain=65.5756683,cover=1256718
- 101:leaf=-0.000480842311,cover=0
- 102:leaf=0.000352672505,cover=0
- 12:[Pol<108.184875] yes=25,no=26,missing=26,gain=80.4672699,cover=171333
- 25:[Ecc<37.2796402] yes=51,no=52,missing=51,gain=59.6405602,cover=125190
- 51:[Curv5<0.081820026] yes=103,no=104,missing=103,gain=43.4702072,cover=89364
- 103:leaf=0.0025209391,cover=0
- 104:leaf=0.000105224026,cover=0
- 52:[Pol<39.9674568] yes=105,no=106,missing=105,gain=30.7973862,cover=35826
- 105:leaf=0.00265546655,cover=0
- 106:leaf=-0.0020999196,cover=0
- 26:[LGI5<3.58443618] yes=53,no=54,missing=53,gain=27.9089813,cover=46143
- 53:[Pol<121.948479] yes=107,no=108,missing=108,gain=16.4774933,cover=41019
- 107:leaf=0.00231787749,cover=0
- 108:leaf=0.00446513249,cover=0
- 54:[LGI5<3.64692807] yes=109,no=110,missing=110,gain=9.2692728,cover=5124
- 109:leaf=-0.00432685483,cover=0
- 110:leaf=0.000415008428,cover=0
- 6:[Ecc<5.27515984] yes=13,no=14,missing=14,gain=33.6292572,cover=624905
- 13:[Curv5<0.233002663] yes=27,no=28,missing=27,gain=15.2422609,cover=156490
- 27:[Area5<0.683950484] yes=55,no=56,missing=55,gain=8.18506336,cover=134822
- 55:[LGI5<3.04906535] yes=111,no=112,missing=111,gain=7.46918344,cover=66105
- 111:leaf=7.76497473e-05,cover=0
- 112:leaf=0.00968329515,cover=0
- 56:[Pol<95.050293] yes=113,no=114,missing=113,gain=8.24027634,cover=68717
- 113:leaf=0.00197664858,cover=0
- 114:leaf=0.000611458963,cover=0
- 28:[Ecc<3.41847086] yes=57,no=58,missing=57,gain=4.54584122,cover=21668
- 57:[Area5<0.551487505] yes=115,no=116,missing=116,gain=2.49882126,cover=13313
- 115:leaf=-0.00422760192,cover=0
- 116:leaf=-0.00132597564,cover=0
- 58:[Pol<132.742767] yes=117,no=118,missing=117,gain=2.64264393,cover=8355
- 117:leaf=-0.000166278129,cover=0
- 118:leaf=0.00505304802,cover=0
- 14:[Area5<0.666510165] yes=29,no=30,missing=29,gain=25.4118843,cover=468415
- 29:[PialArea5<0.445556581] yes=59,no=60,missing=60,gain=12.1239624,cover=101483
- 59:[LGI5<2.90731096] yes=119,no=120,missing=119,gain=10.4622955,cover=77512
- 119:leaf=-0.000379180681,cover=0
- 120:leaf=-0.00154198648,cover=0
- 60:[Curv5<0.10516572] yes=121,no=122,missing=121,gain=8.96549988,cover=23971
- 121:leaf=-0.00416555908,cover=0
- 122:leaf=-0.00174156821,cover=0
- 30:[PialArea5<0.511941612] yes=61,no=62,missing=61,gain=25.5571461,cover=366932
- 61:[Pol<112.359543] yes=123,no=124,missing=123,gain=29.8654633,cover=284113
- 123:leaf=-0.000354439311,cover=0
- 124:leaf=0.00100508507,cover=0
- 62:[Curv5<0.120553598] yes=125,no=126,missing=126,gain=14.6706963,cover=82819
- 125:leaf=-0.000318341219,cover=0
- 126:leaf=-0.00167219492,cover=0
-booster[206]:
-0:[PialArea5<1.39628088] yes=1,no=2,missing=2,gain=22.8538094,cover=5124388
- 1:[PialCurv5<-0.210138425] yes=3,no=4,missing=3,gain=23.912384,cover=5044321
- 3:[MidArea5<0.65496558] yes=7,no=8,missing=8,gain=12.5819416,cover=19912
- 7:[Pol<12.2267933] yes=15,no=16,missing=15,gain=5.69989586,cover=10075
- 15:[Ecc<19.170145] yes=31,no=32,missing=31,gain=2.99884987,cover=1356
- 31:[Ecc<8.06448936] yes=63,no=64,missing=64,gain=4.05989838,cover=699
- 63:leaf=0.00280580064,cover=0
- 64:leaf=0.0106777279,cover=0
- 32:[LGI5<3.70550299] yes=65,no=66,missing=65,gain=1.226946,cover=657
- 65:leaf=0.000573005935,cover=0
- 66:leaf=0.0106121441,cover=0
- 16:[Ecc<5.33884621] yes=33,no=34,missing=33,gain=5.82304049,cover=8719
- 33:[Pol<87.9431763] yes=67,no=68,missing=67,gain=5.832129,cover=1938
- 67:leaf=0.000439029885,cover=0
- 68:leaf=0.00621400354,cover=0
- 34:[LGI5<2.40363431] yes=69,no=70,missing=69,gain=4.01159382,cover=6781
- 69:leaf=-0.00613111723,cover=0
- 70:leaf=-0.000412753841,cover=0
- 8:[Curv5<-0.292340577] yes=17,no=18,missing=18,gain=9.28648758,cover=9837
- 17:[LGI5<2.57263851] yes=35,no=36,missing=35,gain=4.22790432,cover=7732
- 35:[PialArea5<0.686586082] yes=71,no=72,missing=71,gain=2.5839262,cover=1660
- 71:leaf=0.0223108847,cover=0
- 72:leaf=0.0042024795,cover=0
- 36:[PialArea5<1.06921077] yes=73,no=74,missing=74,gain=2.8012042,cover=6072
- 73:leaf=0.00197233236,cover=0
- 74:leaf=-0.00133031409,cover=0
- 18:[Ecc<2.07756257] yes=37,no=38,missing=37,gain=4.83489609,cover=2105
- 37:[Pol<79.5617371] yes=75,no=76,missing=76,gain=4.67001057,cover=144
- 75:leaf=0.00656824699,cover=0
- 76:leaf=0.0247271769,cover=0
- 38:[Curv5<-0.0963523984] yes=77,no=78,missing=77,gain=4.70986366,cover=1961
- 77:leaf=0.0056293956,cover=0
- 78:leaf=-0.0117257256,cover=0
- 4:[PialArea5<0.355263293] yes=9,no=10,missing=9,gain=23.243784,cover=5024409
- 9:[Curv5<0.141257599] yes=19,no=20,missing=19,gain=27.5918274,cover=262694
- 19:[Curv5<0.0386843979] yes=39,no=40,missing=39,gain=9.55780029,cover=48726
- 39:[PialCurv5<-0.0515215881] yes=79,no=80,missing=79,gain=4.82090569,cover=1831
- 79:leaf=-0.00691427384,cover=0
- 80:leaf=-0.000682470331,cover=0
- 40:[PialCurv5<0.280504435] yes=81,no=82,missing=81,gain=7.52361298,cover=46895
- 81:leaf=0.00201077363,cover=0
- 82:leaf=0.000534781837,cover=0
- 20:[Sulc0<0.528918922] yes=41,no=42,missing=41,gain=19.9070988,cover=213968
- 41:[Area5<0.609410942] yes=83,no=84,missing=83,gain=20.8387394,cover=47183
- 83:leaf=-0.000255489431,cover=0
- 84:leaf=0.00191520771,cover=0
- 42:[PialArea5<0.267248243] yes=85,no=86,missing=85,gain=15.017086,cover=166785
- 85:leaf=0.000907450158,cover=0
- 86:leaf=-0.000293882651,cover=0
- 10:[Curv5<0.114925429] yes=21,no=22,missing=21,gain=28.3354511,cover=4761715
- 21:[Sulc0<0.540103436] yes=43,no=44,missing=43,gain=48.6888885,cover=4120375
- 43:[Area5<0.864337862] yes=87,no=88,missing=88,gain=30.6721268,cover=3906329
- 87:leaf=-1.85372064e-05,cover=0
- 88:leaf=-0.00117413292,cover=0
- 44:[Pol<89.7623749] yes=89,no=90,missing=90,gain=52.93787,cover=214046
- 89:leaf=-0.000247803197,cover=0
- 90:leaf=0.00136545708,cover=0
- 22:[Sulc0<0.474820405] yes=45,no=46,missing=45,gain=34.3933945,cover=641340
- 45:[Pol<57.8577347] yes=91,no=92,missing=92,gain=44.9188156,cover=328191
- 91:leaf=0.00364193739,cover=0
- 92:leaf=-8.92365642e-05,cover=0
- 46:[PialArea5<0.520672619] yes=93,no=94,missing=94,gain=39.6113281,cover=313149
- 93:leaf=-0.000511850638,cover=0
- 94:leaf=-0.00219296734,cover=0
- 2:[Area5<0.610838115] yes=5,no=6,missing=5,gain=7.45331955,cover=80067
- 5:[Pol<125.881905] yes=11,no=12,missing=11,gain=5.16191387,cover=2877
- 11:[Curv5<-0.204921171] yes=23,no=24,missing=24,gain=4.23781013,cover=1839
- 23:[Ecc<5.33884621] yes=47,no=48,missing=47,gain=2.34877777,cover=1103
- 47:[MidArea5<1.07671547] yes=95,no=96,missing=95,gain=2.46522379,cover=1073
- 95:leaf=0.00137238426,cover=0
- 96:leaf=0.00737203751,cover=0
- 48:[Ecc<7.59607029] yes=97,no=98,missing=98,gain=0.123130322,cover=30
- 97:leaf=0.0176219624,cover=0
- 98:leaf=0.00482869474,cover=0
- 24:[PialCurv5<-0.0905637741] yes=49,no=50,missing=49,gain=3.46928978,cover=736
- 49:[Ecc<0.943656743] yes=99,no=100,missing=100,gain=2.75184059,cover=569
- 99:leaf=0.00151795859,cover=0
- 100:leaf=0.0111972373,cover=0
- 50:[Area5<0.557224929] yes=101,no=102,missing=101,gain=1.36804736,cover=167
- 101:leaf=0.0137916571,cover=0
- 102:leaf=-0.000139947471,cover=0
- 12:[LGI5<2.58517122] yes=25,no=26,missing=25,gain=4.46820927,cover=1038
- 25:[Sulc0<-0.79536891] yes=51,no=52,missing=51,gain=5.34465313,cover=632
- 51:[PialArea5<1.48916721] yes=103,no=104,missing=104,gain=1.91630232,cover=453
- 103:leaf=-0.00322537241,cover=0
- 104:leaf=0.00327951019,cover=0
- 52:[PialCurv5<-0.0810050145] yes=105,no=106,missing=105,gain=4.1424551,cover=179
- 105:leaf=0.0137659358,cover=0
- 106:leaf=-0.00668190932,cover=0
- 26:[Curv5<-0.223784685] yes=53,no=54,missing=53,gain=3.82243204,cover=406
- 53:[Curv5<-0.275784403] yes=107,no=108,missing=108,gain=1.02739906,cover=107
- 107:leaf=-0.0187655296,cover=0
- 108:leaf=-0.00810077321,cover=0
- 54:[Ecc<7.90440989] yes=109,no=110,missing=109,gain=4.02432823,cover=299
- 109:leaf=-0.00301301433,cover=0
- 110:leaf=0.0135090817,cover=0
- 6:[Curv5<-0.19738704] yes=13,no=14,missing=13,gain=6.86219215,cover=77190
- 13:[PialCurv5<-0.113441773] yes=27,no=28,missing=28,gain=8.01373959,cover=28344
- 27:[Area5<0.833255887] yes=55,no=56,missing=55,gain=2.39653277,cover=20927
- 55:[PialCurv5<-0.144106165] yes=111,no=112,missing=112,gain=2.63377643,cover=14711
- 111:leaf=-0.00214355602,cover=0
- 112:leaf=-0.000405962812,cover=0
- 56:[Sulc0<-1.24864507] yes=113,no=114,missing=114,gain=4.35088205,cover=6216
- 113:leaf=0.00792045053,cover=0
- 114:leaf=0.000216126078,cover=0
- 28:[Sulc0<-0.8873595] yes=57,no=58,missing=58,gain=7.75636005,cover=7417
- 57:[LGI5<3.08610082] yes=115,no=116,missing=115,gain=2.92281771,cover=4100
- 115:leaf=-0.000183496028,cover=0
- 116:leaf=0.00671017636,cover=0
- 58:[PialCurv5<-0.104861222] yes=117,no=118,missing=118,gain=2.40856743,cover=3317
- 117:leaf=0.002023648,cover=0
- 118:leaf=0.00472097099,cover=0
- 14:[Ecc<2.54464626] yes=29,no=30,missing=29,gain=11.3225784,cover=48846
- 29:[Pol<120.317558] yes=59,no=60,missing=59,gain=11.3328705,cover=8772
- 59:[PialCurv5<-0.0472753309] yes=119,no=120,missing=119,gain=7.45504379,cover=7888
- 119:leaf=0.00376626034,cover=0
- 120:leaf=-0.00213413569,cover=0
- 60:[PialCurv5<-0.0693148375] yes=121,no=122,missing=121,gain=4.63003731,cover=884
- 121:leaf=-0.00120624516,cover=0
- 122:leaf=-0.0118094673,cover=0
- 30:[Pol<148.336472] yes=61,no=62,missing=61,gain=13.5673304,cover=40074
- 61:[Ecc<5.59685707] yes=123,no=124,missing=123,gain=5.60162258,cover=31543
- 123:leaf=-0.000318653852,cover=0
- 124:leaf=0.00102385134,cover=0
- 62:[PialCurv5<-0.0441194475] yes=125,no=126,missing=125,gain=7.96773148,cover=8531
- 125:leaf=0.00279656239,cover=0
- 126:leaf=-0.00587142771,cover=0
-booster[207]:
-0:[Curv5<-0.303613424] yes=1,no=2,missing=1,gain=22.2119083,cover=5124388
- 1:[MidArea5<0.69566375] yes=3,no=4,missing=4,gain=27.2927055,cover=120099
- 3:[PialArea5<0.597118378] yes=7,no=8,missing=7,gain=6.35787916,cover=66107
- 7:[Ecc<8.48579407] yes=15,no=16,missing=15,gain=3.19118786,cover=10421
- 15:[Ecc<1.15906882] yes=31,no=32,missing=32,gain=3.3859899,cover=5013
- 31:[LGI5<2.43054438] yes=63,no=64,missing=63,gain=2.19712591,cover=415
- 63:leaf=-0.00697453693,cover=0
- 64:leaf=0.000892116688,cover=0
- 32:[Pol<84.7687759] yes=65,no=66,missing=66,gain=3.96745229,cover=4598
- 65:leaf=-0.00118601287,cover=0
- 66:leaf=0.00176220073,cover=0
- 16:[PialCurv5<-0.210138425] yes=33,no=34,missing=33,gain=3.1398716,cover=5408
- 33:[Pol<127.728462] yes=67,no=68,missing=67,gain=2.28035069,cover=2355
- 67:leaf=0.000430879503,cover=0
- 68:leaf=-0.00293276156,cover=0
- 34:[PialCurv5<-0.0379593484] yes=69,no=70,missing=69,gain=3.86364746,cover=3053
- 69:leaf=-0.00347470748,cover=0
- 70:leaf=0.00424312847,cover=0
- 8:[Curv5<-0.39144522] yes=17,no=18,missing=17,gain=9.94359589,cover=55686
- 17:[Ecc<14.484726] yes=35,no=36,missing=36,gain=4.39844799,cover=9437
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=71,gain=4.65443516,cover=6444
- 71:leaf=0.00418887241,cover=0
- 72:leaf=0.00139845267,cover=0
- 36:[LGI5<2.78495932] yes=73,no=74,missing=73,gain=1.81874263,cover=2993
- 73:leaf=-0.0041036224,cover=0
- 74:leaf=0.000460772513,cover=0
- 18:[PialCurv5<-0.164281175] yes=37,no=38,missing=38,gain=13.9431286,cover=46249
- 37:[Curv5<-0.331971258] yes=75,no=76,missing=75,gain=4.33059883,cover=24980
- 75:leaf=-0.000264836621,cover=0
- 76:leaf=-0.00158248283,cover=0
- 38:[Sulc0<-0.407819748] yes=77,no=78,missing=78,gain=6.66973877,cover=21269
- 77:leaf=0.000489365018,cover=0
- 78:leaf=0.00305700093,cover=0
- 4:[Sulc0<-0.714205623] yes=9,no=10,missing=10,gain=14.3491058,cover=53992
- 9:[Ecc<1.21076584] yes=19,no=20,missing=19,gain=5.64693642,cover=35106
- 19:[Pol<54.5053368] yes=39,no=40,missing=39,gain=3.45016384,cover=2899
- 39:[LGI5<2.28518939] yes=79,no=80,missing=80,gain=1.40868664,cover=1933
- 79:leaf=0.000182669639,cover=0
- 80:leaf=-0.00312142237,cover=0
- 40:[Area5<0.718244016] yes=81,no=82,missing=82,gain=2.48127675,cover=966
- 81:leaf=0.000962833874,cover=0
- 82:leaf=0.0248489957,cover=0
- 20:[Ecc<1.85215485] yes=41,no=42,missing=42,gain=5.93633175,cover=32207
- 41:[Area5<0.596935391] yes=83,no=84,missing=83,gain=2.25551987,cover=2216
- 83:leaf=0.00227108574,cover=0
- 84:leaf=0.00551963598,cover=0
- 42:[Curv5<-0.350989401] yes=85,no=86,missing=85,gain=2.78974438,cover=29991
- 85:leaf=0.00189672748,cover=0
- 86:leaf=0.00067839562,cover=0
- 10:[Pol<146.122681] yes=21,no=22,missing=21,gain=9.51424789,cover=18886
- 21:[Pol<52.7894325] yes=43,no=44,missing=44,gain=15.7300797,cover=12958
- 43:[LGI5<2.57675576] yes=87,no=88,missing=87,gain=2.84040737,cover=7855
- 87:leaf=0.00404608529,cover=0
- 88:leaf=0.0015369351,cover=0
- 44:[LGI5<2.71502113] yes=89,no=90,missing=89,gain=3.86124802,cover=5103
- 89:leaf=0.00694450364,cover=0
- 90:leaf=0.00418931851,cover=0
- 22:[PialCurv5<-0.153030112] yes=45,no=46,missing=45,gain=4.83664894,cover=5928
- 45:[PialArea5<0.911882102] yes=91,no=92,missing=92,gain=1.14495242,cover=3756
- 91:leaf=0.000572116987,cover=0
- 92:leaf=-0.00121668621,cover=0
- 46:[Ecc<7.95697832] yes=93,no=94,missing=93,gain=4.40603685,cover=2172
- 93:leaf=-0.00237589469,cover=0
- 94:leaf=0.00380863319,cover=0
- 2:[Area5<0.404548973] yes=5,no=6,missing=5,gain=25.1064262,cover=5004289
- 5:[PialCurv5<-0.0114707183] yes=11,no=12,missing=12,gain=8.01359558,cover=32487
- 11:[Curv5<-0.230516881] yes=23,no=24,missing=23,gain=6.61217499,cover=31819
- 23:[Ecc<0.406764686] yes=47,no=48,missing=48,gain=5.09362221,cover=15994
- 47:[Ecc<0.221054599] yes=95,no=96,missing=95,gain=0.618271351,cover=428
- 95:leaf=-0.000693288806,cover=0
- 96:leaf=-0.00552993873,cover=0
- 48:[PialCurv5<-0.123133563] yes=97,no=98,missing=98,gain=5.15816498,cover=15566
- 97:leaf=0.00038769652,cover=0
- 98:leaf=0.00248442753,cover=0
- 24:[Sulc0<0.0770083591] yes=49,no=50,missing=49,gain=4.04696465,cover=15825
- 49:[PialArea5<0.906120181] yes=99,no=100,missing=99,gain=3.4008522,cover=15290
- 99:leaf=0.00218311418,cover=0
- 100:leaf=0.00552511029,cover=0
- 50:[Pol<41.8258972] yes=101,no=102,missing=102,gain=9.28682899,cover=535
- 101:leaf=-0.0295809451,cover=0
- 102:leaf=-0.000487194164,cover=0
- 12:[Ecc<2.3695333] yes=25,no=26,missing=26,gain=3.71573162,cover=668
- 25:[PialCurv5<0.200529471] yes=51,no=52,missing=52,gain=1.05843329,cover=95
- 51:[Sulc0<-0.130613819] yes=103,no=104,missing=103,gain=0.938928306,cover=91
- 103:leaf=0.00137403933,cover=0
- 104:leaf=0.0144120893,cover=0
- 52:leaf=0.0275332034,cover=0
- 26:[PialCurv5<0.208232641] yes=53,no=54,missing=53,gain=3.68395758,cover=573
- 53:[LGI5<3.25380015] yes=105,no=106,missing=106,gain=3.53850937,cover=342
- 105:leaf=-0.00677356496,cover=0
- 106:leaf=-0.0214730371,cover=0
- 54:[LGI5<3.37729335] yes=107,no=108,missing=107,gain=3.99504113,cover=231
- 107:leaf=-0.00268231402,cover=0
- 108:leaf=0.0206906479,cover=0
- 6:[PialCurv5<-0.190801308] yes=13,no=14,missing=13,gain=25.2134418,cover=4971802
- 13:[Curv5<-0.26661092] yes=27,no=28,missing=28,gain=15.3183041,cover=9540
- 27:[Area5<0.635019779] yes=55,no=56,missing=55,gain=6.08171463,cover=5788
- 55:[Pol<57.8577347] yes=109,no=110,missing=109,gain=3.75180912,cover=2883
- 109:leaf=0.00173143705,cover=0
- 110:leaf=-0.00203526369,cover=0
- 56:[PialCurv5<-0.210138425] yes=111,no=112,missing=111,gain=2.56685686,cover=2905
- 111:leaf=0.00456307735,cover=0
- 112:leaf=0.00144970324,cover=0
- 28:[Curv5<-0.0881721899] yes=57,no=58,missing=57,gain=10.6911278,cover=3752
- 57:[Pol<171.401581] yes=113,no=114,missing=113,gain=4.99818039,cover=3570
- 113:leaf=0.0059799403,cover=0
- 114:leaf=-0.00449811434,cover=0
- 58:[Sulc0<-0.00954892673] yes=115,no=116,missing=115,gain=5.04841042,cover=182
- 115:leaf=-0.00116633286,cover=0
- 116:leaf=-0.0191094503,cover=0
- 14:[PialArea5<0.413606972] yes=29,no=30,missing=30,gain=24.56633,cover=4962262
- 29:[Pol<111.846848] yes=59,no=60,missing=60,gain=39.6447678,cover=501588
- 59:[Pol<87.9431763] yes=117,no=118,missing=117,gain=42.17202,cover=420029
- 117:leaf=0.00100907043,cover=0
- 118:leaf=-0.000170957748,cover=0
- 60:[Curv5<0.199476883] yes=119,no=120,missing=119,gain=16.4018173,cover=81559
- 119:leaf=0.00172833854,cover=0
- 120:leaf=0.00010429509,cover=0
- 30:[Curv5<0.0955092236] yes=61,no=62,missing=61,gain=39.2548027,cover=4460674
- 61:[Sulc0<0.0770083591] yes=121,no=122,missing=121,gain=65.8780289,cover=3843166
- 121:leaf=-0.000107163716,cover=0
- 122:leaf=0.000418578595,cover=0
- 62:[Area5<0.833255887] yes=123,no=124,missing=124,gain=42.2599411,cover=617508
- 123:leaf=-0.000527791446,cover=0
- 124:leaf=0.00142384728,cover=0
-booster[208]:
-0:[PialArea5<0.887534022] yes=1,no=2,missing=2,gain=22.7267189,cover=5124388
- 1:[Curv5<-0.0133169871] yes=3,no=4,missing=4,gain=37.6474991,cover=3328592
- 3:[Area5<0.667375207] yes=7,no=8,missing=7,gain=89.335762,cover=1296413
- 7:[PialArea5<0.736284733] yes=15,no=16,missing=15,gain=57.6483955,cover=950329
- 15:[Area5<0.582201123] yes=31,no=32,missing=32,gain=35.3799248,cover=341078
- 31:[Curv5<-0.0860676765] yes=63,no=64,missing=63,gain=24.4220467,cover=208537
- 63:leaf=-0.000442777527,cover=0
- 64:leaf=0.000850734301,cover=0
- 32:[Pol<108.715256] yes=65,no=66,missing=66,gain=26.4866409,cover=132541
- 65:leaf=-0.000434788963,cover=0
- 66:leaf=-0.0018521864,cover=0
- 16:[Curv5<-0.0708468556] yes=33,no=34,missing=33,gain=99.4075775,cover=609251
- 33:[Sulc0<-0.195981219] yes=67,no=68,missing=67,gain=27.4036407,cover=542277
- 67:leaf=-8.47807169e-05,cover=0
- 68:leaf=0.00112127396,cover=0
- 34:[PialCurv5<-0.0529128574] yes=69,no=70,missing=70,gain=51.4887772,cover=66974
- 69:leaf=0.00558813801,cover=0
- 70:leaf=0.0015261157,cover=0
- 8:[PialCurv5<-0.0789950639] yes=17,no=18,missing=17,gain=89.6847992,cover=346084
- 17:[Curv5<-0.0943295062] yes=35,no=36,missing=36,gain=48.926754,cover=100673
- 35:[PialCurv5<-0.109546423] yes=71,no=72,missing=71,gain=26.1223297,cover=93823
- 71:leaf=0.000687850406,cover=0
- 72:leaf=-0.00100520672,cover=0
- 36:[PialArea5<0.744910836] yes=73,no=74,missing=74,gain=16.4899597,cover=6850
- 73:leaf=0.00153687445,cover=0
- 74:leaf=0.00649238145,cover=0
- 18:[Ecc<4.67068386] yes=37,no=38,missing=37,gain=49.0042725,cover=245411
- 37:[Pol<63.605114] yes=75,no=76,missing=75,gain=69.7620392,cover=49343
- 75:leaf=0.00130846514,cover=0
- 76:leaf=-0.00373823266,cover=0
- 38:[Pol<99.5532455] yes=77,no=78,missing=77,gain=30.3944321,cover=196068
- 77:leaf=-0.000390295667,cover=0
- 78:leaf=-0.00165545417,cover=0
- 4:[PialCurv5<0.0240441076] yes=9,no=10,missing=9,gain=128.21376,cover=2032179
- 9:[Curv5<0.0146088367] yes=19,no=20,missing=20,gain=50.4996185,cover=176862
- 19:[PialCurv5<-0.00171623251] yes=39,no=40,missing=39,gain=29.2613468,cover=95040
- 39:[PialArea5<0.665998757] yes=79,no=80,missing=79,gain=30.3461456,cover=41585
- 79:leaf=-0.000377791963,cover=0
- 80:leaf=0.00249916082,cover=0
- 40:[LGI5<3.94193578] yes=81,no=82,missing=82,gain=13.2736597,cover=53455
- 81:leaf=-0.000149861662,cover=0
- 82:leaf=-0.0100607304,cover=0
- 20:[Area5<0.653711498] yes=41,no=42,missing=42,gain=62.9835815,cover=81822
- 41:[MidArea5<0.701709926] yes=83,no=84,missing=83,gain=12.7033195,cover=26327
- 83:leaf=5.23657436e-05,cover=0
- 84:leaf=0.00662464369,cover=0
- 42:[Pol<75.4512405] yes=85,no=86,missing=85,gain=55.3887787,cover=55495
- 85:leaf=0.00538701564,cover=0
- 86:leaf=0.00206418755,cover=0
- 10:[PialArea5<0.580179036] yes=21,no=22,missing=22,gain=58.7592239,cover=1855317
- 21:[Area5<0.633885562] yes=43,no=44,missing=43,gain=76.0689163,cover=1166801
- 43:[PialArea5<0.436710119] yes=87,no=88,missing=87,gain=17.5106316,cover=226026
- 87:leaf=-0.000338086829,cover=0
- 88:leaf=-0.00125235342,cover=0
- 44:[PialCurv5<0.154069737] yes=89,no=90,missing=89,gain=97.1626282,cover=940775
- 89:leaf=0.00129049784,cover=0
- 90:leaf=7.54379798e-05,cover=0
- 22:[LGI5<2.93978119] yes=45,no=46,missing=45,gain=31.4726181,cover=688516
- 45:[Ecc<9.75650311] yes=91,no=92,missing=91,gain=27.2067127,cover=406476
- 91:leaf=-0.000341518986,cover=0
- 92:leaf=0.000719425327,cover=0
- 46:[Ecc<8.01039791] yes=93,no=94,missing=93,gain=28.4988937,cover=282040
- 93:leaf=0.00142531504,cover=0
- 94:leaf=-0.000947903492,cover=0
- 2:[Area5<0.749596059] yes=5,no=6,missing=5,gain=36.9352188,cover=1795796
- 5:[Sulc0<0.0294309072] yes=11,no=12,missing=12,gain=70.7968903,cover=1285666
- 11:[Curv5<-0.0461937301] yes=23,no=24,missing=23,gain=39.7497177,cover=1239243
- 23:[Sulc0<-0.947149038] yes=47,no=48,missing=47,gain=30.2472801,cover=1183365
- 47:[Pol<138.276962] yes=95,no=96,missing=96,gain=10.3394327,cover=214653
- 95:leaf=-0.000138728457,cover=0
- 96:leaf=-0.000876401667,cover=0
- 48:[Area5<0.657483757] yes=97,no=98,missing=97,gain=43.683876,cover=968712
- 97:leaf=0.000653145544,cover=0
- 98:leaf=-2.34706949e-05,cover=0
- 24:[PialCurv5<-0.0227819066] yes=49,no=50,missing=49,gain=79.5766907,cover=55878
- 49:[Ecc<5.08081961] yes=99,no=100,missing=99,gain=19.7381363,cover=13515
- 99:leaf=0.00748578226,cover=0
- 100:leaf=0.00346867344,cover=0
- 50:[Ecc<17.5281601] yes=101,no=102,missing=101,gain=46.2311745,cover=42363
- 101:leaf=0.00124076277,cover=0
- 102:leaf=-0.00301118777,cover=0
- 12:[Ecc<23.5513935] yes=25,no=26,missing=25,gain=15.3351898,cover=46423
- 25:[Ecc<9.50052643] yes=51,no=52,missing=52,gain=13.6242905,cover=19067
- 51:[Pol<76.8473129] yes=103,no=104,missing=103,gain=25.9252148,cover=9373
- 103:leaf=-0.00217514159,cover=0
- 104:leaf=0.00361624174,cover=0
- 52:[Pol<124.172195] yes=105,no=106,missing=105,gain=10.4522705,cover=9694
- 105:leaf=0.00656304136,cover=0
- 106:leaf=0.00322809885,cover=0
- 26:[LGI5<3.01384926] yes=53,no=54,missing=54,gain=21.4261646,cover=27356
- 53:[Pol<46.5024796] yes=107,no=108,missing=108,gain=10.4491882,cover=7229
- 107:leaf=-0.00244581024,cover=0
- 108:leaf=0.00143145293,cover=0
- 54:[PialCurv5<0.00236006663] yes=109,no=110,missing=109,gain=11.6356926,cover=20127
- 109:leaf=0.00282876729,cover=0
- 110:leaf=-0.000371056929,cover=0
- 6:[PialArea5<1.02926981] yes=13,no=14,missing=13,gain=29.4724808,cover=510130
- 13:[Pol<31.3444195] yes=27,no=28,missing=27,gain=12.3960037,cover=170230
- 27:[LGI5<2.47264814] yes=55,no=56,missing=56,gain=7.55776453,cover=30748
- 55:[Ecc<1.51801682] yes=111,no=112,missing=111,gain=5.29781055,cover=1253
- 111:leaf=-0.001659945,cover=0
- 112:leaf=0.0058368803,cover=0
- 56:[Curv5<-0.183827445] yes=113,no=114,missing=113,gain=5.21790266,cover=29495
- 113:leaf=-0.00107280107,cover=0
- 114:leaf=0.00040918446,cover=0
- 28:[PialCurv5<-0.125671759] yes=57,no=58,missing=57,gain=12.0668221,cover=139482
- 57:[Curv5<-0.171285838] yes=115,no=116,missing=115,gain=13.458725,cover=9228
- 115:leaf=0.000261368172,cover=0
- 116:leaf=0.0076302411,cover=0
- 58:[Curv5<-0.0273730159] yes=117,no=118,missing=117,gain=14.4794769,cover=130254
- 117:leaf=-0.00149821071,cover=0
- 118:leaf=-0.000417668431,cover=0
- 14:[Curv5<-0.251844287] yes=29,no=30,missing=29,gain=11.1863194,cover=339900
- 29:[PialCurv5<-0.136031076] yes=59,no=60,missing=59,gain=5.54891396,cover=15553
- 59:[LGI5<3.84897733] yes=119,no=120,missing=119,gain=1.67176628,cover=11947
- 119:leaf=0.000808728975,cover=0
- 120:leaf=0.0105736693,cover=0
- 60:[Sulc0<-0.522449493] yes=121,no=122,missing=121,gain=1.74384594,cover=3606
- 121:leaf=0.00260552182,cover=0
- 122:leaf=0.00562483771,cover=0
- 30:[Sulc0<0.176289052] yes=61,no=62,missing=61,gain=11.5297756,cover=324347
- 61:[Area5<0.987501919] yes=123,no=124,missing=123,gain=12.7579851,cover=317104
- 123:leaf=5.10768132e-06,cover=0
- 124:leaf=-0.00175670197,cover=0
- 62:[LGI5<3.74316525] yes=125,no=126,missing=126,gain=8.42658806,cover=7243
- 125:leaf=0.0016289514,cover=0
- 126:leaf=0.0106644696,cover=0
-booster[209]:
-0:[LGI5<2.36467862] yes=1,no=2,missing=1,gain=22.2520885,cover=5124388
- 1:[Ecc<5.97554874] yes=3,no=4,missing=3,gain=26.3089275,cover=626074
- 3:[Sulc0<-0.8873595] yes=7,no=8,missing=8,gain=15.6433716,cover=566982
- 7:[Ecc<1.51801682] yes=15,no=16,missing=16,gain=7.3934865,cover=121854
- 15:[PialArea5<1.1133045] yes=31,no=32,missing=32,gain=8.06037521,cover=58659
- 31:[Pol<62.799984] yes=63,no=64,missing=63,gain=5.88370991,cover=43782
- 63:leaf=-0.00151881378,cover=0
- 64:leaf=-0.000350580143,cover=0
- 32:[Curv5<-0.155295327] yes=65,no=66,missing=66,gain=4.75844145,cover=14877
- 65:leaf=0.000133489448,cover=0
- 66:leaf=0.00276159053,cover=0
- 16:[PialCurv5<-0.122305259] yes=33,no=34,missing=34,gain=7.22067356,cover=63195
- 33:[PialArea5<0.940168262] yes=67,no=68,missing=67,gain=2.93636751,cover=33960
- 67:leaf=-0.000713027024,cover=0
- 68:leaf=0.000217067703,cover=0
- 34:[Sulc0<-1.15707839] yes=69,no=70,missing=70,gain=9.03288174,cover=29235
- 69:leaf=-0.00162629166,cover=0
- 70:leaf=0.00114854833,cover=0
- 8:[Sulc0<-0.522449493] yes=17,no=18,missing=17,gain=18.5327492,cover=445128
- 17:[PialCurv5<-0.08490628] yes=35,no=36,missing=36,gain=19.4017448,cover=203287
- 35:[Curv5<-0.112134233] yes=71,no=72,missing=71,gain=33.9678307,cover=106732
- 71:leaf=0.00023785248,cover=0
- 72:leaf=0.00502860826,cover=0
- 36:[Ecc<4.13769388] yes=73,no=74,missing=73,gain=32.1230927,cover=96555
- 73:leaf=0.00160572398,cover=0
- 74:leaf=-0.00243667956,cover=0
- 18:[Pol<101.695656] yes=37,no=38,missing=37,gain=37.8617058,cover=241841
- 37:[Curv5<-0.0390223041] yes=75,no=76,missing=75,gain=12.0997047,cover=105596
- 75:leaf=5.134413e-05,cover=0
- 76:leaf=0.00126086699,cover=0
- 38:[MidArea5<0.623027146] yes=77,no=78,missing=77,gain=14.6494627,cover=136245
- 77:leaf=0.000202814888,cover=0
- 78:leaf=-0.000834235456,cover=0
- 4:[Sulc0<-0.298712492] yes=9,no=10,missing=9,gain=8.87612438,cover=59092
- 9:[PialCurv5<-0.0607835948] yes=19,no=20,missing=20,gain=11.2090015,cover=23515
- 19:[Area5<0.582201123] yes=39,no=40,missing=39,gain=6.51400995,cover=19282
- 39:[PialCurv5<-0.140412122] yes=79,no=80,missing=80,gain=3.77026892,cover=7196
- 79:leaf=-0.00109305978,cover=0
- 80:leaf=0.00121865398,cover=0
- 40:[MidArea5<0.795349479] yes=81,no=82,missing=81,gain=9.62300682,cover=12086
- 81:leaf=-0.00336671807,cover=0
- 82:leaf=-0.000498206471,cover=0
- 20:[Sulc0<-0.63852036] yes=41,no=42,missing=41,gain=5.1968956,cover=4233
- 41:[LGI5<2.13090348] yes=83,no=84,missing=84,gain=2.16548157,cover=460
- 83:leaf=0.0143777803,cover=0
- 84:leaf=-0.00931359828,cover=0
- 42:[PialCurv5<0.0240441076] yes=85,no=86,missing=86,gain=5.24544525,cover=3773
- 85:leaf=-0.00228787446,cover=0
- 86:leaf=-0.00703627383,cover=0
- 10:[Ecc<7.39671755] yes=21,no=22,missing=21,gain=7.45896006,cover=35577
- 21:[PialArea5<0.887534022] yes=43,no=44,missing=43,gain=7.1631031,cover=22574
- 43:[MidArea5<0.57021302] yes=87,no=88,missing=87,gain=2.63720679,cover=20841
- 87:leaf=-0.000719269039,cover=0
- 88:leaf=0.000469585037,cover=0
- 44:[LGI5<2.27925944] yes=89,no=90,missing=89,gain=2.61239815,cover=1733
- 89:leaf=-2.58233285e-05,cover=0
- 90:leaf=0.00450772652,cover=0
- 22:[Ecc<10.7180347] yes=45,no=46,missing=45,gain=3.87549305,cover=13003
- 45:[Pol<128.334747] yes=91,no=92,missing=91,gain=5.57892227,cover=11270
- 91:leaf=-0.0011966211,cover=0
- 92:leaf=0.00263069244,cover=0
- 46:[Pol<125.881905] yes=93,no=94,missing=93,gain=4.00410128,cover=1733
- 93:leaf=-0.00185259897,cover=0
- 94:leaf=-0.00716535887,cover=0
- 2:[Ecc<3.29132295] yes=5,no=6,missing=5,gain=31.2332058,cover=4498314
- 5:[LGI5<2.61063838] yes=11,no=12,missing=11,gain=75.7480316,cover=685679
- 11:[Sulc0<-0.53419745] yes=23,no=24,missing=24,gain=27.6985302,cover=595269
- 23:[Curv5<-0.138079464] yes=47,no=48,missing=47,gain=31.9008408,cover=337615
- 47:[PialCurv5<-0.0607835948] yes=95,no=96,missing=96,gain=19.5583115,cover=249797
- 95:leaf=-0.000197601737,cover=0
- 96:leaf=0.00291802152,cover=0
- 48:[PialCurv5<-0.101551421] yes=97,no=98,missing=97,gain=51.093174,cover=87818
- 97:leaf=0.0060011535,cover=0
- 98:leaf=0.000685065403,cover=0
- 24:[Area5<0.607942343] yes=49,no=50,missing=50,gain=36.7825508,cover=257654
- 49:[PialArea5<0.588969886] yes=99,no=100,missing=99,gain=14.2464695,cover=62740
- 99:leaf=-0.000397891476,cover=0
- 100:leaf=0.00113822182,cover=0
- 50:[Curv5<-0.0133169871] yes=101,no=102,missing=101,gain=62.1997643,cover=194914
- 101:leaf=-0.00221224036,cover=0
- 102:leaf=-0.000277075393,cover=0
- 12:[Pol<33.3267784] yes=25,no=26,missing=26,gain=12.7032471,cover=90410
- 25:[Curv5<-0.132798299] yes=51,no=52,missing=51,gain=20.3216343,cover=16404
- 51:[Curv5<-0.22713457] yes=103,no=104,missing=103,gain=3.47047377,cover=13937
- 103:leaf=-0.0020415578,cover=0
- 104:leaf=-0.00045709993,cover=0
- 52:[Ecc<1.3629595] yes=105,no=106,missing=105,gain=7.80368042,cover=2467
- 105:leaf=-0.000670167617,cover=0
- 106:leaf=0.00553465215,cover=0
- 26:[MidArea5<0.6850214] yes=53,no=54,missing=54,gain=16.6156616,cover=74006
- 53:[LGI5<3.06739473] yes=107,no=108,missing=107,gain=9.69005394,cover=27973
- 107:leaf=-0.00107820495,cover=0
- 108:leaf=0.0125527382,cover=0
- 54:[Area5<0.600206077] yes=109,no=110,missing=110,gain=9.82836151,cover=46033
- 109:leaf=-0.00121912966,cover=0
- 110:leaf=-0.00295782019,cover=0
- 6:[Sulc0<-0.620624542] yes=13,no=14,missing=13,gain=40.8522339,cover=3812635
- 13:[Pol<25.2957573] yes=27,no=28,missing=28,gain=35.1609459,cover=711459
- 27:[Curv5<-0.204921171] yes=55,no=56,missing=55,gain=12.7596922,cover=225164
- 55:[PialArea5<0.955112517] yes=111,no=112,missing=111,gain=6.82214642,cover=141201
- 111:leaf=-0.000503820018,cover=0
- 112:leaf=0.000199935355,cover=0
- 56:[PialCurv5<-0.136031076] yes=113,no=114,missing=113,gain=37.4045868,cover=83963
- 113:leaf=0.00499978149,cover=0
- 114:leaf=0.000423557911,cover=0
- 28:[Pol<160.153915] yes=57,no=58,missing=57,gain=32.7723656,cover=486295
- 57:[PialCurv5<-0.11032705] yes=115,no=116,missing=116,gain=47.0292816,cover=289360
- 115:leaf=-0.000430365704,cover=0
- 116:leaf=-0.00176434894,cover=0
- 58:[Curv5<-0.206445083] yes=117,no=118,missing=117,gain=16.5769844,cover=196935
- 117:leaf=-0.000448945677,cover=0
- 118:leaf=0.000483015639,cover=0
- 14:[Curv5<-0.217408031] yes=29,no=30,missing=29,gain=62.3676682,cover=3101176
- 29:[PialCurv5<-0.118254207] yes=59,no=60,missing=59,gain=80.3759232,cover=202631
- 59:[Pol<147.599014] yes=119,no=120,missing=119,gain=30.1813984,cover=150892
- 119:leaf=0.000900429033,cover=0
- 120:leaf=-0.00056658109,cover=0
- 60:[MidArea5<0.72893405] yes=121,no=122,missing=121,gain=36.3484344,cover=51739
- 121:leaf=0.00109496748,cover=0
- 122:leaf=0.00377827114,cover=0
- 30:[PialCurv5<-0.136031076] yes=61,no=62,missing=61,gain=58.2796173,cover=2898545
- 61:[Curv5<-0.18985194] yes=123,no=124,missing=124,gain=30.9481888,cover=18633
- 123:leaf=0.00111457251,cover=0
- 124:leaf=0.00525277387,cover=0
- 62:[Pol<146.864227] yes=125,no=126,missing=125,gain=45.9744072,cover=2879912
- 125:leaf=-6.1075727e-05,cover=0
- 126:leaf=0.000514405081,cover=0
-booster[210]:
-0:[Ecc<17.5281601] yes=1,no=2,missing=2,gain=22.5113354,cover=5124388
- 1:[Ecc<9.88196182] yes=3,no=4,missing=3,gain=47.5379639,cover=3934651
- 3:[LGI5<2.36851335] yes=7,no=8,missing=7,gain=29.6739597,cover=3128149
- 7:[Ecc<6.03867722] yes=15,no=16,missing=16,gain=19.9576893,cover=643017
- 15:[Sulc0<-0.903383076] yes=31,no=32,missing=31,gain=14.7803822,cover=586702
- 31:[PialCurv5<-0.135003537] yes=63,no=64,missing=63,gain=6.53902483,cover=116400
- 63:leaf=-0.00072159752,cover=0
- 64:leaf=9.88040483e-05,cover=0
- 32:[Sulc0<-0.528458416] yes=65,no=66,missing=65,gain=16.2658501,cover=470302
- 65:leaf=0.000803873583,cover=0
- 66:leaf=0.000213797743,cover=0
- 16:[Sulc0<-0.210027173] yes=33,no=34,missing=33,gain=10.184885,cover=56315
- 33:[PialCurv5<-0.0426128618] yes=67,no=68,missing=68,gain=12.3807049,cover=25995
- 67:leaf=-0.00085733505,cover=0
- 68:leaf=-0.00376027008,cover=0
- 34:[Pol<106.604004] yes=69,no=70,missing=69,gain=5.85293818,cover=30320
- 69:leaf=-0.000572980905,cover=0
- 70:leaf=0.00084359973,cover=0
- 8:[Pol<29.3809395] yes=17,no=18,missing=17,gain=34.2373848,cover=2485132
- 17:[Ecc<1.46579576] yes=35,no=36,missing=36,gain=46.0516396,cover=275962
- 35:[MidArea5<0.818603933] yes=71,no=72,missing=71,gain=7.55620003,cover=38949
- 71:leaf=-0.00177018461,cover=0
- 72:leaf=-0.000359833211,cover=0
- 36:[Area5<0.760524631] yes=73,no=74,missing=73,gain=48.8980827,cover=237013
- 73:leaf=0.00110853999,cover=0
- 74:leaf=-0.000522470044,cover=0
- 18:[Pol<135.419098] yes=37,no=38,missing=38,gain=42.8518257,cover=2209170
- 37:[Pol<116.615585] yes=75,no=76,missing=75,gain=63.1900444,cover=1617384
- 75:leaf=-0.000150563763,cover=0
- 76:leaf=-0.000933400297,cover=0
- 38:[Sulc0<-0.678985238] yes=77,no=78,missing=77,gain=105.824081,cover=591786
- 77:leaf=-0.000613402051,cover=0
- 78:leaf=0.000746736536,cover=0
- 4:[Pol<60.4070244] yes=9,no=10,missing=9,gain=90.0202255,cover=806502
- 9:[Pol<21.2328167] yes=19,no=20,missing=19,gain=40.7382278,cover=179125
- 19:[MidArea5<0.692627788] yes=39,no=40,missing=40,gain=20.9432564,cover=60704
- 39:[Area5<0.720865786] yes=79,no=80,missing=79,gain=9.27275372,cover=9302
- 79:leaf=-0.00214815862,cover=0
- 80:leaf=0.00406212965,cover=0
- 40:[Sulc0<-0.59790951] yes=81,no=82,missing=82,gain=18.6662807,cover=51402
- 81:leaf=0.000226640361,cover=0
- 82:leaf=0.0022921632,cover=0
- 20:[PialCurv5<-0.127408311] yes=41,no=42,missing=41,gain=37.8314667,cover=118421
- 41:[Pol<40.9012032] yes=83,no=84,missing=83,gain=10.8052559,cover=31149
- 83:leaf=-0.000143738347,cover=0
- 84:leaf=0.0020608909,cover=0
- 42:[LGI5<2.87999082] yes=85,no=86,missing=86,gain=26.0700684,cover=87272
- 85:leaf=0.000102521946,cover=0
- 86:leaf=-0.00208449923,cover=0
- 10:[Pol<82.8478928] yes=21,no=22,missing=22,gain=122.856468,cover=627377
- 21:[Curv5<0.0473068655] yes=43,no=44,missing=43,gain=139.981705,cover=94143
- 43:[Ecc<12.5441074] yes=87,no=88,missing=87,gain=116.835571,cover=46277
- 87:leaf=0.00105940516,cover=0
- 88:leaf=0.00625156565,cover=0
- 44:[PialArea5<0.672997355] yes=89,no=90,missing=89,gain=24.9964828,cover=47866
- 89:leaf=0.000917350582,cover=0
- 90:leaf=-0.00235852064,cover=0
- 22:[PialArea5<0.813682437] yes=45,no=46,missing=45,gain=61.6961861,cover=533234
- 45:[LGI5<3.37729335] yes=91,no=92,missing=92,gain=30.7985077,cover=361732
- 91:leaf=0.000214342945,cover=0
- 92:leaf=-0.0010718765,cover=0
- 46:[Pol<162.313202] yes=93,no=94,missing=93,gain=47.6025772,cover=171502
- 93:leaf=0.00171719177,cover=0
- 94:leaf=-9.90092885e-05,cover=0
- 2:[Area5<0.894858658] yes=5,no=6,missing=5,gain=32.0990219,cover=1189737
- 5:[Pol<98.4687576] yes=11,no=12,missing=11,gain=21.6856422,cover=1171865
- 11:[Ecc<24.7238369] yes=23,no=24,missing=24,gain=110.974556,cover=626486
- 23:[Pol<44.6807365] yes=47,no=48,missing=47,gain=118.429245,cover=212897
- 47:[Pol<12.2267933] yes=95,no=96,missing=95,gain=37.5122948,cover=93494
- 95:leaf=0.00113197323,cover=0
- 96:leaf=-0.00106964458,cover=0
- 48:[Curv5<0.0473068655] yes=97,no=98,missing=97,gain=181.237976,cover=119403
- 97:leaf=0.00379463774,cover=0
- 98:leaf=-0.000107172891,cover=0
- 24:[PialCurv5<-0.0114707183] yes=49,no=50,missing=50,gain=35.730587,cover=413589
- 49:[Curv5<-0.0296960976] yes=99,no=100,missing=99,gain=134.833145,cover=137349
- 99:leaf=-0.000275459839,cover=0
- 100:leaf=0.00578290923,cover=0
- 50:[PialArea5<0.432214499] yes=101,no=102,missing=102,gain=43.147789,cover=276240
- 101:leaf=0.000210442857,cover=0
- 102:leaf=-0.00120256178,cover=0
- 12:[Sulc0<0.676033437] yes=25,no=26,missing=25,gain=114.645065,cover=545379
- 25:[Pol<127.728462] yes=51,no=52,missing=51,gain=105.936295,cover=446925
- 51:[Sulc0<0.013685069] yes=103,no=104,missing=103,gain=41.7576599,cover=82848
- 103:leaf=0.00140322919,cover=0
- 104:leaf=-0.00273652421,cover=0
- 52:[Ecc<32.6813126] yes=105,no=106,missing=105,gain=98.6310577,cover=364077
- 105:leaf=-0.000976667507,cover=0
- 106:leaf=0.000802405819,cover=0
- 26:[Pol<121.948479] yes=53,no=54,missing=54,gain=40.5959778,cover=98454
- 53:[Curv5<0.107059956] yes=107,no=108,missing=107,gain=20.43396,cover=77040
- 107:leaf=0.00177684322,cover=0
- 108:leaf=1.36787103e-05,cover=0
- 54:[PialCurv5<0.228302389] yes=109,no=110,missing=109,gain=15.9232407,cover=21414
- 109:leaf=0.00425857352,cover=0
- 110:leaf=0.00151924312,cover=0
- 6:[Curv5<0.081820026] yes=13,no=14,missing=13,gain=11.3067093,cover=17872
- 13:[Ecc<28.7730255] yes=27,no=28,missing=27,gain=6.38445473,cover=11775
- 27:[Pol<128.334747] yes=55,no=56,missing=55,gain=9.38482189,cover=5906
- 55:[Pol<65.8802414] yes=111,no=112,missing=112,gain=8.47119141,cover=3713
- 111:leaf=0.00263683777,cover=0
- 112:leaf=0.00906707346,cover=0
- 56:[PialArea5<1.48916721] yes=113,no=114,missing=114,gain=3.05970407,cover=2193
- 113:leaf=-0.00130933465,cover=0
- 114:leaf=0.00351248053,cover=0
- 28:[LGI5<2.48931384] yes=57,no=58,missing=57,gain=4.33773947,cover=5869
- 57:leaf=-0.020942105,cover=0
- 58:[LGI5<3.51961541] yes=115,no=116,missing=115,gain=1.65213728,cover=5845
- 115:leaf=0.000353174371,cover=0
- 116:leaf=-0.00173829403,cover=0
- 14:[MidArea5<1.21578133] yes=29,no=30,missing=30,gain=11.834259,cover=6097
- 29:[Pol<102.778297] yes=59,no=60,missing=59,gain=8.1196003,cover=6006
- 59:[Ecc<32.6813126] yes=117,no=118,missing=118,gain=7.64094067,cover=4874
- 117:leaf=0.0053425869,cover=0
- 118:leaf=0.00112170703,cover=0
- 60:[LGI5<2.76298451] yes=119,no=120,missing=119,gain=3.5737114,cover=1132
- 119:leaf=0.015121798,cover=0
- 120:leaf=0.00619541854,cover=0
- 30:[LGI5<3.02536297] yes=61,no=62,missing=61,gain=3.07258797,cover=91
- 61:[LGI5<2.99594808] yes=121,no=122,missing=121,gain=0.067358017,cover=42
- 121:leaf=0.035666611,cover=0
- 122:leaf=0.0255450699,cover=0
- 62:[Ecc<44.7855835] yes=123,no=124,missing=123,gain=0.468708992,cover=49
- 123:leaf=0.00994963013,cover=0
- 124:leaf=0.023326911,cover=0
-booster[211]:
-0:[PialArea5<1.06442153] yes=1,no=2,missing=1,gain=21.8774471,cover=5124388
- 1:[Pol<176.117172] yes=3,no=4,missing=3,gain=28.8920155,cover=4397951
- 3:[Sulc0<-0.166708246] yes=7,no=8,missing=7,gain=29.511097,cover=4273319
- 7:[Area5<0.584141672] yes=15,no=16,missing=16,gain=47.1390419,cover=2002075
- 15:[Pol<59.5955544] yes=31,no=32,missing=31,gain=61.9800262,cover=631597
- 31:[PialCurv5<-0.121481076] yes=63,no=64,missing=63,gain=11.5688286,cover=164507
- 63:leaf=-0.000309472176,cover=0
- 64:leaf=-0.00115457724,cover=0
- 32:[Curv5<-0.132798299] yes=65,no=66,missing=66,gain=36.2880173,cover=467090
- 65:leaf=0.000195410408,cover=0
- 66:leaf=0.00121517188,cover=0
- 16:[Pol<23.2745647] yes=33,no=34,missing=34,gain=97.5427094,cover=1370478
- 33:[Ecc<5.46745825] yes=67,no=68,missing=68,gain=60.5397491,cover=214959
- 67:leaf=0.00205247756,cover=0
- 68:leaf=0.00012244613,cover=0
- 34:[Ecc<0.45941934] yes=69,no=70,missing=70,gain=81.154892,cover=1155519
- 69:leaf=0.00166269101,cover=0
- 70:leaf=-0.000628490001,cover=0
- 8:[Curv5<0.067619428] yes=17,no=18,missing=17,gain=50.9017601,cover=2271244
- 17:[Pol<115.563423] yes=35,no=36,missing=35,gain=91.2685547,cover=998227
- 35:[Ecc<10.569519] yes=71,no=72,missing=71,gain=106.324387,cover=583782
- 71:leaf=9.94370112e-06,cover=0
- 72:leaf=0.00136246742,cover=0
- 36:[Ecc<16.2597466] yes=73,no=74,missing=74,gain=82.8234482,cover=414445
- 73:leaf=0.000402757898,cover=0
- 74:leaf=-0.00101743278,cover=0
- 18:[Area5<0.746306419] yes=37,no=38,missing=37,gain=74.6608734,cover=1273017
- 37:[PialArea5<0.542192638] yes=75,no=76,missing=75,gain=76.0210876,cover=977723
- 75:leaf=-0.000131326597,cover=0
- 76:leaf=-0.00121224998,cover=0
- 38:[PialArea5<0.593058109] yes=77,no=78,missing=77,gain=29.6037292,cover=295294
- 77:leaf=0.000922559411,cover=0
- 78:leaf=-0.000121124671,cover=0
- 4:[Ecc<1.15906882] yes=9,no=10,missing=9,gain=19.7423363,cover=124632
- 9:[Ecc<0.353712648] yes=19,no=20,missing=19,gain=3.46375847,cover=11260
- 19:[Area5<0.684738636] yes=39,no=40,missing=40,gain=1.73867667,cover=2431
- 39:[Sulc0<-0.592216015] yes=79,no=80,missing=80,gain=0.867354214,cover=2011
- 79:leaf=0.000839335029,cover=0
- 80:leaf=-0.0012372213,cover=0
- 40:[LGI5<2.64191389] yes=81,no=82,missing=81,gain=0.715811372,cover=420
- 81:leaf=0.00360313733,cover=0
- 82:leaf=-0.0106939776,cover=0
- 20:[Sulc0<-0.673217118] yes=41,no=42,missing=41,gain=3.58966923,cover=8829
- 41:[Area5<0.630444467] yes=83,no=84,missing=84,gain=3.98305607,cover=2184
- 83:leaf=-0.00236333162,cover=0
- 84:leaf=-0.00750315282,cover=0
- 42:[Ecc<0.943656743] yes=85,no=86,missing=85,gain=1.56960964,cover=6645
- 85:leaf=-0.00148968759,cover=0
- 86:leaf=0.000670571928,cover=0
- 10:[Curv5<-0.222158164] yes=21,no=22,missing=21,gain=18.5137978,cover=113372
- 21:[PialCurv5<-0.131946102] yes=43,no=44,missing=43,gain=4.25052023,cover=28806
- 43:[Ecc<32.6813126] yes=87,no=88,missing=88,gain=3.56893706,cover=21147
- 87:leaf=-0.000232850158,cover=0
- 88:leaf=-0.00187347212,cover=0
- 44:[Sulc0<-0.137935251] yes=89,no=90,missing=89,gain=4.65278387,cover=7659
- 89:leaf=0.000633988355,cover=0
- 90:leaf=0.00888178404,cover=0
- 22:[Sulc0<0.0372688323] yes=45,no=46,missing=45,gain=15.223671,cover=84566
- 45:[PialArea5<0.605248392] yes=91,no=92,missing=91,gain=14.57901,cover=77349
- 91:leaf=0.00294769462,cover=0
- 92:leaf=0.00116355123,cover=0
- 46:[Curv5<-0.130991504] yes=93,no=94,missing=94,gain=10.6297169,cover=7217
- 93:leaf=0.00670873513,cover=0
- 94:leaf=-0.00139787118,cover=0
- 2:[Area5<0.542713821] yes=5,no=6,missing=5,gain=14.4963512,cover=726437
- 5:[Curv5<-0.206445083] yes=11,no=12,missing=12,gain=6.88877678,cover=16462
- 11:[Area5<0.380439579] yes=23,no=24,missing=23,gain=3.11896467,cover=10792
- 23:[Ecc<0.783076942] yes=47,no=48,missing=47,gain=0.740475178,cover=55
- 47:leaf=0.0192470066,cover=0
- 48:[Pol<162.313202] yes=95,no=96,missing=96,gain=0.199435651,cover=31
- 95:leaf=0.00436484814,cover=0
- 96:leaf=0.0132476734,cover=0
- 24:[PialCurv5<-0.0154925911] yes=49,no=50,missing=50,gain=2.76880693,cover=10737
- 49:[Ecc<1.57116413] yes=97,no=98,missing=97,gain=2.42151451,cover=10726
- 97:leaf=0.00198225654,cover=0
- 98:leaf=0.000401374011,cover=0
- 50:leaf=-0.0230861735,cover=0
- 12:[PialCurv5<-0.10074953] yes=25,no=26,missing=25,gain=7.00201035,cover=5670
- 25:[Curv5<-0.171285838] yes=51,no=52,missing=52,gain=4.60536385,cover=3039
- 51:[Ecc<0.45941934] yes=99,no=100,missing=99,gain=2.63533878,cover=2146
- 99:leaf=-0.00389673491,cover=0
- 100:leaf=0.00392283546,cover=0
- 52:[Ecc<3.16401935] yes=101,no=102,missing=101,gain=2.98633385,cover=893
- 101:leaf=0.00976831,cover=0
- 102:leaf=0.00355516351,cover=0
- 26:[Pol<160.869751] yes=53,no=54,missing=53,gain=3.97667789,cover=2631
- 53:[Ecc<3.54469991] yes=103,no=104,missing=104,gain=5.86224842,cover=2257
- 103:leaf=0.00191045855,cover=0
- 104:leaf=-0.0039955494,cover=0
- 54:[Sulc0<-1.05304158] yes=105,no=106,missing=105,gain=1.69075251,cover=374
- 105:leaf=-0.00543875201,cover=0
- 106:leaf=0.00698776543,cover=0
- 6:[PialArea5<1.48916721] yes=13,no=14,missing=13,gain=13.6973639,cover=709975
- 13:[Area5<0.846071243] yes=27,no=28,missing=28,gain=16.2453842,cover=670142
- 27:[Sulc0<-0.487093836] yes=55,no=56,missing=55,gain=13.759613,cover=608340
- 55:[Curv5<-0.0752395913] yes=107,no=108,missing=107,gain=7.84177113,cover=454323
- 107:leaf=7.17638686e-05,cover=0
- 108:leaf=0.0012984497,cover=0
- 56:[Pol<65.1286774] yes=109,no=110,missing=109,gain=27.0502758,cover=154017
- 109:leaf=-4.12980953e-05,cover=0
- 110:leaf=0.00128557475,cover=0
- 28:[Ecc<8.55626965] yes=57,no=58,missing=57,gain=12.8236904,cover=61802
- 57:[Area5<0.924216449] yes=111,no=112,missing=112,gain=9.2543354,cover=30913
- 111:leaf=-0.000777711102,cover=0
- 112:leaf=-0.00269363052,cover=0
- 58:[Pol<172.695618] yes=113,no=114,missing=114,gain=4.31740189,cover=30889
- 113:leaf=0.00030167363,cover=0
- 114:leaf=-0.00176723942,cover=0
- 14:[PialCurv5<-0.0314326771] yes=29,no=30,missing=29,gain=8.00596046,cover=39833
- 29:[Curv5<-0.0773924068] yes=59,no=60,missing=59,gain=16.0150242,cover=39207
- 59:[Area5<0.659308732] yes=115,no=116,missing=115,gain=5.97444153,cover=38685
- 115:leaf=0.00299045234,cover=0
- 116:leaf=0.00089075428,cover=0
- 60:[Sulc0<-0.53419745] yes=117,no=118,missing=117,gain=10.493021,cover=522
- 117:leaf=0.0166811459,cover=0
- 118:leaf=0.00249133958,cover=0
- 30:[Pol<87.3220139] yes=61,no=62,missing=61,gain=1.84874821,cover=626
- 61:[Ecc<2.13501525] yes=119,no=120,missing=119,gain=1.78904116,cover=407
- 119:leaf=-0.00740458444,cover=0
- 120:leaf=-0.000252823054,cover=0
- 62:[LGI5<3.48966408] yes=121,no=122,missing=121,gain=1.84067583,cover=219
- 121:leaf=-0.0093367137,cover=0
- 122:leaf=0.00953125488,cover=0
-booster[212]:
-0:[LGI5<3.13786864] yes=1,no=2,missing=2,gain=21.9050312,cover=5124388
- 1:[Ecc<28.7730255] yes=3,no=4,missing=3,gain=44.6512909,cover=3954668
- 3:[Ecc<10.147254] yes=7,no=8,missing=7,gain=72.8526001,cover=3735510
- 7:[Pol<29.3809395] yes=15,no=16,missing=16,gain=29.3126335,cover=3044630
- 15:[Ecc<1.57116413] yes=31,no=32,missing=31,gain=70.6167526,cover=310863
- 31:[Ecc<0.513775289] yes=63,no=64,missing=63,gain=8.95320129,cover=74599
- 63:leaf=5.93590848e-05,cover=0
- 64:leaf=-0.00120473141,cover=0
- 32:[Area5<0.760524631] yes=65,no=66,missing=65,gain=48.4309769,cover=236264
- 65:leaf=0.00129081844,cover=0
- 66:leaf=-0.000360476493,cover=0
- 16:[Ecc<1.85215485] yes=33,no=34,missing=34,gain=40.8596649,cover=2733767
- 33:[LGI5<2.57675576] yes=67,no=68,missing=67,gain=42.0387115,cover=537639
- 67:leaf=0.000458744646,cover=0
- 68:leaf=-0.00120345387,cover=0
- 34:[Ecc<3.16401935] yes=69,no=70,missing=69,gain=57.7285843,cover=2196128
- 69:leaf=-0.000706815918,cover=0
- 70:leaf=-3.58595644e-05,cover=0
- 8:[Sulc0<-0.285426885] yes=17,no=18,missing=17,gain=72.0155106,cover=690880
- 17:[PialArea5<0.705942631] yes=35,no=36,missing=35,gain=30.6330452,cover=232459
- 35:[Area5<0.733255386] yes=71,no=72,missing=71,gain=16.5176506,cover=19273
- 71:leaf=-0.00246913941,cover=0
- 72:leaf=0.003223632,cover=0
- 36:[Pol<5.90224934] yes=73,no=74,missing=73,gain=20.9476547,cover=213186
- 73:leaf=0.00164742861,cover=0
- 74:leaf=-0.000133251859,cover=0
- 18:[PialCurv5<0.104427323] yes=37,no=38,missing=37,gain=106.615234,cover=458421
- 37:[Pol<122.504936] yes=75,no=76,missing=75,gain=53.1489563,cover=223736
- 75:leaf=0.00241928711,cover=0
- 76:leaf=0.000873360026,cover=0
- 38:[PialArea5<0.699586272] yes=77,no=78,missing=77,gain=22.429451,cover=234685
- 77:leaf=0.000298132654,cover=0
- 78:leaf=-0.00185457489,cover=0
- 4:[Area5<0.710077047] yes=9,no=10,missing=10,gain=22.4050407,cover=219158
- 9:[Pol<84.7687759] yes=19,no=20,missing=19,gain=11.2375412,cover=104129
- 19:[Pol<20.2198563] yes=39,no=40,missing=39,gain=17.9149323,cover=53606
- 39:[PialArea5<0.750515759] yes=79,no=80,missing=80,gain=15.2231617,cover=24196
- 79:leaf=0.00287706289,cover=0
- 80:leaf=-0.00110808911,cover=0
- 40:[LGI5<3.00232744] yes=81,no=82,missing=82,gain=22.4724197,cover=29410
- 81:leaf=-0.00358897517,cover=0
- 82:leaf=-0.000745305151,cover=0
- 20:[Sulc0<0.586347759] yes=41,no=42,missing=41,gain=8.73250484,cover=50523
- 41:[PialArea5<0.655307472] yes=83,no=84,missing=83,gain=24.7220993,cover=35344
- 83:leaf=-0.00410147477,cover=0
- 84:leaf=-0.000487636513,cover=0
- 42:[PialArea5<0.605248392] yes=85,no=86,missing=85,gain=9.58681488,cover=15179
- 85:leaf=8.13707229e-05,cover=0
- 86:leaf=0.00582881086,cover=0
- 10:[PialArea5<0.463276565] yes=21,no=22,missing=21,gain=16.3486271,cover=115029
- 21:[Pol<92.7492142] yes=43,no=44,missing=44,gain=9.42758274,cover=15905
- 43:[Ecc<38.0136108] yes=87,no=88,missing=87,gain=2.72849607,cover=10307
- 87:leaf=0.00139058242,cover=0
- 88:leaf=-0.000257271982,cover=0
- 44:[Curv5<0.139330834] yes=89,no=90,missing=89,gain=2.88863373,cover=5598
- 89:leaf=0.00429941621,cover=0
- 90:leaf=0.00200243713,cover=0
- 22:[Pol<23.2745647] yes=45,no=46,missing=45,gain=16.2600384,cover=99124
- 45:[PialArea5<0.831580997] yes=91,no=92,missing=91,gain=7.43848515,cover=17971
- 91:leaf=0.00386856007,cover=0
- 92:leaf=0.000610269024,cover=0
- 46:[Pol<108.184875] yes=93,no=94,missing=94,gain=25.3973083,cover=81153
- 93:leaf=-0.00145147147,cover=0
- 94:leaf=0.00033932997,cover=0
- 2:[PialCurv5<0.0666604191] yes=5,no=6,missing=6,gain=25.3501034,cover=1169720
- 5:[Sulc0<0.184694022] yes=11,no=12,missing=11,gain=27.7800541,cover=756088
- 11:[Area5<0.628069878] yes=23,no=24,missing=24,gain=26.1749172,cover=639095
- 23:[Pol<53.6550331] yes=47,no=48,missing=47,gain=33.1505127,cover=140644
- 47:[PialCurv5<-0.062031392] yes=95,no=96,missing=95,gain=22.787674,cover=48780
- 95:leaf=-0.000184846169,cover=0
- 96:leaf=-0.00342863472,cover=0
- 48:[Pol<119.777687] yes=97,no=98,missing=97,gain=37.2653961,cover=91864
- 97:leaf=0.00301332166,cover=0
- 98:leaf=0.000507844379,cover=0
- 24:[PialArea5<0.640100121] yes=49,no=50,missing=50,gain=24.8096828,cover=498451
- 49:[LGI5<3.74316525] yes=99,no=100,missing=100,gain=15.8729725,cover=14391
- 99:leaf=0.00216581183,cover=0
- 100:leaf=-0.00458846381,cover=0
- 50:[PialCurv5<-0.0330938511] yes=101,no=102,missing=101,gain=29.9030418,cover=484060
- 101:leaf=-0.000151900749,cover=0
- 102:leaf=-0.0010628961,cover=0
- 12:[Pol<91.5616074] yes=25,no=26,missing=25,gain=66.4069595,cover=116993
- 25:[PialCurv5<-0.00763805071] yes=51,no=52,missing=51,gain=31.3715057,cover=53297
- 51:[PialArea5<0.730471373] yes=103,no=104,missing=104,gain=30.6441498,cover=10526
- 103:leaf=0.00157643878,cover=0
- 104:leaf=0.00698169041,cover=0
- 52:[Ecc<10.0121937] yes=105,no=106,missing=105,gain=14.4899139,cover=42771
- 105:leaf=-0.00453478238,cover=0
- 106:leaf=0.00153500063,cover=0
- 26:[Pol<138.276962] yes=53,no=54,missing=54,gain=37.0184364,cover=63696
- 53:[Ecc<17.5281601] yes=107,no=108,missing=107,gain=29.978056,cover=42970
- 107:leaf=0.000862964138,cover=0
- 108:leaf=-0.00206634286,cover=0
- 54:[LGI5<3.58443618] yes=109,no=110,missing=109,gain=14.9754906,cover=20726
- 109:leaf=0.00201737555,cover=0
- 110:leaf=-0.00131943345,cover=0
- 6:[PialArea5<0.546516836] yes=13,no=14,missing=14,gain=27.2181129,cover=413632
- 13:[Pol<49.2074432] yes=27,no=28,missing=28,gain=25.1441879,cover=251772
- 27:[Ecc<16.2597466] yes=55,no=56,missing=55,gain=12.1113186,cover=5147
- 55:[Curv5<0.141257599] yes=111,no=112,missing=111,gain=3.20002866,cover=881
- 111:leaf=-0.00463961717,cover=0
- 112:leaf=0.00145146309,cover=0
- 56:[Sulc0<0.649594426] yes=113,no=114,missing=113,gain=15.8281288,cover=4266
- 113:leaf=0.00761839701,cover=0
- 114:leaf=0.00151579164,cover=0
- 28:[Pol<109.248352] yes=57,no=58,missing=57,gain=23.3994942,cover=246625
- 57:[Curv5<0.0778492987] yes=115,no=116,missing=116,gain=29.3424377,cover=178028
- 115:leaf=0.00151271466,cover=0
- 116:leaf=-0.000752275868,cover=0
- 58:[Area5<0.690371037] yes=117,no=118,missing=117,gain=10.5185204,cover=68597
- 117:leaf=-0.000131883004,cover=0
- 118:leaf=0.00110969821,cover=0
- 14:[Curv5<0.0386843979] yes=29,no=30,missing=30,gain=30.9185486,cover=161860
- 29:[Pol<100.628822] yes=59,no=60,missing=59,gain=16.8580608,cover=24349
- 59:[Ecc<11.1913614] yes=119,no=120,missing=119,gain=19.6864605,cover=10544
- 119:leaf=-0.00280573568,cover=0
- 120:leaf=0.00308204792,cover=0
- 60:[Pol<143.959366] yes=121,no=122,missing=121,gain=2.88970184,cover=13805
- 121:leaf=-0.000996213756,cover=0
- 122:leaf=0.000574722653,cover=0
- 30:[Area5<0.755546272] yes=61,no=62,missing=61,gain=18.396965,cover=137511
- 61:[Ecc<8.70817566] yes=123,no=124,missing=124,gain=12.2134018,cover=80708
- 123:leaf=0.00116323051,cover=0
- 124:leaf=-0.00191360561,cover=0
- 62:[Pol<49.2074432] yes=125,no=126,missing=125,gain=15.4427748,cover=56803
- 125:leaf=0.00120293617,cover=0
- 126:leaf=-0.000985478284,cover=0
-booster[213]:
-0:[Curv5<-0.292340577] yes=1,no=2,missing=2,gain=21.3603916,cover=5124388
- 1:[MidArea5<0.709417045] yes=3,no=4,missing=3,gain=29.6127796,cover=160410
- 3:[Curv5<-0.331971258] yes=7,no=8,missing=7,gain=6.70508766,cover=89458
- 7:[PialArea5<0.658944428] yes=15,no=16,missing=15,gain=10.7816658,cover=41265
- 15:[PialCurv5<-0.138158455] yes=31,no=32,missing=31,gain=5.66763687,cover=15430
- 31:[Ecc<12.9325523] yes=63,no=64,missing=63,gain=2.69677758,cover=13068
- 63:leaf=0.000350294606,cover=0
- 64:leaf=-0.00113302295,cover=0
- 32:[MidArea5<0.56810379] yes=65,no=66,missing=65,gain=2.38257074,cover=2362
- 65:leaf=-0.00381010096,cover=0
- 66:leaf=-0.000193279906,cover=0
- 16:[Curv5<-0.39144522] yes=33,no=34,missing=33,gain=5.56749439,cover=25835
- 33:[Sulc0<-0.237935558] yes=67,no=68,missing=68,gain=4.51976395,cover=6905
- 67:leaf=0.00190860115,cover=0
- 68:leaf=0.00678318832,cover=0
- 34:[PialCurv5<-0.164281175] yes=69,no=70,missing=69,gain=3.56903529,cover=18930
- 69:leaf=8.17330365e-05,cover=0
- 70:leaf=0.00150011317,cover=0
- 8:[PialCurv5<-0.159167215] yes=17,no=18,missing=17,gain=19.0984173,cover=48193
- 17:[Sulc0<0.00591620663] yes=35,no=36,missing=36,gain=4.21323395,cover=24513
- 35:[LGI5<3.11198854] yes=71,no=72,missing=71,gain=2.12661934,cover=24207
- 71:leaf=-0.00160146994,cover=0
- 72:leaf=-0.000498031499,cover=0
- 36:[Pol<125.881905] yes=73,no=74,missing=74,gain=2.59710217,cover=306
- 73:leaf=-0.00216266466,cover=0
- 74:leaf=-0.0114205061,cover=0
- 18:[Sulc0<-0.59790951] yes=37,no=38,missing=37,gain=8.2010479,cover=23680
- 37:[Pol<41.8258972] yes=75,no=76,missing=75,gain=3.0618484,cover=16915
- 75:leaf=-0.00105280324,cover=0
- 76:leaf=0.00042259405,cover=0
- 38:[Ecc<12.3665791] yes=77,no=78,missing=78,gain=2.2478838,cover=6765
- 77:leaf=0.00283066113,cover=0
- 78:leaf=0.000986446626,cover=0
- 4:[PialCurv5<-0.14160423] yes=9,no=10,missing=9,gain=18.3135757,cover=70952
- 9:[Curv5<-0.350989401] yes=19,no=20,missing=20,gain=12.6362724,cover=55093
- 19:[LGI5<2.55687809] yes=39,no=40,missing=39,gain=3.56635666,cover=8857
- 39:[Sulc0<-0.720188618] yes=79,no=80,missing=80,gain=2.42928886,cover=2095
- 79:leaf=0.00319867395,cover=0
- 80:leaf=0.00678852946,cover=0
- 40:[PialArea5<1.06921077] yes=81,no=82,missing=81,gain=3.44983387,cover=6762
- 81:leaf=0.00251607317,cover=0
- 82:leaf=-0.00079857622,cover=0
- 20:[Area5<0.625618935] yes=41,no=42,missing=41,gain=8.96994019,cover=46236
- 41:[Ecc<1.31300318] yes=83,no=84,missing=83,gain=4.95979786,cover=20798
- 83:leaf=-0.00242211274,cover=0
- 84:leaf=6.76101699e-05,cover=0
- 42:[Pol<11.2407846] yes=85,no=86,missing=85,gain=5.99104977,cover=25438
- 85:leaf=-0.000351402763,cover=0
- 86:leaf=0.00157883798,cover=0
- 10:[Sulc0<-0.678985238] yes=21,no=22,missing=21,gain=9.36870956,cover=15859
- 21:[PialCurv5<-0.10074953] yes=43,no=44,missing=44,gain=4.22139263,cover=10133
- 43:[LGI5<2.26652193] yes=87,no=88,missing=87,gain=4.27025414,cover=9450
- 87:leaf=0.0059922561,cover=0
- 88:leaf=0.00189224188,cover=0
- 44:[Pol<146.122681] yes=89,no=90,missing=90,gain=2.34531832,cover=683
- 89:leaf=-0.000745090307,cover=0
- 90:leaf=-0.00944928359,cover=0
- 22:[PialCurv5<-0.0209923834] yes=45,no=46,missing=45,gain=5.10273743,cover=5726
- 45:[Pol<55.3432045] yes=91,no=92,missing=91,gain=4.84841156,cover=5669
- 91:leaf=0.00276330742,cover=0
- 92:leaf=0.00576396193,cover=0
- 46:[Pol<26.4235344] yes=93,no=94,missing=93,gain=0.937716007,cover=57
- 93:leaf=0.00503880577,cover=0
- 94:leaf=-0.0128802974,cover=0
- 2:[PialCurv5<-0.190801308] yes=5,no=6,missing=6,gain=24.4941177,cover=4963978
- 5:[Area5<0.623097897] yes=11,no=12,missing=11,gain=10.6155071,cover=7578
- 11:[Curv5<-0.108295463] yes=23,no=24,missing=24,gain=6.95737934,cover=2935
- 23:[Curv5<-0.254102558] yes=47,no=48,missing=47,gain=7.22348118,cover=2813
- 47:[Pol<59.5955544] yes=95,no=96,missing=95,gain=1.99850225,cover=2013
- 95:leaf=0.0015625403,cover=0
- 96:leaf=-0.00175597693,cover=0
- 48:[Pol<172.045227] yes=97,no=98,missing=97,gain=2.42807102,cover=800
- 97:leaf=0.00559381815,cover=0
- 98:leaf=-0.00754769845,cover=0
- 24:[Pol<65.8802414] yes=49,no=50,missing=49,gain=2.91927433,cover=122
- 49:leaf=-0.0250836071,cover=0
- 50:[Pol<153.554306] yes=99,no=100,missing=99,gain=1.98493218,cover=94
- 99:leaf=-0.00268129329,cover=0
- 100:leaf=-0.0196032282,cover=0
- 12:[PialArea5<1.22674179] yes=25,no=26,missing=25,gain=5.52425003,cover=4643
- 25:[Ecc<36.5542564] yes=51,no=52,missing=51,gain=6.54547501,cover=4213
- 51:[Curv5<-0.234010845] yes=101,no=102,missing=102,gain=6.69570541,cover=3872
- 101:leaf=0.00417476846,cover=0
- 102:leaf=0.00885261502,cover=0
- 52:[Area5<0.751858592] yes=103,no=104,missing=104,gain=1.07202721,cover=341
- 103:leaf=0.000242750422,cover=0
- 104:leaf=-0.00565691199,cover=0
- 26:[Pol<114.432869] yes=53,no=54,missing=53,gain=2.0246799,cover=430
- 53:[Curv5<-0.155295327] yes=105,no=106,missing=106,gain=2.29894018,cover=382
- 105:leaf=-0.000303140929,cover=0
- 106:leaf=0.0338236652,cover=0
- 54:[Curv5<-0.282992184] yes=107,no=108,missing=108,gain=0.165781021,cover=48
- 107:leaf=-0.00240439014,cover=0
- 108:leaf=-0.0117491018,cover=0
- 6:[Area5<0.420677572] yes=13,no=14,missing=14,gain=23.7370682,cover=4956400
- 13:[Sulc0<0.143142253] yes=27,no=28,missing=27,gain=6.82856369,cover=46998
- 27:[Area5<0.380439579] yes=55,no=56,missing=55,gain=5.95236969,cover=45672
- 55:[PialCurv5<-0.0227819066] yes=109,no=110,missing=109,gain=4.58829689,cover=13719
- 109:leaf=0.00215892447,cover=0
- 110:leaf=-0.0073908763,cover=0
- 56:[PialCurv5<-0.0999256745] yes=111,no=112,missing=111,gain=5.43242931,cover=31953
- 111:leaf=0.000451713626,cover=0
- 112:leaf=0.00196262472,cover=0
- 28:[Pol<42.7478409] yes=57,no=58,missing=57,gain=7.42506981,cover=1326
- 57:[Ecc<33.9075584] yes=113,no=114,missing=113,gain=2.1398325,cover=38
- 113:leaf=-0.0312923864,cover=0
- 114:leaf=-0.00477168104,cover=0
- 58:[Sulc0<0.624357879] yes=115,no=116,missing=115,gain=2.15003681,cover=1288
- 115:leaf=-0.00058091525,cover=0
- 116:leaf=-0.0052468488,cover=0
- 14:[Curv5<-0.0439181365] yes=29,no=30,missing=29,gain=23.9918327,cover=4909402
- 29:[PialArea5<0.753297985] yes=59,no=60,missing=59,gain=75.0116882,cover=2528913
- 59:[Area5<0.580209434] yes=117,no=118,missing=118,gain=34.4448471,cover=321473
- 117:leaf=-0.000315940328,cover=0
- 118:leaf=-0.0013517664,cover=0
- 60:[Area5<0.642765105] yes=119,no=120,missing=119,gain=52.9013786,cover=2207440
- 119:leaf=0.000280383654,cover=0
- 120:leaf=-0.000225164113,cover=0
- 30:[PialCurv5<-0.0227819066] yes=61,no=62,missing=61,gain=226.492554,cover=2380489
- 61:[PialArea5<0.790770054] yes=121,no=122,missing=121,gain=97.5365143,cover=103896
- 121:leaf=0.000972865324,cover=0
- 122:leaf=0.00405094586,cover=0
- 62:[LGI5<3.13142419] yes=123,no=124,missing=123,gain=40.8719559,cover=2276593
- 123:leaf=0.000103581129,cover=0
- 124:leaf=-0.000378596829,cover=0
-booster[214]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=1,gain=20.9210224,cover=5124388
- 1:[Curv5<0.245671451] yes=3,no=4,missing=3,gain=10.4064579,cover=60049
- 3:[Sulc0<0.551384151] yes=7,no=8,missing=7,gain=8.29339409,cover=48208
- 7:[Ecc<8.97079182] yes=15,no=16,missing=15,gain=6.58845329,cover=6118
- 15:[Pol<132.742767] yes=31,no=32,missing=31,gain=6.0991993,cover=4833
- 31:[PialArea5<0.245474651] yes=63,no=64,missing=63,gain=4.18235397,cover=3714
- 63:leaf=0.0080185486,cover=0
- 64:leaf=0.003919865,cover=0
- 32:[Ecc<0.943656743] yes=65,no=66,missing=65,gain=1.80704534,cover=1119
- 65:leaf=-0.000533078099,cover=0
- 66:leaf=0.00419205381,cover=0
- 16:[LGI5<2.47631311] yes=33,no=34,missing=33,gain=1.62990344,cover=1285
- 33:[Sulc0<0.540103436] yes=67,no=68,missing=68,gain=0.0437033176,cover=31
- 67:leaf=-0.0116825951,cover=0
- 68:leaf=-0.000518301153,cover=0
- 34:[Area5<0.685542226] yes=69,no=70,missing=69,gain=1.31018591,cover=1254
- 69:leaf=-0.000535204716,cover=0
- 70:leaf=0.00433449261,cover=0
- 8:[Ecc<11.0302963] yes=17,no=18,missing=17,gain=11.8674545,cover=42090
- 17:[Pol<89.1530609] yes=35,no=36,missing=35,gain=7.20676327,cover=20258
- 35:[Ecc<8.23836613] yes=71,no=72,missing=71,gain=3.78051233,cover=1508
- 71:leaf=0.00711695245,cover=0
- 72:leaf=0.00174381526,cover=0
- 36:[Sulc0<0.68960917] yes=73,no=74,missing=73,gain=4.46294975,cover=18750
- 73:leaf=0.00135749148,cover=0
- 74:leaf=-0.000532956154,cover=0
- 18:[Curv5<0.0300692953] yes=37,no=38,missing=37,gain=4.73361778,cover=21832
- 37:[Ecc<22.0897732] yes=75,no=76,missing=76,gain=1.36254168,cover=63
- 75:leaf=-0.0193168242,cover=0
- 76:leaf=-0.00453589717,cover=0
- 38:[PialCurv5<0.322157294] yes=77,no=78,missing=77,gain=4.12715912,cover=21769
- 77:leaf=0.00248431531,cover=0
- 78:leaf=0.00110194576,cover=0
- 4:[Sulc0<-0.188964635] yes=9,no=10,missing=9,gain=2.79415035,cover=11841
- 9:[Pol<90.361351] yes=19,no=20,missing=19,gain=0.815066576,cover=88
- 19:[Area5<0.571740985] yes=39,no=40,missing=39,gain=0.0160133839,cover=31
- 39:leaf=0.0154288039,cover=0
- 40:leaf=0.00693103392,cover=0
- 20:[Pol<124.735107] yes=41,no=42,missing=42,gain=0.317368865,cover=57
- 41:[Ecc<3.60812569] yes=79,no=80,missing=79,gain=0.001785025,cover=3
- 79:leaf=-0.0103813671,cover=0
- 80:leaf=-0.00268322835,cover=0
- 42:[Sulc0<-0.43309778] yes=81,no=82,missing=81,gain=0.182214618,cover=54
- 81:leaf=-0.00295321154,cover=0
- 82:leaf=0.00658138702,cover=0
- 10:[LGI5<2.13090348] yes=21,no=22,missing=21,gain=2.17168593,cover=11753
- 21:[Ecc<4.00532722] yes=43,no=44,missing=43,gain=1.18303466,cover=115
- 43:[Area5<0.551487505] yes=83,no=84,missing=84,gain=0.303449154,cover=101
- 83:leaf=0.00255386066,cover=0
- 84:leaf=0.0095814513,cover=0
- 44:[Ecc<4.67068386] yes=85,no=86,missing=85,gain=0.0858835578,cover=14
- 85:leaf=-0.00841403473,cover=0
- 86:leaf=0.00190380425,cover=0
- 22:[PialCurv5<-0.00763805071] yes=45,no=46,missing=45,gain=1.78548443,cover=11638
- 45:leaf=-0.0206690971,cover=0
- 46:[PialCurv5<0.134718806] yes=87,no=88,missing=87,gain=1.71285689,cover=11628
- 87:leaf=0.00553097716,cover=0
- 88:leaf=-0.000575513637,cover=0
- 2:[PialArea5<0.849116743] yes=5,no=6,missing=5,gain=23.8314228,cover=5064339
- 5:[Area5<0.743131101] yes=11,no=12,missing=11,gain=45.6652107,cover=2965515
- 11:[Ecc<34.5416374] yes=23,no=24,missing=23,gain=27.0249748,cover=2464631
- 23:[LGI5<3.84897733] yes=47,no=48,missing=48,gain=37.7276917,cover=2317107
- 47:[Pol<85.4004211] yes=89,no=90,missing=89,gain=35.2727356,cover=2299028
- 89:leaf=0.000181528143,cover=0
- 90:leaf=-0.000253042177,cover=0
- 48:[Pol<149.072266] yes=91,no=92,missing=91,gain=17.7507477,cover=18079
- 91:leaf=-0.00303078932,cover=0
- 92:leaf=0.00161410426,cover=0
- 24:[Pol<130.198486] yes=49,no=50,missing=50,gain=32.839241,cover=147524
- 49:[Pol<27.4246235] yes=93,no=94,missing=94,gain=45.5418167,cover=116404
- 93:leaf=0.000822586007,cover=0
- 94:leaf=-0.00170760346,cover=0
- 50:[Curv5<0.012354264] yes=95,no=96,missing=96,gain=34.2264061,cover=31120
- 95:leaf=-0.000188446473,cover=0
- 96:leaf=0.00409728428,cover=0
- 12:[Curv5<0.00780903921] yes=25,no=26,missing=25,gain=108.917015,cover=500884
- 25:[Pol<62.0115929] yes=51,no=52,missing=52,gain=39.4334106,cover=66226
- 51:[LGI5<2.61980247] yes=97,no=98,missing=97,gain=10.21772,cover=13920
- 97:leaf=0.00376334577,cover=0
- 98:leaf=0.000188897378,cover=0
- 52:[Pol<147.599014] yes=99,no=100,missing=99,gain=49.9015121,cover=52306
- 99:leaf=-0.00303598866,cover=0
- 100:leaf=0.000615640136,cover=0
- 26:[Pol<41.8258972] yes=53,no=54,missing=54,gain=52.935463,cover=434658
- 53:[Ecc<7.54628181] yes=101,no=102,missing=101,gain=41.2176437,cover=19078
- 101:leaf=0.0108865499,cover=0
- 102:leaf=0.00249461969,cover=0
- 54:[PialArea5<0.724588811] yes=103,no=104,missing=103,gain=59.7548218,cover=415580
- 103:leaf=0.000814973377,cover=0
- 104:leaf=-0.000651165145,cover=0
- 6:[Area5<0.714116395] yes=13,no=14,missing=13,gain=53.0555267,cover=2098824
- 13:[Curv5<-0.0686563179] yes=27,no=28,missing=27,gain=103.561462,cover=1230077
- 27:[Sulc0<-0.726142108] yes=55,no=56,missing=55,gain=47.8473892,cover=1130913
- 55:[Area5<0.573932528] yes=105,no=106,missing=106,gain=22.194479,cover=544839
- 105:leaf=0.000335896591,cover=0
- 106:leaf=-0.00035554549,cover=0
- 56:[Pol<62.0115929] yes=107,no=108,missing=107,gain=46.6727638,cover=586074
- 107:leaf=-9.90204499e-05,cover=0
- 108:leaf=0.000836015388,cover=0
- 28:[PialCurv5<-0.0515215881] yes=57,no=58,missing=58,gain=85.006073,cover=99164
- 57:[Sulc0<-0.383002371] yes=109,no=110,missing=110,gain=15.5641785,cover=11231
- 109:leaf=0.00416627713,cover=0
- 110:leaf=0.00789187662,cover=0
- 58:[Pol<44.6807365] yes=111,no=112,missing=111,gain=63.8950424,cover=87933
- 111:leaf=-0.00136726699,cover=0
- 112:leaf=0.00202337839,cover=0
- 14:[PialArea5<0.991309822] yes=29,no=30,missing=29,gain=42.270874,cover=868747
- 29:[PialCurv5<-0.104067586] yes=59,no=60,missing=59,gain=23.0136528,cover=309493
- 59:[Curv5<-0.127358407] yes=113,no=114,missing=113,gain=44.2328262,cover=48465
- 113:leaf=9.10181188e-05,cover=0
- 114:leaf=0.00910346303,cover=0
- 60:[Curv5<-0.0226651002] yes=115,no=116,missing=116,gain=26.2399063,cover=261028
- 115:leaf=-0.00124314881,cover=0
- 116:leaf=-0.000219430658,cover=0
- 30:[Curv5<-0.258777469] yes=61,no=62,missing=62,gain=15.5717115,cover=559254
- 61:[PialCurv5<-0.140412122] yes=117,no=118,missing=118,gain=6.21063995,cover=22204
- 117:leaf=0.00085000816,cover=0
- 118:leaf=0.00270414259,cover=0
- 62:[Curv5<-0.0366821773] yes=119,no=120,missing=119,gain=16.640976,cover=537050
- 119:leaf=-5.63902795e-05,cover=0
- 120:leaf=0.000968668784,cover=0
-booster[215]:
-0:[PialArea5<1.31770575] yes=1,no=2,missing=2,gain=20.937397,cover=5124388
- 1:[Sulc0<-1.08640325] yes=3,no=4,missing=4,gain=21.1125622,cover=4983994
- 3:[Area5<0.693521142] yes=7,no=8,missing=7,gain=11.7936344,cover=103376
- 7:[Curv5<-0.292340577] yes=15,no=16,missing=15,gain=5.51372147,cover=84983
- 15:[Area5<0.631603718] yes=31,no=32,missing=31,gain=2.63730931,cover=18790
- 31:[LGI5<2.44958925] yes=63,no=64,missing=63,gain=2.85504556,cover=15858
- 63:leaf=0.000312618038,cover=0
- 64:leaf=-0.00104510563,cover=0
- 32:[Ecc<19.170145] yes=65,no=66,missing=65,gain=1.02421594,cover=2932
- 65:leaf=0.000816476531,cover=0
- 66:leaf=0.00369229051,cover=0
- 16:[Pol<142.520569] yes=33,no=34,missing=33,gain=5.99297333,cover=66193
- 33:[Pol<105.995506] yes=67,no=68,missing=67,gain=7.98733997,cover=44302
- 67:leaf=-0.00108537939,cover=0
- 68:leaf=0.00107563741,cover=0
- 34:[Curv5<-0.203415334] yes=69,no=70,missing=69,gain=6.75109673,cover=21891
- 69:leaf=-0.00146553153,cover=0
- 70:leaf=-0.00380416773,cover=0
- 8:[Ecc<1.31300318] yes=17,no=18,missing=17,gain=4.42516994,cover=18393
- 17:[LGI5<2.30180311] yes=35,no=36,missing=35,gain=2.88566041,cover=1256
- 35:[Pol<108.715256] yes=71,no=72,missing=71,gain=1.05158281,cover=267
- 71:leaf=-0.00850410946,cover=0
- 72:leaf=-0.000328868133,cover=0
- 36:[Pol<47.409153] yes=73,no=74,missing=74,gain=2.41788483,cover=989
- 73:leaf=-0.00290652993,cover=0
- 74:leaf=0.00236317096,cover=0
- 18:[LGI5<2.67457628] yes=37,no=38,missing=37,gain=4.67977476,cover=17137
- 37:[Curv5<-0.228820562] yes=75,no=76,missing=75,gain=4.64543772,cover=5929
- 75:leaf=0.00312985922,cover=0
- 76:leaf=0.000329635164,cover=0
- 38:[Curv5<-0.150053754] yes=77,no=78,missing=77,gain=8.0273695,cover=11208
- 77:leaf=-0.000133520211,cover=0
- 78:leaf=0.0107210064,cover=0
- 4:[Curv5<-0.279226273] yes=9,no=10,missing=9,gain=25.1723461,cover=4880618
- 9:[MidArea5<0.719939232] yes=19,no=20,missing=20,gain=36.3981934,cover=190395
- 19:[Sulc0<-0.63852036] yes=39,no=40,missing=39,gain=10.4273968,cover=109847
- 39:[Curv5<-0.331971258] yes=79,no=80,missing=79,gain=6.74359322,cover=66713
- 79:leaf=0.000357534562,cover=0
- 80:leaf=-0.000745583035,cover=0
- 40:[PialArea5<0.643814564] yes=81,no=82,missing=81,gain=10.0174551,cover=43134
- 81:leaf=-0.000569932628,cover=0
- 82:leaf=0.00108294515,cover=0
- 20:[PialCurv5<-0.137075767] yes=41,no=42,missing=42,gain=19.5671463,cover=80548
- 41:[Curv5<-0.350989401] yes=83,no=84,missing=84,gain=10.102459,cover=62969
- 83:leaf=0.00274403673,cover=0
- 84:leaf=0.000733629684,cover=0
- 42:[Sulc0<-0.644343197] yes=85,no=86,missing=86,gain=12.6939278,cover=17579
- 85:leaf=0.00181576237,cover=0
- 86:leaf=0.00459940126,cover=0
- 10:[PialCurv5<-0.181738108] yes=21,no=22,missing=21,gain=34.1761894,cover=4690223
- 21:[MidArea5<0.656586885] yes=43,no=44,missing=43,gain=13.0320473,cover=9081
- 43:[Sulc0<0.443755656] yes=87,no=88,missing=88,gain=4.47419119,cover=2526
- 87:leaf=0.000311480835,cover=0
- 88:leaf=-0.0137377754,cover=0
- 44:[Curv5<-0.232248098] yes=89,no=90,missing=89,gain=16.7442093,cover=6555
- 89:leaf=0.00265733735,cover=0
- 90:leaf=0.00831446238,cover=0
- 22:[Pol<173.942612] yes=45,no=46,missing=45,gain=24.0340309,cover=4681142
- 45:[Sulc0<-0.166708246] yes=91,no=92,missing=92,gain=29.0633202,cover=4468394
- 91:leaf=-0.000185553901,cover=0
- 92:leaf=6.95789422e-05,cover=0
- 46:[Ecc<1.26157856] yes=93,no=94,missing=93,gain=25.1161385,cover=212748
- 93:leaf=-0.000990765984,cover=0
- 94:leaf=0.000688892498,cover=0
- 2:[Curv5<-0.146701202] yes=5,no=6,missing=6,gain=9.23043442,cover=140394
- 5:[PialCurv5<-0.11422696] yes=11,no=12,missing=11,gain=8.05060196,cover=104680
- 11:[Curv5<-0.172863677] yes=23,no=24,missing=23,gain=10.7016249,cover=52793
- 23:[Area5<0.57817024] yes=47,no=48,missing=48,gain=5.59390545,cover=48870
- 47:[Ecc<4.07113361] yes=95,no=96,missing=95,gain=2.74941206,cover=1154
- 95:leaf=0.00214539818,cover=0
- 96:leaf=0.00900223292,cover=0
- 48:[Pol<164.532394] yes=97,no=98,missing=98,gain=2.48194146,cover=47716
- 97:leaf=-0.000234277337,cover=0
- 98:leaf=-0.00144695397,cover=0
- 24:[Area5<0.717401922] yes=49,no=50,missing=49,gain=4.50425339,cover=3923
- 49:[Sulc0<-0.801933944] yes=99,no=100,missing=99,gain=2.17242527,cover=1084
- 99:leaf=0.00323612592,cover=0
- 100:leaf=0.00776551431,cover=0
- 50:[PialCurv5<-0.138158455] yes=101,no=102,missing=102,gain=6.13670444,cover=2839
- 101:leaf=0.00947698299,cover=0
- 102:leaf=0.00072736654,cover=0
- 12:[Sulc0<-1.12931466] yes=25,no=26,missing=25,gain=9.29123974,cover=51887
- 25:[LGI5<2.43692279] yes=51,no=52,missing=52,gain=5.12614059,cover=3962
- 51:[LGI5<2.13090348] yes=103,no=104,missing=103,gain=3.04040003,cover=2205
- 103:leaf=0.00914079975,cover=0
- 104:leaf=-0.000292828568,cover=0
- 52:[PialCurv5<-0.0877386853] yes=105,no=106,missing=106,gain=4.61739159,cover=1757
- 105:leaf=-0.00265387516,cover=0
- 106:leaf=-0.0110289073,cover=0
- 26:[Curv5<-0.179045901] yes=53,no=54,missing=53,gain=7.2616024,cover=47925
- 53:[Sulc0<-0.87967056] yes=107,no=108,missing=107,gain=3.57685661,cover=23480
- 107:leaf=0.00089664798,cover=0
- 108:leaf=0.00214914582,cover=0
- 54:[LGI5<2.43374896] yes=109,no=110,missing=109,gain=4.13741779,cover=24445
- 109:leaf=0.00161823095,cover=0
- 110:leaf=5.11853141e-05,cover=0
- 6:[PialCurv5<-0.104067586] yes=13,no=14,missing=13,gain=55.2017822,cover=35714
- 13:[Ecc<2.42687178] yes=27,no=28,missing=27,gain=10.4374695,cover=3232
- 27:[LGI5<2.56865931] yes=55,no=56,missing=55,gain=11.1383667,cover=564
- 55:[Ecc<1.31300318] yes=111,no=112,missing=112,gain=2.72602463,cover=443
- 111:leaf=0.0098072784,cover=0
- 112:leaf=0.0194572043,cover=0
- 56:[PialCurv5<-0.149745584] yes=113,no=114,missing=113,gain=2.89359045,cover=121
- 113:leaf=-0.0288224053,cover=0
- 114:leaf=0.00227678963,cover=0
- 28:[Pol<146.122681] yes=57,no=58,missing=57,gain=9.06630707,cover=2668
- 57:[LGI5<2.30690479] yes=115,no=116,missing=115,gain=4.6977787,cover=1834
- 115:leaf=-0.00837418996,cover=0
- 116:leaf=0.00475338055,cover=0
- 58:[LGI5<2.34802985] yes=117,no=118,missing=117,gain=6.69712448,cover=834
- 117:leaf=0.0305549782,cover=0
- 118:leaf=0.00951890461,cover=0
- 14:[PialCurv5<-0.0868030339] yes=29,no=30,missing=29,gain=11.1939087,cover=32482
- 29:[Curv5<-0.108295463] yes=59,no=60,missing=59,gain=16.6970787,cover=8524
- 59:[Area5<0.833255887] yes=119,no=120,missing=119,gain=12.6939974,cover=7599
- 119:leaf=0.00300586433,cover=0
- 120:leaf=-0.00124125881,cover=0
- 60:[Pol<152.092255] yes=121,no=122,missing=121,gain=6.44451904,cover=925
- 121:leaf=0.0061627659,cover=0
- 122:leaf=0.0158368945,cover=0
- 30:[Area5<0.723411918] yes=61,no=62,missing=61,gain=11.8649416,cover=23958
- 61:[Ecc<1.51801682] yes=123,no=124,missing=124,gain=5.55152416,cover=4007
- 123:leaf=0.00129479263,cover=0
- 124:leaf=-0.00330642588,cover=0
- 62:[Pol<44.6807365] yes=125,no=126,missing=126,gain=6.67704248,cover=19951
- 125:leaf=-0.00042255345,cover=0
- 126:leaf=0.00142296893,cover=0
-booster[216]:
-0:[LGI5<2.23211861] yes=1,no=2,missing=1,gain=19.8182945,cover=5124388
- 1:[Area5<0.684738636] yes=3,no=4,missing=3,gain=13.6087627,cover=140393
- 3:[Pol<74.7525482] yes=7,no=8,missing=8,gain=11.4405136,cover=106871
- 7:[Ecc<4.8056078] yes=15,no=16,missing=15,gain=6.15871143,cover=32241
- 15:[Ecc<1.62447274] yes=31,no=32,missing=31,gain=3.49264836,cover=31287
- 31:[LGI5<2.19753051] yes=63,no=64,missing=63,gain=5.7756834,cover=17727
- 63:leaf=-0.00100750756,cover=0
- 64:leaf=0.000832244288,cover=0
- 32:[Pol<15.1533136] yes=65,no=66,missing=65,gain=7.47272539,cover=13560
- 65:leaf=0.00375519437,cover=0
- 66:leaf=0.000334019802,cover=0
- 16:[MidArea5<0.619563401] yes=33,no=34,missing=33,gain=1.43119955,cover=954
- 33:[Curv5<-0.26661092] yes=67,no=68,missing=68,gain=0.333481312,cover=171
- 67:leaf=-0.00184036698,cover=0
- 68:leaf=-0.00881506503,cover=0
- 34:[Sulc0<-0.481185079] yes=69,no=70,missing=69,gain=1.2225163,cover=783
- 69:leaf=-0.00506736664,cover=0
- 70:leaf=-0.00110764883,cover=0
- 8:[Curv5<0.0798443258] yes=17,no=18,missing=17,gain=13.050106,cover=74630
- 17:[LGI5<2.16230083] yes=35,no=36,missing=36,gain=12.6165619,cover=60001
- 35:[PialArea5<1.31770575] yes=71,no=72,missing=71,gain=5.76272345,cover=17861
- 71:leaf=0.000352195464,cover=0
- 72:leaf=0.0131789735,cover=0
- 36:[LGI5<2.22170687] yes=73,no=74,missing=73,gain=10.1539078,cover=42140
- 73:leaf=0.00239220518,cover=0
- 74:leaf=0.000460767857,cover=0
- 18:[PialArea5<0.480917931] yes=37,no=38,missing=37,gain=4.93659496,cover=14629
- 37:[PialCurv5<0.200529471] yes=75,no=76,missing=75,gain=3.56294107,cover=10735
- 75:leaf=0.00163006689,cover=0
- 76:leaf=-0.00026699304,cover=0
- 38:[LGI5<2.21018219] yes=77,no=78,missing=78,gain=5.46278095,cover=3894
- 77:leaf=-0.00278401701,cover=0
- 78:leaf=0.00146060099,cover=0
- 4:[Ecc<1.91022825] yes=9,no=10,missing=9,gain=13.6959152,cover=33522
- 9:[Curv5<-0.0963523984] yes=19,no=20,missing=20,gain=5.91592216,cover=10929
- 19:[Curv5<-0.297558427] yes=39,no=40,missing=39,gain=6.74890327,cover=3762
- 39:[PialArea5<1.11947823] yes=79,no=80,missing=79,gain=1.5030632,cover=38
- 79:leaf=0.0252341311,cover=0
- 80:leaf=0.000820260611,cover=0
- 40:[Ecc<1.41371143] yes=81,no=82,missing=81,gain=3.95279741,cover=3724
- 81:leaf=-0.00159075798,cover=0
- 82:leaf=0.00219151122,cover=0
- 20:[Ecc<0.406764686] yes=41,no=42,missing=41,gain=5.88045406,cover=7167
- 41:[Pol<93.3357697] yes=83,no=84,missing=84,gain=3.18527603,cover=1337
- 83:leaf=0.000891700969,cover=0
- 84:leaf=0.00644537294,cover=0
- 42:[LGI5<2.13090348] yes=85,no=86,missing=85,gain=6.29623508,cover=5830
- 85:leaf=0.00514812302,cover=0
- 86:leaf=0.000612553267,cover=0
- 10:[Sulc0<-0.00176540145] yes=21,no=22,missing=21,gain=8.9847002,cover=22593
- 21:[Pol<150.62207] yes=43,no=44,missing=43,gain=11.7917118,cover=15509
- 43:[LGI5<2.13090348] yes=87,no=88,missing=87,gain=7.44417,cover=14522
- 87:leaf=0.000855173392,cover=0
- 88:leaf=-0.00247264071,cover=0
- 44:[MidArea5<0.673991144] yes=89,no=90,missing=89,gain=8.00653267,cover=987
- 89:leaf=0.025533352,cover=0
- 90:leaf=0.0026895164,cover=0
- 22:[Ecc<6.87229633] yes=45,no=46,missing=46,gain=2.45163035,cover=7084
- 45:[LGI5<2.13090348] yes=91,no=92,missing=92,gain=3.51898384,cover=6038
- 91:leaf=0.00403664401,cover=0
- 92:leaf=0.000407754735,cover=0
- 46:[PialArea5<0.733388364] yes=93,no=94,missing=93,gain=1.2951237,cover=1046
- 93:leaf=-0.00238109427,cover=0
- 94:leaf=0.00316172629,cover=0
- 2:[LGI5<3.94193578] yes=5,no=6,missing=6,gain=19.1875381,cover=4983995
- 5:[PialArea5<0.309935868] yes=11,no=12,missing=11,gain=18.8584251,cover=4963978
- 11:[PialCurv5<0.147539601] yes=23,no=24,missing=24,gain=13.8556061,cover=117702
- 23:[Curv5<0.0798443258] yes=47,no=48,missing=48,gain=10.5375881,cover=9458
- 47:[Ecc<21.3640327] yes=95,no=96,missing=96,gain=2.07364345,cover=918
- 95:leaf=-0.00417303247,cover=0
- 96:leaf=0.00103231508,cover=0
- 48:[Area5<0.548651993] yes=97,no=98,missing=98,gain=5.15256691,cover=8540
- 97:leaf=-0.00193376967,cover=0
- 98:leaf=0.00330408849,cover=0
- 24:[Pol<107.129471] yes=49,no=50,missing=49,gain=11.5201597,cover=108244
- 49:[Pol<89.7623749] yes=99,no=100,missing=99,gain=10.3511457,cover=90311
- 99:leaf=0.00114382769,cover=0
- 100:leaf=-8.62642701e-05,cover=0
- 50:[Curv5<0.245671451] yes=101,no=102,missing=101,gain=7.74221039,cover=17933
- 101:leaf=0.00213679764,cover=0
- 102:leaf=-0.000448147301,cover=0
- 12:[PialCurv5<0.343960524] yes=25,no=26,missing=25,gain=23.5631638,cover=4846276
- 25:[PialArea5<0.454431564] yes=51,no=52,missing=51,gain=24.5884743,cover=4701235
- 51:[Area5<0.701312602] yes=103,no=104,missing=103,gain=50.8600922,cover=433076
- 103:leaf=-4.52841596e-05,cover=0
- 104:leaf=0.00108936464,cover=0
- 52:[Curv5<0.0896491781] yes=105,no=106,missing=105,gain=42.1069031,cover=4268159
- 105:leaf=1.42882491e-05,cover=0
- 106:leaf=-0.000483807962,cover=0
- 26:[Sulc0<0.586347759] yes=53,no=54,missing=53,gain=13.9966469,cover=145041
- 53:[Sulc0<-0.195981219] yes=107,no=108,missing=107,gain=7.12705994,cover=57149
- 107:leaf=0.00309495255,cover=0
- 108:leaf=-0.000142319725,cover=0
- 54:[Ecc<25.5461979] yes=109,no=110,missing=109,gain=4.91700363,cover=87892
- 109:leaf=-0.00128479721,cover=0
- 110:leaf=-0.000457117159,cover=0
- 6:[Ecc<26.874506] yes=13,no=14,missing=13,gain=16.7401466,cover=20017
- 13:[PialCurv5<-0.08490628] yes=27,no=28,missing=28,gain=12.7910652,cover=12716
- 27:[Area5<0.724280655] yes=55,no=56,missing=55,gain=3.37821579,cover=4239
- 55:[Curv5<-0.0320370905] yes=111,no=112,missing=111,gain=1.85057914,cover=3288
- 111:leaf=0.000457819464,cover=0
- 112:leaf=-0.0122290067,cover=0
- 56:[PialArea5<1.31770575] yes=113,no=114,missing=113,gain=3.37257051,cover=951
- 113:leaf=-0.00357864168,cover=0
- 114:leaf=0.0131973298,cover=0
- 28:[Ecc<16.2597466] yes=57,no=58,missing=58,gain=10.9466476,cover=8477
- 57:[Pol<88.5531387] yes=115,no=116,missing=115,gain=7.29436541,cover=2481
- 115:leaf=-0.0053212638,cover=0
- 116:leaf=0.000709975313,cover=0
- 58:[PialArea5<1.02520955] yes=117,no=118,missing=117,gain=7.44481659,cover=5996
- 117:leaf=-0.00529960496,cover=0
- 118:leaf=0.00352012855,cover=0
- 14:[Pol<157.22821] yes=29,no=30,missing=29,gain=5.44328213,cover=7301
- 29:[Sulc0<0.849368811] yes=59,no=60,missing=59,gain=7.71784782,cover=6032
- 59:[Pol<6.72755051] yes=119,no=120,missing=120,gain=3.19658971,cover=4695
- 119:leaf=0.00476742908,cover=0
- 120:leaf=-0.00151627732,cover=0
- 60:[Curv5<0.149355054] yes=121,no=122,missing=121,gain=6.34441566,cover=1337
- 121:leaf=0.0056806067,cover=0
- 122:leaf=-0.00146964402,cover=0
- 30:[PialCurv5<-0.0314326771] yes=61,no=62,missing=61,gain=3.80776024,cover=1269
- 61:[Sulc0<0.299089104] yes=123,no=124,missing=123,gain=2.98233342,cover=969
- 123:leaf=0.00247234572,cover=0
- 124:leaf=-0.00951774232,cover=0
- 62:[Sulc0<0.454035848] yes=125,no=126,missing=125,gain=3.27513599,cover=300
- 125:leaf=0.0101018483,cover=0
- 126:leaf=-0.00623183465,cover=0
-booster[217]:
-0:[PialArea5<1.16111541] yes=1,no=2,missing=2,gain=19.5078907,cover=5124388
- 1:[Sulc0<-0.389213681] yes=3,no=4,missing=3,gain=21.046484,cover=4721276
- 3:[Ecc<5.08081961] yes=7,no=8,missing=7,gain=42.9896622,cover=1765703
- 7:[Curv5<-0.0963523984] yes=15,no=16,missing=15,gain=45.1965752,cover=874522
- 15:[PialCurv5<-0.0529128574] yes=31,no=32,missing=31,gain=33.3585739,cover=670584
- 31:[Area5<0.548651993] yes=63,no=64,missing=64,gain=32.9150085,cover=635426
- 63:leaf=0.00023206987,cover=0
- 64:leaf=-0.000498582376,cover=0
- 32:[Sulc0<-0.620624542] yes=65,no=66,missing=65,gain=16.2332325,cover=35158
- 65:leaf=0.00252499455,cover=0
- 66:leaf=0.000372556242,cover=0
- 16:[Pol<59.5955544] yes=33,no=34,missing=33,gain=93.4629517,cover=203938
- 33:[Ecc<1.57116413] yes=67,no=68,missing=67,gain=128.734634,cover=36457
- 67:leaf=-0.00030688502,cover=0
- 68:leaf=0.00567564089,cover=0
- 34:[Area5<0.682363749] yes=69,no=70,missing=69,gain=124.384338,cover=167481
- 69:leaf=0.00121979637,cover=0
- 70:leaf=-0.00165249908,cover=0
- 8:[LGI5<2.68420529] yes=17,no=18,missing=18,gain=51.7837486,cover=891181
- 17:[Pol<87.9431763] yes=35,no=36,missing=35,gain=54.1994095,cover=220718
- 35:[MidArea5<0.738078713] yes=71,no=72,missing=72,gain=51.0945663,cover=51857
- 71:leaf=-0.00182773115,cover=0
- 72:leaf=0.001476801,cover=0
- 36:[Pol<143.959366] yes=73,no=74,missing=73,gain=82.4564972,cover=168861
- 73:leaf=-0.00299847987,cover=0
- 74:leaf=-0.000688479864,cover=0
- 18:[Pol<61.2046547] yes=37,no=38,missing=37,gain=39.2594414,cover=670463
- 37:[Pol<24.282547] yes=75,no=76,missing=75,gain=61.5499306,cover=341939
- 75:leaf=1.64214798e-05,cover=0
- 76:leaf=-0.00133903103,cover=0
- 38:[PialArea5<0.816499233] yes=77,no=78,missing=77,gain=21.9151249,cover=328524
- 77:leaf=-0.000456005335,cover=0
- 78:leaf=0.000454549416,cover=0
- 4:[Curv5<-0.161761403] yes=9,no=10,missing=9,gain=57.477478,cover=2955573
- 9:[PialCurv5<-0.0779728889] yes=19,no=20,missing=19,gain=94.0486298,cover=199305
- 19:[Pol<112.359543] yes=39,no=40,missing=39,gain=23.8694954,cover=173157
- 39:[Curv5<-0.217408031] yes=79,no=80,missing=79,gain=16.0960464,cover=52637
- 79:leaf=0.00232663983,cover=0
- 80:leaf=0.000565209368,cover=0
- 40:[LGI5<2.91278505] yes=81,no=82,missing=81,gain=15.9370623,cover=120520
- 81:leaf=0.000875076395,cover=0
- 82:leaf=-0.000343579944,cover=0
- 20:[PialArea5<0.775119185] yes=41,no=42,missing=42,gain=46.972641,cover=26148
- 41:[Ecc<33.2971039] yes=83,no=84,missing=83,gain=12.4067669,cover=10329
- 83:leaf=0.00178272557,cover=0
- 84:leaf=-0.00303018955,cover=0
- 42:[Ecc<4.60336304] yes=85,no=86,missing=85,gain=16.0969849,cover=15819
- 85:leaf=0.000311991054,cover=0
- 86:leaf=0.00588320335,cover=0
- 10:[PialCurv5<-0.104861222] yes=21,no=22,missing=21,gain=55.9198914,cover=2756268
- 21:[PialArea5<0.658944428] yes=43,no=44,missing=43,gain=37.1213722,cover=17073
- 43:[Sulc0<0.68960917] yes=87,no=88,missing=88,gain=6.43309641,cover=3277
- 87:leaf=-0.00145715883,cover=0
- 88:leaf=-0.0121956859,cover=0
- 44:[Curv5<-0.115945198] yes=89,no=90,missing=89,gain=35.9108429,cover=13796
- 89:leaf=0.00264986116,cover=0
- 90:leaf=0.00886363629,cover=0
- 22:[Curv5<-0.0413376503] yes=45,no=46,missing=45,gain=25.343008,cover=2739195
- 45:[Ecc<8.97079182] yes=91,no=92,missing=91,gain=73.5432587,cover=528289
- 91:leaf=-0.000977982185,cover=0
- 92:leaf=0.000206408193,cover=0
- 46:[PialCurv5<-0.0209923834] yes=93,no=94,missing=93,gain=166.601852,cover=2210906
- 93:leaf=0.00246026902,cover=0
- 94:leaf=-2.68451986e-05,cover=0
- 2:[Area5<0.562355936] yes=5,no=6,missing=5,gain=10.5406265,cover=403112
- 5:[Curv5<-0.230516881] yes=11,no=12,missing=12,gain=4.59409046,cover=8948
- 11:[PialCurv5<-0.0965851992] yes=23,no=24,missing=24,gain=3.38662648,cover=3811
- 23:[Pol<163.830338] yes=47,no=48,missing=47,gain=1.50522399,cover=3598
- 47:[Ecc<14.484726] yes=95,no=96,missing=96,gain=1.49220419,cover=3101
- 95:leaf=0.0013179594,cover=0
- 96:leaf=0.00855433661,cover=0
- 48:[Curv5<-0.297558427] yes=97,no=98,missing=97,gain=0.845314026,cover=497
- 97:leaf=-0.00625364343,cover=0
- 98:leaf=-0.00058390043,cover=0
- 24:[Curv5<-0.26661092] yes=49,no=50,missing=49,gain=3.60360289,cover=213
- 49:[Ecc<0.45941934] yes=99,no=100,missing=100,gain=0.842794895,cover=82
- 99:leaf=0.00736131659,cover=0
- 100:leaf=-0.0146983312,cover=0
- 50:[LGI5<2.52320862] yes=101,no=102,missing=101,gain=2.55698872,cover=131
- 101:leaf=0.00423847418,cover=0
- 102:leaf=-0.0109903282,cover=0
- 12:[PialCurv5<-0.104861222] yes=25,no=26,missing=25,gain=4.59571266,cover=5137
- 25:[Curv5<-0.151772231] yes=51,no=52,missing=52,gain=7.88600731,cover=2937
- 51:[Area5<0.517926872] yes=103,no=104,missing=103,gain=4.11936569,cover=2688
- 103:leaf=0.0065098512,cover=0
- 104:leaf=0.00223149243,cover=0
- 52:[Ecc<3.29132295] yes=105,no=106,missing=105,gain=4.2867794,cover=249
- 105:leaf=0.0170043111,cover=0
- 106:leaf=0.00256486121,cover=0
- 26:[LGI5<2.24172258] yes=53,no=54,missing=53,gain=3.30888844,cover=2200
- 53:[Pol<156.492447] yes=107,no=108,missing=107,gain=1.50400448,cover=254
- 107:leaf=0.00760362251,cover=0
- 108:leaf=-0.00832089316,cover=0
- 54:[PialCurv5<-0.0607835948] yes=109,no=110,missing=109,gain=2.04022908,cover=1946
- 109:leaf=0.00101073179,cover=0
- 110:leaf=-0.00545034651,cover=0
- 6:[PialArea5<1.57955706] yes=13,no=14,missing=13,gain=9.8408308,cover=394164
- 13:[Area5<0.924216449] yes=27,no=28,missing=28,gain=11.0534191,cover=374315
- 27:[Pol<41.8258972] yes=55,no=56,missing=55,gain=10.4195976,cover=358383
- 55:[PialCurv5<-0.072655201] yes=111,no=112,missing=111,gain=6.01135111,cover=172689
- 111:leaf=0.000120664576,cover=0
- 112:leaf=-0.000819130917,cover=0
- 56:[Pol<164.532394] yes=113,no=114,missing=113,gain=13.8842049,cover=185694
- 113:leaf=0.000819095701,cover=0
- 114:leaf=-0.000154609821,cover=0
- 28:[Ecc<13.6880245] yes=57,no=58,missing=57,gain=10.5673122,cover=15932
- 57:[Sulc0<0.15957281] yes=115,no=116,missing=115,gain=2.43782997,cover=10668
- 115:leaf=-0.00202226988,cover=0
- 116:leaf=0.00643277681,cover=0
- 58:[LGI5<2.68917012] yes=117,no=118,missing=118,gain=3.95651388,cover=5264
- 117:leaf=-0.0112900864,cover=0
- 118:leaf=0.000938687765,cover=0
- 14:[PialCurv5<-0.0426128618] yes=29,no=30,missing=29,gain=10.6445541,cover=19849
- 29:[Curv5<-0.0773924068] yes=59,no=60,missing=60,gain=18.991251,cover=19377
- 59:[Curv5<-0.200394869] yes=119,no=120,missing=119,gain=5.26119232,cover=19207
- 119:leaf=0.000298083032,cover=0
- 120:leaf=0.00202779262,cover=0
- 60:[Pol<149.795395] yes=121,no=122,missing=122,gain=10.1344357,cover=170
- 121:leaf=0.0106654726,cover=0
- 122:leaf=0.0382623039,cover=0
- 30:[Pol<89.7623749] yes=61,no=62,missing=61,gain=2.15034866,cover=472
- 61:[LGI5<2.38303256] yes=123,no=124,missing=123,gain=1.2291801,cover=322
- 123:leaf=-0.00030851466,cover=0
- 124:leaf=-0.00650821719,cover=0
- 62:[Ecc<6.52965975] yes=125,no=126,missing=125,gain=1.78884459,cover=150
- 125:leaf=-0.016757546,cover=0
- 126:leaf=-0.0057415436,cover=0
-booster[218]:
-0:[Ecc<17.5281601] yes=1,no=2,missing=2,gain=19.6119213,cover=5124388
- 1:[Ecc<9.88196182] yes=3,no=4,missing=3,gain=39.7094078,cover=3934651
- 3:[LGI5<2.36851335] yes=7,no=8,missing=8,gain=24.9857807,cover=3128149
- 7:[Ecc<6.22534323] yes=15,no=16,missing=15,gain=16.5515347,cover=643017
- 15:[Sulc0<-0.8873595] yes=31,no=32,missing=32,gain=14.1286182,cover=593078
- 31:[PialCurv5<-0.135003537] yes=63,no=64,missing=63,gain=6.45479965,cover=125908
- 63:leaf=-0.000703825615,cover=0
- 64:leaf=8.45890318e-05,cover=0
- 32:[Ecc<2.07756257] yes=65,no=66,missing=65,gain=13.2356644,cover=467170
- 65:leaf=0.000721916731,cover=0
- 66:leaf=0.000189594211,cover=0
- 16:[Sulc0<-0.305269122] yes=33,no=34,missing=33,gain=6.84309483,cover=49939
- 33:[Pol<137.578873] yes=67,no=68,missing=67,gain=9.42914295,cover=20118
- 67:leaf=-0.00266702101,cover=0
- 68:leaf=-0.000455296744,cover=0
- 34:[PialArea5<0.884929597] yes=69,no=70,missing=69,gain=5.5650177,cover=29821
- 69:leaf=-0.000340255036,cover=0
- 70:leaf=0.00220626034,cover=0
- 8:[Pol<31.3444195] yes=17,no=18,missing=17,gain=25.8732452,cover=2485132
- 17:[Ecc<1.46579576] yes=35,no=36,missing=36,gain=39.6372757,cover=292970
- 35:[PialArea5<1.00558591] yes=71,no=72,missing=71,gain=7.48908234,cover=41266
- 71:leaf=-0.00167620683,cover=0
- 72:leaf=-0.000315105397,cover=0
- 36:[Area5<0.750726104] yes=73,no=74,missing=73,gain=41.6745872,cover=251704
- 73:leaf=0.00099836092,cover=0
- 74:leaf=-0.000408027525,cover=0
- 18:[Curv5<-0.00141534733] yes=37,no=38,missing=37,gain=38.4011688,cover=2192162
- 37:[PialArea5<0.750515759] yes=75,no=76,missing=75,gain=69.3581696,cover=1326234
- 75:leaf=-0.0011017971,cover=0
- 76:leaf=-0.000157373346,cover=0
- 38:[Pol<63.605114] yes=77,no=78,missing=77,gain=100.157761,cover=865928
- 77:leaf=0.00360598229,cover=0
- 78:leaf=1.96807778e-05,cover=0
- 4:[Pol<60.4070244] yes=9,no=10,missing=9,gain=74.9662018,cover=806502
- 9:[Pol<21.2328167] yes=19,no=20,missing=19,gain=34.7718048,cover=179125
- 19:[MidArea5<0.731918395] yes=39,no=40,missing=40,gain=18.4554405,cover=60704
- 39:[Area5<0.720865786] yes=79,no=80,missing=79,gain=13.6030102,cover=15248
- 79:leaf=-0.00153309212,cover=0
- 80:leaf=0.00371535425,cover=0
- 40:[Sulc0<-0.59790951] yes=81,no=82,missing=81,gain=17.1828632,cover=45456
- 81:leaf=0.000319725805,cover=0
- 82:leaf=0.00245876308,cover=0
- 20:[PialCurv5<-0.127408311] yes=41,no=42,missing=41,gain=35.3469315,cover=118421
- 41:[Pol<40.9012032] yes=83,no=84,missing=84,gain=9.51273251,cover=31149
- 83:leaf=-6.82967366e-05,cover=0
- 84:leaf=0.00200027763,cover=0
- 42:[LGI5<2.87999082] yes=85,no=86,missing=85,gain=21.900856,cover=87272
- 85:leaf=6.69683432e-05,cover=0
- 86:leaf=-0.00193756283,cover=0
- 10:[Pol<82.8478928] yes=21,no=22,missing=21,gain=103.639679,cover=627377
- 21:[Curv5<0.0365542509] yes=43,no=44,missing=43,gain=121.078674,cover=94143
- 43:[Ecc<12.5441074] yes=87,no=88,missing=87,gain=99.3297119,cover=41743
- 87:leaf=0.000979867298,cover=0
- 88:leaf=0.00603210973,cover=0
- 44:[PialArea5<0.689872265] yes=89,no=90,missing=89,gain=21.0724258,cover=52400
- 89:leaf=0.000965048675,cover=0
- 90:leaf=-0.00189236645,cover=0
- 22:[PialArea5<0.813682437] yes=45,no=46,missing=46,gain=53.3318291,cover=533234
- 45:[Pol<127.133438] yes=91,no=92,missing=91,gain=27.4090557,cover=361732
- 91:leaf=0.000334851939,cover=0
- 92:leaf=-0.00057376991,cover=0
- 46:[Pol<162.313202] yes=93,no=94,missing=93,gain=42.5663452,cover=171502
- 93:leaf=0.00159812311,cover=0
- 94:leaf=-0.000119318058,cover=0
- 2:[Area5<0.894858658] yes=5,no=6,missing=5,gain=28.1486168,cover=1189737
- 5:[Pol<3.6072247] yes=11,no=12,missing=12,gain=17.6984997,cover=1171865
- 11:[Curv5<-0.0179657843] yes=23,no=24,missing=23,gain=14.660223,cover=31184
- 23:[Ecc<25.5461979] yes=47,no=48,missing=47,gain=4.60380602,cover=29895
- 47:[PialCurv5<-0.08490628] yes=95,no=96,missing=96,gain=6.00587749,cover=9551
- 95:leaf=0.00103286398,cover=0
- 96:leaf=0.00420247903,cover=0
- 48:[Pol<1.49603665] yes=97,no=98,missing=97,gain=2.96884823,cover=20344
- 97:leaf=0.00124287943,cover=0
- 98:leaf=-7.65406803e-05,cover=0
- 24:[PialArea5<0.730471373] yes=49,no=50,missing=50,gain=2.22449493,cover=1289
- 49:[PialCurv5<0.15079549] yes=99,no=100,missing=99,gain=4.18650818,cover=630
- 99:leaf=0.0116679901,cover=0
- 100:leaf=0.00335098291,cover=0
- 50:[Sulc0<-0.451341361] yes=101,no=102,missing=102,gain=2.32216454,cover=659
- 101:leaf=0.0118657248,cover=0
- 102:leaf=0.00299952342,cover=0
- 12:[LGI5<2.93433285] yes=25,no=26,missing=26,gain=15.6023846,cover=1140681
- 25:[Ecc<25.1292973] yes=51,no=52,missing=51,gain=88.1101379,cover=170323
- 51:[Pol<39.0368156] yes=103,no=104,missing=103,gain=35.327179,cover=69662
- 103:leaf=-0.000853601319,cover=0
- 104:leaf=0.00209254329,cover=0
- 52:[Sulc0<0.40262419] yes=105,no=106,missing=105,gain=29.0499706,cover=100661
- 105:leaf=-0.00141307374,cover=0
- 106:leaf=0.000334165961,cover=0
- 26:[Pol<78.8803177] yes=53,no=54,missing=54,gain=26.521389,cover=970358
- 53:[PialCurv5<0.064168714] yes=107,no=108,missing=107,gain=64.0923615,cover=408717
- 107:leaf=0.000430265442,cover=0
- 108:leaf=-0.000900292012,cover=0
- 54:[Ecc<28.2834949] yes=109,no=110,missing=109,gain=90.7045746,cover=561641
- 109:leaf=-0.00112135883,cover=0
- 110:leaf=0.000154403358,cover=0
- 6:[Curv5<0.081820026] yes=13,no=14,missing=13,gain=10.5589867,cover=17872
- 13:[Ecc<28.7730255] yes=27,no=28,missing=28,gain=5.70162868,cover=11775
- 27:[Pol<128.334747] yes=55,no=56,missing=55,gain=8.30669975,cover=5906
- 55:[Pol<65.8802414] yes=111,no=112,missing=112,gain=7.61882591,cover=3713
- 111:leaf=0.00244635367,cover=0
- 112:leaf=0.00854445156,cover=0
- 56:[PialArea5<1.48916721] yes=113,no=114,missing=114,gain=2.64688063,cover=2193
- 113:leaf=-0.00124872953,cover=0
- 114:leaf=0.00323602674,cover=0
- 28:[LGI5<2.48931384] yes=57,no=58,missing=57,gain=3.82007265,cover=5869
- 57:leaf=-0.0196893681,cover=0
- 58:[LGI5<3.51961541] yes=115,no=116,missing=115,gain=1.51072109,cover=5845
- 115:leaf=0.000302423519,cover=0
- 116:leaf=-0.00169753376,cover=0
- 14:[MidArea5<1.21578133] yes=29,no=30,missing=30,gain=10.7665539,cover=6097
- 29:[Pol<102.778297] yes=59,no=60,missing=59,gain=7.31616592,cover=6006
- 59:[LGI5<3.78836131] yes=117,no=118,missing=118,gain=7.13277531,cover=4874
- 117:leaf=0.00179399864,cover=0
- 118:leaf=0.00864077173,cover=0
- 60:[LGI5<2.90731096] yes=119,no=120,missing=120,gain=3.19070244,cover=1132
- 119:leaf=0.0128394058,cover=0
- 120:leaf=0.00565603981,cover=0
- 30:[LGI5<3.02536297] yes=61,no=62,missing=61,gain=2.78330517,cover=91
- 61:[LGI5<2.99594808] yes=121,no=122,missing=121,gain=0.0540952682,cover=42
- 121:leaf=0.0339425877,cover=0
- 122:leaf=0.0243820008,cover=0
- 62:[Ecc<44.7855835] yes=123,no=124,missing=123,gain=0.42244482,cover=49
- 123:leaf=0.00950531196,cover=0
- 124:leaf=0.0222129617,cover=0
-booster[219]:
-0:[Area5<0.404548973] yes=1,no=2,missing=1,gain=18.8286858,cover=5124388
- 1:[PialCurv5<-0.0262977369] yes=3,no=4,missing=3,gain=7.67181969,cover=40033
- 3:[Curv5<-0.230516881] yes=7,no=8,missing=8,gain=7.54549217,cover=39200
- 7:[Ecc<1.46579576] yes=15,no=16,missing=16,gain=5.64215899,cover=23480
- 15:[PialCurv5<-0.136031076] yes=29,no=30,missing=29,gain=4.74739456,cover=7337
- 29:[PialArea5<0.851613045] yes=57,no=58,missing=57,gain=3.09628582,cover=3552
- 57:leaf=-0.00244198553,cover=0
- 58:leaf=0.00181777799,cover=0
- 30:[Pol<161.595886] yes=59,no=60,missing=60,gain=3.00188541,cover=3785
- 59:leaf=0.00101824116,cover=0
- 60:leaf=-0.0054630111,cover=0
- 16:[Pol<57.8577347] yes=31,no=32,missing=32,gain=4.76486492,cover=16143
- 31:[Curv5<-0.26388669] yes=61,no=62,missing=61,gain=1.33932018,cover=2656
- 61:leaf=-0.00144549692,cover=0
- 62:leaf=0.00114869932,cover=0
- 32:[Pol<156.492447] yes=63,no=64,missing=63,gain=4.83539295,cover=13487
- 63:leaf=0.00220343354,cover=0
- 64:leaf=0.000210416154,cover=0
- 8:[Ecc<39.5502243] yes=17,no=18,missing=17,gain=3.50692177,cover=15720
- 17:[PialArea5<0.89274627] yes=33,no=34,missing=34,gain=3.20507622,cover=15693
- 33:[Area5<0.380439579] yes=65,no=66,missing=65,gain=3.33829498,cover=14752
- 65:leaf=0.00275958586,cover=0
- 66:leaf=0.0012367022,cover=0
- 34:[PialCurv5<-0.149745584] yes=67,no=68,missing=67,gain=1.23556805,cover=941
- 67:leaf=0.0130966529,cover=0
- 68:leaf=0.00448224647,cover=0
- 18:[LGI5<3.20360112] yes=35,no=36,missing=35,gain=0.42688489,cover=27
- 35:leaf=0.00462524127,cover=0
- 36:[Pol<150.62207] yes=69,no=70,missing=69,gain=0.0393848419,cover=25
- 69:leaf=-0.0113746403,cover=0
- 70:leaf=-0.0194341466,cover=0
- 4:[Pol<7.58674097] yes=9,no=10,missing=9,gain=3.37737846,cover=833
- 9:leaf=-0.0300155561,cover=0
- 10:[LGI5<3.78836131] yes=19,no=20,missing=20,gain=2.25399423,cover=822
- 19:[LGI5<3.39750218] yes=37,no=38,missing=37,gain=3.12776709,cover=801
- 37:[LGI5<3.23225117] yes=71,no=72,missing=72,gain=3.94229031,cover=767
- 71:leaf=-0.0021680533,cover=0
- 72:leaf=-0.0131546259,cover=0
- 38:[Sulc0<0.56283927] yes=73,no=74,missing=73,gain=2.27982855,cover=34
- 73:leaf=0.0222224034,cover=0
- 74:leaf=-0.00360055803,cover=0
- 20:[Pol<80.8913651] yes=39,no=40,missing=40,gain=0.770574331,cover=21
- 39:[Ecc<13.8847265] yes=75,no=76,missing=75,gain=0.00535193831,cover=2
- 75:leaf=0.00927306991,cover=0
- 76:leaf=0.00187163055,cover=0
- 40:[Ecc<18.5999508] yes=77,no=78,missing=78,gain=0.681003094,cover=19
- 77:leaf=-0.0130759059,cover=0
- 78:leaf=-0.0339968093,cover=0
- 2:[PialArea5<0.34410578] yes=5,no=6,missing=5,gain=19.4189472,cover=5084355
- 5:[Curv5<0.139330834] yes=11,no=12,missing=11,gain=20.1333485,cover=222361
- 11:[PialCurv5<0.394910008] yes=21,no=22,missing=22,gain=7.21017838,cover=34910
- 21:[Curv5<0.0534323379] yes=41,no=42,missing=41,gain=6.31640244,cover=34383
- 41:[Ecc<19.4699688] yes=79,no=80,missing=79,gain=3.53222823,cover=1684
- 79:leaf=-0.00306740007,cover=0
- 80:leaf=0.00169577531,cover=0
- 42:[Pol<80.8913651] yes=81,no=82,missing=82,gain=5.42892838,cover=32699
- 81:leaf=0.00366067118,cover=0
- 82:leaf=0.00157206249,cover=0
- 22:[LGI5<3.35709596] yes=43,no=44,missing=43,gain=2.90341258,cover=527
- 43:[Area5<0.616426587] yes=83,no=84,missing=83,gain=3.15357876,cover=442
- 83:leaf=-0.0107653281,cover=0
- 84:leaf=-0.00222433731,cover=0
- 44:[LGI5<3.53458858] yes=85,no=86,missing=85,gain=0.544322014,cover=85
- 85:leaf=0.00909945648,cover=0
- 86:leaf=0.000942711253,cover=0
- 12:[Sulc0<0.41245693] yes=23,no=24,missing=23,gain=16.0880775,cover=187451
- 23:[Area5<0.604913712] yes=45,no=46,missing=45,gain=13.5145893,cover=23090
- 45:[Pol<86.0952454] yes=87,no=88,missing=88,gain=6.57108164,cover=9686
- 87:leaf=0.00440606661,cover=0
- 88:leaf=-0.000333090051,cover=0
- 46:[Ecc<3.29132295] yes=89,no=90,missing=89,gain=7.08854675,cover=13404
- 89:leaf=0.00116608653,cover=0
- 90:leaf=0.0034933954,cover=0
- 24:[Area5<0.691153347] yes=47,no=48,missing=47,gain=12.9788456,cover=164361
- 47:[PialArea5<0.245474651] yes=91,no=92,missing=92,gain=10.5588608,cover=113786
- 91:leaf=0.000997515861,cover=0
- 92:leaf=-0.000415470189,cover=0
- 48:[MidArea5<0.460721314] yes=93,no=94,missing=93,gain=11.1136236,cover=50575
- 93:leaf=0.00827714894,cover=0
- 94:leaf=0.000663945917,cover=0
- 6:[PialArea5<0.849116743] yes=13,no=14,missing=13,gain=25.9422817,cover=4861994
- 13:[Area5<0.755546272] yes=25,no=26,missing=25,gain=40.743454,cover=2768290
- 25:[Ecc<0.45941934] yes=49,no=50,missing=49,gain=28.2962074,cover=2399603
- 49:[Area5<0.648839295] yes=95,no=96,missing=95,gain=34.220459,cover=51769
- 95:leaf=0.000166808968,cover=0
- 96:leaf=0.00305639091,cover=0
- 50:[Pol<173.942612] yes=97,no=98,missing=97,gain=26.5500069,cover=2347834
- 97:leaf=-0.00026225156,cover=0
- 98:leaf=0.000636876328,cover=0
- 26:[PialArea5<0.727568209] yes=51,no=52,missing=51,gain=75.561676,cover=368687
- 51:[Curv5<0.122410901] yes=99,no=100,missing=100,gain=46.2461243,cover=255117
- 99:leaf=0.00143397681,cover=0
- 100:leaf=7.75910958e-05,cover=0
- 52:[Pol<46.5024796] yes=101,no=102,missing=101,gain=43.4705772,cover=113570
- 101:leaf=0.00162484427,cover=0
- 102:leaf=-0.00112180703,cover=0
- 14:[Area5<0.706109285] yes=27,no=28,missing=28,gain=47.0156364,cover=2093704
- 27:[Curv5<-0.0816265643] yes=53,no=54,missing=53,gain=102.731644,cover=1150079
- 53:[Sulc0<-0.510775328] yes=103,no=104,missing=104,gain=50.9220695,cover=1039122
- 103:leaf=-3.55534539e-05,cover=0
- 104:leaf=0.000776884262,cover=0
- 54:[PialCurv5<-0.058241725] yes=105,no=106,missing=105,gain=89.0058899,cover=110957
- 105:leaf=0.00545644341,cover=0
- 106:leaf=0.00122178998,cover=0
- 28:[PialArea5<0.991309822] yes=55,no=56,missing=55,gain=38.2948074,cover=943625
- 55:[PialCurv5<-0.11578764] yes=107,no=108,missing=108,gain=22.5645866,cover=345365
- 107:leaf=0.000501688512,cover=0
- 108:leaf=-0.000727985229,cover=0
- 56:[Curv5<-0.258777469] yes=109,no=110,missing=110,gain=14.5799503,cover=598260
- 109:leaf=0.00127511634,cover=0
- 110:leaf=3.35593577e-05,cover=0
-booster[220]:
-0:[Curv5<-0.303613424] yes=1,no=2,missing=1,gain=18.584177,cover=5124388
- 1:[MidArea5<0.67240268] yes=3,no=4,missing=4,gain=18.9033604,cover=120099
- 3:[PialArea5<0.567627013] yes=7,no=8,missing=7,gain=4.89920664,cover=55983
- 7:[Ecc<1.15906882] yes=15,no=16,missing=15,gain=3.05801296,cover=7657
- 15:[LGI5<2.43054438] yes=31,no=32,missing=31,gain=2.06945992,cover=315
- 31:[Pol<10.3232107] yes=63,no=64,missing=64,gain=1.61181068,cover=227
- 63:leaf=0.0172800831,cover=0
- 64:leaf=-0.00921796728,cover=0
- 32:[LGI5<2.47959709] yes=65,no=66,missing=66,gain=0.628565967,cover=88
- 65:leaf=0.007802309,cover=0
- 66:leaf=-0.00192135375,cover=0
- 16:[Ecc<7.49602938] yes=33,no=34,missing=33,gain=3.74519253,cover=7342
- 33:[Pol<84.1277542] yes=67,no=68,missing=67,gain=8.15411568,cover=2665
- 67:leaf=-0.00159927679,cover=0
- 68:leaf=0.00416200468,cover=0
- 34:[PialCurv5<-0.0379593484] yes=69,no=70,missing=69,gain=3.51042032,cover=4677
- 69:leaf=-0.00212712376,cover=0
- 70:leaf=0.00557499332,cover=0
- 8:[Sulc0<-0.395407349] yes=17,no=18,missing=18,gain=6.69773579,cover=48326
- 17:[Curv5<-0.350989401] yes=35,no=36,missing=35,gain=4.12850189,cover=41147
- 35:[Ecc<14.484726] yes=71,no=72,missing=71,gain=4.05946112,cover=15381
- 71:leaf=0.00106079783,cover=0
- 72:leaf=-0.000716548937,cover=0
- 36:[PialCurv5<-0.164281175] yes=73,no=74,missing=73,gain=8.0849247,cover=25766
- 73:leaf=-0.00135829393,cover=0
- 74:leaf=0.000414078211,cover=0
- 18:[Ecc<5.27515984] yes=37,no=38,missing=37,gain=7.15535307,cover=7179
- 37:[Sulc0<-0.00176540145] yes=75,no=76,missing=75,gain=2.86125469,cover=598
- 75:leaf=0.00767351547,cover=0
- 76:leaf=-0.00637710188,cover=0
- 38:[Area5<0.554568231] yes=77,no=78,missing=77,gain=4.19011116,cover=6581
- 77:leaf=0.0020535849,cover=0
- 78:leaf=-0.000543528353,cover=0
- 4:[Sulc0<-0.714205623] yes=9,no=10,missing=10,gain=10.3202362,cover=64116
- 9:[LGI5<2.22170687] yes=19,no=20,missing=19,gain=5.18410492,cover=41263
- 19:[Pol<78.8803177] yes=39,no=40,missing=40,gain=3.78855133,cover=925
- 39:[Area5<0.695856333] yes=79,no=80,missing=79,gain=3.1132865,cover=515
- 79:leaf=0.000584901602,cover=0
- 80:leaf=0.0169302542,cover=0
- 40:[PialArea5<1.0952065] yes=81,no=82,missing=82,gain=2.49823475,cover=410
- 81:leaf=0.0061133462,cover=0
- 82:leaf=0.0161521267,cover=0
- 20:[Ecc<1.21076584] yes=41,no=42,missing=41,gain=5.20435143,cover=40338
- 41:[Pol<55.3432045] yes=83,no=84,missing=83,gain=2.55115438,cover=3207
- 83:leaf=-0.00231606746,cover=0
- 84:leaf=0.000645038032,cover=0
- 42:[Ecc<1.85215485] yes=85,no=86,missing=85,gain=4.01301193,cover=37131
- 85:leaf=0.00277368957,cover=0
- 86:leaf=0.000673793198,cover=0
- 10:[Pol<146.864227] yes=21,no=22,missing=21,gain=9.5154686,cover=22853
- 21:[Pol<52.7894325] yes=43,no=44,missing=44,gain=13.2223091,cover=15652
- 43:[Ecc<3.94116735] yes=87,no=88,missing=87,gain=2.51346111,cover=9009
- 87:leaf=0.00393780088,cover=0
- 88:leaf=0.00121180597,cover=0
- 44:[LGI5<2.71502113] yes=89,no=90,missing=89,gain=4.78670883,cover=6643
- 89:leaf=0.00583660556,cover=0
- 90:leaf=0.00314823212,cover=0
- 22:[PialCurv5<-0.154837668] yes=45,no=46,missing=45,gain=4.03514624,cover=7201
- 45:[PialArea5<0.665998757] yes=91,no=92,missing=92,gain=1.30387557,cover=4382
- 91:leaf=0.011742617,cover=0
- 92:leaf=-0.000460754381,cover=0
- 46:[PialCurv5<-0.0209923834] yes=93,no=94,missing=94,gain=3.33531618,cover=2819
- 93:leaf=0.00219652778,cover=0
- 94:leaf=-0.0151507882,cover=0
- 2:[Area5<0.44435063] yes=5,no=6,missing=5,gain=19.6912384,cover=5004289
- 5:[Sulc0<0.0214736983] yes=11,no=12,missing=11,gain=9.83760262,cover=85264
- 11:[Curv5<-0.18985194] yes=23,no=24,missing=23,gain=8.62195206,cover=81694
- 23:[Ecc<0.45941934] yes=47,no=48,missing=47,gain=7.73260498,cover=56357
- 47:[LGI5<2.16230083] yes=95,no=96,missing=95,gain=1.40256739,cover=2068
- 95:leaf=-0.00860161521,cover=0
- 96:leaf=-0.00221387204,cover=0
- 48:[PialCurv5<-0.0965851992] yes=97,no=98,missing=97,gain=7.55075645,cover=54289
- 97:leaf=0.000448971667,cover=0
- 98:leaf=0.0026357302,cover=0
- 24:[Pol<146.122681] yes=49,no=50,missing=50,gain=4.6404686,cover=25337
- 49:[PialCurv5<-0.14160423] yes=99,no=100,missing=99,gain=3.92815208,cover=18776
- 99:leaf=0.00469876407,cover=0
- 100:leaf=0.00182252214,cover=0
- 50:[PialArea5<0.914612174] yes=101,no=102,missing=102,gain=4.11813688,cover=6561
- 101:leaf=0.000148775987,cover=0
- 102:leaf=0.0053124032,cover=0
- 12:[Pol<44.6807365] yes=25,no=26,missing=25,gain=7.92438173,cover=3570
- 25:[Curv5<-0.155295327] yes=51,no=52,missing=52,gain=5.99401951,cover=110
- 51:[MidArea5<0.439916283] yes=103,no=104,missing=103,gain=0.915685117,cover=41
- 103:leaf=-0.0139895892,cover=0
- 104:leaf=0.00394618791,cover=0
- 52:[Sulc0<0.383163035] yes=105,no=106,missing=105,gain=2.86488724,cover=69
- 105:leaf=-0.0284743253,cover=0
- 106:leaf=-0.00150517072,cover=0
- 26:[Ecc<2.73602629] yes=53,no=54,missing=53,gain=5.1975584,cover=3460
- 53:[Pol<114.432869] yes=107,no=108,missing=108,gain=0.859241962,cover=97
- 107:leaf=0.00440878933,cover=0
- 108:leaf=0.0140181556,cover=0
- 54:[Ecc<10.0121937] yes=109,no=110,missing=109,gain=4.03755093,cover=3363
- 109:leaf=-0.00400882727,cover=0
- 110:leaf=-0.000416169496,cover=0
- 6:[PialArea5<0.39522177] yes=13,no=14,missing=13,gain=20.6383343,cover=4919025
- 13:[Sulc0<0.235979095] yes=27,no=28,missing=27,gain=32.9016914,cover=421174
- 27:[Area5<0.629274011] yes=55,no=56,missing=55,gain=20.8730087,cover=40481
- 55:[Pol<74.0505524] yes=111,no=112,missing=111,gain=10.1956911,cover=23846
- 111:leaf=0.00482946727,cover=0
- 112:leaf=0.000454819732,cover=0
- 56:[PialCurv5<0.010724308] yes=113,no=114,missing=113,gain=7.04793167,cover=16635
- 113:leaf=-0.00161923096,cover=0
- 114:leaf=0.00325036608,cover=0
- 28:[PialCurv5<0.382664889] yes=57,no=58,missing=57,gain=28.6886501,cover=380693
- 57:[Area5<0.701312602] yes=115,no=116,missing=116,gain=28.3416672,cover=295964
- 115:leaf=6.37244011e-05,cover=0
- 116:leaf=0.00111664645,cover=0
- 58:[PialArea5<0.309935868] yes=117,no=118,missing=117,gain=6.55899048,cover=84729
- 117:leaf=-0.000152492823,cover=0
- 118:leaf=-0.00103847974,cover=0
- 14:[Curv5<0.107059956] yes=29,no=30,missing=29,gain=25.8974895,cover=4497851
- 29:[Sulc0<0.0530014001] yes=59,no=60,missing=59,gain=53.2382851,cover=3919880
- 59:[PialArea5<0.806151748] yes=119,no=120,missing=119,gain=42.7420616,cover=3043850
- 119:leaf=-0.000402761681,cover=0
- 120:leaf=9.27730707e-06,cover=0
- 60:[LGI5<3.48966408] yes=121,no=122,missing=121,gain=35.6146431,cover=876030
- 121:leaf=0.000444657373,cover=0
- 122:leaf=-0.000564989808,cover=0
- 30:[Pol<44.6807365] yes=61,no=62,missing=62,gain=31.1533775,cover=577971
- 61:[PialCurv5<0.131570891] yes=123,no=124,missing=123,gain=27.7013016,cover=7827
- 123:leaf=0.00745996088,cover=0
- 124:leaf=0.000878745632,cover=0
- 62:[Ecc<13.4950199] yes=125,no=126,missing=126,gain=37.3123627,cover=570144
- 125:leaf=-0.000150925916,cover=0
- 126:leaf=-0.00103625131,cover=0
-booster[221]:
-0:[Ecc<17.5281601] yes=1,no=2,missing=1,gain=17.6765842,cover=5124388
- 1:[Ecc<9.88196182] yes=3,no=4,missing=4,gain=35.8861809,cover=3934651
- 3:[Curv5<-0.00402251538] yes=7,no=8,missing=7,gain=23.3567734,cover=3128149
- 7:[PialArea5<0.747707367] yes=15,no=16,missing=15,gain=76.803215,cover=2037000
- 15:[Area5<0.598585367] yes=31,no=32,missing=31,gain=67.8788834,cover=329487
- 31:[Pol<71.0996552] yes=63,no=64,missing=63,gain=23.0220737,cover=199652
- 63:leaf=-0.00130045158,cover=0
- 64:leaf=2.81516022e-05,cover=0
- 32:[Pol<127.728462] yes=65,no=66,missing=65,gain=39.9503784,cover=129835
- 65:leaf=-0.00230284105,cover=0
- 66:leaf=-0.000408053224,cover=0
- 16:[Area5<0.684738636] yes=33,no=34,missing=33,gain=39.7290993,cover=1707513
- 33:[Curv5<-0.0902613774] yes=67,no=68,missing=67,gain=100.427643,cover=1037674
- 67:leaf=2.26042448e-05,cover=0
- 68:leaf=0.00153877982,cover=0
- 34:[PialArea5<0.977763891] yes=69,no=70,missing=69,gain=51.6054459,cover=669839
- 69:leaf=-0.000892456446,cover=0
- 70:leaf=2.9647561e-05,cover=0
- 8:[Pol<63.605114] yes=17,no=18,missing=17,gain=102.695648,cover=1091149
- 17:[Sulc0<-0.130613819] yes=35,no=36,missing=36,gain=61.6684036,cover=38997
- 35:[Ecc<2.07756257] yes=71,no=72,missing=71,gain=60.1786499,cover=29327
- 71:leaf=0.00035087642,cover=0
- 72:leaf=0.00530051533,cover=0
- 36:[Pol<11.2407846] yes=73,no=74,missing=73,gain=20.7794323,cover=9670
- 73:leaf=-0.00543182204,cover=0
- 74:leaf=0.000373819348,cover=0
- 18:[PialCurv5<0.0128733069] yes=37,no=38,missing=37,gain=43.8421478,cover=1052152
- 37:[Area5<0.877147377] yes=75,no=76,missing=75,gain=28.7567062,cover=58200
- 75:leaf=0.00155445363,cover=0
- 76:leaf=-0.00671513379,cover=0
- 38:[Area5<0.720865786] yes=77,no=78,missing=77,gain=28.2343006,cover=993952
- 77:leaf=-0.000189563289,cover=0
- 78:leaf=0.000385015912,cover=0
- 4:[Pol<58.6768646] yes=9,no=10,missing=10,gain=67.8461761,cover=806502
- 9:[Pol<21.2328167] yes=19,no=20,missing=19,gain=33.4797249,cover=172724
- 19:[MidArea5<0.692627788] yes=39,no=40,missing=39,gain=16.4566498,cover=60704
- 39:[PialCurv5<-0.111886919] yes=79,no=80,missing=80,gain=9.4031992,cover=9302
- 79:leaf=0.000539326167,cover=0
- 80:leaf=-0.00274645886,cover=0
- 40:[Sulc0<-0.603582025] yes=81,no=82,missing=82,gain=14.7395945,cover=51402
- 81:leaf=0.000192233914,cover=0
- 82:leaf=0.00201464654,cover=0
- 20:[PialCurv5<-0.11032705] yes=41,no=42,missing=41,gain=36.2026405,cover=112020
- 41:[Pol<40.9012032] yes=83,no=84,missing=83,gain=16.6139107,cover=47404
- 83:leaf=-0.000546460738,cover=0
- 84:leaf=0.00158854539,cover=0
- 42:[Ecc<13.3064203] yes=85,no=86,missing=86,gain=19.0908737,cover=64616
- 85:leaf=-0.00273955893,cover=0
- 86:leaf=-0.0010155834,cover=0
- 10:[Curv5<0.069626309] yes=21,no=22,missing=21,gain=85.7382431,cover=633778
- 21:[Pol<121.397697] yes=43,no=44,missing=43,gain=157.414001,cover=384471
- 43:[Ecc<13.3064203] yes=87,no=88,missing=88,gain=117.358917,cover=115511
- 87:leaf=0.00117336307,cover=0
- 88:leaf=0.00438023312,cover=0
- 44:[PialArea5<0.798493028] yes=89,no=90,missing=89,gain=43.2529297,cover=268960
- 89:leaf=-0.000448867533,cover=0
- 90:leaf=0.000870962918,cover=0
- 22:[PialArea5<0.621054947] yes=45,no=46,missing=45,gain=26.7606602,cover=249307
- 45:[Pol<103.851685] yes=91,no=92,missing=91,gain=28.8249683,cover=223770
- 91:leaf=-0.000530991238,cover=0
- 92:leaf=0.00060401496,cover=0
- 46:[LGI5<2.95092106] yes=93,no=94,missing=93,gain=12.4899559,cover=25537
- 93:leaf=-0.000317239581,cover=0
- 94:leaf=-0.00257285172,cover=0
- 2:[Area5<0.894858658] yes=5,no=6,missing=6,gain=25.5127869,cover=1189737
- 5:[Pol<3.6072247] yes=11,no=12,missing=12,gain=15.8276119,cover=1171865
- 11:[Curv5<-0.0179657843] yes=23,no=24,missing=23,gain=13.1587391,cover=31184
- 23:[Ecc<25.5461979] yes=47,no=48,missing=48,gain=4.19716454,cover=29895
- 47:[PialCurv5<-0.0758950338] yes=95,no=96,missing=96,gain=5.49197674,cover=9551
- 95:leaf=0.00106393057,cover=0
- 96:leaf=0.00443035923,cover=0
- 48:[Pol<1.49603665] yes=97,no=98,missing=98,gain=2.67404819,cover=20344
- 97:leaf=0.00117327087,cover=0
- 98:leaf=-7.89287369e-05,cover=0
- 24:[PialArea5<0.730471373] yes=49,no=50,missing=50,gain=1.97419167,cover=1289
- 49:[MidArea5<0.709417045] yes=99,no=100,missing=100,gain=3.94442368,cover=630
- 99:leaf=0.00628672494,cover=0
- 100:leaf=0.0179004539,cover=0
- 50:[Sulc0<-0.451341361] yes=101,no=102,missing=102,gain=2.1014576,cover=659
- 101:leaf=0.0112798382,cover=0
- 102:leaf=0.00284554227,cover=0
- 12:[Pol<163.830338] yes=25,no=26,missing=25,gain=15.7323666,cover=1140681
- 25:[Pol<98.4687576] yes=51,no=52,missing=52,gain=26.9574242,cover=1001930
- 51:[Ecc<24.7238369] yes=103,no=104,missing=103,gain=95.694397,cover=595302
- 103:leaf=0.000796209497,cover=0
- 104:leaf=-0.000539504632,cover=0
- 52:[Sulc0<0.649594426] yes=105,no=106,missing=105,gain=145.79129,cover=406628
- 105:leaf=-0.00116982684,cover=0
- 106:leaf=0.000990999746,cover=0
- 26:[PialCurv5<0.00860458333] yes=53,no=54,missing=53,gain=44.1527596,cover=138751
- 53:[PialCurv5<-0.0905637741] yes=107,no=108,missing=107,gain=16.1913948,cover=134316
- 107:leaf=-0.000184658667,cover=0
- 108:leaf=0.00113313168,cover=0
- 54:[Ecc<20.7119312] yes=109,no=110,missing=110,gain=11.6589088,cover=4435
- 109:leaf=-0.000538831751,cover=0
- 110:leaf=0.00632869825,cover=0
- 6:[Curv5<0.081820026] yes=13,no=14,missing=14,gain=9.70697784,cover=17872
- 13:[Ecc<28.7730255] yes=27,no=28,missing=27,gain=5.1452198,cover=11775
- 27:[Pol<128.334747] yes=55,no=56,missing=55,gain=7.49949932,cover=5906
- 55:[PialArea5<1.1133045] yes=111,no=112,missing=111,gain=6.87405682,cover=3713
- 111:leaf=0.00700112199,cover=0
- 112:leaf=0.00203476823,cover=0
- 56:[PialArea5<1.48916721] yes=113,no=114,missing=113,gain=2.38784289,cover=2193
- 113:leaf=-0.00119028043,cover=0
- 114:leaf=0.00306937727,cover=0
- 28:[LGI5<2.48931384] yes=57,no=58,missing=57,gain=3.46234488,cover=5869
- 57:leaf=-0.0187480655,cover=0
- 58:[PialArea5<0.782997906] yes=115,no=116,missing=115,gain=1.36537969,cover=5845
- 115:leaf=0.00240046787,cover=0
- 116:leaf=-0.000334284239,cover=0
- 14:[MidArea5<1.07671547] yes=29,no=30,missing=30,gain=10.1035328,cover=6097
- 29:[Pol<97.3566132] yes=59,no=60,missing=59,gain=6.9793129,cover=5855
- 59:[Ecc<32.6813126] yes=117,no=118,missing=118,gain=6.99752474,cover=4317
- 117:leaf=0.00485769846,cover=0
- 118:leaf=0.000519035093,cover=0
- 60:[LGI5<3.42912889] yes=119,no=120,missing=119,gain=3.84212685,cover=1538
- 119:leaf=0.00717267627,cover=0
- 120:leaf=0.00124411902,cover=0
- 30:[LGI5<3.03694534] yes=61,no=62,missing=61,gain=3.28504944,cover=242
- 61:[LGI5<2.79054689] yes=121,no=122,missing=122,gain=1.97423553,cover=67
- 121:leaf=0.00301013351,cover=0
- 122:leaf=0.0264430344,cover=0
- 62:[Pol<83.4982376] yes=123,no=124,missing=123,gain=1.10854149,cover=175
- 123:leaf=0.0139930518,cover=0
- 124:leaf=0.00591153698,cover=0
-booster[222]:
-0:[PialArea5<1.33957577] yes=1,no=2,missing=2,gain=17.3735275,cover=5124388
- 1:[Curv5<-0.292340577] yes=3,no=4,missing=3,gain=19.121521,cover=5004288
- 3:[Area5<0.613672853] yes=7,no=8,missing=7,gain=23.9912071,cover=158510
- 7:[PialCurv5<-0.145424455] yes=15,no=16,missing=16,gain=9.60173988,cover=111450
- 15:[Curv5<-0.331971258] yes=31,no=32,missing=31,gain=15.9322481,cover=82615
- 31:[PialArea5<0.665998757] yes=63,no=64,missing=63,gain=5.56927586,cover=36913
- 63:leaf=-0.000233565137,cover=0
- 64:leaf=0.00106459833,cover=0
- 32:[PialCurv5<-0.156767949] yes=65,no=66,missing=65,gain=4.66724968,cover=45702
- 65:leaf=-0.00108267425,cover=0
- 66:leaf=4.81502029e-05,cover=0
- 16:[PialArea5<0.636387587] yes=33,no=34,missing=34,gain=11.4161596,cover=28835
- 33:[Curv5<-0.350989401] yes=67,no=68,missing=67,gain=4.26398706,cover=3290
- 67:leaf=-0.00349208759,cover=0
- 68:leaf=0.000124376456,cover=0
- 34:[Pol<58.6768646] yes=69,no=70,missing=70,gain=12.1099796,cover=25545
- 69:leaf=-0.000131739987,cover=0
- 70:leaf=0.00211536,cover=0
- 8:[PialCurv5<-0.14160423] yes=17,no=18,missing=17,gain=8.91704941,cover=47060
- 17:[Curv5<-0.39144522] yes=35,no=36,missing=35,gain=6.54669571,cover=38791
- 35:[Ecc<1.73852015] yes=71,no=72,missing=72,gain=6.40283966,cover=3118
- 71:leaf=0.016278347,cover=0
- 72:leaf=0.00295423577,cover=0
- 36:[LGI5<2.56078315] yes=73,no=74,missing=73,gain=4.53943729,cover=35673
- 73:leaf=0.00214775233,cover=0
- 74:leaf=0.000694920658,cover=0
- 18:[PialCurv5<-0.08490628] yes=37,no=38,missing=38,gain=4.7881813,cover=8269
- 37:[Sulc0<0.474820405] yes=75,no=76,missing=75,gain=3.3077774,cover=7654
- 75:leaf=0.00335085881,cover=0
- 76:leaf=-0.020167416,cover=0
- 38:[Ecc<31.520586] yes=77,no=78,missing=78,gain=2.21776938,cover=615
- 77:leaf=-0.000265534589,cover=0
- 78:leaf=-0.010167229,cover=0
- 4:[PialCurv5<-0.190801308] yes=9,no=10,missing=10,gain=22.8612804,cover=4845778
- 9:[Area5<0.623097897] yes=19,no=20,missing=19,gain=10.23493,cover=7381
- 19:[Curv5<-0.108295463] yes=39,no=40,missing=40,gain=6.15101004,cover=2932
- 39:[Curv5<-0.254102558] yes=79,no=80,missing=79,gain=6.16614532,cover=2810
- 79:leaf=-0.000542615424,cover=0
- 80:leaf=0.00464703189,cover=0
- 40:[Pol<65.8802414] yes=81,no=82,missing=81,gain=2.57653189,cover=122
- 81:leaf=-0.0235595237,cover=0
- 82:leaf=-0.00638889661,cover=0
- 20:[Ecc<36.5542564] yes=41,no=42,missing=41,gain=5.41907883,cover=4449
- 41:[Curv5<-0.2435821] yes=83,no=84,missing=83,gain=5.97397995,cover=4107
- 83:leaf=0.0034377207,cover=0
- 84:leaf=0.00750999665,cover=0
- 42:[Area5<0.751858592] yes=85,no=86,missing=85,gain=1.01351321,cover=342
- 85:leaf=0.000185193989,cover=0
- 86:leaf=-0.00553538464,cover=0
- 10:[Sulc0<-1.03844893] yes=21,no=22,missing=21,gain=22.4155121,cover=4838397
- 21:[Area5<0.707692921] yes=43,no=44,missing=43,gain=10.7893448,cover=130689
- 43:[Sulc0<-1.15707839] yes=87,no=88,missing=87,gain=7.17523575,cover=108868
- 87:leaf=-0.00150874734,cover=0
- 88:leaf=-0.000620664447,cover=0
- 44:[Ecc<0.836319208] yes=89,no=90,missing=90,gain=3.66363454,cover=21821
- 89:leaf=-0.00303154322,cover=0
- 90:leaf=0.000458130584,cover=0
- 22:[Pol<140.372742] yes=45,no=46,missing=45,gain=22.3452988,cover=4707708
- 45:[Ecc<0.729281187] yes=91,no=92,missing=91,gain=53.7286263,cover=3639677
- 91:leaf=0.00101585372,cover=0
- 92:leaf=-0.000110269524,cover=0
- 46:[Ecc<15.121048] yes=93,no=94,missing=93,gain=34.1824265,cover=1068031
- 93:leaf=0.00036994851,cover=0
- 94:leaf=-0.000245794014,cover=0
- 2:[Curv5<-0.19738704] yes=5,no=6,missing=6,gain=7.30079079,cover=120100
- 5:[PialCurv5<-0.111109555] yes=11,no=12,missing=12,gain=9.73495865,cover=45459
- 11:[Pol<160.869751] yes=23,no=24,missing=23,gain=4.23046923,cover=35556
- 23:[Area5<0.638344944] yes=47,no=48,missing=48,gain=4.54588509,cover=31627
- 47:[PialCurv5<-0.167439327] yes=95,no=96,missing=96,gain=5.21815395,cover=3242
- 95:leaf=-0.016274903,cover=0
- 96:leaf=0.00189862854,cover=0
- 48:[Area5<0.794681609] yes=97,no=98,missing=97,gain=2.86397338,cover=28385
- 97:leaf=-0.000720136159,cover=0
- 98:leaf=0.000300772634,cover=0
- 24:[LGI5<2.23211861] yes=49,no=50,missing=50,gain=3.36007452,cover=3929
- 49:[Ecc<5.14592695] yes=99,no=100,missing=99,gain=0.619334698,cover=52
- 99:leaf=0.013752087,cover=0
- 100:leaf=0.00109990162,cover=0
- 50:[Area5<0.987501919] yes=101,no=102,missing=101,gain=2.31373835,cover=3877
- 101:leaf=-0.00228188513,cover=0
- 102:leaf=0.00343543221,cover=0
- 12:[Sulc0<-0.856543541] yes=25,no=26,missing=26,gain=7.26726532,cover=9903
- 25:[LGI5<2.25075769] yes=51,no=52,missing=51,gain=3.26364684,cover=5730
- 51:[Pol<47.409153] yes=103,no=104,missing=103,gain=2.96340346,cover=591
- 103:leaf=0.000927697576,cover=0
- 104:leaf=0.0081408238,cover=0
- 52:[Area5<0.987501919] yes=105,no=106,missing=105,gain=3.30729556,cover=5139
- 105:leaf=-0.000204786571,cover=0
- 106:leaf=0.0127176344,cover=0
- 26:[PialCurv5<0.010724308] yes=53,no=54,missing=53,gain=1.93766785,cover=4173
- 53:[Ecc<6.58772182] yes=107,no=108,missing=108,gain=1.37682152,cover=4163
- 107:leaf=0.0023741913,cover=0
- 108:leaf=0.004229913,cover=0
- 54:[Area5<0.4695113] yes=109,no=110,missing=109,gain=0.160372376,cover=10
- 109:leaf=-0.0208110642,cover=0
- 110:leaf=-0.00323628611,cover=0
- 6:[Area5<0.846071243] yes=13,no=14,missing=13,gain=12.7711258,cover=74641
- 13:[MidArea5<1.21578133] yes=27,no=28,missing=28,gain=17.6052361,cover=51867
- 27:[PialCurv5<-0.08490628] yes=55,no=56,missing=55,gain=9.4394722,cover=48345
- 55:[Curv5<-0.134546712] yes=111,no=112,missing=112,gain=29.7494316,cover=33691
- 111:leaf=0.00100541348,cover=0
- 112:leaf=0.00563812954,cover=0
- 56:[Area5<0.745235085] yes=113,no=114,missing=113,gain=12.9537487,cover=14654
- 113:leaf=-0.00170124916,cover=0
- 114:leaf=0.00130491238,cover=0
- 28:[PialCurv5<-0.0656740367] yes=57,no=58,missing=57,gain=4.90464401,cover=3522
- 57:[Curv5<-0.127358407] yes=115,no=116,missing=116,gain=9.5788269,cover=3284
- 115:leaf=0.00425309222,cover=0
- 116:leaf=0.0125956032,cover=0
- 58:[LGI5<2.37224698] yes=117,no=118,missing=118,gain=2.97629118,cover=238
- 117:leaf=0.00420029229,cover=0
- 118:leaf=-0.00703967456,cover=0
- 14:[PialCurv5<-0.161598593] yes=29,no=30,missing=30,gain=8.1819191,cover=22774
- 29:[LGI5<2.65113688] yes=59,no=60,missing=59,gain=9.41899872,cover=72
- 59:[Ecc<2.6050899] yes=119,no=120,missing=119,gain=3.36222458,cover=30
- 119:leaf=0.00609310437,cover=0
- 120:leaf=0.046445895,cover=0
- 60:[Sulc0<-0.439186513] yes=121,no=122,missing=121,gain=2.26164865,cover=42
- 121:leaf=0.00848163571,cover=0
- 122:leaf=-0.0163672827,cover=0
- 30:[LGI5<3.06739473] yes=61,no=62,missing=61,gain=8.28449059,cover=22702
- 61:[Sulc0<-0.50485903] yes=123,no=124,missing=123,gain=3.69065285,cover=16762
- 123:leaf=-0.00115579576,cover=0
- 124:leaf=0.000524695613,cover=0
- 62:[Pol<13.2006302] yes=125,no=126,missing=125,gain=2.35493851,cover=5940
- 125:leaf=0.00355024077,cover=0
- 126:leaf=0.000987859094,cover=0
-booster[223]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=2,gain=17.3133545,cover=5124388
- 1:[Curv5<0.174639657] yes=3,no=4,missing=4,gain=8.15324593,cover=40033
- 3:[Curv5<0.0716206133] yes=7,no=8,missing=8,gain=4.8192997,cover=10370
- 7:[LGI5<2.79683423] yes=15,no=16,missing=15,gain=2.25063276,cover=272
- 15:[Pol<94.4799194] yes=31,no=32,missing=31,gain=1.77398396,cover=108
- 31:[Area5<0.453641325] yes=63,no=64,missing=64,gain=0.440624714,cover=52
- 63:leaf=-0.0093152225,cover=0
- 64:leaf=-0.0198515486,cover=0
- 32:[Area5<0.615061462] yes=65,no=66,missing=66,gain=0.340875983,cover=56
- 65:leaf=-0.00235511991,cover=0
- 66:leaf=-0.0161141139,cover=0
- 16:[Area5<0.504816413] yes=33,no=34,missing=34,gain=0.783655882,cover=164
- 33:[LGI5<2.91823459] yes=67,no=68,missing=67,gain=1.44249785,cover=93
- 67:leaf=0.0160779785,cover=0
- 68:leaf=-0.000398306962,cover=0
- 34:[PialCurv5<0.232516408] yes=69,no=70,missing=69,gain=1.69121051,cover=71
- 69:leaf=-0.0069530271,cover=0
- 70:leaf=0.0189557336,cover=0
- 8:[Area5<0.433531314] yes=17,no=18,missing=18,gain=4.74721718,cover=10098
- 17:[PialCurv5<0.329096764] yes=35,no=36,missing=35,gain=0.666877508,cover=63
- 35:[Sulc0<0.890415967] yes=71,no=72,missing=71,gain=0.458498716,cover=52
- 71:leaf=-0.0208661035,cover=0
- 72:leaf=-0.010019375,cover=0
- 36:[Ecc<17.5281601] yes=73,no=74,missing=73,gain=0.00952407904,cover=11
- 73:leaf=-0.000538522552,cover=0
- 74:leaf=0.00321255927,cover=0
- 18:[PialCurv5<0.353309482] yes=37,no=38,missing=37,gain=2.78514481,cover=10035
- 37:[Pol<84.7687759] yes=75,no=76,missing=75,gain=3.32954407,cover=7978
- 75:leaf=0.00522236107,cover=0
- 76:leaf=0.00247383397,cover=0
- 38:[Area5<0.63275224] yes=77,no=78,missing=77,gain=1.6257937,cover=2057
- 77:leaf=-0.00123421277,cover=0
- 78:leaf=0.00180563203,cover=0
- 4:[LGI5<3.00232744] yes=9,no=10,missing=9,gain=5.47562313,cover=29663
- 9:[LGI5<2.48603988] yes=19,no=20,missing=20,gain=5.6581769,cover=21800
- 19:[Curv5<0.266060919] yes=39,no=40,missing=39,gain=4.95091057,cover=7885
- 39:[Sulc0<0.443755656] yes=79,no=80,missing=79,gain=3.47899246,cover=5443
- 79:leaf=0.00451601669,cover=0
- 80:leaf=0.00144953083,cover=0
- 40:[Pol<90.361351] yes=81,no=82,missing=81,gain=4.36570501,cover=2442
- 81:leaf=0.0141807636,cover=0
- 82:leaf=-0.000895857171,cover=0
- 20:[Pol<113.913933] yes=41,no=42,missing=41,gain=4.63892269,cover=13915
- 41:[Pol<95.6227875] yes=83,no=84,missing=84,gain=3.40650988,cover=13323
- 83:leaf=0.000455251167,cover=0
- 84:leaf=-0.00120246562,cover=0
- 42:[LGI5<2.94529939] yes=85,no=86,missing=85,gain=2.91216326,cover=592
- 85:leaf=0.00242034369,cover=0
- 86:leaf=0.012107227,cover=0
- 10:[LGI5<3.08610082] yes=21,no=22,missing=21,gain=5.62170982,cover=7863
- 21:[Area5<0.545738399] yes=43,no=44,missing=43,gain=4.90669632,cover=1309
- 43:[Pol<89.7623749] yes=87,no=88,missing=87,gain=2.14882588,cover=151
- 87:leaf=-0.00668847933,cover=0
- 88:leaf=0.00807236414,cover=0
- 44:[PialArea5<0.245474651] yes=89,no=90,missing=90,gain=2.68718529,cover=1158
- 89:leaf=0.00801072549,cover=0
- 90:leaf=0.00315945945,cover=0
- 22:[PialCurv5<0.0471153036] yes=45,no=46,missing=46,gain=4.60084534,cover=6554
- 45:[Pol<74.0505524] yes=91,no=92,missing=91,gain=4.04852819,cover=62
- 91:leaf=0.0313303843,cover=0
- 92:leaf=0.00485114148,cover=0
- 46:[Ecc<29.8764286] yes=93,no=94,missing=93,gain=2.38080764,cover=6492
- 93:leaf=0.000249987672,cover=0
- 94:leaf=0.00221222732,cover=0
- 2:[PialCurv5<0.329096764] yes=5,no=6,missing=6,gain=19.5477371,cover=5084355
- 5:[PialArea5<0.454431564] yes=11,no=12,missing=11,gain=29.8249702,cover=4863380
- 11:[Area5<0.609410942] yes=23,no=24,missing=23,gain=51.0434189,cover=462266
- 23:[PialCurv5<-0.00955641083] yes=47,no=48,missing=47,gain=10.9287872,cover=67226
- 47:[Sulc0<0.717745602] yes=95,no=96,missing=96,gain=6.46557999,cover=6029
- 95:leaf=-0.00262712641,cover=0
- 96:leaf=-0.0124374731,cover=0
- 48:[Curv5<0.0798443258] yes=97,no=98,missing=98,gain=11.7177382,cover=61197
- 97:leaf=0.000684714178,cover=0
- 98:leaf=-0.00102923741,cover=0
- 24:[Pol<115.563423] yes=49,no=50,missing=49,gain=40.6388397,cover=395040
- 49:[Curv5<0.0235087723] yes=99,no=100,missing=99,gain=30.3169823,cover=338072
- 99:leaf=-0.00439657969,cover=0
- 100:leaf=0.000450795837,cover=0
- 50:[Area5<0.711689949] yes=101,no=102,missing=102,gain=11.4267349,cover=56968
- 101:leaf=0.00147526467,cover=0
- 102:leaf=0.00319439592,cover=0
- 12:[Curv5<0.0896491781] yes=25,no=26,missing=25,gain=37.9408035,cover=4401114
- 25:[Sulc0<0.423605621] yes=51,no=52,missing=51,gain=56.5388298,cover=3920038
- 51:[Ecc<23.9349174] yes=103,no=104,missing=103,gain=27.6730003,cover=3723847
- 103:leaf=3.27201851e-05,cover=0
- 104:leaf=-0.000379366305,cover=0
- 52:[Curv5<0.0595101416] yes=105,no=106,missing=105,gain=26.4795799,cover=196191
- 105:leaf=0.0013889072,cover=0
- 106:leaf=0.00022353667,cover=0
- 26:[Area5<0.839165807] yes=53,no=54,missing=53,gain=35.6770973,cover=481076
- 53:[Sulc0<0.433680743] yes=107,no=108,missing=107,gain=39.1010017,cover=458746
- 107:leaf=-0.000184518169,cover=0
- 108:leaf=-0.00113894383,cover=0
- 54:[Sulc0<0.00591620663] yes=109,no=110,missing=109,gain=11.6001949,cover=22330
- 109:leaf=-0.00186474936,cover=0
- 110:leaf=0.00189112651,cover=0
- 6:[Sulc0<0.649594426] yes=13,no=14,missing=14,gain=14.3586807,cover=220975
- 13:[PialArea5<0.404493898] yes=27,no=28,missing=27,gain=6.440207,cover=97871
- 27:[Curv5<0.266060919] yes=55,no=56,missing=55,gain=8.07818317,cover=50065
- 55:[Sulc0<-0.0401471928] yes=111,no=112,missing=111,gain=8.56797123,cover=44138
- 111:leaf=0.00409013685,cover=0
- 112:leaf=0.000474148983,cover=0
- 56:[Area5<0.453641325] yes=113,no=114,missing=113,gain=2.92964029,cover=5927
- 113:leaf=0.011083426,cover=0
- 114:leaf=-0.00145117729,cover=0
- 28:[Curv5<0.186949074] yes=57,no=58,missing=57,gain=9.67609787,cover=47806
- 57:[PialCurv5<0.426807076] yes=115,no=116,missing=115,gain=7.81171083,cover=29676
- 115:leaf=-9.52378541e-05,cover=0
- 116:leaf=0.00310516893,cover=0
- 58:[Ecc<5.59685707] yes=117,no=118,missing=117,gain=5.55756187,cover=18130
- 117:leaf=-0.000673114904,cover=0
- 118:leaf=-0.00248890393,cover=0
- 14:[Ecc<24.3269672] yes=29,no=30,missing=29,gain=5.17565536,cover=123104
- 29:[Sulc0<1.02827847] yes=59,no=60,missing=60,gain=9.72174072,cover=83785
- 59:[PialArea5<0.34410578] yes=119,no=120,missing=119,gain=4.95941925,cover=71171
- 119:leaf=-0.0003822789,cover=0
- 120:leaf=-0.0012181924,cover=0
- 60:[Ecc<13.1181517] yes=121,no=122,missing=121,gain=6.58232307,cover=12614
- 121:leaf=-0.00337592815,cover=0
- 122:leaf=-0.00108290033,cover=0
- 30:[Area5<0.631603718] yes=61,no=62,missing=61,gain=9.74552822,cover=39319
- 61:[PialCurv5<0.493508637] yes=123,no=124,missing=123,gain=2.7017355,cover=3693
- 123:leaf=-0.00332185114,cover=0
- 124:leaf=0.000691331108,cover=0
- 62:[LGI5<3.74316525] yes=125,no=126,missing=125,gain=5.42607212,cover=35626
- 125:leaf=-0.000233075101,cover=0
- 126:leaf=0.00276064221,cover=0
-booster[224]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=17.1646175,cover=5124388
- 1:[Area5<0.380439579] yes=3,no=4,missing=3,gain=16.39147,cover=5104371
- 3:[PialCurv5<-0.0280297659] yes=7,no=8,missing=7,gain=8.90727997,cover=19937
- 7:[Curv5<-0.204921171] yes=15,no=16,missing=16,gain=4.2267971,cover=19576
- 15:[Ecc<0.353712648] yes=31,no=32,missing=32,gain=4.54991531,cover=15531
- 31:[Ecc<0.221054599] yes=63,no=64,missing=63,gain=1.48103499,cover=233
- 63:leaf=0.00111886428,cover=0
- 64:leaf=-0.00802416913,cover=0
- 32:[PialArea5<1.02926981] yes=65,no=66,missing=65,gain=3.64931202,cover=15298
- 65:leaf=0.0012527518,cover=0
- 66:leaf=0.0114651471,cover=0
- 16:[Ecc<38.0136108] yes=33,no=34,missing=33,gain=2.62709332,cover=4045
- 33:[LGI5<2.48931384] yes=67,no=68,missing=68,gain=2.27724743,cover=4028
- 67:leaf=0.00217449502,cover=0
- 68:leaf=0.00462632068,cover=0
- 34:[Ecc<48.8682671] yes=69,no=70,missing=69,gain=0.208082557,cover=17
- 69:leaf=-0.0173832979,cover=0
- 70:leaf=0.00328375702,cover=0
- 8:[LGI5<3.03694534] yes=17,no=18,missing=17,gain=2.98164892,cover=361
- 17:[Sulc0<0.732260227] yes=35,no=36,missing=35,gain=1.53859687,cover=244
- 35:[PialArea5<0.702764034] yes=71,no=72,missing=71,gain=1.54984725,cover=211
- 71:leaf=-0.00589181436,cover=0
- 72:leaf=0.0108257886,cover=0
- 36:[LGI5<2.81919122] yes=73,no=74,missing=74,gain=0.217109919,cover=33
- 73:leaf=6.88195214e-05,cover=0
- 74:leaf=0.00913296174,cover=0
- 18:[PialArea5<0.292306483] yes=37,no=38,missing=37,gain=3.55876398,cover=117
- 37:[Ecc<12.5441074] yes=75,no=76,missing=75,gain=1.17564273,cover=71
- 75:leaf=0.0208692309,cover=0
- 76:leaf=-0.00716407737,cover=0
- 38:[Sulc0<0.517823458] yes=77,no=78,missing=77,gain=0.600007057,cover=46
- 77:leaf=-0.0301587228,cover=0
- 78:leaf=-0.0170640182,cover=0
- 4:[Sulc0<-1.08640325] yes=9,no=10,missing=9,gain=16.9638348,cover=5084434
- 9:[Area5<0.753010809] yes=19,no=20,missing=20,gain=14.1344814,cover=117875
- 19:[Pol<145.397461] yes=39,no=40,missing=39,gain=7.24733543,cover=104563
- 39:[Ecc<2.73602629] yes=79,no=80,missing=79,gain=5.86267853,cover=75354
- 79:leaf=-0.000916828518,cover=0
- 80:leaf=-2.77206655e-05,cover=0
- 40:[Curv5<-0.212755695] yes=81,no=82,missing=81,gain=7.93925667,cover=29209
- 81:leaf=-0.00104214798,cover=0
- 82:leaf=-0.00309830462,cover=0
- 20:[Ecc<1.10530448] yes=41,no=42,missing=42,gain=5.06633949,cover=13312
- 41:[LGI5<2.16230083] yes=83,no=84,missing=84,gain=2.45978403,cover=554
- 83:leaf=0.0156147247,cover=0
- 84:leaf=-0.00430072006,cover=0
- 42:[LGI5<2.67938972] yes=85,no=86,missing=85,gain=4.9266963,cover=12758
- 85:leaf=0.00230932329,cover=0
- 86:leaf=0.000316084945,cover=0
- 10:[PialArea5<0.903379142] yes=21,no=22,missing=21,gain=18.3964634,cover=4966559
- 21:[Curv5<-0.0109836133] yes=43,no=44,missing=43,gain=30.3732624,cover=3384750
- 43:[Area5<0.726017833] yes=87,no=88,missing=88,gain=74.5490952,cover=1363042
- 87:leaf=-0.000112548347,cover=0
- 88:leaf=-0.00136560132,cover=0
- 44:[PialCurv5<0.0285326894] yes=89,no=90,missing=89,gain=111.395584,cover=2021708
- 89:leaf=0.0012110119,cover=0
- 90:leaf=-4.88556652e-05,cover=0
- 22:[Area5<0.797084928] yes=45,no=46,missing=45,gain=36.7012405,cover=1581809
- 45:[Pol<63.605114] yes=91,no=92,missing=92,gain=36.2597809,cover=1359729
- 91:leaf=-2.63470138e-05,cover=0
- 92:leaf=0.00049165258,cover=0
- 46:[PialArea5<1.10654831] yes=93,no=94,missing=93,gain=15.8149986,cover=222080
- 93:leaf=-0.000973865564,cover=0
- 94:leaf=-0.000106628773,cover=0
- 2:[Ecc<26.874506] yes=5,no=6,missing=5,gain=15.0304317,cover=20017
- 5:[PialCurv5<-0.0948967114] yes=11,no=12,missing=12,gain=11.6511936,cover=12716
- 11:[Area5<0.724280655] yes=23,no=24,missing=23,gain=2.57129574,cover=3817
- 23:[Curv5<-0.0343657099] yes=47,no=48,missing=47,gain=2.10605526,cover=3009
- 47:[Pol<71.0996552] yes=95,no=96,missing=95,gain=1.06305528,cover=2988
- 95:leaf=-0.000710250926,cover=0
- 96:leaf=0.00127755862,cover=0
- 48:[Ecc<9.61991787] yes=97,no=98,missing=97,gain=0.112279534,cover=21
- 97:leaf=-0.0160745997,cover=0
- 98:leaf=-0.00231517362,cover=0
- 24:[PialArea5<1.31770575] yes=49,no=50,missing=49,gain=2.23635697,cover=808
- 49:[Sulc0<-0.23104082] yes=99,no=100,missing=99,gain=1.18634224,cover=785
- 99:leaf=-0.00350161246,cover=0
- 100:leaf=0.00737781404,cover=0
- 50:[Curv5<-0.148390457] yes=101,no=102,missing=101,gain=0.17509234,cover=23
- 101:leaf=0.00823763292,cover=0
- 102:leaf=0.0183097702,cover=0
- 12:[Ecc<16.7734241] yes=25,no=26,missing=26,gain=9.31188583,cover=8899
- 25:[Sulc0<0.210163057] yes=51,no=52,missing=51,gain=6.23319101,cover=2987
- 51:[MidArea5<0.689589858] yes=103,no=104,missing=103,gain=2.8167038,cover=1593
- 103:leaf=-0.00575876376,cover=0
- 104:leaf=-0.001513617,cover=0
- 52:[PialCurv5<0.0495097227] yes=105,no=106,missing=105,gain=4.11843491,cover=1394
- 105:leaf=0.00952729117,cover=0
- 106:leaf=0.000337912323,cover=0
- 26:[Pol<153.554306] yes=53,no=54,missing=53,gain=6.44948959,cover=5912
- 53:[PialArea5<0.974509239] yes=107,no=108,missing=107,gain=7.77887344,cover=5532
- 107:leaf=-0.00558485556,cover=0
- 108:leaf=0.00177928864,cover=0
- 54:[PialArea5<0.772500634] yes=109,no=110,missing=109,gain=6.89691734,cover=380
- 109:leaf=0.00991861057,cover=0
- 110:leaf=-0.00380846462,cover=0
- 6:[Pol<141.801834] yes=13,no=14,missing=13,gain=4.98277378,cover=7301
- 13:[Sulc0<0.551384151] yes=27,no=28,missing=27,gain=8.17807961,cover=5414
- 27:[Pol<6.72755051] yes=55,no=56,missing=56,gain=3.778615,cover=3146
- 55:[Curv5<-0.024997253] yes=111,no=112,missing=111,gain=7.19404173,cover=209
- 111:leaf=-0.0002176946,cover=0
- 112:leaf=0.0229169633,cover=0
- 56:[PialArea5<0.655307472] yes=113,no=114,missing=113,gain=3.31655121,cover=2937
- 113:leaf=-0.00577807287,cover=0
- 114:leaf=-0.00166446157,cover=0
- 28:[Curv5<0.195079193] yes=57,no=58,missing=57,gain=5.4004631,cover=2268
- 57:[Curv5<-0.0133169871] yes=115,no=116,missing=116,gain=5.86911488,cover=2051
- 115:leaf=-0.00897745881,cover=0
- 116:leaf=0.00327207078,cover=0
- 58:[Area5<0.770300686] yes=117,no=118,missing=117,gain=0.555670023,cover=217
- 117:leaf=-0.00633262983,cover=0
- 118:leaf=0.00318566593,cover=0
- 14:[Sulc0<0.244668111] yes=29,no=30,missing=30,gain=3.54042053,cover=1887
- 29:[PialCurv5<-0.0607835948] yes=59,no=60,missing=59,gain=5.69716644,cover=1639
- 59:[Curv5<-0.287682682] yes=119,no=120,missing=120,gain=2.11653137,cover=1216
- 119:leaf=0.0137794977,cover=0
- 120:leaf=0.00130012992,cover=0
- 60:[MidArea5<0.615840912] yes=121,no=122,missing=121,gain=2.28957367,cover=423
- 121:leaf=-0.000238237699,cover=0
- 122:leaf=0.00995641109,cover=0
- 30:[Curv5<0.0534323379] yes=61,no=62,missing=61,gain=2.83277249,cover=248
- 61:[PialArea5<1.00196755] yes=123,no=124,missing=123,gain=1.83170533,cover=205
- 123:leaf=-0.0042008278,cover=0
- 124:leaf=-0.0236502569,cover=0
- 62:[Sulc0<0.263311565] yes=125,no=126,missing=125,gain=0.352017641,cover=43
- 125:leaf=-0.00154133595,cover=0
- 126:leaf=0.0104845669,cover=0
-booster[225]:
-0:[LGI5<2.23211861] yes=1,no=2,missing=1,gain=16.6168919,cover=5124388
- 1:[Area5<0.692729533] yes=3,no=4,missing=3,gain=11.7196636,cover=140393
- 3:[LGI5<2.16230083] yes=7,no=8,missing=8,gain=10.0077114,cover=110806
- 7:[PialArea5<1.10075188] yes=15,no=16,missing=15,gain=6.89821005,cover=32097
- 15:[Sulc0<-0.79536891] yes=31,no=32,missing=31,gain=5.54240417,cover=29763
- 31:[PialCurv5<-0.0656740367] yes=63,no=64,missing=64,gain=4.64405441,cover=10912
- 63:leaf=-0.00140655262,cover=0
- 64:leaf=0.00211548037,cover=0
- 32:[LGI5<2.13090348] yes=65,no=66,missing=65,gain=6.92060232,cover=18851
- 65:leaf=0.0013381067,cover=0
- 66:leaf=-0.000579233863,cover=0
- 16:[Ecc<3.48115921] yes=33,no=34,missing=33,gain=5.13209629,cover=2334
- 33:[Sulc0<-1.02305627] yes=67,no=68,missing=67,gain=3.2012291,cover=2055
- 67:leaf=0.00147288188,cover=0
- 68:leaf=0.00542271603,cover=0
- 34:[Area5<0.598585367] yes=69,no=70,missing=70,gain=1.53642905,cover=279
- 69:leaf=0.000788594771,cover=0
- 70:leaf=-0.00675436249,cover=0
- 8:[Pol<74.7525482] yes=17,no=18,missing=18,gain=10.7899513,cover=78709
- 17:[Ecc<4.8056078] yes=35,no=36,missing=35,gain=3.12043619,cover=23753
- 35:[PialArea5<0.529292643] yes=71,no=72,missing=72,gain=2.75953317,cover=23087
- 71:leaf=0.00390253449,cover=0
- 72:leaf=0.000200972645,cover=0
- 36:[MidArea5<0.678623557] yes=73,no=74,missing=74,gain=2.62163043,cover=666
- 73:leaf=-0.00708290143,cover=0
- 74:leaf=-0.000662447826,cover=0
- 18:[Curv5<0.149355054] yes=37,no=38,missing=37,gain=12.3747253,cover=54956
- 37:[LGI5<2.22170687] yes=75,no=76,missing=75,gain=7.93209457,cover=47961
- 75:leaf=0.00207258039,cover=0
- 76:leaf=0.000474033412,cover=0
- 38:[Curv5<0.233002663] yes=77,no=78,missing=77,gain=2.5781343,cover=6995
- 77:leaf=0.000104631057,cover=0
- 78:leaf=-0.00201904099,cover=0
- 4:[Ecc<0.406764686] yes=9,no=10,missing=9,gain=11.8698149,cover=29587
- 9:[PialCurv5<-0.0737633556] yes=19,no=20,missing=20,gain=5.8687706,cover=1758
- 19:[Sulc0<-1.02305627] yes=39,no=40,missing=39,gain=1.76151419,cover=454
- 39:[LGI5<2.18291569] yes=79,no=80,missing=80,gain=0.580509186,cover=110
- 79:leaf=0.000718256575,cover=0
- 80:leaf=-0.0084814569,cover=0
- 40:[MidArea5<0.658196807] yes=81,no=82,missing=81,gain=1.12100446,cover=344
- 81:leaf=0.0107053034,cover=0
- 82:leaf=-0.000287518022,cover=0
- 20:[PialArea5<0.480917931] yes=41,no=42,missing=42,gain=2.96551132,cover=1304
- 41:[Area5<0.720017433] yes=83,no=84,missing=83,gain=3.23873568,cover=77
- 83:leaf=0.00406083046,cover=0
- 84:leaf=-0.016694149,cover=0
- 42:[Sulc0<-0.0326132737] yes=85,no=86,missing=85,gain=3.07520103,cover=1227
- 85:leaf=0.00639251852,cover=0
- 86:leaf=-0.00773462886,cover=0
- 10:[LGI5<2.13090348] yes=21,no=22,missing=22,gain=9.61624146,cover=27829
- 21:[PialArea5<0.898016751] yes=43,no=44,missing=44,gain=5.52346659,cover=3821
- 43:[Pol<37.1539459] yes=87,no=88,missing=87,gain=5.08400536,cover=2554
- 87:leaf=0.0155593036,cover=0
- 88:leaf=0.00266975607,cover=0
- 44:[Area5<0.822840035] yes=89,no=90,missing=89,gain=2.96114159,cover=1267
- 89:leaf=-0.00179694721,cover=0
- 90:leaf=0.00606278097,cover=0
- 22:[LGI5<2.19753051] yes=45,no=46,missing=45,gain=9.54623985,cover=24008
- 45:[Sulc0<-0.217071146] yes=91,no=92,missing=91,gain=5.07720566,cover=11176
- 91:leaf=-0.00298723695,cover=0
- 92:leaf=-0.000841454894,cover=0
- 46:[Area5<0.894858658] yes=93,no=94,missing=93,gain=9.40588951,cover=12832
- 93:leaf=0.000183628028,cover=0
- 94:leaf=-0.00826929882,cover=0
- 2:[Sulc0<-0.325671464] yes=5,no=6,missing=5,gain=16.8800125,cover=4983995
- 5:[PialArea5<0.788206637] yes=11,no=12,missing=12,gain=27.9540253,cover=2218049
- 11:[Ecc<4.8056078] yes=23,no=24,missing=24,gain=33.3552208,cover=456939
- 23:[MidArea5<0.704742908] yes=47,no=48,missing=47,gain=26.7729778,cover=243541
- 47:[PialArea5<0.516320646] yes=95,no=96,missing=95,gain=16.9788246,cover=219397
- 95:leaf=0.00148870074,cover=0
- 96:leaf=-3.20153995e-05,cover=0
- 48:[Pol<55.3432045] yes=97,no=98,missing=98,gain=52.3485336,cover=24144
- 97:leaf=0.00335911289,cover=0
- 98:leaf=-0.00272891414,cover=0
- 24:[LGI5<2.51969218] yes=49,no=50,missing=49,gain=34.5514374,cover=213398
- 49:[Area5<0.548651993] yes=99,no=100,missing=100,gain=28.1986542,cover=31102
- 99:leaf=-0.000641011749,cover=0
- 100:leaf=-0.00370682147,cover=0
- 50:[Area5<0.709272623] yes=101,no=102,missing=102,gain=29.1668797,cover=182296
- 101:leaf=-0.00087666465,cover=0
- 102:leaf=0.0011803871,cover=0
- 12:[Curv5<-0.0620335713] yes=25,no=26,missing=25,gain=40.4270096,cover=1761110
- 25:[Area5<0.499970406] yes=51,no=52,missing=51,gain=28.8676815,cover=1649989
- 51:[Curv5<-0.218969986] yes=103,no=104,missing=104,gain=13.9336433,cover=104213
- 103:leaf=0.000207478908,cover=0
- 104:leaf=0.00137316552,cover=0
- 52:[Curv5<-0.282992184] yes=105,no=106,missing=105,gain=36.0216446,cover=1545776
- 105:leaf=0.000768461439,cover=0
- 106:leaf=-0.000207154386,cover=0
- 26:[PialCurv5<-0.0668589398] yes=53,no=54,missing=53,gain=93.5759888,cover=111121
- 53:[Ecc<7.29654455] yes=107,no=108,missing=107,gain=36.7222824,cover=4805
- 107:leaf=0.0107649965,cover=0
- 108:leaf=0.00144489913,cover=0
- 54:[Pol<70.3717499] yes=109,no=110,missing=110,gain=29.2156754,cover=106316
- 109:leaf=0.00161735958,cover=0
- 110:leaf=-7.94595035e-05,cover=0
- 6:[PialCurv5<-0.0529128574] yes=13,no=14,missing=13,gain=48.3020287,cover=2765946
- 13:[Curv5<-0.0816265643] yes=27,no=28,missing=27,gain=184.34491,cover=367646
- 27:[Curv5<-0.168147355] yes=55,no=56,missing=56,gain=36.9700241,cover=324166
- 55:[PialCurv5<-0.0868030339] yes=111,no=112,missing=111,gain=47.6131401,cover=138731
- 111:leaf=0.000407934887,cover=0
- 112:leaf=0.00294876774,cover=0
- 56:[PialCurv5<-0.115016438] yes=113,no=114,missing=114,gain=43.2978401,cover=185435
- 113:leaf=0.00373327034,cover=0
- 114:leaf=-0.000416081835,cover=0
- 28:[PialArea5<0.601145923] yes=57,no=58,missing=57,gain=96.7130432,cover=43480
- 57:[Area5<0.630444467] yes=115,no=116,missing=115,gain=9.59618473,cover=6222
- 115:leaf=-0.00398823386,cover=0
- 116:leaf=-5.7308931e-05,cover=0
- 58:[PialCurv5<-0.0693148375] yes=117,no=118,missing=117,gain=46.2057495,cover=37258
- 117:leaf=0.00713905087,cover=0
- 118:leaf=0.00339018484,cover=0
- 14:[Curv5<-0.12365336] yes=29,no=30,missing=29,gain=139.947235,cover=2398300
- 29:[PialArea5<0.777740717] yes=59,no=60,missing=59,gain=59.1016998,cover=26384
- 59:[Sulc0<0.227376223] yes=119,no=120,missing=120,gain=9.83509636,cover=11661
- 119:leaf=0.00163495657,cover=0
- 120:leaf=-0.00212176982,cover=0
- 60:[Ecc<4.33753681] yes=121,no=122,missing=121,gain=17.7812653,cover=14723
- 121:leaf=4.33618516e-05,cover=0
- 122:leaf=0.00624591904,cover=0
- 30:[Curv5<-0.0413376503] yes=61,no=62,missing=61,gain=48.7435608,cover=2371916
- 61:[PialCurv5<0.0044251224] yes=123,no=124,missing=123,gain=46.0712624,cover=258219
- 123:leaf=-0.00101487455,cover=0
- 124:leaf=0.000725868565,cover=0
- 62:[PialCurv5<-0.0173297711] yes=125,no=126,missing=125,gain=104.771355,cover=2113697
- 125:leaf=0.0020506708,cover=0
- 126:leaf=-3.60883387e-05,cover=0
-booster[226]:
-0:[PialArea5<1.26501572] yes=1,no=2,missing=2,gain=16.3259659,cover=5124388
- 1:[Sulc0<-0.745069146] yes=3,no=4,missing=3,gain=18.7298374,cover=4921442
- 3:[PialCurv5<-0.0758950338] yes=7,no=8,missing=7,gain=23.3298626,cover=792691
- 7:[Curv5<-0.100392215] yes=15,no=16,missing=15,gain=30.0262794,cover=725696
- 15:[LGI5<3.34776258] yes=31,no=32,missing=31,gain=16.408699,cover=721156
- 31:[Ecc<5.59685707] yes=63,no=64,missing=63,gain=19.5326691,cover=657301
- 63:leaf=-0.000226718243,cover=0
- 64:leaf=-0.000802077469,cover=0
- 32:[PialCurv5<-0.11266306] yes=65,no=66,missing=65,gain=8.9033308,cover=63855
- 65:leaf=0.000707180589,cover=0
- 66:leaf=-0.000784697011,cover=0
- 16:[MidArea5<0.753228784] yes=33,no=34,missing=33,gain=21.8374786,cover=4540
- 33:[Area5<0.509397149] yes=67,no=68,missing=67,gain=4.47356892,cover=2274
- 67:leaf=-0.00355773023,cover=0
- 68:leaf=0.00155263336,cover=0
- 34:[PialCurv5<-0.0886472985] yes=69,no=70,missing=70,gain=11.1754074,cover=2266
- 69:leaf=0.0115073659,cover=0
- 70:leaf=0.00433482183,cover=0
- 8:[Ecc<3.48115921] yes=17,no=18,missing=17,gain=30.543726,cover=66995
- 17:[Curv5<-0.119937547] yes=35,no=36,missing=35,gain=13.843914,cover=47078
- 35:[Sulc0<-1.08640325] yes=71,no=72,missing=72,gain=10.2388954,cover=20622
- 71:leaf=-0.00321033644,cover=0
- 72:leaf=0.00254260236,cover=0
- 36:[Pol<124.735107] yes=73,no=74,missing=74,gain=10.9397974,cover=26456
- 73:leaf=0.00152696762,cover=0
- 74:leaf=-0.000513245875,cover=0
- 18:[Pol<17.1471634] yes=37,no=38,missing=37,gain=14.7630024,cover=19917
- 37:[Ecc<18.3223667] yes=75,no=76,missing=75,gain=3.05616879,cover=6010
- 75:leaf=0.000684147235,cover=0
- 76:leaf=0.00427862257,cover=0
- 38:[PialArea5<1.10075188] yes=77,no=78,missing=77,gain=16.0275154,cover=13907
- 77:leaf=-0.000894830679,cover=0
- 78:leaf=-0.00479775248,cover=0
- 4:[Curv5<-0.258777469] yes=9,no=10,missing=9,gain=39.1113777,cover=4128751
- 9:[PialCurv5<-0.144106165] yes=19,no=20,missing=20,gain=37.2596703,cover=146003
- 19:[Pol<146.122681] yes=39,no=40,missing=39,gain=17.2024117,cover=86763
- 39:[MidArea5<0.73508203] yes=79,no=80,missing=79,gain=10.9028482,cover=57592
- 79:leaf=0.000186774691,cover=0
- 80:leaf=0.00164936192,cover=0
- 40:[Area5<0.509397149] yes=81,no=82,missing=81,gain=4.58714914,cover=29171
- 81:leaf=0.000598310959,cover=0
- 82:leaf=-0.00109734281,cover=0
- 20:[MidArea5<0.701709926] yes=41,no=42,missing=42,gain=18.7193451,cover=59240
- 41:[Sulc0<-0.493071198] yes=83,no=84,missing=84,gain=8.4514637,cover=26798
- 83:leaf=1.68905262e-05,cover=0
- 84:leaf=0.0018022299,cover=0
- 42:[Pol<47.409153] yes=85,no=86,missing=86,gain=16.3498001,cover=32442
- 85:leaf=0.00101897609,cover=0
- 86:leaf=0.00339865172,cover=0
- 10:[Pol<141.081833] yes=21,no=22,missing=21,gain=38.5928688,cover=3982748
- 21:[Sulc0<-0.166708246] yes=43,no=44,missing=43,gain=62.1142807,cover=3207062
- 43:[Pol<106.604004] yes=87,no=88,missing=88,gain=88.6985397,cover=1088677
- 87:leaf=-0.000113062131,cover=0
- 88:leaf=-0.00112933584,cover=0
- 44:[PialCurv5<-0.00372259994] yes=89,no=90,missing=89,gain=58.8250885,cover=2118385
- 89:leaf=0.000727713399,cover=0
- 90:leaf=-2.9696108e-05,cover=0
- 22:[Ecc<14.28263] yes=45,no=46,missing=45,gain=47.0602264,cover=775686
- 45:[Sulc0<0.0689564943] yes=91,no=92,missing=91,gain=53.0712357,cover=499961
- 91:leaf=0.000694573973,cover=0
- 92:leaf=-0.00224916032,cover=0
- 46:[Sulc0<0.210163057] yes=93,no=94,missing=93,gain=54.9432564,cover=275725
- 93:leaf=-0.000504013849,cover=0
- 94:leaf=0.00149474572,cover=0
- 2:[Curv5<-0.0922861248] yes=5,no=6,missing=6,gain=9.68713188,cover=202946
- 5:[Area5<0.669105887] yes=11,no=12,missing=11,gain=9.15165806,cover=189861
- 11:[PialCurv5<-0.08490628] yes=23,no=24,missing=23,gain=9.09444618,cover=32892
- 23:[Curv5<-0.144993886] yes=47,no=48,missing=47,gain=14.1001148,cover=29299
- 47:[MidArea5<1.1557827] yes=95,no=96,missing=95,gain=7.5446682,cover=27357
- 95:leaf=0.000971658796,cover=0
- 96:leaf=0.00621948158,cover=0
- 48:[PialCurv5<-0.106427588] yes=97,no=98,missing=97,gain=5.56746292,cover=1942
- 97:leaf=0.00907089096,cover=0
- 98:leaf=0.00349573651,cover=0
- 24:[Ecc<1.46579576] yes=49,no=50,missing=50,gain=4.84709454,cover=3593
- 49:[Sulc0<-1.01050735] yes=99,no=100,missing=100,gain=2.11511087,cover=979
- 99:leaf=0.00536985602,cover=0
- 100:leaf=0.000249280885,cover=0
- 50:[PialCurv5<-0.0680129603] yes=101,no=102,missing=102,gain=6.27398777,cover=2614
- 101:leaf=-0.000741388416,cover=0
- 102:leaf=-0.00602954207,cover=0
- 12:[PialCurv5<-0.118254207] yes=25,no=26,missing=26,gain=5.59775543,cover=156969
- 25:[Curv5<-0.155295327] yes=51,no=52,missing=51,gain=31.991888,cover=52050
- 51:[Curv5<-0.177508175] yes=103,no=104,missing=103,gain=4.13783741,cover=50834
- 103:leaf=-0.000546997064,cover=0
- 104:leaf=0.00124534161,cover=0
- 52:[Sulc0<-0.673217118] yes=105,no=106,missing=105,gain=3.96899033,cover=1216
- 105:leaf=0.00982220564,cover=0
- 106:leaf=0.00377465715,cover=0
- 26:[Pol<56.1920547] yes=53,no=54,missing=53,gain=5.81989574,cover=104919
- 53:[Ecc<11.0302963] yes=107,no=108,missing=108,gain=8.19508934,cover=71205
- 107:leaf=-8.40848588e-05,cover=0
- 108:leaf=0.00140286935,cover=0
- 54:[Ecc<9.38688755] yes=109,no=110,missing=109,gain=5.0605154,cover=33714
- 109:leaf=0.0012836192,cover=0
- 110:leaf=-0.000156414462,cover=0
- 6:[PialCurv5<-0.0644776821] yes=13,no=14,missing=13,gain=41.7321358,cover=13085
- 13:[LGI5<2.78495932] yes=27,no=28,missing=27,gain=9.49655533,cover=2925
- 27:[Curv5<-0.0773924068] yes=55,no=56,missing=56,gain=8.81470871,cover=1800
- 55:[Pol<78.2110443] yes=111,no=112,missing=111,gain=3.03682518,cover=1136
- 111:leaf=0.0047120559,cover=0
- 112:leaf=0.0101730386,cover=0
- 56:[PialArea5<1.57955706] yes=113,no=114,missing=114,gain=10.5304222,cover=664
- 113:leaf=0.0116280532,cover=0
- 114:leaf=0.0319489911,cover=0
- 28:[Pol<173.942612] yes=57,no=58,missing=58,gain=3.00183964,cover=1125
- 57:[Area5<0.64983958] yes=115,no=116,missing=115,gain=2.98816299,cover=1015
- 115:leaf=0.0273641087,cover=0
- 116:leaf=0.00225402438,cover=0
- 58:[Area5<0.776627541] yes=117,no=118,missing=117,gain=2.67148733,cover=110
- 117:leaf=0.0211812463,cover=0
- 118:leaf=0.00508218165,cover=0
- 14:[Pol<161.595886] yes=29,no=30,missing=29,gain=6.2081809,cover=10160
- 29:[Area5<0.987501919] yes=59,no=60,missing=59,gain=5.56513786,cover=8836
- 59:[Curv5<-0.0686563179] yes=119,no=120,missing=119,gain=7.17583942,cover=7242
- 119:leaf=-0.000259584835,cover=0
- 120:leaf=0.0028879575,cover=0
- 60:[LGI5<3.74316525] yes=121,no=122,missing=121,gain=3.7764802,cover=1594
- 121:leaf=-0.00247056643,cover=0
- 122:leaf=0.00949060824,cover=0
- 30:[Ecc<9.75650311] yes=61,no=62,missing=61,gain=2.09137678,cover=1324
- 61:[LGI5<3.48966408] yes=123,no=124,missing=123,gain=6.40236712,cover=828
- 123:leaf=-0.00175018143,cover=0
- 124:leaf=0.055003535,cover=0
- 62:[LGI5<3.21041465] yes=125,no=126,missing=125,gain=2.7938261,cover=496
- 125:leaf=-0.0074794339,cover=0
- 126:leaf=0.00162770692,cover=0
-booster[227]:
-0:[PialArea5<0.324585885] yes=1,no=2,missing=1,gain=16.2496548,cover=5124388
- 1:[Pol<104.929901] yes=3,no=4,missing=4,gain=13.7529926,cover=160410
- 3:[Pol<90.9627914] yes=7,no=8,missing=7,gain=18.2356014,cover=120501
- 7:[Ecc<8.23836613] yes=15,no=16,missing=16,gain=16.7906036,cover=39021
- 15:[Curv5<0.171955615] yes=31,no=32,missing=31,gain=6.07364464,cover=4905
- 31:[PialCurv5<-0.0829703882] yes=63,no=64,missing=64,gain=3.65275192,cover=1585
- 63:leaf=-0.00751982769,cover=0
- 64:leaf=0.00681060273,cover=0
- 32:[Sulc0<-0.0637059584] yes=65,no=66,missing=66,gain=3.73524475,cover=3320
- 65:leaf=0.00828590337,cover=0
- 66:leaf=0.00213765632,cover=0
- 16:[Area5<0.631603718] yes=33,no=34,missing=33,gain=8.33238411,cover=34116
- 33:[LGI5<3.48966408] yes=67,no=68,missing=67,gain=5.04704762,cover=9344
- 67:leaf=-0.000945174077,cover=0
- 68:leaf=0.0028456992,cover=0
- 34:[MidArea5<0.421422303] yes=69,no=70,missing=69,gain=7.71164513,cover=24772
- 69:leaf=0.0111091482,cover=0
- 70:leaf=0.0011262059,cover=0
- 8:[Area5<0.733255386] yes=17,no=18,missing=17,gain=7.35117626,cover=81480
- 17:[Ecc<5.97554874] yes=35,no=36,missing=36,gain=7.65542459,cover=74817
- 35:[Area5<0.593548477] yes=71,no=72,missing=71,gain=8.38586235,cover=20925
- 71:leaf=-0.00109000818,cover=0
- 72:leaf=0.00111437147,cover=0
- 36:[Curv5<0.14511615] yes=73,no=74,missing=74,gain=7.11602592,cover=53892
- 73:leaf=0.000518541085,cover=0
- 74:leaf=-0.000934817188,cover=0
- 18:[PialArea5<0.267248243] yes=37,no=38,missing=38,gain=2.16619587,cover=6663
- 37:[Curv5<0.266060919] yes=75,no=76,missing=75,gain=1.24523592,cover=627
- 75:leaf=0.00467401091,cover=0
- 76:leaf=-0.00596413296,cover=0
- 38:[Area5<0.811441243] yes=77,no=78,missing=78,gain=2.07683492,cover=6036
- 77:leaf=0.000835740939,cover=0
- 78:leaf=0.00431086263,cover=0
- 4:[Curv5<0.245671451] yes=9,no=10,missing=9,gain=10.2477894,cover=39909
- 9:[Ecc<0.836319208] yes=19,no=20,missing=20,gain=6.15780258,cover=33067
- 19:[Pol<128.951508] yes=39,no=40,missing=39,gain=2.26136637,cover=2292
- 39:[Area5<0.677535415] yes=79,no=80,missing=80,gain=1.39106059,cover=271
- 79:leaf=0.00237466395,cover=0
- 80:leaf=0.0155091649,cover=0
- 40:[LGI5<2.13090348] yes=81,no=82,missing=81,gain=1.71940482,cover=2021
- 81:leaf=-0.0106640039,cover=0
- 82:leaf=-0.00118012854,cover=0
- 20:[Pol<120.854889] yes=41,no=42,missing=42,gain=8.53304672,cover=30775
- 41:[Ecc<1.68457866] yes=83,no=84,missing=83,gain=8.3222599,cover=26402
- 83:leaf=0.0129901068,cover=0
- 84:leaf=0.00144335709,cover=0
- 42:[Curv5<0.0534323379] yes=85,no=86,missing=86,gain=2.61480522,cover=4373
- 85:leaf=-0.00257686689,cover=0
- 86:leaf=0.00412710151,cover=0
- 10:[Ecc<7.69572639] yes=21,no=22,missing=21,gain=3.28316283,cover=6842
- 21:[Area5<0.525751591] yes=43,no=44,missing=43,gain=3.21259212,cover=6280
- 43:[LGI5<2.50273752] yes=87,no=88,missing=87,gain=2.89615107,cover=441
- 87:leaf=-0.00707426388,cover=0
- 88:leaf=0.00261191255,cover=0
- 44:[Curv5<0.266060919] yes=89,no=90,missing=89,gain=1.08160341,cover=5839
- 89:leaf=0.000308552582,cover=0
- 90:leaf=-0.00106648344,cover=0
- 22:[Sulc0<-0.00176540145] yes=45,no=46,missing=45,gain=4.6783247,cover=562
- 45:[LGI5<2.97342348] yes=91,no=92,missing=91,gain=4.53061914,cover=65
- 91:leaf=0.0288095921,cover=0
- 92:leaf=0.00252514263,cover=0
- 46:[Area5<0.44435063] yes=93,no=94,missing=93,gain=3.57783532,cover=497
- 93:leaf=0.0212464165,cover=0
- 94:leaf=0.000620329694,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=5,gain=22.706234,cover=4963978
- 5:[Area5<0.380439579] yes=11,no=12,missing=11,gain=17.1746883,cover=4894028
- 11:[PialCurv5<-0.0262977369] yes=23,no=24,missing=24,gain=4.67483711,cover=19665
- 23:[Curv5<-0.174421206] yes=47,no=48,missing=48,gain=3.86395645,cover=19507
- 47:[PialArea5<1.02926981] yes=95,no=96,missing=95,gain=4.37296772,cover=17263
- 95:leaf=0.00122215191,cover=0
- 96:leaf=0.0109636551,cover=0
- 48:[Ecc<28.7730255] yes=97,no=98,missing=97,gain=2.28247643,cover=2244
- 97:leaf=0.00367713138,cover=0
- 98:leaf=-0.0102222739,cover=0
- 24:[LGI5<2.68420529] yes=49,no=50,missing=50,gain=4.1220541,cover=158
- 49:[LGI5<2.13090348] yes=99,no=100,missing=99,gain=1.29250121,cover=100
- 99:leaf=-0.0155947553,cover=0
- 100:leaf=0.00128514157,cover=0
- 50:[Sulc0<-0.0713235363] yes=101,no=102,missing=101,gain=0.719391346,cover=58
- 101:leaf=-0.0285089053,cover=0
- 102:leaf=-0.0141440779,cover=0
- 12:[PialArea5<1.06442153] yes=25,no=26,missing=25,gain=16.9647713,cover=4874363
- 25:[Sulc0<-0.745069146] yes=51,no=52,missing=51,gain=25.148468,cover=4148026
- 51:[PialCurv5<-0.076943703] yes=103,no=104,missing=103,gain=35.076767,cover=573637
- 103:leaf=-0.000479988026,cover=0
- 104:leaf=0.000867324241,cover=0
- 52:[Pol<173.942612] yes=105,no=106,missing=105,gain=30.1475754,cover=3574389
- 105:leaf=-2.6456215e-05,cover=0
- 106:leaf=0.000750019623,cover=0
- 26:[Area5<0.839165807] yes=53,no=54,missing=53,gain=11.2811003,cover=726337
- 53:[MidArea5<1.21578133] yes=107,no=108,missing=107,gain=15.1680641,cover=642254
- 107:leaf=0.00026330931,cover=0
- 108:leaf=0.00292888493,cover=0
- 54:[LGI5<3.10571551] yes=109,no=110,missing=109,gain=9.02814865,cover=84083
- 109:leaf=-0.000662653649,cover=0
- 110:leaf=0.000477265014,cover=0
- 6:[Ecc<6.03867722] yes=13,no=14,missing=13,gain=5.17974281,cover=69950
- 13:[Area5<0.582201123] yes=27,no=28,missing=27,gain=5.01873159,cover=44318
- 27:[PialCurv5<0.315450013] yes=55,no=56,missing=56,gain=2.43920517,cover=5169
- 55:[LGI5<2.79054689] yes=111,no=112,missing=111,gain=1.73724937,cover=2956
- 111:leaf=-0.00309959287,cover=0
- 112:leaf=0.00989542436,cover=0
- 56:[Area5<0.453641325] yes=113,no=114,missing=114,gain=1.62514281,cover=2213
- 113:leaf=0.0217060726,cover=0
- 114:leaf=-0.000872157689,cover=0
- 28:[LGI5<2.86927843] yes=57,no=58,missing=57,gain=4.02693748,cover=39149
- 57:[MidArea5<0.847394943] yes=115,no=116,missing=115,gain=4.02552795,cover=38682
- 115:leaf=-0.000479105947,cover=0
- 116:leaf=0.0071872524,cover=0
- 58:[Sulc0<0.101211272] yes=117,no=118,missing=117,gain=0.939944744,cover=467
- 117:leaf=0.0085280491,cover=0
- 118:leaf=0.00304236053,cover=0
- 14:[Sulc0<-0.224179193] yes=29,no=30,missing=30,gain=5.08683205,cover=25632
- 29:[PialArea5<0.385581404] yes=59,no=60,missing=59,gain=1.22583079,cover=209
- 59:[Area5<0.57817024] yes=119,no=120,missing=119,gain=0.510808706,cover=27
- 119:leaf=-0.00263666525,cover=0
- 120:leaf=0.0183982551,cover=0
- 60:[LGI5<2.63290954] yes=121,no=122,missing=121,gain=1.22293389,cover=182
- 121:leaf=0.0123598082,cover=0
- 122:leaf=0.00252864044,cover=0
- 30:[Pol<82.8478928] yes=61,no=62,missing=62,gain=2.83044434,cover=25423
- 61:[PialCurv5<0.0877920389] yes=123,no=124,missing=124,gain=1.5387733,cover=5326
- 123:leaf=0.00796288066,cover=0
- 124:leaf=-0.000599711144,cover=0
- 62:[LGI5<2.99594808] yes=125,no=126,missing=126,gain=3.29210854,cover=20097
- 125:leaf=-0.00128938106,cover=0
- 126:leaf=-0.00259630685,cover=0
-booster[228]:
-0:[Curv5<-0.319950402] yes=1,no=2,missing=1,gain=16.0791988,cover=5124388
- 1:[PialArea5<0.683221579] yes=3,no=4,missing=4,gain=11.7340612,cover=80065
- 3:[PialCurv5<-0.117370568] yes=7,no=8,missing=7,gain=3.78841138,cover=20889
- 7:[Ecc<13.3064203] yes=15,no=16,missing=15,gain=4.52572298,cover=19132
- 15:[Area5<0.774986684] yes=31,no=32,missing=32,gain=2.47806787,cover=12140
- 31:[Pol<87.3220139] yes=63,no=64,missing=63,gain=1.96825504,cover=12131
- 63:leaf=-0.000176621834,cover=0
- 64:leaf=0.00109718309,cover=0
- 32:leaf=0.0253527742,cover=0
- 16:[LGI5<3.21727777] yes=33,no=34,missing=33,gain=2.76961732,cover=6992
- 33:[Area5<0.499970406] yes=65,no=66,missing=65,gain=2.13690376,cover=4175
- 65:leaf=-0.000767003163,cover=0
- 66:leaf=-0.00303119211,cover=0
- 34:[Ecc<42.9490852] yes=67,no=68,missing=67,gain=2.95904469,cover=2817
- 67:leaf=-0.000422605604,cover=0
- 68:leaf=0.00523500424,cover=0
- 8:[Curv5<-0.350989401] yes=17,no=18,missing=18,gain=2.79021454,cover=1757
- 17:[Ecc<33.9075584] yes=35,no=36,missing=35,gain=1.34088039,cover=1360
- 35:[Ecc<14.0810061] yes=69,no=70,missing=70,gain=3.15095329,cover=1264
- 69:leaf=-0.0045599225,cover=0
- 70:leaf=0.0013168169,cover=0
- 36:[LGI5<3.00232744] yes=71,no=72,missing=72,gain=1.12266874,cover=96
- 71:leaf=-0.0177807789,cover=0
- 72:leaf=-0.00575575,cover=0
- 18:[PialCurv5<-0.0758950338] yes=37,no=38,missing=38,gain=1.29174793,cover=397
- 37:[Pol<169.412277] yes=73,no=74,missing=73,gain=1.04245257,cover=277
- 73:leaf=-0.00143092894,cover=0
- 74:leaf=0.0125700263,cover=0
- 38:[LGI5<3.11198854] yes=75,no=76,missing=75,gain=1.50545704,cover=120
- 75:leaf=0.00960261654,cover=0
- 76:leaf=-0.00200944464,cover=0
- 4:[Curv5<-0.39144522] yes=9,no=10,missing=9,gain=7.47392273,cover=59176
- 9:[Sulc0<-0.181880832] yes=19,no=20,missing=20,gain=3.61712837,cover=9433
- 19:[PialCurv5<-0.151339546] yes=39,no=40,missing=39,gain=3.56424713,cover=8988
- 39:[Ecc<1.15906882] yes=77,no=78,missing=77,gain=3.46631241,cover=7099
- 77:leaf=-0.00329918345,cover=0
- 78:leaf=0.00285367039,cover=0
- 40:[PialCurv5<-0.00569582684] yes=79,no=80,missing=79,gain=2.18770409,cover=1889
- 79:leaf=0.000470200757,cover=0
- 80:leaf=-0.010687883,cover=0
- 20:[Ecc<3.94116735] yes=41,no=42,missing=41,gain=5.56166363,cover=445
- 41:[MidArea5<0.797055602] yes=81,no=82,missing=81,gain=0.335546494,cover=19
- 81:leaf=0.036929559,cover=0
- 82:leaf=0.0161657613,cover=0
- 42:[LGI5<2.91278505] yes=83,no=84,missing=83,gain=1.54269075,cover=426
- 83:leaf=0.00816736091,cover=0
- 84:leaf=0.00209146622,cover=0
- 10:[PialCurv5<-0.153030112] yes=21,no=22,missing=21,gain=6.15251827,cover=49743
- 21:[Pol<143.959366] yes=43,no=44,missing=43,gain=3.79231882,cover=35909
- 43:[Pol<45.5953903] yes=85,no=86,missing=85,gain=5.02873278,cover=23965
- 85:leaf=0.000363044383,cover=0
- 86:leaf=0.00194512866,cover=0
- 44:[LGI5<2.21018219] yes=87,no=88,missing=88,gain=4.05253363,cover=11944
- 87:leaf=0.00845784973,cover=0
- 88:leaf=-0.000351837865,cover=0
- 22:[PialCurv5<-0.0441194475] yes=45,no=46,missing=46,gain=3.73250771,cover=13834
- 45:[Area5<0.654657125] yes=89,no=90,missing=90,gain=3.40644455,cover=13734
- 89:leaf=0.00144461449,cover=0
- 90:leaf=0.00360918301,cover=0
- 46:[PialCurv5<0.137877449] yes=91,no=92,missing=91,gain=0.643398046,cover=100
- 91:leaf=-0.00849126745,cover=0
- 92:leaf=0.015455409,cover=0
- 2:[PialArea5<0.38075453] yes=5,no=6,missing=5,gain=16.3083954,cover=5044323
- 5:[Sulc0<0.281104684] yes=11,no=12,missing=11,gain=26.1321011,cover=362278
- 11:[Area5<0.604913712] yes=23,no=24,missing=24,gain=18.2425232,cover=36684
- 23:[Pol<83.4982376] yes=47,no=48,missing=48,gain=7.72053242,cover=15444
- 47:[Pol<3.6072247] yes=93,no=94,missing=94,gain=5.22682095,cover=1565
- 93:leaf=-0.0158041492,cover=0
- 94:leaf=0.00402607862,cover=0
- 48:[PialCurv5<-0.00763805071] yes=95,no=96,missing=95,gain=7.22918987,cover=13879
- 95:leaf=-0.00556965731,cover=0
- 96:leaf=0.000132893823,cover=0
- 24:[Curv5<0.233002663] yes=49,no=50,missing=49,gain=8.69287109,cover=21240
- 49:[Curv5<0.0213092454] yes=97,no=98,missing=98,gain=6.94939041,cover=17800
- 97:leaf=-0.00511210738,cover=0
- 98:leaf=0.0030937253,cover=0
- 50:[Ecc<4.73840666] yes=99,no=100,missing=99,gain=2.18830395,cover=3440
- 99:leaf=-0.000371089875,cover=0
- 100:leaf=0.00288318004,cover=0
- 12:[Area5<0.660333693] yes=25,no=26,missing=25,gain=21.1924953,cover=325594
- 25:[Pol<104.929901] yes=51,no=52,missing=51,gain=8.56657314,cover=135976
- 51:[PialArea5<0.245474651] yes=101,no=102,missing=102,gain=8.48481655,cover=95587
- 101:leaf=0.000740806805,cover=0
- 102:leaf=-0.00073428551,cover=0
- 52:[PialCurv5<0.270000219] yes=103,no=104,missing=103,gain=4.38492727,cover=40389
- 103:leaf=0.000931060815,cover=0
- 104:leaf=-0.000128749321,cover=0
- 26:[Curv5<0.133649558] yes=53,no=54,missing=53,gain=19.6973248,cover=189618
- 53:[Pol<72.6247101] yes=105,no=106,missing=105,gain=9.12112427,cover=32542
- 105:leaf=0.00567709887,cover=0
- 106:leaf=0.00145800924,cover=0
- 54:[MidArea5<0.451744556] yes=107,no=108,missing=107,gain=16.7242622,cover=157076
- 107:leaf=0.00513193104,cover=0
- 108:leaf=0.000224854331,cover=0
- 6:[Curv5<0.116796501] yes=13,no=14,missing=13,gain=21.7684364,cover=4682045
- 13:[Sulc0<0.0770083591] yes=27,no=28,missing=27,gain=35.8046989,cover=4144324
- 27:[PialArea5<0.806151748] yes=55,no=56,missing=56,gain=30.8738651,cover=3233959
- 55:[Pol<172.045227] yes=109,no=110,missing=109,gain=33.0082588,cover=1005534
- 109:leaf=-0.00038558754,cover=0
- 110:leaf=0.000710034044,cover=0
- 56:[Area5<0.677535415] yes=111,no=112,missing=111,gain=45.6206207,cover=2228425
- 111:leaf=0.000269233307,cover=0
- 112:leaf=-0.000184038872,cover=0
- 28:[LGI5<3.48966408] yes=57,no=58,missing=58,gain=35.0238304,cover=910365
- 57:[Curv5<0.0534323379] yes=113,no=114,missing=113,gain=29.1917839,cover=808323
- 113:leaf=0.000690209621,cover=0
- 114:leaf=8.92587341e-05,cover=0
- 58:[Pol<47.409153] yes=115,no=116,missing=116,gain=29.7055531,cover=102042
- 115:leaf=0.00132841524,cover=0
- 116:leaf=-0.000971456815,cover=0
- 14:[Ecc<7.08616447] yes=29,no=30,missing=29,gain=29.2648182,cover=537721
- 29:[Pol<83.4982376] yes=59,no=60,missing=60,gain=30.845665,cover=229503
- 59:[Area5<0.644818127] yes=117,no=118,missing=117,gain=14.0541649,cover=20751
- 117:leaf=-0.000107081782,cover=0
- 118:leaf=0.00276175514,cover=0
- 60:[Curv5<0.20983994] yes=119,no=120,missing=120,gain=9.2905941,cover=208752
- 119:leaf=3.17942649e-05,cover=0
- 120:leaf=-0.00100228155,cover=0
- 30:[Area5<0.864337862] yes=61,no=62,missing=61,gain=29.5140533,cover=308218
- 61:[PialArea5<0.550757647] yes=121,no=122,missing=122,gain=25.4455719,cover=298886
- 121:leaf=-0.000550838595,cover=0
- 122:leaf=-0.00186693144,cover=0
- 62:[Pol<95.050293] yes=123,no=124,missing=123,gain=9.73389816,cover=9332
- 123:leaf=0.000780879753,cover=0
- 124:leaf=0.00406933762,cover=0
-booster[229]:
-0:[Area5<0.453641325] yes=1,no=2,missing=2,gain=15.5963793,cover=5124388
- 1:[Sulc0<0.0530014001] yes=3,no=4,missing=4,gain=9.38556671,cover=120099
- 3:[Curv5<-0.188354567] yes=7,no=8,missing=7,gain=10.6151981,cover=115712
- 7:[Ecc<1.57116413] yes=15,no=16,missing=15,gain=11.5937138,cover=84159
- 15:[PialArea5<0.81902951] yes=31,no=32,missing=31,gain=6.42610359,cover=28739
- 31:[PialCurv5<-0.105644517] yes=63,no=64,missing=63,gain=4.96006536,cover=18539
- 63:leaf=-0.00137901574,cover=0
- 64:leaf=0.000814374944,cover=0
- 32:[Ecc<0.406764686] yes=65,no=66,missing=65,gain=3.43455076,cover=10200
- 65:leaf=-0.00243284786,cover=0
- 66:leaf=0.000831624668,cover=0
- 16:[LGI5<3.39750218] yes=33,no=34,missing=34,gain=4.85353184,cover=55420
- 33:[Area5<0.380439579] yes=67,no=68,missing=68,gain=4.57483864,cover=54236
- 67:leaf=0.00166047364,cover=0
- 68:leaf=0.000488020713,cover=0
- 34:[PialArea5<0.511941612] yes=69,no=70,missing=70,gain=1.66398191,cover=1184
- 69:leaf=-0.00220855954,cover=0
- 70:leaf=0.00451379037,cover=0
- 8:[Pol<146.122681] yes=17,no=18,missing=17,gain=4.8386097,cover=31553
- 17:[PialCurv5<-0.146805272] yes=35,no=36,missing=35,gain=4.70258331,cover=23221
- 35:[Curv5<-0.148390457] yes=71,no=72,missing=71,gain=2.46371078,cover=959
- 71:leaf=0.00329935178,cover=0
- 72:leaf=0.00856884848,cover=0
- 36:[Ecc<6.35379457] yes=73,no=74,missing=73,gain=4.43322945,cover=22262
- 73:leaf=0.00198115036,cover=0
- 74:leaf=0.000129234279,cover=0
- 18:[PialArea5<0.908809483] yes=37,no=38,missing=37,gain=3.63778543,cover=8332
- 37:[Ecc<6.03867722] yes=75,no=76,missing=76,gain=3.36724663,cover=7714
- 75:leaf=0.00050377741,cover=0
- 76:leaf=-0.00261411699,cover=0
- 38:[Area5<0.420677572] yes=77,no=78,missing=77,gain=2.39421797,cover=618
- 77:leaf=0.00968567189,cover=0
- 78:leaf=0.00235259859,cover=0
- 4:[Pol<44.6807365] yes=9,no=10,missing=9,gain=5.20604897,cover=4387
- 9:[Curv5<-0.144993886] yes=19,no=20,missing=20,gain=6.62390232,cover=142
- 19:[PialArea5<0.454431564] yes=39,no=40,missing=39,gain=0.945058584,cover=67
- 39:[LGI5<2.92358446] yes=79,no=80,missing=79,gain=0.43750751,cover=15
- 79:leaf=0.00329521415,cover=0
- 80:leaf=-0.0150933219,cover=0
- 40:[MidArea5<0.535488486] yes=81,no=82,missing=81,gain=0.640841961,cover=52
- 81:leaf=0.00787123013,cover=0
- 82:leaf=-0.00334558706,cover=0
- 20:[Sulc0<0.812575758] yes=41,no=42,missing=41,gain=2.59992599,cover=75
- 41:[LGI5<3.36766768] yes=83,no=84,missing=83,gain=2.25586891,cover=62
- 83:leaf=-0.0281832516,cover=0
- 84:leaf=0.00578636117,cover=0
- 42:[PialArea5<0.267248243] yes=85,no=86,missing=85,gain=0.136324704,cover=13
- 85:leaf=0.00437634531,cover=0
- 86:leaf=-0.00518603576,cover=0
- 10:[Sulc0<0.649594426] yes=21,no=22,missing=21,gain=3.78978992,cover=4245
- 21:[LGI5<2.93978119] yes=43,no=44,missing=44,gain=4.53765059,cover=3580
- 43:[LGI5<2.77389717] yes=87,no=88,missing=88,gain=6.02311039,cover=1733
- 87:leaf=-0.000605266076,cover=0
- 88:leaf=-0.00697597861,cover=0
- 44:[Pol<149.072266] yes=89,no=90,missing=89,gain=5.27652693,cover=1847
- 89:leaf=0.00166622351,cover=0
- 90:leaf=-0.00939376932,cover=0
- 22:[PialArea5<0.355263293] yes=45,no=46,missing=46,gain=6.31649017,cover=665
- 45:[Curv5<0.20983994] yes=91,no=92,missing=91,gain=2.28344536,cover=524
- 91:leaf=-0.00553063769,cover=0
- 92:leaf=0.00106290157,cover=0
- 46:[Ecc<15.121048] yes=93,no=94,missing=94,gain=3.41018391,cover=141
- 93:leaf=0.000439433934,cover=0
- 94:leaf=-0.0183034949,cover=0
- 2:[PialArea5<0.281252682] yes=5,no=6,missing=6,gain=16.8059406,cover=5004289
- 5:[Curv5<0.18040961] yes=11,no=12,missing=11,gain=8.60326195,cover=59205
- 11:[Curv5<0.0615303926] yes=23,no=24,missing=23,gain=4.0492363,cover=20456
- 23:[Sulc0<0.610343635] yes=47,no=48,missing=48,gain=1.7672646,cover=191
- 47:[PialCurv5<0.208232641] yes=95,no=96,missing=95,gain=1.26551282,cover=83
- 95:leaf=-0.00175639358,cover=0
- 96:leaf=0.0220626313,cover=0
- 48:[LGI5<2.76843596] yes=97,no=98,missing=97,gain=1.76345778,cover=108
- 97:leaf=-0.0192371961,cover=0
- 98:leaf=-0.00539188227,cover=0
- 24:[PialArea5<0.245474651] yes=49,no=50,missing=49,gain=4.09829521,cover=20265
- 49:[Pol<111.326981] yes=99,no=100,missing=99,gain=2.74656296,cover=4719
- 99:leaf=0.00265467702,cover=0
- 100:leaf=0.00708526233,cover=0
- 50:[PialCurv5<0.141046807] yes=101,no=102,missing=101,gain=2.24055672,cover=15546
- 101:leaf=0.00284742517,cover=0
- 102:leaf=0.00109281891,cover=0
- 12:[LGI5<3.00232744] yes=25,no=26,missing=26,gain=4.25239515,cover=38749
- 25:[LGI5<2.48603988] yes=51,no=52,missing=51,gain=7.13975954,cover=29049
- 51:[Curv5<0.266060919] yes=103,no=104,missing=103,gain=3.75077629,cover=10798
- 103:leaf=0.00169856218,cover=0
- 104:leaf=-0.000354663818,cover=0
- 52:[Pol<105.995506] yes=105,no=106,missing=105,gain=5.02123308,cover=18251
- 105:leaf=-0.000894273166,cover=0
- 106:leaf=0.00131404237,cover=0
- 26:[PialCurv5<0.116372027] yes=53,no=54,missing=53,gain=3.45606899,cover=9700
- 53:[Sulc0<0.890415967] yes=107,no=108,missing=108,gain=5.99264956,cover=272
- 107:leaf=-0.00318979169,cover=0
- 108:leaf=0.0122968294,cover=0
- 54:[LGI5<3.09872246] yes=109,no=110,missing=110,gain=3.01670122,cover=9428
- 109:leaf=0.00296899071,cover=0
- 110:leaf=0.000696579693,cover=0
- 6:[PialArea5<0.937250912] yes=13,no=14,missing=13,gain=17.3207264,cover=4945084
- 13:[Curv5<-0.0203319378] yes=27,no=28,missing=27,gain=30.609108,cover=3520177
- 27:[PialArea5<0.643814564] yes=55,no=56,missing=55,gain=63.2493019,cover=1461338
- 55:[Ecc<36.5542564] yes=111,no=112,missing=112,gain=12.0933838,cover=116436
- 111:leaf=-0.00124729669,cover=0
- 112:leaf=-0.00340143661,cover=0
- 56:[Area5<0.691945016] yes=113,no=114,missing=113,gain=70.7097397,cover=1344902
- 113:leaf=3.59463702e-05,cover=0
- 114:leaf=-0.000829011668,cover=0
- 28:[PialCurv5<0.00860458333] yes=57,no=58,missing=57,gain=105.623566,cover=2058839
- 57:[MidArea5<0.608749926] yes=115,no=116,missing=115,gain=45.1618423,cover=140800
- 115:leaf=-0.000431038497,cover=0
- 116:leaf=0.00181032962,cover=0
- 58:[PialArea5<0.702764034] yes=117,no=118,missing=117,gain=44.822094,cover=1918039
- 117:leaf=6.53993411e-05,cover=0
- 118:leaf=-0.000539205503,cover=0
- 14:[Area5<0.814937592] yes=29,no=30,missing=29,gain=19.3967094,cover=1424907
- 29:[Sulc0<-0.487093836] yes=59,no=60,missing=59,gain=24.6589165,cover=1266112
- 59:[Curv5<-0.112134233] yes=119,no=120,missing=119,gain=25.8250332,cover=856755
- 119:leaf=-5.5464654e-05,cover=0
- 120:leaf=0.000852787343,cover=0
- 60:[Pol<44.6807365] yes=121,no=122,missing=121,gain=45.6962814,cover=409357
- 121:leaf=-0.000427418126,cover=0
- 122:leaf=0.000806781172,cover=0
- 30:[PialArea5<1.23851824] yes=61,no=62,missing=61,gain=13.0354109,cover=158795
- 61:[Ecc<9.27846909] yes=123,no=124,missing=123,gain=11.9760704,cover=88414
- 123:leaf=-0.00144239259,cover=0
- 124:leaf=-0.000273027894,cover=0
- 62:[Sulc0<-1.19305253] yes=125,no=126,missing=126,gain=7.51105547,cover=70381
- 125:leaf=0.00392128155,cover=0
- 126:leaf=4.09148633e-05,cover=0
-booster[230]:
-0:[PialCurv5<-0.210138425] yes=1,no=2,missing=2,gain=15.2699842,cover=5124388
- 1:[PialArea5<0.542192638] yes=3,no=4,missing=3,gain=7.28793049,cover=20016
- 3:[Curv5<-0.331971258] yes=7,no=8,missing=8,gain=3.09055042,cover=3134
- 7:[LGI5<2.43374896] yes=15,no=16,missing=16,gain=1.67794693,cover=2795
- 15:[LGI5<2.27925944] yes=31,no=32,missing=32,gain=1.7896322,cover=361
- 31:[Pol<125.308708] yes=63,no=64,missing=63,gain=1.00563383,cover=59
- 63:leaf=-0.0086500179,cover=0
- 64:leaf=0.00756206503,cover=0
- 32:[MidArea5<0.421422303] yes=65,no=66,missing=65,gain=0.763027668,cover=302
- 65:leaf=-0.000921595783,cover=0
- 66:leaf=-0.00656011421,cover=0
- 16:[LGI5<2.47631311] yes=33,no=34,missing=33,gain=2.8631289,cover=2434
- 33:[LGI5<2.45932961] yes=67,no=68,missing=68,gain=1.50473332,cover=55
- 67:leaf=0.00332449237,cover=0
- 68:leaf=0.0198666472,cover=0
- 34:[Pol<30.3635597] yes=69,no=70,missing=69,gain=1.10967541,cover=2379
- 69:leaf=0.00187267258,cover=0
- 70:leaf=-0.000675552292,cover=0
- 8:[Pol<19.2006226] yes=17,no=18,missing=18,gain=1.96432734,cover=339
- 17:[Ecc<39.5502243] yes=35,no=36,missing=35,gain=0.479606509,cover=22
- 35:[Ecc<8.70817566] yes=71,no=72,missing=71,gain=0.134419918,cover=17
- 71:leaf=0.000296827144,cover=0
- 72:leaf=0.0141966967,cover=0
- 36:[Ecc<47.7892265] yes=73,no=74,missing=73,gain=0.0110798627,cover=5
- 73:leaf=-0.00569577236,cover=0
- 74:leaf=-0.0007166008,cover=0
- 18:[Pol<89.7623749] yes=37,no=38,missing=37,gain=1.66297245,cover=317
- 37:[Curv5<-0.292340577] yes=75,no=76,missing=76,gain=0.95816946,cover=106
- 75:leaf=-0.00352820498,cover=0
- 76:leaf=-0.0143232225,cover=0
- 38:[Pol<125.881905] yes=77,no=78,missing=77,gain=1.65454888,cover=211
- 77:leaf=0.00128440314,cover=0
- 78:leaf=-0.00761580234,cover=0
- 4:[Curv5<-0.303613424] yes=9,no=10,missing=9,gain=7.04649162,cover=16882
- 9:[LGI5<2.55687809] yes=19,no=20,missing=20,gain=6.32717991,cover=13559
- 19:[Pol<157.965515] yes=39,no=40,missing=39,gain=3.23783493,cover=2919
- 39:[Pol<81.5476837] yes=79,no=80,missing=79,gain=5.37004757,cover=2706
- 79:leaf=0.0020151611,cover=0
- 80:leaf=0.00657429034,cover=0
- 40:[Sulc0<-1.03844893] yes=81,no=82,missing=81,gain=0.998708069,cover=213
- 81:leaf=0.00363056781,cover=0
- 82:leaf=-0.00444656238,cover=0
- 20:[Pol<129.571716] yes=41,no=42,missing=42,gain=3.99820924,cover=10640
- 41:[Sulc0<-0.667459846] yes=83,no=84,missing=83,gain=4.30891991,cover=7875
- 83:leaf=0.000216227214,cover=0
- 84:leaf=0.00256339507,cover=0
- 42:[LGI5<3.53458858] yes=85,no=86,missing=86,gain=1.67454123,cover=2765
- 85:leaf=-0.000510880433,cover=0
- 86:leaf=-0.00464274827,cover=0
- 10:[Curv5<-0.0881721899] yes=21,no=22,missing=21,gain=6.55400848,cover=3323
- 21:[Ecc<4.60336304] yes=43,no=44,missing=43,gain=3.41719246,cover=3221
- 43:[Curv5<-0.26388669] yes=87,no=88,missing=87,gain=4.66920471,cover=626
- 87:leaf=0.00385920517,cover=0
- 88:leaf=0.0126101524,cover=0
- 44:[LGI5<2.42065382] yes=89,no=90,missing=89,gain=4.59277439,cover=2595
- 89:leaf=-0.00611267844,cover=0
- 90:leaf=0.0039083981,cover=0
- 22:[Ecc<1.31300318] yes=45,no=46,missing=45,gain=1.67218876,cover=102
- 45:[Pol<83.4982376] yes=91,no=92,missing=91,gain=0.86728394,cover=22
- 91:leaf=-0.00539942365,cover=0
- 92:leaf=0.0137286056,cover=0
- 46:[Ecc<29.3556995] yes=93,no=94,missing=93,gain=1.51308537,cover=80
- 93:leaf=-0.014887928,cover=0
- 94:leaf=0.00349304453,cover=0
- 2:[PialArea5<1.1257062] yes=5,no=6,missing=5,gain=15.3594198,cover=5104372
- 5:[Sulc0<-0.332174033] yes=11,no=12,missing=11,gain=21.8235054,cover=4601864
- 11:[Area5<0.557224929] yes=23,no=24,missing=24,gain=32.9660568,cover=1835813
- 23:[Pol<63.605114] yes=47,no=48,missing=47,gain=34.6273079,cover=457314
- 47:[LGI5<3.35709596] yes=95,no=96,missing=95,gain=9.18005276,cover=121466
- 95:leaf=-0.000613789889,cover=0
- 96:leaf=0.00155353593,cover=0
- 48:[Curv5<-0.134546712] yes=97,no=98,missing=97,gain=29.047184,cover=335848
- 97:leaf=0.000242622962,cover=0
- 98:leaf=0.00144651462,cover=0
- 24:[Pol<23.2745647] yes=49,no=50,missing=50,gain=68.2695007,cover=1378499
- 49:[Ecc<5.46745825] yes=99,no=100,missing=99,gain=38.6648483,cover=249097
- 99:leaf=0.00141926005,cover=0
- 100:leaf=5.54716171e-05,cover=0
- 50:[Pol<138.971481] yes=101,no=102,missing=101,gain=56.6389313,cover=1129402
- 101:leaf=-0.000785634387,cover=0
- 102:leaf=-7.58833994e-05,cover=0
- 12:[Curv5<-0.168147355] yes=25,no=26,missing=25,gain=40.5603142,cover=2766051
- 25:[PialCurv5<-0.0819871053] yes=51,no=52,missing=51,gain=66.9627075,cover=133660
- 51:[Pol<112.874634] yes=103,no=104,missing=104,gain=21.7601509,cover=112882
- 103:leaf=0.00154781691,cover=0
- 104:leaf=-4.39343376e-06,cover=0
- 52:[PialArea5<0.777740717] yes=105,no=106,missing=105,gain=40.0958405,cover=20778
- 105:leaf=0.000929551374,cover=0
- 106:leaf=0.00538048474,cover=0
- 26:[PialCurv5<-0.107211173] yes=53,no=54,missing=53,gain=40.3761177,cover=2632391
- 53:[PialArea5<0.621054947] yes=107,no=108,missing=108,gain=30.9357491,cover=13220
- 107:leaf=-0.00296458672,cover=0
- 108:leaf=0.00378844561,cover=0
- 54:[LGI5<3.31338549] yes=109,no=110,missing=109,gain=20.5322418,cover=2619171
- 109:leaf=5.905535e-05,cover=0
- 110:leaf=-0.000323433866,cover=0
- 6:[Area5<0.542713821] yes=13,no=14,missing=13,gain=11.5466661,cover=502508
- 13:[Curv5<-0.223784685] yes=27,no=28,missing=28,gain=4.63859844,cover=7887
- 27:[LGI5<2.56467891] yes=55,no=56,missing=55,gain=3.20136356,cover=3935
- 55:[Ecc<1.41371143] yes=111,no=112,missing=111,gain=1.33783317,cover=3172
- 111:leaf=0.00306281657,cover=0
- 112:leaf=0.000898261962,cover=0
- 56:[PialCurv5<-0.0965851992] yes=113,no=114,missing=113,gain=2.71084881,cover=763
- 113:leaf=-0.00121920032,cover=0
- 114:leaf=-0.013872521,cover=0
- 28:[PialCurv5<-0.104861222] yes=57,no=58,missing=57,gain=5.13968468,cover=3952
- 57:[Curv5<-0.171285838] yes=115,no=116,missing=116,gain=4.95699501,cover=2163
- 115:leaf=0.00377560663,cover=0
- 116:leaf=0.00967772771,cover=0
- 58:[Ecc<3.54469991] yes=117,no=118,missing=118,gain=2.71516728,cover=1789
- 117:leaf=0.00252033747,cover=0
- 118:leaf=-0.00194589258,cover=0
- 14:[PialArea5<1.48916721] yes=29,no=30,missing=30,gain=8.67988396,cover=494621
- 29:[Area5<0.924216449] yes=59,no=60,missing=60,gain=9.92589474,cover=454835
- 59:[Pol<45.5953903] yes=119,no=120,missing=119,gain=8.82383919,cover=440594
- 119:leaf=-1.92070347e-05,cover=0
- 120:leaf=0.000428344327,cover=0
- 60:[Ecc<7.90440989] yes=121,no=122,missing=121,gain=7.46934509,cover=14241
- 121:leaf=-0.00229585054,cover=0
- 122:leaf=-5.49361494e-06,cover=0
- 30:[PialCurv5<-0.0426128618] yes=61,no=62,missing=61,gain=6.66297245,cover=39786
- 61:[Curv5<-0.0943295062] yes=123,no=124,missing=124,gain=18.2199001,cover=38883
- 123:leaf=0.000851006189,cover=0
- 124:leaf=0.00743155926,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=125,gain=2.33426261,cover=903
- 125:leaf=-0.000644926797,cover=0
- 126:leaf=-0.00573358312,cover=0
-booster[231]:
-0:[LGI5<2.23211861] yes=1,no=2,missing=2,gain=15.0850487,cover=5124388
- 1:[Area5<0.641697526] yes=3,no=4,missing=3,gain=10.748292,cover=140393
- 3:[Pol<69.6327286] yes=7,no=8,missing=7,gain=10.6970787,cover=84164
- 7:[Ecc<3.94116735] yes=15,no=16,missing=15,gain=4.16822147,cover=24309
- 15:[PialArea5<1.21550834] yes=31,no=32,missing=32,gain=2.74604177,cover=23250
- 31:[Ecc<1.68457866] yes=63,no=64,missing=63,gain=3.39635229,cover=21740
- 63:leaf=-0.000503145449,cover=0
- 64:leaf=0.000787476951,cover=0
- 32:[Ecc<2.31110334] yes=65,no=66,missing=65,gain=5.19656134,cover=1510
- 65:leaf=0.00398439309,cover=0
- 66:leaf=-0.00259040436,cover=0
- 16:[PialArea5<0.89536339] yes=33,no=34,missing=33,gain=3.33594275,cover=1059
- 33:[PialCurv5<-0.210138425] yes=67,no=68,missing=68,gain=2.29477501,cover=774
- 67:leaf=0.0115590012,cover=0
- 68:leaf=-0.00523100328,cover=0
- 34:[Pol<62.799984] yes=69,no=70,missing=70,gain=1.73785996,cover=285
- 69:leaf=-0.000318411418,cover=0
- 70:leaf=0.00971134566,cover=0
- 8:[PialArea5<0.702764034] yes=17,no=18,missing=17,gain=11.7215996,cover=59855
- 17:[PialCurv5<-0.0748331472] yes=35,no=36,missing=35,gain=8.19060135,cover=23123
- 35:[Area5<0.44435063] yes=71,no=72,missing=71,gain=5.43564939,cover=4167
- 71:leaf=0.000982503989,cover=0
- 72:leaf=-0.002893714,cover=0
- 36:[Curv5<-0.151772231] yes=73,no=74,missing=73,gain=5.70521355,cover=18956
- 73:leaf=0.00606876006,cover=0
- 74:leaf=0.000645241176,cover=0
- 18:[PialCurv5<-0.0715543851] yes=37,no=38,missing=37,gain=14.9729996,cover=36732
- 37:[Sulc0<-0.998678327] yes=75,no=76,missing=75,gain=9.65508842,cover=27765
- 75:leaf=-0.000423642428,cover=0
- 76:leaf=0.00174200058,cover=0
- 38:[Ecc<1.31300318] yes=77,no=78,missing=77,gain=6.36136246,cover=8967
- 77:leaf=0.00217998843,cover=0
- 78:leaf=0.00484586833,cover=0
- 4:[Ecc<0.567370772] yes=9,no=10,missing=9,gain=11.5967293,cover=56229
- 9:[Sulc0<-0.0862998366] yes=19,no=20,missing=20,gain=4.62828541,cover=6447
- 19:[Curv5<-0.108295463] yes=39,no=40,missing=39,gain=5.02011681,cover=6243
- 39:[MidArea5<0.724402428] yes=79,no=80,missing=80,gain=4.48292637,cover=1984
- 79:leaf=0.0142121511,cover=0
- 80:leaf=-0.000264506292,cover=0
- 40:[LGI5<2.22170687] yes=81,no=82,missing=81,gain=5.2021122,cover=4259
- 81:leaf=0.00388555788,cover=0
- 82:leaf=-0.00115321029,cover=0
- 20:[Curv5<0.162240714] yes=41,no=42,missing=41,gain=1.58751082,cover=204
- 41:[Area5<0.69896996] yes=83,no=84,missing=83,gain=0.441542625,cover=117
- 83:leaf=-0.0127094314,cover=0
- 84:leaf=-0.00633993233,cover=0
- 42:[LGI5<2.21018219] yes=85,no=86,missing=85,gain=0.585078597,cover=87
- 85:leaf=0.00174986571,cover=0
- 86:leaf=-0.00834311545,cover=0
- 10:[LGI5<2.13090348] yes=21,no=22,missing=21,gain=8.11646271,cover=49782
- 21:[PialArea5<0.931472182] yes=43,no=44,missing=43,gain=4.83164835,cover=6996
- 43:[Ecc<2.6675415] yes=87,no=88,missing=87,gain=6.42563725,cover=5049
- 87:leaf=0.00406592246,cover=0
- 88:leaf=0.000483882672,cover=0
- 44:[Ecc<1.31300318] yes=89,no=90,missing=89,gain=3.45012045,cover=1947
- 89:leaf=-0.00548683526,cover=0
- 90:leaf=0.000129519103,cover=0
- 22:[LGI5<2.21018219] yes=45,no=46,missing=45,gain=12.5052338,cover=42786
- 45:[Pol<152.827332] yes=91,no=92,missing=92,gain=13.2642546,cover=27687
- 91:leaf=-0.0014970114,cover=0
- 92:leaf=0.00250664609,cover=0
- 46:[Area5<0.924216449] yes=93,no=94,missing=93,gain=9.01525879,cover=15099
- 93:leaf=0.000756992435,cover=0
- 94:leaf=-0.0100640161,cover=0
- 2:[LGI5<3.94193578] yes=5,no=6,missing=6,gain=14.5702724,cover=4983995
- 5:[Sulc0<-0.720188618] yes=11,no=12,missing=11,gain=14.8995123,cover=4963978
- 11:[Curv5<-0.188354567] yes=23,no=24,missing=23,gain=25.9386425,cover=928713
- 23:[LGI5<3.34776258] yes=47,no=48,missing=48,gain=19.5642357,cover=638036
- 47:[PialArea5<1.03340518] yes=95,no=96,missing=95,gain=12.934288,cover=579357
- 95:leaf=-0.000641874038,cover=0
- 96:leaf=-0.000156026101,cover=0
- 48:[Ecc<19.4699688] yes=97,no=98,missing=98,gain=4.07023001,cover=58679
- 97:leaf=0.000145254118,cover=0
- 98:leaf=0.00098787935,cover=0
- 24:[PialCurv5<-0.135003537] yes=49,no=50,missing=49,gain=69.4350891,cover=290677
- 49:[Curv5<-0.156904668] yes=99,no=100,missing=99,gain=12.1648483,cover=8203
- 99:leaf=0.00374742947,cover=0
- 100:leaf=0.00848710071,cover=0
- 50:[Pol<23.2745647] yes=101,no=102,missing=101,gain=22.2459965,cover=282474
- 101:leaf=0.000939792895,cover=0
- 102:leaf=-0.000155801186,cover=0
- 12:[Curv5<-0.245563462] yes=25,no=26,missing=25,gain=35.3903236,cover=4035265
- 25:[PialCurv5<-0.132898524] yes=51,no=52,missing=51,gain=43.9889336,cover=179966
- 51:[Pol<146.864227] yes=103,no=104,missing=104,gain=20.9890709,cover=123065
- 103:leaf=0.000659931859,cover=0
- 104:leaf=-0.000714446825,cover=0
- 52:[MidArea5<0.725911021] yes=105,no=106,missing=105,gain=26.6265106,cover=56901
- 105:leaf=0.000759697054,cover=0
- 106:leaf=0.00292356103,cover=0
- 26:[PialCurv5<-0.164281175] yes=53,no=54,missing=53,gain=43.9711533,cover=3855299
- 53:[Ecc<23.1745358] yes=107,no=108,missing=107,gain=10.1671448,cover=6912
- 107:leaf=0.00489267241,cover=0
- 108:leaf=-6.64597101e-05,cover=0
- 54:[Pol<142.520569] yes=109,no=110,missing=109,gain=34.0653725,cover=3848387
- 109:leaf=-7.63175412e-05,cover=0
- 110:leaf=0.000308935967,cover=0
- 6:[Ecc<26.874506] yes=13,no=14,missing=13,gain=13.4167318,cover=20017
- 13:[PialCurv5<-0.08490628] yes=27,no=28,missing=28,gain=10.2973156,cover=12716
- 27:[Area5<0.734195113] yes=55,no=56,missing=55,gain=2.81569862,cover=4239
- 55:[Pol<73.3354874] yes=111,no=112,missing=111,gain=1.5386014,cover=3398
- 111:leaf=-0.00110934814,cover=0
- 112:leaf=0.00110818376,cover=0
- 56:[PialArea5<1.31770575] yes=113,no=114,missing=113,gain=2.75824237,cover=841
- 113:leaf=-0.00347288558,cover=0
- 114:leaf=0.0117328921,cover=0
- 28:[Pol<89.1530609] yes=57,no=58,missing=57,gain=9.08228683,cover=8477
- 57:[PialArea5<0.971235156] yes=115,no=116,missing=115,gain=11.6716537,cover=3125
- 115:leaf=-0.00636799634,cover=0
- 116:leaf=0.00511340937,cover=0
- 58:[Ecc<15.5679035] yes=117,no=118,missing=117,gain=9.14280415,cover=5352
- 117:leaf=0.00133745407,cover=0
- 118:leaf=-0.00333924452,cover=0
- 14:[Pol<141.801834] yes=29,no=30,missing=29,gain=4.460711,cover=7301
- 29:[Sulc0<0.551384151] yes=59,no=60,missing=59,gain=7.52192926,cover=5414
- 59:[PialCurv5<-0.153030112] yes=119,no=120,missing=119,gain=3.40576744,cover=3146
- 119:leaf=0.0131206531,cover=0
- 120:leaf=-0.00214243145,cover=0
- 60:[MidArea5<0.894251287] yes=121,no=122,missing=122,gain=5.04113197,cover=2268
- 121:leaf=0.00130899064,cover=0
- 122:leaf=0.0128476694,cover=0
- 30:[Sulc0<0.218763664] yes=61,no=62,missing=61,gain=3.29023075,cover=1887
- 61:[PialCurv5<-0.0555995218] yes=123,no=124,missing=123,gain=4.99424696,cover=1601
- 123:leaf=0.00177818572,cover=0
- 124:leaf=0.00837370288,cover=0
- 62:[Curv5<0.0534323379] yes=125,no=126,missing=125,gain=2.36737609,cover=286
- 125:leaf=-0.00458761491,cover=0
- 126:leaf=0.00729378546,cover=0
-booster[232]:
-0:[Curv5<0.245671451] yes=1,no=2,missing=1,gain=14.7266388,cover=5124388
- 1:[PialArea5<0.355263293] yes=3,no=4,missing=3,gain=21.4416618,cover=5084355
- 3:[Sulc0<0.40262419] yes=7,no=8,missing=7,gain=22.0173664,cover=235012
- 7:[PialCurv5<0.010724308] yes=15,no=16,missing=16,gain=11.0157852,cover=28116
- 15:[Area5<0.59157455] yes=31,no=32,missing=31,gain=2.15436077,cover=1741
- 31:[Sulc0<0.118391842] yes=63,no=64,missing=63,gain=2.51316404,cover=1040
- 63:leaf=-0.00194431399,cover=0
- 64:leaf=-0.00737817539,cover=0
- 32:[LGI5<2.25075769] yes=65,no=66,missing=65,gain=1.51406145,cover=701
- 65:leaf=-0.00751764327,cover=0
- 66:leaf=0.000787338242,cover=0
- 16:[Pol<86.7064972] yes=33,no=34,missing=33,gain=9.86312866,cover=26375
- 33:[Ecc<1.79549146] yes=67,no=68,missing=68,gain=4.04657936,cover=3333
- 67:leaf=0.000867297116,cover=0
- 68:leaf=0.00540038524,cover=0
- 34:[Area5<0.672473609] yes=69,no=70,missing=69,gain=8.60782433,cover=23042
- 69:leaf=0.00122688664,cover=0
- 70:leaf=0.00376455742,cover=0
- 8:[Pol<104.929901] yes=17,no=18,missing=17,gain=17.4967422,cover=206896
- 17:[Pol<90.361351] yes=35,no=36,missing=35,gain=24.9275246,cover=159110
- 35:[Ecc<8.48579407] yes=71,no=72,missing=71,gain=13.3924885,cover=51788
- 71:leaf=0.00324974372,cover=0
- 72:leaf=0.000664418039,cover=0
- 36:[Area5<0.749596059] yes=73,no=74,missing=74,gain=10.4315605,cover=107322
- 73:leaf=-0.000541015761,cover=0
- 74:leaf=0.00122607825,cover=0
- 18:[Ecc<7.59607029] yes=37,no=38,missing=38,gain=8.29323959,cover=47786
- 37:[Sulc0<0.574602425] yes=75,no=76,missing=75,gain=5.5957427,cover=16501
- 75:leaf=0.001423351,cover=0
- 76:leaf=-0.000481154508,cover=0
- 38:[Ecc<15.7955055] yes=77,no=78,missing=77,gain=14.1523399,cover=31285
- 77:leaf=0.00289415824,cover=0
- 78:leaf=0.000730357948,cover=0
- 4:[Ecc<23.9349174] yes=9,no=10,missing=9,gain=17.4915638,cover=4849343
- 9:[LGI5<3.29043651] yes=19,no=20,missing=19,gain=36.0624237,cover=4115200
- 19:[Ecc<9.38688755] yes=39,no=40,missing=39,gain=56.6230049,cover=3733487
- 39:[Area5<0.864337862] yes=79,no=80,missing=80,gain=22.1270008,cover=2868338
- 79:leaf=-1.54297995e-05,cover=0
- 80:leaf=-0.00106620172,cover=0
- 40:[Sulc0<-0.522449493] yes=81,no=82,missing=81,gain=64.4711151,cover=865149
- 81:leaf=-0.000359803991,cover=0
- 82:leaf=0.000664043007,cover=0
- 20:[Area5<0.646843374] yes=41,no=42,missing=41,gain=28.6345139,cover=381713
- 41:[Curv5<0.0554658733] yes=83,no=84,missing=84,gain=24.680542,cover=97412
- 83:leaf=0.000587003015,cover=0
- 84:leaf=-0.00192322803,cover=0
- 42:[Sulc0<-0.540693521] yes=85,no=86,missing=85,gain=23.1780014,cover=284301
- 85:leaf=2.40615354e-05,cover=0
- 86:leaf=-0.000975969713,cover=0
- 10:[LGI5<3.26095963] yes=21,no=22,missing=21,gain=35.1885109,cover=734143
- 21:[Sulc0<0.29007864] yes=43,no=44,missing=43,gain=29.0681305,cover=400456
- 43:[PialCurv5<-0.0529128574] yes=87,no=88,missing=88,gain=46.0777359,cover=231871
- 87:leaf=-0.000384626357,cover=0
- 88:leaf=-0.00184894633,cover=0
- 44:[Pol<121.948479] yes=89,no=90,missing=89,gain=85.7604141,cover=168585
- 89:leaf=-0.000621122424,cover=0
- 90:leaf=0.00219391077,cover=0
- 22:[PialCurv5<0.122354448] yes=45,no=46,missing=45,gain=17.1397095,cover=333687
- 45:[PialArea5<0.621054947] yes=91,no=92,missing=91,gain=13.9074049,cover=251510
- 91:leaf=0.00150388817,cover=0
- 92:leaf=0.000225364332,cover=0
- 46:[Pol<136.792099] yes=93,no=94,missing=93,gain=37.5363007,cover=82177
- 93:leaf=-0.000708949228,cover=0
- 94:leaf=0.00466059987,cover=0
- 2:[PialArea5<0.301675379] yes=5,no=6,missing=5,gain=3.20185184,cover=40033
- 5:[Sulc0<-0.202991232] yes=11,no=12,missing=12,gain=3.17909431,cover=16410
- 11:[LGI5<2.40363431] yes=23,no=24,missing=23,gain=1.38469076,cover=112
- 23:[Pol<90.361351] yes=47,no=48,missing=48,gain=0.505318165,cover=54
- 47:[Area5<0.57817024] yes=95,no=96,missing=95,gain=0.0484856367,cover=15
- 95:leaf=0.0112890722,cover=0
- 96:leaf=0.00361437327,cover=0
- 48:[PialArea5<0.281252682] yes=97,no=98,missing=98,gain=0.23934342,cover=39
- 97:leaf=0.00184003229,cover=0
- 98:leaf=-0.00622185087,cover=0
- 24:[PialArea5<0.281252682] yes=49,no=50,missing=49,gain=0.341085434,cover=58
- 49:[Pol<172.695618] yes=99,no=100,missing=99,gain=0.248206615,cover=38
- 99:leaf=0.0125079406,cover=0
- 100:leaf=0.00326444511,cover=0
- 50:[Area5<0.504816413] yes=101,no=102,missing=101,gain=0.109023094,cover=20
- 101:leaf=0.00122514076,cover=0
- 102:leaf=0.0194602143,cover=0
- 12:[LGI5<2.28518939] yes=25,no=26,missing=26,gain=2.20728064,cover=16298
- 25:[Pol<106.604004] yes=51,no=52,missing=51,gain=2.75336504,cover=1276
- 51:[Area5<0.607942343] yes=103,no=104,missing=103,gain=2.04777837,cover=906
- 103:leaf=0.00148208649,cover=0
- 104:leaf=0.00672144908,cover=0
- 52:[PialCurv5<0.409174502] yes=105,no=106,missing=105,gain=0.415706277,cover=370
- 105:leaf=-0.000543469156,cover=0
- 106:leaf=-0.00390170887,cover=0
- 26:[Ecc<3.73767829] yes=53,no=54,missing=53,gain=2.17542219,cover=15022
- 53:[Area5<0.529385149] yes=107,no=108,missing=107,gain=5.4977603,cover=4703
- 107:leaf=-0.00598208746,cover=0
- 108:leaf=-0.000879331783,cover=0
- 54:[Sulc0<0.0214736983] yes=109,no=110,missing=109,gain=6.00003624,cover=10319
- 109:leaf=0.0125426976,cover=0
- 110:leaf=-0.000353156793,cover=0
- 6:[PialArea5<0.524996102] yes=13,no=14,missing=13,gain=3.58955765,cover=23623
- 13:[Ecc<6.16403294] yes=27,no=28,missing=28,gain=2.73637199,cover=23162
- 27:[Ecc<3.35458159] yes=55,no=56,missing=56,gain=3.00973082,cover=16749
- 55:[Area5<0.529385149] yes=111,no=112,missing=111,gain=2.48302555,cover=9683
- 111:leaf=-0.00609114021,cover=0
- 112:leaf=-0.00150598283,cover=0
- 56:[Sulc0<-0.137935251] yes=113,no=114,missing=113,gain=2.8337574,cover=7066
- 113:leaf=0.00722965831,cover=0
- 114:leaf=-0.000426546991,cover=0
- 28:[Area5<0.827407002] yes=57,no=58,missing=58,gain=2.45291519,cover=6413
- 57:[Area5<0.702883124] yes=115,no=116,missing=115,gain=2.61414051,cover=6353
- 115:leaf=-0.00252280827,cover=0
- 116:leaf=0.000954389281,cover=0
- 58:[Area5<0.894858658] yes=117,no=118,missing=117,gain=0.697290182,cover=60
- 117:leaf=-0.0147831608,cover=0
- 118:leaf=-0.000802725088,cover=0
- 14:[Ecc<7.85193825] yes=29,no=30,missing=29,gain=1.40108907,cover=461
- 29:[LGI5<2.72552347] yes=59,no=60,missing=59,gain=0.810805321,cover=357
- 59:[MidArea5<0.776906967] yes=119,no=120,missing=120,gain=0.75054425,cover=277
- 119:leaf=-0.00090194674,cover=0
- 120:leaf=0.00608698279,cover=0
- 60:[PialCurv5<0.275165707] yes=121,no=122,missing=121,gain=0.293311596,cover=80
- 121:leaf=0.00302257831,cover=0
- 122:leaf=0.00916026253,cover=0
- 30:[PialCurv5<0.154069737] yes=61,no=62,missing=61,gain=1.44549799,cover=104
- 61:[PialArea5<0.584843099] yes=123,no=124,missing=123,gain=0.172608376,cover=42
- 123:leaf=0.018687997,cover=0
- 124:leaf=0.0109630199,cover=0
- 62:[Area5<0.596935391] yes=125,no=126,missing=125,gain=0.62085855,cover=62
- 125:leaf=0.0172202457,cover=0
- 126:leaf=0.0013913255,cover=0
-booster[233]:
-0:[Curv5<-0.297558427] yes=1,no=2,missing=2,gain=14.6797791,cover=5124388
- 1:[Area5<0.613672853] yes=3,no=4,missing=3,gain=15.7777729,cover=140394
- 3:[PialArea5<0.721636832] yes=7,no=8,missing=7,gain=7.35060549,cover=99171
- 7:[Ecc<11.5171156] yes=15,no=16,missing=15,gain=4.1585741,cover=32895
- 15:[PialCurv5<-0.0680129603] yes=31,no=32,missing=32,gain=2.73467636,cover=19990
- 31:[LGI5<2.41354537] yes=63,no=64,missing=63,gain=2.84882021,cover=19594
- 63:leaf=-0.00107478152,cover=0
- 64:leaf=0.000399731944,cover=0
- 32:[Curv5<-0.350989401] yes=65,no=66,missing=65,gain=4.82900524,cover=396
- 65:leaf=-0.00737240491,cover=0
- 66:leaf=0.00517206034,cover=0
- 16:[LGI5<3.20360112] yes=33,no=34,missing=33,gain=3.1738205,cover=12905
- 33:[Area5<0.509397149] yes=67,no=68,missing=67,gain=3.57914925,cover=7617
- 67:leaf=-0.000700956269,cover=0
- 68:leaf=-0.00286898832,cover=0
- 34:[Ecc<28.2834949] yes=69,no=70,missing=69,gain=3.12817407,cover=5288
- 69:leaf=-0.000919322018,cover=0
- 70:leaf=0.00186752342,cover=0
- 8:[Sulc0<-0.516633809] yes=17,no=18,missing=17,gain=12.1913977,cover=66276
- 17:[Curv5<-0.350989401] yes=35,no=36,missing=35,gain=5.09807444,cover=57798
- 35:[Pol<148.336472] yes=71,no=72,missing=72,gain=2.3866415,cover=10907
- 71:leaf=0.00163234735,cover=0
- 72:leaf=-2.93255234e-05,cover=0
- 36:[PialCurv5<-0.14160423] yes=73,no=74,missing=73,gain=7.72061253,cover=46891
- 73:leaf=-0.000362993887,cover=0
- 74:leaf=0.00118012901,cover=0
- 18:[Sulc0<-0.047846999] yes=37,no=38,missing=37,gain=4.86318398,cover=8478
- 37:[PialCurv5<-0.156767949] yes=75,no=76,missing=75,gain=3.24107742,cover=7989
- 75:leaf=0.000919351296,cover=0
- 76:leaf=0.00293391454,cover=0
- 38:[LGI5<2.51969218] yes=77,no=78,missing=77,gain=4.113904,cover=489
- 77:leaf=0.0272958316,cover=0
- 78:leaf=0.00601810589,cover=0
- 4:[PialCurv5<-0.149745584] yes=9,no=10,missing=9,gain=5.81154442,cover=41223
- 9:[PialArea5<1.16911256] yes=19,no=20,missing=19,gain=6.89404774,cover=31020
- 19:[Curv5<-0.39144522] yes=39,no=40,missing=40,gain=5.80990219,cover=28141
- 39:[Ecc<3.03937531] yes=79,no=80,missing=79,gain=5.8389473,cover=2917
- 79:leaf=0.013378446,cover=0
- 80:leaf=0.00283749425,cover=0
- 40:[LGI5<2.56078315] yes=81,no=82,missing=82,gain=4.17897129,cover=25224
- 81:leaf=0.00241918489,cover=0
- 82:leaf=0.000692396367,cover=0
- 20:[LGI5<2.90190363] yes=41,no=42,missing=41,gain=2.20608234,cover=2879
- 41:[Area5<0.822840035] yes=83,no=84,missing=84,gain=1.95966339,cover=2023
- 83:leaf=-0.000970364548,cover=0
- 84:leaf=0.0041423426,cover=0
- 42:[PialCurv5<-0.181738108] yes=85,no=86,missing=85,gain=0.693830967,cover=856
- 85:leaf=-0.00513605634,cover=0
- 86:leaf=-0.00224706787,cover=0
- 10:[Sulc0<0.32645905] yes=21,no=22,missing=22,gain=4.10442734,cover=10203
- 21:[PialCurv5<-0.0441194475] yes=43,no=44,missing=43,gain=3.22641945,cover=10156
- 43:[Area5<0.656552851] yes=87,no=88,missing=87,gain=3.26700211,cover=9953
- 87:leaf=0.00157867919,cover=0
- 88:leaf=0.00339640188,cover=0
- 44:[Pol<32.323391] yes=89,no=90,missing=89,gain=2.45055294,cover=203
- 89:leaf=0.00350408512,cover=0
- 90:leaf=-0.00789146405,cover=0
- 22:[Pol<82.2009888] yes=45,no=46,missing=45,gain=0.915473461,cover=47
- 45:[Ecc<19.4699688] yes=91,no=92,missing=92,gain=0.109840155,cover=16
- 91:leaf=-0.00259302254,cover=0
- 92:leaf=-0.0226803515,cover=0
- 46:[MidArea5<0.621293068] yes=93,no=94,missing=94,gain=0.861841321,cover=31
- 93:leaf=-0.0161455404,cover=0
- 94:leaf=0.00037506441,cover=0
- 2:[PialCurv5<-0.190801308] yes=5,no=6,missing=6,gain=16.3110008,cover=4983994
- 5:[Curv5<-0.272521824] yes=11,no=12,missing=12,gain=8.34933662,cover=8571
- 11:[PialCurv5<-0.210138425] yes=23,no=24,missing=23,gain=2.64862776,cover=3972
- 23:[Area5<0.56946665] yes=47,no=48,missing=47,gain=2.20957017,cover=1193
- 47:[Sulc0<-0.528458416] yes=95,no=96,missing=96,gain=1.11271358,cover=282
- 95:leaf=0.000922640145,cover=0
- 96:leaf=-0.00561752683,cover=0
- 48:[PialArea5<1.48916721] yes=97,no=98,missing=98,gain=1.09671783,cover=911
- 97:leaf=0.00383062358,cover=0
- 98:leaf=-0.0128595727,cover=0
- 24:[Pol<52.7894325] yes=49,no=50,missing=49,gain=2.31044531,cover=2779
- 49:[Sulc0<-0.401674598] yes=99,no=100,missing=99,gain=0.874720514,cover=1361
- 99:leaf=0.000933580508,cover=0
- 100:leaf=0.0101959622,cover=0
- 50:[Pol<104.929901] yes=101,no=102,missing=101,gain=1.29362118,cover=1418
- 101:leaf=-0.00440065423,cover=0
- 102:leaf=-0.000903850072,cover=0
- 12:[Curv5<-0.0881721899] yes=25,no=26,missing=26,gain=8.66122818,cover=4599
- 25:[MidArea5<0.65496558] yes=51,no=52,missing=51,gain=4.87652588,cover=4405
- 51:[Ecc<4.60336304] yes=103,no=104,missing=104,gain=2.94630098,cover=1048
- 103:leaf=0.00512836827,cover=0
- 104:leaf=-0.000646562898,cover=0
- 52:[Ecc<2.02168798] yes=105,no=106,missing=105,gain=4.43462753,cover=3357
- 105:leaf=0.0118032573,cover=0
- 106:leaf=0.00451288,cover=0
- 26:[Ecc<0.999059319] yes=53,no=54,missing=54,gain=4.26962042,cover=194
- 53:[Curv5<-0.0860676765] yes=107,no=108,missing=107,gain=0.328705549,cover=10
- 107:leaf=0.0034208179,cover=0
- 108:leaf=0.0277788695,cover=0
- 54:[Pol<171.401581] yes=109,no=110,missing=109,gain=3.06661844,cover=184
- 109:leaf=-0.010117664,cover=0
- 110:leaf=0.0161367618,cover=0
- 6:[Area5<0.420677572] yes=13,no=14,missing=14,gain=16.1623745,cover=4975423
- 13:[Curv5<-0.0620335713] yes=27,no=28,missing=27,gain=4.96732903,cover=48199
- 27:[Ecc<0.353712648] yes=55,no=56,missing=55,gain=5.0541172,cover=46650
- 55:[Curv5<-0.183827445] yes=111,no=112,missing=111,gain=1.46472788,cover=986
- 111:leaf=-0.0037299376,cover=0
- 112:leaf=0.000598910847,cover=0
- 56:[PialArea5<1.00196755] yes=113,no=114,missing=113,gain=4.55335617,cover=45664
- 113:leaf=0.000991889159,cover=0
- 114:leaf=0.00458798883,cover=0
- 28:[Pol<40.9012032] yes=57,no=58,missing=57,gain=4.87082481,cover=1549
- 57:[Curv5<0.0554658733] yes=115,no=116,missing=115,gain=1.73900461,cover=70
- 115:leaf=-0.0197596382,cover=0
- 116:leaf=-0.00248298165,cover=0
- 58:[LGI5<2.13090348] yes=117,no=118,missing=117,gain=2.69705486,cover=1479
- 117:leaf=-0.0182656702,cover=0
- 118:leaf=-0.00100720569,cover=0
- 14:[Curv5<-0.0343657099] yes=29,no=30,missing=29,gain=18.0269299,cover=4927224
- 29:[PialArea5<0.643814564] yes=59,no=60,missing=59,gain=61.5597916,cover=2629189
- 59:[Pol<138.971481] yes=119,no=120,missing=119,gain=16.1299286,cover=93877
- 119:leaf=-0.00174583402,cover=0
- 120:leaf=-0.00022058282,cover=0
- 60:[Area5<0.619086087] yes=121,no=122,missing=121,gain=46.4936218,cover=2535312
- 121:leaf=0.000243912102,cover=0
- 122:leaf=-0.000215662876,cover=0
- 30:[PialCurv5<-0.0114707183] yes=61,no=62,missing=61,gain=168.734039,cover=2298035
- 61:[PialArea5<0.844099998] yes=123,no=124,missing=124,gain=98.1269073,cover=119818
- 123:leaf=0.000947138702,cover=0
- 124:leaf=0.00404543383,cover=0
- 62:[Curv5<-0.00141534733] yes=125,no=126,missing=125,gain=37.4947701,cover=2178217
- 125:leaf=-0.000672405586,cover=0
- 126:leaf=4.18190139e-05,cover=0
-booster[234]:
-0:[PialArea5<1.39628088] yes=1,no=2,missing=1,gain=14.2732525,cover=5124388
- 1:[Sulc0<-1.08640325] yes=3,no=4,missing=3,gain=14.7948885,cover=5044321
- 3:[Area5<0.695070922] yes=7,no=8,missing=7,gain=11.6170101,cover=109290
- 7:[PialCurv5<-0.0819871053] yes=15,no=16,missing=16,gain=4.86708069,cover=88372
- 15:[Pol<148.336472] yes=31,no=32,missing=31,gain=4.05271912,cover=86556
- 31:[Pol<93.9093552] yes=63,no=64,missing=63,gain=4.20593262,cover=60466
- 63:leaf=-0.00073052285,cover=0
- 64:leaf=0.000448807841,cover=0
- 32:[Curv5<-0.218969986] yes=65,no=66,missing=65,gain=5.51231766,cover=26090
- 65:leaf=-0.000927056768,cover=0
- 66:leaf=-0.00270719524,cover=0
- 16:[LGI5<2.25958419] yes=33,no=34,missing=34,gain=5.4350462,cover=1816
- 33:[Pol<148.336472] yes=67,no=68,missing=67,gain=3.21441889,cover=480
- 67:leaf=0.00287315319,cover=0
- 68:leaf=-0.00858258735,cover=0
- 34:[PialArea5<0.856611013] yes=69,no=70,missing=70,gain=6.7640419,cover=1336
- 69:leaf=0.00498005375,cover=0
- 70:leaf=-0.00629640138,cover=0
- 8:[Ecc<1.3629595] yes=17,no=18,missing=17,gain=5.56684971,cover=20918
- 17:[LGI5<2.29656005] yes=35,no=36,missing=35,gain=2.43349576,cover=1656
- 35:[Curv5<-0.39144522] yes=71,no=72,missing=71,gain=1.51847887,cover=366
- 71:leaf=0.0216074791,cover=0
- 72:leaf=-0.00626249472,cover=0
- 36:[LGI5<2.3969903] yes=73,no=74,missing=73,gain=2.64013767,cover=1290
- 73:leaf=0.00120225828,cover=0
- 74:leaf=-0.00333905104,cover=0
- 18:[LGI5<2.67457628] yes=37,no=38,missing=37,gain=4.51475239,cover=19262
- 37:[Curv5<-0.138079464] yes=75,no=76,missing=76,gain=4.14772606,cover=7193
- 75:leaf=0.00188611203,cover=0
- 76:leaf=-0.00623166468,cover=0
- 38:[Curv5<-0.150053754] yes=77,no=78,missing=77,gain=7.83744049,cover=12069
- 77:leaf=-4.2713109e-05,cover=0
- 78:leaf=0.0099628251,cover=0
- 4:[Curv5<-0.275784403] yes=9,no=10,missing=9,gain=18.0317192,cover=4935031
- 9:[MidArea5<0.710933506] yes=19,no=20,missing=19,gain=25.3496037,cover=208642
- 19:[Sulc0<-0.632113814] yes=39,no=40,missing=39,gain=7.51057673,cover=110785
- 39:[Curv5<-0.319950402] yes=79,no=80,missing=79,gain=5.64493227,cover=67989
- 79:leaf=0.000201517527,cover=0
- 80:leaf=-0.000739708834,cover=0
- 40:[Ecc<19.4699688] yes=81,no=82,missing=81,gain=7.78863478,cover=42796
- 81:leaf=0.000880488602,cover=0
- 82:leaf=-0.000619581318,cover=0
- 20:[PialCurv5<-0.137075767] yes=41,no=42,missing=42,gain=20.944912,cover=97857
- 41:[Curv5<-0.350989401] yes=83,no=84,missing=83,gain=8.65443325,cover=75463
- 83:leaf=0.00222750544,cover=0
- 84:leaf=0.000464213605,cover=0
- 42:[Sulc0<-0.644343197] yes=85,no=86,missing=86,gain=10.7409477,cover=22394
- 85:leaf=0.001558566,cover=0
- 86:leaf=0.00383487693,cover=0
- 10:[PialCurv5<-0.175695807] yes=21,no=22,missing=22,gain=30.6428566,cover=4726389
- 21:[Curv5<-0.234010845] yes=43,no=44,missing=44,gain=19.5486355,cover=13555
- 43:[Area5<0.644818127] yes=87,no=88,missing=87,gain=4.49564838,cover=9702
- 87:leaf=0.000154031339,cover=0
- 88:leaf=0.00231154519,cover=0
- 44:[MidArea5<0.648438752] yes=89,no=90,missing=90,gain=12.9657059,cover=3853
- 89:leaf=0.000607358932,cover=0
- 90:leaf=0.0071355449,cover=0
- 22:[LGI5<2.36851335] yes=45,no=46,missing=45,gain=17.5100536,cover=4712834
- 45:[Ecc<6.22534323] yes=91,no=92,missing=92,gain=17.110508,cover=575097
- 91:leaf=0.000317628321,cover=0
- 92:leaf=-0.000657935103,cover=0
- 46:[Sulc0<-0.481185079] yes=93,no=94,missing=93,gain=27.8451996,cover=4137737
- 93:leaf=-0.00026886203,cover=0
- 94:leaf=2.04377793e-05,cover=0
- 2:[Curv5<-0.207981065] yes=5,no=6,missing=5,gain=5.27352715,cover=80067
- 5:[PialCurv5<-0.111886919] yes=11,no=12,missing=12,gain=5.18174648,cover=23490
- 11:[Area5<0.839165807] yes=23,no=24,missing=23,gain=3.12936211,cover=18957
- 23:[Pol<151.353775] yes=47,no=48,missing=48,gain=4.45195198,cover=14360
- 47:[Area5<0.621834755] yes=95,no=96,missing=95,gain=4.33279181,cover=12397
- 95:leaf=0.00263761892,cover=0
- 96:leaf=-0.00063624332,cover=0
- 48:[Curv5<-0.228820562] yes=97,no=98,missing=97,gain=1.84866047,cover=1963
- 97:leaf=-0.00431647385,cover=0
- 98:leaf=-0.0012358214,cover=0
- 24:[LGI5<2.66988635] yes=49,no=50,missing=49,gain=3.16547966,cover=4597
- 49:[Sulc0<-0.864702106] yes=99,no=100,missing=99,gain=2.88004351,cover=1594
- 99:leaf=0.00472597172,cover=0
- 100:leaf=0.000475981651,cover=0
- 50:[PialCurv5<-0.148241684] yes=101,no=102,missing=101,gain=1.44186842,cover=3003
- 101:leaf=-0.00192384131,cover=0
- 102:leaf=0.000525716867,cover=0
- 12:[Sulc0<-0.828605771] yes=25,no=26,missing=26,gain=4.57707453,cover=4533
- 25:[Area5<0.894858658] yes=51,no=52,missing=52,gain=3.26663709,cover=2973
- 51:[Pol<13.2006302] yes=103,no=104,missing=103,gain=2.70433307,cover=2870
- 103:leaf=-0.00263854093,cover=0
- 104:leaf=0.000949118868,cover=0
- 52:[Pol<47.409153] yes=105,no=106,missing=106,gain=2.32108164,cover=103
- 105:leaf=0.00494351471,cover=0
- 106:leaf=0.0227719471,cover=0
- 26:[PialCurv5<-0.0133872591] yes=53,no=54,missing=53,gain=1.95000362,cover=1560
- 53:[PialCurv5<-0.0555995218] yes=107,no=108,missing=108,gain=1.4780817,cover=1551
- 107:leaf=0.00367930532,cover=0
- 108:leaf=0.015726408,cover=0
- 54:[Pol<168.718765] yes=109,no=110,missing=109,gain=0.0201557875,cover=9
- 109:leaf=-0.0193124469,cover=0
- 110:leaf=-0.0045877099,cover=0
- 6:[Ecc<2.54464626] yes=13,no=14,missing=13,gain=8.63511467,cover=56577
- 13:[Pol<124.735107] yes=27,no=28,missing=27,gain=10.3442059,cover=10725
- 27:[LGI5<2.58096433] yes=55,no=56,missing=55,gain=7.38474655,cover=9563
- 55:[Curv5<-0.155295327] yes=111,no=112,missing=112,gain=8.26166916,cover=8831
- 111:leaf=0.00192629953,cover=0
- 112:leaf=0.00506613078,cover=0
- 56:[PialCurv5<-0.0923183635] yes=113,no=114,missing=113,gain=5.16847134,cover=732
- 113:leaf=0.000498704845,cover=0
- 114:leaf=-0.0089117391,cover=0
- 28:[LGI5<2.46263766] yes=57,no=58,missing=57,gain=5.19176197,cover=1162
- 57:[Ecc<1.79549146] yes=115,no=116,missing=116,gain=5.29223728,cover=752
- 115:leaf=-0.00366084441,cover=0
- 116:leaf=0.0047419453,cover=0
- 58:[LGI5<2.6558373] yes=117,no=118,missing=118,gain=4.52509308,cover=410
- 117:leaf=-0.00784346461,cover=0
- 118:leaf=0.0185554083,cover=0
- 14:[Pol<148.336472] yes=29,no=30,missing=29,gain=9.62286758,cover=45852
- 29:[Area5<0.612264991] yes=59,no=60,missing=59,gain=7.08625507,cover=36130
- 59:[Curv5<-0.136312515] yes=119,no=120,missing=119,gain=3.94805384,cover=490
- 119:leaf=0.00801534299,cover=0
- 120:leaf=-0.0049086255,cover=0
- 60:[Ecc<5.66086149] yes=121,no=122,missing=121,gain=6.08328247,cover=35640
- 121:leaf=-0.000399728073,cover=0
- 122:leaf=0.000919745944,cover=0
- 30:[PialCurv5<-0.0441194475] yes=61,no=62,missing=61,gain=6.33043575,cover=9722
- 61:[Curv5<-0.12365336] yes=123,no=124,missing=123,gain=12.0320892,cover=9448
- 123:leaf=0.0013326843,cover=0
- 124:leaf=0.00575182633,cover=0
- 62:[Curv5<-0.117843308] yes=125,no=126,missing=126,gain=2.64649034,cover=274
- 125:leaf=0.0101107704,cover=0
- 126:leaf=-0.00698641688,cover=0
-booster[235]:
-0:[PialArea5<1.06921077] yes=1,no=2,missing=1,gain=14.0467949,cover=5124388
- 1:[Sulc0<-0.745069146] yes=3,no=4,missing=3,gain=19.1180134,cover=4417969
- 3:[PialCurv5<-0.076943703] yes=7,no=8,missing=7,gain=29.6383915,cover=591743
- 7:[Area5<0.521939099] yes=15,no=16,missing=16,gain=16.4495773,cover=537832
- 15:[PialArea5<0.764178395] yes=31,no=32,missing=31,gain=9.97485924,cover=154381
- 31:[Ecc<2.6675415] yes=63,no=64,missing=63,gain=7.6064992,cover=37953
- 63:leaf=-0.00125886127,cover=0
- 64:leaf=0.000184242133,cover=0
- 32:[Sulc0<-0.903383076] yes=65,no=66,missing=65,gain=5.73399925,cover=116428
- 65:leaf=-4.33892092e-05,cover=0
- 66:leaf=0.000667225278,cover=0
- 16:[Pol<29.3809395] yes=33,no=34,missing=34,gain=25.2951355,cover=383451
- 33:[Ecc<1.31300318] yes=67,no=68,missing=68,gain=25.2277164,cover=125618
- 67:leaf=-0.0019773317,cover=0
- 68:leaf=0.000251415535,cover=0
- 34:[Curv5<-0.292340577] yes=69,no=70,missing=70,gain=15.7332687,cover=257833
- 69:leaf=0.000285211747,cover=0
- 70:leaf=-0.0010003947,cover=0
- 8:[Ecc<6.10119486] yes=17,no=18,missing=17,gain=16.2127438,cover=53911
- 17:[Curv5<-0.141545609] yes=35,no=36,missing=36,gain=16.4526825,cover=45791
- 35:[Area5<0.542713821] yes=71,no=72,missing=71,gain=10.3071938,cover=12765
- 71:leaf=0.000806195021,cover=0
- 72:leaf=0.00377036491,cover=0
- 36:[Pol<18.1680222] yes=73,no=74,missing=74,gain=9.76114845,cover=33026
- 73:leaf=0.00344966585,cover=0
- 74:leaf=0.000337387057,cover=0
- 18:[Area5<0.655598104] yes=37,no=38,missing=37,gain=8.75283051,cover=8120
- 37:[Pol<171.401581] yes=75,no=76,missing=76,gain=7.78928947,cover=3066
- 75:leaf=-0.00494658994,cover=0
- 76:leaf=0.000619693135,cover=0
- 38:[Curv5<-0.228820562] yes=77,no=78,missing=77,gain=3.00447226,cover=5054
- 77:leaf=-0.00715595623,cover=0
- 78:leaf=0.000246679265,cover=0
- 4:[Curv5<-0.269494504] yes=9,no=10,missing=9,gain=25.4010315,cover=3826226
- 9:[PialCurv5<-0.145424455] yes=19,no=20,missing=19,gain=21.2845058,cover=107645
- 19:[Pol<143.959366] yes=39,no=40,missing=40,gain=10.6657639,cover=68520
- 39:[MidArea5<0.73508203] yes=79,no=80,missing=80,gain=9.2038393,cover=44578
- 79:leaf=0.000259531749,cover=0
- 80:leaf=0.00188682659,cover=0
- 40:[PialCurv5<-0.159167215] yes=81,no=82,missing=81,gain=3.45952153,cover=23942
- 81:leaf=-0.00105860631,cover=0
- 82:leaf=0.000201038827,cover=0
- 20:[PialArea5<0.628734469] yes=41,no=42,missing=42,gain=14.2514229,cover=39125
- 41:[Curv5<-0.350989401] yes=83,no=84,missing=83,gain=3.49329352,cover=3794
- 83:leaf=-0.00307494286,cover=0
- 84:leaf=2.19233516e-05,cover=0
- 42:[Sulc0<-0.439186513] yes=85,no=86,missing=85,gain=13.9046936,cover=35331
- 85:leaf=0.00134565984,cover=0
- 86:leaf=0.00349298841,cover=0
- 10:[Pol<176.117172] yes=21,no=22,missing=22,gain=26.0454636,cover=3718581
- 21:[LGI5<3.56741142] yes=43,no=44,missing=43,gain=23.1777134,cover=3633410
- 43:[Sulc0<-0.101085678] yes=87,no=88,missing=87,gain=24.8536587,cover=3457883
- 87:leaf=-0.000160194613,cover=0
- 88:leaf=0.000110652116,cover=0
- 44:[Pol<50.1003532] yes=89,no=90,missing=90,gain=19.5145378,cover=175527
- 89:leaf=0.00043846984,cover=0
- 90:leaf=-0.000863550056,cover=0
- 22:[Ecc<1.10530448] yes=45,no=46,missing=46,gain=17.3426762,cover=85171
- 45:[Ecc<0.406764686] yes=91,no=92,missing=91,gain=1.4264822,cover=9123
- 91:leaf=-0.000141037468,cover=0
- 92:leaf=-0.00157519605,cover=0
- 46:[Sulc0<0.0372688323] yes=93,no=94,missing=93,gain=13.0633545,cover=76048
- 93:leaf=0.00131118693,cover=0
- 94:leaf=-0.000913712487,cover=0
- 2:[Area5<0.542713821] yes=5,no=6,missing=5,gain=9.85333538,cover=706419
- 5:[Curv5<-0.220549613] yes=11,no=12,missing=12,gain=5.17260265,cover=15511
- 11:[LGI5<2.56467891] yes=23,no=24,missing=24,gain=2.19113088,cover=8444
- 23:[Area5<0.404548973] yes=47,no=48,missing=47,gain=1.81037474,cover=6643
- 47:[MidArea5<0.71843493] yes=95,no=96,missing=95,gain=0.504331589,cover=106
- 95:leaf=0.019763492,cover=0
- 96:leaf=0.00643254817,cover=0
- 48:[Pol<66.6374893] yes=97,no=98,missing=97,gain=1.76046824,cover=6537
- 97:leaf=4.60164893e-06,cover=0
- 98:leaf=0.00165783789,cover=0
- 24:[PialCurv5<-0.104861222] yes=49,no=50,missing=50,gain=2.83304644,cover=1801
- 49:[Curv5<-0.26661092] yes=99,no=100,missing=99,gain=2.46751976,cover=1624
- 99:leaf=-0.00257185358,cover=0
- 100:leaf=0.00137774856,cover=0
- 50:[LGI5<2.71502113] yes=101,no=102,missing=101,gain=1.64732552,cover=177
- 101:leaf=-0.0102606211,cover=0
- 102:leaf=2.12556233e-06,cover=0
- 12:[Ecc<22.4429302] yes=25,no=26,missing=25,gain=4.98583412,cover=7067
- 25:[Ecc<0.513775289] yes=51,no=52,missing=52,gain=4.99058533,cover=7056
- 51:[Sulc0<-0.808473051] yes=103,no=104,missing=103,gain=1.31950974,cover=535
- 103:leaf=-0.00109919498,cover=0
- 104:leaf=-0.00810109638,cover=0
- 52:[PialCurv5<-0.0789950639] yes=105,no=106,missing=105,gain=3.84822273,cover=6521
- 105:leaf=0.00332346745,cover=0
- 106:leaf=-0.000491913117,cover=0
- 26:[Ecc<38.0136108] yes=53,no=54,missing=53,gain=1.00737238,cover=11
- 53:leaf=-0.0362430029,cover=0
- 54:leaf=0.00177725556,cover=0
- 6:[Area5<0.987501919] yes=13,no=14,missing=14,gain=8.78952026,cover=690908
- 13:[MidArea5<1.21578133] yes=27,no=28,missing=27,gain=14.1737089,cover=679764
- 27:[Pol<42.7478409] yes=55,no=56,missing=55,gain=9.11710548,cover=667093
- 55:[PialCurv5<-0.072655201] yes=107,no=108,missing=108,gain=9.23095608,cover=297972
- 107:leaf=7.87390527e-05,cover=0
- 108:leaf=-0.000716340612,cover=0
- 56:[Sulc0<-0.528458416] yes=109,no=110,missing=109,gain=15.2600155,cover=369121
- 109:leaf=8.63248933e-05,cover=0
- 110:leaf=0.000749371131,cover=0
- 28:[Area5<0.72514528] yes=57,no=58,missing=58,gain=6.06367302,cover=12671
- 57:[Sulc0<-1.02305627] yes=111,no=112,missing=112,gain=5.70261955,cover=1206
- 111:leaf=0.000658197852,cover=0
- 112:leaf=0.00781449955,cover=0
- 58:[Ecc<2.97906685] yes=113,no=114,missing=113,gain=4.08459091,cover=11465
- 113:leaf=0.00337057048,cover=0
- 114:leaf=0.00102655683,cover=0
- 14:[LGI5<3.09872246] yes=29,no=30,missing=29,gain=6.59657431,cover=11144
- 29:[PialCurv5<-0.0487009101] yes=59,no=60,missing=59,gain=5.63597584,cover=7907
- 59:[Pol<166.64444] yes=115,no=116,missing=115,gain=4.86180973,cover=5342
- 115:leaf=-0.00148274191,cover=0
- 116:leaf=0.00439273706,cover=0
- 60:[LGI5<2.3865335] yes=117,no=118,missing=117,gain=11.3037729,cover=2565
- 117:leaf=0.000360057486,cover=0
- 118:leaf=-0.00649194652,cover=0
- 30:[Sulc0<0.443755656] yes=61,no=62,missing=61,gain=3.61997509,cover=3237
- 61:[Ecc<30.959959] yes=119,no=120,missing=120,gain=3.48889017,cover=3121
- 119:leaf=0.00117295433,cover=0
- 120:leaf=-0.00308808289,cover=0
- 62:[LGI5<3.4634192] yes=121,no=122,missing=121,gain=6.42342043,cover=116
- 121:leaf=-0.00010609693,cover=0
- 122:leaf=0.0238773227,cover=0
-booster[236]:
-0:[Pol<5.08026028] yes=1,no=2,missing=2,gain=13.8158216,cover=5124388
- 1:[PialCurv5<0.0877920389] yes=3,no=4,missing=3,gain=13.0315809,cover=120099
- 3:[Curv5<-0.16496937] yes=7,no=8,missing=7,gain=7.22364807,cover=115940
- 7:[Ecc<1.96654522] yes=15,no=16,missing=16,gain=5.03283215,cover=67482
- 15:[Ecc<1.10530448] yes=31,no=32,missing=31,gain=0.98744607,cover=4656
- 31:[Area5<0.630444467] yes=63,no=64,missing=63,gain=0.737927198,cover=2071
- 63:leaf=-0.00146537425,cover=0
- 64:leaf=-0.00350118731,cover=0
- 32:[Sulc0<-1.05304158] yes=65,no=66,missing=65,gain=1.56803524,cover=2585
- 65:leaf=-0.00298382691,cover=0
- 66:leaf=7.2588964e-06,cover=0
- 16:[Area5<0.720017433] yes=33,no=34,missing=33,gain=6.14789534,cover=62826
- 33:[LGI5<3.14439583] yes=67,no=68,missing=67,gain=5.53965282,cover=43558
- 67:leaf=0.00110473635,cover=0
- 68:leaf=-0.000133163558,cover=0
- 34:[Ecc<14.0810061] yes=69,no=70,missing=70,gain=3.88232017,cover=19268
- 69:leaf=-0.000960374833,cover=0
- 70:leaf=0.000469433464,cover=0
- 8:[PialCurv5<-0.106427588] yes=17,no=18,missing=17,gain=15.6324749,cover=48458
- 17:[PialCurv5<-0.171137348] yes=35,no=36,missing=35,gain=4.24964142,cover=3628
- 35:[Ecc<11.0302963] yes=71,no=72,missing=71,gain=3.01959419,cover=62
- 71:leaf=0.0260199104,cover=0
- 72:leaf=0.00348721817,cover=0
- 36:[MidArea5<0.94823128] yes=73,no=74,missing=73,gain=4.24266052,cover=3566
- 73:leaf=0.00512798596,cover=0
- 74:leaf=0.00133110222,cover=0
- 18:[Area5<0.610838115] yes=37,no=38,missing=38,gain=10.7464476,cover=44830
- 37:[MidArea5<0.595963955] yes=75,no=76,missing=75,gain=7.49889135,cover=2831
- 75:leaf=-0.00800756365,cover=0
- 76:leaf=-0.0010129516,cover=0
- 38:[LGI5<2.6558373] yes=77,no=78,missing=78,gain=7.93540573,cover=41999
- 77:leaf=0.00263305707,cover=0
- 78:leaf=0.000743627199,cover=0
- 4:[Ecc<27.327179] yes=9,no=10,missing=9,gain=13.233305,cover=4159
- 9:[Sulc0<-0.152423486] yes=19,no=20,missing=19,gain=5.3686657,cover=3739
- 19:[Curv5<0.099404186] yes=39,no=40,missing=39,gain=3.30337191,cover=2433
- 39:[PialCurv5<0.315450013] yes=79,no=80,missing=79,gain=8.59964466,cover=1651
- 79:leaf=-0.00329258107,cover=0
- 80:leaf=0.0486845337,cover=0
- 40:[Ecc<8.11897564] yes=81,no=82,missing=81,gain=2.59191823,cover=782
- 81:leaf=0.00593072502,cover=0
- 82:leaf=-0.00074338651,cover=0
- 20:[LGI5<3.55025291] yes=41,no=42,missing=41,gain=4.94949532,cover=1306
- 41:[Curv5<0.107059956] yes=83,no=84,missing=83,gain=5.68524551,cover=1206
- 83:leaf=-0.00981915556,cover=0
- 84:leaf=-0.00292912661,cover=0
- 42:[Sulc0<0.0214736983] yes=85,no=86,missing=85,gain=2.15052915,cover=100
- 85:leaf=-0.000520447677,cover=0
- 86:leaf=0.0147052854,cover=0
- 10:[Sulc0<0.423605621] yes=21,no=22,missing=21,gain=3.1588068,cover=420
- 21:[Curv5<0.0974604636] yes=43,no=44,missing=43,gain=5.07527637,cover=134
- 43:[PialArea5<0.507580996] yes=87,no=88,missing=88,gain=0.890115738,cover=64
- 87:leaf=0.0145432325,cover=0
- 88:leaf=-0.000528455887,cover=0
- 44:[LGI5<3.37729335] yes=89,no=90,missing=89,gain=2.93710136,cover=70
- 89:leaf=0.0289934706,cover=0
- 90:leaf=0.00712125888,cover=0
- 22:[MidArea5<0.623027146] yes=45,no=46,missing=45,gain=0.826494217,cover=286
- 45:[LGI5<2.71502113] yes=91,no=92,missing=91,gain=0.692975998,cover=212
- 91:leaf=0.0119907083,cover=0
- 92:leaf=0.00362345926,cover=0
- 46:[PialCurv5<0.178517133] yes=93,no=94,missing=93,gain=0.745087802,cover=74
- 93:leaf=0.0043328735,cover=0
- 94:leaf=-0.00566011528,cover=0
- 2:[Ecc<17.2700901] yes=5,no=6,missing=6,gain=16.3478851,cover=5004289
- 5:[Ecc<9.88196182] yes=11,no=12,missing=11,gain=28.9016361,cover=3839161
- 11:[Curv5<-0.00402251538] yes=23,no=24,missing=23,gain=22.8324509,cover=3070573
- 23:[PialArea5<0.742050111] yes=47,no=48,missing=47,gain=60.8236618,cover=1984700
- 47:[Area5<0.598585367] yes=95,no=96,missing=95,gain=57.3563309,cover=307226
- 95:leaf=-0.000235760046,cover=0
- 96:leaf=-0.00163826346,cover=0
- 48:[Area5<0.659308732] yes=97,no=98,missing=97,gain=32.038456,cover=1677474
- 97:leaf=0.000198102716,cover=0
- 98:leaf=-0.000239144312,cover=0
- 24:[Pol<63.605114] yes=49,no=50,missing=49,gain=119.939751,cover=1085873
- 49:[Area5<0.702101529] yes=99,no=100,missing=99,gain=71.3828888,cover=33721
- 99:leaf=0.00103391334,cover=0
- 100:leaf=0.00566431833,cover=0
- 50:[PialCurv5<0.0218105931] yes=101,no=102,missing=101,gain=31.233099,cover=1052152
- 101:leaf=0.00102311617,cover=0
- 102:leaf=-1.79091967e-05,cover=0
- 12:[Pol<61.2046547] yes=25,no=26,missing=25,gain=70.7490234,cover=768588
- 25:[PialCurv5<-0.0931780562] yes=51,no=52,missing=52,gain=30.1380882,cover=158729
- 51:[Curv5<-0.125495523] yes=103,no=104,missing=103,gain=19.6869831,cover=89892
- 103:leaf=-0.000152802153,cover=0
- 104:leaf=0.0042830999,cover=0
- 52:[Ecc<13.3064203] yes=105,no=106,missing=105,gain=27.9804115,cover=68837
- 105:leaf=-0.00241936161,cover=0
- 106:leaf=-0.000403221988,cover=0
- 26:[Pol<82.8478928] yes=53,no=54,missing=53,gain=83.0042343,cover=609859
- 53:[PialCurv5<0.0447484925] yes=107,no=108,missing=107,gain=106.303955,cover=88888
- 107:leaf=0.00432944065,cover=0
- 108:leaf=0.000702158955,cover=0
- 54:[PialArea5<0.795950115] yes=109,no=110,missing=109,gain=43.3613358,cover=520971
- 109:leaf=-1.59552274e-05,cover=0
- 110:leaf=0.000943322317,cover=0
- 6:[Area5<0.894858658] yes=13,no=14,missing=13,gain=20.2467613,cover=1165128
- 13:[LGI5<2.91823459] yes=27,no=28,missing=28,gain=14.6771545,cover=1147847
- 27:[Ecc<25.1292973] yes=55,no=56,missing=55,gain=76.437088,cover=152728
- 55:[Pol<39.0368156] yes=111,no=112,missing=111,gain=30.2519989,cover=65019
- 111:leaf=-0.000879780389,cover=0
- 112:leaf=0.00203158474,cover=0
- 56:[Pol<62.799984] yes=113,no=114,missing=113,gain=25.9587631,cover=87709
- 113:leaf=-0.00167474244,cover=0
- 114:leaf=5.72217759e-05,cover=0
- 28:[Pol<80.2322083] yes=57,no=58,missing=58,gain=23.258873,cover=995119
- 57:[PialCurv5<0.0666604191] yes=115,no=116,missing=115,gain=57.8602486,cover=419926
- 115:leaf=0.000427804625,cover=0
- 116:leaf=-0.000815359585,cover=0
- 58:[Ecc<25.981123] yes=117,no=118,missing=117,gain=80.5882797,cover=575193
- 117:leaf=-0.00111144257,cover=0
- 118:leaf=7.48879029e-05,cover=0
- 14:[Curv5<0.081820026] yes=29,no=30,missing=30,gain=9.04864883,cover=17281
- 29:[Ecc<25.1292973] yes=59,no=60,missing=59,gain=4.81041479,cover=11158
- 59:[LGI5<2.75211287] yes=119,no=120,missing=119,gain=5.88391256,cover=4191
- 119:leaf=-0.0131547321,cover=0
- 120:leaf=0.00224382454,cover=0
- 60:[PialArea5<0.767178178] yes=121,no=122,missing=121,gain=2.6365931,cover=6967
- 121:leaf=0.00345323421,cover=0
- 122:leaf=-0.0003945223,cover=0
- 30:[MidArea5<1.07671547] yes=61,no=62,missing=62,gain=8.9600029,cover=6123
- 61:[Pol<102.778297] yes=123,no=124,missing=123,gain=6.04432106,cover=5880
- 123:leaf=0.00190930243,cover=0
- 124:leaf=0.00602809992,cover=0
- 62:[LGI5<3.03694534] yes=125,no=126,missing=125,gain=3.00653839,cover=243
- 125:leaf=0.0214334633,cover=0
- 126:leaf=0.0089376485,cover=0
-booster[237]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=1,gain=13.6104908,cover=5124388
- 1:[LGI5<2.87999082] yes=3,no=4,missing=4,gain=6.9992466,cover=40033
- 3:[Sulc0<0.624357879] yes=7,no=8,missing=8,gain=6.72260809,cover=23298
- 7:[Area5<0.554568231] yes=15,no=16,missing=15,gain=7.20229721,cover=6787
- 15:[Pol<95.6227875] yes=31,no=32,missing=31,gain=2.58695841,cover=1445
- 31:[Curv5<0.0257103238] yes=63,no=64,missing=64,gain=2.2795372,cover=181
- 63:leaf=-0.0114174914,cover=0
- 64:leaf=0.00611713016,cover=0
- 32:[Curv5<0.266060919] yes=65,no=66,missing=65,gain=1.53007412,cover=1264
- 65:leaf=1.24993339e-05,cover=0
- 66:leaf=-0.00358611904,cover=0
- 16:[Ecc<9.75650311] yes=33,no=34,missing=33,gain=5.61376572,cover=5342
- 33:[Area5<0.653711498] yes=67,no=68,missing=67,gain=3.66493607,cover=5077
- 67:leaf=0.00225703395,cover=0
- 68:leaf=0.00570857665,cover=0
- 34:[Curv5<0.22365725] yes=69,no=70,missing=69,gain=0.876235962,cover=265
- 69:leaf=-0.00236183871,cover=0
- 70:leaf=-0.00834544655,cover=0
- 8:[Pol<71.8249207] yes=17,no=18,missing=18,gain=5.7855134,cover=16511
- 17:[MidArea5<0.421422303] yes=35,no=36,missing=35,gain=2.32223797,cover=225
- 35:[Area5<0.587948382] yes=71,no=72,missing=71,gain=2.07444334,cover=116
- 71:leaf=0.00667436421,cover=0
- 72:leaf=0.0202602129,cover=0
- 36:[Area5<0.751858592] yes=73,no=74,missing=73,gain=1.11111593,cover=109
- 73:leaf=0.000798800495,cover=0
- 74:leaf=0.0175594799,cover=0
- 18:[Curv5<0.107059956] yes=37,no=38,missing=37,gain=3.62184072,cover=16286
- 37:[LGI5<2.77389717] yes=75,no=76,missing=75,gain=4.15077209,cover=148
- 75:leaf=-0.0156001821,cover=0
- 76:leaf=0.00115941593,cover=0
- 38:[PialCurv5<0.141046807] yes=77,no=78,missing=77,gain=3.39667416,cover=16138
- 77:leaf=0.00358006172,cover=0
- 78:leaf=-0.000363073923,cover=0
- 4:[Area5<0.698189139] yes=9,no=10,missing=10,gain=4.70301056,cover=16735
- 9:[Ecc<16.5318356] yes=19,no=20,missing=20,gain=3.02815056,cover=14092
- 19:[Sulc0<1.02827847] yes=39,no=40,missing=39,gain=4.26890373,cover=5072
- 39:[Curv5<0.124281213] yes=79,no=80,missing=79,gain=2.48459625,cover=4152
- 79:leaf=0.00846466981,cover=0
- 80:leaf=0.00272107334,cover=0
- 40:[LGI5<3.42912889] yes=81,no=82,missing=81,gain=3.41317272,cover=920
- 81:leaf=-0.00170493778,cover=0
- 82:leaf=0.00910264533,cover=0
- 20:[Sulc0<0.762988985] yes=41,no=42,missing=41,gain=4.03721523,cover=9020
- 41:[Ecc<30.4150848] yes=83,no=84,missing=83,gain=2.12192297,cover=1074
- 83:leaf=-0.00330391945,cover=0
- 84:leaf=0.00197054748,cover=0
- 42:[LGI5<3.62495422] yes=85,no=86,missing=85,gain=2.57450104,cover=7946
- 85:leaf=0.00143703271,cover=0
- 86:leaf=-0.00191142026,cover=0
- 10:[MidArea5<0.468026847] yes=21,no=22,missing=21,gain=5.47796345,cover=2643
- 21:[Sulc0<0.762988985] yes=43,no=44,missing=44,gain=1.40022087,cover=407
- 43:[LGI5<2.94529939] yes=87,no=88,missing=87,gain=0.321775317,cover=24
- 87:leaf=0.00451258197,cover=0
- 88:leaf=-0.00696882233,cover=0
- 44:[MidArea5<0.439916283] yes=89,no=90,missing=89,gain=0.951483727,cover=383
- 89:leaf=0.0188987665,cover=0
- 90:leaf=0.00897507276,cover=0
- 22:[Ecc<38.0136108] yes=45,no=46,missing=45,gain=2.07817411,cover=2236
- 45:[PialCurv5<0.394910008] yes=91,no=92,missing=91,gain=2.80833244,cover=1611
- 91:leaf=0.00489993719,cover=0
- 92:leaf=0.000234303487,cover=0
- 46:[LGI5<2.95653391] yes=93,no=94,missing=94,gain=0.847558796,cover=625
- 93:leaf=0.00519939605,cover=0
- 94:leaf=-0.000465515826,cover=0
- 2:[PialCurv5<0.362132162] yes=5,no=6,missing=5,gain=16.9768677,cover=5084355
- 5:[PialArea5<0.432214499] yes=11,no=12,missing=11,gain=22.2735977,cover=4942291
- 11:[Area5<0.691153347] yes=23,no=24,missing=23,gain=36.1925125,cover=430051
- 23:[Area5<0.596935391] yes=47,no=48,missing=48,gain=19.7753811,cover=262475
- 47:[PialCurv5<-0.00763805071] yes=95,no=96,missing=96,gain=9.00379753,cover=45036
- 95:leaf=-0.00322191836,cover=0
- 96:leaf=-0.000745927973,cover=0
- 48:[Sulc0<0.110320561] yes=97,no=98,missing=97,gain=20.5766602,cover=217439
- 97:leaf=0.00157922402,cover=0
- 98:leaf=1.3964197e-05,cover=0
- 24:[Sulc0<0.41245693] yes=49,no=50,missing=49,gain=27.9824524,cover=167576
- 49:[Curv5<0.0407969989] yes=99,no=100,missing=100,gain=17.4351349,cover=18922
- 99:leaf=-0.0090239346,cover=0
- 100:leaf=0.00293316413,cover=0
- 50:[Pol<108.184875] yes=101,no=102,missing=101,gain=18.6082153,cover=148654
- 101:leaf=0.000423690741,cover=0
- 102:leaf=0.0018452917,cover=0
- 12:[Curv5<0.0955092236] yes=25,no=26,missing=25,gain=30.6968193,cover=4512240
- 25:[Sulc0<0.495946974] yes=51,no=52,missing=51,gain=49.7993469,cover=3990446
- 51:[Pol<114.432869] yes=103,no=104,missing=103,gain=28.7121353,cover=3829034
- 103:leaf=0.000113295675,cover=0
- 104:leaf=-0.00016138918,cover=0
- 52:[Ecc<38.7725143] yes=105,no=106,missing=105,gain=29.2741241,cover=161412
- 105:leaf=0.00128512445,cover=0
- 106:leaf=-0.0002450787,cover=0
- 26:[Area5<0.818724692] yes=53,no=54,missing=53,gain=33.4685364,cover=521794
- 53:[Sulc0<0.433680743] yes=107,no=108,missing=108,gain=35.0578957,cover=487551
- 107:leaf=-0.000146673119,cover=0
- 108:leaf=-0.00101312308,cover=0
- 54:[Area5<0.987501919] yes=109,no=110,missing=110,gain=8.96786118,cover=34243
- 109:leaf=0.000806697761,cover=0
- 110:leaf=0.00317564025,cover=0
- 6:[Sulc0<0.586347759] yes=13,no=14,missing=13,gain=11.278511,cover=142064
- 13:[Curv5<-0.104371414] yes=27,no=28,missing=27,gain=5.35874605,cover=50784
- 27:[Pol<40.9012032] yes=55,no=56,missing=55,gain=5.13943434,cover=71
- 55:[Curv5<-0.254102558] yes=111,no=112,missing=112,gain=0.0615243912,cover=35
- 111:leaf=0.0216034371,cover=0
- 112:leaf=0.0312787369,cover=0
- 56:[Sulc0<0.134837523] yes=113,no=114,missing=113,gain=0.0921237022,cover=36
- 113:leaf=-0.00411330396,cover=0
- 114:leaf=0.00167856028,cover=0
- 28:[Sulc0<-0.0637059584] yes=57,no=58,missing=57,gain=4.49444628,cover=50713
- 57:[PialCurv5<0.493508637] yes=115,no=116,missing=115,gain=4.72942829,cover=4023
- 115:leaf=0.000809455407,cover=0
- 116:leaf=0.00519372476,cover=0
- 58:[Curv5<0.186949074] yes=117,no=118,missing=117,gain=3.41493106,cover=46690
- 117:leaf=0.000475162495,cover=0
- 118:leaf=-0.000420620199,cover=0
- 14:[Ecc<24.3269672] yes=29,no=30,missing=29,gain=4.56730461,cover=91280
- 29:[Sulc0<1.02827847] yes=59,no=60,missing=60,gain=8.43707848,cover=65457
- 59:[PialArea5<0.567627013] yes=119,no=120,missing=119,gain=5.1905899,cover=56292
- 119:leaf=-0.000903739245,cover=0
- 120:leaf=0.00619109906,cover=0
- 60:[Ecc<13.1181517] yes=121,no=122,missing=121,gain=5.83389854,cover=9165
- 121:leaf=-0.00355639937,cover=0
- 122:leaf=-0.000990370172,cover=0
- 30:[Area5<0.613672853] yes=61,no=62,missing=61,gain=6.48471069,cover=25823
- 61:[Curv5<0.183586344] yes=123,no=124,missing=123,gain=3.63657475,cover=1754
- 123:leaf=-0.00713168085,cover=0
- 124:leaf=-0.00191289582,cover=0
- 62:[LGI5<3.74316525] yes=125,no=126,missing=125,gain=4.05799055,cover=24069
- 125:leaf=-0.000240515597,cover=0
- 126:leaf=0.00291933655,cover=0
-booster[238]:
-0:[PialArea5<0.931472182] yes=1,no=2,missing=2,gain=13.2935238,cover=5124388
- 1:[MidArea5<0.795349479] yes=3,no=4,missing=3,gain=24.5728054,cover=3651638
- 3:[Area5<0.774986684] yes=7,no=8,missing=7,gain=50.9048195,cover=3378778
- 7:[PialArea5<0.831580997] yes=15,no=16,missing=15,gain=23.1869736,cover=3189092
- 15:[MidArea5<0.73508203] yes=31,no=32,missing=31,gain=25.7096081,cover=2658457
- 31:[Area5<0.720865786] yes=63,no=64,missing=63,gain=43.9404602,cover=2425696
- 63:leaf=-0.000167962251,cover=0
- 64:leaf=0.000405226194,cover=0
- 32:[Pol<114.966316] yes=65,no=66,missing=66,gain=28.0578918,cover=232761
- 65:leaf=-0.000128304804,cover=0
- 66:leaf=-0.00123207667,cover=0
- 16:[Pol<57.0350037] yes=33,no=34,missing=33,gain=45.0093613,cover=530635
- 33:[Ecc<6.64552498] yes=67,no=68,missing=67,gain=19.1772652,cover=154514
- 67:leaf=0.000165422636,cover=0
- 68:leaf=-0.000960222736,cover=0
- 34:[Sulc0<-0.413983464] yes=69,no=70,missing=70,gain=57.2113876,cover=376121
- 69:leaf=6.13989469e-05,cover=0
- 70:leaf=0.00133748201,cover=0
- 8:[Pol<47.409153] yes=17,no=18,missing=17,gain=25.8967323,cover=189686
- 17:[LGI5<2.69470191] yes=35,no=36,missing=35,gain=9.85059738,cover=10475
- 35:[Ecc<2.97906685] yes=71,no=72,missing=72,gain=21.6019878,cover=838
- 71:leaf=-0.00132056815,cover=0
- 72:leaf=0.015017922,cover=0
- 36:[LGI5<3.35709596] yes=73,no=74,missing=74,gain=8.48014069,cover=9637
- 73:leaf=0.00168550073,cover=0
- 74:leaf=0.00482151052,cover=0
- 18:[PialArea5<0.70906347] yes=37,no=38,missing=37,gain=26.5118217,cover=179211
- 37:[Curv5<0.122410901] yes=75,no=76,missing=75,gain=21.3080864,cover=144956
- 75:leaf=0.00157598814,cover=0
- 76:leaf=0.000361801882,cover=0
- 38:[LGI5<3.40779543] yes=77,no=78,missing=77,gain=6.0489893,cover=34255
- 77:leaf=-0.000361232931,cover=0
- 78:leaf=-0.00238206447,cover=0
- 4:[PialCurv5<-0.11422696] yes=9,no=10,missing=9,gain=16.4293346,cover=272860
- 9:[Curv5<-0.171285838] yes=19,no=20,missing=19,gain=16.6670799,cover=28919
- 19:[Sulc0<-0.383002371] yes=39,no=40,missing=39,gain=4.5863905,cover=26129
- 39:[LGI5<2.46263766] yes=79,no=80,missing=79,gain=4.88996029,cover=21276
- 79:leaf=0.00240886654,cover=0
- 80:leaf=-0.000319093175,cover=0
- 40:[Pol<147.599014] yes=81,no=82,missing=81,gain=5.65119886,cover=4853
- 81:leaf=0.00311898929,cover=0
- 82:leaf=-0.000319868093,cover=0
- 20:[Curv5<-0.024997253] yes=41,no=42,missing=42,gain=7.57544327,cover=2790
- 41:[Area5<0.792350233] yes=83,no=84,missing=83,gain=5.6841774,cover=2772
- 83:leaf=0.00545594143,cover=0
- 84:leaf=0.000363454892,cover=0
- 42:[Area5<0.799647689] yes=85,no=86,missing=85,gain=7.02139568,cover=18
- 85:leaf=0.0516682081,cover=0
- 86:leaf=-0.0190783143,cover=0
- 10:[PialArea5<0.756055057] yes=21,no=22,missing=22,gain=16.9547577,cover=243941
- 21:[MidArea5<0.907176316] yes=43,no=44,missing=43,gain=4.4588089,cover=6936
- 43:[Sulc0<-0.0172607526] yes=87,no=88,missing=87,gain=3.88586712,cover=5985
- 87:leaf=-0.0011022375,cover=0
- 88:leaf=0.00196817401,cover=0
- 44:[Sulc0<-0.469276249] yes=89,no=90,missing=89,gain=2.62161541,cover=951
- 89:leaf=-0.00261997362,cover=0
- 90:leaf=0.00587874465,cover=0
- 22:[Area5<0.740087628] yes=45,no=46,missing=45,gain=17.3950348,cover=237005
- 45:[Sulc0<0.00591620663] yes=91,no=92,missing=92,gain=15.2951021,cover=84465
- 91:leaf=-0.000488306221,cover=0
- 92:leaf=0.00115014962,cover=0
- 46:[Pol<50.1003532] yes=93,no=94,missing=93,gain=23.2735214,cover=152540
- 93:leaf=0.000169307168,cover=0
- 94:leaf=-0.00134866918,cover=0
- 2:[Area5<0.780320704] yes=5,no=6,missing=5,gain=18.9700146,cover=1472750
- 5:[Sulc0<0.0372688323] yes=11,no=12,missing=12,gain=30.526947,cover=1181680
- 11:[Curv5<-0.0390223041] yes=23,no=24,missing=23,gain=18.7372532,cover=1142899
- 23:[Pol<66.6374893] yes=47,no=48,missing=47,gain=16.7675438,cover=1102228
- 47:[Pol<25.2957573] yes=95,no=96,missing=96,gain=18.4048748,cover=557192
- 95:leaf=0.000258898101,cover=0
- 96:leaf=-0.000319406332,cover=0
- 48:[Pol<119.248337] yes=97,no=98,missing=97,gain=44.252037,cover=545036
- 97:leaf=0.00139266334,cover=0
- 98:leaf=0.000137101917,cover=0
- 24:[PialCurv5<-0.0245349593] yes=49,no=50,missing=50,gain=79.3854828,cover=40671
- 49:[Ecc<3.80337262] yes=99,no=100,missing=99,gain=24.4797058,cover=7298
- 99:leaf=0.0111037577,cover=0
- 100:leaf=0.00431962265,cover=0
- 50:[Ecc<18.0513744] yes=101,no=102,missing=102,gain=19.0893593,cover=33373
- 101:leaf=0.000781590585,cover=0
- 102:leaf=-0.00222784933,cover=0
- 12:[Sulc0<0.717745602] yes=25,no=26,missing=26,gain=11.0378494,cover=38781
- 25:[PialCurv5<-0.00763805071] yes=51,no=52,missing=51,gain=9.57694244,cover=38750
- 51:[Curv5<-0.0179657843] yes=103,no=104,missing=103,gain=42.5757828,cover=27270
- 103:leaf=0.00166448613,cover=0
- 104:leaf=0.0114421193,cover=0
- 52:[Pol<74.7525482] yes=105,no=106,missing=105,gain=18.6845608,cover=11480
- 105:leaf=-0.00160190777,cover=0
- 106:leaf=0.0024336162,cover=0
- 26:[PialCurv5<-0.0245349593] yes=53,no=54,missing=54,gain=1.34710789,cover=31
- 53:[Ecc<42.9490852] yes=107,no=108,missing=107,gain=0.119865119,cover=4
- 107:leaf=0.00966404937,cover=0
- 108:leaf=-0.00464710593,cover=0
- 54:[Pol<40.9012032] yes=109,no=110,missing=109,gain=0.313625336,cover=27
- 109:leaf=0.0458749831,cover=0
- 110:leaf=0.0281245299,cover=0
- 6:[PialArea5<1.1133045] yes=13,no=14,missing=13,gain=15.7464218,cover=291070
- 13:[Pol<31.3444195] yes=27,no=28,missing=27,gain=8.42094612,cover=116964
- 27:[Curv5<-0.141545609] yes=55,no=56,missing=56,gain=5.61336088,cover=26219
- 55:[LGI5<2.48283219] yes=111,no=112,missing=112,gain=3.29556179,cover=12751
- 111:leaf=0.0029592542,cover=0
- 112:leaf=-0.000824850809,cover=0
- 56:[PialCurv5<-0.10074953] yes=113,no=114,missing=113,gain=9.26768684,cover=13468
- 113:leaf=0.00700640399,cover=0
- 114:leaf=0.00053999474,cover=0
- 28:[Ecc<5.53207445] yes=57,no=58,missing=57,gain=7.83986473,cover=90745
- 57:[Pol<65.1286774] yes=115,no=116,missing=116,gain=21.2981377,cover=18723
- 115:leaf=0.00129864074,cover=0
- 116:leaf=-0.00273362943,cover=0
- 58:[LGI5<2.92895722] yes=117,no=118,missing=117,gain=8.49834538,cover=72022
- 117:leaf=4.48065475e-05,cover=0
- 118:leaf=-0.00108445238,cover=0
- 14:[Sulc0<-0.998678327] yes=29,no=30,missing=29,gain=7.54593229,cover=174106
- 29:[LGI5<2.41022825] yes=59,no=60,missing=59,gain=3.31410933,cover=14071
- 59:[LGI5<2.19753051] yes=119,no=120,missing=119,gain=3.20009661,cover=2126
- 119:leaf=-0.00487259729,cover=0
- 120:leaf=0.00347257336,cover=0
- 60:[Ecc<1.3629595] yes=121,no=122,missing=121,gain=3.76683688,cover=11945
- 121:leaf=-0.00460479874,cover=0
- 122:leaf=0.0009975672,cover=0
- 30:[Pol<41.8258972] yes=61,no=62,missing=61,gain=8.22012615,cover=160035
- 61:[Ecc<13.3064203] yes=123,no=124,missing=123,gain=10.8566723,cover=78691
- 123:leaf=-0.000792828097,cover=0
- 124:leaf=0.000471878535,cover=0
- 62:[Pol<167.338547] yes=125,no=126,missing=125,gain=11.8074703,cover=81344
- 125:leaf=0.000644529704,cover=0
- 126:leaf=-0.000802753901,cover=0
-booster[239]:
-0:[Area5<0.4695113] yes=1,no=2,missing=2,gain=13.3924131,cover=5124388
- 1:[Sulc0<0.0530014001] yes=3,no=4,missing=4,gain=10.6598511,cover=160410
- 3:[Curv5<-0.188354567] yes=7,no=8,missing=7,gain=11.2057667,cover=154364
- 7:[Ecc<1.57116413] yes=15,no=16,missing=15,gain=9.92703342,cover=108430
- 15:[PialArea5<0.806151748] yes=31,no=32,missing=31,gain=7.85778046,cover=36069
- 31:[PialCurv5<-0.105644517] yes=63,no=64,missing=63,gain=5.32405376,cover=20075
- 63:leaf=-0.00145703473,cover=0
- 64:leaf=0.000689178123,cover=0
- 32:[Ecc<0.406764686] yes=65,no=66,missing=65,gain=3.93878293,cover=15994
- 65:leaf=-0.00210929499,cover=0
- 66:leaf=0.000647605746,cover=0
- 16:[Area5<0.380439579] yes=33,no=34,missing=34,gain=4.75220013,cover=72361
- 33:[Pol<54.5053368] yes=67,no=68,missing=67,gain=3.41599178,cover=10452
- 67:leaf=-0.000710426655,cover=0
- 68:leaf=0.00193431531,cover=0
- 34:[PialArea5<0.584843099] yes=69,no=70,missing=69,gain=5.33233309,cover=61909
- 69:leaf=-0.00139406731,cover=0
- 70:leaf=0.000543028058,cover=0
- 8:[PialCurv5<-0.0114707183] yes=17,no=18,missing=17,gain=5.68052292,cover=45934
- 17:[Sulc0<-0.87967056] yes=35,no=36,missing=36,gain=6.22689629,cover=42722
- 35:[LGI5<2.28518939] yes=71,no=72,missing=71,gain=1.64741576,cover=6749
- 71:leaf=0.00105131371,cover=0
- 72:leaf=-0.000606933376,cover=0
- 36:[Ecc<6.35379457] yes=73,no=74,missing=73,gain=5.24641418,cover=35973
- 73:leaf=0.00188806921,cover=0
- 74:leaf=0.000337349251,cover=0
- 18:[Ecc<6.22534323] yes=37,no=38,missing=37,gain=4.54854727,cover=3212
- 37:[LGI5<2.91823459] yes=75,no=76,missing=75,gain=8.91948318,cover=2592
- 75:leaf=-0.000353217329,cover=0
- 76:leaf=0.0199990235,cover=0
- 38:[Pol<40.9012032] yes=77,no=78,missing=78,gain=5.35305309,cover=620
- 77:leaf=-0.0278510582,cover=0
- 78:leaf=-0.00374838687,cover=0
- 4:[Pol<47.409153] yes=9,no=10,missing=9,gain=5.29088068,cover=6046
- 9:[Curv5<-0.127358407] yes=19,no=20,missing=20,gain=7.91389799,cover=218
- 19:[PialArea5<0.458904862] yes=39,no=40,missing=40,gain=1.00475311,cover=112
- 39:[Curv5<-0.287682682] yes=79,no=80,missing=80,gain=0.242905378,cover=30
- 79:leaf=-0.00011223754,cover=0
- 80:leaf=-0.0102412589,cover=0
- 40:[PialArea5<0.636387587] yes=81,no=82,missing=81,gain=1.07452464,cover=82
- 81:leaf=0.00699661067,cover=0
- 82:leaf=-0.0049162698,cover=0
- 20:[LGI5<3.37729335] yes=41,no=42,missing=41,gain=3.15991116,cover=106
- 41:[Curv5<0.0915888697] yes=83,no=84,missing=83,gain=3.38200378,cover=90
- 83:leaf=-0.0265026297,cover=0
- 84:leaf=0.000970385969,cover=0
- 42:[LGI5<3.44046211] yes=85,no=86,missing=85,gain=0.151808649,cover=16
- 85:leaf=-0.00606256118,cover=0
- 86:leaf=0.00421562372,cover=0
- 10:[Sulc0<0.703387856] yes=21,no=22,missing=21,gain=4.2634182,cover=5828
- 21:[LGI5<2.96780801] yes=43,no=44,missing=43,gain=4.4701128,cover=4990
- 43:[LGI5<2.77389717] yes=87,no=88,missing=87,gain=4.24045992,cover=2592
- 87:leaf=-0.000780713803,cover=0
- 88:leaf=-0.00507469662,cover=0
- 44:[Pol<144.670364] yes=89,no=90,missing=89,gain=4.78664875,cover=2398
- 89:leaf=0.00146271975,cover=0
- 90:leaf=-0.00659833802,cover=0
- 22:[PialArea5<0.355263293] yes=45,no=46,missing=45,gain=6.54051685,cover=838
- 45:[Curv5<0.216179401] yes=91,no=92,missing=92,gain=1.93500566,cover=667
- 91:leaf=-0.00499409344,cover=0
- 92:leaf=0.000388863467,cover=0
- 46:[Ecc<14.694541] yes=93,no=94,missing=93,gain=2.84095001,cover=171
- 93:leaf=0.00218487461,cover=0
- 94:leaf=-0.0159662291,cover=0
- 2:[Ecc<0.406764686] yes=5,no=6,missing=6,gain=15.4139767,cover=4963978
- 5:[Area5<0.683164001] yes=11,no=12,missing=11,gain=29.3753834,cover=75104
- 11:[Pol<157.965515] yes=23,no=24,missing=23,gain=9.80811405,cover=60043
- 23:[PialArea5<0.801087916] yes=47,no=48,missing=47,gain=15.39604,cover=42203
- 47:[Area5<0.617766261] yes=95,no=96,missing=96,gain=10.7580357,cover=17059
- 95:leaf=0.000894141558,cover=0
- 96:leaf=0.00356364856,cover=0
- 48:[PialCurv5<-0.0737633556] yes=97,no=98,missing=97,gain=10.4244623,cover=25144
- 97:leaf=-0.000771058723,cover=0
- 98:leaf=0.00155379169,cover=0
- 24:[LGI5<2.51288176] yes=49,no=50,missing=49,gain=2.96390104,cover=17840
- 49:[LGI5<2.34364653] yes=99,no=100,missing=100,gain=1.83851922,cover=15539
- 99:leaf=-0.00107730262,cover=0
- 100:leaf=1.03947677e-05,cover=0
- 50:[MidArea5<0.588423193] yes=101,no=102,missing=102,gain=2.29153585,cover=2301
- 101:leaf=4.0277977e-05,cover=0
- 102:leaf=-0.0034528363,cover=0
- 12:[PialArea5<0.658944428] yes=25,no=26,missing=25,gain=11.5863914,cover=15061
- 25:[Sulc0<-0.0862998366] yes=51,no=52,missing=51,gain=10.4615135,cover=3426
- 51:[Pol<147.599014] yes=103,no=104,missing=103,gain=6.87157822,cover=3013
- 103:leaf=0.00916977134,cover=0
- 104:leaf=0.00429311395,cover=0
- 52:[LGI5<2.43054438] yes=105,no=106,missing=105,gain=1.58181262,cover=413
- 105:leaf=-0.00435946975,cover=0
- 106:leaf=0.00224653236,cover=0
- 26:[Sulc0<-0.498973608] yes=53,no=54,missing=54,gain=19.5582123,cover=11635
- 53:[Curv5<-0.153417632] yes=107,no=108,missing=107,gain=12.9367981,cover=9086
- 107:leaf=-0.00019858047,cover=0
- 108:leaf=0.00411523459,cover=0
- 54:[LGI5<2.47631311] yes=109,no=110,missing=110,gain=5.53312397,cover=2549
- 109:leaf=-0.000773878244,cover=0
- 110:leaf=-0.00655916194,cover=0
- 6:[Sulc0<-0.244882882] yes=13,no=14,missing=13,gain=17.5583229,cover=4888874
- 13:[PialArea5<0.788206637] yes=27,no=28,missing=27,gain=36.9357491,cover=2346751
- 27:[Pol<135.419098] yes=55,no=56,missing=55,gain=42.0089569,cover=482580
- 55:[Ecc<0.729281187] yes=111,no=112,missing=112,gain=43.1620331,cover=280256
- 111:leaf=0.00151067553,cover=0
- 112:leaf=-0.00106902944,cover=0
- 56:[Ecc<12.0179253] yes=113,no=114,missing=113,gain=36.3715019,cover=202324
- 113:leaf=0.000380110636,cover=0
- 114:leaf=-0.00126847322,cover=0
- 28:[Curv5<-0.0390223041] yes=57,no=58,missing=57,gain=30.9974422,cover=1864171
- 57:[Curv5<-0.279226273] yes=115,no=116,missing=116,gain=28.3550167,cover=1774027
- 115:leaf=0.00065681932,cover=0
- 116:leaf=-0.000123840684,cover=0
- 58:[PialCurv5<-0.0595124774] yes=117,no=118,missing=118,gain=47.9584122,cover=90144
- 117:leaf=0.00751229608,cover=0
- 118:leaf=0.000681072008,cover=0
- 14:[PialCurv5<-0.0363363102] yes=29,no=30,missing=29,gain=39.4810791,cover=2542123
- 29:[Curv5<-0.0642315522] yes=59,no=60,missing=59,gain=147.842194,cover=340235
- 59:[PialArea5<0.624898493] yes=119,no=120,missing=119,gain=41.5612373,cover=290691
- 119:leaf=-0.00262016454,cover=0
- 120:leaf=0.000266549003,cover=0
- 60:[PialArea5<0.584843099] yes=121,no=122,missing=121,gain=71.7889862,cover=49544
- 121:leaf=-0.00166444143,cover=0
- 122:leaf=0.00385339675,cover=0
- 30:[Curv5<-0.106344692] yes=61,no=62,missing=61,gain=91.500412,cover=2201888
- 61:[PialArea5<0.798493028] yes=123,no=124,missing=123,gain=41.3267975,cover=18499
- 123:leaf=0.00132414442,cover=0
- 124:leaf=0.00606871163,cover=0
- 62:[Pol<62.799984] yes=125,no=126,missing=125,gain=36.9768867,cover=2183389
- 125:leaf=-0.00060614472,cover=0
- 126:leaf=3.37449274e-05,cover=0
-booster[240]:
-0:[PialArea5<1.22674179] yes=1,no=2,missing=2,gain=13.2023754,cover=5124388
- 1:[PialCurv5<-0.210138425] yes=3,no=4,missing=3,gain=14.2949696,cover=4861392
- 3:[PialArea5<0.559226274] yes=7,no=8,missing=7,gain=6.23973465,cover=19574
- 7:[Curv5<-0.331971258] yes=15,no=16,missing=15,gain=2.60279489,cover=3637
- 15:[LGI5<2.43374896] yes=31,no=32,missing=31,gain=1.84277654,cover=3232
- 31:[LGI5<2.28518939] yes=63,no=64,missing=63,gain=2.02379847,cover=402
- 63:leaf=0.00349304639,cover=0
- 64:leaf=-0.00508928066,cover=0
- 32:[LGI5<2.47631311] yes=65,no=66,missing=66,gain=2.48527479,cover=2830
- 65:leaf=0.00968991872,cover=0
- 66:leaf=0.000149922824,cover=0
- 16:[Pol<19.2006226] yes=33,no=34,missing=33,gain=1.87137794,cover=405
- 33:[Ecc<39.5502243] yes=67,no=68,missing=67,gain=0.616862357,cover=25
- 67:leaf=0.0129563455,cover=0
- 68:leaf=-0.00469251815,cover=0
- 34:[Pol<91.5616074] yes=69,no=70,missing=70,gain=1.69624424,cover=380
- 69:leaf=-0.00991125498,cover=0
- 70:leaf=-0.00281638163,cover=0
- 8:[Ecc<3.8768425] yes=17,no=18,missing=18,gain=6.83341217,cover=15937
- 17:[Pol<91.5616074] yes=35,no=36,missing=36,gain=5.40743256,cover=2201
- 35:[Sulc0<-0.108384088] yes=71,no=72,missing=72,gain=3.89326334,cover=1716
- 71:leaf=0.00286758062,cover=0
- 72:leaf=0.040250048,cover=0
- 36:[Pol<115.563423] yes=73,no=74,missing=73,gain=13.4812365,cover=485
- 73:leaf=0.0262395833,cover=0
- 74:leaf=0.0049617677,cover=0
- 18:[Curv5<-0.292340577] yes=37,no=38,missing=37,gain=5.27031803,cover=13736
- 37:[Curv5<-0.39144522] yes=75,no=76,missing=75,gain=3.62573624,cover=11655
- 75:leaf=0.00192475447,cover=0
- 76:leaf=0.00014776217,cover=0
- 38:[Curv5<-0.0963523984] yes=77,no=78,missing=77,gain=5.02064419,cover=2081
- 77:leaf=0.00404648948,cover=0
- 78:leaf=-0.0118455198,cover=0
- 4:[PialArea5<0.338250697] yes=9,no=10,missing=10,gain=14.3826408,cover=4841818
- 9:[PialCurv5<0.409174502] yes=19,no=20,missing=19,gain=13.83179,cover=202725
- 19:[Area5<0.620557249] yes=39,no=40,missing=39,gain=13.0227451,cover=160213
- 39:[Sulc0<0.281104684] yes=79,no=80,missing=80,gain=4.85282469,cover=39915
- 79:leaf=0.000942936924,cover=0
- 80:leaf=-0.000451720407,cover=0
- 40:[MidArea5<0.421422303] yes=81,no=82,missing=82,gain=12.6786118,cover=120298
- 81:leaf=0.00921925995,cover=0
- 82:leaf=0.000829314347,cover=0
- 20:[Sulc0<0.849368811] yes=41,no=42,missing=41,gain=5.22903347,cover=42512
- 41:[Curv5<0.266060919] yes=83,no=84,missing=84,gain=3.47281384,cover=22399
- 83:leaf=0.000473833963,cover=0
- 84:leaf=-0.000959422148,cover=0
- 42:[Ecc<13.1181517] yes=85,no=86,missing=85,gain=6.73567104,cover=20113
- 85:leaf=-0.00196640939,cover=0
- 86:leaf=-0.000133542911,cover=0
- 10:[Curv5<0.195079193] yes=21,no=22,missing=21,gain=19.5248947,cover=4639093
- 21:[PialArea5<0.485325813] yes=43,no=44,missing=43,gain=15.5765133,cover=4538652
- 43:[Pol<118.191307] yes=87,no=88,missing=87,gain=41.9179459,cover=533082
- 87:leaf=3.68410874e-05,cover=0
- 88:leaf=0.00125921797,cover=0
- 44:[Curv5<0.0896491781] yes=89,no=90,missing=89,gain=34.9803238,cover=4005570
- 89:leaf=-1.12468215e-05,cover=0
- 90:leaf=-0.00050500111,cover=0
- 22:[Ecc<6.03867722] yes=45,no=46,missing=45,gain=6.36507607,cover=100441
- 45:[Area5<0.582201123] yes=91,no=92,missing=91,gain=4.53703213,cover=59077
- 91:leaf=-0.00181845191,cover=0
- 92:leaf=-0.000263081776,cover=0
- 46:[Sulc0<-0.23104082] yes=93,no=94,missing=94,gain=6.15790176,cover=41364
- 93:leaf=0.00545516051,cover=0
- 94:leaf=-0.00126285641,cover=0
- 2:[PialCurv5<-0.125671759] yes=5,no=6,missing=6,gain=8.99436569,cover=262996
- 5:[Curv5<-0.168147355] yes=11,no=12,missing=11,gain=28.1158752,cover=58256
- 11:[Area5<0.532936037] yes=23,no=24,missing=24,gain=4.21421862,cover=56381
- 23:[Curv5<-0.234010845] yes=47,no=48,missing=47,gain=1.7384479,cover=642
- 47:[LGI5<2.2730217] yes=95,no=96,missing=95,gain=0.84176141,cover=406
- 95:leaf=-0.00517246313,cover=0
- 96:leaf=0.00238616741,cover=0
- 48:[Ecc<7.59607029] yes=97,no=98,missing=97,gain=1.28508091,cover=236
- 97:leaf=0.00630544359,cover=0
- 98:leaf=0.0268459748,cover=0
- 24:[Ecc<3.03937531] yes=49,no=50,missing=49,gain=3.37329006,cover=55739
- 49:[Area5<0.924216449] yes=99,no=100,missing=99,gain=2.87764978,cover=14903
- 99:leaf=-0.00117519801,cover=0
- 100:leaf=0.00480482075,cover=0
- 50:[Pol<162.313202] yes=101,no=102,missing=101,gain=3.31700063,cover=40836
- 101:leaf=-2.25898893e-05,cover=0
- 102:leaf=-0.0012722502,cover=0
- 12:[Ecc<0.999059319] yes=25,no=26,missing=26,gain=5.83111191,cover=1875
- 25:[Sulc0<-0.726142108] yes=51,no=52,missing=51,gain=3.47648716,cover=74
- 51:[PialCurv5<-0.126528949] yes=103,no=104,missing=103,gain=0.735764682,cover=57
- 103:leaf=0.000131774286,cover=0
- 104:leaf=-0.018357452,cover=0
- 52:[LGI5<2.58938479] yes=105,no=106,missing=105,gain=0.458659172,cover=17
- 105:leaf=-0.028971836,cover=0
- 106:leaf=0.00307954545,cover=0
- 26:[Curv5<-0.139824241] yes=53,no=54,missing=53,gain=5.58418465,cover=1801
- 53:[Sulc0<-1.08640325] yes=107,no=108,missing=107,gain=1.99815178,cover=1381
- 107:leaf=0.0123791061,cover=0
- 108:leaf=0.00435860967,cover=0
- 54:[Ecc<11.6821251] yes=109,no=110,missing=109,gain=6.9098053,cover=420
- 109:leaf=0.0139924577,cover=0
- 110:leaf=-0.00452631479,cover=0
- 6:[LGI5<2.45281005] yes=13,no=14,missing=13,gain=11.5610752,cover=204740
- 13:[Ecc<5.97554874] yes=27,no=28,missing=27,gain=10.0028763,cover=52223
- 27:[Pol<158.709351] yes=55,no=56,missing=56,gain=10.9158516,cover=48988
- 55:[Pol<16.156723] yes=111,no=112,missing=111,gain=7.09209251,cover=45271
- 111:leaf=-0.000233772196,cover=0
- 112:leaf=0.00139935326,cover=0
- 56:[Ecc<0.513775289] yes=113,no=114,missing=114,gain=3.9065094,cover=3717
- 113:leaf=-0.00184873585,cover=0
- 114:leaf=0.00438021263,cover=0
- 28:[LGI5<2.33061647] yes=57,no=58,missing=57,gain=3.40505767,cover=3235
- 57:[Sulc0<-0.166708246] yes=115,no=116,missing=115,gain=2.99000335,cover=689
- 115:leaf=0.000968718086,cover=0
- 116:leaf=0.0197053589,cover=0
- 58:[Ecc<10.2861843] yes=117,no=118,missing=117,gain=2.8084178,cover=2546
- 117:leaf=-0.00214745966,cover=0
- 118:leaf=-0.0136775421,cover=0
- 14:[Ecc<4.8056078] yes=29,no=30,missing=29,gain=15.789319,cover=152517
- 29:[PialCurv5<-0.0839454681] yes=59,no=60,missing=59,gain=9.80818558,cover=50217
- 59:[Curv5<-0.127358407] yes=119,no=120,missing=120,gain=23.6765022,cover=36930
- 119:leaf=-0.000350588263,cover=0
- 120:leaf=0.00490418868,cover=0
- 60:[Sulc0<-0.864702106] yes=121,no=122,missing=121,gain=15.9695635,cover=13287
- 121:leaf=-0.00519526517,cover=0
- 122:leaf=-0.000771551335,cover=0
- 30:[Area5<0.671631575] yes=61,no=62,missing=61,gain=8.86476898,cover=102300
- 61:[PialCurv5<-0.058241725] yes=123,no=124,missing=124,gain=12.7408228,cover=7605
- 123:leaf=0.0027313449,cover=0
- 124:leaf=-0.0069969059,cover=0
- 62:[Pol<166.64444] yes=125,no=126,missing=125,gain=6.98890591,cover=94695
- 125:leaf=0.000699308643,cover=0
- 126:leaf=-0.000448444713,cover=0
-booster[241]:
-0:[LGI5<2.24172258] yes=1,no=2,missing=2,gain=12.9720001,cover=5124388
- 1:[Area5<0.642765105] yes=3,no=4,missing=3,gain=9.45215797,cover=160410
- 3:[Ecc<1.3629595] yes=7,no=8,missing=7,gain=10.3088779,cover=96280
- 7:[Sulc0<-0.25164336] yes=15,no=16,missing=15,gain=10.2360001,cover=42394
- 15:[PialCurv5<-0.072655201] yes=31,no=32,missing=32,gain=8.61681843,cover=40744
- 31:[PialArea5<1.1133045] yes=63,no=64,missing=63,gain=7.71595526,cover=25815
- 63:leaf=-0.000509581936,cover=0
- 64:leaf=0.00239065569,cover=0
- 32:[LGI5<2.18291569] yes=65,no=66,missing=66,gain=11.5189781,cover=14929
- 65:leaf=-0.000485459081,cover=0
- 66:leaf=0.00237451633,cover=0
- 16:[LGI5<2.19753051] yes=33,no=34,missing=33,gain=7.7466135,cover=1650
- 33:[PialCurv5<0.164156988] yes=67,no=68,missing=67,gain=7.61784744,cover=812
- 67:leaf=-0.0114041222,cover=0
- 68:leaf=-0.00163396751,cover=0
- 34:[Pol<55.3432045] yes=69,no=70,missing=69,gain=12.4671822,cover=838
- 69:leaf=0.0249947757,cover=0
- 70:leaf=-0.0017787345,cover=0
- 8:[PialCurv5<-0.129174799] yes=17,no=18,missing=17,gain=16.2324715,cover=53886
- 17:[Curv5<-0.0816265643] yes=35,no=36,missing=35,gain=2.20023942,cover=11996
- 35:[Curv5<-0.39144522] yes=71,no=72,missing=71,gain=2.05520153,cover=11894
- 71:leaf=0.00509842951,cover=0
- 72:leaf=-0.000422957964,cover=0
- 36:[Area5<0.483568966] yes=73,no=74,missing=73,gain=0.461614847,cover=102
- 73:leaf=-0.00137526891,cover=0
- 74:leaf=-0.00947940629,cover=0
- 18:[PialArea5<0.686586082] yes=37,no=38,missing=37,gain=13.6582565,cover=41890
- 37:[Ecc<5.27515984] yes=75,no=76,missing=75,gain=3.91705513,cover=14852
- 75:leaf=0.000796420209,cover=0
- 76:leaf=-0.00150511076,cover=0
- 38:[Pol<68.895668] yes=77,no=78,missing=77,gain=12.4047089,cover=27038
- 77:leaf=0.0007871571,cover=0
- 78:leaf=0.00308312825,cover=0
- 4:[Ecc<0.567370772] yes=9,no=10,missing=10,gain=10.2260303,cover=64130
- 9:[Sulc0<-0.0862998366] yes=19,no=20,missing=19,gain=4.06382084,cover=7193
- 19:[PialCurv5<-0.0737633556] yes=39,no=40,missing=39,gain=4.94054604,cover=6987
- 39:[MidArea5<0.701709926] yes=79,no=80,missing=79,gain=5.04703283,cover=2040
- 79:leaf=0.00926257204,cover=0
- 80:leaf=-0.000776060973,cover=0
- 40:[PialCurv5<0.200529471] yes=81,no=82,missing=81,gain=4.33541012,cover=4947
- 81:leaf=0.00321333553,cover=0
- 82:leaf=-0.00257676141,cover=0
- 20:[Curv5<0.162240714] yes=41,no=42,missing=41,gain=1.34668994,cover=206
- 41:[Area5<0.69896996] yes=83,no=84,missing=83,gain=0.364658117,cover=118
- 83:leaf=-0.011774919,cover=0
- 84:leaf=-0.00600427156,cover=0
- 42:[LGI5<2.21018219] yes=85,no=86,missing=85,gain=0.5822047,cover=88
- 85:leaf=0.00169333711,cover=0
- 86:leaf=-0.00798045006,cover=0
- 10:[Curv5<-0.269494504] yes=21,no=22,missing=21,gain=7.31760931,cover=56937
- 21:[LGI5<2.19753051] yes=43,no=44,missing=43,gain=3.63207674,cover=560
- 43:[Sulc0<-0.82173413] yes=87,no=88,missing=88,gain=1.69281793,cover=228
- 87:leaf=-0.00230319914,cover=0
- 88:leaf=0.0069827796,cover=0
- 44:[Curv5<-0.331971258] yes=89,no=90,missing=89,gain=2.52097607,cover=332
- 89:leaf=0.0196682364,cover=0
- 90:leaf=0.00698668882,cover=0
- 22:[LGI5<2.13090348] yes=45,no=46,missing=45,gain=7.52556562,cover=56377
- 45:[Pol<141.081833] yes=91,no=92,missing=91,gain=4.88682318,cover=6857
- 91:leaf=0.00171417953,cover=0
- 92:leaf=-0.00254284451,cover=0
- 46:[LGI5<2.21018219] yes=93,no=94,missing=93,gain=10.5057411,cover=49520
- 93:leaf=-0.00118449598,cover=0
- 94:leaf=0.000278839696,cover=0
- 2:[Sulc0<-0.903383076] yes=5,no=6,missing=5,gain=12.7442436,cover=4963978
- 5:[Area5<0.687926829] yes=11,no=12,missing=11,gain=12.8558731,cover=407790
- 11:[Sulc0<-1.12931466] yes=23,no=24,missing=23,gain=6.96767426,cover=298045
- 23:[PialCurv5<-0.0877386853] yes=47,no=48,missing=48,gain=7.63550186,cover=51652
- 47:[Pol<145.397461] yes=95,no=96,missing=95,gain=3.96473503,cover=50434
- 95:leaf=-0.000592054683,cover=0
- 96:leaf=-0.00155513117,cover=0
- 48:[PialArea5<0.856611013] yes=97,no=98,missing=98,gain=6.53296852,cover=1218
- 97:leaf=0.00743462238,cover=0
- 98:leaf=-0.00597456098,cover=0
- 24:[LGI5<3.34776258] yes=49,no=50,missing=49,gain=6.01739788,cover=246393
- 49:[Curv5<-0.0390223041] yes=99,no=100,missing=100,gain=5.47546291,cover=229645
- 99:leaf=-0.000402170612,cover=0
- 100:leaf=-0.0103289215,cover=0
- 50:[PialCurv5<-0.118254207] yes=101,no=102,missing=101,gain=2.58993959,cover=16748
- 101:leaf=0.000844394497,cover=0
- 102:leaf=-0.000853375008,cover=0
- 12:[Curv5<-0.254102558] yes=25,no=26,missing=25,gain=5.28305054,cover=109745
- 25:[Ecc<9.88196182] yes=51,no=52,missing=51,gain=4.58955431,cover=21137
- 51:[LGI5<2.66988635] yes=103,no=104,missing=103,gain=6.78748798,cover=13746
- 103:leaf=0.00142145657,cover=0
- 104:leaf=-0.000802022405,cover=0
- 52:[PialArea5<0.95820266] yes=105,no=106,missing=105,gain=3.99173927,cover=7391
- 105:leaf=0.000251030782,cover=0
- 106:leaf=0.00271666143,cover=0
- 26:[Curv5<-0.180574343] yes=53,no=54,missing=53,gain=6.12088346,cover=88608
- 53:[PialCurv5<-0.171137348] yes=107,no=108,missing=107,gain=5.14526176,cover=65062
- 107:leaf=0.00297524827,cover=0
- 108:leaf=-0.000300090614,cover=0
- 54:[PialCurv5<-0.140412122] yes=109,no=110,missing=110,gain=11.9663563,cover=23546
- 109:leaf=0.00873209722,cover=0
- 110:leaf=0.00054394867,cover=0
- 6:[Pol<138.971481] yes=13,no=14,missing=13,gain=15.8612309,cover=4556188
- 13:[Pol<116.615585] yes=27,no=28,missing=28,gain=39.3309174,cover=3503973
- 27:[Ecc<32.6813126] yes=55,no=56,missing=55,gain=65.4855194,cover=2800383
- 55:[LGI5<3.84897733] yes=111,no=112,missing=112,gain=34.1160278,cover=2517626
- 111:leaf=0.000138250194,cover=0
- 112:leaf=-0.0022276938,cover=0
- 56:[Pol<31.3444195] yes=113,no=114,missing=113,gain=30.0746727,cover=282757
- 113:leaf=1.68218303e-05,cover=0
- 114:leaf=-0.00106099271,cover=0
- 28:[Sulc0<0.506771445] yes=57,no=58,missing=57,gain=107.167267,cover=703590
- 57:[Ecc<1.21076584] yes=115,no=116,missing=116,gain=64.817009,cover=618606
- 115:leaf=0.00156725314,cover=0
- 116:leaf=-0.000724710233,cover=0
- 58:[PialCurv5<0.160740122] yes=117,no=118,missing=117,gain=28.2062874,cover=84984
- 117:leaf=0.00253358553,cover=0
- 118:leaf=0.000622537686,cover=0
- 14:[Ecc<14.28263] yes=29,no=30,missing=29,gain=36.6433449,cover=1052215
- 29:[Sulc0<-0.603582025] yes=59,no=60,missing=59,gain=46.5502167,cover=687044
- 59:[Curv5<-0.203415334] yes=119,no=120,missing=120,gain=24.2508125,cover=275296
- 119:leaf=-0.000697685173,cover=0
- 120:leaf=0.000265457173,cover=0
- 60:[Ecc<0.943656743] yes=121,no=122,missing=121,gain=50.2760162,cover=411748
- 121:leaf=-0.000830650155,cover=0
- 122:leaf=0.000927218352,cover=0
- 30:[Sulc0<0.272107065] yes=61,no=62,missing=61,gain=56.383606,cover=365171
- 61:[Pol<149.072266] yes=123,no=124,missing=123,gain=71.4747467,cover=328648
- 123:leaf=-0.00194111245,cover=0
- 124:leaf=-7.14405614e-05,cover=0
- 62:[Ecc<20.3925476] yes=125,no=126,missing=125,gain=18.005558,cover=36523
- 125:leaf=-0.00130349933,cover=0
- 126:leaf=0.00205797283,cover=0
-booster[242]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=1,gain=12.5438967,cover=5124388
- 1:[Area5<0.664770067] yes=3,no=4,missing=4,gain=8.03252697,cover=80066
- 3:[Area5<0.532936037] yes=7,no=8,missing=7,gain=3.7519803,cover=52459
- 7:[LGI5<3.35709596] yes=15,no=16,missing=15,gain=3.88256025,cover=3841
- 15:[LGI5<3.31338549] yes=31,no=32,missing=32,gain=6.69284821,cover=3451
- 31:[Pol<96.8070755] yes=63,no=64,missing=63,gain=1.65825057,cover=3238
- 63:leaf=0.000127907624,cover=0
- 64:leaf=-0.0021678831,cover=0
- 32:[PialCurv5<0.45140323] yes=65,no=66,missing=66,gain=3.19756031,cover=213
- 65:leaf=-0.00232342584,cover=0
- 66:leaf=-0.0150221828,cover=0
- 16:[Ecc<14.694541] yes=33,no=34,missing=33,gain=3.38486481,cover=390
- 33:[Pol<3.6072247] yes=67,no=68,missing=68,gain=1.40271139,cover=85
- 67:leaf=-0.0141505748,cover=0
- 68:leaf=0.0136978766,cover=0
- 34:[LGI5<3.84897733] yes=69,no=70,missing=70,gain=0.938937068,cover=305
- 69:leaf=0.000329903181,cover=0
- 70:leaf=0.0124226985,cover=0
- 8:[Sulc0<0.551384151] yes=17,no=18,missing=17,gain=4.82415438,cover=48618
- 17:[Ecc<9.75650311] yes=35,no=36,missing=35,gain=5.5119915,cover=10222
- 35:[Ecc<3.48115921] yes=71,no=72,missing=72,gain=4.56754208,cover=8962
- 71:leaf=0.000685991195,cover=0
- 72:leaf=0.00294490834,cover=0
- 36:[Pol<124.172195] yes=73,no=74,missing=73,gain=2.08596563,cover=1260
- 73:leaf=-0.00257339678,cover=0
- 74:leaf=0.00328231417,cover=0
- 18:[Ecc<11.0302963] yes=37,no=38,missing=38,gain=5.15369844,cover=38396
- 37:[Pol<89.7623749] yes=75,no=76,missing=76,gain=3.94179583,cover=22016
- 75:leaf=0.0021150168,cover=0
- 76:leaf=-0.000559270906,cover=0
- 38:[MidArea5<0.421422303] yes=77,no=78,missing=77,gain=6.39789057,cover=16380
- 77:leaf=0.00273110531,cover=0
- 78:leaf=0.000287928327,cover=0
- 4:[MidArea5<0.451744556] yes=9,no=10,missing=9,gain=11.2968578,cover=27607
- 9:[PialCurv5<0.493508637] yes=19,no=20,missing=19,gain=2.71404839,cover=1369
- 19:[MidArea5<0.439916283] yes=39,no=40,missing=39,gain=3.16997147,cover=1164
- 39:[Ecc<9.50052643] yes=79,no=80,missing=79,gain=1.19430828,cover=336
- 79:leaf=0.0140651306,cover=0
- 80:leaf=0.00797956344,cover=0
- 40:[Area5<0.677535415] yes=81,no=82,missing=81,gain=3.19416618,cover=828
- 81:leaf=0.00237268792,cover=0
- 82:leaf=0.00867623556,cover=0
- 20:[LGI5<3.23225117] yes=41,no=42,missing=42,gain=2.07224131,cover=205
- 41:[Curv5<0.266060919] yes=83,no=84,missing=83,gain=1.40751839,cover=154
- 83:leaf=0.00145891716,cover=0
- 84:leaf=-0.00822879281,cover=0
- 42:[LGI5<3.36766768] yes=85,no=86,missing=85,gain=1.30671895,cover=51
- 85:leaf=0.0187049638,cover=0
- 86:leaf=0.00245661451,cover=0
- 10:[PialCurv5<0.154069737] yes=21,no=22,missing=21,gain=5.28518963,cover=26238
- 21:[Curv5<0.0655679703] yes=43,no=44,missing=44,gain=1.84382915,cover=1858
- 43:[LGI5<2.83041978] yes=87,no=88,missing=87,gain=0.758922338,cover=19
- 87:leaf=-0.0284828972,cover=0
- 88:leaf=-0.00544052199,cover=0
- 44:[Ecc<0.406764686] yes=89,no=90,missing=90,gain=1.4452076,cover=1839
- 89:leaf=-0.0135192638,cover=0
- 90:leaf=0.00392432604,cover=0
- 22:[Area5<0.724280655] yes=45,no=46,missing=45,gain=3.78304672,cover=24380
- 45:[Sulc0<0.624357879] yes=91,no=92,missing=91,gain=3.6523118,cover=19190
- 91:leaf=0.00250440883,cover=0
- 92:leaf=0.000315662444,cover=0
- 46:[Area5<0.894858658] yes=93,no=94,missing=94,gain=2.12330437,cover=5190
- 93:leaf=0.00202707131,cover=0
- 94:leaf=0.0208738036,cover=0
- 2:[Curv5<0.141257599] yes=5,no=6,missing=5,gain=17.3212299,cover=5044322
- 5:[PialArea5<0.511941612] yes=11,no=12,missing=11,gain=29.0830746,cover=4510091
- 11:[Area5<0.716575325] yes=23,no=24,missing=23,gain=62.8776741,cover=405086
- 23:[PialCurv5<-0.00763805071] yes=47,no=48,missing=47,gain=32.3345871,cover=294817
- 47:[Ecc<1.96654522] yes=95,no=96,missing=95,gain=9.67063141,cover=21567
- 95:leaf=0.000124904604,cover=0
- 96:leaf=-0.00239513558,cover=0
- 48:[Pol<82.8478928] yes=97,no=98,missing=97,gain=24.0966034,cover=273250
- 97:leaf=0.00118225149,cover=0
- 98:leaf=-3.01355813e-05,cover=0
- 24:[Sulc0<0.383163035] yes=49,no=50,missing=49,gain=32.8492355,cover=110269
- 49:[Curv5<0.0407969989] yes=99,no=100,missing=100,gain=16.1553268,cover=17346
- 99:leaf=-0.0024227954,cover=0
- 100:leaf=0.00383930351,cover=0
- 50:[Pol<110.287491] yes=101,no=102,missing=101,gain=24.7774773,cover=92923
- 101:leaf=0.000650974573,cover=0
- 102:leaf=0.00265480066,cover=0
- 12:[Curv5<0.0736173838] yes=25,no=26,missing=25,gain=28.0093021,cover=4105005
- 25:[Sulc0<0.392869562] yes=51,no=52,missing=51,gain=59.8849411,cover=3725120
- 51:[Area5<0.609410942] yes=103,no=104,missing=103,gain=29.0338917,cover=3571063
- 103:leaf=0.000214534579,cover=0
- 104:leaf=-0.000105096748,cover=0
- 52:[LGI5<3.48966408] yes=105,no=106,missing=105,gain=21.1164131,cover=154057
- 105:leaf=0.00124915875,cover=0
- 106:leaf=-0.000329516974,cover=0
- 26:[Area5<0.687926829] yes=53,no=54,missing=53,gain=48.554081,cover=379885
- 53:[PialArea5<0.739180207] yes=107,no=108,missing=107,gain=13.0412903,cover=86829
- 107:leaf=-0.00155776925,cover=0
- 108:leaf=0.0025832206,cover=0
- 54:[Sulc0<0.383163035] yes=109,no=110,missing=109,gain=32.8027611,cover=293056
- 109:leaf=0.000359947415,cover=0
- 110:leaf=-0.000703294878,cover=0
- 6:[Ecc<6.35379457] yes=13,no=14,missing=13,gain=19.9282913,cover=534231
- 13:[Pol<86.7064972] yes=27,no=28,missing=27,gain=9.22628117,cover=210862
- 27:[Ecc<1.91022825] yes=55,no=56,missing=56,gain=6.62599754,cover=15353
- 55:[Pol<58.6768646] yes=111,no=112,missing=111,gain=6.14854097,cover=6661
- 111:leaf=-0.00338540645,cover=0
- 112:leaf=0.000756211579,cover=0
- 56:[Pol<62.0115929] yes=113,no=114,missing=113,gain=10.0831223,cover=8692
- 113:leaf=0.00696359714,cover=0
- 114:leaf=0.00158124138,cover=0
- 28:[PialArea5<0.467676282] yes=57,no=58,missing=57,gain=9.65817642,cover=195509
- 57:[Area5<0.589787364] yes=115,no=116,missing=115,gain=14.0778103,cover=138226
- 115:leaf=-0.00120966253,cover=0
- 116:leaf=0.000409435946,cover=0
- 58:[Area5<0.987501919] yes=117,no=118,missing=117,gain=6.94768,cover=57283
- 117:leaf=-0.000620030798,cover=0
- 118:leaf=0.0032109709,cover=0
- 14:[Sulc0<-0.217071146] yes=29,no=30,missing=30,gain=19.8179054,cover=323369
- 29:[Ecc<9.27846909] yes=59,no=60,missing=60,gain=8.25977039,cover=2514
- 59:[Pol<58.6768646] yes=119,no=120,missing=119,gain=5.88562012,cover=1039
- 119:leaf=0.014257527,cover=0
- 120:leaf=0.00526206149,cover=0
- 60:[PialCurv5<0.0471153036] yes=121,no=122,missing=122,gain=3.5130446,cover=1475
- 121:leaf=0.0108957021,cover=0
- 122:leaf=0.00085538713,cover=0
- 30:[Area5<0.833255887] yes=61,no=62,missing=61,gain=12.4432449,cover=320855
- 61:[Pol<45.5953903] yes=123,no=124,missing=123,gain=12.3472404,cover=309314
- 123:leaf=0.00310973753,cover=0
- 124:leaf=-0.000646927336,cover=0
- 62:[PialArea5<0.409017563] yes=125,no=126,missing=125,gain=5.7304306,cover=11541
- 125:leaf=0.00280997786,cover=0
- 126:leaf=0.000345842942,cover=0
-booster[243]:
-0:[Curv5<0.245671451] yes=1,no=2,missing=1,gain=12.3541737,cover=5124388
- 1:[PialArea5<0.390391022] yes=3,no=4,missing=3,gain=17.7840195,cover=5084355
- 3:[Sulc0<0.308185816] yes=7,no=8,missing=7,gain=27.936058,cover=369813
- 7:[PialCurv5<0.010724308] yes=15,no=16,missing=16,gain=16.177784,cover=42069
- 15:[Pol<110.287491] yes=31,no=32,missing=31,gain=2.87465191,cover=3237
- 31:[LGI5<2.66052985] yes=63,no=64,missing=63,gain=6.01188231,cover=1571
- 63:leaf=-0.00633640354,cover=0
- 64:leaf=-0.000146275182,cover=0
- 32:[Area5<0.743131101] yes=65,no=66,missing=65,gain=2.28442287,cover=1666
- 65:leaf=-0.000557977648,cover=0
- 66:leaf=0.0204842407,cover=0
- 16:[Area5<0.673304081] yes=33,no=34,missing=34,gain=14.5061493,cover=38832
- 33:[Pol<85.4004211] yes=67,no=68,missing=67,gain=7.76752281,cover=31796
- 67:leaf=0.00344996341,cover=0
- 68:leaf=0.001086973,cover=0
- 34:[Sulc0<0.0451717228] yes=69,no=70,missing=69,gain=3.30834198,cover=7036
- 69:leaf=0.00569456769,cover=0
- 70:leaf=0.00323807797,cover=0
- 8:[Pol<107.129471] yes=17,no=18,missing=17,gain=18.7002296,cover=327744
- 17:[Pol<89.1530609] yes=35,no=36,missing=36,gain=27.9458561,cover=261887
- 35:[Ecc<8.23836613] yes=71,no=72,missing=71,gain=18.8711052,cover=74415
- 71:leaf=0.00321638398,cover=0
- 72:leaf=0.000551653269,cover=0
- 36:[Area5<0.760524631] yes=73,no=74,missing=73,gain=13.7500811,cover=187472
- 73:leaf=-0.000455821486,cover=0
- 74:leaf=0.0011216033,cover=0
- 18:[PialCurv5<0.285888344] yes=37,no=38,missing=37,gain=8.16874123,cover=65857
- 37:[Area5<0.715747833] yes=75,no=76,missing=76,gain=7.83819008,cover=30878
- 75:leaf=0.0011902363,cover=0
- 76:leaf=0.00339288614,cover=0
- 38:[PialCurv5<0.409174502] yes=77,no=78,missing=77,gain=3.51861739,cover=34979
- 77:leaf=0.000679370132,cover=0
- 78:leaf=-0.000536893087,cover=0
- 4:[Curv5<0.10516572] yes=9,no=10,missing=9,gain=19.7288265,cover=4714542
- 9:[Sulc0<0.56283927] yes=19,no=20,missing=19,gain=39.1706314,cover=4107717
- 19:[Pol<112.359543] yes=39,no=40,missing=39,gain=24.1668339,cover=3954998
- 39:[Pol<63.605114] yes=79,no=80,missing=79,gain=69.0626297,cover=2107861
- 79:leaf=-0.000113402319,cover=0
- 80:leaf=0.000479585928,cover=0
- 40:[Pol<134.081207] yes=81,no=82,missing=81,gain=61.6295929,cover=1847137
- 81:leaf=-0.000584959926,cover=0
- 82:leaf=4.62563985e-05,cover=0
- 20:[Ecc<40.3354568] yes=41,no=42,missing=41,gain=36.0530014,cover=152719
- 41:[Curv5<0.0595101416] yes=83,no=84,missing=83,gain=27.0401459,cover=119166
- 83:leaf=0.0024387287,cover=0
- 84:leaf=0.000750594074,cover=0
- 42:[Pol<36.2100182] yes=85,no=86,missing=85,gain=24.0943527,cover=33553
- 85:leaf=0.00309032016,cover=0
- 86:leaf=-0.00112274371,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=22,gain=27.6689262,cover=606825
- 21:[PialCurv5<0.128475845] yes=43,no=44,missing=43,gain=24.6653938,cover=8358
- 43:[Area5<0.7084831] yes=87,no=88,missing=87,gain=18.8272438,cover=2335
- 87:leaf=0.00357895764,cover=0
- 88:leaf=0.0129463943,cover=0
- 44:[LGI5<3.60428405] yes=89,no=90,missing=89,gain=8.53577137,cover=6023
- 89:leaf=8.14258819e-05,cover=0
- 90:leaf=0.00531597948,cover=0
- 22:[Ecc<13.4950199] yes=45,no=46,missing=46,gain=32.1321411,cover=598467
- 45:[Area5<0.65839982] yes=91,no=92,missing=91,gain=20.5145741,cover=416970
- 91:leaf=-0.000727675622,cover=0
- 92:leaf=0.000107558211,cover=0
- 46:[Pol<128.951508] yes=93,no=94,missing=93,gain=41.899765,cover=181497
- 93:leaf=-0.00115674303,cover=0
- 94:leaf=0.00120775541,cover=0
- 2:[PialArea5<0.317611694] yes=5,no=6,missing=5,gain=2.73573017,cover=40033
- 5:[Sulc0<-0.188964635] yes=11,no=12,missing=12,gain=3.2774024,cover=19988
- 11:[LGI5<2.40363431] yes=23,no=24,missing=23,gain=2.64829516,cover=174
- 23:[PialArea5<0.281252682] yes=47,no=48,missing=47,gain=0.660075128,cover=86
- 47:[PialCurv5<0.297166049] yes=95,no=96,missing=95,gain=0.268944979,cover=44
- 95:leaf=0.00763007766,cover=0
- 96:leaf=-0.000186408462,cover=0
- 48:[LGI5<2.34802985] yes=97,no=98,missing=97,gain=0.319629192,cover=42
- 97:leaf=-0.0017502429,cover=0
- 98:leaf=-0.01170443,cover=0
- 24:[Pol<76.8473129] yes=49,no=50,missing=50,gain=0.555972576,cover=88
- 49:[Area5<0.521939099] yes=99,no=100,missing=99,gain=0.0836732388,cover=20
- 99:leaf=0.00795404054,cover=0
- 100:leaf=0.0212896615,cover=0
- 50:[Area5<0.420677572] yes=101,no=102,missing=101,gain=0.351969481,cover=68
- 101:leaf=-0.00783025846,cover=0
- 102:leaf=0.0106254127,cover=0
- 12:[Ecc<40.3354568] yes=25,no=26,missing=26,gain=1.98359108,cover=19814
- 25:[LGI5<3.64692807] yes=51,no=52,missing=52,gain=2.3879261,cover=18642
- 51:[LGI5<3.34776258] yes=103,no=104,missing=103,gain=3.05022955,cover=18376
- 103:leaf=-0.000458629074,cover=0
- 104:leaf=0.00282667554,cover=0
- 52:[Area5<0.420677572] yes=105,no=106,missing=106,gain=0.818498373,cover=266
- 105:leaf=0.0150954127,cover=0
- 106:leaf=-0.00545427902,cover=0
- 26:[Curv5<0.266060919] yes=53,no=54,missing=54,gain=1.37235022,cover=1172
- 53:[MidArea5<0.421422303] yes=107,no=108,missing=107,gain=0.876138806,cover=483
- 107:leaf=0.00362374377,cover=0
- 108:leaf=-0.00157261232,cover=0
- 54:[LGI5<2.89660096] yes=109,no=110,missing=110,gain=1.42828465,cover=689
- 109:leaf=0.000159811214,cover=0
- 110:leaf=-0.00520617049,cover=0
- 6:[PialArea5<0.524996102] yes=13,no=14,missing=13,gain=3.24745846,cover=20045
- 13:[Pol<168.718765] yes=27,no=28,missing=28,gain=2.59913635,cover=19584
- 27:[Area5<0.529385149] yes=55,no=56,missing=55,gain=1.57282734,cover=17993
- 55:[PialCurv5<0.45140323] yes=111,no=112,missing=111,gain=2.23691273,cover=462
- 111:leaf=-0.00564467162,cover=0
- 112:leaf=0.00365269417,cover=0
- 56:[MidArea5<0.767348528] yes=113,no=114,missing=113,gain=1.24994183,cover=17531
- 113:leaf=-0.00115557283,cover=0
- 114:leaf=0.00873739552,cover=0
- 28:[LGI5<3.22522902] yes=57,no=58,missing=58,gain=3.17850876,cover=1591
- 57:[PialArea5<0.385581404] yes=115,no=116,missing=115,gain=1.0862906,cover=1358
- 115:leaf=-0.000745052937,cover=0
- 116:leaf=-0.00360660674,cover=0
- 58:[PialCurv5<0.362132162] yes=117,no=118,missing=118,gain=0.68324995,cover=233
- 117:leaf=-0.00647865469,cover=0
- 118:leaf=-0.0121342707,cover=0
- 14:[Ecc<2.48523927] yes=29,no=30,missing=30,gain=1.30282044,cover=461
- 29:[Pol<92.1537628] yes=59,no=60,missing=59,gain=0.3914617,cover=160
- 59:[PialCurv5<0.426807076] yes=119,no=120,missing=119,gain=0.456528902,cover=52
- 119:leaf=-0.00535187172,cover=0
- 120:leaf=0.0148780039,cover=0
- 60:[Ecc<1.26157856] yes=121,no=122,missing=121,gain=0.112333953,cover=108
- 121:leaf=0.00261415238,cover=0
- 122:leaf=-0.000591168413,cover=0
- 30:[PialCurv5<0.164156988] yes=61,no=62,missing=61,gain=1.2664609,cover=301
- 61:[Ecc<7.95697832] yes=123,no=124,missing=124,gain=0.679841518,cover=74
- 123:leaf=0.00554338424,cover=0
- 124:leaf=0.0152988387,cover=0
- 62:[Area5<0.630444467] yes=125,no=126,missing=126,gain=0.989407778,cover=227
- 125:leaf=0.00984681305,cover=0
- 126:leaf=0.00133993232,cover=0
-booster[244]:
-0:[Pol<5.08026028] yes=1,no=2,missing=2,gain=12.3624878,cover=5124388
- 1:[PialCurv5<0.0877920389] yes=3,no=4,missing=3,gain=12.1944704,cover=120099
- 3:[Curv5<-0.220549613] yes=7,no=8,missing=7,gain=6.83225822,cover=115940
- 7:[PialCurv5<-0.124814533] yes=15,no=16,missing=15,gain=4.33704424,cover=37670
- 15:[PialCurv5<-0.210138425] yes=31,no=32,missing=31,gain=3.29872179,cover=28026
- 31:[PialArea5<0.931472182] yes=63,no=64,missing=63,gain=6.39761496,cover=1583
- 63:leaf=0.00374981016,cover=0
- 64:leaf=-0.00364558073,cover=0
- 32:[Ecc<6.81643343] yes=65,no=66,missing=65,gain=1.90364909,cover=26443
- 65:leaf=-0.00100603036,cover=0
- 66:leaf=-0.000104924795,cover=0
- 16:[Ecc<2.02168798] yes=33,no=34,missing=33,gain=2.79417396,cover=9644
- 33:[PialArea5<0.882323086] yes=67,no=68,missing=67,gain=0.878224969,cover=714
- 67:leaf=0.000989142456,cover=0
- 68:leaf=-0.00305876252,cover=0
- 34:[Curv5<-0.241649449] yes=69,no=70,missing=69,gain=2.28489351,cover=8930
- 69:leaf=0.00203696499,cover=0
- 70:leaf=0.000435603317,cover=0
- 8:[PialCurv5<-0.144106165] yes=17,no=18,missing=18,gain=9.36622238,cover=78270
- 17:[Area5<0.894858658] yes=35,no=36,missing=35,gain=3.29589844,cover=1940
- 35:[PialCurv5<-0.167439327] yes=71,no=72,missing=71,gain=2.95775795,cover=1751
- 71:leaf=0.00945869926,cover=0
- 72:leaf=0.00402500574,cover=0
- 36:[Ecc<15.5679035] yes=73,no=74,missing=74,gain=2.31582928,cover=189
- 73:leaf=-0.0048399251,cover=0
- 74:leaf=0.00857373513,cover=0
- 18:[MidArea5<0.605162561] yes=37,no=38,missing=38,gain=7.5945015,cover=76330
- 37:[Area5<0.659308732] yes=75,no=76,missing=75,gain=8.49092484,cover=1521
- 75:leaf=-0.00478113396,cover=0
- 76:leaf=0.00404179282,cover=0
- 38:[LGI5<3.10571551] yes=77,no=78,missing=77,gain=6.14190674,cover=74809
- 77:leaf=0.00118030177,cover=0
- 78:leaf=0.000231038008,cover=0
- 4:[Ecc<27.327179] yes=9,no=10,missing=9,gain=11.7677784,cover=4159
- 9:[Sulc0<-0.292069882] yes=19,no=20,missing=19,gain=5.09918499,cover=3739
- 19:[PialArea5<0.463276565] yes=39,no=40,missing=39,gain=2.16027403,cover=1492
- 39:[Ecc<7.85193825] yes=79,no=80,missing=79,gain=1.48083556,cover=130
- 79:leaf=0.0132300286,cover=0
- 80:leaf=0.00174167217,cover=0
- 40:[Area5<0.616426587] yes=81,no=82,missing=81,gain=1.64258885,cover=1362
- 81:leaf=-0.00827821717,cover=0
- 82:leaf=-0.000935018819,cover=0
- 20:[Curv5<0.120553598] yes=41,no=42,missing=41,gain=5.42551613,cover=2247
- 41:[LGI5<3.56741142] yes=83,no=84,missing=83,gain=3.62867928,cover=1501
- 83:leaf=-0.00691337837,cover=0
- 84:leaf=0.00330579514,cover=0
- 42:[Area5<0.759248734] yes=85,no=86,missing=85,gain=2.52812338,cover=746
- 85:leaf=-0.00186839106,cover=0
- 86:leaf=0.00946157705,cover=0
- 10:[Sulc0<0.373583466] yes=21,no=22,missing=21,gain=2.80286741,cover=420
- 21:[LGI5<3.51961541] yes=43,no=44,missing=43,gain=4.83594704,cover=126
- 43:[Curv5<0.0778492987] yes=87,no=88,missing=88,gain=3.03591061,cover=69
- 87:leaf=0.00352449133,cover=0
- 88:leaf=0.0271455534,cover=0
- 44:[PialArea5<0.48968944] yes=89,no=90,missing=89,gain=0.697534442,cover=57
- 89:leaf=0.0148589378,cover=0
- 90:leaf=-0.00102688221,cover=0
- 22:[Ecc<46.7494621] yes=45,no=46,missing=45,gain=0.71990025,cover=294
- 45:[PialArea5<0.39986974] yes=91,no=92,missing=91,gain=0.71598649,cover=239
- 91:leaf=0.00676338747,cover=0
- 92:leaf=0.000343807362,cover=0
- 46:[LGI5<2.58517122] yes=93,no=94,missing=94,gain=0.443882465,cover=55
- 93:leaf=0.0226835329,cover=0
- 94:leaf=0.00663045561,cover=0
- 2:[Area5<0.453641325] yes=5,no=6,missing=6,gain=13.418622,cover=5004289
- 5:[Sulc0<0.0451717228] yes=11,no=12,missing=12,gain=7.20810223,cover=119136
- 11:[Curv5<-0.207981065] yes=23,no=24,missing=24,gain=8.08679771,cover=114655
- 23:[Ecc<1.57116413] yes=47,no=48,missing=47,gain=9.63132668,cover=71882
- 47:[PialArea5<0.780359626] yes=95,no=96,missing=95,gain=4.70297146,cover=23677
- 95:leaf=-0.00129771291,cover=0
- 96:leaf=0.00011306395,cover=0
- 48:[LGI5<3.36766768] yes=97,no=98,missing=97,gain=4.03827095,cover=48205
- 97:leaf=0.000598875282,cover=0
- 98:leaf=0.00357149169,cover=0
- 24:[PialArea5<0.991309822] yes=49,no=50,missing=50,gain=5.41811943,cover=42773
- 49:[Pol<143.959366] yes=99,no=100,missing=99,gain=5.00477409,cover=41664
- 99:leaf=0.00140032999,cover=0
- 100:leaf=0.000204091848,cover=0
- 50:[LGI5<2.59361267] yes=101,no=102,missing=102,gain=1.92308998,cover=1109
- 101:leaf=0.00379880634,cover=0
- 102:leaf=0.0101594394,cover=0
- 12:[Pol<44.6807365] yes=25,no=26,missing=25,gain=3.95750976,cover=4481
- 25:[Curv5<-0.155295327] yes=51,no=52,missing=52,gain=5.61144686,cover=145
- 51:[PialArea5<0.454431564] yes=103,no=104,missing=103,gain=0.424428791,cover=66
- 103:leaf=-0.00538400328,cover=0
- 104:leaf=0.00357596809,cover=0
- 52:[Sulc0<0.812575758] yes=105,no=106,missing=105,gain=1.95171738,cover=79
- 105:leaf=-0.0218961015,cover=0
- 106:leaf=-0.000673542905,cover=0
- 26:[Sulc0<0.649594426] yes=53,no=54,missing=53,gain=3.05949044,cover=4336
- 53:[Ecc<12.1917515] yes=107,no=108,missing=107,gain=4.10489702,cover=3671
- 107:leaf=-0.0021579219,cover=0
- 108:leaf=0.00119600783,cover=0
- 54:[PialArea5<0.355263293] yes=109,no=110,missing=109,gain=5.43200636,cover=665
- 109:leaf=-0.00194485544,cover=0
- 110:leaf=-0.0129750762,cover=0
- 6:[Sulc0<-0.244882882] yes=13,no=14,missing=13,gain=18.0556507,cover=4885153
- 13:[Ecc<1.96654522] yes=27,no=28,missing=28,gain=26.9029121,cover=2348185
- 27:[Pol<68.1421661] yes=55,no=56,missing=55,gain=50.8584938,cover=529477
- 55:[PialArea5<1.10654831] yes=111,no=112,missing=111,gain=30.6901531,cover=183877
- 111:leaf=-0.000864347094,cover=0
- 112:leaf=0.000610473275,cover=0
- 56:[LGI5<2.50944686] yes=113,no=114,missing=113,gain=52.8603325,cover=345600
- 113:leaf=0.000821964175,cover=0
- 114:leaf=-0.000842154317,cover=0
- 28:[PialArea5<0.756055057] yes=57,no=58,missing=57,gain=47.2613487,cover=1818708
- 57:[Pol<135.419098] yes=115,no=116,missing=115,gain=56.9739685,cover=248819
- 115:leaf=-0.0015420391,cover=0
- 116:leaf=-2.1581589e-05,cover=0
- 58:[Curv5<-0.279226273] yes=117,no=118,missing=117,gain=31.0256348,cover=1569889
- 117:leaf=0.000675580988,cover=0
- 118:leaf=-0.000176862697,cover=0
- 14:[PialCurv5<-0.0410871245] yes=29,no=30,missing=29,gain=34.1311836,cover=2536968
- 29:[Curv5<-0.0686563179] yes=59,no=60,missing=59,gain=126.675316,cover=311111
- 59:[PialArea5<0.624898493] yes=119,no=120,missing=120,gain=36.1688271,cover=267599
- 119:leaf=-0.00244434108,cover=0
- 120:leaf=0.000281788729,cover=0
- 60:[PialArea5<0.601145923] yes=121,no=122,missing=122,gain=69.5235596,cover=43512
- 121:leaf=-0.00156147627,cover=0
- 122:leaf=0.00392467994,cover=0
- 30:[Curv5<-0.110226393] yes=61,no=62,missing=61,gain=96.3956146,cover=2225857
- 61:[PialArea5<0.780359626] yes=123,no=124,missing=123,gain=44.544899,cover=19679
- 123:leaf=0.00106060773,cover=0
- 124:leaf=0.00581911206,cover=0
- 62:[Ecc<36.5542564] yes=125,no=126,missing=125,gain=28.5308189,cover=2206178
- 125:leaf=2.40020545e-05,cover=0
- 126:leaf=-0.000611950585,cover=0
-booster[245]:
-0:[PialArea5<1.29873812] yes=1,no=2,missing=1,gain=12.219059,cover=5124388
- 1:[Pol<6.72755051] yes=3,no=4,missing=4,gain=13.2771025,cover=4963977
- 3:[PialCurv5<0.0591915138] yes=7,no=8,missing=7,gain=12.7348528,cover=147389
- 7:[Curv5<-0.209697157] yes=15,no=16,missing=15,gain=11.2056141,cover=140127
- 15:[Sulc0<-0.351394534] yes=31,no=32,missing=32,gain=3.47486115,cover=55042
- 31:[Area5<0.739104271] yes=63,no=64,missing=63,gain=3.36113763,cover=52899
- 63:leaf=8.26488176e-05,cover=0
- 64:leaf=-0.00107586186,cover=0
- 32:[Ecc<39.5502243] yes=65,no=66,missing=66,gain=2.31497192,cover=2143
- 65:leaf=0.000460569572,cover=0
- 66:leaf=0.00375759951,cover=0
- 16:[PialCurv5<-0.131946102] yes=33,no=34,missing=33,gain=14.3909645,cover=85085
- 33:[PialCurv5<-0.171137348] yes=67,no=68,missing=67,gain=3.71881104,cover=4010
- 67:leaf=0.0101667987,cover=0
- 68:leaf=0.00347486581,cover=0
- 34:[LGI5<2.97899532] yes=69,no=70,missing=69,gain=10.3061981,cover=81075
- 69:leaf=0.00132659019,cover=0
- 70:leaf=0.000198869078,cover=0
- 8:[Ecc<35.8605728] yes=17,no=18,missing=17,gain=15.7193174,cover=7262
- 17:[Sulc0<-0.130613819] yes=35,no=36,missing=36,gain=9.26288223,cover=6669
- 35:[Curv5<0.069626309] yes=71,no=72,missing=71,gain=4.28537846,cover=4850
- 71:leaf=-0.00239412696,cover=0
- 72:leaf=0.000620682549,cover=0
- 36:[LGI5<3.60428405] yes=73,no=74,missing=73,gain=7.44693375,cover=1819
- 73:leaf=-0.00594092486,cover=0
- 74:leaf=0.0111802369,cover=0
- 18:[Sulc0<0.383163035] yes=37,no=38,missing=37,gain=3.01681519,cover=593
- 37:[Curv5<0.110890195] yes=75,no=76,missing=75,gain=7.77016735,cover=269
- 75:leaf=0.00516236154,cover=0
- 76:leaf=0.0247419383,cover=0
- 38:[Pol<4.30929279] yes=77,no=78,missing=77,gain=0.690477371,cover=324
- 77:leaf=0.00467170542,cover=0
- 78:leaf=-0.000128551765,cover=0
- 4:[Sulc0<-0.389213681] yes=9,no=10,missing=9,gain=19.89254,cover=4816588
- 9:[Ecc<5.08081961] yes=19,no=20,missing=20,gain=33.2114334,cover=1855162
- 19:[LGI5<2.50608969] yes=39,no=40,missing=39,gain=35.4891777,cover=941538
- 39:[Pol<78.2110443] yes=79,no=80,missing=79,gain=23.0601025,cover=677292
- 79:leaf=-9.93180656e-05,cover=0
- 80:leaf=0.000491879182,cover=0
- 40:[Ecc<3.48115921] yes=81,no=82,missing=81,gain=32.0660858,cover=264246
- 81:leaf=-0.000879014668,cover=0
- 82:leaf=0.000250670302,cover=0
- 20:[LGI5<2.68420529] yes=41,no=42,missing=41,gain=42.1346474,cover=913624
- 41:[Pol<84.7687759] yes=83,no=84,missing=84,gain=50.2093353,cover=238874
- 83:leaf=0.000422565819,cover=0
- 84:leaf=-0.00132691173,cover=0
- 42:[Pol<60.4070244] yes=85,no=86,missing=85,gain=53.7334366,cover=674750
- 85:leaf=-0.000643497275,cover=0
- 86:leaf=0.000250566954,cover=0
- 10:[Curv5<-0.168147355] yes=21,no=22,missing=21,gain=41.544899,cover=2961426
- 21:[PialCurv5<-0.0868030339] yes=43,no=44,missing=44,gain=74.5032349,cover=184694
- 43:[Pol<119.777687] yes=87,no=88,missing=87,gain=22.0620251,cover=152381
- 87:leaf=0.0011975494,cover=0
- 88:leaf=-9.44908461e-05,cover=0
- 44:[MidArea5<0.727421284] yes=89,no=90,missing=89,gain=39.577713,cover=32313
- 89:leaf=0.00115875353,cover=0
- 90:leaf=0.00465996936,cover=0
- 22:[PialCurv5<-0.109546423] yes=45,no=46,missing=45,gain=38.8457031,cover=2776732
- 45:[MidArea5<0.656586885] yes=91,no=92,missing=91,gain=27.6040535,cover=14763
- 91:leaf=-0.000734523812,cover=0
- 92:leaf=0.0039799083,cover=0
- 46:[Ecc<3.29132295] yes=93,no=94,missing=93,gain=20.0010414,cover=2761969
- 93:leaf=-0.000385459745,cover=0
- 94:leaf=3.86692336e-05,cover=0
- 2:[Curv5<-0.104371414] yes=5,no=6,missing=5,gain=7.41705704,cover=160411
- 5:[Area5<0.669105887] yes=11,no=12,missing=12,gain=6.27743864,cover=146842
- 11:[MidArea5<1.1557827] yes=23,no=24,missing=23,gain=6.61619663,cover=24342
- 23:[LGI5<2.79683423] yes=47,no=48,missing=47,gain=6.29484606,cover=23550
- 47:[PialCurv5<-0.08490628] yes=95,no=96,missing=95,gain=6.16560507,cover=21296
- 95:leaf=0.000929513597,cover=0
- 96:leaf=-0.00187824783,cover=0
- 48:[Sulc0<-0.738139331] yes=97,no=98,missing=98,gain=6.62224674,cover=2254
- 97:leaf=0.00128606695,cover=0
- 98:leaf=0.00686196331,cover=0
- 24:[LGI5<2.40037155] yes=49,no=50,missing=49,gain=1.81071568,cover=792
- 49:[Pol<16.156723] yes=99,no=100,missing=100,gain=1.89654732,cover=387
- 99:leaf=0.000472341257,cover=0
- 100:leaf=0.00962154288,cover=0
- 50:[Sulc0<-1.24864507] yes=101,no=102,missing=101,gain=1.53285015,cover=405
- 101:leaf=-0.00574465701,cover=0
- 102:leaf=0.00425099675,cover=0
- 12:[LGI5<3.268116] yes=25,no=26,missing=25,gain=4.87994862,cover=122500
- 25:[PialCurv5<-0.0379593484] yes=51,no=52,missing=51,gain=4.21436501,cover=113297
- 51:[Area5<0.924216449] yes=103,no=104,missing=104,gain=3.47667527,cover=112858
- 103:leaf=0.000158653187,cover=0
- 104:leaf=-0.000813706778,cover=0
- 52:[Area5<0.748478889] yes=105,no=106,missing=106,gain=3.40519571,cover=439
- 105:leaf=-0.000645583728,cover=0
- 106:leaf=0.00841493811,cover=0
- 26:[PialArea5<1.4350239] yes=53,no=54,missing=53,gain=3.48095131,cover=9203
- 53:[MidArea5<1.21578133] yes=107,no=108,missing=108,gain=1.00669241,cover=6022
- 107:leaf=0.000679447083,cover=0
- 108:leaf=-0.00365648721,cover=0
- 54:[LGI5<3.74316525] yes=109,no=110,missing=109,gain=3.06864071,cover=3181
- 109:leaf=0.00307127251,cover=0
- 110:leaf=-0.00277769892,cover=0
- 6:[PialCurv5<-0.0748331472] yes=13,no=14,missing=14,gain=31.3134613,cover=13569
- 13:[Pol<149.795395] yes=27,no=28,missing=27,gain=10.8477783,cover=2567
- 27:[Ecc<3.22716212] yes=55,no=56,missing=55,gain=8.19380188,cover=1966
- 55:[LGI5<2.41724968] yes=111,no=112,missing=111,gain=6.01269531,cover=598
- 111:leaf=0.0150561975,cover=0
- 112:leaf=0.00497713499,cover=0
- 56:[Pol<18.1680222] yes=113,no=114,missing=113,gain=2.51899767,cover=1368
- 113:leaf=0.0071640308,cover=0
- 114:leaf=0.00157517532,cover=0
- 28:[Ecc<5.91357183] yes=57,no=58,missing=57,gain=7.49701309,cover=601
- 57:[Area5<0.808195949] yes=115,no=116,missing=116,gain=11.6737595,cover=222
- 115:leaf=0.0144005092,cover=0
- 116:leaf=0.0450132079,cover=0
- 58:[Area5<0.741095543] yes=117,no=118,missing=117,gain=3.96693707,cover=379
- 117:leaf=0.0140160909,cover=0
- 118:leaf=0.00366219692,cover=0
- 14:[Area5<0.700531542] yes=29,no=30,missing=29,gain=5.69483471,cover=11002
- 29:[Ecc<2.79805064] yes=59,no=60,missing=60,gain=5.56223345,cover=838
- 59:[LGI5<2.26652193] yes=119,no=120,missing=120,gain=1.95830894,cover=296
- 119:leaf=-0.0085190786,cover=0
- 120:leaf=0.00350362924,cover=0
- 60:[PialCurv5<-0.0297427773] yes=121,no=122,missing=122,gain=2.33099937,cover=542
- 121:leaf=-0.00444513513,cover=0
- 122:leaf=-0.0116548529,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=62,gain=4.37567425,cover=10164
- 61:[Ecc<1.05247808] yes=123,no=124,missing=124,gain=7.3686471,cover=8512
- 123:leaf=0.00914839003,cover=0
- 124:leaf=0.000900127925,cover=0
- 62:[Ecc<1.10530448] yes=125,no=126,missing=125,gain=3.97795773,cover=1652
- 125:leaf=-0.0110581098,cover=0
- 126:leaf=-0.00100023707,cover=0
-booster[246]:
-0:[Curv5<-0.331971258] yes=1,no=2,missing=2,gain=12.3267136,cover=5124388
- 1:[PialArea5<0.665998757] yes=3,no=4,missing=4,gain=9.54608345,cover=60049
- 3:[PialCurv5<-0.117370568] yes=7,no=8,missing=7,gain=4.07004976,cover=16317
- 7:[Ecc<12.9325523] yes=15,no=16,missing=15,gain=2.49436402,cover=14874
- 15:[Pol<87.9431763] yes=31,no=32,missing=32,gain=2.32117796,cover=9304
- 31:[Pol<18.1680222] yes=63,no=64,missing=63,gain=3.7300117,cover=4775
- 63:leaf=0.00243163947,cover=0
- 64:leaf=-0.00104556081,cover=0
- 32:[Pol<119.248337] yes=65,no=66,missing=65,gain=7.56601906,cover=4529
- 65:leaf=0.00504804822,cover=0
- 66:leaf=0.00014215101,cover=0
- 16:[LGI5<3.30554914] yes=33,no=34,missing=33,gain=2.23319149,cover=5570
- 33:[PialCurv5<-0.151339546] yes=67,no=68,missing=67,gain=1.5880959,cover=4033
- 67:leaf=-0.00113624847,cover=0
- 68:leaf=-0.00404149806,cover=0
- 34:[LGI5<3.42912889] yes=69,no=70,missing=69,gain=1.82161975,cover=1537
- 69:leaf=0.0030773934,cover=0
- 70:leaf=-0.000539799919,cover=0
- 8:[Area5<0.489361584] yes=17,no=18,missing=17,gain=1.33968115,cover=1443
- 17:[Ecc<15.3430929] yes=35,no=36,missing=35,gain=2.76627588,cover=760
- 35:[LGI5<2.13090348] yes=71,no=72,missing=72,gain=1.59150982,cover=598
- 71:leaf=0.0088505242,cover=0
- 72:leaf=-0.00631016074,cover=0
- 36:[Ecc<17.2700901] yes=73,no=74,missing=73,gain=2.5731473,cover=162
- 73:leaf=0.0142045468,cover=0
- 74:leaf=-0.00160199706,cover=0
- 18:[Ecc<33.9075584] yes=37,no=38,missing=37,gain=2.50721741,cover=683
- 37:[Ecc<6.47151232] yes=75,no=76,missing=75,gain=1.17317748,cover=617
- 75:leaf=0.00438543363,cover=0
- 76:leaf=-0.00126899441,cover=0
- 38:[LGI5<3.29043651] yes=77,no=78,missing=77,gain=0.69246316,cover=66
- 77:leaf=-0.0125613734,cover=0
- 78:leaf=0.00155865226,cover=0
- 4:[Pol<163.028091] yes=9,no=10,missing=9,gain=5.54206276,cover=43732
- 9:[Pol<52.7894325] yes=19,no=20,missing=19,gain=7.0401535,cover=37193
- 19:[Ecc<1.15906882] yes=39,no=40,missing=40,gain=3.25970554,cover=21977
- 39:[Ecc<0.45941934] yes=79,no=80,missing=79,gain=1.1160419,cover=1296
- 79:leaf=0.00114684785,cover=0
- 80:leaf=-0.00243338919,cover=0
- 40:[PialCurv5<-0.0819871053] yes=81,no=82,missing=81,gain=2.34593964,cover=20681
- 81:leaf=0.000968909764,cover=0
- 82:leaf=-0.00419913372,cover=0
- 20:[Pol<127.728462] yes=41,no=42,missing=41,gain=11.0780239,cover=15216
- 41:[Ecc<6.87229633] yes=83,no=84,missing=83,gain=4.42580795,cover=5342
- 83:leaf=0.00280467444,cover=0
- 84:leaf=0.00573763391,cover=0
- 42:[Ecc<41.2560654] yes=85,no=86,missing=85,gain=4.12991953,cover=9874
- 85:leaf=0.00107571029,cover=0
- 86:leaf=0.0125546008,cover=0
- 10:[PialCurv5<-0.0595124774] yes=21,no=22,missing=22,gain=2.94054413,cover=6539
- 21:[LGI5<2.21018219] yes=43,no=44,missing=43,gain=2.58802223,cover=6497
- 43:[LGI5<2.13090348] yes=87,no=88,missing=88,gain=0.662691593,cover=45
- 87:leaf=0.0032134694,cover=0
- 88:leaf=0.016056357,cover=0
- 44:[Ecc<16.2597466] yes=89,no=90,missing=89,gain=2.57624769,cover=6452
- 89:leaf=-0.00143090158,cover=0
- 90:leaf=0.000597143022,cover=0
- 22:[Ecc<22.8050022] yes=45,no=46,missing=45,gain=0.19325757,cover=42
- 45:leaf=-0.0160378423,cover=0
- 46:[PialCurv5<-0.0426128618] yes=91,no=92,missing=91,gain=0.0026178658,cover=16
- 91:leaf=-0.00213570008,cover=0
- 92:leaf=-0.00835138094,cover=0
- 2:[PialArea5<0.998395085] yes=5,no=6,missing=5,gain=13.0228615,cover=5064339
- 5:[Curv5<-0.0226651002] yes=11,no=12,missing=11,gain=22.5099354,cover=4021091
- 11:[Area5<0.705328763] yes=23,no=24,missing=24,gain=68.2302094,cover=1851525
- 23:[PialArea5<0.643814564] yes=47,no=48,missing=47,gain=51.2120819,cover=1493600
- 47:[Ecc<14.9070177] yes=93,no=94,missing=93,gain=16.7074051,cover=111869
- 93:leaf=-0.0013942339,cover=0
- 94:leaf=5.12107035e-05,cover=0
- 48:[Sulc0<-0.0637059584] yes=95,no=96,missing=95,gain=61.2742844,cover=1381731
- 95:leaf=-5.05540702e-05,cover=0
- 96:leaf=0.00110720261,cover=0
- 24:[PialCurv5<-0.0974217355] yes=49,no=50,missing=50,gain=69.4280777,cover=357925
- 49:[Curv5<-0.127358407] yes=97,no=98,missing=98,gain=40.7030067,cover=90522
- 97:leaf=0.000131930676,cover=0
- 98:leaf=0.00459726015,cover=0
- 50:[Ecc<4.87342644] yes=99,no=100,missing=99,gain=38.59729,cover=267403
- 99:leaf=-0.00246880855,cover=0
- 100:leaf=-0.000917375728,cover=0
- 12:[PialCurv5<0.000298873958] yes=25,no=26,missing=25,gain=101.359383,cover=2169566
- 25:[MidArea5<0.588423193] yes=51,no=52,missing=51,gain=59.5231781,cover=121097
- 51:[Ecc<1.79549146] yes=101,no=102,missing=101,gain=18.3595486,cover=18707
- 101:leaf=0.00151549501,cover=0
- 102:leaf=-0.00205573672,cover=0
- 52:[PialArea5<0.85412097] yes=103,no=104,missing=103,gain=32.2223663,cover=102390
- 103:leaf=0.0014540808,cover=0
- 104:leaf=0.00355997612,cover=0
- 26:[PialArea5<0.699586272] yes=53,no=54,missing=53,gain=37.5372734,cover=2048469
- 53:[Area5<0.722552657] yes=105,no=106,missing=105,gain=85.2314758,cover=1603082
- 105:leaf=-0.000149561951,cover=0
- 106:leaf=0.000644883257,cover=0
- 54:[Area5<0.641697526] yes=107,no=108,missing=108,gain=44.6637802,cover=445387
- 107:leaf=0.00199826178,cover=0
- 108:leaf=-0.000532205391,cover=0
- 6:[Area5<0.573932528] yes=13,no=14,missing=13,gain=14.2181463,cover=1043248
- 13:[Curv5<-0.209697157] yes=27,no=28,missing=27,gain=6.31678391,cover=65175
- 27:[PialCurv5<-0.136031076] yes=55,no=56,missing=55,gain=3.77584696,cover=38771
- 55:[Pol<166.64444] yes=109,no=110,missing=110,gain=3.04308319,cover=12515
- 109:leaf=0.000154149355,cover=0
- 110:leaf=-0.00173622544,cover=0
- 56:[Pol<65.8802414] yes=111,no=112,missing=111,gain=8.33873367,cover=26256
- 111:leaf=-0.000290672528,cover=0
- 112:leaf=0.00152749475,cover=0
- 28:[Ecc<0.513775289] yes=57,no=58,missing=58,gain=5.05093002,cover=26404
- 57:[LGI5<2.37224698] yes=113,no=114,missing=113,gain=3.75730371,cover=2066
- 113:leaf=-0.00256890873,cover=0
- 114:leaf=0.00182962068,cover=0
- 58:[PialCurv5<-0.076943703] yes=115,no=116,missing=115,gain=5.69066238,cover=24338
- 115:leaf=0.0019938848,cover=0
- 116:leaf=-0.000100121557,cover=0
- 14:[Sulc0<0.176289052] yes=29,no=30,missing=29,gain=11.6580925,cover=978073
- 29:[Area5<0.987501919] yes=59,no=60,missing=59,gain=12.5775814,cover=964659
- 59:[MidArea5<1.21578133] yes=117,no=118,missing=118,gain=13.4121971,cover=953413
- 117:leaf=7.90718987e-05,cover=0
- 118:leaf=0.0017185692,cover=0
- 60:[PialCurv5<-0.0456207059] yes=119,no=120,missing=119,gain=6.80118942,cover=11246
- 119:leaf=-0.00080340181,cover=0
- 120:leaf=-0.00352537422,cover=0
- 30:[LGI5<3.74316525] yes=61,no=62,missing=61,gain=8.17186356,cover=13414
- 61:[Pol<45.5953903] yes=121,no=122,missing=122,gain=7.30973244,cover=12873
- 121:leaf=-0.000467249978,cover=0
- 122:leaf=0.00210978161,cover=0
- 62:[Pol<168.718765] yes=123,no=124,missing=123,gain=8.52864647,cover=541
- 123:leaf=0.00995987188,cover=0
- 124:leaf=-0.00888007041,cover=0
-booster[247]:
-0:[PialArea5<0.245474651] yes=1,no=2,missing=2,gain=11.9656096,cover=5124388
- 1:[Curv5<0.164550796] yes=3,no=4,missing=3,gain=4.82496834,cover=20016
- 3:[Curv5<0.110890195] yes=7,no=8,missing=8,gain=5.3023634,cover=2878
- 7:[LGI5<2.77389717] yes=15,no=16,missing=15,gain=2.58115196,cover=323
- 15:[Pol<103.851685] yes=31,no=32,missing=31,gain=1.03302479,cover=82
- 31:[PialCurv5<0.493508637] yes=63,no=64,missing=63,gain=1.16465092,cover=66
- 63:leaf=-0.0177085456,cover=0
- 64:leaf=-0.00331206853,cover=0
- 32:[Pol<120.317558] yes=65,no=66,missing=65,gain=0.262684107,cover=16
- 65:leaf=0.0143105267,cover=0
- 66:leaf=-0.00190530939,cover=0
- 16:[Ecc<17.0169544] yes=33,no=34,missing=34,gain=3.1568501,cover=241
- 33:[Pol<93.3357697] yes=67,no=68,missing=68,gain=1.81983495,cover=61
- 67:leaf=4.33346349e-06,cover=0
- 68:leaf=0.0172177572,cover=0
- 34:[LGI5<2.92895722] yes=69,no=70,missing=69,gain=1.97587037,cover=180
- 69:leaf=0.00382982381,cover=0
- 70:leaf=-0.00726714311,cover=0
- 8:[Sulc0<0.474820405] yes=17,no=18,missing=17,gain=1.4990139,cover=2555
- 17:[Area5<0.654657125] yes=35,no=36,missing=36,gain=1.64764214,cover=216
- 35:[Curv5<0.124281213] yes=71,no=72,missing=71,gain=0.341910362,cover=178
- 71:leaf=-0.000205249133,cover=0
- 72:leaf=0.00657585356,cover=0
- 36:[Curv5<0.155577481] yes=73,no=74,missing=73,gain=0.628491402,cover=38
- 73:leaf=0.0199153833,cover=0
- 74:leaf=0.0019696306,cover=0
- 18:[Sulc0<0.779008448] yes=37,no=38,missing=38,gain=1.56343842,cover=2339
- 37:[LGI5<3.53458858] yes=75,no=76,missing=75,gain=1.27628958,cover=492
- 75:leaf=0.0013983798,cover=0
- 76:leaf=-0.0151121784,cover=0
- 38:[LGI5<2.73077893] yes=77,no=78,missing=78,gain=2.76157951,cover=1847
- 77:leaf=-0.00241220789,cover=0
- 78:leaf=0.00473976135,cover=0
- 4:[PialCurv5<0.137877449] yes=9,no=10,missing=10,gain=2.85683823,cover=17138
- 9:[Pol<171.401581] yes=19,no=20,missing=19,gain=2.59217167,cover=643
- 19:[Sulc0<0.433680743] yes=39,no=40,missing=39,gain=1.91575432,cover=602
- 39:[Ecc<2.13501525] yes=79,no=80,missing=80,gain=3.36798954,cover=140
- 79:leaf=0.00239872001,cover=0
- 80:leaf=0.0178934895,cover=0
- 40:[Sulc0<0.849368811] yes=81,no=82,missing=81,gain=2.38377953,cover=462
- 81:leaf=-0.00131282839,cover=0
- 82:leaf=0.00614197226,cover=0
- 20:[Curv5<0.186949074] yes=41,no=42,missing=41,gain=0.528596759,cover=41
- 41:[Sulc0<-0.258417875] yes=83,no=84,missing=83,gain=0.360872775,cover=13
- 83:leaf=-0.0150661832,cover=0
- 84:leaf=0.00432448788,cover=0
- 42:[PialCurv5<0.064168714] yes=85,no=86,missing=85,gain=0.185071707,cover=28
- 85:leaf=-0.00385827571,cover=0
- 86:leaf=-0.0139137506,cover=0
- 10:[Area5<0.694293797] yes=21,no=22,missing=21,gain=2.31401277,cover=16495
- 21:[MidArea5<0.439916283] yes=43,no=44,missing=43,gain=4.53593874,cover=14964
- 43:[Area5<0.646843374] yes=87,no=88,missing=87,gain=11.0845289,cover=11870
- 87:leaf=0.00054375513,cover=0
- 88:leaf=0.00583691662,cover=0
- 44:[Area5<0.673304081] yes=89,no=90,missing=90,gain=1.75688732,cover=3094
- 89:leaf=-0.00207563536,cover=0
- 90:leaf=0.000364696229,cover=0
- 22:[MidArea5<0.460721314] yes=45,no=46,missing=46,gain=4.14923,cover=1531
- 45:[Curv5<0.266060919] yes=91,no=92,missing=92,gain=1.62332964,cover=333
- 91:leaf=0.00867025182,cover=0
- 92:leaf=-0.00325375679,cover=0
- 46:[Ecc<2.91795349] yes=93,no=94,missing=94,gain=1.43613553,cover=1198
- 93:leaf=0.0136256283,cover=0
- 94:leaf=0.00100733421,cover=0
- 2:[Curv5<0.233002663] yes=5,no=6,missing=6,gain=13.8984118,cover=5104372
- 5:[PialArea5<0.422649235] yes=11,no=12,missing=11,gain=13.1031427,cover=5051220
- 11:[Pol<110.287491] yes=23,no=24,missing=24,gain=30.194828,cover=477066
- 23:[Pol<85.4004211] yes=47,no=48,missing=47,gain=33.5973015,cover=382476
- 47:[Sulc0<0.779008448] yes=95,no=96,missing=96,gain=21.8055553,cover=78019
- 95:leaf=0.00178227632,cover=0
- 96:leaf=0.000108977409,cover=0
- 48:[Ecc<6.03867722] yes=97,no=98,missing=97,gain=20.4538441,cover=304457
- 97:leaf=0.000571633806,cover=0
- 98:leaf=-0.000404700142,cover=0
- 24:[Area5<0.711689949] yes=49,no=50,missing=50,gain=10.3662071,cover=94590
- 49:[Ecc<0.943656743] yes=99,no=100,missing=99,gain=6.85780907,cover=76587
- 99:leaf=-0.000509733683,cover=0
- 100:leaf=0.000970343419,cover=0
- 50:[PialCurv5<0.270000219] yes=101,no=102,missing=101,gain=9.5271225,cover=18003
- 101:leaf=0.00351308729,cover=0
- 102:leaf=0.0011741732,cover=0
- 12:[Curv5<0.0857537538] yes=25,no=26,missing=25,gain=25.0769863,cover=4574154
- 25:[Sulc0<0.474820405] yes=51,no=52,missing=51,gain=50.5692444,cover=3906576
- 51:[Ecc<24.7238369] yes=103,no=104,missing=103,gain=26.2847099,cover=3756572
- 103:leaf=3.95052703e-05,cover=0
- 104:leaf=-0.000365494139,cover=0
- 52:[Ecc<37.2796402] yes=105,no=106,missing=105,gain=22.2093658,cover=150004
- 105:leaf=0.00133028231,cover=0
- 106:leaf=9.76480351e-06,cover=0
- 26:[Pol<43.7633247] yes=53,no=54,missing=54,gain=34.7472153,cover=667578
- 53:[PialCurv5<0.0987490341] yes=107,no=108,missing=107,gain=34.2531738,cover=13767
- 107:leaf=0.00697497278,cover=0
- 108:leaf=0.000883151894,cover=0
- 54:[LGI5<2.95092106] yes=109,no=110,missing=109,gain=32.1312523,cover=653811
- 109:leaf=-0.000102441561,cover=0
- 110:leaf=-0.000839065237,cover=0
- 6:[Ecc<5.91357183] yes=13,no=14,missing=14,gain=3.44205856,cover=53152
- 13:[Ecc<3.67199802] yes=27,no=28,missing=27,gain=5.94734526,cover=35683
- 27:[Area5<0.554568231] yes=55,no=56,missing=55,gain=4.86592865,cover=21731
- 55:[LGI5<2.34802985] yes=111,no=112,missing=111,gain=1.59876537,cover=1997
- 111:leaf=-0.00111007923,cover=0
- 112:leaf=-0.004272094,cover=0
- 56:[MidArea5<0.791754067] yes=113,no=114,missing=113,gain=2.46285725,cover=19734
- 113:leaf=-0.000848172058,cover=0
- 114:leaf=0.00665474031,cover=0
- 28:[Sulc0<-0.123243913] yes=57,no=58,missing=58,gain=5.44717169,cover=13952
- 57:[MidArea5<0.474339783] yes=115,no=116,missing=115,gain=1.61153221,cover=180
- 115:leaf=0.0147189042,cover=0
- 116:leaf=0.00500344066,cover=0
- 58:[Area5<0.453641325] yes=117,no=118,missing=118,gain=3.17647982,cover=13772
- 117:leaf=0.0224304628,cover=0
- 118:leaf=0.000139122028,cover=0
- 14:[Sulc0<-0.181880832] yes=29,no=30,missing=30,gain=5.13826847,cover=17469
- 29:[PialArea5<0.365779996] yes=59,no=60,missing=60,gain=1.29722786,cover=153
- 59:[Area5<0.601796865] yes=119,no=120,missing=119,gain=1.25595284,cover=41
- 119:leaf=0.00582015701,cover=0
- 120:leaf=0.0235212483,cover=0
- 60:[MidArea5<0.605162561] yes=121,no=122,missing=121,gain=0.738567829,cover=112
- 121:leaf=0.0025473265,cover=0
- 122:leaf=0.0120730167,cover=0
- 30:[PialCurv5<0.119354174] yes=61,no=62,missing=62,gain=2.65321636,cover=17316
- 61:[Area5<0.489361584] yes=123,no=124,missing=123,gain=3.59203005,cover=229
- 123:leaf=-0.0144723207,cover=0
- 124:leaf=0.00597872818,cover=0
- 62:[Pol<51.9018669] yes=125,no=126,missing=126,gain=1.83325768,cover=17087
- 125:leaf=0.00327273575,cover=0
- 126:leaf=-0.00159212633,cover=0
-booster[248]:
-0:[Sulc0<-1.08640325] yes=1,no=2,missing=2,gain=12.0075045,cover=5124388
- 1:[Area5<0.755546272] yes=3,no=4,missing=4,gain=10.438942,cover=120098
- 3:[PialCurv5<-0.0940372422] yes=7,no=8,missing=7,gain=5.98354912,cover=107140
- 7:[Pol<145.397461] yes=15,no=16,missing=16,gain=4.17218876,cover=101313
- 15:[Ecc<2.73602629] yes=31,no=32,missing=31,gain=5.3658247,cover=72599
- 31:[Pol<48.3047981] yes=63,no=64,missing=63,gain=11.5397835,cover=40319
- 63:leaf=-0.00129050692,cover=0
- 64:leaf=0.00057251117,cover=0
- 32:[Ecc<5.66086149] yes=65,no=66,missing=65,gain=10.6681614,cover=32280
- 65:leaf=0.00101964746,cover=0
- 66:leaf=-0.000798259862,cover=0
- 16:[Sulc0<-1.24864507] yes=33,no=34,missing=33,gain=3.75698566,cover=28714
- 33:[Curv5<-0.2435821] yes=67,no=68,missing=68,gain=2.21537971,cover=3516
- 67:leaf=-0.00189859048,cover=0
- 68:leaf=-0.00483272644,cover=0
- 34:[Curv5<-0.279226273] yes=69,no=70,missing=69,gain=3.17342806,cover=25198
- 69:leaf=6.51933151e-05,cover=0
- 70:leaf=-0.00120206783,cover=0
- 8:[Pol<136.095428] yes=17,no=18,missing=17,gain=4.69248104,cover=5827
- 17:[LGI5<2.25075769] yes=35,no=36,missing=36,gain=3.62974119,cover=4377
- 35:[MidArea5<0.756283522] yes=71,no=72,missing=71,gain=3.29769182,cover=1086
- 71:leaf=-0.00394518627,cover=0
- 72:leaf=0.00260782987,cover=0
- 36:[PialArea5<1.0376358] yes=73,no=74,missing=74,gain=5.86063766,cover=3291
- 73:leaf=0.00106592232,cover=0
- 74:leaf=-0.00357622094,cover=0
- 18:[Curv5<-0.177508175] yes=37,no=38,missing=37,gain=5.51474571,cover=1450
- 37:[Ecc<5.14592695] yes=75,no=76,missing=76,gain=3.4110117,cover=668
- 75:leaf=0.000166480473,cover=0
- 76:leaf=-0.00980541576,cover=0
- 38:[Sulc0<-1.19305253] yes=77,no=78,missing=77,gain=2.91798019,cover=782
- 77:leaf=-0.0134243565,cover=0
- 78:leaf=-0.00592889963,cover=0
- 4:[Ecc<1.15906882] yes=9,no=10,missing=10,gain=4.84641933,cover=12958
- 9:[Pol<46.5024796] yes=19,no=20,missing=19,gain=1.60202456,cover=556
- 19:[LGI5<2.16230083] yes=39,no=40,missing=39,gain=1.30383682,cover=342
- 39:[Sulc0<-1.15707839] yes=79,no=80,missing=79,gain=0.228955984,cover=7
- 79:leaf=0.0208324231,cover=0
- 80:leaf=0.00243038847,cover=0
- 40:[PialCurv5<-0.120663248] yes=81,no=82,missing=81,gain=1.36495352,cover=335
- 81:leaf=-0.00216069282,cover=0
- 82:leaf=-0.00876507163,cover=0
- 20:[LGI5<2.39356947] yes=41,no=42,missing=41,gain=2.64794827,cover=214
- 41:[LGI5<2.25075769] yes=83,no=84,missing=83,gain=1.20178461,cover=110
- 83:leaf=-0.00357837952,cover=0
- 84:leaf=0.00816668291,cover=0
- 42:[Curv5<-0.19738704] yes=85,no=86,missing=85,gain=1.25189459,cover=104
- 85:leaf=0.0027441422,cover=0
- 86:leaf=-0.00938718114,cover=0
- 10:[LGI5<2.69470191] yes=21,no=22,missing=21,gain=4.61172819,cover=12402
- 21:[PialCurv5<-0.11578764] yes=43,no=44,missing=43,gain=2.84871387,cover=5257
- 43:[Area5<0.833255887] yes=87,no=88,missing=88,gain=3.03277302,cover=3640
- 87:leaf=0.00200099219,cover=0
- 88:leaf=0.00514611136,cover=0
- 44:[LGI5<2.52320862] yes=89,no=90,missing=89,gain=4.22733355,cover=1617
- 89:leaf=0.00234753452,cover=0
- 90:leaf=-0.00297298306,cover=0
- 22:[Ecc<8.41855335] yes=45,no=46,missing=45,gain=5.00906038,cover=7145
- 45:[PialArea5<1.08978546] yes=91,no=92,missing=91,gain=1.68951964,cover=2692
- 91:leaf=-0.00386869512,cover=0
- 92:leaf=-0.000821528607,cover=0
- 46:[PialCurv5<-0.103163145] yes=93,no=94,missing=94,gain=3.24807382,cover=4453
- 93:leaf=0.000907560461,cover=0
- 94:leaf=0.00652752398,cover=0
- 2:[Pol<22.2436924] yes=5,no=6,missing=5,gain=15.6397667,cover=5004290
- 5:[Ecc<1.46579576] yes=11,no=12,missing=12,gain=25.9742813,cover=439405
- 11:[Ecc<0.618862808] yes=23,no=24,missing=23,gain=5.62293434,cover=44951
- 23:[Area5<0.854415178] yes=47,no=48,missing=47,gain=3.63697958,cover=16227
- 47:[Sulc0<-0.00954892673] yes=95,no=96,missing=95,gain=2.06777096,cover=16144
- 95:leaf=2.35509475e-07,cover=0
- 96:leaf=-0.0073220036,cover=0
- 48:[Sulc0<-1.01050735] yes=97,no=98,missing=97,gain=0.676562309,cover=83
- 97:leaf=0.00805475842,cover=0
- 98:leaf=-0.011501966,cover=0
- 24:[PialArea5<1.57955706] yes=49,no=50,missing=49,gain=4.85170937,cover=28724
- 49:[Ecc<1.26157856] yes=99,no=100,missing=99,gain=4.12007904,cover=28426
- 99:leaf=-0.00170012971,cover=0
- 100:leaf=-0.000353128591,cover=0
- 50:[Curv5<-0.127358407] yes=101,no=102,missing=101,gain=5.61067677,cover=298
- 101:leaf=0.00303917099,cover=0
- 102:leaf=0.0282667186,cover=0
- 12:[Ecc<3.73767829] yes=25,no=26,missing=25,gain=39.7227097,cover=394454
- 25:[Curv5<-0.160152137] yes=51,no=52,missing=52,gain=40.6003838,cover=55887
- 51:[PialArea5<1.13904655] yes=103,no=104,missing=103,gain=12.0496264,cover=37305
- 103:leaf=0.00146973901,cover=0
- 104:leaf=-0.000353043404,cover=0
- 52:[Ecc<1.79549146] yes=105,no=106,missing=106,gain=14.7608185,cover=18582
- 105:leaf=0.000690117013,cover=0
- 106:leaf=0.00426046038,cover=0
- 26:[Ecc<46.7494621] yes=53,no=54,missing=53,gain=9.17288876,cover=338567
- 53:[Ecc<25.5461979] yes=107,no=108,missing=108,gain=12.4616604,cover=325867
- 107:leaf=0.000369256479,cover=0
- 108:leaf=-0.000311953278,cover=0
- 54:[Sulc0<0.143142253] yes=109,no=110,missing=109,gain=7.79358006,cover=12700
- 109:leaf=0.000441007869,cover=0
- 110:leaf=0.00293565146,cover=0
- 6:[Pol<61.2046547] yes=13,no=14,missing=13,gain=23.7680664,cover=4564885
- 13:[Ecc<6.81643343] yes=27,no=28,missing=27,gain=53.7165756,cover=816196
- 27:[Curv5<-0.0730527416] yes=55,no=56,missing=56,gain=129.037399,cover=347358
- 55:[PialCurv5<-0.0410871245] yes=111,no=112,missing=111,gain=13.2787952,cover=297904
- 111:leaf=-0.000246840878,cover=0
- 112:leaf=0.00151789491,cover=0
- 56:[Ecc<1.62447274] yes=113,no=114,missing=113,gain=94.4349518,cover=49454
- 113:leaf=-0.000715204165,cover=0
- 114:leaf=0.00402679062,cover=0
- 28:[Ecc<12.7231894] yes=57,no=58,missing=57,gain=59.3421631,cover=468838
- 57:[PialCurv5<-0.107986279] yes=115,no=116,missing=115,gain=76.4583054,cover=139108
- 115:leaf=-5.65210248e-05,cover=0
- 116:leaf=-0.00244371011,cover=0
- 58:[Pol<43.7633247] yes=117,no=118,missing=117,gain=62.168705,cover=329730
- 117:leaf=-0.000856257044,cover=0
- 118:leaf=0.000525773212,cover=0
- 14:[PialArea5<0.839144647] yes=29,no=30,missing=30,gain=32.7245712,cover=3748689
- 29:[MidArea5<0.741105855] yes=59,no=60,missing=59,gain=40.6366005,cover=2553537
- 59:[Area5<0.748478889] yes=119,no=120,missing=119,gain=57.0225067,cover=2311493
- 119:leaf=-8.65657566e-05,cover=0
- 120:leaf=0.000702741672,cover=0
- 60:[Ecc<5.08081961] yes=121,no=122,missing=121,gain=20.6518745,cover=242044
- 121:leaf=-0.00149158214,cover=0
- 122:leaf=-0.000416878116,cover=0
- 30:[Area5<0.693521142] yes=61,no=62,missing=61,gain=80.540741,cover=1195152
- 61:[Curv5<-0.0773924068] yes=123,no=124,missing=124,gain=97.9729309,cover=628805
- 123:leaf=0.000445434969,cover=0
- 124:leaf=0.00261137239,cover=0
- 62:[Ecc<4.73840666] yes=125,no=126,missing=125,gain=54.3823242,cover=566347
- 125:leaf=-0.00113088952,cover=0
- 126:leaf=7.34305577e-05,cover=0
-booster[249]:
-0:[Area5<0.380439579] yes=1,no=2,missing=2,gain=11.6816826,cover=5124388
- 1:[PialCurv5<-0.0280297659] yes=3,no=4,missing=3,gain=6.47610378,cover=20016
- 3:[MidArea5<0.505849421] yes=7,no=8,missing=7,gain=3.35473347,cover=19654
- 7:[PialArea5<0.643814564] yes=15,no=16,missing=15,gain=7.23682213,cover=5651
- 15:[Pol<39.9674568] yes=31,no=32,missing=31,gain=5.09896088,cover=4652
- 31:[LGI5<3.04906535] yes=63,no=64,missing=64,gain=1.86180019,cover=306
- 63:leaf=-0.00245680544,cover=0
- 64:leaf=-0.0114951087,cover=0
- 32:[MidArea5<0.489716202] yes=65,no=66,missing=65,gain=4.2525363,cover=4346
- 65:leaf=0.00265156664,cover=0
- 66:leaf=-0.00159894116,cover=0
- 16:[LGI5<2.27925944] yes=33,no=34,missing=34,gain=2.29897881,cover=999
- 33:[PialCurv5<-0.08490628] yes=67,no=68,missing=67,gain=0.298711658,cover=145
- 67:leaf=0.000811294012,cover=0
- 68:leaf=-0.0116243912,cover=0
- 34:[MidArea5<0.498434067] yes=69,no=70,missing=70,gain=1.11957741,cover=854
- 69:leaf=0.00889532734,cover=0
- 70:leaf=0.00523649342,cover=0
- 8:[PialCurv5<-0.144106165] yes=17,no=18,missing=17,gain=4.59569073,cover=14003
- 17:[PialArea5<0.686586082] yes=35,no=36,missing=35,gain=3.11991858,cover=5203
- 35:[PialCurv5<-0.171137348] yes=71,no=72,missing=71,gain=1.027879,cover=638
- 71:leaf=-0.00620465633,cover=0
- 72:leaf=-0.00202234322,cover=0
- 36:[MidArea5<0.52745223] yes=73,no=74,missing=73,gain=6.5626092,cover=4565
- 73:leaf=0.00526794093,cover=0
- 74:leaf=-0.000515076914,cover=0
- 18:[PialArea5<0.679818809] yes=37,no=38,missing=37,gain=1.815135,cover=8800
- 37:[Sulc0<-0.510775328] yes=75,no=76,missing=75,gain=1.01299393,cover=864
- 75:leaf=-0.00170458481,cover=0
- 76:leaf=0.00200259313,cover=0
- 38:[MidArea5<0.52745223] yes=77,no=78,missing=78,gain=1.82252693,cover=7936
- 77:leaf=0.0042678765,cover=0
- 78:leaf=0.00160874915,cover=0
- 4:[LGI5<3.03694534] yes=9,no=10,missing=10,gain=2.3670826,cover=362
- 9:[Sulc0<0.495946974] yes=19,no=20,missing=19,gain=1.32889438,cover=244
- 19:[PialArea5<0.702764034] yes=39,no=40,missing=39,gain=1.36363304,cover=184
- 39:[PialArea5<0.441150606] yes=79,no=80,missing=79,gain=0.612880707,cover=170
- 79:leaf=-0.0087093357,cover=0
- 80:leaf=-0.00265758904,cover=0
- 40:[Curv5<-0.0553030409] yes=81,no=82,missing=81,gain=0.399323821,cover=14
- 81:leaf=0.00446528522,cover=0
- 82:leaf=0.0235192236,cover=0
- 20:[PialCurv5<0.309146255] yes=41,no=42,missing=41,gain=0.651851892,cover=60
- 41:[Curv5<0.233002663] yes=83,no=84,missing=84,gain=0.160290778,cover=32
- 83:leaf=-0.00567660388,cover=0
- 84:leaf=0.0015169594,cover=0
- 42:[PialCurv5<0.343960524] yes=85,no=86,missing=86,gain=0.0155087709,cover=28
- 85:leaf=0.00631062826,cover=0
- 86:leaf=0.0104919067,cover=0
- 10:[PialArea5<0.292306483] yes=21,no=22,missing=21,gain=2.61877489,cover=118
- 21:[Ecc<12.5441074] yes=43,no=44,missing=44,gain=1.05113983,cover=71
- 43:leaf=0.0200894121,cover=0
- 44:[PialCurv5<0.113078766] yes=87,no=88,missing=87,gain=0.551420927,cover=68
- 87:leaf=-0.0115058413,cover=0
- 88:leaf=-0.00240805792,cover=0
- 22:[Sulc0<0.517823458] yes=45,no=46,missing=45,gain=0.671448231,cover=47
- 45:[Curv5<-0.200394869] yes=89,no=90,missing=90,gain=0.574634552,cover=21
- 89:leaf=0.00536244502,cover=0
- 90:leaf=-0.0288382918,cover=0
- 46:[PialArea5<0.454431564] yes=91,no=92,missing=91,gain=0.462898731,cover=26
- 91:leaf=-0.0166750103,cover=0
- 92:leaf=0.00141919137,cover=0
- 2:[PialArea5<0.920147538] yes=5,no=6,missing=5,gain=12.3635807,cover=5104372
- 5:[Curv5<-0.00141534733] yes=11,no=12,missing=11,gain=24.9045372,cover=3552109
- 11:[Area5<0.715747833] yes=23,no=24,missing=24,gain=69.1089859,cover=1577749
- 23:[PialArea5<0.624898493] yes=47,no=48,missing=47,gain=53.545414,cover=1361356
- 47:[Ecc<15.3430929] yes=93,no=94,missing=93,gain=18.3888512,cover=118255
- 93:leaf=-0.00144426362,cover=0
- 94:leaf=4.87768239e-06,cover=0
- 48:[Sulc0<0.110320561] yes=95,no=96,missing=95,gain=57.2674332,cover=1243101
- 95:leaf=-6.03230437e-05,cover=0
- 96:leaf=0.00138097047,cover=0
- 24:[PialCurv5<-0.0839454681] yes=49,no=50,missing=50,gain=63.1494446,cover=216393
- 49:[Curv5<-0.102400392] yes=97,no=98,missing=97,gain=16.2852287,cover=48377
- 97:leaf=0.000282112713,cover=0
- 98:leaf=0.00361124845,cover=0
- 50:[Ecc<5.27515984] yes=99,no=100,missing=99,gain=39.8455505,cover=168016
- 99:leaf=-0.00300396304,cover=0
- 100:leaf=-0.00110015529,cover=0
- 12:[PialCurv5<0.0308136549] yes=25,no=26,missing=25,gain=112.20565,cover=1974360
- 25:[Curv5<0.0168606453] yes=51,no=52,missing=52,gain=38.1428528,cover=168310
- 51:[PialCurv5<0.00860458333] yes=101,no=102,missing=101,gain=21.8743687,cover=70225
- 101:leaf=0.00131327508,cover=0
- 102:leaf=-0.000452208566,cover=0
- 52:[Area5<0.644818127] yes=103,no=104,missing=103,gain=55.8007202,cover=98085
- 103:leaf=-7.35349822e-05,cover=0
- 104:leaf=0.00264245574,cover=0
- 26:[PialArea5<0.584843099] yes=53,no=54,missing=53,gain=46.5850639,cover=1806050
- 53:[Area5<0.639429986] yes=105,no=106,missing=106,gain=64.6591873,cover=1171723
- 105:leaf=-0.00057855522,cover=0
- 106:leaf=0.00032772703,cover=0
- 54:[LGI5<2.93978119] yes=107,no=108,missing=107,gain=29.8993378,cover=634327
- 107:leaf=-0.000109877452,cover=0
- 108:leaf=-0.000807068136,cover=0
- 6:[Area5<0.805150867] yes=13,no=14,missing=13,gain=18.0593891,cover=1552263
- 13:[Sulc0<-0.487093836] yes=27,no=28,missing=27,gain=22.6636505,cover=1358136
- 27:[Curv5<-0.112134233] yes=55,no=56,missing=55,gain=25.8322411,cover=910623
- 55:[PialCurv5<-0.0595124774] yes=109,no=110,missing=109,gain=16.9782276,cover=818249
- 109:leaf=-9.075462e-05,cover=0
- 110:leaf=0.00139546348,cover=0
- 56:[PialCurv5<-0.08490628] yes=111,no=112,missing=111,gain=132.281403,cover=92374
- 111:leaf=0.00680754567,cover=0
- 112:leaf=0.000228454359,cover=0
- 28:[Pol<44.6807365] yes=57,no=58,missing=57,gain=41.5659676,cover=447513
- 57:[Pol<23.2745647] yes=113,no=114,missing=114,gain=17.7288418,cover=104809
- 113:leaf=0.000300726242,cover=0
- 114:leaf=-0.00100381393,cover=0
- 58:[Ecc<4.27275372] yes=115,no=116,missing=115,gain=41.0115356,cover=342704
- 115:leaf=-0.000667792687,cover=0
- 116:leaf=0.000948708795,cover=0
- 14:[PialArea5<1.11947823] yes=29,no=30,missing=29,gain=11.4396276,cover=194127
- 29:[Pol<48.3047981] yes=59,no=60,missing=59,gain=15.0723896,cover=71226
- 59:[LGI5<3.27544355] yes=117,no=118,missing=117,gain=11.0050068,cover=22626
- 117:leaf=-0.000456511567,cover=0
- 118:leaf=0.0020108535,cover=0
- 60:[Sulc0<0.134837523] yes=119,no=120,missing=119,gain=9.99872208,cover=48600
- 119:leaf=-0.00167779531,cover=0
- 120:leaf=0.00017684359,cover=0
- 30:[Sulc0<-0.93782407] yes=61,no=62,missing=61,gain=6.80500841,cover=122901
- 61:[LGI5<2.68917012] yes=121,no=122,missing=122,gain=4.59160757,cover=15548
- 121:leaf=0.00202844827,cover=0
- 122:leaf=0.000258621381,cover=0
- 62:[Curv5<-0.066452302] yes=123,no=124,missing=123,gain=4.92829418,cover=107353
- 123:leaf=-0.000311200973,cover=0
- 124:leaf=0.000738935487,cover=0
-booster[250]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=1,gain=11.7389774,cover=5124388
- 1:[Curv5<0.153449878] yes=3,no=4,missing=3,gain=8.30214119,cover=100082
- 3:[Curv5<0.0736173838] yes=7,no=8,missing=8,gain=5.96895218,cover=18517
- 7:[LGI5<2.76298451] yes=15,no=16,missing=16,gain=1.96372247,cover=862
- 15:[Pol<104.38549] yes=31,no=32,missing=31,gain=4.24331951,cover=309
- 31:[LGI5<2.66988635] yes=63,no=64,missing=64,gain=1.60653305,cover=164
- 63:leaf=-0.00635273987,cover=0
- 64:leaf=-0.0163494665,cover=0
- 32:[Pol<114.966316] yes=65,no=66,missing=65,gain=0.55017519,cover=145
- 65:leaf=0.00494163483,cover=0
- 66:leaf=-0.00161780545,cover=0
- 16:[PialCurv5<0.24610664] yes=33,no=34,missing=34,gain=2.07863832,cover=553
- 33:[Area5<0.525751591] yes=67,no=68,missing=67,gain=1.13784695,cover=481
- 67:leaf=0.00132858322,cover=0
- 68:leaf=-0.00375634129,cover=0
- 34:[Area5<0.562355936] yes=69,no=70,missing=69,gain=2.08160686,cover=72
- 69:leaf=-0.000366900087,cover=0
- 70:leaf=0.0166406278,cover=0
- 8:[PialCurv5<0.394910008] yes=17,no=18,missing=17,gain=3.24264336,cover=17655
- 17:[Area5<0.453641325] yes=35,no=36,missing=36,gain=3.54833603,cover=16843
- 35:[PialCurv5<0.0354230702] yes=71,no=72,missing=72,gain=2.31175232,cover=78
- 71:leaf=0.0190007556,cover=0
- 72:leaf=-0.011274484,cover=0
- 36:[PialArea5<0.245474651] yes=73,no=74,missing=73,gain=3.51873016,cover=16765
- 73:leaf=0.00417436752,cover=0
- 74:leaf=0.00165926421,cover=0
- 18:[Pol<90.361351] yes=37,no=38,missing=37,gain=1.87111974,cover=812
- 37:[Curv5<0.137416571] yes=75,no=76,missing=75,gain=1.98739648,cover=275
- 75:leaf=-0.010892326,cover=0
- 76:leaf=-0.00180252176,cover=0
- 38:[Ecc<32.6813126] yes=77,no=78,missing=77,gain=1.25078893,cover=537
- 77:leaf=0.00111960585,cover=0
- 78:leaf=-0.00696963305,cover=0
- 4:[Area5<0.716575325] yes=9,no=10,missing=9,gain=4.83388519,cover=81565
- 9:[Sulc0<0.540103436] yes=19,no=20,missing=19,gain=5.56097698,cover=73833
- 19:[Area5<0.56946665] yes=39,no=40,missing=39,gain=6.09029961,cover=13645
- 39:[Pol<95.6227875] yes=79,no=80,missing=80,gain=2.41193271,cover=3252
- 79:leaf=0.00221696403,cover=0
- 80:leaf=-0.00139984058,cover=0
- 40:[Ecc<1.15906882] yes=81,no=82,missing=81,gain=6.09081459,cover=10393
- 81:leaf=-0.00202562753,cover=0
- 82:leaf=0.00209042407,cover=0
- 20:[PialCurv5<0.137877449] yes=41,no=42,missing=41,gain=5.35167408,cover=60188
- 41:[Sulc0<0.966456771] yes=83,no=84,missing=84,gain=4.74740791,cover=1764
- 83:leaf=0.00110361376,cover=0
- 84:leaf=0.00691368571,cover=0
- 42:[PialArea5<0.245474651] yes=85,no=86,missing=86,gain=3.77375889,cover=58424
- 85:leaf=0.000609969837,cover=0
- 86:leaf=-0.000323198532,cover=0
- 10:[MidArea5<0.468026847] yes=21,no=22,missing=21,gain=3.41666555,cover=7732
- 21:[PialCurv5<0.394910008] yes=43,no=44,missing=43,gain=0.747132778,cover=142
- 43:[LGI5<3.30554914] yes=87,no=88,missing=87,gain=0.282853127,cover=86
- 87:leaf=0.0142390272,cover=0
- 88:leaf=0.00772717083,cover=0
- 44:[Ecc<26.874506] yes=89,no=90,missing=89,gain=0.563651621,cover=56
- 89:leaf=0.0125199882,cover=0
- 90:leaf=0.00141228305,cover=0
- 22:[Area5<0.894858658] yes=45,no=46,missing=46,gain=2.90357208,cover=7590
- 45:[Pol<107.66053] yes=91,no=92,missing=91,gain=1.7030077,cover=7571
- 91:leaf=0.0011069302,cover=0
- 92:leaf=0.00403376855,cover=0
- 46:[Ecc<46.7494621] yes=93,no=94,missing=93,gain=0.0194916725,cover=19
- 93:leaf=0.0209146943,cover=0
- 94:leaf=0.00523659587,cover=0
- 2:[PialCurv5<0.265012205] yes=5,no=6,missing=5,gain=17.670351,cover=5024306
- 5:[PialArea5<0.494012713] yes=11,no=12,missing=11,gain=21.7221775,cover=4629368
- 11:[Area5<0.72514528] yes=23,no=24,missing=24,gain=55.5312119,cover=441165
- 23:[Area5<0.609410942] yes=47,no=48,missing=47,gain=30.2885399,cover=360951
- 47:[Sulc0<0.118391842] yes=95,no=96,missing=95,gain=8.07444572,cover=71151
- 95:leaf=-0.00030697693,cover=0
- 96:leaf=-0.00137226959,cover=0
- 48:[Pol<119.777687] yes=97,no=98,missing=97,gain=32.754303,cover=289800
- 97:leaf=8.52530648e-05,cover=0
- 98:leaf=0.00155315327,cover=0
- 24:[Pol<111.846848] yes=49,no=50,missing=50,gain=17.7239761,cover=80214
- 49:[Curv5<0.049365297] yes=99,no=100,missing=100,gain=18.522789,cover=65383
- 99:leaf=-0.00585809071,cover=0
- 100:leaf=0.00128708617,cover=0
- 50:[LGI5<2.31684756] yes=101,no=102,missing=102,gain=14.5718346,cover=14831
- 101:leaf=-0.0055070566,cover=0
- 102:leaf=0.00338625885,cover=0
- 12:[Curv5<0.083802022] yes=25,no=26,missing=25,gain=28.6466846,cover=4188203
- 25:[Sulc0<0.244668111] yes=51,no=52,missing=51,gain=44.3465996,cover=3828420
- 51:[Area5<0.604913712] yes=103,no=104,missing=103,gain=26.4651222,cover=3473136
- 103:leaf=0.000195321001,cover=0
- 104:leaf=-0.000116173782,cover=0
- 52:[PialCurv5<0.0616685152] yes=105,no=106,missing=106,gain=26.7956161,cover=355284
- 105:leaf=0.00103728496,cover=0
- 106:leaf=0.000163837147,cover=0
- 26:[Pol<42.7478409] yes=53,no=54,missing=53,gain=31.8704567,cover=359783
- 53:[PialCurv5<0.0987490341] yes=107,no=108,missing=108,gain=24.7522221,cover=10715
- 107:leaf=0.00652810326,cover=0
- 108:leaf=0.000893935037,cover=0
- 54:[Area5<0.811441243] yes=109,no=110,missing=109,gain=31.0062904,cover=349068
- 109:leaf=-0.000673958624,cover=0
- 110:leaf=0.00098648516,cover=0
- 6:[Ecc<5.27515984] yes=13,no=14,missing=13,gain=18.7025433,cover=394938
- 13:[Curv5<0.195079193] yes=27,no=28,missing=27,gain=6.96568966,cover=100669
- 27:[Sulc0<0.474820405] yes=55,no=56,missing=55,gain=4.55044079,cover=53843
- 55:[LGI5<2.16230083] yes=111,no=112,missing=112,gain=4.16473484,cover=40904
- 111:leaf=-0.00262008235,cover=0
- 112:leaf=0.000975363073,cover=0
- 56:[LGI5<2.90190363] yes=113,no=114,missing=113,gain=2.90213752,cover=12939
- 113:leaf=-5.98632432e-05,cover=0
- 114:leaf=-0.00514448853,cover=0
- 28:[Curv5<0.266060919] yes=57,no=58,missing=57,gain=3.29343748,cover=46826
- 57:[PialArea5<0.436710119] yes=115,no=116,missing=116,gain=3.71330547,cover=41091
- 115:leaf=0.000217164357,cover=0
- 116:leaf=-0.000937179662,cover=0
- 58:[Area5<0.489361584] yes=117,no=118,missing=118,gain=2.17871284,cover=5735
- 117:leaf=0.0140490746,cover=0
- 118:leaf=-0.00137315004,cover=0
- 14:[Curv5<0.166947007] yes=29,no=30,missing=29,gain=7.13111115,cover=294269
- 29:[Area5<0.652759671] yes=59,no=60,missing=60,gain=15.772418,cover=169832
- 59:[Ecc<42.9490852] yes=119,no=120,missing=120,gain=5.84631157,cover=17356
- 119:leaf=-0.00160525262,cover=0
- 120:leaf=-0.00756385922,cover=0
- 60:[Curv5<-0.104371414] yes=121,no=122,missing=121,gain=6.98975372,cover=152476
- 121:leaf=0.0173463281,cover=0
- 122:leaf=-0.000166046404,cover=0
- 30:[PialArea5<0.436710119] yes=61,no=62,missing=61,gain=7.25728226,cover=124437
- 61:[Sulc0<-0.237935558] yes=123,no=124,missing=124,gain=7.12159729,cover=98585
- 123:leaf=0.0112548033,cover=0
- 124:leaf=-0.000639962906,cover=0
- 62:[PialCurv5<0.493508637] yes=125,no=126,missing=125,gain=4.79626274,cover=25852
- 125:leaf=-0.00166862295,cover=0
- 126:leaf=0.0029500362,cover=0
-booster[251]:
-0:[PialArea5<1.16911256] yes=1,no=2,missing=1,gain=11.7387915,cover=5124388
- 1:[PialCurv5<-0.210138425] yes=3,no=4,missing=4,gain=13.5045519,cover=4741292
- 3:[Ecc<5.33884621] yes=7,no=8,missing=7,gain=5.13191605,cover=19323
- 7:[Pol<88.5531387] yes=15,no=16,missing=15,gain=3.81402016,cover=4479
- 15:[PialArea5<0.458904862] yes=31,no=32,missing=31,gain=5.08941126,cover=3467
- 31:[Ecc<4.60336304] yes=63,no=64,missing=63,gain=1.068434,cover=174
- 63:leaf=-0.00405168813,cover=0
- 64:leaf=-0.0131853344,cover=0
- 32:[LGI5<3.10571551] yes=65,no=66,missing=66,gain=3.49386787,cover=3293
- 65:leaf=0.00220631459,cover=0
- 66:leaf=0.0141930049,cover=0
- 16:[Pol<115.563423] yes=33,no=34,missing=33,gain=7.83728123,cover=1012
- 33:[Pol<106.604004] yes=67,no=68,missing=68,gain=9.60777855,cover=233
- 67:leaf=0.00770666217,cover=0
- 68:leaf=0.0313824303,cover=0
- 34:[LGI5<2.50608969] yes=69,no=70,missing=69,gain=4.09910059,cover=779
- 69:leaf=0.00576338964,cover=0
- 70:leaf=-0.00179944583,cover=0
- 8:[LGI5<2.41354537] yes=17,no=18,missing=18,gain=4.94474268,cover=14844
- 17:[Area5<0.711689949] yes=35,no=36,missing=35,gain=2.44836521,cover=489
- 35:[Curv5<-0.230516881] yes=71,no=72,missing=71,gain=0.9815135,cover=464
- 71:leaf=-0.00425955933,cover=0
- 72:leaf=-0.0131260995,cover=0
- 36:[MidArea5<0.721430659] yes=73,no=74,missing=73,gain=3.20275927,cover=25
- 73:leaf=0.0313843302,cover=0
- 74:leaf=-0.00391140394,cover=0
- 18:[PialArea5<0.790770054] yes=37,no=38,missing=37,gain=4.15317535,cover=14355
- 37:[Pol<11.2407846] yes=75,no=76,missing=75,gain=5.28107071,cover=9596
- 75:leaf=0.00322260405,cover=0
- 76:leaf=-7.12049296e-05,cover=0
- 38:[LGI5<3.15728688] yes=77,no=78,missing=77,gain=3.81402397,cover=4759
- 77:leaf=0.00320677389,cover=0
- 78:leaf=0.00018333421,cover=0
- 4:[Sulc0<-0.332174033] yes=9,no=10,missing=9,gain=14.6937962,cover=4721969
- 9:[Pol<9.44515038] yes=19,no=20,missing=20,gain=24.6475639,cover=1936160
- 19:[Curv5<-0.207981065] yes=39,no=40,missing=39,gain=24.1919804,cover=145839
- 39:[Ecc<1.26157856] yes=79,no=80,missing=79,gain=4.97044182,cover=66327
- 79:leaf=-0.00163277821,cover=0
- 80:leaf=-8.06403332e-05,cover=0
- 40:[PialCurv5<-0.139269829] yes=81,no=82,missing=81,gain=19.4900894,cover=79512
- 81:leaf=0.00542822061,cover=0
- 82:leaf=0.000939719495,cover=0
- 20:[Area5<0.557224929] yes=41,no=42,missing=42,gain=38.8023529,cover=1790321
- 41:[Curv5<-0.134546712] yes=83,no=84,missing=84,gain=25.2700138,cover=444653
- 83:leaf=5.54019171e-05,cover=0
- 84:leaf=0.00107685837,cover=0
- 42:[Ecc<0.353712648] yes=85,no=86,missing=86,gain=38.4840775,cover=1345668
- 85:leaf=0.00131830608,cover=0
- 86:leaf=-0.000360955135,cover=0
- 10:[Curv5<-0.161761403] yes=21,no=22,missing=21,gain=31.0879536,cover=2785809
- 21:[PialCurv5<-0.072655201] yes=43,no=44,missing=43,gain=67.5910797,cover=151470
- 43:[Pol<110.287491] yes=87,no=88,missing=87,gain=17.5070343,cover=134583
- 87:leaf=0.00129016058,cover=0
- 88:leaf=1.60979125e-05,cover=0
- 44:[PialArea5<0.775119185] yes=89,no=90,missing=89,gain=33.4728165,cover=16887
- 89:leaf=0.00120578276,cover=0
- 90:leaf=0.00569209456,cover=0
- 22:[PialCurv5<-0.104861222] yes=45,no=46,missing=45,gain=33.4918861,cover=2634339
- 45:[MidArea5<0.636635542] yes=91,no=92,missing=91,gain=26.9740448,cover=13584
- 91:leaf=-0.00135702209,cover=0
- 92:leaf=0.00377556542,cover=0
- 46:[Pol<96.2546158] yes=93,no=94,missing=93,gain=16.6997852,cover=2620755
- 93:leaf=0.000137014649,cover=0
- 94:leaf=-0.000117406329,cover=0
- 2:[PialCurv5<-0.125671759] yes=5,no=6,missing=6,gain=7.19740391,cover=383096
- 5:[Curv5<-0.163374811] yes=11,no=12,missing=11,gain=29.453701,cover=84851
- 11:[Pol<162.313202] yes=23,no=24,missing=23,gain=4.95899916,cover=82972
- 23:[Area5<0.621834755] yes=47,no=48,missing=47,gain=6.16807365,cover=71524
- 47:[Ecc<3.10160303] yes=95,no=96,missing=96,gain=4.01088285,cover=8023
- 95:leaf=0.000334458338,cover=0
- 96:leaf=0.00265750545,cover=0
- 48:[Ecc<3.16401935] yes=97,no=98,missing=98,gain=4.41971111,cover=63501
- 97:leaf=-0.000974526338,cover=0
- 98:leaf=-3.61308339e-05,cover=0
- 24:[Sulc0<-0.632113814] yes=49,no=50,missing=50,gain=4.49453783,cover=11448
- 49:[Area5<0.987501919] yes=99,no=100,missing=99,gain=4.01014519,cover=9492
- 99:leaf=-0.000923331187,cover=0
- 100:leaf=0.00751373312,cover=0
- 50:[Curv5<-0.247622609] yes=101,no=102,missing=102,gain=1.11458778,cover=1956
- 101:leaf=-0.00147166417,cover=0
- 102:leaf=-0.00415747846,cover=0
- 12:[Ecc<10.7180347] yes=25,no=26,missing=25,gain=5.97425461,cover=1879
- 25:[Area5<0.734195113] yes=51,no=52,missing=51,gain=8.6218338,cover=1534
- 51:[Ecc<0.889730632] yes=103,no=104,missing=104,gain=2.99968314,cover=724
- 103:leaf=-0.00957165938,cover=0
- 104:leaf=0.00420550769,cover=0
- 52:[Curv5<-0.130991504] yes=105,no=106,missing=105,gain=8.1663475,cover=810
- 105:leaf=0.00826764852,cover=0
- 106:leaf=0.0204727557,cover=0
- 26:[Curv5<-0.121808149] yes=53,no=54,missing=53,gain=5.77959251,cover=345
- 53:[Sulc0<-0.401674598] yes=107,no=108,missing=107,gain=1.52844071,cover=298
- 107:leaf=0.00410060864,cover=0
- 108:leaf=-0.00629912084,cover=0
- 54:[Area5<0.735260904] yes=109,no=110,missing=109,gain=6.00484324,cover=47
- 109:leaf=-0.0484791659,cover=0
- 110:leaf=-0.00618024264,cover=0
- 6:[LGI5<2.45602322] yes=13,no=14,missing=13,gain=9.65958977,cover=298245
- 13:[Ecc<5.97554874] yes=27,no=28,missing=27,gain=9.19502068,cover=74700
- 27:[Pol<154.27803] yes=55,no=56,missing=56,gain=13.4778328,cover=69530
- 55:[Ecc<2.07756257] yes=111,no=112,missing=111,gain=6.79404736,cover=62354
- 111:leaf=0.00133614789,cover=0
- 112:leaf=0.00029117582,cover=0
- 56:[Sulc0<-0.849334478] yes=113,no=114,missing=114,gain=6.73456192,cover=7176
- 113:leaf=0.00177327381,cover=0
- 114:leaf=0.00487713097,cover=0
- 28:[Sulc0<-0.285426885] yes=57,no=58,missing=58,gain=3.18665099,cover=5170
- 57:[LGI5<2.31192279] yes=115,no=116,missing=115,gain=3.08026075,cover=4585
- 115:leaf=0.00145068101,cover=0
- 116:leaf=-0.00215298263,cover=0
- 58:[Ecc<13.1181517] yes=117,no=118,missing=117,gain=1.74122405,cover=585
- 117:leaf=0.00264863577,cover=0
- 118:leaf=-0.0195280872,cover=0
- 14:[Ecc<4.53598547] yes=29,no=30,missing=29,gain=14.9633408,cover=223545
- 29:[PialCurv5<-0.0779728889] yes=59,no=60,missing=60,gain=13.3820562,cover=60530
- 59:[Curv5<-0.112134233] yes=119,no=120,missing=119,gain=30.4677334,cover=47028
- 119:leaf=-0.000302182016,cover=0
- 120:leaf=0.00650816271,cover=0
- 60:[Sulc0<-0.895242691] yes=121,no=122,missing=121,gain=17.2882404,cover=13502
- 121:leaf=-0.00686089462,cover=0
- 122:leaf=-0.00120343291,cover=0
- 30:[Area5<0.693521142] yes=61,no=62,missing=61,gain=10.5329485,cover=163015
- 61:[PialCurv5<-0.0607835948] yes=123,no=124,missing=123,gain=17.7088108,cover=22896
- 123:leaf=0.00181459717,cover=0
- 124:leaf=-0.00400670944,cover=0
- 62:[Pol<164.532394] yes=125,no=126,missing=125,gain=9.97590446,cover=140119
- 125:leaf=0.000502847601,cover=0
- 126:leaf=-0.000592218421,cover=0
-booster[252]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=11.459404,cover=5124388
- 1:[Ecc<23.9349174] yes=3,no=4,missing=3,gain=11.947876,cover=5104371
- 3:[LGI5<3.28291535] yes=7,no=8,missing=8,gain=26.2022247,cover=4327013
- 7:[Ecc<9.38688755] yes=15,no=16,missing=15,gain=51.1561241,cover=3922997
- 15:[Area5<0.864337862] yes=31,no=32,missing=31,gain=19.1639023,cover=3005653
- 31:[Pol<31.3444195] yes=63,no=64,missing=63,gain=21.8662682,cover=2954461
- 63:leaf=0.000381418096,cover=0
- 64:leaf=-5.40728324e-05,cover=0
- 32:[PialCurv5<0.131570891] yes=65,no=66,missing=65,gain=27.8029785,cover=51192
- 65:leaf=-0.00144981022,cover=0
- 66:leaf=0.00192078575,cover=0
- 16:[PialCurv5<0.193043977] yes=33,no=34,missing=33,gain=50.9603691,cover=917344
- 33:[Sulc0<-0.23104082] yes=67,no=68,missing=68,gain=107.293198,cover=737164
- 67:leaf=-3.23074273e-05,cover=0
- 68:leaf=0.00117458904,cover=0
- 34:[PialArea5<0.338250697] yes=69,no=70,missing=70,gain=12.6533699,cover=180180
- 69:leaf=0.000471927226,cover=0
- 70:leaf=-0.000563741021,cover=0
- 8:[Pol<84.7687759] yes=17,no=18,missing=18,gain=24.6034546,cover=404016
- 17:[Ecc<11.6821251] yes=35,no=36,missing=35,gain=59.1264496,cover=164535
- 35:[PialCurv5<-0.101551421] yes=71,no=72,missing=71,gain=22.061985,cover=40145
- 71:leaf=-4.9569524e-05,cover=0
- 72:leaf=-0.00246324181,cover=0
- 36:[Pol<55.3432045] yes=73,no=74,missing=73,gain=40.5234528,cover=124390
- 73:leaf=-2.3767956e-05,cover=0
- 74:leaf=0.00184883981,cover=0
- 18:[Ecc<15.3430929] yes=37,no=38,missing=38,gain=74.7623291,cover=239481
- 37:[LGI5<3.70550299] yes=75,no=76,missing=75,gain=9.91335583,cover=105452
- 75:leaf=0.000456118549,cover=0
- 76:leaf=-0.00148584368,cover=0
- 38:[Pol<157.965515] yes=77,no=78,missing=77,gain=83.9258194,cover=134029
- 77:leaf=-0.00223299139,cover=0
- 78:leaf=0.000554198341,cover=0
- 4:[LGI5<3.26095963] yes=9,no=10,missing=9,gain=35.1937027,cover=777358
- 9:[Sulc0<0.263311565] yes=19,no=20,missing=19,gain=29.1805649,cover=430429
- 19:[PialCurv5<-0.0542625114] yes=39,no=40,missing=40,gain=42.6469421,cover=224389
- 39:[Curv5<-0.0837168768] yes=79,no=80,missing=79,gain=34.6467323,cover=145230
- 79:leaf=-0.000491506828,cover=0
- 80:leaf=0.00428636232,cover=0
- 40:[Area5<0.684738636] yes=81,no=82,missing=81,gain=18.6280975,cover=79159
- 81:leaf=-0.0031543225,cover=0
- 82:leaf=-0.00136950391,cover=0
- 20:[Pol<123.059357] yes=41,no=42,missing=41,gain=68.837738,cover=206040
- 41:[Ecc<35.8605728] yes=83,no=84,missing=84,gain=24.7337303,cover=170132
- 83:leaf=0.000137949828,cover=0
- 84:leaf=-0.00106779474,cover=0
- 42:[LGI5<3.23225117] yes=85,no=86,missing=85,gain=10.56884,cover=35908
- 85:leaf=0.00218256027,cover=0
- 86:leaf=-0.00110784161,cover=0
- 10:[Pol<50.1003532] yes=21,no=22,missing=21,gain=14.9677801,cover=346929
- 21:[PialArea5<0.609252691] yes=43,no=44,missing=43,gain=53.7437744,cover=101756
- 43:[Sulc0<0.662694752] yes=87,no=88,missing=88,gain=28.5750351,cover=7443
- 87:leaf=0.00708874315,cover=0
- 88:leaf=0.000607591239,cover=0
- 44:[Sulc0<-0.258417875] yes=89,no=90,missing=90,gain=14.9750862,cover=94313
- 89:leaf=-0.000483289565,cover=0
- 90:leaf=0.0008426602,cover=0
- 22:[Pol<127.133438] yes=45,no=46,missing=45,gain=24.6337414,cover=245173
- 45:[Sulc0<0.013685069] yes=91,no=92,missing=92,gain=33.7276764,cover=132028
- 91:leaf=0.00492908666,cover=0
- 92:leaf=-0.000594566751,cover=0
- 46:[Curv5<0.0191024225] yes=93,no=94,missing=93,gain=42.5905724,cover=113145
- 93:leaf=0.000149598462,cover=0
- 94:leaf=0.00300976378,cover=0
- 2:[Pol<152.092255] yes=5,no=6,missing=5,gain=11.4221029,cover=20017
- 5:[Sulc0<0.540103436] yes=11,no=12,missing=11,gain=15.6309032,cover=15903
- 11:[PialCurv5<-0.0262977369] yes=23,no=24,missing=24,gain=10.8260307,cover=11357
- 23:[PialArea5<1.25128293] yes=47,no=48,missing=47,gain=2.36694264,cover=5277
- 47:[Area5<0.724280655] yes=95,no=96,missing=95,gain=3.31032252,cover=5194
- 95:leaf=-0.000465324614,cover=0
- 96:leaf=-0.00325006316,cover=0
- 48:[Pol<30.3635597] yes=97,no=98,missing=97,gain=1.32271409,cover=83
- 97:leaf=0.00339282048,cover=0
- 98:leaf=0.0177431367,cover=0
- 24:[Sulc0<0.227376223] yes=49,no=50,missing=49,gain=4.68518066,cover=6080
- 49:[Curv5<0.081820026] yes=99,no=100,missing=99,gain=3.575634,cover=3405
- 99:leaf=-0.00625871215,cover=0
- 100:leaf=-0.00216506026,cover=0
- 50:[PialArea5<0.89274627] yes=101,no=102,missing=101,gain=7.49971104,cover=2675
- 101:leaf=-0.00324827735,cover=0
- 102:leaf=0.00929766428,cover=0
- 12:[MidArea5<0.894251287] yes=25,no=26,missing=25,gain=6.85077047,cover=4546
- 25:[Curv5<-0.00866711512] yes=51,no=52,missing=51,gain=3.34355116,cover=4406
- 51:[Pol<82.8478928] yes=103,no=104,missing=103,gain=1.10535693,cover=159
- 103:leaf=0.000306184374,cover=0
- 104:leaf=-0.00920605194,cover=0
- 52:[Pol<116.093399] yes=105,no=106,missing=106,gain=3.86916733,cover=4247
- 105:leaf=8.52052035e-05,cover=0
- 106:leaf=0.00505241985,cover=0
- 26:[PialCurv5<0.101587482] yes=53,no=54,missing=53,gain=1.44188404,cover=140
- 53:[PialArea5<0.89274627] yes=107,no=108,missing=107,gain=0.709459305,cover=43
- 107:leaf=-0.00335291191,cover=0
- 108:leaf=0.0208244696,cover=0
- 54:[Curv5<0.107059956] yes=109,no=110,missing=109,gain=0.792801857,cover=97
- 109:leaf=0.00314492779,cover=0
- 110:leaf=0.0122474842,cover=0
- 6:[Curv5<-0.0109836133] yes=13,no=14,missing=14,gain=7.22315598,cover=4114
- 13:[Sulc0<0.29007864] yes=27,no=28,missing=27,gain=2.32877469,cover=3739
- 27:[Ecc<22.8050022] yes=55,no=56,missing=56,gain=2.77638245,cover=3639
- 55:[Area5<0.734195113] yes=111,no=112,missing=111,gain=2.58110523,cover=1899
- 111:leaf=0.000437827752,cover=0
- 112:leaf=-0.00382086076,cover=0
- 56:[PialCurv5<-0.0607835948] yes=113,no=114,missing=113,gain=1.67020535,cover=1740
- 113:leaf=0.00155265839,cover=0
- 114:leaf=0.00623427797,cover=0
- 28:[PialArea5<0.981038809] yes=57,no=58,missing=57,gain=1.50972652,cover=100
- 57:[Ecc<37.2796402] yes=115,no=116,missing=115,gain=0.717095912,cover=88
- 115:leaf=-0.0165701285,cover=0
- 116:leaf=-0.0028650898,cover=0
- 58:leaf=-0.0229491852,cover=0
- 14:[Sulc0<0.227376223] yes=29,no=30,missing=29,gain=1.14919472,cover=375
- 29:[Sulc0<-0.152423486] yes=59,no=60,missing=59,gain=0.509293556,cover=302
- 59:[MidArea5<0.757804036] yes=117,no=118,missing=117,gain=0.690529346,cover=86
- 117:leaf=0.00746364472,cover=0
- 118:leaf=-0.00556446938,cover=0
- 60:[MidArea5<0.615840912] yes=119,no=120,missing=120,gain=1.26243591,cover=216
- 119:leaf=0.00444077002,cover=0
- 120:leaf=0.0128997806,cover=0
- 30:[Area5<0.694293797] yes=61,no=62,missing=61,gain=1.17452288,cover=73
- 61:[Sulc0<0.272107065] yes=121,no=122,missing=122,gain=0.0208777189,cover=28
- 121:leaf=0.00465600705,cover=0
- 122:leaf=0.0106152846,cover=0
- 62:[Sulc0<0.423605621] yes=123,no=124,missing=123,gain=0.379339159,cover=45
- 123:leaf=0.000398776581,cover=0
- 124:leaf=-0.00912203174,cover=0
-booster[253]:
-0:[PialArea5<0.908809483] yes=1,no=2,missing=2,gain=11.6494846,cover=5124388
- 1:[Curv5<-0.00141534733] yes=3,no=4,missing=3,gain=21.4699135,cover=3489002
- 3:[Area5<0.722552657] yes=7,no=8,missing=7,gain=66.6197433,cover=1520901
- 7:[PialArea5<0.643814564] yes=15,no=16,missing=15,gain=44.8827209,cover=1350740
- 15:[Ecc<14.9070177] yes=31,no=32,missing=31,gain=15.3093071,cover=155478
- 31:[Ecc<3.94116735] yes=63,no=64,missing=63,gain=21.460144,cover=117617
- 63:leaf=-0.000351067254,cover=0
- 64:leaf=-0.00172260206,cover=0
- 32:[Pol<100.628822] yes=65,no=66,missing=65,gain=80.4222412,cover=37861
- 65:leaf=0.00182226428,cover=0
- 66:leaf=-0.00291416491,cover=0
- 16:[Sulc0<0.218763664] yes=33,no=34,missing=33,gain=50.055233,cover=1195262
- 33:[Area5<0.613672853] yes=67,no=68,missing=67,gain=31.7014713,cover=1157796
- 67:leaf=0.000216698274,cover=0
- 68:leaf=-0.000307557697,cover=0
- 34:[Pol<107.66053] yes=69,no=70,missing=69,gain=17.551548,cover=37466
- 69:leaf=0.00315746409,cover=0
- 70:leaf=0.000946882355,cover=0
- 8:[PialCurv5<-0.0877386853] yes=17,no=18,missing=17,gain=55.0746307,cover=170161
- 17:[Curv5<-0.0943295062] yes=35,no=36,missing=35,gain=7.18646097,cover=34193
- 35:[PialCurv5<-0.120663248] yes=71,no=72,missing=72,gain=7.62701225,cover=31923
- 71:leaf=0.00125972705,cover=0
- 72:leaf=-0.000286099676,cover=0
- 36:[Area5<0.805150867] yes=73,no=74,missing=73,gain=5.33311272,cover=2270
- 73:leaf=0.00452904915,cover=0
- 74:leaf=-0.00174904976,cover=0
- 18:[Pol<60.4070244] yes=37,no=38,missing=37,gain=39.4202271,cover=135968
- 37:[LGI5<2.83602357] yes=75,no=76,missing=76,gain=17.1312389,cover=28472
- 75:leaf=0.00199715956,cover=0
- 76:leaf=-0.000705576502,cover=0
- 38:[Ecc<6.76014757] yes=77,no=78,missing=77,gain=45.9561005,cover=107496
- 77:leaf=-0.00355656072,cover=0
- 78:leaf=-0.00132117642,cover=0
- 4:[PialCurv5<0.0354230702] yes=9,no=10,missing=10,gain=95.7757721,cover=1968101
- 9:[Curv5<0.0213092454] yes=19,no=20,missing=20,gain=43.0267258,cover=189204
- 19:[PialCurv5<0.01500447] yes=39,no=40,missing=39,gain=27.301981,cover=90716
- 39:[PialArea5<0.721636832] yes=79,no=80,missing=79,gain=18.315609,cover=49857
- 79:leaf=0.000126262617,cover=0
- 80:leaf=0.00204469147,cover=0
- 40:[Pol<51.9018669] yes=81,no=82,missing=81,gain=12.8197575,cover=40859
- 81:leaf=-0.00237178127,cover=0
- 82:leaf=-0.000169789622,cover=0
- 20:[Pol<80.2322083] yes=41,no=42,missing=42,gain=56.5010376,cover=98488
- 41:[Area5<0.635019779] yes=83,no=84,missing=83,gain=37.9352112,cover=34412
- 83:leaf=-0.000444433157,cover=0
- 84:leaf=0.0041862363,cover=0
- 42:[Pol<132.742767] yes=85,no=86,missing=86,gain=21.0668087,cover=64076
- 85:leaf=0.000256901345,cover=0
- 86:leaf=0.00212075957,cover=0
- 10:[PialArea5<0.601145923] yes=21,no=22,missing=22,gain=44.4536514,cover=1778897
- 21:[Area5<0.664770067] yes=43,no=44,missing=44,gain=64.2860718,cover=1222487
- 43:[PialArea5<0.498393416] yes=87,no=88,missing=87,gain=21.7910595,cover=419995
- 87:leaf=-0.000196818757,cover=0
- 88:leaf=-0.0010646265,cover=0
- 44:[Sulc0<0.433680743] yes=89,no=90,missing=90,gain=86.1609955,cover=802492
- 89:leaf=0.00110171665,cover=0
- 90:leaf=5.5321816e-06,cover=0
- 22:[LGI5<2.93978119] yes=45,no=46,missing=46,gain=27.3712807,cover=556410
- 45:[Pol<111.846848] yes=91,no=92,missing=92,gain=18.3713093,cover=325234
- 91:leaf=0.000189760685,cover=0
- 92:leaf=-0.000571256853,cover=0
- 46:[Sulc0<0.649594426] yes=93,no=94,missing=93,gain=28.8810425,cover=231176
- 93:leaf=-0.00105785509,cover=0
- 94:leaf=0.000608349917,cover=0
- 2:[Sulc0<0.101211272] yes=5,no=6,missing=6,gain=18.8574448,cover=1635386
- 5:[Area5<0.827407002] yes=11,no=12,missing=11,gain=17.4858589,cover=1573666
- 11:[Curv5<-0.0320370905] yes=23,no=24,missing=23,gain=19.6356697,cover=1454406
- 23:[PialCurv5<0.0044251224] yes=47,no=48,missing=47,gain=17.531601,cover=1389455
- 47:[Area5<0.657483757] yes=95,no=96,missing=95,gain=18.3922253,cover=1374122
- 95:leaf=0.000308689545,cover=0
- 96:leaf=-7.19195741e-05,cover=0
- 48:[Pol<96.8070755] yes=97,no=98,missing=97,gain=8.72185326,cover=15333
- 97:leaf=0.00295022177,cover=0
- 98:leaf=0.000565137423,cover=0
- 24:[PialCurv5<-0.019163372] yes=49,no=50,missing=49,gain=94.6345444,cover=64951
- 49:[PialCurv5<-0.137075767] yes=99,no=100,missing=100,gain=25.9928207,cover=10113
- 99:leaf=0.0585227385,cover=0
- 100:leaf=0.00529658515,cover=0
- 50:[Ecc<16.5318356] yes=101,no=102,missing=101,gain=29.9140415,cover=54838
- 101:leaf=0.000831701618,cover=0
- 102:leaf=-0.00185916561,cover=0
- 12:[PialArea5<1.11947823] yes=25,no=26,missing=25,gain=16.4322033,cover=119260
- 25:[Pol<53.6550331] yes=51,no=52,missing=52,gain=18.7026806,cover=33013
- 51:[Ecc<22.0897732] yes=103,no=104,missing=103,gain=5.82839918,cover=11194
- 103:leaf=-0.000453189801,cover=0
- 104:leaf=0.00217734138,cover=0
- 52:[LGI5<2.37224698] yes=105,no=106,missing=106,gain=5.98204422,cover=21819
- 105:leaf=-1.83453503e-05,cover=0
- 106:leaf=-0.00260593649,cover=0
- 26:[Sulc0<-1.24864507] yes=53,no=54,missing=53,gain=6.92502928,cover=86247
- 53:[PialArea5<1.48916721] yes=107,no=108,missing=108,gain=2.51396418,cover=713
- 107:leaf=0.00270945556,cover=0
- 108:leaf=0.00906786602,cover=0
- 54:[Ecc<8.17402458] yes=109,no=110,missing=109,gain=5.49897861,cover=85534
- 109:leaf=-0.000554775936,cover=0
- 110:leaf=0.00024933822,cover=0
- 6:[Area5<0.756765008] yes=13,no=14,missing=13,gain=24.074173,cover=61720
- 13:[Sulc0<0.703387856] yes=27,no=28,missing=28,gain=8.67211914,cover=25004
- 27:[Pol<163.028091] yes=55,no=56,missing=55,gain=7.48015213,cover=24973
- 55:[PialCurv5<-0.00763805071] yes=111,no=112,missing=111,gain=10.2069092,cover=22249
- 111:leaf=0.00321129384,cover=0
- 112:leaf=0.00095880049,cover=0
- 56:[MidArea5<0.798780084] yes=113,no=114,missing=114,gain=4.86309671,cover=2724
- 113:leaf=0.00478057098,cover=0
- 114:leaf=-0.00121272763,cover=0
- 28:[Curv5<0.0168606453] yes=57,no=58,missing=58,gain=2.0405817,cover=31
- 57:[Pol<119.777687] yes=115,no=116,missing=115,gain=0.73477447,cover=12
- 115:leaf=0.0187956057,cover=0
- 116:leaf=-0.00580249075,cover=0
- 58:[LGI5<3.09244633] yes=117,no=118,missing=118,gain=0.0350904465,cover=19
- 117:leaf=0.0282923467,cover=0
- 118:leaf=0.0450372323,cover=0
- 14:[Ecc<18.0513744] yes=29,no=30,missing=29,gain=9.32406139,cover=36716
- 29:[Pol<77.5287857] yes=59,no=60,missing=59,gain=9.17731285,cover=10257
- 59:[Ecc<5.72519016] yes=119,no=120,missing=120,gain=6.95347166,cover=2475
- 119:leaf=0.00792061165,cover=0
- 120:leaf=-0.00198676554,cover=0
- 60:[Pol<103.851685] yes=121,no=122,missing=121,gain=9.21268272,cover=7782
- 121:leaf=0.00533371372,cover=0
- 122:leaf=0.00130772544,cover=0
- 30:[LGI5<2.86381269] yes=61,no=62,missing=61,gain=7.20921803,cover=26459
- 61:[Pol<133.406311] yes=123,no=124,missing=124,gain=5.65339756,cover=2956
- 123:leaf=-0.00396749144,cover=0
- 124:leaf=0.00101310888,cover=0
- 62:[PialArea5<1.0376358] yes=125,no=126,missing=125,gain=6.79532051,cover=23503
- 125:leaf=-0.000598986517,cover=0
- 126:leaf=0.00126747589,cover=0
-booster[254]:
-0:[Sulc0<-0.987509191] yes=1,no=2,missing=1,gain=11.3874512,cover=5124388
- 1:[Area5<0.756765008] yes=3,no=4,missing=3,gain=11.1313467,cover=262995
- 3:[Pol<139.671173] yes=7,no=8,missing=8,gain=6.89967155,cover=235611
- 7:[Ecc<2.73602629] yes=15,no=16,missing=15,gain=5.88387203,cover=157349
- 15:[Pol<56.1920547] yes=31,no=32,missing=31,gain=15.5933886,cover=87076
- 31:[LGI5<2.25958419] yes=63,no=64,missing=63,gain=5.64144135,cover=61712
- 63:leaf=5.65453338e-05,cover=0
- 64:leaf=-0.00117239857,cover=0
- 32:[Ecc<0.567370772] yes=65,no=66,missing=65,gain=7.90075493,cover=25364
- 65:leaf=-0.000966557302,cover=0
- 66:leaf=0.00104941358,cover=0
- 16:[Ecc<3.73767829] yes=33,no=34,missing=33,gain=6.79548883,cover=70273
- 33:[Pol<39.0368156] yes=67,no=68,missing=68,gain=3.77579451,cover=19786
- 67:leaf=0.00126000773,cover=0
- 68:leaf=-0.000387948268,cover=0
- 34:[PialCurv5<-0.0715543851] yes=69,no=70,missing=69,gain=5.12209892,cover=50487
- 69:leaf=-0.000158945637,cover=0
- 70:leaf=-0.00539759686,cover=0
- 8:[Ecc<19.4699688] yes=17,no=18,missing=17,gain=8.81293297,cover=78262
- 17:[Curv5<-0.177508175] yes=35,no=36,missing=36,gain=6.06464005,cover=73407
- 35:[LGI5<2.44006681] yes=71,no=72,missing=72,gain=6.33790016,cover=66308
- 71:leaf=-0.000257154898,cover=0
- 72:leaf=-0.00124069129,cover=0
- 36:[Sulc0<-1.15707839] yes=73,no=74,missing=73,gain=6.38443089,cover=7099
- 73:leaf=-0.0074059139,cover=0
- 74:leaf=-0.0018960106,cover=0
- 18:[PialArea5<0.928637981] yes=37,no=38,missing=37,gain=1.74636507,cover=4855
- 37:[Area5<0.536314785] yes=75,no=76,missing=75,gain=1.17676795,cover=2688
- 75:leaf=0.00306111271,cover=0
- 76:leaf=-1.41683358e-05,cover=0
- 38:[Area5<0.630444467] yes=77,no=78,missing=77,gain=1.27396774,cover=2167
- 77:leaf=0.00430084718,cover=0
- 78:leaf=0.00156671612,cover=0
- 4:[Ecc<1.21076584] yes=9,no=10,missing=9,gain=2.96007442,cover=27384
- 9:[LGI5<2.25075769] yes=19,no=20,missing=19,gain=1.84266627,cover=1252
- 19:[Area5<0.77338779] yes=39,no=40,missing=40,gain=2.06609726,cover=190
- 39:[MidArea5<1.21578133] yes=79,no=80,missing=79,gain=0.614622951,cover=46
- 79:leaf=0.000317398022,cover=0
- 80:leaf=0.0155401397,cover=0
- 40:[LGI5<2.13090348] yes=81,no=82,missing=82,gain=1.17316532,cover=144
- 81:leaf=0.0043030954,cover=0
- 82:leaf=-0.0106686475,cover=0
- 20:[LGI5<2.41022825] yes=41,no=42,missing=41,gain=3.62011147,cover=1062
- 41:[Pol<51.9018669] yes=83,no=84,missing=83,gain=4.01073265,cover=535
- 83:leaf=-0.00145712914,cover=0
- 84:leaf=0.00742282439,cover=0
- 42:[Curv5<-0.198884338] yes=85,no=86,missing=85,gain=2.08820343,cover=527
- 85:leaf=-0.000364651467,cover=0
- 86:leaf=-0.00669077365,cover=0
- 10:[LGI5<2.69470191] yes=21,no=22,missing=21,gain=3.93868637,cover=26132
- 21:[Area5<0.833255887] yes=43,no=44,missing=44,gain=3.7455492,cover=10599
- 43:[LGI5<2.41354537] yes=87,no=88,missing=87,gain=2.49717307,cover=7629
- 87:leaf=0.00218718476,cover=0
- 88:leaf=0.000266323419,cover=0
- 44:[Sulc0<-1.24864507] yes=89,no=90,missing=89,gain=3.11130047,cover=2970
- 89:leaf=0.00739789242,cover=0
- 90:leaf=0.00240066182,cover=0
- 22:[Ecc<9.0678978] yes=45,no=46,missing=45,gain=4.25181675,cover=15533
- 45:[Pol<135.419098] yes=91,no=92,missing=92,gain=2.16129088,cover=6167
- 91:leaf=-0.000975416042,cover=0
- 92:leaf=0.00367420889,cover=0
- 46:[PialCurv5<-0.08490628] yes=93,no=94,missing=94,gain=3.15789962,cover=9366
- 93:leaf=0.000777128269,cover=0
- 94:leaf=0.00717556616,cover=0
- 2:[PialArea5<0.872134149] yes=5,no=6,missing=5,gain=15.0098248,cover=4861393
- 5:[Area5<0.782137334] yes=11,no=12,missing=11,gain=24.4005375,cover=3150019
- 11:[LGI5<3.56741142] yes=23,no=24,missing=23,gain=17.0602455,cover=2942149
- 23:[Ecc<32.6813126] yes=47,no=48,missing=47,gain=18.3066902,cover=2809595
- 47:[Pol<92.1537628] yes=95,no=96,missing=95,gain=29.2102604,cover=2605801
- 95:leaf=0.000208109763,cover=0
- 96:leaf=-0.00014397518,cover=0
- 48:[Pol<125.881905] yes=97,no=98,missing=97,gain=40.3185387,cover=203794
- 97:leaf=-0.000890632335,cover=0
- 98:leaf=0.000800377689,cover=0
- 24:[Pol<46.5024796] yes=49,no=50,missing=49,gain=16.4704456,cover=132554
- 49:[PialArea5<0.542192638] yes=99,no=100,missing=100,gain=13.5364637,cover=20926
- 99:leaf=0.00461909315,cover=0
- 100:leaf=0.000241386733,cover=0
- 50:[Area5<0.582201123] yes=101,no=102,missing=101,gain=11.22966,cover=111628
- 101:leaf=0.000674552226,cover=0
- 102:leaf=-0.0010416595,cover=0
- 12:[PialArea5<0.756055057] yes=25,no=26,missing=25,gain=48.5116272,cover=207870
- 25:[Pol<47.409153] yes=51,no=52,missing=51,gain=15.0014076,cover=148950
- 51:[Sulc0<0.574602425] yes=103,no=104,missing=103,gain=8.51462364,cover=6570
- 103:leaf=0.00491655851,cover=0
- 104:leaf=0.0012972398,cover=0
- 52:[Pol<133.406311] yes=105,no=106,missing=105,gain=12.8824883,cover=142380
- 105:leaf=0.000722061319,cover=0
- 106:leaf=0.00263257581,cover=0
- 26:[Pol<46.5024796] yes=53,no=54,missing=53,gain=25.3451118,cover=58920
- 53:[Ecc<9.88196182] yes=107,no=108,missing=107,gain=4.78044319,cover=9558
- 107:leaf=-0.000528047851,cover=0
- 108:leaf=0.00220079836,cover=0
- 54:[MidArea5<1.00466764] yes=109,no=110,missing=110,gain=7.87278366,cover=49362
- 109:leaf=-0.00126051111,cover=0
- 110:leaf=0.00484386319,cover=0
- 6:[Area5<0.737164855] yes=13,no=14,missing=13,gain=37.9275742,cover=1711374
- 13:[Sulc0<0.0608992092] yes=27,no=28,missing=28,gain=46.6719284,cover=1121077
- 27:[Pol<62.799984] yes=55,no=56,missing=55,gain=26.5377483,cover=1083742
- 55:[Ecc<6.98131132] yes=111,no=112,missing=111,gain=24.6090107,cover=453494
- 111:leaf=0.000308209273,cover=0
- 112:leaf=-0.000429170876,cover=0
- 56:[Pol<118.191307] yes=113,no=114,missing=114,gain=69.3445587,cover=630248
- 113:leaf=0.00153089256,cover=0
- 114:leaf=0.00020123813,cover=0
- 28:[Ecc<23.1745358] yes=57,no=58,missing=57,gain=12.591629,cover=37335
- 57:[Ecc<11.1913614] yes=115,no=116,missing=116,gain=12.3752098,cover=14573
- 115:leaf=0.00197783974,cover=0
- 116:leaf=0.00494042411,cover=0
- 58:[LGI5<3.03694534] yes=117,no=118,missing=117,gain=16.8469944,cover=22762
- 117:leaf=-0.000884337991,cover=0
- 118:leaf=0.00215365482,cover=0
- 14:[PialArea5<0.998395085] yes=29,no=30,missing=29,gain=16.6299591,cover=590297
- 29:[Pol<116.615585] yes=59,no=60,missing=59,gain=11.7035694,cover=186753
- 59:[Curv5<-0.00141534733] yes=119,no=120,missing=119,gain=8.26060677,cover=104193
- 119:leaf=-0.000517651846,cover=0
- 120:leaf=0.000452854758,cover=0
- 60:[Pol<146.122681] yes=121,no=122,missing=121,gain=17.9180336,cover=82560
- 121:leaf=-0.00167172705,cover=0
- 122:leaf=-0.000186790989,cover=0
- 30:[Area5<0.833255887] yes=61,no=62,missing=61,gain=8.9462204,cover=403544
- 61:[Sulc0<-0.481185079] yes=123,no=124,missing=123,gain=10.8864155,cover=307743
- 123:leaf=-0.000140949298,cover=0
- 124:leaf=0.000457735267,cover=0
- 62:[Ecc<7.95697832] yes=125,no=126,missing=125,gain=9.39599323,cover=95801
- 125:leaf=-0.000956534699,cover=0
- 126:leaf=3.57795361e-05,cover=0
-booster[255]:
-0:[PialArea5<0.331288606] yes=1,no=2,missing=1,gain=11.7186623,cover=5124388
- 1:[Pol<104.929901] yes=3,no=4,missing=4,gain=10.8797846,cover=180427
- 3:[Pol<89.7623749] yes=7,no=8,missing=7,gain=14.5955467,cover=134683
- 7:[Ecc<8.23836613] yes=15,no=16,missing=15,gain=15.4472065,cover=39013
- 15:[Curv5<0.174639657] yes=31,no=32,missing=31,gain=4.92947769,cover=4409
- 31:[LGI5<2.23211861] yes=63,no=64,missing=64,gain=3.77146149,cover=1599
- 63:leaf=-0.00556044374,cover=0
- 64:leaf=0.00649598008,cover=0
- 32:[Sulc0<-0.0788570642] yes=65,no=66,missing=65,gain=2.42420769,cover=2810
- 65:leaf=0.00699673314,cover=0
- 66:leaf=0.00202753139,cover=0
- 16:[Curv5<0.245671451] yes=33,no=34,missing=33,gain=7.32022333,cover=34604
- 33:[LGI5<3.70550299] yes=67,no=68,missing=68,gain=7.02708817,cover=31467
- 67:leaf=0.000705055951,cover=0
- 68:leaf=0.0044819098,cover=0
- 34:[PialCurv5<0.493508637] yes=69,no=70,missing=69,gain=2.15561843,cover=3137
- 69:leaf=-0.00262266048,cover=0
- 70:leaf=0.000135559458,cover=0
- 8:[Area5<0.751858592] yes=17,no=18,missing=18,gain=6.82987785,cover=95670
- 17:[Ecc<6.10119486] yes=35,no=36,missing=35,gain=7.88012886,cover=90917
- 35:[Area5<0.596935391] yes=71,no=72,missing=72,gain=6.75903988,cover=24645
- 71:leaf=-0.000787343015,cover=0
- 72:leaf=0.00103490974,cover=0
- 36:[Ecc<21.3640327] yes=73,no=74,missing=73,gain=7.48393345,cover=66272
- 73:leaf=-0.000806001422,cover=0
- 74:leaf=0.000530948106,cover=0
- 18:[PialCurv5<0.343960524] yes=37,no=38,missing=37,gain=1.91841936,cover=4753
- 37:[Area5<0.802302957] yes=75,no=76,missing=76,gain=1.24317551,cover=2063
- 75:leaf=0.00232468825,cover=0
- 76:leaf=0.00581548456,cover=0
- 38:[Area5<0.811441243] yes=77,no=78,missing=77,gain=1.0120945,cover=2690
- 77:leaf=0.000383890321,cover=0
- 78:leaf=0.00304056774,cover=0
- 4:[Ecc<7.59607029] yes=9,no=10,missing=10,gain=8.29675484,cover=45744
- 9:[Sulc0<0.68960917] yes=19,no=20,missing=19,gain=6.71723652,cover=24456
- 19:[Curv5<0.266060919] yes=39,no=40,missing=39,gain=7.14686871,cover=18280
- 39:[Ecc<0.836319208] yes=79,no=80,missing=79,gain=7.80527306,cover=15165
- 79:leaf=-0.00107337651,cover=0
- 80:leaf=0.00189151464,cover=0
- 40:[Area5<0.525751591] yes=81,no=82,missing=82,gain=2.44450903,cover=3115
- 81:leaf=-0.00539818825,cover=0
- 82:leaf=-0.000790638675,cover=0
- 20:[Pol<119.248337] yes=41,no=42,missing=42,gain=1.763695,cover=6176
- 41:[LGI5<2.43054438] yes=83,no=84,missing=83,gain=0.813431025,cover=6081
- 83:leaf=0.000199711925,cover=0
- 84:leaf=-0.00119344075,cover=0
- 42:[PialCurv5<0.220156521] yes=85,no=86,missing=85,gain=0.584036589,cover=95
- 85:leaf=-0.0246117599,cover=0
- 86:leaf=-0.00671439711,cover=0
- 10:[Ecc<16.0247612] yes=21,no=22,missing=21,gain=10.2591572,cover=21288
- 21:[LGI5<2.73607373] yes=43,no=44,missing=44,gain=6.17632675,cover=9589
- 43:[MidArea5<0.48507002] yes=87,no=88,missing=87,gain=1.53157079,cover=2698
- 87:leaf=4.15672803e-05,cover=0
- 88:leaf=0.00249950564,cover=0
- 44:[Sulc0<0.703387856] yes=89,no=90,missing=90,gain=3.08700943,cover=6891
- 89:leaf=0.00271642464,cover=0
- 90:leaf=0.00483481539,cover=0
- 22:[Pol<120.317558] yes=45,no=46,missing=46,gain=7.6703825,cover=11699
- 45:[Sulc0<0.869075775] yes=91,no=92,missing=91,gain=7.89636755,cover=9225
- 91:leaf=-0.00159095076,cover=0
- 92:leaf=0.00137233769,cover=0
- 46:[Area5<0.603367925] yes=93,no=94,missing=94,gain=4.96470737,cover=2474
- 93:leaf=-0.0029873678,cover=0
- 94:leaf=0.00406338135,cover=0
- 2:[Curv5<0.129884616] yes=5,no=6,missing=5,gain=17.1814842,cover=4943961
- 5:[Sulc0<0.636906147] yes=11,no=12,missing=11,gain=26.1789837,cover=4380643
- 11:[Pol<104.38549] yes=23,no=24,missing=23,gain=21.1920795,cover=4186255
- 23:[Pol<64.3762589] yes=47,no=48,missing=47,gain=51.7007446,cover=2114707
- 47:[Ecc<6.81643343] yes=95,no=96,missing=95,gain=35.5611343,cover=1365870
- 95:leaf=0.000209309699,cover=0
- 96:leaf=-0.000304740563,cover=0
- 48:[Ecc<11.3532677] yes=97,no=98,missing=97,gain=150.115723,cover=748837
- 97:leaf=0.00011287399,cover=0
- 98:leaf=0.00197931402,cover=0
- 24:[Ecc<15.7955055] yes=49,no=50,missing=50,gain=50.284935,cover=2071548
- 49:[LGI5<2.75211287] yes=99,no=100,missing=99,gain=94.7752991,cover=1594895
- 99:leaf=-0.000246774493,cover=0
- 100:leaf=0.000583916379,cover=0
- 50:[Pol<157.22821] yes=101,no=102,missing=101,gain=74.3314209,cover=476653
- 101:leaf=-0.00112100213,cover=0
- 102:leaf=0.000137972675,cover=0
- 12:[Pol<93.3357697] yes=25,no=26,missing=25,gain=55.082695,cover=194388
- 25:[Ecc<38.7725143] yes=51,no=52,missing=51,gain=25.8598919,cover=80584
- 51:[Curv5<0.0595101416] yes=103,no=104,missing=103,gain=15.1094275,cover=52975
- 103:leaf=0.00225506793,cover=0
- 104:leaf=-0.000119816999,cover=0
- 52:[Pol<39.9674568] yes=105,no=106,missing=106,gain=24.2007408,cover=27609
- 105:leaf=0.0020482277,cover=0
- 106:leaf=-0.00224629254,cover=0
- 26:[Pol<116.093399] yes=53,no=54,missing=53,gain=21.2501602,cover=113804
- 53:[Area5<0.822840035] yes=107,no=108,missing=108,gain=15.3377876,cover=85028
- 107:leaf=0.000748849008,cover=0
- 108:leaf=0.00393878529,cover=0
- 54:[LGI5<3.58443618] yes=109,no=110,missing=109,gain=10.3850632,cover=28776
- 109:leaf=0.00279813469,cover=0
- 110:leaf=-0.000272447942,cover=0
- 6:[Sulc0<0.485350072] yes=13,no=14,missing=13,gain=26.2569199,cover=563318
- 13:[Area5<0.642765105] yes=27,no=28,missing=28,gain=20.6934509,cover=275162
- 27:[Ecc<7.03401423] yes=55,no=56,missing=56,gain=10.3142004,cover=74110
- 55:[LGI5<2.69973111] yes=111,no=112,missing=111,gain=10.4839544,cover=57362
- 111:leaf=-0.00049898139,cover=0
- 112:leaf=0.00223700516,cover=0
- 56:[LGI5<2.59789038] yes=113,no=114,missing=113,gain=7.71196747,cover=16748
- 113:leaf=-0.00404596236,cover=0
- 114:leaf=-0.00123336108,cover=0
- 28:[PialArea5<0.467676282] yes=57,no=58,missing=57,gain=27.0098381,cover=201052
- 57:[Sulc0<-0.047846999] yes=115,no=116,missing=115,gain=16.9523239,cover=89343
- 115:leaf=0.00327728549,cover=0
- 116:leaf=0.000779313676,cover=0
- 58:[Pol<92.1537628] yes=117,no=118,missing=117,gain=15.3751488,cover=111709
- 117:leaf=0.000783517782,cover=0
- 118:leaf=-0.000537053798,cover=0
- 14:[PialArea5<0.511941612] yes=29,no=30,missing=30,gain=20.3765869,cover=288156
- 29:[Area5<0.792350233] yes=59,no=60,missing=59,gain=18.2434196,cover=262813
- 59:[Pol<107.129471] yes=119,no=120,missing=120,gain=14.5417671,cover=235385
- 119:leaf=-0.000872022123,cover=0
- 120:leaf=-7.99435566e-06,cover=0
- 60:[PialCurv5<0.280504435] yes=121,no=122,missing=121,gain=7.9017911,cover=27428
- 121:leaf=0.00203126273,cover=0
- 122:leaf=0.00018401297,cover=0
- 30:[MidArea5<0.816721499] yes=61,no=62,missing=61,gain=13.7159424,cover=25343
- 61:[Pol<92.7492142] yes=123,no=124,missing=123,gain=8.19347,cover=24384
- 123:leaf=-0.00340223056,cover=0
- 124:leaf=-0.00149793981,cover=0
- 62:[PialCurv5<0.275165707] yes=125,no=126,missing=126,gain=3.58583164,cover=959
- 125:leaf=0.00603138283,cover=0
- 126:leaf=-0.000480746123,cover=0
-booster[256]:
-0:[Curv5<-0.303613424] yes=1,no=2,missing=2,gain=11.2312336,cover=5124388
- 1:[Area5<0.601796865] yes=3,no=4,missing=3,gain=10.6118507,cover=120099
- 3:[Pol<161.595886] yes=7,no=8,missing=7,gain=4.59713507,cover=80855
- 7:[Pol<36.2100182] yes=15,no=16,missing=15,gain=5.11931133,cover=66119
- 15:[LGI5<3.40779543] yes=31,no=32,missing=32,gain=5.4289403,cover=24616
- 31:[PialCurv5<-0.210138425] yes=63,no=64,missing=63,gain=4.24596643,cover=22741
- 63:leaf=0.00127182913,cover=0
- 64:leaf=-0.000726116996,cover=0
- 32:[Ecc<23.1745358] yes=65,no=66,missing=66,gain=5.0974946,cover=1875
- 65:leaf=0.000524086412,cover=0
- 66:leaf=0.00607913826,cover=0
- 16:[PialArea5<0.772500634] yes=33,no=34,missing=34,gain=7.21342754,cover=41503
- 33:[Ecc<5.4036684] yes=67,no=68,missing=68,gain=2.47568631,cover=24639
- 67:leaf=0.00092390395,cover=0
- 68:leaf=-0.000191240732,cover=0
- 34:[Ecc<40.3354568] yes=69,no=70,missing=70,gain=9.69796371,cover=16864
- 69:leaf=0.00138331705,cover=0
- 70:leaf=0.0192853939,cover=0
- 8:[LGI5<2.18291569] yes=17,no=18,missing=17,gain=3.1442306,cover=14736
- 17:[LGI5<2.16230083] yes=35,no=36,missing=36,gain=3.18636322,cover=146
- 35:[Area5<0.542713821] yes=71,no=72,missing=71,gain=0.623533368,cover=111
- 71:leaf=0.000718351337,cover=0
- 72:leaf=0.0106678344,cover=0
- 36:[MidArea5<0.683478653] yes=73,no=74,missing=73,gain=0.378728867,cover=35
- 73:leaf=0.0221664477,cover=0
- 74:leaf=0.00766250491,cover=0
- 18:[PialArea5<0.511941612] yes=37,no=38,missing=38,gain=2.37176037,cover=14590
- 37:[Curv5<-0.350989401] yes=75,no=76,missing=75,gain=0.877629995,cover=128
- 75:leaf=-0.00523430808,cover=0
- 76:leaf=-0.0153531823,cover=0
- 38:[Ecc<8.7927618] yes=77,no=78,missing=77,gain=2.62474465,cover=14462
- 77:leaf=-0.00136791554,cover=0
- 78:leaf=-1.92010266e-05,cover=0
- 4:[LGI5<2.57263851] yes=9,no=10,missing=9,gain=5.44537163,cover=39244
- 9:[PialArea5<0.89536339] yes=19,no=20,missing=19,gain=3.86731911,cover=7946
- 19:[Ecc<1.73852015] yes=39,no=40,missing=39,gain=2.94547653,cover=2771
- 39:[Area5<0.691153347] yes=79,no=80,missing=80,gain=5.54321575,cover=400
- 79:leaf=0.00595802767,cover=0
- 80:leaf=0.0268290844,cover=0
- 40:[LGI5<2.52320862] yes=81,no=82,missing=81,gain=3.25752544,cover=2371
- 81:leaf=0.00208055996,cover=0
- 82:leaf=0.00635244465,cover=0
- 20:[Sulc0<-0.788856506] yes=41,no=42,missing=42,gain=1.23058844,cover=5175
- 41:[Pol<43.7633247] yes=83,no=84,missing=83,gain=1.11017227,cover=3461
- 83:leaf=0.000378177094,cover=0
- 84:leaf=0.00232410338,cover=0
- 42:[Pol<147.599014] yes=85,no=86,missing=85,gain=3.0650363,cover=1714
- 85:leaf=0.00353118475,cover=0
- 86:leaf=-0.00223171175,cover=0
- 10:[Ecc<6.70300007] yes=21,no=22,missing=22,gain=5.5367651,cover=31298
- 21:[PialCurv5<-0.148241684] yes=43,no=44,missing=43,gain=4.2834506,cover=6594
- 43:[Pol<6.72755051] yes=87,no=88,missing=87,gain=4.00121784,cover=5558
- 87:leaf=-0.00399389025,cover=0
- 88:leaf=-0.000384187006,cover=0
- 44:[Pol<101.695656] yes=89,no=90,missing=90,gain=1.57740378,cover=1036
- 89:leaf=0.00326095126,cover=0
- 90:leaf=-0.00259419554,cover=0
- 22:[Pol<145.397461] yes=45,no=46,missing=45,gain=4.12744808,cover=24704
- 45:[Sulc0<0.263311565] yes=91,no=92,missing=91,gain=4.90502548,cover=16924
- 91:leaf=0.00170904398,cover=0
- 92:leaf=-0.0084791379,cover=0
- 46:[PialArea5<0.782997906] yes=93,no=94,missing=93,gain=2.50595856,cover=7780
- 93:leaf=-0.00140455109,cover=0
- 94:leaf=0.000733788533,cover=0
- 2:[PialArea5<1.22674179] yes=5,no=6,missing=5,gain=12.527832,cover=5004289
- 5:[Curv5<-0.0530214235] yes=11,no=12,missing=11,gain=15.1877346,cover=4744193
- 11:[PialArea5<0.676429033] yes=23,no=24,missing=23,gain=32.1843147,cover=2287650
- 23:[Area5<0.521939099] yes=47,no=48,missing=47,gain=15.5323753,cover=131918
- 47:[PialCurv5<0.182067633] yes=95,no=96,missing=95,gain=10.0488091,cover=45588
- 95:leaf=-0.000149212879,cover=0
- 96:leaf=0.0362206064,cover=0
- 48:[Pol<137.578873] yes=97,no=98,missing=97,gain=22.4771156,cover=86330
- 97:leaf=-0.00177550502,cover=0
- 98:leaf=2.53653161e-05,cover=0
- 24:[Area5<0.612264991] yes=49,no=50,missing=49,gain=36.4619102,cover=2155732
- 49:[Curv5<-0.115945198] yes=99,no=100,missing=99,gain=66.0989075,cover=741128
- 99:leaf=3.29871182e-05,cover=0
- 100:leaf=0.001482366,cover=0
- 50:[PialCurv5<-0.00763805071] yes=101,no=102,missing=101,gain=53.8161507,cover=1414604
- 101:leaf=-0.000282010791,cover=0
- 102:leaf=0.00144303951,cover=0
- 12:[PialCurv5<-0.0314326771] yes=25,no=26,missing=25,gain=146.614304,cover=2456543
- 25:[PialArea5<0.705942631] yes=51,no=52,missing=52,gain=74.9692993,cover=96488
- 51:[PialArea5<0.576038003] yes=103,no=104,missing=103,gain=16.8981647,cover=32604
- 103:leaf=-0.00141684909,cover=0
- 104:leaf=0.000920218707,cover=0
- 52:[PialCurv5<-0.0693148375] yes=105,no=106,missing=105,gain=46.6449738,cover=63884
- 105:leaf=0.00696192542,cover=0
- 106:leaf=0.00250604493,cover=0
- 26:[Curv5<-0.0203319378] yes=53,no=54,missing=53,gain=31.8451366,cover=2360055
- 53:[Area5<0.654657125] yes=107,no=108,missing=107,gain=40.5491943,cover=214506
- 107:leaf=0.000508960686,cover=0
- 108:leaf=-0.00102768105,cover=0
- 54:[PialCurv5<0.000298873958] yes=109,no=110,missing=109,gain=68.8459625,cover=2145549
- 109:leaf=0.00141021109,cover=0
- 110:leaf=-2.19338617e-05,cover=0
- 6:[Curv5<-0.0816265643] yes=13,no=14,missing=13,gain=7.26903629,cover=260096
- 13:[Area5<0.635019779] yes=27,no=28,missing=27,gain=6.78380537,cover=246405
- 27:[LGI5<2.79683423] yes=55,no=56,missing=55,gain=10.0020905,cover=24288
- 55:[LGI5<2.43374896] yes=111,no=112,missing=111,gain=11.8067513,cover=21971
- 111:leaf=0.00191383495,cover=0
- 112:leaf=-0.000404831313,cover=0
- 56:[Curv5<-0.215837389] yes=113,no=114,missing=113,gain=6.66307449,cover=2317
- 113:leaf=0.00174039032,cover=0
- 114:leaf=0.0071275509,cover=0
- 28:[PialCurv5<-0.11032705] yes=57,no=58,missing=57,gain=5.26562977,cover=222117
- 57:[Curv5<-0.139824241] yes=115,no=116,missing=115,gain=49.8193054,cover=98237
- 115:leaf=-0.000241506918,cover=0
- 116:leaf=0.0086106658,cover=0
- 58:[Sulc0<-1.12931466] yes=117,no=118,missing=118,gain=10.3988905,cover=123880
- 117:leaf=-0.00216428423,cover=0
- 118:leaf=0.000476295216,cover=0
- 14:[PialCurv5<-0.0632625744] yes=29,no=30,missing=29,gain=41.5209045,cover=13691
- 29:[LGI5<2.79683423] yes=59,no=60,missing=59,gain=10.1538239,cover=2001
- 59:[PialArea5<1.57955706] yes=119,no=120,missing=120,gain=8.00299454,cover=1220
- 119:leaf=0.00975595042,cover=0
- 120:leaf=0.0248401966,cover=0
- 60:[Pol<172.045227] yes=121,no=122,missing=121,gain=3.26040268,cover=781
- 121:leaf=0.00249687186,cover=0
- 122:leaf=0.0127717126,cover=0
- 30:[Area5<0.705328763] yes=61,no=62,missing=61,gain=4.61358595,cover=11690
- 61:[PialCurv5<-0.0297427773] yes=123,no=124,missing=123,gain=5.95583439,cover=837
- 123:leaf=0.000926902634,cover=0
- 124:leaf=-0.00750165759,cover=0
- 62:[Pol<42.7478409] yes=125,no=126,missing=125,gain=5.38991499,cover=10853
- 125:leaf=-0.00110962696,cover=0
- 126:leaf=0.001317141,cover=0
-booster[257]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=2,gain=11.1153021,cover=5124388
- 1:[Curv5<0.157731384] yes=3,no=4,missing=4,gain=5.51613712,cover=60049
- 3:[Curv5<0.0915888697] yes=7,no=8,missing=8,gain=3.34215355,cover=10568
- 7:[LGI5<2.80243301] yes=15,no=16,missing=16,gain=2.43550873,cover=746
- 15:[Pol<105.462654] yes=31,no=32,missing=31,gain=4.06443262,cover=260
- 31:[Area5<0.404548973] yes=63,no=64,missing=63,gain=1.39281893,cover=149
- 63:leaf=-0.00213686214,cover=0
- 64:leaf=-0.0134851234,cover=0
- 32:[Area5<0.626857519] yes=65,no=66,missing=66,gain=0.841658294,cover=111
- 65:leaf=0.00110112352,cover=0
- 66:leaf=0.0279646255,cover=0
- 16:[PialCurv5<0.101587482] yes=33,no=34,missing=34,gain=2.26745224,cover=486
- 33:[LGI5<2.91823459] yes=67,no=68,missing=67,gain=1.78811276,cover=215
- 67:leaf=0.00936156325,cover=0
- 68:leaf=-0.00487108482,cover=0
- 34:[Pol<88.5531387] yes=69,no=70,missing=69,gain=1.40932858,cover=271
- 69:leaf=-0.00184303743,cover=0
- 70:leaf=0.00598121574,cover=0
- 8:[PialArea5<0.245474651] yes=17,no=18,missing=17,gain=3.30633545,cover=9822
- 17:[PialCurv5<0.409174502] yes=35,no=36,missing=35,gain=1.86427784,cover=1990
- 35:[Pol<37.1539459] yes=71,no=72,missing=71,gain=1.37766647,cover=1852
- 71:leaf=0.0166627839,cover=0
- 72:leaf=0.00404366525,cover=0
- 36:[LGI5<3.01963663] yes=73,no=74,missing=73,gain=3.01290488,cover=138
- 73:leaf=0.00759540591,cover=0
- 74:leaf=-0.00753057981,cover=0
- 18:[Area5<0.483568966] yes=37,no=38,missing=37,gain=2.09843445,cover=7832
- 37:[Pol<104.38549] yes=75,no=76,missing=75,gain=0.90841043,cover=43
- 75:leaf=-0.0125521226,cover=0
- 76:leaf=0.00637878198,cover=0
- 38:[PialCurv5<0.343960524] yes=77,no=78,missing=77,gain=1.54572439,cover=7789
- 77:leaf=0.00185939786,cover=0
- 78:leaf=-8.30325298e-05,cover=0
- 4:[Area5<0.702101529] yes=9,no=10,missing=9,gain=3.74315691,cover=49481
- 9:[PialCurv5<0.141046807] yes=19,no=20,missing=20,gain=3.33872509,cover=44116
- 19:[Pol<165.239029] yes=39,no=40,missing=39,gain=3.83155966,cover=1891
- 39:[Pol<69.6327286] yes=79,no=80,missing=80,gain=2.72513437,cover=1740
- 79:leaf=0.0126916161,cover=0
- 80:leaf=0.00261507439,cover=0
- 40:[Curv5<0.166947007] yes=81,no=82,missing=81,gain=1.66900218,cover=151
- 81:leaf=0.00692288717,cover=0
- 82:leaf=-0.00748394942,cover=0
- 20:[Sulc0<0.624357879] yes=41,no=42,missing=42,gain=3.55502057,cover=42225
- 41:[Curv5<0.266060919] yes=83,no=84,missing=83,gain=3.28353024,cover=10102
- 83:leaf=0.00163370336,cover=0
- 84:leaf=-0.000314844918,cover=0
- 42:[Ecc<11.6821251] yes=85,no=86,missing=85,gain=3.30299878,cover=32123
- 85:leaf=-0.00046045403,cover=0
- 86:leaf=0.00057425542,cover=0
- 10:[MidArea5<0.468026847] yes=21,no=22,missing=21,gain=4.38358784,cover=5365
- 21:[Curv5<0.266060919] yes=43,no=44,missing=43,gain=1.54110336,cover=379
- 43:[LGI5<2.8746686] yes=87,no=88,missing=88,gain=0.90683651,cover=355
- 87:leaf=0.00388680398,cover=0
- 88:leaf=0.00940176193,cover=0
- 44:[Ecc<26.874506] yes=89,no=90,missing=89,gain=1.56459451,cover=24
- 89:leaf=0.0202086065,cover=0
- 90:leaf=-0.0110168206,cover=0
- 22:[Curv5<0.245671451] yes=45,no=46,missing=45,gain=1.55826592,cover=4986
- 45:[PialCurv5<0.164156988] yes=91,no=92,missing=91,gain=1.63122129,cover=4748
- 91:leaf=0.00636005495,cover=0
- 92:leaf=0.00132782268,cover=0
- 46:[LGI5<3.3215456] yes=93,no=94,missing=94,gain=1.82496929,cover=238
- 93:leaf=-0.00411041593,cover=0
- 94:leaf=0.0101733478,cover=0
- 2:[PialCurv5<0.315450013] yes=5,no=6,missing=6,gain=13.1599865,cover=5064339
- 5:[PialArea5<0.445556581] yes=11,no=12,missing=11,gain=18.3398476,cover=4815266
- 11:[Area5<0.732334435] yes=23,no=24,missing=24,gain=34.2149582,cover=391872
- 23:[PialCurv5<-0.00763805071] yes=47,no=48,missing=48,gain=21.5955391,cover=332280
- 47:[Ecc<8.55626965] yes=95,no=96,missing=95,gain=3.32274628,cover=8467
- 95:leaf=-0.00145063817,cover=0
- 96:leaf=-0.00344093773,cover=0
- 48:[Pol<113.913933] yes=97,no=98,missing=97,gain=22.7374306,cover=323813
- 97:leaf=3.71158677e-07,cover=0
- 98:leaf=0.00106087781,cover=0
- 24:[Sulc0<0.383163035] yes=49,no=50,missing=49,gain=10.0333862,cover=59592
- 49:[LGI5<2.31192279] yes=99,no=100,missing=100,gain=15.2624168,cover=4457
- 99:leaf=-0.00445532566,cover=0
- 100:leaf=0.00476912688,cover=0
- 50:[Pol<108.184875] yes=101,no=102,missing=101,gain=8.32403183,cover=55135
- 101:leaf=0.000956012111,cover=0
- 102:leaf=0.00251111202,cover=0
- 12:[Curv5<0.083802022] yes=25,no=26,missing=25,gain=23.8136883,cover=4423394
- 25:[Sulc0<0.392869562] yes=51,no=52,missing=51,gain=44.1326752,cover=3874298
- 51:[Pol<115.563423] yes=103,no=104,missing=104,gain=22.5174637,cover=3667609
- 103:leaf=9.9347315e-05,cover=0
- 104:leaf=-0.000149235129,cover=0
- 52:[LGI5<3.48966408] yes=105,no=106,missing=106,gain=18.5130119,cover=206689
- 105:leaf=0.000940156577,cover=0
- 106:leaf=-0.00036059643,cover=0
- 26:[Area5<0.67915231] yes=53,no=54,missing=53,gain=33.0454025,cover=549096
- 53:[Pol<128.951508] yes=107,no=108,missing=107,gain=14.8981934,cover=136706
- 107:leaf=-0.00127408095,cover=0
- 108:leaf=-4.81175221e-06,cover=0
- 54:[Sulc0<0.383163035] yes=109,no=110,missing=109,gain=35.9008942,cover=412390
- 109:leaf=0.000376441021,cover=0
- 110:leaf=-0.000556964136,cover=0
- 6:[Sulc0<0.586347759] yes=13,no=14,missing=14,gain=11.1543026,cover=249073
- 13:[Curv5<-0.0837168768] yes=27,no=28,missing=28,gain=5.09096336,cover=98253
- 27:[Pol<42.7478409] yes=55,no=56,missing=55,gain=6.46743536,cover=98
- 55:[Ecc<31.520586] yes=111,no=112,missing=111,gain=0.293310165,cover=43
- 111:leaf=0.0211899895,cover=0
- 112:leaf=0.032927677,cover=0
- 56:[Sulc0<0.134837523] yes=113,no=114,missing=113,gain=0.225885406,cover=55
- 113:leaf=-0.00487203663,cover=0
- 114:leaf=0.00200811191,cover=0
- 28:[PialArea5<0.39986974] yes=57,no=58,missing=57,gain=5.04612827,cover=98155
- 57:[Sulc0<-0.0401471928] yes=115,no=116,missing=115,gain=5.57539463,cover=41430
- 115:leaf=0.00282197236,cover=0
- 116:leaf=0.00031788295,cover=0
- 58:[Curv5<0.195079193] yes=117,no=118,missing=117,gain=6.9866786,cover=56725
- 117:leaf=8.51199584e-05,cover=0
- 118:leaf=-0.00114366564,cover=0
- 14:[Ecc<25.5461979] yes=29,no=30,missing=29,gain=6.04281616,cover=150820
- 29:[Sulc0<1.02827847] yes=59,no=60,missing=60,gain=7.89004135,cover=108729
- 59:[PialArea5<0.360595763] yes=119,no=120,missing=119,gain=4.39570045,cover=94964
- 119:leaf=-0.000337109988,cover=0
- 120:leaf=-0.00101778714,cover=0
- 60:[Ecc<12.9325523] yes=121,no=122,missing=121,gain=6.66390228,cover=13765
- 121:leaf=-0.00311295618,cover=0
- 122:leaf=-0.000908971939,cover=0
- 30:[Area5<0.64784193] yes=61,no=62,missing=61,gain=7.02714109,cover=42091
- 61:[Curv5<0.186949074] yes=123,no=124,missing=123,gain=3.42866945,cover=5387
- 123:leaf=-0.00337893632,cover=0
- 124:leaf=-0.000795633241,cover=0
- 62:[LGI5<3.74316525] yes=125,no=126,missing=125,gain=4.07309723,cover=36704
- 125:leaf=1.30470235e-05,cover=0
- 126:leaf=0.00262721698,cover=0
-booster[258]:
-0:[PialArea5<0.946096778] yes=1,no=2,missing=2,gain=10.8372478,cover=5124388
- 1:[Pol<177.729218] yes=3,no=4,missing=3,gain=18.680048,cover=3752000
- 3:[Curv5<-0.00141534733] yes=7,no=8,missing=7,gain=17.7714424,cover=3708122
- 7:[Area5<0.684738636] yes=15,no=16,missing=15,gain=64.3217316,cover=1737159
- 15:[Sulc0<-0.25164336] yes=31,no=32,missing=31,gain=43.9038506,cover=1288127
- 31:[Ecc<5.33884621] yes=63,no=64,missing=63,gain=31.2273636,cover=985882
- 63:leaf=0.000107059743,cover=0
- 64:leaf=-0.000457237329,cover=0
- 32:[Ecc<9.38688755] yes=65,no=66,missing=65,gain=49.4031639,cover=302245
- 65:leaf=-0.00017890145,cover=0
- 66:leaf=0.00110724953,cover=0
- 16:[PialCurv5<-0.0948967114] yes=33,no=34,missing=33,gain=66.0921783,cover=449032
- 33:[Curv5<-0.134546712] yes=67,no=68,missing=67,gain=32.4340324,cover=94297
- 67:leaf=0.000198476904,cover=0
- 68:leaf=0.00345185562,cover=0
- 34:[Ecc<4.60336304] yes=69,no=70,missing=69,gain=41.1289062,cover=354735
- 69:leaf=-0.00212112721,cover=0
- 70:leaf=-0.000741941039,cover=0
- 8:[PialCurv5<0.0262785293] yes=17,no=18,missing=17,gain=91.3465805,cover=1970963
- 17:[MidArea5<0.582346737] yes=35,no=36,missing=35,gain=38.755249,cover=147127
- 35:[Ecc<1.68457866] yes=71,no=72,missing=72,gain=25.7281017,cover=24397
- 71:leaf=0.00224658079,cover=0
- 72:leaf=-0.00150917459,cover=0
- 36:[Curv5<0.0168606453] yes=73,no=74,missing=73,gain=35.835144,cover=122730
- 73:leaf=0.000727321545,cover=0
- 74:leaf=0.0024368146,cover=0
- 18:[PialArea5<0.643814564] yes=37,no=38,missing=37,gain=39.0992699,cover=1823836
- 37:[Area5<0.650824547] yes=75,no=76,missing=75,gain=61.3086128,cover=1362135
- 75:leaf=-0.000493461615,cover=0
- 76:leaf=0.000279450178,cover=0
- 38:[LGI5<2.93978119] yes=77,no=78,missing=78,gain=25.7263451,cover=461701
- 77:leaf=-0.000124129409,cover=0
- 78:leaf=-0.000878271356,cover=0
- 4:[Area5<0.7084831] yes=9,no=10,missing=10,gain=12.8297844,cover=43878
- 9:[Ecc<0.943656743] yes=19,no=20,missing=19,gain=6.0489645,cover=34586
- 19:[Ecc<0.406764686] yes=39,no=40,missing=39,gain=1.27154398,cover=2961
- 39:[Area5<0.699748635] yes=79,no=80,missing=80,gain=0.956303298,cover=1011
- 79:leaf=-0.000468897488,cover=0
- 80:leaf=0.0080610197,cover=0
- 40:[MidArea5<0.624750376] yes=81,no=82,missing=81,gain=1.05545759,cover=1950
- 81:leaf=-0.00116022211,cover=0
- 82:leaf=-0.00348949665,cover=0
- 20:[Curv5<-0.239749789] yes=41,no=42,missing=41,gain=4.81654835,cover=31625
- 41:[Ecc<27.7987404] yes=83,no=84,missing=83,gain=1.5313139,cover=7046
- 83:leaf=0.000131919849,cover=0
- 84:leaf=-0.0014111154,cover=0
- 42:[Curv5<-0.132798299] yes=85,no=86,missing=85,gain=6.00292778,cover=24579
- 85:leaf=0.0021564234,cover=0
- 86:leaf=0.000508591998,cover=0
- 10:[PialArea5<0.686586082] yes=21,no=22,missing=22,gain=9.91498566,cover=9292
- 21:[PialCurv5<0.0987490341] yes=43,no=44,missing=43,gain=5.38295174,cover=3526
- 43:[Sulc0<0.0294309072] yes=87,no=88,missing=87,gain=4.93430138,cover=1833
- 87:leaf=0.00737085706,cover=0
- 88:leaf=-0.00208074995,cover=0
- 44:[Sulc0<0.272107065] yes=89,no=90,missing=90,gain=1.19967937,cover=1693
- 89:leaf=0.00300355465,cover=0
- 90:leaf=-0.00284482329,cover=0
- 22:[PialCurv5<0.064168714] yes=45,no=46,missing=45,gain=3.32173491,cover=5766
- 45:[Curv5<0.0257103238] yes=91,no=92,missing=92,gain=2.08470249,cover=4867
- 91:leaf=0.00148608931,cover=0
- 92:leaf=0.00466687651,cover=0
- 46:[Ecc<21.3640327] yes=93,no=94,missing=94,gain=4.35022306,cover=899
- 93:leaf=-0.0023640513,cover=0
- 94:leaf=0.0115725137,cover=0
- 2:[Area5<0.814937592] yes=5,no=6,missing=5,gain=12.675169,cover=1372388
- 5:[Pol<66.6374893] yes=11,no=12,missing=12,gain=14.4454117,cover=1215805
- 11:[LGI5<2.90731096] yes=23,no=24,missing=23,gain=12.4085274,cover=624584
- 23:[Curv5<-0.0686563179] yes=47,no=48,missing=47,gain=18.3098297,cover=396382
- 47:[MidArea5<1.21578133] yes=95,no=96,missing=96,gain=12.0467415,cover=370853
- 95:leaf=6.01383981e-05,cover=0
- 96:leaf=0.00309328386,cover=0
- 48:[PialCurv5<-0.0569176264] yes=97,no=98,missing=97,gain=31.4626484,cover=25529
- 97:leaf=0.00667747436,cover=0
- 98:leaf=0.000879641564,cover=0
- 24:[Curv5<-0.234010845] yes=49,no=50,missing=49,gain=24.8887806,cover=228202
- 49:[Pol<53.6550331] yes=99,no=100,missing=100,gain=9.80327702,cover=41747
- 99:leaf=0.00073239085,cover=0
- 100:leaf=0.00775518036,cover=0
- 50:[Pol<24.282547] yes=101,no=102,missing=101,gain=22.3505783,cover=186455
- 101:leaf=7.47409576e-05,cover=0
- 102:leaf=-0.00102620805,cover=0
- 12:[Pol<118.191307] yes=25,no=26,missing=25,gain=37.2974281,cover=591221
- 25:[Ecc<4.67068386] yes=51,no=52,missing=52,gain=64.5699387,cover=96097
- 51:[Area5<0.710880876] yes=103,no=104,missing=104,gain=31.6787319,cover=63766
- 103:leaf=0.0011804885,cover=0
- 104:leaf=-0.0011306965,cover=0
- 52:[PialCurv5<-0.0363363102] yes=105,no=106,missing=105,gain=14.0103683,cover=32331
- 105:leaf=0.00386117748,cover=0
- 106:leaf=0.00169781595,cover=0
- 26:[LGI5<2.76843596] yes=53,no=54,missing=53,gain=24.0584774,cover=495124
- 53:[LGI5<2.41022825] yes=107,no=108,missing=107,gain=42.6341782,cover=264528
- 107:leaf=0.00083350949,cover=0
- 108:leaf=-0.000558707572,cover=0
- 54:[Pol<157.22821] yes=109,no=110,missing=109,gain=30.0034676,cover=230596
- 109:leaf=0.00125849445,cover=0
- 110:leaf=9.1018177e-05,cover=0
- 6:[PialArea5<1.28208315] yes=13,no=14,missing=13,gain=8.91816616,cover=156583
- 13:[Ecc<9.27846909] yes=27,no=28,missing=27,gain=8.25499153,cover=98719
- 27:[Area5<0.894858658] yes=55,no=56,missing=56,gain=10.2380619,cover=45835
- 55:[Curv5<-0.0598238073] yes=111,no=112,missing=111,gain=10.5895939,cover=36089
- 111:leaf=-0.00117552967,cover=0
- 112:leaf=0.000830812787,cover=0
- 56:[Sulc0<-0.522449493] yes=113,no=114,missing=114,gain=4.77030373,cover=9746
- 113:leaf=-0.00136725663,cover=0
- 114:leaf=-0.00358192134,cover=0
- 28:[Pol<29.3809395] yes=57,no=58,missing=57,gain=9.22216988,cover=52884
- 57:[LGI5<2.5379107] yes=115,no=116,missing=116,gain=4.07612085,cover=15424
- 115:leaf=-0.00835575163,cover=0
- 116:leaf=0.000934287382,cover=0
- 58:[Area5<0.987501919] yes=117,no=118,missing=117,gain=4.80956364,cover=37460
- 117:leaf=-0.000686519546,cover=0
- 118:leaf=0.00273333164,cover=0
- 14:[Sulc0<-1.19305253] yes=29,no=30,missing=29,gain=5.19005394,cover=57864
- 29:[LGI5<2.39356947] yes=59,no=60,missing=59,gain=1.93564749,cover=1160
- 59:[PialArea5<1.57955706] yes=119,no=120,missing=119,gain=2.06026554,cover=200
- 119:leaf=0.00242436538,cover=0
- 120:leaf=0.01261725,cover=0
- 60:[Ecc<2.07756257] yes=121,no=122,missing=121,gain=1.21798635,cover=960
- 121:leaf=-0.00447238935,cover=0
- 122:leaf=0.0030101256,cover=0
- 30:[LGI5<3.06739473] yes=61,no=62,missing=61,gain=5.06076527,cover=56704
- 61:[Pol<43.7633247] yes=123,no=124,missing=123,gain=5.64845085,cover=42448
- 123:leaf=-0.00058717822,cover=0
- 124:leaf=0.000612169213,cover=0
- 62:[Pol<171.401581] yes=125,no=126,missing=125,gain=2.67258167,cover=14256
- 125:leaf=0.0011749164,cover=0
- 126:leaf=-0.00103319017,cover=0
-booster[259]:
-0:[Sulc0<-1.10615158] yes=1,no=2,missing=1,gain=10.9218235,cover=5124388
- 1:[Area5<0.726017833] yes=3,no=4,missing=3,gain=8.19869804,cover=100082
- 3:[Pol<138.276962] yes=7,no=8,missing=7,gain=4.11704445,cover=84015
- 7:[Pol<111.326981] yes=15,no=16,missing=15,gain=5.14022112,cover=58725
- 15:[Ecc<2.6675415] yes=31,no=32,missing=31,gain=7.85645866,cover=55005
- 31:[LGI5<2.25075769] yes=63,no=64,missing=63,gain=3.47126389,cover=29671
- 63:leaf=-0.000121896352,cover=0
- 64:leaf=-0.00144105917,cover=0
- 32:[Ecc<5.14592695] yes=65,no=66,missing=65,gain=5.72257423,cover=25334
- 65:leaf=0.000753548287,cover=0
- 66:leaf=-0.00075132848,cover=0
- 16:[PialArea5<0.864470184] yes=33,no=34,missing=33,gain=2.30218697,cover=3720
- 33:[PialCurv5<-0.0974217355] yes=67,no=68,missing=67,gain=0.96263814,cover=955
- 67:leaf=-0.00117801677,cover=0
- 68:leaf=0.00588298589,cover=0
- 34:[Ecc<4.53598547] yes=69,no=70,missing=70,gain=2.04969263,cover=2765
- 69:leaf=0.00242235628,cover=0
- 70:leaf=-0.00284717302,cover=0
- 8:[Curv5<-0.203415334] yes=17,no=18,missing=17,gain=7.9038763,cover=25290
- 17:[Ecc<2.48523927] yes=35,no=36,missing=35,gain=3.86422586,cover=21953
- 35:[PialArea5<0.908809483] yes=71,no=72,missing=72,gain=4.32241058,cover=5217
- 71:leaf=-0.00173193577,cover=0
- 72:leaf=0.00131130358,cover=0
- 36:[Sulc0<-1.24864507] yes=73,no=74,missing=73,gain=3.87685776,cover=16736
- 73:leaf=-0.00300799194,cover=0
- 74:leaf=-0.000939905003,cover=0
- 18:[PialCurv5<-0.10074953] yes=37,no=38,missing=37,gain=4.31089211,cover=3337
- 37:[PialCurv5<-0.171137348] yes=75,no=76,missing=76,gain=1.09096622,cover=2186
- 75:leaf=0.0162384659,cover=0
- 76:leaf=-0.00227612909,cover=0
- 38:[LGI5<2.5379107] yes=77,no=78,missing=77,gain=4.3083477,cover=1151
- 77:leaf=-0.00758422632,cover=0
- 78:leaf=-0.000122330428,cover=0
- 4:[Ecc<1.41371143] yes=9,no=10,missing=9,gain=4.76685762,cover=16067
- 9:[LGI5<2.16230083] yes=19,no=20,missing=20,gain=2.12671471,cover=1177
- 19:[Curv5<-0.163374811] yes=39,no=40,missing=40,gain=1.59639478,cover=29
- 39:[Sulc0<-1.24864507] yes=79,no=80,missing=79,gain=0.293145657,cover=20
- 79:leaf=0.0249391887,cover=0
- 80:leaf=0.0110706193,cover=0
- 40:[Ecc<0.836319208] yes=81,no=82,missing=82,gain=0.0239519477,cover=9
- 81:leaf=0.000485268247,cover=0
- 82:leaf=-0.00721826544,cover=0
- 20:[LGI5<2.27925944] yes=41,no=42,missing=41,gain=1.6785841,cover=1148
- 41:[Curv5<-0.172863677] yes=83,no=84,missing=84,gain=1.09243679,cover=220
- 83:leaf=-0.00442233076,cover=0
- 84:leaf=-0.0120952874,cover=0
- 42:[LGI5<2.3969903] yes=85,no=86,missing=85,gain=3.03604364,cover=928
- 85:leaf=0.00091559923,cover=0
- 86:leaf=-0.00479947915,cover=0
- 10:[LGI5<2.51629615] yes=21,no=22,missing=21,gain=3.73675895,cover=14890
- 21:[Pol<34.3003769] yes=43,no=44,missing=43,gain=2.84033012,cover=3994
- 43:[Ecc<4.27275372] yes=87,no=88,missing=87,gain=3.78916454,cover=2584
- 87:leaf=0.00372006814,cover=0
- 88:leaf=-0.0024328453,cover=0
- 44:[Curv5<-0.143275946] yes=89,no=90,missing=89,gain=2.58530068,cover=1410
- 89:leaf=0.000820709218,cover=0
- 90:leaf=-0.00793735683,cover=0
- 22:[Ecc<2.73602629] yes=45,no=46,missing=46,gain=4.00618982,cover=10896
- 45:[MidArea5<1.07671547] yes=91,no=92,missing=92,gain=3.30056906,cover=664
- 91:leaf=-0.000419180666,cover=0
- 92:leaf=-0.0075353249,cover=0
- 46:[Curv5<-0.161761403] yes=93,no=94,missing=94,gain=3.49113274,cover=10232
- 93:leaf=0.000340074155,cover=0
- 94:leaf=0.00514588691,cover=0
- 2:[PialArea5<0.859420419] yes=5,no=6,missing=5,gain=13.3338242,cover=5024306
- 5:[Area5<0.759248734] yes=11,no=12,missing=11,gain=27.5946255,cover=3090521
- 11:[Ecc<0.353712648] yes=23,no=24,missing=24,gain=15.4650421,cover=2734050
- 23:[Area5<0.65839982] yes=47,no=48,missing=48,gain=19.7303925,cover=33450
- 47:[Pol<159.435425] yes=95,no=96,missing=95,gain=7.40764236,cover=25863
- 95:leaf=0.000891824428,cover=0
- 96:leaf=-0.000912729767,cover=0
- 48:[Sulc0<-0.475189745] yes=97,no=98,missing=97,gain=9.90990639,cover=7587
- 97:leaf=0.00497496268,cover=0
- 98:leaf=0.00135993434,cover=0
- 24:[PialArea5<0.365779996] yes=49,no=50,missing=49,gain=15.6899538,cover=2700600
- 49:[Sulc0<0.272107065] yes=99,no=100,missing=99,gain=15.8325138,cover=285656
- 99:leaf=0.00141705421,cover=0
- 100:leaf=0.000112583104,cover=0
- 50:[Curv5<0.067619428] yes=101,no=102,missing=101,gain=19.1459713,cover=2414944
- 101:leaf=-5.87108952e-05,cover=0
- 102:leaf=-0.000353360374,cover=0
- 12:[Curv5<0.0146088367] yes=25,no=26,missing=25,gain=56.5624313,cover=356471
- 25:[Ecc<7.08616447] yes=51,no=52,missing=52,gain=22.0590401,cover=52252
- 51:[Pol<71.8249207] yes=103,no=104,missing=103,gain=29.7226448,cover=16224
- 103:leaf=0.00107456965,cover=0
- 104:leaf=-0.00390701322,cover=0
- 52:[Pol<146.864227] yes=105,no=106,missing=106,gain=20.1096344,cover=36028
- 105:leaf=-0.00109435292,cover=0
- 106:leaf=0.00176613627,cover=0
- 26:[Pol<47.409153] yes=53,no=54,missing=53,gain=31.9680672,cover=304219
- 53:[Ecc<7.54628181] yes=107,no=108,missing=107,gain=24.6319771,cover=19294
- 107:leaf=0.00982502662,cover=0
- 108:leaf=0.00214910321,cover=0
- 54:[PialArea5<0.721636832] yes=109,no=110,missing=109,gain=31.3608532,cover=284925
- 109:leaf=0.000771439576,cover=0
- 110:leaf=-0.000481393334,cover=0
- 6:[Area5<0.726017833] yes=13,no=14,missing=13,gain=30.9352684,cover=1933785
- 13:[Curv5<-0.0642315522] yes=27,no=28,missing=27,gain=48.1879501,cover=1209319
- 27:[PialCurv5<-0.019163372] yes=55,no=56,missing=56,gain=27.2089157,cover=1106823
- 55:[MidArea5<1.1557827] yes=111,no=112,missing=112,gain=18.0343494,cover=1088688
- 111:leaf=0.000130441942,cover=0
- 112:leaf=0.00440596929,cover=0
- 56:[PialArea5<1.11947823] yes=113,no=114,missing=113,gain=23.4395123,cover=18135
- 113:leaf=0.00256565656,cover=0
- 114:leaf=-0.00473997649,cover=0
- 28:[PialCurv5<-0.0379593484] yes=57,no=58,missing=57,gain=78.5641403,cover=102496
- 57:[Curv5<-0.0413376503] yes=115,no=116,missing=115,gain=15.671402,cover=20570
- 115:leaf=0.00328991259,cover=0
- 116:leaf=0.00651724264,cover=0
- 58:[Pol<46.5024796] yes=117,no=118,missing=117,gain=51.755085,cover=81926
- 117:leaf=-0.00174872298,cover=0
- 118:leaf=0.0012807704,cover=0
- 14:[PialArea5<1.05969977] yes=29,no=30,missing=30,gain=18.5648193,cover=724466
- 29:[Curv5<-0.241649449] yes=59,no=60,missing=60,gain=15.4351406,cover=354407
- 59:[Pol<14.1659222] yes=119,no=120,missing=120,gain=8.97868633,cover=14121
- 119:leaf=-0.00122134376,cover=0
- 120:leaf=0.00186818035,cover=0
- 60:[Pol<27.4246235] yes=121,no=122,missing=121,gain=16.0011234,cover=340286
- 121:leaf=0.000349687121,cover=0
- 122:leaf=-0.000614095014,cover=0
- 30:[Sulc0<-0.481185079] yes=61,no=62,missing=62,gain=10.4832773,cover=370059
- 61:[Ecc<2.3695333] yes=123,no=124,missing=123,gain=14.9062433,cover=238556
- 123:leaf=0.00108933181,cover=0
- 124:leaf=-0.000226771212,cover=0
- 62:[Pol<79.5617371] yes=125,no=126,missing=126,gain=17.7952766,cover=131503
- 125:leaf=-6.21594008e-05,cover=0
- 126:leaf=0.00110761449,cover=0
-booster[260]:
-0:[Area5<0.420677572] yes=1,no=2,missing=1,gain=10.8333693,cover=5124388
- 1:[Ecc<0.406764686] yes=3,no=4,missing=4,gain=4.71838665,cover=60049
- 3:[Curv5<-0.206445083] yes=7,no=8,missing=7,gain=1.74991584,cover=1566
- 7:[Ecc<0.221054599] yes=15,no=16,missing=15,gain=1.05427837,cover=1024
- 15:[Sulc0<-0.63852036] yes=31,no=32,missing=32,gain=0.52118516,cover=181
- 31:[Sulc0<-0.976720333] yes=63,no=64,missing=63,gain=0.27602154,cover=154
- 63:leaf=0.00306381518,cover=0
- 64:leaf=-0.00203364529,cover=0
- 32:[LGI5<2.33061647] yes=65,no=66,missing=66,gain=0.582037807,cover=27
- 65:leaf=-0.00780064473,cover=0
- 66:leaf=0.00992815197,cover=0
- 16:[LGI5<2.16230083] yes=33,no=34,missing=33,gain=1.55431986,cover=843
- 33:[Sulc0<-0.864702106] yes=67,no=68,missing=68,gain=1.62897182,cover=24
- 67:leaf=0.0020592995,cover=0
- 68:leaf=-0.0250600167,cover=0
- 34:[PialCurv5<-0.210138425] yes=69,no=70,missing=69,gain=0.687553406,cover=819
- 69:leaf=0.014941588,cover=0
- 70:leaf=-0.0037269264,cover=0
- 8:[Sulc0<-1.08640325] yes=17,no=18,missing=17,gain=0.885213912,cover=542
- 17:[Area5<0.380439579] yes=35,no=36,missing=35,gain=0.869766414,cover=34
- 35:[MidArea5<0.563840628] yes=71,no=72,missing=71,gain=0.097984314,cover=21
- 71:leaf=0.0168834012,cover=0
- 72:leaf=0.00799473282,cover=0
- 36:[MidArea5<0.603350997] yes=73,no=74,missing=73,gain=0.288856983,cover=13
- 73:leaf=-0.0118496297,cover=0
- 74:leaf=0.00291311042,cover=0
- 18:[PialCurv5<-0.076943703] yes=37,no=38,missing=37,gain=0.514047325,cover=508
- 37:[Curv5<-0.0943295062] yes=75,no=76,missing=75,gain=1.25182664,cover=380
- 75:leaf=0.00114340812,cover=0
- 76:leaf=-0.0159732886,cover=0
- 38:[LGI5<2.43054438] yes=77,no=78,missing=78,gain=0.768858671,cover=128
- 77:leaf=-0.00114261941,cover=0
- 78:leaf=-0.0110763572,cover=0
- 4:[PialArea5<0.906120181] yes=9,no=10,missing=10,gain=4.66538811,cover=58483
- 9:[Ecc<1.46579576] yes=19,no=20,missing=19,gain=4.03518867,cover=54599
- 19:[LGI5<2.13090348] yes=39,no=40,missing=40,gain=4.59216976,cover=16951
- 39:[Pol<161.595886] yes=79,no=80,missing=79,gain=2.09489441,cover=331
- 79:leaf=0.00727650616,cover=0
- 80:leaf=-0.00483163446,cover=0
- 40:[Sulc0<-0.407819748] yes=81,no=82,missing=81,gain=3.35180926,cover=16620
- 81:leaf=-0.000249348814,cover=0
- 82:leaf=0.0043013324,cover=0
- 20:[Pol<21.2328167] yes=41,no=42,missing=42,gain=5.71911144,cover=37648
- 41:[Curv5<-0.127358407] yes=83,no=84,missing=83,gain=2.77405667,cover=1280
- 83:leaf=-0.00201824936,cover=0
- 84:leaf=-0.0176667757,cover=0
- 42:[Pol<144.670364] yes=85,no=86,missing=85,gain=5.43685055,cover=36368
- 85:leaf=0.0015212656,cover=0
- 86:leaf=0.000271785626,cover=0
- 10:[Curv5<-0.225438625] yes=21,no=22,missing=22,gain=2.54066277,cover=3884
- 21:[LGI5<2.30180311] yes=43,no=44,missing=43,gain=1.75387883,cover=2457
- 43:[Pol<80.8913651] yes=87,no=88,missing=87,gain=1.45403886,cover=652
- 87:leaf=-0.00423425483,cover=0
- 88:leaf=0.000828470103,cover=0
- 44:[Area5<0.380439579] yes=89,no=90,missing=89,gain=1.15640807,cover=1805
- 89:leaf=0.00471413042,cover=0
- 90:leaf=0.00159240782,cover=0
- 22:[Pol<135.419098] yes=45,no=46,missing=46,gain=2.20747948,cover=1427
- 45:[LGI5<2.48603988] yes=91,no=92,missing=91,gain=2.41555738,cover=751
- 91:leaf=0.00367276673,cover=0
- 92:leaf=-0.00330120861,cover=0
- 46:[LGI5<2.5379107] yes=93,no=94,missing=94,gain=1.66125679,cover=676
- 93:leaf=0.00465389667,cover=0
- 94:leaf=0.0102742026,cover=0
- 2:[Curv5<-0.331971258] yes=5,no=6,missing=5,gain=11.6860666,cover=5064339
- 5:[PialArea5<0.679818809] yes=11,no=12,missing=11,gain=8.10961914,cover=54091
- 11:[Pol<131.443253] yes=23,no=24,missing=23,gain=3.33828783,cover=14595
- 23:[Pol<86.0952454] yes=47,no=48,missing=48,gain=4.41539717,cover=10172
- 47:[Sulc0<0.364060968] yes=95,no=96,missing=95,gain=4.43040276,cover=7918
- 95:leaf=-0.000261163135,cover=0
- 96:leaf=-0.0178416912,cover=0
- 48:[LGI5<2.85285616] yes=97,no=98,missing=97,gain=8.13892365,cover=2254
- 97:leaf=0.00465816399,cover=0
- 98:leaf=-0.00145373237,cover=0
- 24:[LGI5<2.31684756] yes=49,no=50,missing=49,gain=4.67870998,cover=4423
- 49:[Ecc<4.94054604] yes=99,no=100,missing=99,gain=2.60884118,cover=159
- 99:leaf=0.012961979,cover=0
- 100:leaf=0.000165527978,cover=0
- 50:[Area5<0.767325044] yes=101,no=102,missing=102,gain=1.9508872,cover=4264
- 101:leaf=-0.0017910751,cover=0
- 102:leaf=0.0229309574,cover=0
- 12:[Curv5<-0.39144522] yes=25,no=26,missing=25,gain=4.05253792,cover=39496
- 25:[Pol<24.282547] yes=51,no=52,missing=51,gain=3.67485142,cover=9177
- 51:[PialArea5<1.03340518] yes=103,no=104,missing=104,gain=2.60487604,cover=3518
- 103:leaf=0.00117357343,cover=0
- 104:leaf=-0.00358485617,cover=0
- 52:[Pol<152.827332] yes=105,no=106,missing=105,gain=4.03152466,cover=5659
- 105:leaf=0.00355481589,cover=0
- 106:leaf=0.000430416549,cover=0
- 26:[PialCurv5<-0.167439327] yes=53,no=54,missing=53,gain=2.77963638,cover=30319
- 53:[Pol<132.742767] yes=107,no=108,missing=107,gain=2.31607199,cover=17452
- 107:leaf=0.000846760464,cover=0
- 108:leaf=-0.000346334447,cover=0
- 54:[PialCurv5<-0.0297427773] yes=109,no=110,missing=109,gain=2.58012867,cover=12867
- 109:leaf=0.0014200476,cover=0
- 110:leaf=-0.00953389611,cover=0
- 6:[Sulc0<-0.849334478] yes=13,no=14,missing=13,gain=12.6000671,cover=5010248
- 13:[LGI5<3.3215456] yes=27,no=28,missing=28,gain=13.9722948,cover=544052
- 27:[PialArea5<1.00558591] yes=55,no=56,missing=55,gain=11.7507954,cover=493746
- 55:[PialCurv5<-0.0737633556] yes=111,no=112,missing=111,gain=10.9168072,cover=239961
- 111:leaf=-0.000656192016,cover=0
- 112:leaf=0.00081919966,cover=0
- 56:[Area5<0.573932528] yes=113,no=114,missing=113,gain=7.46920729,cover=253785
- 113:leaf=0.000577469531,cover=0
- 114:leaf=-0.000197361413,cover=0
- 28:[PialArea5<1.4350239] yes=57,no=58,missing=58,gain=3.4718709,cover=50306
- 57:[Ecc<20.0856266] yes=115,no=116,missing=115,gain=2.38978386,cover=49163
- 115:leaf=0.000240919995,cover=0
- 116:leaf=0.000980262528,cover=0
- 58:[LGI5<3.74316525] yes=117,no=118,missing=117,gain=1.95759583,cover=1143
- 117:leaf=0.00405610632,cover=0
- 118:leaf=-0.00218570558,cover=0
- 14:[Pol<136.792099] yes=29,no=30,missing=29,gain=17.2262421,cover=4466196
- 29:[Ecc<0.669936359] yes=59,no=60,missing=59,gain=41.7372551,cover=3402806
- 59:[Pol<78.2110443] yes=119,no=120,missing=120,gain=26.7466774,cover=66002
- 119:leaf=0.000196580935,cover=0
- 120:leaf=0.00220963149,cover=0
- 60:[Sulc0<-0.137935251] yes=121,no=122,missing=121,gain=45.2819557,cover=3336804
- 121:leaf=-0.000294846541,cover=0
- 122:leaf=8.17169712e-05,cover=0
- 30:[Ecc<14.28263] yes=61,no=62,missing=61,gain=43.8273544,cover=1063390
- 61:[Ecc<1.05247808] yes=123,no=124,missing=123,gain=41.0175095,cover=696331
- 123:leaf=-0.000547719537,cover=0
- 124:leaf=0.000572769728,cover=0
- 62:[Sulc0<0.299089104] yes=125,no=126,missing=125,gain=59.9333572,cover=367059
- 125:leaf=-0.000474139903,cover=0
- 126:leaf=0.00160370674,cover=0
-booster[261]:
-0:[PialArea5<0.872134149] yes=1,no=2,missing=1,gain=10.5282326,cover=5124388
- 1:[Area5<0.774986684] yes=3,no=4,missing=3,gain=21.0185833,cover=3208493
- 3:[LGI5<3.74316525] yes=7,no=8,missing=8,gain=15.13414,cover=2958417
- 7:[Ecc<33.9075584] yes=15,no=16,missing=15,gain=16.462492,cover=2909110
- 15:[Pol<92.1537628] yes=31,no=32,missing=31,gain=24.904892,cover=2709188
- 31:[Ecc<12.7231894] yes=63,no=64,missing=63,gain=90.7922058,cover=952775
- 63:leaf=-0.000164922487,cover=0
- 64:leaf=0.000892692246,cover=0
- 32:[Ecc<15.7955055] yes=65,no=66,missing=65,gain=47.922142,cover=1756413
- 65:leaf=-4.0899562e-05,cover=0
- 66:leaf=-0.000744160032,cover=0
- 16:[Pol<127.728462] yes=33,no=34,missing=34,gain=33.3430557,cover=199922
- 33:[Pol<29.3809395] yes=67,no=68,missing=67,gain=32.4915848,cover=156816
- 67:leaf=0.000603843306,cover=0
- 68:leaf=-0.00120941049,cover=0
- 34:[Curv5<0.012354264] yes=69,no=70,missing=70,gain=33.2741089,cover=43106
- 69:leaf=-2.4559165e-06,cover=0
- 70:leaf=0.00340197654,cover=0
- 8:[Sulc0<0.676033437] yes=17,no=18,missing=17,gain=11.9115963,cover=49307
- 17:[Curv5<-0.134546712] yes=35,no=36,missing=36,gain=8.33678246,cover=36701
- 35:[Sulc0<0.354630351] yes=71,no=72,missing=71,gain=3.75748444,cover=9580
- 71:leaf=-1.51089644e-05,cover=0
- 72:leaf=-0.00749389781,cover=0
- 36:[Pol<155.757294] yes=73,no=74,missing=73,gain=9.3626442,cover=27121
- 73:leaf=-0.00210102997,cover=0
- 74:leaf=0.00178243627,cover=0
- 18:[Ecc<23.1745358] yes=37,no=38,missing=37,gain=8.3228159,cover=12606
- 37:[Pol<80.8913651] yes=75,no=76,missing=75,gain=2.91548133,cover=4794
- 75:leaf=0.003217221,cover=0
- 76:leaf=-0.00161310099,cover=0
- 38:[Area5<0.616426587] yes=77,no=78,missing=77,gain=12.9668636,cover=7812
- 77:leaf=-0.00556113943,cover=0
- 78:leaf=0.00196957099,cover=0
- 4:[PialArea5<0.761482477] yes=9,no=10,missing=9,gain=45.5113297,cover=250076
- 9:[Pol<48.3047981] yes=19,no=20,missing=19,gain=19.3669853,cover=182420
- 19:[Sulc0<0.598320961] yes=39,no=40,missing=40,gain=9.26814651,cover=8989
- 39:[Pol<16.156723] yes=79,no=80,missing=79,gain=8.28505707,cover=5413
- 79:leaf=0.0014896997,cover=0
- 80:leaf=0.0056951805,cover=0
- 40:[LGI5<3.15728688] yes=81,no=82,missing=81,gain=1.91453254,cover=3576
- 81:leaf=-0.000636729354,cover=0
- 82:leaf=0.00186076842,cover=0
- 20:[Pol<140.372742] yes=41,no=42,missing=42,gain=14.0642166,cover=173431
- 41:[Curv5<0.0191024225] yes=83,no=84,missing=83,gain=30.1981373,cover=165419
- 83:leaf=-0.00254518981,cover=0
- 84:leaf=0.000725347025,cover=0
- 42:[LGI5<2.39007568] yes=85,no=86,missing=86,gain=16.6880226,cover=8012
- 85:leaf=-0.00375661603,cover=0
- 86:leaf=0.00352729834,cover=0
- 10:[Pol<46.5024796] yes=21,no=22,missing=21,gain=22.647295,cover=67656
- 21:[Ecc<10.2861843] yes=43,no=44,missing=43,gain=4.56392765,cover=11195
- 43:[Pol<20.2198563] yes=87,no=88,missing=88,gain=10.5017262,cover=2538
- 87:leaf=-0.00234385952,cover=0
- 88:leaf=0.00517393276,cover=0
- 44:[Sulc0<0.20153527] yes=89,no=90,missing=89,gain=8.43424606,cover=8657
- 89:leaf=0.0040412466,cover=0
- 90:leaf=0.000752144028,cover=0
- 22:[Sulc0<0.795422614] yes=45,no=46,missing=45,gain=7.34628487,cover=56461
- 45:[LGI5<3.56741142] yes=91,no=92,missing=92,gain=6.23591232,cover=55781
- 91:leaf=-0.0010654534,cover=0
- 92:leaf=-0.00338442856,cover=0
- 46:[LGI5<3.11198854] yes=93,no=94,missing=93,gain=3.10453033,cover=680
- 93:leaf=0.010305305,cover=0
- 94:leaf=0.00220986851,cover=0
- 2:[Area5<0.770300686] yes=5,no=6,missing=5,gain=19.1559334,cover=1915895
- 5:[Sulc0<0.0608992092] yes=11,no=12,missing=11,gain=40.0452347,cover=1531245
- 11:[Curv5<-0.0390223041] yes=23,no=24,missing=23,gain=25.9452763,cover=1470928
- 23:[Sulc0<-0.895242691] yes=47,no=48,missing=47,gain=16.5959988,cover=1396417
- 47:[Curv5<-0.26388669] yes=95,no=96,missing=96,gain=8.04448032,cover=310658
- 95:leaf=0.000226376855,cover=0
- 96:leaf=-0.000386198721,cover=0
- 48:[Area5<0.659308732] yes=97,no=98,missing=98,gain=25.822464,cover=1085759
- 97:leaf=0.000460281328,cover=0
- 98:leaf=-3.66704444e-05,cover=0
- 24:[PialCurv5<-0.0245349593] yes=49,no=50,missing=49,gain=65.1863861,cover=74511
- 49:[PialCurv5<-0.139269829] yes=99,no=100,missing=99,gain=19.6455612,cover=11595
- 99:leaf=0.0516873784,cover=0
- 100:leaf=0.00438406179,cover=0
- 50:[Ecc<17.2700901] yes=101,no=102,missing=101,gain=49.0601692,cover=62916
- 101:leaf=0.00110985676,cover=0
- 102:leaf=-0.0023304834,cover=0
- 12:[Pol<69.6327286] yes=25,no=26,missing=25,gain=13.4373436,cover=60317
- 25:[PialCurv5<-0.0114707183] yes=51,no=52,missing=51,gain=34.1757088,cover=20935
- 51:[Curv5<-0.0226651002] yes=103,no=104,missing=104,gain=46.1593933,cover=9236
- 103:leaf=0.00105816452,cover=0
- 104:leaf=0.0103662284,cover=0
- 52:[LGI5<3.39750218] yes=105,no=106,missing=106,gain=11.9424,cover=11699
- 105:leaf=-0.00204381114,cover=0
- 106:leaf=0.00248156604,cover=0
- 26:[Pol<128.334747] yes=53,no=54,missing=53,gain=25.3206978,cover=39382
- 53:[Ecc<11.3532677] yes=107,no=108,missing=108,gain=11.3201294,cover=14497
- 107:leaf=0.00278886524,cover=0
- 108:leaf=0.0059349183,cover=0
- 54:[LGI5<2.96218491] yes=109,no=110,missing=109,gain=19.6943321,cover=24885
- 109:leaf=0.00375863328,cover=0
- 110:leaf=0.000291043543,cover=0
- 6:[PialArea5<1.07926941] yes=13,no=14,missing=13,gain=19.0910053,cover=384650
- 13:[Pol<57.0350037] yes=27,no=28,missing=27,gain=11.332716,cover=161676
- 27:[LGI5<2.53428411] yes=55,no=56,missing=56,gain=8.59793377,cover=55365
- 55:[Ecc<1.26157856] yes=111,no=112,missing=111,gain=7.07628536,cover=3870
- 111:leaf=-0.00256145908,cover=0
- 112:leaf=0.00317246816,cover=0
- 56:[Curv5<-0.100392215] yes=113,no=114,missing=113,gain=4.67401314,cover=51495
- 113:leaf=-0.000762881187,cover=0
- 114:leaf=0.000196430861,cover=0
- 28:[Ecc<5.21075869] yes=57,no=58,missing=57,gain=16.2407036,cover=106311
- 57:[PialCurv5<0.0262785293] yes=115,no=116,missing=115,gain=17.7490082,cover=21969
- 115:leaf=-0.00309986877,cover=0
- 116:leaf=-2.47174848e-05,cover=0
- 58:[LGI5<3.01963663] yes=117,no=118,missing=117,gain=16.0226135,cover=84342
- 117:leaf=7.36083821e-05,cover=0
- 118:leaf=-0.00130476325,cover=0
- 14:[Curv5<-0.2435821] yes=29,no=30,missing=29,gain=6.79080629,cover=222974
- 29:[PialCurv5<-0.137075767] yes=59,no=60,missing=59,gain=3.38622618,cover=13316
- 59:[Sulc0<-1.03844893] yes=119,no=120,missing=120,gain=1.21146822,cover=9504
- 119:leaf=0.0016622335,cover=0
- 120:leaf=0.000346856308,cover=0
- 60:[Ecc<20.7119312] yes=121,no=122,missing=121,gain=1.46436501,cover=3812
- 121:leaf=0.00204864773,cover=0
- 122:leaf=0.00494891731,cover=0
- 30:[Pol<40.9012032] yes=61,no=62,missing=61,gain=6.61253643,cover=209658
- 61:[Ecc<3.10160303] yes=123,no=124,missing=123,gain=8.98205853,cover=98345
- 123:leaf=0.00130869111,cover=0
- 124:leaf=-0.000433648471,cover=0
- 62:[Pol<171.401581] yes=125,no=126,missing=125,gain=8.04709911,cover=111313
- 125:leaf=0.000454543711,cover=0
- 126:leaf=-0.000717007148,cover=0
-booster[262]:
-0:[LGI5<2.23211861] yes=1,no=2,missing=1,gain=10.6290512,cover=5124388
- 1:[Area5<0.641697526] yes=3,no=4,missing=3,gain=7.89142132,cover=140393
- 3:[PialCurv5<-0.0999256745] yes=7,no=8,missing=8,gain=9.21065521,cover=84164
- 7:[PialArea5<1.0376358] yes=15,no=16,missing=15,gain=4.58973265,cover=36672
- 15:[Curv5<-0.258777469] yes=31,no=32,missing=31,gain=4.7521286,cover=30026
- 31:[PialCurv5<-0.135003537] yes=63,no=64,missing=63,gain=7.44138432,cover=8369
- 63:leaf=-0.000114867056,cover=0
- 64:leaf=0.00310308905,cover=0
- 32:[LGI5<2.13090348] yes=65,no=66,missing=65,gain=4.16992283,cover=21657
- 65:leaf=-0.00210444024,cover=0
- 66:leaf=-0.000211245424,cover=0
- 16:[Curv5<-0.134546712] yes=33,no=34,missing=33,gain=6.09419966,cover=6646
- 33:[Pol<60.4070244] yes=67,no=68,missing=67,gain=5.01617718,cover=6598
- 67:leaf=-6.77805147e-05,cover=0
- 68:leaf=0.00269921403,cover=0
- 34:[Pol<64.3762589] yes=69,no=70,missing=70,gain=1.70896721,cover=48
- 69:leaf=0.0125240805,cover=0
- 70:leaf=0.0339383893,cover=0
- 8:[Ecc<1.31300318] yes=17,no=18,missing=18,gain=12.4868851,cover=47492
- 17:[LGI5<2.18291569] yes=35,no=36,missing=36,gain=13.9346371,cover=21855
- 35:[Sulc0<-0.451341361] yes=71,no=72,missing=72,gain=22.3055611,cover=9745
- 71:leaf=1.86026027e-05,cover=0
- 72:leaf=-0.00625012908,cover=0
- 36:[PialArea5<0.524996102] yes=73,no=74,missing=73,gain=8.73243523,cover=12110
- 73:leaf=0.00463705277,cover=0
- 74:leaf=0.000883947301,cover=0
- 18:[PialArea5<0.689872265] yes=37,no=38,missing=38,gain=15.7883072,cover=25637
- 37:[Ecc<6.92728615] yes=75,no=76,missing=75,gain=3.8626895,cover=12573
- 75:leaf=0.000868338917,cover=0
- 76:leaf=-0.00337282801,cover=0
- 38:[Pol<70.3717499] yes=77,no=78,missing=78,gain=8.80335617,cover=13064
- 77:leaf=0.00105851167,cover=0
- 78:leaf=0.00396232214,cover=0
- 4:[Ecc<2.6675415] yes=9,no=10,missing=9,gain=9.20593739,cover=56229
- 9:[LGI5<2.13090348] yes=19,no=20,missing=19,gain=6.25575066,cover=29379
- 19:[Pol<110.811417] yes=39,no=40,missing=39,gain=12.2808056,cover=4149
- 39:[PialArea5<0.861938] yes=79,no=80,missing=80,gain=5.9443531,cover=2795
- 79:leaf=0.00648590876,cover=0
- 80:leaf=0.00186911959,cover=0
- 40:[PialCurv5<0.0616685152] yes=81,no=82,missing=81,gain=4.51746035,cover=1354
- 81:leaf=0.00050535606,cover=0
- 82:leaf=-0.00562753109,cover=0
- 20:[Pol<130.822815] yes=41,no=42,missing=41,gain=8.08095169,cover=25230
- 41:[Curv5<-0.350989401] yes=83,no=84,missing=84,gain=3.71820641,cover=18809
- 83:leaf=0.0179702789,cover=0
- 84:leaf=-0.000263743888,cover=0
- 42:[Area5<0.794681609] yes=85,no=86,missing=86,gain=10.2935276,cover=6421
- 85:leaf=0.00223012525,cover=0
- 86:leaf=-0.0078896936,cover=0
- 10:[Sulc0<-0.244882882] yes=21,no=22,missing=21,gain=11.0419426,cover=26850
- 21:[Curv5<-0.155295327] yes=43,no=44,missing=43,gain=13.5754833,cover=11219
- 43:[PialCurv5<-0.0330938511] yes=87,no=88,missing=88,gain=3.87471843,cover=3765
- 87:leaf=0.000482425152,cover=0
- 88:leaf=0.0377174616,cover=0
- 44:[Pol<156.492447] yes=89,no=90,missing=89,gain=6.94054794,cover=7454
- 89:leaf=-0.00349431089,cover=0
- 90:leaf=0.00327794184,cover=0
- 22:[Pol<88.5531387] yes=45,no=46,missing=45,gain=6.88498211,cover=15631
- 45:[LGI5<2.21018219] yes=91,no=92,missing=91,gain=5.61292171,cover=2400
- 91:leaf=-0.00381021947,cover=0
- 92:leaf=0.00157282525,cover=0
- 46:[MidArea5<0.738078713] yes=93,no=94,missing=94,gain=7.2600832,cover=13231
- 93:leaf=0.000171406908,cover=0
- 94:leaf=0.00375403999,cover=0
- 2:[PialArea5<0.309935868] yes=5,no=6,missing=5,gain=10.0777855,cover=4983995
- 5:[Curv5<0.153449878] yes=11,no=12,missing=11,gain=7.90083694,cover=118154
- 11:[Curv5<0.0736173838] yes=23,no=24,missing=23,gain=3.94003201,cover=23758
- 23:[Pol<70.3717499] yes=47,no=48,missing=48,gain=1.46323657,cover=1100
- 47:[PialCurv5<0.167567819] yes=95,no=96,missing=95,gain=2.54813981,cover=60
- 95:leaf=0.00186240603,cover=0
- 96:leaf=0.0321795121,cover=0
- 48:[PialCurv5<0.113078766] yes=97,no=98,missing=97,gain=1.08196437,cover=1040
- 97:leaf=-0.0033187985,cover=0
- 98:leaf=3.30774965e-05,cover=0
- 24:[PialCurv5<0.394910008] yes=49,no=50,missing=49,gain=3.05270004,cover=22658
- 49:[PialArea5<0.245474651] yes=99,no=100,missing=99,gain=2.7294445,cover=21678
- 99:leaf=0.00354872644,cover=0
- 100:leaf=0.00136895222,cover=0
- 50:[Pol<92.7492142] yes=101,no=102,missing=101,gain=1.21253467,cover=980
- 101:leaf=-0.00341936829,cover=0
- 102:leaf=0.000149451458,cover=0
- 12:[Sulc0<0.528918922] yes=25,no=26,missing=25,gain=4.78344345,cover=94396
- 25:[Area5<0.584141672] yes=51,no=52,missing=52,gain=6.61856413,cover=15154
- 51:[Pol<87.9431763] yes=103,no=104,missing=103,gain=2.36979413,cover=4637
- 103:leaf=0.00343565946,cover=0
- 104:leaf=-0.000843272661,cover=0
- 52:[Ecc<0.999059319] yes=105,no=106,missing=106,gain=5.04839706,cover=10517
- 105:leaf=-0.00219011935,cover=0
- 106:leaf=0.00205152249,cover=0
- 26:[Area5<0.720865786] yes=53,no=54,missing=53,gain=4.67228746,cover=79242
- 53:[PialArea5<0.245474651] yes=107,no=108,missing=107,gain=4.18543863,cover=70619
- 107:leaf=0.00069150934,cover=0
- 108:leaf=-0.000250293699,cover=0
- 54:[Area5<0.894858658] yes=109,no=110,missing=110,gain=3.37196398,cover=8623
- 109:leaf=0.00111801934,cover=0
- 110:leaf=0.0164537486,cover=0
- 6:[PialCurv5<0.265012205] yes=13,no=14,missing=13,gain=12.5983095,cover=4865841
- 13:[Sulc0<0.676033437] yes=27,no=28,missing=27,gain=17.929451,cover=4491961
- 27:[Pol<98.4687576] yes=55,no=56,missing=55,gain=22.912878,cover=4279617
- 55:[Pol<64.3762589] yes=111,no=112,missing=111,gain=38.9910774,cover=2066344
- 111:leaf=-6.13050579e-05,cover=0
- 112:leaf=0.000394427538,cover=0
- 56:[Pol<132.742767] yes=113,no=114,missing=114,gain=46.6123047,cover=2213273
- 113:leaf=-0.000419779069,cover=0
- 114:leaf=5.02806033e-05,cover=0
- 28:[Pol<104.929901] yes=57,no=58,missing=57,gain=69.5328979,cover=212344
- 57:[Ecc<39.5502243] yes=115,no=116,missing=115,gain=32.0681725,cover=143100
- 115:leaf=0.000233198502,cover=0
- 116:leaf=-0.0015340941,cover=0
- 58:[PialCurv5<0.141046807] yes=117,no=118,missing=117,gain=16.744339,cover=69244
- 117:leaf=0.00306739961,cover=0
- 118:leaf=0.00129061344,cover=0
- 14:[Ecc<5.4036684] yes=29,no=30,missing=29,gain=16.411356,cover=373880
- 29:[LGI5<2.97899532] yes=59,no=60,missing=60,gain=5.80614281,cover=93196
- 59:[Curv5<0.195079193] yes=119,no=120,missing=119,gain=5.20980453,cover=92617
- 119:leaf=0.000579413201,cover=0
- 120:leaf=-0.000174713234,cover=0
- 60:[Sulc0<-0.244882882] yes=121,no=122,missing=121,gain=5.8628006,cover=579
- 121:leaf=0.029470494,cover=0
- 122:leaf=0.00420741783,cover=0
- 30:[Curv5<0.166947007] yes=61,no=62,missing=61,gain=6.28770256,cover=280684
- 61:[Area5<0.652759671] yes=123,no=124,missing=123,gain=11.8450909,cover=164847
- 123:leaf=-0.00157264771,cover=0
- 124:leaf=-0.000153881803,cover=0
- 62:[Pol<88.5531387] yes=125,no=126,missing=125,gain=6.91328239,cover=115837
- 125:leaf=-0.000135198643,cover=0
- 126:leaf=-0.00100826856,cover=0
-booster[263]:
-0:[Pol<23.2745647] yes=1,no=2,missing=2,gain=10.2643852,cover=5124388
- 1:[Ecc<1.62447274] yes=3,no=4,missing=3,gain=31.6505527,cover=503473
- 3:[Ecc<0.45941934] yes=7,no=8,missing=8,gain=5.37652969,cover=62073
- 7:[Area5<0.822840035] yes=15,no=16,missing=15,gain=1.58710909,cover=12723
- 15:[Area5<0.763170242] yes=31,no=32,missing=32,gain=2.75281048,cover=12612
- 31:[Sulc0<-0.00954892673] yes=63,no=64,missing=64,gain=1.46187317,cover=12377
- 63:leaf=5.9377362e-05,cover=0
- 64:leaf=-0.00842336472,cover=0
- 32:[MidArea5<0.864058435] yes=65,no=66,missing=65,gain=1.99980998,cover=235
- 65:leaf=0.0132774981,cover=0
- 66:leaf=0.00274066092,cover=0
- 16:[PialCurv5<-0.0595124774] yes=33,no=34,missing=33,gain=1.20056105,cover=111
- 33:[LGI5<2.49595737] yes=67,no=68,missing=67,gain=0.923723996,cover=87
- 67:leaf=-0.00655194093,cover=0
- 68:leaf=0.00433780579,cover=0
- 34:[MidArea5<0.798780084] yes=69,no=70,missing=69,gain=0.345216751,cover=24
- 69:leaf=-0.00162852055,cover=0
- 70:leaf=-0.0180931799,cover=0
- 8:[PialArea5<0.739180207] yes=17,no=18,missing=17,gain=4.11405945,cover=49350
- 17:[LGI5<2.24172258] yes=35,no=36,missing=36,gain=8.1936121,cover=5358
- 35:[LGI5<2.19753051] yes=71,no=72,missing=71,gain=8.62845421,cover=755
- 71:leaf=-0.00255529885,cover=0
- 72:leaf=0.00814673211,cover=0
- 36:[Area5<0.67507118] yes=73,no=74,missing=74,gain=2.80664635,cover=4603
- 73:leaf=-0.00263368268,cover=0
- 74:leaf=-0.00598088233,cover=0
- 18:[PialCurv5<0.178517133] yes=37,no=38,missing=38,gain=4.98178577,cover=43992
- 37:[Ecc<1.21076584] yes=75,no=76,missing=75,gain=4.07544136,cover=43986
- 75:leaf=-0.00128570735,cover=0
- 76:leaf=-0.000281847053,cover=0
- 38:[Ecc<0.618862808] yes=77,no=78,missing=77,gain=0.158366203,cover=6
- 77:leaf=0.0449652337,cover=0
- 78:leaf=0.0095115304,cover=0
- 4:[Ecc<3.73767829] yes=9,no=10,missing=10,gain=33.6898041,cover=441400
- 9:[Curv5<-0.153417632] yes=19,no=20,missing=20,gain=46.7419548,cover=68077
- 19:[PialArea5<1.15332794] yes=39,no=40,missing=39,gain=10.7525415,cover=51847
- 39:[Area5<0.595263004] yes=79,no=80,missing=79,gain=14.4877129,cover=28268
- 79:leaf=-5.1613606e-05,cover=0
- 80:leaf=0.00225116103,cover=0
- 40:[LGI5<2.97342348] yes=81,no=82,missing=82,gain=1.63963926,cover=23579
- 81:leaf=-9.63332786e-05,cover=0
- 82:leaf=-0.00458755251,cover=0
- 20:[PialArea5<1.13904655] yes=41,no=42,missing=41,gain=17.7543716,cover=16230
- 41:[Ecc<2.13501525] yes=83,no=84,missing=84,gain=17.4123154,cover=11234
- 83:leaf=0.00213397318,cover=0
- 84:leaf=0.0062677823,cover=0
- 42:[PialCurv5<-0.0999256745] yes=85,no=86,missing=85,gain=12.6012058,cover=4996
- 85:leaf=0.00625795266,cover=0
- 86:leaf=-1.07266706e-05,cover=0
- 10:[Area5<0.607942343] yes=21,no=22,missing=21,gain=10.6309872,cover=373323
- 21:[PialCurv5<-0.0297427773] yes=43,no=44,missing=44,gain=22.3358459,cover=56518
- 43:[LGI5<3.62495422] yes=87,no=88,missing=88,gain=5.41492367,cover=54607
- 87:leaf=-0.000366733759,cover=0
- 88:leaf=0.002269394,cover=0
- 44:[Ecc<20.0856266] yes=89,no=90,missing=89,gain=7.60639191,cover=1911
- 89:leaf=-0.00775322318,cover=0
- 90:leaf=-0.000758107111,cover=0
- 22:[Curv5<0.0344051942] yes=45,no=46,missing=46,gain=7.9872818,cover=316805
- 45:[PialCurv5<0.0262785293] yes=91,no=92,missing=91,gain=20.4911461,cover=303811
- 91:leaf=0.000310187083,cover=0
- 92:leaf=-0.00207905541,cover=0
- 46:[PialCurv5<0.0666604191] yes=93,no=94,missing=93,gain=19.9353447,cover=12994
- 93:leaf=0.00383979827,cover=0
- 94:leaf=-0.000138131421,cover=0
- 2:[Pol<61.2046547] yes=5,no=6,missing=5,gain=19.3370972,cover=4620915
- 5:[Ecc<6.58772182] yes=11,no=12,missing=12,gain=38.284462,cover=828881
- 11:[Curv5<-0.0730527416] yes=23,no=24,missing=23,gain=110.065002,cover=355473
- 23:[PialCurv5<-0.0410871245] yes=47,no=48,missing=48,gain=11.2519398,cover=308491
- 47:[PialArea5<1.13220918] yes=95,no=96,missing=95,gain=9.8231945,cover=297823
- 95:leaf=-0.000466371333,cover=0
- 96:leaf=0.000131380497,cover=0
- 48:[Area5<0.651789546] yes=97,no=98,missing=98,gain=15.7374191,cover=10668
- 97:leaf=-0.00101103703,cover=0
- 98:leaf=0.00293018343,cover=0
- 24:[Ecc<1.62447274] yes=49,no=50,missing=49,gain=87.1209641,cover=46982
- 49:[PialCurv5<-0.0758950338] yes=99,no=100,missing=100,gain=17.4015198,cover=14929
- 99:leaf=0.00904568378,cover=0
- 100:leaf=-0.00104766653,cover=0
- 50:[Area5<0.669105887] yes=101,no=102,missing=101,gain=41.4560547,cover=32053
- 101:leaf=0.00109055045,cover=0
- 102:leaf=0.0050356607,cover=0
- 12:[Ecc<13.1181517] yes=25,no=26,missing=25,gain=47.7672462,cover=473408
- 25:[PialCurv5<-0.104067586] yes=51,no=52,missing=52,gain=67.5626526,cover=155785
- 51:[Curv5<-0.141545609] yes=103,no=104,missing=103,gain=11.2324409,cover=69399
- 103:leaf=-0.000203638876,cover=0
- 104:leaf=0.00352873816,cover=0
- 52:[Curv5<0.049365297] yes=105,no=106,missing=105,gain=47.3979797,cover=86386
- 105:leaf=-0.00240748352,cover=0
- 106:leaf=0.00403100206,cover=0
- 26:[Pol<43.7633247] yes=53,no=54,missing=54,gain=54.3072052,cover=317623
- 53:[LGI5<3.34776258] yes=107,no=108,missing=107,gain=67.9077148,cover=174727
- 107:leaf=-0.00144520996,cover=0
- 108:leaf=0.000675860501,cover=0
- 54:[PialCurv5<-0.00763805071] yes=109,no=110,missing=109,gain=142.859131,cover=142896
- 109:leaf=0.0027021456,cover=0
- 110:leaf=-0.000616773905,cover=0
- 6:[Ecc<1.85215485] yes=13,no=14,missing=13,gain=28.4639759,cover=3792034
- 13:[Pol<155.012512] yes=27,no=28,missing=27,gain=37.3096466,cover=449326
- 27:[LGI5<2.50608969] yes=55,no=56,missing=55,gain=28.264946,cover=336342
- 55:[Sulc0<-0.0936657563] yes=111,no=112,missing=111,gain=8.97796631,cover=279046
- 111:leaf=0.000951099792,cover=0
- 112:leaf=-0.000121511017,cover=0
- 56:[LGI5<2.95653391] yes=113,no=114,missing=113,gain=17.6229362,cover=57296
- 113:leaf=-0.000416283816,cover=0
- 114:leaf=0.0111196656,cover=0
- 28:[Ecc<1.26157856] yes=57,no=58,missing=57,gain=64.0953293,cover=112984
- 57:[PialCurv5<-0.0668589398] yes=115,no=116,missing=115,gain=9.07703018,cover=85283
- 115:leaf=-0.00175895728,cover=0
- 116:leaf=-0.000682271842,cover=0
- 58:[PialCurv5<-0.076943703] yes=117,no=118,missing=117,gain=33.6552048,cover=27701
- 117:leaf=0.000105121631,cover=0
- 118:leaf=0.00360407168,cover=0
- 14:[Ecc<3.22716212] yes=29,no=30,missing=30,gain=76.8401184,cover=3342708
- 29:[Area5<0.619086087] yes=59,no=60,missing=60,gain=123.298019,cover=339565
- 59:[Curv5<-0.141545609] yes=119,no=120,missing=120,gain=22.3873787,cover=125810
- 119:leaf=-5.10542122e-05,cover=0
- 120:leaf=0.00130577141,cover=0
- 60:[PialCurv5<0.0987490341] yes=121,no=122,missing=121,gain=117.35083,cover=213755
- 121:leaf=-0.00244822912,cover=0
- 122:leaf=-6.71787056e-05,cover=0
- 30:[Pol<82.8478928] yes=61,no=62,missing=61,gain=43.6631241,cover=3003143
- 61:[Sulc0<0.40262419] yes=123,no=124,missing=123,gain=72.3655853,cover=476423
- 123:leaf=0.000876699865,cover=0
- 124:leaf=-0.000498273119,cover=0
- 62:[LGI5<2.62853003] yes=125,no=126,missing=125,gain=30.4046497,cover=2526720
- 125:leaf=-0.000282951136,cover=0
- 126:leaf=9.00890664e-05,cover=0
-booster[264]:
-0:[PialArea5<1.06442153] yes=1,no=2,missing=1,gain=10.2992964,cover=5124388
- 1:[Sulc0<-0.745069146] yes=3,no=4,missing=3,gain=15.5347118,cover=4397951
- 3:[PialCurv5<-0.0737633556] yes=7,no=8,missing=7,gain=21.9026947,cover=584880
- 7:[LGI5<3.34776258] yes=15,no=16,missing=15,gain=13.3910294,cover=537800
- 15:[Area5<0.548651993] yes=31,no=32,missing=32,gain=16.0764923,cover=490274
- 31:[PialArea5<0.790770054] yes=63,no=64,missing=63,gain=6.76571274,cover=199258
- 63:leaf=-0.000529242679,cover=0
- 64:leaf=0.000102788174,cover=0
- 32:[Pol<29.3809395] yes=65,no=66,missing=66,gain=26.6205368,cover=291016
- 65:leaf=9.90989065e-06,cover=0
- 66:leaf=-0.00100826041,cover=0
- 16:[Ecc<6.16403294] yes=33,no=34,missing=33,gain=6.04009581,cover=47526
- 33:[Pol<43.7633247] yes=67,no=68,missing=68,gain=5.72706318,cover=190
- 67:leaf=-0.000340646104,cover=0
- 68:leaf=-0.0177003741,cover=0
- 34:[PialCurv5<-0.11578764] yes=69,no=70,missing=69,gain=3.99747276,cover=47336
- 69:leaf=0.000704311009,cover=0
- 70:leaf=-0.000454724155,cover=0
- 8:[Ecc<6.03867722] yes=17,no=18,missing=17,gain=13.0080414,cover=47080
- 17:[Curv5<-0.115945198] yes=35,no=36,missing=35,gain=17.4321938,cover=40012
- 35:[Area5<0.557224929] yes=71,no=72,missing=71,gain=8.67212296,cover=17501
- 71:leaf=0.000866040238,cover=0
- 72:leaf=0.00316332094,cover=0
- 36:[Pol<19.2006226] yes=73,no=74,missing=73,gain=7.33335638,cover=22511
- 73:leaf=0.00318585406,cover=0
- 74:leaf=-7.76825545e-05,cover=0
- 18:[Area5<0.655598104] yes=37,no=38,missing=37,gain=7.56361151,cover=7068
- 37:[Pol<172.695618] yes=75,no=76,missing=75,gain=5.86752605,cover=2651
- 75:leaf=-0.00475968188,cover=0
- 76:leaf=0.00052561902,cover=0
- 38:[Curv5<-0.228820562] yes=77,no=78,missing=77,gain=2.76202083,cover=4417
- 77:leaf=-0.00727108214,cover=0
- 78:leaf=0.000268712785,cover=0
- 4:[Curv5<-0.2435821] yes=9,no=10,missing=9,gain=23.2505264,cover=3813071
- 9:[PialCurv5<-0.129174799] yes=19,no=20,missing=20,gain=31.1089687,cover=183205
- 19:[Pol<146.864227] yes=39,no=40,missing=40,gain=11.8621101,cover=134887
- 39:[MidArea5<0.731918395] yes=79,no=80,missing=79,gain=8.76876831,cover=87663
- 79:leaf=0.000151618573,cover=0
- 80:leaf=0.00120603526,cover=0
- 40:[PialCurv5<-0.144106165] yes=81,no=82,missing=81,gain=3.91155577,cover=47224
- 81:leaf=-0.000777221576,cover=0
- 82:leaf=0.000205343036,cover=0
- 20:[MidArea5<0.725911021] yes=41,no=42,missing=42,gain=24.1460533,cover=48318
- 41:[Sulc0<-0.439186513] yes=83,no=84,missing=83,gain=10.0477715,cover=27570
- 83:leaf=-8.58126805e-05,cover=0
- 84:leaf=0.0018715905,cover=0
- 42:[Sulc0<-0.563680887] yes=85,no=86,missing=86,gain=12.0215149,cover=20748
- 85:leaf=0.00159651169,cover=0
- 86:leaf=0.00401732186,cover=0
- 10:[PialCurv5<-0.151339546] yes=21,no=22,missing=21,gain=46.185688,cover=3629866
- 21:[Curv5<-0.212755695] yes=43,no=44,missing=44,gain=31.3939323,cover=17246
- 43:[PialCurv5<-0.171137348] yes=87,no=88,missing=87,gain=8.91825294,cover=10713
- 87:leaf=0.00396532798,cover=0
- 88:leaf=0.000217636116,cover=0
- 44:[MidArea5<0.713920057] yes=89,no=90,missing=89,gain=20.426796,cover=6533
- 89:leaf=0.00271403859,cover=0
- 90:leaf=0.00832482707,cover=0
- 22:[Pol<176.117172] yes=45,no=46,missing=45,gain=21.3062267,cover=3612620
- 45:[Curv5<-0.0575901605] yes=91,no=92,missing=91,gain=23.0771236,cover=3531407
- 91:leaf=-0.000238104723,cover=0
- 92:leaf=3.66504501e-05,cover=0
- 46:[Ecc<1.10530448] yes=93,no=94,missing=93,gain=13.8559799,cover=81213
- 93:leaf=-0.00107411435,cover=0
- 94:leaf=0.0010001841,cover=0
- 2:[PialCurv5<-0.058241725] yes=5,no=6,missing=5,gain=9.27058506,cover=726437
- 5:[Curv5<-0.0837168768] yes=11,no=12,missing=11,gain=98.6453018,cover=628270
- 11:[Area5<0.814937592] yes=23,no=24,missing=23,gain=8.55592346,cover=617598
- 23:[MidArea5<1.21578133] yes=47,no=48,missing=48,gain=9.57338715,cover=523345
- 47:[Sulc0<-0.87967056] yes=95,no=96,missing=96,gain=8.13697052,cover=519094
- 95:leaf=-6.54464748e-05,cover=0
- 96:leaf=0.000358535384,cover=0
- 48:[Curv5<-0.19738704] yes=97,no=98,missing=98,gain=10.1917658,cover=4251
- 97:leaf=-0.000340780301,cover=0
- 98:leaf=0.00463895593,cover=0
- 24:[Sulc0<-1.24864507] yes=49,no=50,missing=50,gain=7.20075893,cover=94253
- 49:[PialArea5<1.57955706] yes=99,no=100,missing=99,gain=1.56407642,cover=904
- 99:leaf=0.00311787869,cover=0
- 100:leaf=0.00832519494,cover=0
- 50:[Ecc<12.1917515] yes=101,no=102,missing=101,gain=6.4336853,cover=93349
- 101:leaf=-0.000599371095,cover=0
- 102:leaf=0.000295285921,cover=0
- 12:[PialCurv5<-0.076943703] yes=25,no=26,missing=25,gain=43.9454727,cover=10672
- 25:[Ecc<3.41847086] yes=51,no=52,missing=51,gain=22.6650391,cover=2740
- 51:[Ecc<0.729281187] yes=103,no=104,missing=103,gain=13.4528046,cover=705
- 103:leaf=0.00227597705,cover=0
- 104:leaf=0.0211897064,cover=0
- 52:[MidArea5<0.838749886] yes=105,no=106,missing=106,gain=6.30593491,cover=2035
- 105:leaf=-0.0150159178,cover=0
- 106:leaf=0.0081227757,cover=0
- 26:[Curv5<-0.048490826] yes=53,no=54,missing=54,gain=15.5990734,cover=7932
- 53:[Ecc<2.48523927] yes=107,no=108,missing=107,gain=5.11832809,cover=7362
- 107:leaf=0.00624907343,cover=0
- 108:leaf=0.00204182253,cover=0
- 54:[LGI5<2.34802985] yes=109,no=110,missing=109,gain=3.98744202,cover=570
- 109:leaf=0.0261828061,cover=0
- 110:leaf=0.00989988353,cover=0
- 6:[Curv5<-0.125495523] yes=13,no=14,missing=14,gain=37.7493057,cover=98167
- 13:[Area5<0.696645021] yes=27,no=28,missing=27,gain=30.389513,cover=9519
- 27:[Area5<0.617766261] yes=55,no=56,missing=56,gain=5.26536131,cover=4033
- 55:[Ecc<0.943656743] yes=111,no=112,missing=111,gain=3.49068403,cover=1092
- 111:leaf=0.00349582732,cover=0
- 112:leaf=-0.00467561325,cover=0
- 56:[LGI5<3.23945832] yes=113,no=114,missing=114,gain=1.23605919,cover=2941
- 113:leaf=0.00026762273,cover=0
- 114:leaf=0.00467223069,cover=0
- 28:[Sulc0<-0.557882011] yes=57,no=58,missing=58,gain=5.5028801,cover=5486
- 57:[Area5<0.76451689] yes=115,no=116,missing=115,gain=3.21279144,cover=2282
- 115:leaf=0.00169560744,cover=0
- 116:leaf=0.00551246246,cover=0
- 58:[Area5<0.924216449] yes=117,no=118,missing=117,gain=3.48803711,cover=3204
- 117:leaf=0.00677234028,cover=0
- 118:leaf=-0.00260270224,cover=0
- 14:[Area5<0.704541981] yes=29,no=30,missing=30,gain=36.7040253,cover=88648
- 29:[LGI5<2.40692019] yes=59,no=60,missing=59,gain=6.34483719,cover=11994
- 59:[Pol<49.2074432] yes=119,no=120,missing=119,gain=7.49299479,cover=2921
- 119:leaf=-0.00603713514,cover=0
- 120:leaf=0.000166625599,cover=0
- 60:[LGI5<3.84897733] yes=121,no=122,missing=122,gain=6.54617691,cover=9073
- 121:leaf=-0.00389180775,cover=0
- 122:leaf=0.0222675577,cover=0
- 30:[Curv5<-0.102400392] yes=61,no=62,missing=61,gain=8.90033054,cover=76654
- 61:[PialCurv5<-0.0379593484] yes=123,no=124,missing=124,gain=8.77419853,cover=8463
- 123:leaf=0.000474807544,cover=0
- 124:leaf=0.00435298216,cover=0
- 62:[Curv5<-0.0390223041] yes=125,no=126,missing=125,gain=9.94981003,cover=68191
- 125:leaf=-0.000770006911,cover=0
- 126:leaf=0.00056389079,cover=0
-booster[265]:
-0:[Area5<0.404548973] yes=1,no=2,missing=2,gain=9.90515995,cover=5124388
- 1:[PialCurv5<-0.0262977369] yes=3,no=4,missing=3,gain=4.3542614,cover=40033
- 3:[Curv5<-0.2376284] yes=7,no=8,missing=7,gain=5.11573792,cover=39200
- 7:[PialCurv5<-0.123133563] yes=15,no=16,missing=15,gain=3.57440877,cover=21659
- 15:[Ecc<1.68457866] yes=31,no=32,missing=31,gain=4.17541409,cover=17565
- 31:[PialArea5<0.793370187] yes=61,no=62,missing=61,gain=3.21582174,cover=5591
- 61:leaf=-0.00192932528,cover=0
- 62:leaf=0.000625470828,cover=0
- 32:[MidArea5<0.524661958] yes=63,no=64,missing=63,gain=2.3018086,cover=11974
- 63:leaf=0.00148489419,cover=0
- 64:leaf=4.13517409e-05,cover=0
- 16:[LGI5<3.04290652] yes=33,no=34,missing=33,gain=2.35591078,cover=4094
- 33:[Sulc0<-0.357752919] yes=65,no=66,missing=66,gain=2.96302795,cover=3918
- 65:leaf=0.0015163318,cover=0
- 66:leaf=0.00650286814,cover=0
- 34:[PialArea5<0.502762914] yes=67,no=68,missing=67,gain=1.23101234,cover=176
- 67:leaf=-0.00883137714,cover=0
- 68:leaf=-0.000389010471,cover=0
- 8:[PialArea5<0.795950115] yes=17,no=18,missing=17,gain=2.48956871,cover=17541
- 17:[Sulc0<-0.801933944] yes=35,no=36,missing=36,gain=3.22543335,cover=13111
- 35:[LGI5<2.13090348] yes=69,no=70,missing=69,gain=1.36415541,cover=4119
- 69:leaf=0.00493222335,cover=0
- 70:leaf=-0.000178327522,cover=0
- 36:[Ecc<39.5502243] yes=71,no=72,missing=71,gain=2.49973869,cover=8992
- 71:leaf=0.00172495958,cover=0
- 72:leaf=-0.0132413004,cover=0
- 18:[LGI5<2.58096433] yes=37,no=38,missing=38,gain=2.32871342,cover=4430
- 37:[Ecc<1.91022825] yes=73,no=74,missing=74,gain=2.02900171,cover=4029
- 73:leaf=0.00110958715,cover=0
- 74:leaf=0.00335971196,cover=0
- 38:[Pol<130.822815] yes=75,no=76,missing=76,gain=1.58330727,cover=401
- 75:leaf=-0.000144404243,cover=0
- 76:leaf=0.00771326944,cover=0
- 4:[LGI5<2.71502113] yes=9,no=10,missing=9,gain=2.04581904,cover=833
- 9:[LGI5<2.13090348] yes=19,no=20,missing=20,gain=2.89230227,cover=411
- 19:leaf=-0.0167620201,cover=0
- 20:[Curv5<-0.39144522] yes=39,no=40,missing=39,gain=1.15933454,cover=387
- 39:[MidArea5<0.474339783] yes=77,no=78,missing=77,gain=0.0153241158,cover=25
- 77:leaf=-0.00768024428,cover=0
- 78:leaf=-0.0123682721,cover=0
- 40:[PialArea5<0.245474651] yes=79,no=80,missing=80,gain=1.23002756,cover=362
- 79:leaf=-0.00345480256,cover=0
- 80:leaf=0.00321193086,cover=0
- 10:[PialArea5<0.309935868] yes=21,no=22,missing=21,gain=4.0538826,cover=422
- 21:[Pol<104.38549] yes=41,no=42,missing=42,gain=2.31583166,cover=204
- 41:[Ecc<42.1016579] yes=81,no=82,missing=82,gain=1.00362134,cover=183
- 81:leaf=-0.00326501811,cover=0
- 82:leaf=0.0086042881,cover=0
- 42:[Ecc<13.6880245] yes=83,no=84,missing=83,gain=1.64388609,cover=21
- 83:leaf=0.0288432483,cover=0
- 84:leaf=0.00137595192,cover=0
- 22:[PialCurv5<0.0218105931] yes=43,no=44,missing=44,gain=3.31091976,cover=218
- 43:[Area5<0.380439579] yes=85,no=86,missing=85,gain=1.81816578,cover=140
- 85:leaf=-0.0148157766,cover=0
- 86:leaf=-0.00188691379,cover=0
- 44:[Curv5<0.0635297745] yes=87,no=88,missing=87,gain=1.15054989,cover=78
- 87:leaf=-0.0235073231,cover=0
- 88:leaf=-0.0107545266,cover=0
- 2:[PialArea5<0.884929597] yes=5,no=6,missing=5,gain=10.4056559,cover=5084355
- 5:[Curv5<0.000893599819] yes=11,no=12,missing=11,gain=21.8800201,cover=3271387
- 11:[Area5<0.670794368] yes=23,no=24,missing=24,gain=46.155117,cover=1336491
- 23:[PialArea5<0.696357906] yes=45,no=46,missing=45,gain=42.1356964,cover=958437
- 45:[Ecc<14.9070177] yes=89,no=90,missing=89,gain=21.4044189,cover=238892
- 89:leaf=-0.000854969025,cover=0
- 90:leaf=0.000292962708,cover=0
- 46:[Curv5<-0.0686563179] yes=91,no=92,missing=91,gain=63.9704666,cover=719545
- 91:leaf=-3.36358644e-05,cover=0
- 92:leaf=0.00130457233,cover=0
- 24:[PialCurv5<-0.0789950639] yes=47,no=48,missing=48,gain=66.2319031,cover=378054
- 47:[Curv5<-0.102400392] yes=93,no=94,missing=94,gain=28.9850578,cover=92379
- 93:leaf=0.000201617368,cover=0
- 94:leaf=0.00328822853,cover=0
- 48:[Ecc<5.01513863] yes=95,no=96,missing=95,gain=35.8603973,cover=285675
- 95:leaf=-0.00211482379,cover=0
- 96:leaf=-0.000761825242,cover=0
- 12:[PialCurv5<0.04242469] yes=25,no=26,missing=25,gain=80.0394669,cover=1934896
- 25:[Curv5<0.0257103238] yes=49,no=50,missing=49,gain=36.3486176,cover=208587
- 49:[PialCurv5<0.0193316489] yes=97,no=98,missing=98,gain=22.8756599,cover=102969
- 97:leaf=0.00100084941,cover=0
- 98:leaf=-0.000493121683,cover=0
- 50:[Pol<80.2322083] yes=99,no=100,missing=99,gain=52.4529572,cover=105618
- 99:leaf=0.0031684374,cover=0
- 100:leaf=0.000820571964,cover=0
- 26:[PialArea5<0.559226274] yes=51,no=52,missing=51,gain=42.7039604,cover=1726309
- 51:[Area5<0.623097897] yes=101,no=102,missing=102,gain=43.6118546,cover=1069126
- 101:leaf=-0.000623180706,cover=0
- 102:leaf=0.000266501302,cover=0
- 52:[Area5<0.739104271] yes=103,no=104,missing=103,gain=31.9448242,cover=657183
- 103:leaf=-0.000665405532,cover=0
- 104:leaf=4.61906275e-05,cover=0
- 6:[Sulc0<-0.540693521] yes=13,no=14,missing=14,gain=17.1049633,cover=1812968
- 13:[Curv5<-0.104371414] yes=27,no=28,missing=27,gain=33.7393875,cover=1048531
- 27:[PialCurv5<-0.0529128574] yes=53,no=54,missing=53,gain=18.4999638,cover=967515
- 53:[PialArea5<1.07926941] yes=105,no=106,missing=105,gain=18.3226833,cover=951380
- 105:leaf=-0.00035304192,cover=0
- 106:leaf=8.7426095e-05,cover=0
- 54:[Area5<0.564792395] yes=107,no=108,missing=107,gain=6.58520985,cover=16135
- 107:leaf=-0.0017515911,cover=0
- 108:leaf=0.00186407275,cover=0
- 28:[PialCurv5<-0.0800075978] yes=55,no=56,missing=55,gain=116.430313,cover=81016
- 55:[PialCurv5<-0.137075767] yes=109,no=110,missing=109,gain=29.9533844,cover=8680
- 109:leaf=0.0286408495,cover=0
- 110:leaf=0.00602161139,cover=0
- 56:[Ecc<1.79549146] yes=111,no=112,missing=111,gain=27.9380703,cover=72336
- 111:leaf=0.00179427245,cover=0
- 112:leaf=-0.000356246368,cover=0
- 14:[Area5<0.695856333] yes=29,no=30,missing=29,gain=47.1478577,cover=764437
- 29:[Pol<50.1003532] yes=57,no=58,missing=57,gain=35.0441971,cover=243984
- 57:[LGI5<3.31338549] yes=113,no=114,missing=114,gain=9.56733418,cover=58398
- 113:leaf=-0.000459630741,cover=0
- 114:leaf=0.00151953835,cover=0
- 58:[Ecc<3.67199802] yes=115,no=116,missing=115,gain=40.5625229,cover=185586
- 115:leaf=-0.000582501001,cover=0
- 116:leaf=0.00148963544,cover=0
- 30:[Ecc<4.46987629] yes=59,no=60,missing=59,gain=30.2102718,cover=520453
- 59:[Pol<62.0115929] yes=117,no=118,missing=117,gain=26.2492714,cover=63832
- 117:leaf=0.000796240463,cover=0
- 118:leaf=-0.00158451835,cover=0
- 60:[LGI5<2.89660096] yes=119,no=120,missing=119,gain=35.9562149,cover=456621
- 119:leaf=0.00068477093,cover=0
- 120:leaf=-0.000220211063,cover=0
-booster[266]:
-0:[Curv5<-0.292340577] yes=1,no=2,missing=2,gain=10.1321087,cover=5124388
- 1:[Area5<0.613672853] yes=3,no=4,missing=3,gain=13.3839922,cover=160410
- 3:[Sulc0<-0.498973608] yes=7,no=8,missing=7,gain=5.76626778,cover=111735
- 7:[LGI5<2.21018219] yes=15,no=16,missing=16,gain=4.61630821,cover=90072
- 15:[Pol<71.0996552] yes=31,no=32,missing=31,gain=6.03897095,cover=2561
- 31:[MidArea5<0.826556206] yes=63,no=64,missing=64,gain=1.06686926,cover=1058
- 63:leaf=-0.000498477661,cover=0
- 64:leaf=-0.00736389635,cover=0
- 32:[LGI5<2.16230083] yes=65,no=66,missing=65,gain=2.2999115,cover=1503
- 65:leaf=0.00137640699,cover=0
- 66:leaf=0.00547793088,cover=0
- 16:[Pol<157.22821] yes=33,no=34,missing=34,gain=3.89000225,cover=87511
- 33:[Ecc<1.26157856] yes=67,no=68,missing=67,gain=4.00535631,cover=65102
- 67:leaf=-0.000931740273,cover=0
- 68:leaf=0.000204940283,cover=0
- 34:[Ecc<8.70817566] yes=69,no=70,missing=69,gain=2.75112915,cover=22409
- 69:leaf=-0.00121753674,cover=0
- 70:leaf=-0.000104091712,cover=0
- 8:[PialArea5<0.601145923] yes=17,no=18,missing=17,gain=5.69401503,cover=21663
- 17:[Area5<0.499970406] yes=35,no=36,missing=36,gain=2.35932922,cover=6206
- 35:[PialArea5<0.467676282] yes=71,no=72,missing=71,gain=3.26651192,cover=3612
- 71:leaf=-0.00155150413,cover=0
- 72:leaf=0.00154558441,cover=0
- 36:[Pol<123.615685] yes=73,no=74,missing=74,gain=2.85393667,cover=2594
- 73:leaf=-0.000448640261,cover=0
- 74:leaf=-0.00398096489,cover=0
- 18:[Ecc<5.27515984] yes=37,no=38,missing=37,gain=4.1668539,cover=15457
- 37:[Ecc<3.80337262] yes=75,no=76,missing=75,gain=2.76547718,cover=1487
- 75:leaf=0.00107427849,cover=0
- 76:leaf=0.00552583672,cover=0
- 38:[PialCurv5<-0.156767949] yes=77,no=78,missing=77,gain=4.80028391,cover=13970
- 77:leaf=0.000200267925,cover=0
- 78:leaf=0.00205797213,cover=0
- 4:[PialCurv5<-0.149745584] yes=9,no=10,missing=10,gain=5.88685608,cover=48675
- 9:[PialArea5<1.16111541] yes=19,no=20,missing=19,gain=6.07083988,cover=35794
- 19:[LGI5<2.56078315] yes=39,no=40,missing=40,gain=4.37378502,cover=32157
- 39:[PialCurv5<-0.210138425] yes=79,no=80,missing=79,gain=2.35357285,cover=5312
- 79:leaf=0.00454470189,cover=0
- 80:leaf=0.00179269246,cover=0
- 40:[Ecc<6.70300007] yes=81,no=82,missing=81,gain=4.04085064,cover=26845
- 81:leaf=-0.000468372833,cover=0
- 82:leaf=0.00103138096,cover=0
- 20:[LGI5<2.25075769] yes=41,no=42,missing=41,gain=1.86256456,cover=3637
- 41:[Ecc<3.41847086] yes=83,no=84,missing=84,gain=1.6185981,cover=79
- 83:leaf=0.00221799919,cover=0
- 84:leaf=0.018689679,cover=0
- 42:[Area5<0.797084928] yes=85,no=86,missing=85,gain=2.0189991,cover=3558
- 85:leaf=-0.00194344425,cover=0
- 86:leaf=0.00104499224,cover=0
- 10:[Sulc0<0.32645905] yes=21,no=22,missing=21,gain=3.47533607,cover=12881
- 21:[PialCurv5<-0.0441194475] yes=43,no=44,missing=43,gain=2.75842285,cover=12830
- 43:[Area5<0.654657125] yes=87,no=88,missing=88,gain=2.63134193,cover=12614
- 87:leaf=0.00133998482,cover=0
- 88:leaf=0.00279372302,cover=0
- 44:[Pol<32.323391] yes=89,no=90,missing=89,gain=2.4304862,cover=216
- 89:leaf=0.00355712255,cover=0
- 90:leaf=-0.00746787945,cover=0
- 22:[Pol<114.432869] yes=45,no=46,missing=46,gain=1.07201409,cover=51
- 45:[Ecc<19.4699688] yes=91,no=92,missing=91,gain=0.0966460705,cover=17
- 91:leaf=-0.0026448518,cover=0
- 92:leaf=-0.0217408855,cover=0
- 46:[MidArea5<0.621293068] yes=93,no=94,missing=94,gain=0.751394391,cover=34
- 93:leaf=-0.0139492005,cover=0
- 94:leaf=0.000816667627,cover=0
- 2:[PialCurv5<-0.190801308] yes=5,no=6,missing=6,gain=13.3701582,cover=4963978
- 5:[Curv5<-0.0816265643] yes=11,no=12,missing=11,gain=6.44146538,cover=7578
- 11:[Curv5<-0.256378978] yes=23,no=24,missing=24,gain=6.99623013,cover=7401
- 23:[Area5<0.637240529] yes=47,no=48,missing=47,gain=3.64731956,cover=4515
- 47:[Pol<59.5955544] yes=95,no=96,missing=95,gain=1.92699671,cover=2181
- 95:leaf=0.00159281329,cover=0
- 96:leaf=-0.00150200154,cover=0
- 48:[PialArea5<1.26501572] yes=97,no=98,missing=97,gain=1.96518612,cover=2334
- 97:leaf=0.00283460133,cover=0
- 98:leaf=-0.00308515364,cover=0
- 24:[Ecc<33.9075584] yes=49,no=50,missing=49,gain=3.99467278,cover=2886
- 49:[MidArea5<0.535488486] yes=99,no=100,missing=100,gain=3.6295433,cover=2669
- 99:leaf=-0.00259714853,cover=0
- 100:leaf=0.00522543769,cover=0
- 50:[Area5<0.797084928] yes=101,no=102,missing=101,gain=2.14183903,cover=217
- 101:leaf=3.21080624e-05,cover=0
- 102:leaf=-0.0128987357,cover=0
- 12:[Ecc<0.999059319] yes=25,no=26,missing=25,gain=3.9574275,cover=177
- 25:[Ecc<0.783076942] yes=51,no=52,missing=51,gain=0.0279734135,cover=8
- 51:leaf=0.0128287468,cover=0
- 52:leaf=0.0291334838,cover=0
- 26:[Pol<171.401581] yes=53,no=54,missing=53,gain=3.41712618,cover=169
- 53:[Pol<50.1003532] yes=103,no=104,missing=104,gain=2.2978673,cover=159
- 103:leaf=-0.0219739266,cover=0
- 104:leaf=-0.00749368081,cover=0
- 54:[Ecc<13.1181517] yes=105,no=106,missing=105,gain=0.672458172,cover=10
- 105:leaf=-0.0121102696,cover=0
- 106:leaf=0.0223832037,cover=0
- 6:[Area5<0.476400614] yes=13,no=14,missing=14,gain=11.4837275,cover=4956400
- 13:[Sulc0<0.013685069] yes=27,no=28,missing=27,gain=9.23540688,cover=150168
- 27:[PialCurv5<-0.0999256745] yes=55,no=56,missing=56,gain=8.66073513,cover=143044
- 55:[PialArea5<0.991309822] yes=107,no=108,missing=107,gain=9.63623238,cover=99873
- 107:leaf=0.000132117522,cover=0
- 108:leaf=0.00235479209,cover=0
- 56:[Ecc<6.81643343] yes=109,no=110,missing=109,gain=9.8187542,cover=43171
- 109:leaf=0.00138646958,cover=0
- 110:leaf=-0.000850385928,cover=0
- 28:[Pol<42.7478409] yes=57,no=58,missing=58,gain=6.18356085,cover=7124
- 57:[Curv5<-0.0983823985] yes=111,no=112,missing=111,gain=6.96153164,cover=177
- 111:leaf=0.000643403211,cover=0
- 112:leaf=-0.0192775689,cover=0
- 58:[Sulc0<0.68960917] yes=113,no=114,missing=113,gain=3.80949235,cover=6947
- 113:leaf=-0.000633301621,cover=0
- 114:leaf=-0.00400574133,cover=0
- 14:[Curv5<-0.0343657099] yes=29,no=30,missing=29,gain=14.2413549,cover=4806232
- 29:[PialArea5<0.676429033] yes=59,no=60,missing=59,gain=41.1983147,cover=2512950
- 59:[Pol<138.971481] yes=115,no=116,missing=115,gain=15.0085869,cover=126576
- 115:leaf=-0.00131902983,cover=0
- 116:leaf=-8.82607856e-05,cover=0
- 60:[Sulc0<0.0770083591] yes=117,no=118,missing=117,gain=28.3796501,cover=2386374
- 117:leaf=-0.000100850259,cover=0
- 118:leaf=0.000759834133,cover=0
- 30:[PialCurv5<-0.0133872591] yes=61,no=62,missing=61,gain=110.238937,cover=2293282
- 61:[PialArea5<0.742050111] yes=119,no=120,missing=120,gain=81.1961746,cover=109895
- 119:leaf=0.000159446281,cover=0
- 120:leaf=0.00288291997,cover=0
- 62:[LGI5<2.93978119] yes=121,no=122,missing=121,gain=25.4842453,cover=2183387
- 121:leaf=0.000121861187,cover=0
- 122:leaf=-0.000227197583,cover=0
-booster[267]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=2,gain=9.87877369,cover=5124388
- 1:[LGI5<2.92358446] yes=3,no=4,missing=3,gain=5.19695759,cover=40033
- 3:[LGI5<2.48283219] yes=7,no=8,missing=8,gain=4.55818558,cover=24703
- 7:[Curv5<0.266060919] yes=15,no=16,missing=15,gain=3.25523472,cover=8733
- 15:[Ecc<7.69572639] yes=31,no=32,missing=31,gain=3.53282738,cover=6343
- 31:[PialArea5<0.245474651] yes=63,no=64,missing=63,gain=2.62410927,cover=5681
- 63:leaf=0.00335850823,cover=0
- 64:leaf=0.00120763609,cover=0
- 32:[Pol<107.129471] yes=65,no=66,missing=65,gain=1.56165719,cover=662
- 65:leaf=-0.00072939042,cover=0
- 66:leaf=-0.00830515474,cover=0
- 16:[Pol<92.1537628] yes=33,no=34,missing=34,gain=3.36831403,cover=2390
- 33:[Area5<0.571740985] yes=67,no=68,missing=67,gain=0.717411757,cover=80
- 67:leaf=0.0134205269,cover=0
- 68:leaf=0.00358775817,cover=0
- 34:[Area5<0.525751591] yes=69,no=70,missing=69,gain=2.69545364,cover=2310
- 69:leaf=-0.00410636561,cover=0
- 70:leaf=0.000177213617,cover=0
- 8:[Pol<52.7894325] yes=17,no=18,missing=18,gain=5.30601311,cover=15970
- 17:[PialArea5<0.245474651] yes=35,no=36,missing=35,gain=0.463597775,cover=83
- 35:[Pol<24.282547] yes=71,no=72,missing=71,gain=1.23290586,cover=49
- 71:leaf=0.0289901402,cover=0
- 72:leaf=0.0104823327,cover=0
- 36:[Pol<15.1533136] yes=73,no=74,missing=73,gain=0.18922323,cover=34
- 73:leaf=0.00114188145,cover=0
- 74:leaf=0.00969331991,cover=0
- 18:[Curv5<0.18040961] yes=37,no=38,missing=38,gain=2.89936686,cover=15887
- 37:[LGI5<2.77389717] yes=75,no=76,missing=75,gain=2.80160761,cover=4351
- 75:leaf=-0.000289261632,cover=0
- 76:leaf=0.00225919345,cover=0
- 38:[Sulc0<1.02827847] yes=77,no=78,missing=78,gain=2.56590509,cover=11536
- 77:leaf=-0.0003229469,cover=0
- 78:leaf=-0.00235160696,cover=0
- 4:[LGI5<3.11839271] yes=9,no=10,missing=9,gain=4.17316055,cover=15330
- 9:[PialCurv5<0.260145098] yes=19,no=20,missing=19,gain=2.53358555,cover=5406
- 19:[Curv5<0.195079193] yes=39,no=40,missing=39,gain=3.51382637,cover=1408
- 39:[Area5<0.554568231] yes=79,no=80,missing=80,gain=3.26703548,cover=1114
- 79:leaf=-0.00545260543,cover=0
- 80:leaf=0.00638142927,cover=0
- 40:[PialCurv5<0.0987490341] yes=81,no=82,missing=81,gain=1.76751864,cover=294
- 81:leaf=0.0192542262,cover=0
- 82:leaf=-0.00117197074,cover=0
- 20:[PialArea5<0.245474651] yes=41,no=42,missing=41,gain=2.15745163,cover=3998
- 41:[LGI5<2.94529939] yes=83,no=84,missing=83,gain=4.42897129,cover=2200
- 83:leaf=0.00921339262,cover=0
- 84:leaf=0.00221467321,cover=0
- 42:[Area5<0.635019779] yes=85,no=86,missing=86,gain=0.780638218,cover=1798
- 85:leaf=-0.00062815554,cover=0
- 86:leaf=0.00151433132,cover=0
- 10:[Ecc<9.0678978] yes=21,no=22,missing=21,gain=2.08228374,cover=9924
- 21:[Sulc0<0.915739596] yes=43,no=44,missing=43,gain=1.47126091,cover=316
- 43:[Pol<106.604004] yes=87,no=88,missing=87,gain=1.20910573,cover=153
- 87:leaf=0.00241275923,cover=0
- 88:leaf=-0.00940676127,cover=0
- 44:[Ecc<8.41855335] yes=89,no=90,missing=90,gain=0.222913027,cover=163
- 89:leaf=-0.00835265592,cover=0
- 90:leaf=-0.00454027252,cover=0
- 22:[Ecc<15.7955055] yes=45,no=46,missing=45,gain=3.10289812,cover=9608
- 45:[Pol<81.5476837] yes=91,no=92,missing=91,gain=3.16491652,cover=2010
- 91:leaf=0.0129984273,cover=0
- 92:leaf=0.00238817162,cover=0
- 46:[Ecc<30.4150848] yes=93,no=94,missing=94,gain=3.28070259,cover=7598
- 93:leaf=-0.000328716444,cover=0
- 94:leaf=0.00177234842,cover=0
- 2:[PialCurv5<0.212141559] yes=5,no=6,missing=6,gain=12.2888288,cover=5084355
- 5:[Sulc0<0.649594426] yes=11,no=12,missing=11,gain=29.2748604,cover=4411240
- 11:[Pol<97.3566132] yes=23,no=24,missing=23,gain=15.877183,cover=4243227
- 23:[Pol<66.6374893] yes=47,no=48,missing=47,gain=41.801651,cover=2045287
- 47:[Curv5<0.0955092236] yes=95,no=96,missing=95,gain=31.4930668,cover=1423864
- 95:leaf=-7.83438372e-05,cover=0
- 96:leaf=0.00192840945,cover=0
- 48:[Ecc<11.6821251] yes=97,no=98,missing=97,gain=131.192688,cover=621423
- 97:leaf=0.000118661723,cover=0
- 98:leaf=0.0020780114,cover=0
- 24:[Ecc<15.7955055] yes=49,no=50,missing=49,gain=49.5079651,cover=2197940
- 49:[Ecc<7.85193825] yes=99,no=100,missing=99,gain=87.8947754,cover=1712027
- 99:leaf=-0.000213269028,cover=0
- 100:leaf=0.000555535604,cover=0
- 50:[Pol<149.795395] yes=101,no=102,missing=101,gain=71.9751892,cover=485913
- 101:leaf=-0.00120726565,cover=0
- 102:leaf=1.49540911e-05,cover=0
- 12:[Pol<103.851685] yes=25,no=26,missing=25,gain=49.3320694,cover=168013
- 25:[Ecc<38.0136108] yes=51,no=52,missing=52,gain=27.2575302,cover=109162
- 51:[Curv5<0.10516572] yes=103,no=104,missing=103,gain=22.8187695,cover=77640
- 103:leaf=0.00137859304,cover=0
- 104:leaf=-0.000336477504,cover=0
- 52:[Pol<39.9674568] yes=105,no=106,missing=106,gain=20.2711792,cover=31522
- 105:leaf=0.00242423709,cover=0
- 106:leaf=-0.00164129015,cover=0
- 26:[LGI5<3.58443618] yes=53,no=54,missing=53,gain=20.7780533,cover=58851
- 53:[Pol<121.948479] yes=107,no=108,missing=107,gain=13.3256149,cover=52693
- 107:leaf=0.00172863493,cover=0
- 108:leaf=0.0036267736,cover=0
- 54:[LGI5<3.64692807] yes=109,no=110,missing=109,gain=9.28623199,cover=6158
- 109:leaf=-0.00412176689,cover=0
- 110:leaf=0.000263789581,cover=0
- 6:[Ecc<5.53207445] yes=13,no=14,missing=13,gain=23.5844078,cover=673115
- 13:[Curv5<0.195079193] yes=27,no=28,missing=28,gain=9.14649963,cover=176633
- 27:[Sulc0<0.454035848] yes=55,no=56,missing=56,gain=7.73498726,cover=107040
- 55:[LGI5<2.16230083] yes=111,no=112,missing=112,gain=6.37090111,cover=82778
- 111:leaf=-0.00228661136,cover=0
- 112:leaf=0.000873453391,cover=0
- 56:[Ecc<0.783076942] yes=113,no=114,missing=113,gain=3.5955503,cover=24262
- 113:leaf=-0.0100162998,cover=0
- 114:leaf=-0.000166075974,cover=0
- 28:[Curv5<0.266060919] yes=57,no=58,missing=58,gain=4.42470455,cover=69593
- 57:[PialArea5<0.427728564] yes=115,no=116,missing=115,gain=4.07857609,cover=60135
- 115:leaf=0.000233361192,cover=0
- 116:leaf=-0.000733102032,cover=0
- 58:[Area5<0.433531314] yes=117,no=118,missing=118,gain=2.4134717,cover=9458
- 117:leaf=0.023393102,cover=0
- 118:leaf=-0.00118618202,cover=0
- 14:[PialArea5<0.480917931] yes=29,no=30,missing=29,gain=16.3397598,cover=496482
- 29:[Pol<107.129471] yes=59,no=60,missing=59,gain=17.9639301,cover=369540
- 59:[Area5<0.792350233] yes=119,no=120,missing=119,gain=14.860157,cover=272235
- 119:leaf=-0.000528881792,cover=0
- 120:leaf=0.000853576988,cover=0
- 60:[Curv5<0.166947007] yes=121,no=122,missing=121,gain=11.9555607,cover=97305
- 121:leaf=0.000813272258,cover=0
- 122:leaf=-0.000322729873,cover=0
- 30:[Area5<0.624364853] yes=61,no=62,missing=62,gain=12.4223595,cover=126942
- 61:[PialCurv5<0.493508637] yes=123,no=124,missing=123,gain=5.38782501,cover=3241
- 123:leaf=-0.00428122841,cover=0
- 124:leaf=0.00775012467,cover=0
- 62:[Curv5<0.129884616] yes=125,no=126,missing=125,gain=7.09529495,cover=123701
- 125:leaf=-0.000408658496,cover=0
- 126:leaf=-0.00116605253,cover=0
-booster[268]:
-0:[LGI5<2.35279679] yes=1,no=2,missing=1,gain=10.0040998,cover=5124388
- 1:[Ecc<6.70300007] yes=3,no=4,missing=4,gain=13.2668419,cover=566021
- 3:[PialCurv5<-0.0858580992] yes=7,no=8,missing=7,gain=11.3230753,cover=534626
- 7:[Curv5<-0.112134233] yes=15,no=16,missing=15,gain=23.7526321,cover=212564
- 15:[Ecc<1.41371143] yes=31,no=32,missing=31,gain=21.3241158,cover=207268
- 31:[Pol<155.012512] yes=63,no=64,missing=63,gain=7.18341255,cover=83092
- 63:leaf=-0.000569890195,cover=0
- 64:leaf=-0.00207475945,cover=0
- 32:[Pol<65.8802414] yes=65,no=66,missing=65,gain=8.41053677,cover=124176
- 65:leaf=-0.000193199361,cover=0
- 66:leaf=0.00064459868,cover=0
- 16:[PialArea5<0.788206637] yes=33,no=34,missing=33,gain=16.319334,cover=5296
- 33:[LGI5<2.27925944] yes=67,no=68,missing=67,gain=3.98804116,cover=2751
- 67:leaf=-0.000956922129,cover=0
- 68:leaf=0.00292149349,cover=0
- 34:[Curv5<-0.0860676765] yes=69,no=70,missing=69,gain=6.51027298,cover=2545
- 69:leaf=0.0046779206,cover=0
- 70:leaf=0.0104770381,cover=0
- 8:[Curv5<-0.171285838] yes=17,no=18,missing=17,gain=19.0666885,cover=322062
- 17:[Pol<25.2957573] yes=35,no=36,missing=36,gain=8.47120667,cover=12237
- 35:[Ecc<2.48523927] yes=71,no=72,missing=71,gain=1.69045651,cover=1519
- 71:leaf=-0.00181895774,cover=0
- 72:leaf=0.00282618962,cover=0
- 36:[PialCurv5<-0.058241725] yes=73,no=74,missing=74,gain=4.98542023,cover=10718
- 73:leaf=0.00240488164,cover=0
- 74:leaf=0.00535136927,cover=0
- 18:[Pol<101.695656] yes=37,no=38,missing=38,gain=15.7598381,cover=309825
- 37:[Curv5<-0.0620335713] yes=75,no=76,missing=75,gain=14.4234047,cover=135566
- 75:leaf=3.97207077e-05,cover=0
- 76:leaf=0.0011351204,cover=0
- 38:[Area5<0.57817024] yes=77,no=78,missing=77,gain=19.0543194,cover=174259
- 77:leaf=0.00107757782,cover=0
- 78:leaf=-0.000213837018,cover=0
- 4:[Area5<0.589787364] yes=9,no=10,missing=9,gain=3.70108414,cover=31395
- 9:[Ecc<8.97079182] yes=19,no=20,missing=19,gain=10.1628981,cover=5740
- 19:[PialArea5<0.571868718] yes=39,no=40,missing=39,gain=3.60642028,cover=5300
- 39:[LGI5<2.18291569] yes=79,no=80,missing=79,gain=4.86979198,cover=534
- 79:leaf=-0.0152863516,cover=0
- 80:leaf=-0.00210298924,cover=0
- 40:[Sulc0<-0.351394534] yes=81,no=82,missing=81,gain=2.05221748,cover=4766
- 81:leaf=-0.000253824022,cover=0
- 82:leaf=0.00267368951,cover=0
- 20:[Pol<38.1036148] yes=41,no=42,missing=42,gain=1.97544765,cover=440
- 41:[Ecc<9.27846909] yes=83,no=84,missing=83,gain=0.051184535,cover=27
- 83:leaf=-0.00137562305,cover=0
- 84:leaf=-0.00655064685,cover=0
- 42:[Area5<0.380439579] yes=85,no=86,missing=85,gain=1.24365616,cover=413
- 85:leaf=0.0187698156,cover=0
- 86:leaf=0.00773200486,cover=0
- 10:[Ecc<10.426198] yes=21,no=22,missing=22,gain=4.09386444,cover=25655
- 21:[Sulc0<-0.522449493] yes=43,no=44,missing=43,gain=5.32004213,cover=23909
- 43:[PialArea5<0.733388364] yes=87,no=88,missing=87,gain=5.33451462,cover=4348
- 87:leaf=-0.00837922283,cover=0
- 88:leaf=-0.00194891077,cover=0
- 44:[Pol<132.083344] yes=89,no=90,missing=90,gain=6.0438118,cover=19561
- 89:leaf=-0.000848790631,cover=0
- 90:leaf=0.00192530418,cover=0
- 22:[Pol<118.191307] yes=45,no=46,missing=46,gain=5.64054775,cover=1746
- 45:[LGI5<2.22170687] yes=91,no=92,missing=91,gain=2.1893847,cover=1141
- 91:leaf=-0.00745725865,cover=0
- 92:leaf=-0.000540388923,cover=0
- 46:[LGI5<2.27925944] yes=93,no=94,missing=94,gain=2.78540707,cover=605
- 93:leaf=-0.00273898127,cover=0
- 94:leaf=-0.00982586108,cover=0
- 2:[Ecc<3.29132295] yes=5,no=6,missing=5,gain=19.0191326,cover=4558367
- 5:[LGI5<2.61550069] yes=11,no=12,missing=11,gain=59.1589127,cover=722905
- 11:[Area5<0.651789546] yes=23,no=24,missing=24,gain=21.4562111,cover=637136
- 23:[Curv5<-0.106344692] yes=47,no=48,missing=48,gain=25.7148647,cover=364278
- 47:[Pol<68.895668] yes=95,no=96,missing=95,gain=9.55896854,cover=248494
- 95:leaf=-0.000513107923,cover=0
- 96:leaf=0.00012120953,cover=0
- 48:[PialArea5<0.724588811] yes=97,no=98,missing=98,gain=44.2238617,cover=115784
- 97:leaf=0.000136912495,cover=0
- 98:leaf=0.00227453746,cover=0
- 24:[Pol<53.6550331] yes=49,no=50,missing=50,gain=90.4379883,cover=272858
- 49:[Ecc<1.46579576] yes=99,no=100,missing=99,gain=48.9345779,cover=68620
- 99:leaf=-0.000688594941,cover=0
- 100:leaf=0.00211556512,cover=0
- 50:[Ecc<1.68457866] yes=101,no=102,missing=101,gain=67.7209396,cover=204238
- 101:leaf=0.000278761348,cover=0
- 102:leaf=-0.00162766164,cover=0
- 12:[LGI5<3.01963663] yes=25,no=26,missing=25,gain=11.0101624,cover=85769
- 25:[Curv5<0.0554658733] yes=51,no=52,missing=51,gain=8.7753067,cover=84724
- 51:[Sulc0<-0.258417875] yes=103,no=104,missing=104,gain=13.0264282,cover=70845
- 103:leaf=-0.00154260395,cover=0
- 104:leaf=-0.00371154142,cover=0
- 52:[Ecc<1.41371143] yes=105,no=106,missing=105,gain=10.5666208,cover=13879
- 105:leaf=0.00263838051,cover=0
- 106:leaf=-0.00103092112,cover=0
- 26:[Pol<143.237381] yes=53,no=54,missing=53,gain=22.9984894,cover=1045
- 53:[Pol<95.050293] yes=107,no=108,missing=108,gain=8.41523361,cover=645
- 107:leaf=0.0021790606,cover=0
- 108:leaf=0.0139323566,cover=0
- 54:[MidArea5<0.675531864] yes=109,no=110,missing=109,gain=2.3123517,cover=400
- 109:leaf=-0.0162418615,cover=0
- 110:leaf=-0.00440584682,cover=0
- 6:[PialCurv5<0.160740122] yes=13,no=14,missing=13,gain=18.1516037,cover=3835462
- 13:[Sulc0<0.624357879] yes=27,no=28,missing=27,gain=42.8157578,cover=3010952
- 27:[Sulc0<-0.516633809] yes=55,no=56,missing=55,gain=24.0562115,cover=2902543
- 55:[Pol<25.2957573] yes=111,no=112,missing=112,gain=21.5376186,cover=958309
- 111:leaf=0.000212260435,cover=0
- 112:leaf=-0.000313772383,cover=0
- 56:[Ecc<19.4699688] yes=113,no=114,missing=113,gain=42.6575394,cover=1944234
- 113:leaf=0.000294693251,cover=0
- 114:leaf=-0.000216355969,cover=0
- 28:[Ecc<38.7725143] yes=57,no=58,missing=57,gain=29.6628761,cover=108409
- 57:[LGI5<3.3215456] yes=115,no=116,missing=115,gain=20.0025787,cover=79352
- 115:leaf=0.0020745208,cover=0
- 116:leaf=0.000344877131,cover=0
- 58:[Pol<37.1539459] yes=117,no=118,missing=117,gain=16.4011612,cover=29057
- 117:leaf=0.00348217669,cover=0
- 118:leaf=-0.000686074665,cover=0
- 14:[PialArea5<0.516320646] yes=29,no=30,missing=29,gain=32.626091,cover=824510
- 29:[Area5<0.732334435] yes=59,no=60,missing=60,gain=23.1509876,cover=618988
- 59:[Sulc0<-0.181880832] yes=119,no=120,missing=119,gain=15.4600792,cover=463213
- 119:leaf=0.0033881776,cover=0
- 120:leaf=-0.000207494901,cover=0
- 60:[PialCurv5<0.270000219] yes=121,no=122,missing=121,gain=24.7447777,cover=155775
- 121:leaf=0.00125697162,cover=0
- 122:leaf=-1.87256937e-05,cover=0
- 30:[Area5<0.643796742] yes=61,no=62,missing=61,gain=16.9273071,cover=205522
- 61:[Ecc<5.53207445] yes=123,no=124,missing=124,gain=14.616045,cover=10587
- 123:leaf=0.000626483583,cover=0
- 124:leaf=-0.00372429797,cover=0
- 62:[Ecc<18.0513744] yes=125,no=126,missing=125,gain=13.6879807,cover=194935
- 125:leaf=-0.000369767164,cover=0
- 126:leaf=-0.00130758923,cover=0
-booster[269]:
-0:[PialArea5<0.844099998] yes=1,no=2,missing=1,gain=9.99751472,cover=5124388
- 1:[Area5<0.743131101] yes=3,no=4,missing=3,gain=28.7516689,cover=2985531
- 3:[Ecc<0.353712648] yes=7,no=8,missing=8,gain=14.5394135,cover=2489321
- 7:[Area5<0.65839982] yes=15,no=16,missing=15,gain=16.9631271,cover=31814
- 15:[Pol<144.670364] yes=31,no=32,missing=31,gain=6.06825876,cover=24929
- 31:[Area5<0.601796865] yes=63,no=64,missing=63,gain=6.90459156,cover=14181
- 63:leaf=0.000293760851,cover=0
- 64:leaf=0.00271492871,cover=0
- 32:[LGI5<2.3349762] yes=65,no=66,missing=65,gain=1.8943609,cover=10748
- 65:leaf=-0.00136035134,cover=0
- 66:leaf=-1.22755546e-05,cover=0
- 16:[Sulc0<-0.475189745] yes=33,no=34,missing=33,gain=9.05970764,cover=6885
- 33:[PialCurv5<0.0240441076] yes=67,no=68,missing=67,gain=7.93853378,cover=3434
- 67:leaf=0.00684044603,cover=0
- 68:leaf=0.00189277146,cover=0
- 34:[PialArea5<0.658944428] yes=69,no=70,missing=69,gain=8.55026436,cover=3451
- 69:leaf=0.00319681619,cover=0
- 70:leaf=-0.00197881856,cover=0
- 8:[PialArea5<0.360595763] yes=17,no=18,missing=18,gain=14.5453281,cover=2457507
- 17:[Pol<108.184875] yes=35,no=36,missing=35,gain=13.7985315,cover=258441
- 35:[Pol<89.7623749] yes=71,no=72,missing=71,gain=18.4461288,cover=208247
- 71:leaf=0.000809289981,cover=0
- 72:leaf=-0.000251997553,cover=0
- 36:[Ecc<0.943656743] yes=73,no=74,missing=74,gain=7.53496552,cover=50194
- 73:leaf=-0.00112639216,cover=0
- 74:leaf=0.00113706198,cover=0
- 18:[Curv5<0.0595101416] yes=37,no=38,missing=38,gain=18.6869907,cover=2199066
- 37:[Sulc0<0.317313671] yes=75,no=76,missing=75,gain=70.03405,cover=1360863
- 75:leaf=-0.00018364405,cover=0
- 76:leaf=0.00105641759,cover=0
- 38:[PialArea5<0.576038003] yes=77,no=78,missing=78,gain=45.8095932,cover=838203
- 77:leaf=-0.000164848796,cover=0
- 78:leaf=-0.00103719637,cover=0
- 4:[Curv5<0.012354264] yes=9,no=10,missing=10,gain=60.0674973,cover=496210
- 9:[Pol<64.3762589] yes=19,no=20,missing=19,gain=27.6302147,cover=67806
- 19:[LGI5<2.71502113] yes=39,no=40,missing=40,gain=8.45910454,cover=15155
- 39:[Ecc<2.42687178] yes=79,no=80,missing=79,gain=18.7695312,cover=3656
- 79:leaf=-0.00213937694,cover=0
- 80:leaf=0.00543650333,cover=0
- 40:[Ecc<13.6880245] yes=81,no=82,missing=81,gain=14.5571308,cover=11499
- 81:leaf=-0.00182192621,cover=0
- 82:leaf=0.0017496068,cover=0
- 20:[Pol<147.599014] yes=41,no=42,missing=41,gain=38.1991272,cover=52651
- 41:[Ecc<6.10119486] yes=83,no=84,missing=83,gain=19.2681046,cover=40576
- 83:leaf=-0.0040411735,cover=0
- 84:leaf=-0.00165978528,cover=0
- 42:[PialArea5<0.705942631] yes=85,no=86,missing=85,gain=16.9355545,cover=12075
- 85:leaf=0.00476205396,cover=0
- 86:leaf=-5.93373952e-05,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=22,gain=40.2737579,cover=428404
- 21:[Ecc<7.54628181] yes=43,no=44,missing=43,gain=27.5057869,cover=21645
- 43:[Ecc<1.73852015] yes=87,no=88,missing=88,gain=17.4688072,cover=1627
- 87:leaf=-0.00114418566,cover=0
- 88:leaf=0.0115399202,cover=0
- 44:[PialCurv5<0.0285326894] yes=89,no=90,missing=89,gain=11.9359665,cover=20018
- 89:leaf=0.00601000106,cover=0
- 90:leaf=0.00171907991,cover=0
- 22:[PialArea5<0.721636832] yes=45,no=46,missing=45,gain=29.2682343,cover=406759
- 45:[Curv5<0.101325236] yes=91,no=92,missing=91,gain=45.8853455,cover=323501
- 91:leaf=0.0014501746,cover=0
- 92:leaf=0.000188293416,cover=0
- 46:[PialCurv5<0.0495097227] yes=93,no=94,missing=94,gain=14.1599579,cover=83258
- 93:leaf=0.000966417429,cover=0
- 94:leaf=-0.000742697448,cover=0
- 2:[Area5<0.735260904] yes=5,no=6,missing=5,gain=23.4330978,cover=2138857
- 5:[Sulc0<0.0608992092] yes=11,no=12,missing=11,gain=47.7414207,cover=1456147
- 11:[Curv5<-0.0620335713] yes=23,no=24,missing=23,gain=25.2729416,cover=1406263
- 23:[PialCurv5<-0.0154925911] yes=47,no=48,missing=47,gain=18.3182869,cover=1295662
- 47:[Sulc0<-0.966370046] yes=95,no=96,missing=95,gain=15.8951597,cover=1277943
- 95:leaf=-0.00034179978,cover=0
- 96:leaf=0.000135719223,cover=0
- 48:[PialArea5<1.1133045] yes=97,no=98,missing=98,gain=14.3433571,cover=17719
- 97:leaf=0.00205839658,cover=0
- 98:leaf=-0.00362311932,cover=0
- 24:[PialCurv5<-0.0410871245] yes=49,no=50,missing=49,gain=67.2127533,cover=110601
- 49:[PialCurv5<-0.10074953] yes=99,no=100,missing=99,gain=13.9734955,cover=17227
- 99:leaf=0.0139129302,cover=0
- 100:leaf=0.0035374593,cover=0
- 50:[Ecc<18.3223667] yes=101,no=102,missing=101,gain=54.6426086,cover=93374
- 101:leaf=0.000900636427,cover=0
- 102:leaf=-0.00226232945,cover=0
- 12:[Pol<46.5024796] yes=25,no=26,missing=25,gain=13.193924,cover=49884
- 25:[PialCurv5<-0.0262977369] yes=51,no=52,missing=52,gain=36.1084976,cover=10851
- 51:[LGI5<3.08610082] yes=103,no=104,missing=103,gain=32.7697678,cover=3847
- 103:leaf=-0.000370223861,cover=0
- 104:leaf=0.00886505283,cover=0
- 52:[LGI5<3.62495422] yes=105,no=106,missing=105,gain=9.32382107,cover=7004
- 105:leaf=-0.00231664977,cover=0
- 106:leaf=0.00746088475,cover=0
- 26:[Pol<133.406311] yes=53,no=54,missing=53,gain=16.0509338,cover=39033
- 53:[Ecc<11.8489361] yes=107,no=108,missing=107,gain=21.502594,cover=20587
- 107:leaf=0.0017738248,cover=0
- 108:leaf=0.00506705837,cover=0
- 54:[LGI5<2.97342348] yes=109,no=110,missing=110,gain=9.46990967,cover=18446
- 109:leaf=0.00327144051,cover=0
- 110:leaf=0.000489542028,cover=0
- 6:[PialArea5<0.998395085] yes=13,no=14,missing=13,gain=20.9929237,cover=682710
- 13:[Pol<116.093399] yes=27,no=28,missing=28,gain=13.991684,cover=238543
- 27:[LGI5<2.75749183] yes=55,no=56,missing=55,gain=9.60853863,cover=133496
- 55:[Pol<65.1286774] yes=111,no=112,missing=111,gain=21.0358582,cover=51295
- 111:leaf=0.00168908422,cover=0
- 112:leaf=-0.000420260301,cover=0
- 56:[Pol<78.8803177] yes=113,no=114,missing=113,gain=13.2400217,cover=82201
- 113:leaf=-0.000724016747,cover=0
- 114:leaf=0.00157331675,cover=0
- 28:[Pol<146.122681] yes=57,no=58,missing=57,gain=21.0021896,cover=105047
- 57:[Ecc<33.9075584] yes=115,no=116,missing=115,gain=20.7170143,cover=60677
- 115:leaf=-0.00184332754,cover=0
- 116:leaf=0.00159156567,cover=0
- 58:[LGI5<2.95653391] yes=117,no=118,missing=117,gain=14.5482998,cover=44370
- 117:leaf=0.00110347033,cover=0
- 118:leaf=-0.00080029323,cover=0
- 14:[Curv5<-0.249691159] yes=29,no=30,missing=29,gain=8.57932091,cover=444167
- 29:[PialCurv5<-0.139269829] yes=59,no=60,missing=59,gain=4.6135397,cover=22441
- 59:[Ecc<7.03401423] yes=119,no=120,missing=119,gain=2.9956727,cover=15725
- 119:leaf=-0.000202849813,cover=0
- 120:leaf=0.00117960013,cover=0
- 60:[Pol<159.435425] yes=121,no=122,missing=121,gain=1.83519745,cover=6716
- 121:leaf=0.0024674437,cover=0
- 122:leaf=0.000266320509,cover=0
- 30:[PialCurv5<-0.164281175] yes=61,no=62,missing=61,gain=8.26325703,cover=421726
- 61:[Curv5<-0.19738704] yes=123,no=124,missing=124,gain=4.60231495,cover=2529
- 123:leaf=0.00192123465,cover=0
- 124:leaf=0.00778618222,cover=0
- 62:[Sulc0<-0.0862998366] yes=125,no=126,missing=125,gain=8.54310608,cover=419197
- 125:leaf=-0.00010452648,cover=0
- 126:leaf=0.00060733268,cover=0
-booster[270]:
-0:[Curv5<-0.279226273] yes=1,no=2,missing=2,gain=9.78946686,cover=5124388
- 1:[Area5<0.625618935] yes=3,no=4,missing=4,gain=20.2865753,cover=222962
- 3:[PialCurv5<-0.145424455] yes=7,no=8,missing=7,gain=10.3874292,cover=159553
- 7:[Curv5<-0.331971258] yes=15,no=16,missing=15,gain=17.8137379,cover=110541
- 15:[Pol<143.959366] yes=31,no=32,missing=31,gain=3.50710487,cover=38764
- 31:[LGI5<2.3865335] yes=63,no=64,missing=64,gain=4.33693027,cover=27560
- 63:leaf=-0.000746170233,cover=0
- 64:leaf=0.00115756574,cover=0
- 32:[Ecc<7.7481575] yes=65,no=66,missing=65,gain=2.51883578,cover=11204
- 65:leaf=-0.001038766,cover=0
- 66:leaf=0.00048919511,cover=0
- 16:[Ecc<0.889730632] yes=33,no=34,missing=33,gain=5.24619102,cover=71777
- 33:[LGI5<2.66988635] yes=67,no=68,missing=68,gain=1.75378036,cover=4204
- 67:leaf=-0.00222280738,cover=0
- 68:leaf=-0.00759602431,cover=0
- 34:[PialCurv5<-0.164281175] yes=69,no=70,missing=69,gain=3.68790245,cover=67573
- 69:leaf=-0.000977144111,cover=0
- 70:leaf=-0.000238360139,cover=0
- 8:[Pol<67.3859482] yes=17,no=18,missing=17,gain=12.0019073,cover=49012
- 17:[PialCurv5<-0.0758950338] yes=35,no=36,missing=36,gain=3.70186543,cover=19134
- 35:[PialArea5<0.597118378] yes=71,no=72,missing=71,gain=2.83552861,cover=18606
- 71:leaf=-0.00358944945,cover=0
- 72:leaf=-0.00011768339,cover=0
- 36:[LGI5<3.44046211] yes=73,no=74,missing=73,gain=3.36615133,cover=528
- 73:leaf=-0.00598203158,cover=0
- 74:leaf=0.00602295017,cover=0
- 18:[LGI5<2.22170687] yes=37,no=38,missing=38,gain=8.71396828,cover=29878
- 37:[MidArea5<0.680376351] yes=75,no=76,missing=76,gain=4.65605545,cover=1525
- 75:leaf=0.0028266476,cover=0
- 76:leaf=0.00855965354,cover=0
- 38:[Sulc0<-0.557882011] yes=77,no=78,missing=77,gain=7.59519291,cover=28353
- 77:leaf=0.000503982417,cover=0
- 78:leaf=0.00226767408,cover=0
- 4:[PialCurv5<-0.139269829] yes=9,no=10,missing=10,gain=11.883461,cover=63409
- 9:[PialArea5<1.19545019] yes=19,no=20,missing=20,gain=6.04821682,cover=51450
- 19:[LGI5<2.56467891] yes=39,no=40,missing=39,gain=5.61755753,cover=46143
- 39:[PialCurv5<-0.210138425] yes=79,no=80,missing=79,gain=2.68340111,cover=7963
- 79:leaf=0.00468417071,cover=0
- 80:leaf=0.00181057793,cover=0
- 40:[PialArea5<0.813682437] yes=81,no=82,missing=81,gain=5.13290262,cover=38180
- 81:leaf=-0.000436783303,cover=0
- 82:leaf=0.000982746016,cover=0
- 20:[PialCurv5<-0.181738108] yes=41,no=42,missing=41,gain=2.45067549,cover=5307
- 41:[Area5<0.786000133] yes=83,no=84,missing=83,gain=1.04059029,cover=1151
- 83:leaf=-0.0040397211,cover=0
- 84:leaf=-0.00092415465,cover=0
- 42:[Area5<0.833255887] yes=85,no=86,missing=85,gain=2.18333101,cover=4156
- 85:leaf=-0.000687598018,cover=0
- 86:leaf=0.00295471679,cover=0
- 10:[PialCurv5<-0.0330938511] yes=21,no=22,missing=21,gain=3.272789,cover=11959
- 21:[LGI5<3.28291535] yes=43,no=44,missing=43,gain=3.11011124,cover=11780
- 43:[Ecc<1.26157856] yes=87,no=88,missing=88,gain=3.24568176,cover=10066
- 87:leaf=-0.00134119333,cover=0
- 88:leaf=0.00312589854,cover=0
- 44:[Pol<170.080093] yes=89,no=90,missing=90,gain=1.18303466,cover=1714
- 89:leaf=4.56082489e-05,cover=0
- 90:leaf=0.00356855243,cover=0
- 22:[Pol<30.3635597] yes=45,no=46,missing=45,gain=1.93785012,cover=179
- 45:[Sulc0<-0.528458416] yes=91,no=92,missing=92,gain=3.10880494,cover=70
- 91:leaf=-0.00556448707,cover=0
- 92:leaf=0.0160731934,cover=0
- 46:[PialCurv5<-0.019163372] yes=93,no=94,missing=94,gain=0.27908802,cover=109
- 93:leaf=-0.00403769966,cover=0
- 94:leaf=-0.00989513379,cover=0
- 2:[PialCurv5<-0.181738108] yes=5,no=6,missing=6,gain=20.7497845,cover=4901426
- 5:[Area5<0.620557249] yes=11,no=12,missing=11,gain=7.82907104,cover=10341
- 11:[Curv5<-0.117843308] yes=23,no=24,missing=24,gain=5.56174278,cover=4048
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=2.75021863,cover=3894
- 47:[Pol<173.32489] yes=95,no=96,missing=95,gain=3.09779811,cover=553
- 95:leaf=0.00510207983,cover=0
- 96:leaf=-0.0102825258,cover=0
- 48:[Curv5<-0.225438625] yes=97,no=98,missing=97,gain=3.01187992,cover=3341
- 97:leaf=-0.000265662355,cover=0
- 98:leaf=0.0040831198,cover=0
- 24:[Pol<62.0115929] yes=49,no=50,missing=49,gain=2.25685644,cover=154
- 49:[Ecc<2.02168798] yes=99,no=100,missing=100,gain=0.168513775,cover=31
- 99:leaf=-0.00411567092,cover=0
- 100:leaf=-0.0216084085,cover=0
- 50:[Pol<153.554306] yes=101,no=102,missing=101,gain=2.42323732,cover=123
- 101:leaf=-0.00159587641,cover=0
- 102:leaf=-0.0177584346,cover=0
- 12:[Curv5<-0.2435821] yes=25,no=26,missing=25,gain=6.50746918,cover=6293
- 25:[PialArea5<1.31770575] yes=51,no=52,missing=51,gain=1.72240686,cover=3875
- 51:[Area5<0.877147377] yes=103,no=104,missing=104,gain=1.83606911,cover=3717
- 103:leaf=0.00204791757,cover=0
- 104:leaf=0.00779054174,cover=0
- 52:[PialArea5<1.48916721] yes=105,no=106,missing=105,gain=0.419192016,cover=158
- 105:leaf=-0.00171498198,cover=0
- 106:leaf=-0.00806796458,cover=0
- 26:[LGI5<2.44006681] yes=53,no=54,missing=53,gain=5.20246887,cover=2418
- 53:[Ecc<6.2938199] yes=107,no=108,missing=107,gain=4.55580091,cover=314
- 107:leaf=0.00312049408,cover=0
- 108:leaf=-0.0102268783,cover=0
- 54:[Ecc<16.7734241] yes=109,no=110,missing=109,gain=7.28190613,cover=2104
- 109:leaf=0.00823327526,cover=0
- 110:leaf=0.00187774305,cover=0
- 6:[PialArea5<1.33957577] yes=13,no=14,missing=13,gain=11.5815067,cover=4891085
- 13:[Curv5<-0.0273730159] yes=27,no=28,missing=27,gain=12.6516991,cover=4774408
- 27:[Area5<0.619086087] yes=55,no=56,missing=56,gain=43.8753815,cover=2536074
- 55:[Pol<62.0115929] yes=111,no=112,missing=111,gain=53.8311119,cover=870075
- 111:leaf=-0.000475022855,cover=0
- 112:leaf=0.000416069757,cover=0
- 56:[PialArea5<0.811158121] yes=113,no=114,missing=113,gain=47.5291748,cover=1665999
- 113:leaf=-0.000881137734,cover=0
- 114:leaf=-0.000143684316,cover=0
- 28:[PialCurv5<-0.00569582684] yes=57,no=58,missing=57,gain=95.4152451,cover=2238334
- 57:[PialArea5<0.849116743] yes=115,no=116,missing=115,gain=79.7654343,cover=119650
- 115:leaf=0.00064744422,cover=0
- 116:leaf=0.00356160826,cover=0
- 58:[LGI5<2.93978119] yes=117,no=118,missing=117,gain=25.9174671,cover=2118684
- 117:leaf=0.000119742486,cover=0
- 118:leaf=-0.000237573287,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=30,gain=4.6218338,cover=116677
- 29:[Curv5<-0.0773924068] yes=59,no=60,missing=59,gain=8.01056671,cover=109886
- 59:[MidArea5<1.21578133] yes=119,no=120,missing=119,gain=5.63610268,cover=107111
- 119:leaf=0.00035204817,cover=0
- 120:leaf=0.0014923776,cover=0
- 60:[PialCurv5<-0.0595124774] yes=121,no=122,missing=121,gain=11.4087257,cover=2775
- 121:leaf=0.00905292016,cover=0
- 122:leaf=0.00144571892,cover=0
- 30:[Ecc<0.618862808] yes=61,no=62,missing=61,gain=5.29319048,cover=6791
- 61:[PialArea5<1.48916721] yes=123,no=124,missing=124,gain=1.13434696,cover=55
- 123:leaf=-0.0077790292,cover=0
- 124:leaf=-0.0225629788,cover=0
- 62:[PialCurv5<-0.0330938511] yes=125,no=126,missing=125,gain=2.45764923,cover=6736
- 125:leaf=-0.000287229312,cover=0
- 126:leaf=-0.00307609327,cover=0
-booster[271]:
-0:[LGI5<2.23211861] yes=1,no=2,missing=2,gain=9.46608162,cover=5124388
- 1:[Area5<0.734195113] yes=3,no=4,missing=3,gain=7.12230396,cover=140393
- 3:[LGI5<2.16230083] yes=7,no=8,missing=8,gain=6.56476688,cover=127021
- 7:[PialArea5<1.31770575] yes=15,no=16,missing=15,gain=6.79959249,cover=36716
- 15:[Sulc0<-0.79536891] yes=31,no=32,missing=31,gain=3.15058422,cover=36211
- 31:[PialArea5<1.06921077] yes=63,no=64,missing=63,gain=5.11214876,cover=12993
- 63:leaf=-0.00120907929,cover=0
- 64:leaf=0.00138144719,cover=0
- 32:[LGI5<2.13090348] yes=65,no=66,missing=66,gain=8.78768539,cover=23218
- 65:leaf=0.001235537,cover=0
- 66:leaf=-0.000711251458,cover=0
- 16:[Curv5<-0.183827445] yes=33,no=34,missing=33,gain=3.44801378,cover=505
- 33:[Area5<0.582201123] yes=67,no=68,missing=67,gain=1.22138476,cover=339
- 67:leaf=-0.00651260186,cover=0
- 68:leaf=0.0037622822,cover=0
- 34:[Pol<118.191307] yes=69,no=70,missing=69,gain=2.9872303,cover=166
- 69:leaf=0.0087809274,cover=0
- 70:leaf=0.0280040745,cover=0
- 8:[Pol<74.7525482] yes=17,no=18,missing=17,gain=7.18468285,cover=90305
- 17:[LGI5<2.21018219] yes=35,no=36,missing=36,gain=2.53126502,cover=26018
- 35:[Area5<0.646843374] yes=71,no=72,missing=71,gain=5.61434603,cover=16213
- 71:leaf=0.000167433682,cover=0
- 72:leaf=-0.00205829879,cover=0
- 36:[PialArea5<0.617149889] yes=73,no=74,missing=73,gain=6.81694794,cover=9805
- 73:leaf=0.00576601736,cover=0
- 74:leaf=0.000340880826,cover=0
- 18:[Sulc0<-0.351394534] yes=37,no=38,missing=38,gain=7.72357178,cover=64287
- 37:[LGI5<2.22170687] yes=75,no=76,missing=75,gain=9.3102417,cover=40820
- 75:leaf=0.00183229637,cover=0
- 76:leaf=-3.85154162e-05,cover=0
- 38:[Pol<98.4687576] yes=77,no=78,missing=78,gain=12.5114422,cover=23467
- 77:leaf=0.00201786682,cover=0
- 78:leaf=-0.00047004153,cover=0
- 4:[LGI5<2.13090348] yes=9,no=10,missing=9,gain=5.28083658,cover=13372
- 9:[Ecc<2.19188094] yes=19,no=20,missing=19,gain=4.669837,cover=1726
- 19:[Pol<113.913933] yes=39,no=40,missing=39,gain=2.61928177,cover=700
- 39:[PialCurv5<0.0447484925] yes=79,no=80,missing=80,gain=3.82951069,cover=556
- 79:leaf=0.00349669647,cover=0
- 80:leaf=0.0121734068,cover=0
- 40:[Ecc<0.353712648] yes=81,no=82,missing=82,gain=1.49586153,cover=144
- 81:leaf=0.013993497,cover=0
- 82:leaf=-0.00267764227,cover=0
- 20:[Pol<113.394409] yes=41,no=42,missing=41,gain=2.22567821,cover=1026
- 41:[Ecc<7.1378541] yes=83,no=84,missing=83,gain=1.33798754,cover=773
- 83:leaf=-0.00100604724,cover=0
- 84:leaf=-0.00896785781,cover=0
- 42:[Curv5<-0.0752395913] yes=85,no=86,missing=85,gain=1.1469872,cover=253
- 85:leaf=0.00984592922,cover=0
- 86:leaf=0.00192067551,cover=0
- 10:[Sulc0<-0.271910518] yes=21,no=22,missing=21,gain=4.48824883,cover=11646
- 21:[PialArea5<0.906120181] yes=43,no=44,missing=43,gain=11.1559801,cover=6447
- 43:[Ecc<2.6050899] yes=87,no=88,missing=87,gain=7.29896927,cover=2414
- 87:leaf=-0.0026765794,cover=0
- 88:leaf=-0.00848917849,cover=0
- 44:[LGI5<2.18291569] yes=89,no=90,missing=89,gain=3.43108559,cover=4033
- 89:leaf=-0.00277095381,cover=0
- 90:leaf=0.000530060322,cover=0
- 22:[Pol<100.090813] yes=45,no=46,missing=45,gain=3.7956121,cover=5199
- 45:[LGI5<2.21018219] yes=91,no=92,missing=91,gain=1.44850373,cover=2233
- 91:leaf=-0.00246660854,cover=0
- 92:leaf=0.000207948848,cover=0
- 46:[PialArea5<0.864470184] yes=93,no=94,missing=93,gain=3.78285289,cover=2966
- 93:leaf=0.000508653407,cover=0
- 94:leaf=0.00586957904,cover=0
- 2:[Pol<25.2957573] yes=5,no=6,missing=6,gain=9.03732967,cover=4983995
- 5:[Ecc<1.51801682] yes=11,no=12,missing=12,gain=27.188303,cover=532528
- 11:[Ecc<0.45941934] yes=23,no=24,missing=24,gain=5.14626312,cover=55911
- 23:[Area5<0.854415178] yes=47,no=48,missing=48,gain=1.63021445,cover=12188
- 47:[Area5<0.763170242] yes=95,no=96,missing=95,gain=1.47156811,cover=12122
- 95:leaf=7.86379223e-06,cover=0
- 96:leaf=0.00370764849,cover=0
- 48:[PialCurv5<-0.0595124774] yes=97,no=98,missing=98,gain=0.744974375,cover=66
- 97:leaf=-0.00406229356,cover=0
- 98:leaf=-0.015567462,cover=0
- 24:[PialArea5<0.739180207] yes=49,no=50,missing=49,gain=8.13810158,cover=43723
- 49:[Area5<0.67507118] yes=99,no=100,missing=100,gain=2.17719269,cover=4435
- 99:leaf=-0.00263679656,cover=0
- 100:leaf=-0.00557309156,cover=0
- 50:[PialCurv5<0.178517133] yes=101,no=102,missing=101,gain=4.56182194,cover=39288
- 101:leaf=-0.000890946772,cover=0
- 102:leaf=0.0394776575,cover=0
- 12:[Ecc<3.67199802] yes=25,no=26,missing=25,gain=25.4057446,cover=476617
- 25:[Curv5<-0.16496937] yes=51,no=52,missing=51,gain=43.4104042,cover=72655
- 51:[LGI5<2.63733578] yes=103,no=104,missing=103,gain=10.1689186,cover=52293
- 103:leaf=0.000701238576,cover=0
- 104:leaf=-0.0012305727,cover=0
- 52:[PialArea5<1.14602101] yes=105,no=106,missing=105,gain=18.407196,cover=20362
- 105:leaf=0.00418593129,cover=0
- 106:leaf=0.000994706061,cover=0
- 26:[Area5<0.609410942] yes=53,no=54,missing=53,gain=9.72424316,cover=403962
- 53:[PialCurv5<-0.0297427773] yes=107,no=108,missing=108,gain=22.6512394,cover=61730
- 107:leaf=-0.000244039271,cover=0
- 108:leaf=-0.00544815417,cover=0
- 54:[Curv5<0.0365542509] yes=109,no=110,missing=109,gain=9.70207691,cover=342232
- 109:leaf=0.000200245646,cover=0
- 110:leaf=0.00154778187,cover=0
- 6:[Sulc0<-0.413983464] yes=13,no=14,missing=13,gain=17.9813061,cover=4451467
- 13:[Area5<0.573932528] yes=27,no=28,missing=28,gain=30.1519508,cover=1523913
- 27:[Curv5<-0.134546712] yes=55,no=56,missing=55,gain=13.6905842,cover=429492
- 55:[PialArea5<0.998395085] yes=111,no=112,missing=111,gain=11.2798977,cover=361520
- 111:leaf=-4.87330653e-05,cover=0
- 112:leaf=0.000784625707,cover=0
- 56:[Ecc<4.67068386] yes=113,no=114,missing=113,gain=24.6918869,cover=67972
- 113:leaf=0.00127702358,cover=0
- 114:leaf=-0.00120920315,cover=0
- 28:[PialArea5<1.06921077] yes=57,no=58,missing=57,gain=29.7399292,cover=1094421
- 57:[Ecc<0.406764686] yes=115,no=116,missing=116,gain=30.598877,cover=729093
- 115:leaf=0.00120581838,cover=0
- 116:leaf=-0.000559313048,cover=0
- 58:[Ecc<1.15906882] yes=117,no=118,missing=117,gain=13.5843658,cover=365328
- 117:leaf=0.00108471164,cover=0
- 118:leaf=-3.52879542e-05,cover=0
- 14:[Curv5<-0.171285838] yes=29,no=30,missing=30,gain=30.7583561,cover=2927554
- 29:[PialCurv5<-0.0877386853] yes=59,no=60,missing=60,gain=75.2726517,cover=185380
- 59:[LGI5<2.86381269] yes=119,no=120,missing=119,gain=18.9545116,cover=154732
- 119:leaf=0.000913915632,cover=0
- 120:leaf=-0.000223994066,cover=0
- 60:[MidArea5<0.727421284] yes=121,no=122,missing=122,gain=40.9521561,cover=30648
- 121:leaf=0.00106712827,cover=0
- 122:leaf=0.00472306786,cover=0
- 30:[PialCurv5<-0.115016438] yes=61,no=62,missing=62,gain=32.442318,cover=2742174
- 61:[MidArea5<0.661389112] yes=123,no=124,missing=123,gain=26.1932526,cover=11225
- 123:leaf=-0.00068457512,cover=0
- 124:leaf=0.00441272231,cover=0
- 62:[Ecc<4.73840666] yes=125,no=126,missing=125,gain=12.7815428,cover=2730949
- 125:leaf=-0.000239382294,cover=0
- 126:leaf=3.69346344e-05,cover=0
-booster[272]:
-0:[Curv5<-0.297558427] yes=1,no=2,missing=1,gain=9.13327408,cover=5124388
- 1:[Area5<0.603367925] yes=3,no=4,missing=4,gain=8.72839642,cover=140394
- 3:[PialArea5<0.721636832] yes=7,no=8,missing=8,gain=4.48490953,cover=93730
- 7:[Ecc<11.5171156] yes=15,no=16,missing=15,gain=2.97168279,cover=32057
- 15:[LGI5<2.41354537] yes=31,no=32,missing=31,gain=2.33341408,cover=19547
- 31:[LGI5<2.19753051] yes=63,no=64,missing=64,gain=2.61976147,cover=4226
- 63:leaf=0.00296341162,cover=0
- 64:leaf=-0.00140421069,cover=0
- 32:[PialCurv5<-0.137075767] yes=65,no=66,missing=65,gain=2.43455744,cover=15321
- 65:leaf=0.000574210833,cover=0
- 66:leaf=-0.00120251696,cover=0
- 16:[PialCurv5<-0.0410871245] yes=33,no=34,missing=33,gain=2.61098385,cover=12510
- 33:[Area5<0.536314785] yes=67,no=68,missing=67,gain=2.44205189,cover=12346
- 67:leaf=-0.000526554883,cover=0
- 68:leaf=-0.00199869554,cover=0
- 34:[Pol<152.827332] yes=69,no=70,missing=69,gain=1.77106476,cover=164
- 69:leaf=0.00302232336,cover=0
- 70:leaf=0.0172767192,cover=0
- 8:[Sulc0<-0.152423486] yes=17,no=18,missing=18,gain=7.48843575,cover=61673
- 17:[Curv5<-0.350989401] yes=35,no=36,missing=35,gain=4.20388126,cover=60700
- 35:[Pol<161.595886] yes=71,no=72,missing=71,gain=2.08235216,cover=12278
- 71:leaf=0.00142003747,cover=0
- 72:leaf=-0.000313713943,cover=0
- 36:[PialCurv5<-0.149745584] yes=73,no=74,missing=73,gain=6.72723722,cover=48422
- 73:leaf=-0.000345515989,cover=0
- 74:leaf=0.000887767586,cover=0
- 18:[LGI5<2.51288176] yes=37,no=38,missing=37,gain=5.30016232,cover=973
- 37:[LGI5<2.45281005] yes=75,no=76,missing=76,gain=3.01375103,cover=63
- 75:leaf=-0.00266283541,cover=0
- 76:leaf=0.0241145045,cover=0
- 38:[Ecc<42.1016579] yes=77,no=78,missing=77,gain=5.49317455,cover=910
- 77:leaf=0.00170020945,cover=0
- 78:leaf=0.0111520169,cover=0
- 4:[LGI5<2.57263851] yes=9,no=10,missing=9,gain=4.62931824,cover=46664
- 9:[PialArea5<0.906120181] yes=19,no=20,missing=19,gain=3.84319115,cover=9647
- 19:[Ecc<1.73852015] yes=39,no=40,missing=39,gain=2.90459442,cover=3366
- 39:[Area5<0.693521142] yes=79,no=80,missing=80,gain=5.39240932,cover=472
- 79:leaf=0.00533762993,cover=0
- 80:leaf=0.025011329,cover=0
- 40:[LGI5<2.53428411] yes=81,no=82,missing=81,gain=2.20700359,cover=2894
- 81:leaf=0.00203046645,cover=0
- 82:leaf=0.00555183925,cover=0
- 20:[PialCurv5<-0.137075767] yes=41,no=42,missing=42,gain=1.58865476,cover=6281
- 41:[MidArea5<0.914227545] yes=83,no=84,missing=83,gain=1.20723939,cover=5193
- 83:leaf=0.00133902184,cover=0
- 84:leaf=-0.000320073188,cover=0
- 42:[LGI5<2.44639945] yes=85,no=86,missing=86,gain=1.71649098,cover=1088
- 85:leaf=0.0010655931,cover=0
- 86:leaf=0.00504520722,cover=0
- 10:[Ecc<6.70300007] yes=21,no=22,missing=21,gain=5.68641663,cover=37017
- 21:[Sulc0<-0.451341361] yes=43,no=44,missing=43,gain=3.92934966,cover=7751
- 43:[PialCurv5<-0.142826259] yes=87,no=88,missing=87,gain=3.12381268,cover=7138
- 87:leaf=-0.0012241957,cover=0
- 88:leaf=0.00195590197,cover=0
- 44:[LGI5<2.73077893] yes=89,no=90,missing=90,gain=4.32271099,cover=613
- 89:leaf=0.0079336185,cover=0
- 90:leaf=-0.000490745937,cover=0
- 22:[Sulc0<-0.0862998366] yes=45,no=46,missing=45,gain=4.42982483,cover=29266
- 45:[Pol<145.397461] yes=91,no=92,missing=91,gain=3.77825165,cover=28119
- 91:leaf=0.00154867209,cover=0
- 92:leaf=0.000312372926,cover=0
- 46:[PialArea5<0.761482477] yes=93,no=94,missing=93,gain=3.06610918,cover=1147
- 93:leaf=-0.00439142855,cover=0
- 94:leaf=0.000794991967,cover=0
- 2:[PialCurv5<-0.190801308] yes=5,no=6,missing=5,gain=10.3476858,cover=4983994
- 5:[Curv5<-0.0881721899] yes=11,no=12,missing=11,gain=5.39555931,cover=8571
- 11:[Curv5<-0.272521824] yes=23,no=24,missing=24,gain=6.76013565,cover=8377
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=1.89352965,cover=3972
- 47:[Area5<0.476400614] yes=95,no=96,missing=96,gain=1.70468283,cover=1193
- 95:leaf=-0.00434596045,cover=0
- 96:leaf=0.00263859564,cover=0
- 48:[Pol<60.4070244] yes=97,no=98,missing=97,gain=1.84945583,cover=2779
- 97:leaf=0.000962314138,cover=0
- 98:leaf=-0.00161732722,cover=0
- 24:[Ecc<22.8050022] yes=49,no=50,missing=49,gain=3.27689934,cover=4405
- 49:[LGI5<2.94529939] yes=99,no=100,missing=100,gain=5.4186554,cover=3761
- 99:leaf=0.00256175152,cover=0
- 100:leaf=0.00667475862,cover=0
- 50:[Area5<0.761842728] yes=101,no=102,missing=101,gain=1.89518023,cover=644
- 101:leaf=0.00158716796,cover=0
- 102:leaf=-0.00456295302,cover=0
- 12:[Ecc<0.999059319] yes=25,no=26,missing=25,gain=3.29136395,cover=194
- 25:[Curv5<-0.0860676765] yes=51,no=52,missing=51,gain=0.254903674,cover=10
- 51:[Ecc<0.618862808] yes=103,no=104,missing=103,gain=0.0208915584,cover=2
- 103:leaf=0.00573484926,cover=0
- 104:leaf=-0.0018347681,cover=0
- 52:[Ecc<0.783076942] yes=105,no=106,missing=105,gain=0.0229017735,cover=8
- 105:leaf=0.0121921515,cover=0
- 106:leaf=0.0275577959,cover=0
- 26:[Pol<171.401581] yes=53,no=54,missing=53,gain=2.45506191,cover=184
- 53:[Pol<50.1003532] yes=107,no=108,missing=107,gain=1.6370635,cover=173
- 107:leaf=-0.0189098343,cover=0
- 108:leaf=-0.00693655619,cover=0
- 54:[Ecc<13.4950199] yes=109,no=110,missing=109,gain=1.06477475,cover=11
- 109:leaf=-0.0140897511,cover=0
- 110:leaf=0.0210059844,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=10.4122849,cover=4975423
- 13:[PialCurv5<-0.0114707183] yes=27,no=28,missing=27,gain=3.51098061,cover=31236
- 27:[Ecc<0.353712648] yes=55,no=56,missing=56,gain=3.43383026,cover=30569
- 55:[Curv5<-0.180574343] yes=111,no=112,missing=111,gain=1.93699276,cover=575
- 111:leaf=-0.00431517931,cover=0
- 112:leaf=0.00287331338,cover=0
- 56:[Curv5<-0.249691159] yes=113,no=114,missing=113,gain=2.72241211,cover=29994
- 113:leaf=0.00036604554,cover=0
- 114:leaf=0.00138055801,cover=0
- 28:[PialCurv5<0.260145098] yes=57,no=58,missing=58,gain=2.11002254,cover=667
- 57:[LGI5<2.71502113] yes=115,no=116,missing=115,gain=3.85695028,cover=443
- 115:leaf=-0.000270649762,cover=0
- 116:leaf=-0.00960580166,cover=0
- 58:[LGI5<3.37729335] yes=117,no=118,missing=118,gain=2.30842233,cover=224
- 117:leaf=-0.000319282291,cover=0
- 118:leaf=0.0174755063,cover=0
- 14:[PialArea5<0.375788301] yes=29,no=30,missing=29,gain=10.7936392,cover=4944187
- 29:[Curv5<0.137416571] yes=59,no=60,missing=59,gain=16.6012421,cover=341842
- 59:[Pol<74.7525482] yes=119,no=120,missing=119,gain=12.6979713,cover=64447
- 119:leaf=0.00379373739,cover=0
- 120:leaf=0.00079938519,cover=0
- 60:[Sulc0<0.485350072] yes=121,no=122,missing=121,gain=12.5113955,cover=277395
- 121:leaf=0.000736756134,cover=0
- 122:leaf=-8.92900571e-05,cover=0
- 30:[MidArea5<0.559431195] yes=61,no=62,missing=61,gain=15.5977745,cover=4602345
- 61:[Area5<0.609410942] yes=123,no=124,missing=123,gain=19.6795673,cover=306028
- 123:leaf=-0.000898670114,cover=0
- 124:leaf=-7.19820746e-05,cover=0
- 62:[Area5<0.598585367] yes=125,no=126,missing=125,gain=17.8792572,cover=4296317
- 125:leaf=0.000212434141,cover=0
- 126:leaf=-6.10914067e-05,cover=0
-booster[273]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=9.02319622,cover=5124388
- 1:[PialArea5<0.267248243] yes=3,no=4,missing=3,gain=8.81651688,cover=5104371
- 3:[LGI5<2.92358446] yes=7,no=8,missing=8,gain=4.89273453,cover=39847
- 7:[Sulc0<0.624357879] yes=15,no=16,missing=15,gain=4.12055779,cover=24703
- 15:[Area5<0.554568231] yes=31,no=32,missing=32,gain=5.07384682,cover=6946
- 31:[Pol<95.6227875] yes=63,no=64,missing=64,gain=1.70097375,cover=1467
- 63:leaf=0.00304505345,cover=0
- 64:leaf=-0.00193812314,cover=0
- 32:[Ecc<9.75650311] yes=65,no=66,missing=65,gain=5.09359264,cover=5479
- 65:leaf=0.00243632868,cover=0
- 66:leaf=-0.00385784986,cover=0
- 16:[Pol<71.8249207] yes=33,no=34,missing=34,gain=4.35356379,cover=17757
- 33:[Sulc0<1.25822949] yes=67,no=68,missing=67,gain=2.01377583,cover=300
- 67:leaf=0.00393826887,cover=0
- 68:leaf=0.0146296145,cover=0
- 34:[LGI5<2.29656005] yes=69,no=70,missing=70,gain=2.43024325,cover=17457
- 69:leaf=0.00378621812,cover=0
- 70:leaf=-0.000282855064,cover=0
- 8:[LGI5<3.11839271] yes=17,no=18,missing=17,gain=3.61524868,cover=15144
- 17:[PialCurv5<0.260145098] yes=35,no=36,missing=35,gain=2.22559643,cover=5406
- 35:[Curv5<0.195079193] yes=71,no=72,missing=71,gain=3.13461781,cover=1408
- 71:leaf=0.00540972175,cover=0
- 72:leaf=-0.00039272313,cover=0
- 36:[PialArea5<0.245474651] yes=73,no=74,missing=74,gain=1.95094776,cover=3998
- 73:leaf=0.00288473908,cover=0
- 74:leaf=0.000664214313,cover=0
- 18:[LGI5<3.40779543] yes=37,no=38,missing=37,gain=2.08911824,cover=9738
- 37:[LGI5<3.31338549] yes=75,no=76,missing=75,gain=5.14245701,cover=6562
- 75:leaf=0.00129332929,cover=0
- 76:leaf=-0.0017476615,cover=0
- 38:[Ecc<15.7955055] yes=77,no=78,missing=77,gain=2.59984779,cover=3176
- 77:leaf=0.0048549599,cover=0
- 78:leaf=0.0012294316,cover=0
- 4:[Curv5<0.141257599] yes=9,no=10,missing=9,gain=10.9398394,cover=5064524
- 9:[PialArea5<0.48968944] yes=19,no=20,missing=19,gain=18.9670181,cover=4497870
- 19:[Curv5<0.0235087723] yes=39,no=40,missing=40,gain=38.9351883,cover=333159
- 39:[Area5<0.654657125] yes=79,no=80,missing=79,gain=17.5513039,cover=24445
- 79:leaf=-0.00095234107,cover=0
- 80:leaf=-0.00462303497,cover=0
- 40:[Area5<0.717401922] yes=81,no=82,missing=82,gain=29.0057449,cover=308714
- 81:leaf=0.000240285561,cover=0
- 82:leaf=0.00132435828,cover=0
- 20:[Curv5<0.0756113976] yes=41,no=42,missing=41,gain=19.0745544,cover=4164711
- 41:[Sulc0<0.235979095] yes=83,no=84,missing=84,gain=42.6499977,cover=3752474
- 83:leaf=-2.14245065e-05,cover=0
- 84:leaf=0.00057387189,cover=0
- 42:[Area5<0.687926829] yes=85,no=86,missing=85,gain=38.330574,cover=412237
- 85:leaf=-0.00117333175,cover=0
- 86:leaf=-5.260943e-05,cover=0
- 10:[Ecc<7.08616447] yes=21,no=22,missing=21,gain=15.0723429,cover=566654
- 21:[Pol<87.3220139] yes=43,no=44,missing=44,gain=14.5382309,cover=248659
- 43:[LGI5<2.25958419] yes=87,no=88,missing=88,gain=6.84906578,cover=21786
- 87:leaf=-0.00206911238,cover=0
- 88:leaf=0.00154876802,cover=0
- 44:[Sulc0<0.762988985] yes=89,no=90,missing=90,gain=10.4681902,cover=226873
- 89:leaf=5.80683118e-05,cover=0
- 90:leaf=-0.0012682993,cover=0
- 22:[Pol<48.3047981] yes=45,no=46,missing=45,gain=13.0622826,cover=317995
- 45:[LGI5<3.62495422] yes=91,no=92,missing=92,gain=7.76364613,cover=3003
- 91:leaf=0.00198483956,cover=0
- 92:leaf=0.0103659164,cover=0
- 46:[PialArea5<0.413606972] yes=93,no=94,missing=93,gain=10.1047535,cover=314992
- 93:leaf=-0.000252316968,cover=0
- 94:leaf=-0.00083986338,cover=0
- 2:[Ecc<26.874506] yes=5,no=6,missing=5,gain=10.1910753,cover=20017
- 5:[Pol<93.3357697] yes=11,no=12,missing=11,gain=9.41159248,cover=12716
- 11:[PialArea5<0.785624862] yes=23,no=24,missing=23,gain=9.83049393,cover=4955
- 23:[MidArea5<0.535488486] yes=47,no=48,missing=48,gain=6.91457748,cover=3081
- 47:[Area5<0.601796865] yes=95,no=96,missing=95,gain=2.39007711,cover=515
- 95:leaf=0.00398007827,cover=0
- 96:leaf=-0.00292221154,cover=0
- 48:[Ecc<17.7876587] yes=97,no=98,missing=98,gain=5.7291832,cover=2566
- 97:leaf=-0.00367898378,cover=0
- 98:leaf=-0.0084584225,cover=0
- 24:[Pol<58.6768646] yes=49,no=50,missing=49,gain=11.3931131,cover=1874
- 49:[PialCurv5<-0.0314326771] yes=99,no=100,missing=99,gain=3.71239972,cover=1781
- 99:leaf=-0.000708862615,cover=0
- 100:leaf=-0.00716405874,cover=0
- 50:[Sulc0<-0.188964635] yes=101,no=102,missing=102,gain=2.94608402,cover=93
- 101:leaf=0.000184007062,cover=0
- 102:leaf=0.0210988037,cover=0
- 12:[Area5<0.624364853] yes=25,no=26,missing=25,gain=5.12701464,cover=7761
- 25:[Ecc<13.8847265] yes=51,no=52,missing=51,gain=2.45723772,cover=1637
- 51:[MidArea5<0.512587845] yes=103,no=104,missing=104,gain=2.12249064,cover=150
- 103:leaf=-0.00225724815,cover=0
- 104:leaf=0.0112353275,cover=0
- 52:[Ecc<23.9349174] yes=105,no=106,missing=105,gain=1.75150847,cover=1487
- 105:leaf=0.00178730208,cover=0
- 106:leaf=-0.00289284973,cover=0
- 26:[Ecc<15.5679035] yes=53,no=54,missing=53,gain=2.82502508,cover=6124
- 53:[Sulc0<-0.574995995] yes=107,no=108,missing=107,gain=1.74425364,cover=1354
- 107:leaf=-0.00397432223,cover=0
- 108:leaf=0.00123845215,cover=0
- 54:[Pol<159.435425] yes=109,no=110,missing=109,gain=4.21947765,cover=4770
- 109:leaf=-0.00286793686,cover=0
- 110:leaf=0.000684712373,cover=0
- 6:[Pol<140.372742] yes=13,no=14,missing=13,gain=3.40585637,cover=7301
- 13:[Sulc0<0.551384151] yes=27,no=28,missing=27,gain=6.06464434,cover=5360
- 27:[Pol<6.72755051] yes=55,no=56,missing=55,gain=2.77173257,cover=3092
- 55:[Curv5<0.000893599819] yes=111,no=112,missing=112,gain=5.77715635,cover=209
- 111:leaf=-7.32192129e-05,cover=0
- 112:leaf=0.0212522056,cover=0
- 56:[PialArea5<0.655307472] yes=113,no=114,missing=113,gain=2.71183729,cover=2883
- 113:leaf=-0.00500332704,cover=0
- 114:leaf=-0.00126353838,cover=0
- 28:[Curv5<-0.0133169871] yes=57,no=58,missing=57,gain=4.08627224,cover=2268
- 57:[Area5<0.741095543] yes=115,no=116,missing=116,gain=1.48182082,cover=102
- 115:leaf=-0.00488538342,cover=0
- 116:leaf=-0.0198791381,cover=0
- 58:[Curv5<0.149355054] yes=117,no=118,missing=117,gain=5.27927256,cover=2166
- 117:leaf=0.00374424621,cover=0
- 118:leaf=-0.00174929656,cover=0
- 14:[Sulc0<0.218763664] yes=29,no=30,missing=29,gain=2.8835237,cover=1941
- 29:[PialCurv5<-0.062031392] yes=59,no=60,missing=59,gain=4.13067818,cover=1647
- 59:[Area5<0.747392178] yes=119,no=120,missing=119,gain=1.90701675,cover=1222
- 119:leaf=0.000599614694,cover=0
- 120:leaf=0.00562805915,cover=0
- 60:[MidArea5<0.606966078] yes=121,no=122,missing=121,gain=1.84392643,cover=425
- 121:leaf=-0.00142413785,cover=0
- 122:leaf=0.00851798989,cover=0
- 30:[PialArea5<0.736284733] yes=61,no=62,missing=61,gain=1.86643147,cover=294
- 61:[Area5<0.702101529] yes=123,no=124,missing=123,gain=1.09204447,cover=113
- 123:leaf=0.00695110951,cover=0
- 124:leaf=-0.00289057824,cover=0
- 62:[Area5<0.604913712] yes=125,no=126,missing=125,gain=1.33966732,cover=181
- 125:leaf=-0.0224296898,cover=0
- 126:leaf=-0.00435158005,cover=0
-booster[274]:
-0:[PialArea5<0.934356034] yes=1,no=2,missing=1,gain=8.78192425,cover=5124388
- 1:[Pol<177.729218] yes=3,no=4,missing=3,gain=15.9825039,cover=3671655
- 3:[Curv5<-0.0133169871] yes=7,no=8,missing=7,gain=14.4058733,cover=3629532
- 7:[Area5<0.64784193] yes=15,no=16,missing=16,gain=42.9487762,cover=1577012
- 15:[Curv5<-0.0983823985] yes=31,no=32,missing=31,gain=46.1435165,cover=971402
- 31:[PialCurv5<-0.062031392] yes=63,no=64,missing=64,gain=19.6090221,cover=767294
- 63:leaf=-0.000224167321,cover=0
- 64:leaf=0.000601130654,cover=0
- 32:[PialArea5<0.769840837] yes=65,no=66,missing=65,gain=73.8369446,cover=204108
- 65:leaf=2.37615732e-05,cover=0
- 66:leaf=0.00202955166,cover=0
- 16:[PialCurv5<-0.103163145] yes=33,no=34,missing=34,gain=60.2920418,cover=605610
- 33:[Curv5<-0.146701202] yes=67,no=68,missing=68,gain=36.7106209,cover=136366
- 67:leaf=0.000197226982,cover=0
- 68:leaf=0.00333290221,cover=0
- 34:[Ecc<4.46987629] yes=69,no=70,missing=69,gain=40.6792526,cover=469244
- 69:leaf=-0.00168854359,cover=0
- 70:leaf=-0.000530621794,cover=0
- 8:[PialCurv5<0.0171581414] yes=17,no=18,missing=17,gain=51.6459274,cover=2052520
- 17:[MidArea5<0.563840628] yes=35,no=36,missing=35,gain=35.4620857,cover=151602
- 35:[Ecc<1.79549146] yes=71,no=72,missing=72,gain=16.2526302,cover=17118
- 71:leaf=0.0013004283,cover=0
- 72:leaf=-0.00216180622,cover=0
- 36:[Curv5<0.00780903921] yes=73,no=74,missing=73,gain=32.4364777,cover=134484
- 73:leaf=0.000425595936,cover=0
- 74:leaf=0.00197868398,cover=0
- 18:[PialArea5<0.567627013] yes=37,no=38,missing=37,gain=27.5002251,cover=1900918
- 37:[Area5<0.628069878] yes=75,no=76,missing=76,gain=41.5846176,cover=1118809
- 75:leaf=-0.000541063666,cover=0
- 76:leaf=0.000263046444,cover=0
- 38:[LGI5<2.93978119] yes=77,no=78,missing=78,gain=23.6514053,cover=782109
- 77:leaf=-3.44031214e-05,cover=0
- 78:leaf=-0.000593579374,cover=0
- 4:[Area5<0.7084831] yes=9,no=10,missing=9,gain=11.1123247,cover=42123
- 9:[Ecc<1.31300318] yes=19,no=20,missing=19,gain=4.766819,cover=33228
- 19:[MidArea5<0.756283522] yes=39,no=40,missing=40,gain=0.958769321,cover=3430
- 39:[PialCurv5<-0.154837668] yes=79,no=80,missing=79,gain=0.726004362,cover=3205
- 79:leaf=-0.00639484171,cover=0
- 80:leaf=-0.000929577101,cover=0
- 40:[PialCurv5<-0.0948967114] yes=81,no=82,missing=81,gain=1.34042764,cover=225
- 81:leaf=-0.0125939017,cover=0
- 82:leaf=-0.00257765176,cover=0
- 20:[Sulc0<-0.0562447868] yes=41,no=42,missing=41,gain=3.42436028,cover=29798
- 41:[Curv5<-0.234010845] yes=83,no=84,missing=83,gain=5.21728039,cover=25742
- 83:leaf=-0.000234153631,cover=0
- 84:leaf=0.00136082235,cover=0
- 42:[Curv5<-0.127358407] yes=85,no=86,missing=85,gain=8.44139957,cover=4056
- 85:leaf=0.00720769772,cover=0
- 86:leaf=-0.00130254647,cover=0
- 10:[PialArea5<0.686586082] yes=21,no=22,missing=21,gain=8.35095406,cover=8895
- 21:[PialCurv5<0.0987490341] yes=43,no=44,missing=44,gain=4.64192009,cover=3526
- 43:[Sulc0<0.0294309072] yes=87,no=88,missing=87,gain=4.47097778,cover=1833
- 87:leaf=0.00686710794,cover=0
- 88:leaf=-0.00212907442,cover=0
- 44:[Ecc<23.5513935] yes=89,no=90,missing=89,gain=1.13075781,cover=1693
- 89:leaf=0.00224571791,cover=0
- 90:leaf=0.00918679591,cover=0
- 22:[Ecc<20.3925476] yes=45,no=46,missing=46,gain=3.54631114,cover=5369
- 45:[LGI5<3.21727777] yes=91,no=92,missing=92,gain=4.12092781,cover=4186
- 91:leaf=0.00117654132,cover=0
- 92:leaf=-0.00349251414,cover=0
- 46:[PialCurv5<0.00236006663] yes=93,no=94,missing=94,gain=3.37240458,cover=1183
- 93:leaf=0.00246848282,cover=0
- 94:leaf=0.00960983615,cover=0
- 2:[Area5<0.790145099] yes=5,no=6,missing=6,gain=10.975069,cover=1452733
- 5:[Sulc0<0.0214736983] yes=11,no=12,missing=11,gain=15.5004759,cover=1206763
- 11:[Sulc0<-0.87967056] yes=23,no=24,missing=23,gain=10.0711765,cover=1161216
- 23:[Curv5<-0.26388669] yes=47,no=48,missing=48,gain=6.71303558,cover=283146
- 47:[Ecc<10.0121937] yes=95,no=96,missing=95,gain=9.60631371,cover=53933
- 95:leaf=4.76256064e-05,cover=0
- 96:leaf=0.00174064899,cover=0
- 48:[Area5<0.587948382] yes=97,no=98,missing=98,gain=6.92983103,cover=229213
- 97:leaf=0.000239452565,cover=0
- 98:leaf=-0.00040218138,cover=0
- 24:[MidArea5<1.1557827] yes=49,no=50,missing=49,gain=17.9004307,cover=878070
- 49:[Area5<0.659308732] yes=99,no=100,missing=99,gain=13.8685265,cover=874507
- 99:leaf=0.000498578884,cover=0
- 100:leaf=6.71536764e-05,cover=0
- 50:[Curv5<-0.209697157] yes=101,no=102,missing=102,gain=5.66375351,cover=3563
- 101:leaf=-0.000533511338,cover=0
- 102:leaf=0.00467779767,cover=0
- 12:[Sulc0<0.717745602] yes=25,no=26,missing=25,gain=9.10022163,cover=45547
- 25:[Pol<74.7525482] yes=51,no=52,missing=51,gain=7.78494263,cover=45516
- 51:[LGI5<3.62495422] yes=103,no=104,missing=103,gain=22.171133,cover=17080
- 103:leaf=-8.81885862e-05,cover=0
- 104:leaf=0.011147147,cover=0
- 52:[Pol<104.38549] yes=105,no=106,missing=106,gain=19.4587784,cover=28436
- 105:leaf=0.00558239361,cover=0
- 106:leaf=0.00113374612,cover=0
- 26:[PialCurv5<-0.0245349593] yes=53,no=54,missing=53,gain=1.16668606,cover=31
- 53:[Curv5<-0.180574343] yes=107,no=108,missing=108,gain=0.108891726,cover=4
- 107:leaf=-0.00795091968,cover=0
- 108:leaf=0.00642145425,cover=0
- 54:[Pol<40.9012032] yes=109,no=110,missing=109,gain=0.331694603,cover=27
- 109:leaf=0.0419272855,cover=0
- 110:leaf=0.0250051115,cover=0
- 6:[PialArea5<1.16111541] yes=13,no=14,missing=13,gain=9.13909531,cover=245970
- 13:[Pol<30.3635597] yes=27,no=28,missing=28,gain=6.2397213,cover=117201
- 27:[LGI5<3.21727777] yes=55,no=56,missing=55,gain=5.86886692,cover=27775
- 55:[Curv5<0.00319097727] yes=111,no=112,missing=111,gain=2.93649435,cover=18612
- 111:leaf=-0.000503653835,cover=0
- 112:leaf=0.00269204727,cover=0
- 56:[Curv5<-0.130991504] yes=113,no=114,missing=114,gain=3.62873793,cover=9163
- 113:leaf=0.000155046218,cover=0
- 114:leaf=0.00214542053,cover=0
- 28:[Ecc<0.669936359] yes=57,no=58,missing=58,gain=6.11204529,cover=89426
- 57:[LGI5<2.55302763] yes=115,no=116,missing=116,gain=5.37111282,cover=617
- 115:leaf=0.0059820991,cover=0
- 116:leaf=-0.00813974719,cover=0
- 58:[Ecc<5.21075869] yes=117,no=118,missing=117,gain=5.41266823,cover=88809
- 117:leaf=-0.00157590769,cover=0
- 118:leaf=-0.000571335608,cover=0
- 14:[Pol<168.718765] yes=29,no=30,missing=29,gain=5.36264372,cover=128769
- 29:[Pol<79.5617371] yes=59,no=60,missing=60,gain=8.37943935,cover=116013
- 59:[Ecc<11.1913614] yes=119,no=120,missing=119,gain=11.1824579,cover=94746
- 119:leaf=-0.000329128088,cover=0
- 120:leaf=0.00090323214,cover=0
- 60:[Area5<0.987501919] yes=121,no=122,missing=121,gain=13.3376942,cover=21267
- 121:leaf=0.00162850262,cover=0
- 122:leaf=-0.00184064044,cover=0
- 30:[Ecc<6.52965975] yes=61,no=62,missing=61,gain=17.7761364,cover=12756
- 61:[Area5<0.864337862] yes=123,no=124,missing=123,gain=5.28499889,cover=983
- 123:leaf=0.00333186216,cover=0
- 124:leaf=0.011580877,cover=0
- 62:[Ecc<19.170145] yes=125,no=126,missing=125,gain=8.92089176,cover=11773
- 125:leaf=-0.00235997955,cover=0
- 126:leaf=0.000597358623,cover=0
-booster[275]:
-0:[Area5<0.380439579] yes=1,no=2,missing=2,gain=8.68086052,cover=5124388
- 1:[PialCurv5<-0.0280297659] yes=3,no=4,missing=4,gain=4.96032429,cover=20016
- 3:[MidArea5<0.505849421] yes=7,no=8,missing=7,gain=2.96058369,cover=19654
- 7:[PialArea5<0.662493944] yes=15,no=16,missing=15,gain=6.48219013,cover=5651
- 15:[Pol<31.3444195] yes=31,no=32,missing=31,gain=3.9789753,cover=5190
- 31:[LGI5<3.30554914] yes=63,no=64,missing=63,gain=1.11314297,cover=239
- 63:leaf=-0.00547714205,cover=0
- 64:leaf=0.0096240649,cover=0
- 32:[MidArea5<0.48507002] yes=65,no=66,missing=65,gain=2.78535318,cover=4951
- 65:leaf=0.00264845486,cover=0
- 66:leaf=4.16409603e-06,cover=0
- 16:[Curv5<-0.39144522] yes=33,no=34,missing=33,gain=0.864848137,cover=461
- 33:[Ecc<2.02168798] yes=67,no=68,missing=68,gain=0.358244896,cover=39
- 67:leaf=0.00195403304,cover=0
- 68:leaf=0.0166891292,cover=0
- 34:[Pol<64.3762589] yes=69,no=70,missing=69,gain=0.82147789,cover=422
- 69:leaf=0.00249666581,cover=0
- 70:leaf=0.00816311315,cover=0
- 8:[PialArea5<0.679818809] yes=17,no=18,missing=17,gain=3.79916048,cover=14003
- 17:[PialCurv5<-0.124814533] yes=35,no=36,missing=35,gain=1.58411586,cover=1360
- 35:[Pol<71.8249207] yes=71,no=72,missing=71,gain=0.959633589,cover=771
- 71:leaf=-0.000251301914,cover=0
- 72:leaf=-0.00428282749,cover=0
- 36:[Pol<170.749283] yes=73,no=74,missing=73,gain=0.594089508,cover=589
- 73:leaf=0.000495011394,cover=0
- 74:leaf=-0.00827221852,cover=0
- 18:[MidArea5<0.524661958] yes=37,no=38,missing=37,gain=5.40785837,cover=12643
- 37:[PialArea5<0.702764034] yes=75,no=76,missing=76,gain=2.05934143,cover=1066
- 75:leaf=0.00284004654,cover=0
- 76:leaf=0.00747491047,cover=0
- 38:[PialCurv5<-0.140412122] yes=77,no=78,missing=77,gain=4.20519257,cover=11577
- 77:leaf=-0.000404289982,cover=0
- 78:leaf=0.00152548251,cover=0
- 4:[LGI5<3.03694534] yes=9,no=10,missing=10,gain=1.89809012,cover=362
- 9:[Sulc0<0.495946974] yes=19,no=20,missing=20,gain=1.156183,cover=244
- 19:[MidArea5<0.633289158] yes=39,no=40,missing=40,gain=1.1028353,cover=184
- 39:[MidArea5<0.421422303] yes=79,no=80,missing=79,gain=0.635284543,cover=181
- 79:leaf=-0.00746526662,cover=0
- 80:leaf=-0.00151719514,cover=0
- 40:leaf=0.0218960345,cover=0
- 20:[PialCurv5<0.309146255] yes=41,no=42,missing=41,gain=0.514776707,cover=60
- 41:[Curv5<0.233002663] yes=81,no=82,missing=82,gain=0.145016477,cover=32
- 81:leaf=-0.00499466062,cover=0
- 82:leaf=0.00184158143,cover=0
- 42:[Ecc<11.5171156] yes=83,no=84,missing=83,gain=0.0160358548,cover=28
- 83:leaf=0.012615338,cover=0
- 84:leaf=0.00744351,cover=0
- 10:[PialArea5<0.292306483] yes=21,no=22,missing=22,gain=2.03201914,cover=118
- 21:[Ecc<12.5441074] yes=43,no=44,missing=43,gain=0.909249067,cover=71
- 43:leaf=0.0188523978,cover=0
- 44:[Sulc0<0.392869562] yes=85,no=86,missing=86,gain=0.422658682,cover=68
- 85:leaf=-0.000859984313,cover=0
- 86:leaf=-0.00891305599,cover=0
- 22:[Sulc0<0.517823458] yes=45,no=46,missing=45,gain=0.591504574,cover=47
- 45:[Curv5<-0.200394869] yes=87,no=88,missing=88,gain=0.491707802,cover=21
- 87:leaf=0.00541641144,cover=0
- 88:leaf=-0.0258996394,cover=0
- 46:[PialArea5<0.454431564] yes=89,no=90,missing=89,gain=0.430206776,cover=26
- 89:leaf=-0.0147116724,cover=0
- 90:leaf=0.00249501225,cover=0
- 2:[PialArea5<0.317611694] yes=5,no=6,missing=6,gain=9.12163639,cover=5104372
- 5:[PialCurv5<0.147539601] yes=11,no=12,missing=12,gain=7.12672043,cover=140068
- 11:[Sulc0<0.812575758] yes=23,no=24,missing=24,gain=7.43515491,cover=11564
- 23:[LGI5<3.78836131] yes=47,no=48,missing=47,gain=5.33077717,cover=8312
- 47:[Curv5<0.0896491781] yes=91,no=92,missing=91,gain=4.85290623,cover=8253
- 91:leaf=-0.00215792307,cover=0
- 92:leaf=0.00137837115,cover=0
- 48:[Curv5<0.137416571] yes=93,no=94,missing=93,gain=0.520474434,cover=59
- 93:leaf=-0.0211920813,cover=0
- 94:leaf=-0.0104996217,cover=0
- 24:[LGI5<3.53458858] yes=49,no=50,missing=49,gain=3.21568298,cover=3252
- 49:[PialCurv5<0.0519027263] yes=95,no=96,missing=95,gain=3.55234337,cover=3005
- 95:leaf=0.00880580582,cover=0
- 96:leaf=0.0034354066,cover=0
- 50:[Ecc<26.4278679] yes=97,no=98,missing=97,gain=2.59574533,cover=247
- 97:leaf=-0.00686586276,cover=0
- 98:leaf=0.00334906438,cover=0
- 12:[Pol<104.38549] yes=25,no=26,missing=25,gain=7.11755037,cover=128504
- 25:[Pol<91.5616074] yes=51,no=52,missing=52,gain=6.57446384,cover=95605
- 51:[Ecc<8.87956142] yes=99,no=100,missing=99,gain=10.0628319,cover=32458
- 99:leaf=0.00263110781,cover=0
- 100:leaf=0.00025631793,cover=0
- 52:[Ecc<5.91357183] yes=101,no=102,missing=102,gain=4.796875,cover=63147
- 101:leaf=0.000492902298,cover=0
- 102:leaf=-0.000491830637,cover=0
- 26:[Ecc<7.79996967] yes=53,no=54,missing=53,gain=5.84090996,cover=32899
- 53:[Sulc0<0.68960917] yes=103,no=104,missing=103,gain=4.09587908,cover=18070
- 103:leaf=0.000825461466,cover=0
- 104:leaf=-0.000798168068,cover=0
- 54:[Ecc<16.5318356] yes=105,no=106,missing=105,gain=7.94156265,cover=14829
- 105:leaf=0.00287476624,cover=0
- 106:leaf=0.000557514199,cover=0
- 6:[Curv5<0.126145482] yes=13,no=14,missing=14,gain=13.0074577,cover=4964304
- 13:[Sulc0<0.636906147] yes=27,no=28,missing=27,gain=22.2899837,cover=4328272
- 27:[LGI5<3.84897733] yes=55,no=56,missing=56,gain=15.3344584,cover=4144382
- 55:[Pol<107.129471] yes=107,no=108,missing=107,gain=17.0419178,cover=4114875
- 107:leaf=9.85627048e-05,cover=0
- 108:leaf=-0.000105050509,cover=0
- 56:[Pol<147.599014] yes=109,no=110,missing=109,gain=28.316206,cover=29507
- 109:leaf=-0.00216780999,cover=0
- 110:leaf=0.0011989706,cover=0
- 28:[Pol<90.9627914] yes=57,no=58,missing=57,gain=41.420784,cover=183890
- 57:[Area5<0.559839368] yes=111,no=112,missing=111,gain=25.7399387,cover=70675
- 111:leaf=-0.0101563483,cover=0
- 112:leaf=-0.000302032655,cover=0
- 58:[Pol<116.093399] yes=113,no=114,missing=113,gain=17.0861282,cover=113215
- 113:leaf=0.000802906405,cover=0
- 114:leaf=0.00224276143,cover=0
- 14:[Sulc0<0.506771445] yes=29,no=30,missing=30,gain=25.4651394,cover=636032
- 29:[Pol<60.4070244] yes=59,no=60,missing=59,gain=22.6814442,cover=314310
- 59:[Ecc<1.21076584] yes=115,no=116,missing=116,gain=19.1301994,cover=7208
- 115:leaf=-0.00377858477,cover=0
- 116:leaf=0.00386407855,cover=0
- 60:[Area5<0.620557249] yes=117,no=118,missing=117,gain=16.8416195,cover=307102
- 117:leaf=-0.000830316392,cover=0
- 118:leaf=0.000188253165,cover=0
- 30:[PialArea5<0.507580996] yes=61,no=62,missing=62,gain=18.7980804,cover=321722
- 61:[Area5<0.818724692] yes=119,no=120,missing=120,gain=16.1880245,cover=292098
- 119:leaf=-0.000504750991,cover=0
- 120:leaf=0.00116798922,cover=0
- 62:[Area5<0.924216449] yes=121,no=122,missing=121,gain=13.4556541,cover=29624
- 121:leaf=-0.00202960125,cover=0
- 122:leaf=0.00217025052,cover=0
-booster[276]:
-0:[LGI5<2.35279679] yes=1,no=2,missing=1,gain=8.57423973,cover=5124388
- 1:[Ecc<6.70300007] yes=3,no=4,missing=3,gain=11.8394527,cover=566021
- 3:[PialCurv5<-0.0858580992] yes=7,no=8,missing=8,gain=10.5542269,cover=534626
- 7:[Curv5<-0.112134233] yes=15,no=16,missing=15,gain=21.2464123,cover=212564
- 15:[Ecc<1.41371143] yes=31,no=32,missing=31,gain=19.1218681,cover=207268
- 31:[Pol<155.012512] yes=63,no=64,missing=63,gain=6.59604263,cover=83092
- 63:leaf=-0.000547337928,cover=0
- 64:leaf=-0.00198937091,cover=0
- 32:[Pol<65.8802414] yes=65,no=66,missing=65,gain=7.18828964,cover=124176
- 65:leaf=-0.000181269468,cover=0
- 66:leaf=0.000593264063,cover=0
- 16:[PialArea5<0.788206637] yes=33,no=34,missing=33,gain=14.6052971,cover=5296
- 33:[LGI5<2.27925944] yes=67,no=68,missing=67,gain=3.58639693,cover=2751
- 67:leaf=-0.000919297338,cover=0
- 68:leaf=0.00275863195,cover=0
- 34:[Curv5<-0.0860676765] yes=69,no=70,missing=69,gain=5.78941727,cover=2545
- 69:leaf=0.0044194581,cover=0
- 70:leaf=0.00988812279,cover=0
- 8:[Curv5<-0.171285838] yes=17,no=18,missing=17,gain=16.8041439,cover=322062
- 17:[Pol<25.2957573] yes=35,no=36,missing=36,gain=7.47414398,cover=12237
- 35:[Ecc<2.48523927] yes=71,no=72,missing=71,gain=1.49608541,cover=1519
- 71:leaf=-0.0017080782,cover=0
- 72:leaf=0.00266186032,cover=0
- 36:[PialCurv5<-0.058241725] yes=73,no=74,missing=74,gain=4.43718529,cover=10718
- 73:leaf=0.00225850171,cover=0
- 74:leaf=0.00503825769,cover=0
- 18:[Pol<100.628822] yes=37,no=38,missing=37,gain=13.9077759,cover=309825
- 37:[Curv5<-0.0620335713] yes=75,no=76,missing=75,gain=14.0507565,cover=131554
- 75:leaf=1.5741869e-05,cover=0
- 76:leaf=0.0011075394,cover=0
- 38:[Area5<0.545738399] yes=77,no=78,missing=77,gain=15.8083811,cover=178271
- 77:leaf=0.00134665181,cover=0
- 78:leaf=-0.000112345726,cover=0
- 4:[Area5<0.589787364] yes=9,no=10,missing=9,gain=3.25535774,cover=31395
- 9:[Ecc<8.55626965] yes=19,no=20,missing=20,gain=9.32780075,cover=5740
- 19:[LGI5<2.16230083] yes=39,no=40,missing=39,gain=2.96374822,cover=5041
- 39:[Curv5<-0.136312515] yes=79,no=80,missing=80,gain=6.12484932,cover=392
- 79:leaf=-0.00122246775,cover=0
- 80:leaf=-0.0161408093,cover=0
- 40:[Pol<168.023468] yes=81,no=82,missing=81,gain=2.52463484,cover=4649
- 81:leaf=-0.000541131885,cover=0
- 82:leaf=0.00287445867,cover=0
- 20:[MidArea5<0.592231214] yes=41,no=42,missing=41,gain=2.19284344,cover=699
- 41:[Curv5<-0.297558427] yes=83,no=84,missing=84,gain=2.12426567,cover=220
- 83:leaf=-0.00471101701,cover=0
- 84:leaf=0.0114837382,cover=0
- 42:[Pol<53.6550331] yes=85,no=86,missing=85,gain=1.31263185,cover=479
- 85:leaf=-0.00500711612,cover=0
- 86:leaf=0.00458310731,cover=0
- 10:[Ecc<10.426198] yes=21,no=22,missing=22,gain=3.77180576,cover=25655
- 21:[Sulc0<-0.522449493] yes=43,no=44,missing=43,gain=4.72118902,cover=23909
- 43:[PialArea5<0.758763015] yes=87,no=88,missing=87,gain=4.8060236,cover=4348
- 87:leaf=-0.00722632185,cover=0
- 88:leaf=-0.00176252855,cover=0
- 44:[Pol<130.198486] yes=89,no=90,missing=90,gain=5.42110443,cover=19561
- 89:leaf=-0.000822074071,cover=0
- 90:leaf=0.00168347487,cover=0
- 22:[Pol<118.191307] yes=45,no=46,missing=46,gain=5.04377174,cover=1746
- 45:[LGI5<2.22170687] yes=91,no=92,missing=91,gain=1.93567657,cover=1141
- 91:leaf=-0.00705322204,cover=0
- 92:leaf=-0.000549384626,cover=0
- 46:[LGI5<2.27925944] yes=93,no=94,missing=94,gain=2.51700687,cover=605
- 93:leaf=-0.0026016729,cover=0
- 94:leaf=-0.00933844689,cover=0
- 2:[Ecc<3.29132295] yes=5,no=6,missing=5,gain=17.0789471,cover=4558367
- 5:[LGI5<2.61550069] yes=11,no=12,missing=11,gain=52.3600464,cover=722905
- 11:[Sulc0<-0.563680887] yes=23,no=24,missing=23,gain=18.1397686,cover=637136
- 23:[Curv5<-0.132798299] yes=47,no=48,missing=48,gain=20.8081646,cover=345618
- 47:[PialCurv5<-0.0656740367] yes=95,no=96,missing=95,gain=14.6364489,cover=268521
- 95:leaf=-0.000118601194,cover=0
- 96:leaf=0.00200562854,cover=0
- 48:[PialCurv5<-0.101551421] yes=97,no=98,missing=97,gain=34.9829636,cover=77097
- 97:leaf=0.00559983915,cover=0
- 98:leaf=0.00063919829,cover=0
- 24:[Area5<0.631603718] yes=49,no=50,missing=50,gain=32.257103,cover=291518
- 49:[Curv5<-0.119937547] yes=99,no=100,missing=100,gain=18.0399342,cover=100169
- 99:leaf=-0.000762975309,cover=0
- 100:leaf=0.000752565917,cover=0
- 50:[PialCurv5<0.107261039] yes=101,no=102,missing=101,gain=59.3477669,cover=191349
- 101:leaf=-0.00147491496,cover=0
- 102:leaf=0.000324866356,cover=0
- 12:[LGI5<3.01963663] yes=25,no=26,missing=26,gain=9.94326019,cover=85769
- 25:[Curv5<0.0554658733] yes=51,no=52,missing=51,gain=7.93762207,cover=84724
- 51:[Sulc0<-0.258417875] yes=103,no=104,missing=103,gain=11.5406036,cover=70845
- 103:leaf=-0.00145532587,cover=0
- 104:leaf=-0.00349682267,cover=0
- 52:[Ecc<1.46579576] yes=105,no=106,missing=105,gain=9.57613659,cover=13879
- 105:leaf=0.00242687715,cover=0
- 106:leaf=-0.000988024287,cover=0
- 26:[Pol<143.237381] yes=53,no=54,missing=53,gain=20.8142471,cover=1045
- 53:[Ecc<2.6050899] yes=107,no=108,missing=107,gain=8.00220108,cover=645
- 107:leaf=0.0142886359,cover=0
- 108:leaf=0.00313218357,cover=0
- 54:[MidArea5<0.675531864] yes=109,no=110,missing=109,gain=2.10403585,cover=400
- 109:leaf=-0.01546863,cover=0
- 110:leaf=-0.004178626,cover=0
- 6:[PialCurv5<0.141046807] yes=13,no=14,missing=13,gain=16.3045235,cover=3835462
- 13:[Sulc0<0.586347759] yes=27,no=28,missing=27,gain=42.6540108,cover=2912295
- 27:[MidArea5<0.563840628] yes=55,no=56,missing=55,gain=23.9183674,cover=2811821
- 55:[Pol<86.0952454] yes=111,no=112,missing=111,gain=35.6233826,cover=105016
- 111:leaf=0.000527077529,cover=0
- 112:leaf=-0.00139074749,cover=0
- 56:[Sulc0<-0.516633809] yes=113,no=114,missing=113,gain=26.6022358,cover=2706805
- 113:leaf=-0.000143903962,cover=0
- 114:leaf=0.000184810022,cover=0
- 28:[Ecc<40.3354568] yes=57,no=58,missing=58,gain=20.6651878,cover=100474
- 57:[LGI5<3.3215456] yes=115,no=116,missing=115,gain=17.1030121,cover=76135
- 115:leaf=0.00199468737,cover=0
- 116:leaf=0.00037104587,cover=0
- 58:[Pol<37.1539459] yes=117,no=118,missing=118,gain=16.1198425,cover=24339
- 117:leaf=0.00315507385,cover=0
- 118:leaf=-0.000675263524,cover=0
- 14:[PialArea5<0.550757647] yes=29,no=30,missing=29,gain=29.5521049,cover=923167
- 29:[Pol<113.913933] yes=59,no=60,missing=59,gain=24.65765,cover=726665
- 59:[Area5<0.818724692] yes=119,no=120,missing=119,gain=19.8408947,cover=590511
- 119:leaf=-0.000211607199,cover=0
- 120:leaf=0.00136929087,cover=0
- 60:[Area5<0.683950484] yes=121,no=122,missing=122,gain=21.6666031,cover=136154
- 121:leaf=-6.76487325e-05,cover=0
- 122:leaf=0.0011949155,cover=0
- 30:[Ecc<6.70300007] yes=61,no=62,missing=61,gain=16.2319107,cover=196502
- 61:[PialArea5<0.758763015] yes=123,no=124,missing=124,gain=7.66519499,cover=44092
- 123:leaf=-8.71876036e-05,cover=0
- 124:leaf=0.00207506795,cover=0
- 62:[Area5<0.642765105] yes=125,no=126,missing=126,gain=21.8375549,cover=152410
- 125:leaf=-0.0041747475,cover=0
- 126:leaf=-0.000841079862,cover=0
-booster[277]:
-0:[PialArea5<1.19545019] yes=1,no=2,missing=2,gain=8.74454403,cover=5124388
- 1:[Curv5<-0.287682682] yes=3,no=4,missing=3,gain=10.6162491,cover=4801342
- 3:[Area5<0.625618935] yes=7,no=8,missing=7,gain=15.7595053,cover=173311
- 7:[Sulc0<-0.632113814] yes=15,no=16,missing=15,gain=5.9634428,cover=130181
- 15:[Curv5<-0.319950402] yes=31,no=32,missing=32,gain=4.30199528,cover=90644
- 31:[PialArea5<0.658944428] yes=63,no=64,missing=63,gain=3.34117937,cover=38820
- 63:leaf=-0.00083187985,cover=0
- 64:leaf=0.000463095814,cover=0
- 32:[PialCurv5<-0.145424455] yes=65,no=66,missing=65,gain=4.28363609,cover=51824
- 65:leaf=-0.000733687717,cover=0
- 66:leaf=0.000248874334,cover=0
- 16:[PialArea5<0.699586272] yes=33,no=34,missing=33,gain=5.79935074,cover=39537
- 33:[Area5<0.499970406] yes=67,no=68,missing=68,gain=3.43158484,cover=17081
- 67:leaf=0.000642496685,cover=0
- 68:leaf=-0.000775531982,cover=0
- 34:[PialCurv5<-0.136031076] yes=69,no=70,missing=69,gain=5.9234724,cover=22456
- 69:leaf=0.000670761277,cover=0
- 70:leaf=0.00255892915,cover=0
- 8:[PialCurv5<-0.154837668] yes=17,no=18,missing=18,gain=6.46981049,cover=43130
- 17:[Pol<11.2407846] yes=35,no=36,missing=35,gain=5.13088131,cover=29038
- 35:[Ecc<10.147254] yes=71,no=72,missing=71,gain=3.70158291,cover=5411
- 71:leaf=-0.00172577694,cover=0
- 72:leaf=0.000925958157,cover=0
- 36:[Ecc<32.0879669] yes=73,no=74,missing=73,gain=4.64669991,cover=23627
- 73:leaf=0.00129483663,cover=0
- 74:leaf=-0.00127886375,cover=0
- 18:[PialCurv5<-0.08490628] yes=37,no=38,missing=38,gain=3.71715164,cover=14092
- 37:[Area5<0.693521142] yes=75,no=76,missing=76,gain=2.66797638,cover=13527
- 75:leaf=0.00179260469,cover=0
- 76:leaf=0.00334203057,cover=0
- 38:[Ecc<31.520586] yes=77,no=78,missing=78,gain=1.2140491,cover=565
- 77:leaf=-0.00106703315,cover=0
- 78:leaf=-0.00838284101,cover=0
- 4:[PialCurv5<-0.181738108] yes=9,no=10,missing=10,gain=14.3962545,cover=4628031
- 9:[Curv5<-0.256378978] yes=19,no=20,missing=20,gain=11.1762991,cover=12179
- 19:[Area5<0.644818127] yes=39,no=40,missing=39,gain=3.44210863,cover=7259
- 39:[Pol<62.0115929] yes=79,no=80,missing=80,gain=2.42929387,cover=4110
- 79:leaf=0.00104390015,cover=0
- 80:leaf=-0.00146229845,cover=0
- 40:[Area5<0.877147377] yes=81,no=82,missing=81,gain=2.38452983,cover=3149
- 81:leaf=0.00147556397,cover=0
- 82:leaf=0.0108762113,cover=0
- 20:[Sulc0<0.0214736983] yes=41,no=42,missing=41,gain=7.4374218,cover=4920
- 41:[Area5<0.607942343] yes=83,no=84,missing=83,gain=5.35268021,cover=4581
- 83:leaf=0.00170601963,cover=0
- 84:leaf=0.00529862288,cover=0
- 42:[Curv5<-0.150053754] yes=85,no=86,missing=85,gain=3.20555878,cover=339
- 85:leaf=-5.04207928e-05,cover=0
- 86:leaf=-0.0102293361,cover=0
- 10:[Sulc0<-0.325671464] yes=21,no=22,missing=21,gain=13.3810425,cover=4615852
- 21:[Pol<10.3232107] yes=43,no=44,missing=44,gain=24.925087,cover=1854425
- 43:[Curv5<-0.174421206] yes=87,no=88,missing=87,gain=19.0713959,cover=148300
- 87:leaf=-1.15033354e-05,cover=0
- 88:leaf=0.00113343855,cover=0
- 44:[Area5<0.571740985] yes=89,no=90,missing=89,gain=36.1191406,cover=1706125
- 89:leaf=0.000190797975,cover=0
- 90:leaf=-0.000331366085,cover=0
- 22:[PialCurv5<-0.0529128574] yes=45,no=46,missing=45,gain=22.5615883,cover=2761427
- 45:[Curv5<-0.0860676765] yes=91,no=92,missing=91,gain=146.22081,cover=334513
- 91:leaf=-1.36430772e-05,cover=0
- 92:leaf=0.00294523104,cover=0
- 46:[Curv5<-0.127358407] yes=93,no=94,missing=94,gain=109.051582,cover=2426914
- 93:leaf=0.00343798846,cover=0
- 94:leaf=-5.15894462e-05,cover=0
- 2:[PialCurv5<-0.125671759] yes=5,no=6,missing=6,gain=5.80114174,cover=323046
- 5:[Curv5<-0.163374811] yes=11,no=12,missing=11,gain=22.5615005,cover=71482
- 11:[Curv5<-0.186853081] yes=23,no=24,missing=23,gain=4.93007183,cover=69818
- 23:[Pol<159.435425] yes=47,no=48,missing=48,gain=3.28295135,cover=65460
- 47:[Area5<0.606435955] yes=95,no=96,missing=95,gain=3.91983294,cover=55896
- 95:leaf=0.00122997444,cover=0
- 96:leaf=-0.000363600062,cover=0
- 48:[Sulc0<-0.632113814] yes=97,no=98,missing=98,gain=3.93262768,cover=9564
- 97:leaf=-0.000800360402,cover=0
- 98:leaf=-0.00354826986,cover=0
- 24:[PialCurv5<-0.137075767] yes=49,no=50,missing=49,gain=3.01662946,cover=4358
- 49:[Area5<0.987501919] yes=99,no=100,missing=99,gain=4.14034462,cover=1104
- 99:leaf=0.004482619,cover=0
- 100:leaf=-0.00700990343,cover=0
- 50:[Area5<0.717401922] yes=101,no=102,missing=101,gain=1.34993243,cover=3254
- 101:leaf=0.00212674611,cover=0
- 102:leaf=-9.10073722e-05,cover=0
- 12:[Ecc<0.889730632] yes=25,no=26,missing=26,gain=5.02467918,cover=1664
- 25:[Sulc0<-0.732140064] yes=51,no=52,missing=51,gain=3.4318161,cover=46
- 51:[Ecc<0.618862808] yes=103,no=104,missing=103,gain=0.776942611,cover=28
- 103:leaf=0.00860405434,cover=0
- 104:leaf=-0.00749015762,cover=0
- 52:[LGI5<2.58938479] yes=105,no=106,missing=105,gain=0.470235348,cover=18
- 105:leaf=-0.0288069732,cover=0
- 106:leaf=0.00338005438,cover=0
- 26:[Ecc<9.75650311] yes=53,no=54,missing=53,gain=4.9676857,cover=1618
- 53:[Area5<0.734195113] yes=107,no=108,missing=107,gain=6.10835266,cover=1301
- 107:leaf=0.00380507461,cover=0
- 108:leaf=0.0106750829,cover=0
- 54:[Curv5<-0.121808149] yes=109,no=110,missing=109,gain=3.43302083,cover=317
- 109:leaf=0.00258481735,cover=0
- 110:leaf=-0.0121806972,cover=0
- 6:[Sulc0<-1.15707839] yes=13,no=14,missing=14,gain=7.28425598,cover=251564
- 13:[PialCurv5<-0.115016438] yes=27,no=28,missing=27,gain=5.21032333,cover=8482
- 27:[Area5<0.818724692] yes=55,no=56,missing=56,gain=1.34878659,cover=3093
- 55:[LGI5<2.5416429] yes=111,no=112,missing=111,gain=1.6871258,cover=2762
- 111:leaf=0.000951946888,cover=0
- 112:leaf=-0.00182619505,cover=0
- 56:[Ecc<1.91022825] yes=113,no=114,missing=114,gain=0.523165226,cover=331
- 113:leaf=-0.00254710065,cover=0
- 114:leaf=0.0042099054,cover=0
- 28:[LGI5<2.13090348] yes=57,no=58,missing=57,gain=3.93132305,cover=5389
- 57:[Ecc<0.669936359] yes=115,no=116,missing=115,gain=2.51771331,cover=123
- 115:leaf=0.0145122772,cover=0
- 116:leaf=0.000213218882,cover=0
- 58:[Ecc<9.50052643] yes=117,no=118,missing=117,gain=4.00494671,cover=5266
- 117:leaf=-0.00247467216,cover=0
- 118:leaf=0.00526286941,cover=0
- 14:[LGI5<2.45281005] yes=29,no=30,missing=29,gain=8.42761612,cover=243082
- 29:[Ecc<5.97554874] yes=59,no=60,missing=59,gain=7.36930275,cover=57888
- 59:[Pol<154.27803] yes=119,no=120,missing=120,gain=12.8556728,cover=53760
- 119:leaf=0.000837151718,cover=0
- 120:leaf=0.00339020207,cover=0
- 60:[LGI5<2.33061647] yes=121,no=122,missing=121,gain=3.05939579,cover=4128
- 121:leaf=0.00145198253,cover=0
- 122:leaf=-0.00182133191,cover=0
- 30:[Ecc<4.60336304] yes=61,no=62,missing=61,gain=11.0556726,cover=185194
- 61:[PialCurv5<-0.0886472985] yes=123,no=124,missing=123,gain=10.6145267,cover=52602
- 123:leaf=0.000151142056,cover=0
- 124:leaf=-0.00134428532,cover=0
- 62:[Area5<0.675895274] yes=125,no=126,missing=125,gain=8.66091251,cover=132592
- 125:leaf=0.00177466345,cover=0
- 126:leaf=0.000366302964,cover=0
-booster[278]:
-0:[PialArea5<0.859420419] yes=1,no=2,missing=2,gain=8.61854649,cover=5124388
- 1:[Area5<0.782137334] yes=3,no=4,missing=3,gain=21.9908085,cover=3108132
- 3:[Ecc<0.353712648] yes=7,no=8,missing=7,gain=13.2793427,cover=2906812
- 7:[Area5<0.67507118] yes=15,no=16,missing=16,gain=18.974411,cover=34193
- 15:[Pol<144.670364] yes=31,no=32,missing=31,gain=8.02390766,cover=28346
- 31:[Area5<0.601796865] yes=63,no=64,missing=63,gain=9.51238251,cover=16128
- 63:leaf=0.000224218893,cover=0
- 64:leaf=0.0027934995,cover=0
- 32:[Sulc0<-0.603582025] yes=65,no=66,missing=66,gain=1.74297118,cover=12218
- 65:leaf=0.000112670881,cover=0
- 66:leaf=-0.00110317091,cover=0
- 16:[Sulc0<-0.115756653] yes=33,no=34,missing=33,gain=8.43218422,cover=5847
- 33:[PialArea5<0.658944428] yes=67,no=68,missing=67,gain=7.06330109,cover=5364
- 67:leaf=0.00613011234,cover=0
- 68:leaf=0.00246757967,cover=0
- 34:[PialCurv5<0.175003663] yes=69,no=70,missing=69,gain=3.86686802,cover=483
- 69:leaf=-0.00763299549,cover=0
- 70:leaf=0.00132318947,cover=0
- 8:[Pol<174.523148] yes=17,no=18,missing=17,gain=13.7264261,cover=2872619
- 17:[PialArea5<0.413606972] yes=35,no=36,missing=36,gain=14.5898228,cover=2782729
- 35:[Pol<110.811417] yes=71,no=72,missing=71,gain=20.5059853,cover=474420
- 71:leaf=-1.43356256e-05,cover=0
- 72:leaf=0.000862214249,cover=0
- 36:[Curv5<0.0778492987] yes=73,no=74,missing=73,gain=18.9847202,cover=2308309
- 73:leaf=-7.99196132e-05,cover=0
- 74:leaf=-0.000397683965,cover=0
- 18:[Ecc<1.15906882] yes=37,no=38,missing=37,gain=21.7127895,cover=89890
- 37:[Sulc0<-0.678985238] yes=75,no=76,missing=75,gain=4.95280361,cover=12122
- 75:leaf=-0.00363623351,cover=0
- 76:leaf=-0.000989676919,cover=0
- 38:[Area5<0.693521142] yes=77,no=78,missing=78,gain=16.4290676,cover=77768
- 77:leaf=0.000381617196,cover=0
- 78:leaf=0.00203168602,cover=0
- 4:[PialArea5<0.753297985] yes=9,no=10,missing=9,gain=28.034071,cover=201320
- 9:[Curv5<0.131767005] yes=19,no=20,missing=19,gain=13.3750305,cover=147684
- 19:[Curv5<0.0213092454] yes=39,no=40,missing=39,gain=9.49104691,cover=90802
- 39:[Pol<141.081833] yes=79,no=80,missing=79,gain=17.6066818,cover=8363
- 79:leaf=-0.00161723548,cover=0
- 80:leaf=0.00397379417,cover=0
- 40:[Sulc0<0.383163035] yes=81,no=82,missing=81,gain=10.9195976,cover=82439
- 81:leaf=0.00215119869,cover=0
- 82:leaf=0.000935788441,cover=0
- 20:[PialArea5<0.450022906] yes=41,no=42,missing=42,gain=9.81208324,cover=56882
- 41:[Area5<0.894858658] yes=83,no=84,missing=83,gain=4.69074821,cover=27149
- 83:leaf=0.000734379923,cover=0
- 84:leaf=0.00358795724,cover=0
- 42:[Area5<0.987501919] yes=85,no=86,missing=85,gain=8.88176537,cover=29733
- 85:leaf=-0.000642173633,cover=0
- 86:leaf=0.00293988711,cover=0
- 10:[Pol<46.5024796] yes=21,no=22,missing=21,gain=14.9203329,cover=53636
- 21:[Ecc<9.88196182] yes=43,no=44,missing=44,gain=4.50337505,cover=8488
- 43:[Pol<10.3232107] yes=87,no=88,missing=87,gain=6.74753523,cover=1843
- 87:leaf=-0.00326326094,cover=0
- 88:leaf=0.00290626497,cover=0
- 44:[Sulc0<0.20153527] yes=89,no=90,missing=89,gain=7.76184273,cover=6645
- 89:leaf=0.00450311741,cover=0
- 90:leaf=0.000835359271,cover=0
- 22:[MidArea5<0.996604145] yes=45,no=46,missing=46,gain=6.61484718,cover=45148
- 45:[Curv5<0.000893599819] yes=91,no=92,missing=92,gain=4.71142578,cover=44622
- 91:leaf=-0.00176811579,cover=0
- 92:leaf=-0.000629259273,cover=0
- 46:[LGI5<2.48283219] yes=93,no=94,missing=94,gain=1.82466316,cover=526
- 93:leaf=0.00160104095,cover=0
- 94:leaf=0.00749884779,cover=0
- 2:[Area5<0.754342616] yes=5,no=6,missing=5,gain=18.5763817,cover=2016256
- 5:[Sulc0<0.0608992092] yes=11,no=12,missing=12,gain=33.310955,cover=1510192
- 11:[Curv5<-0.0507577434] yes=23,no=24,missing=23,gain=21.3777256,cover=1453515
- 23:[PialCurv5<-0.00955641083] yes=47,no=48,missing=48,gain=14.4935198,cover=1358196
- 47:[Area5<0.644818127] yes=95,no=96,missing=95,gain=13.5928259,cover=1339607
- 95:leaf=0.000234762629,cover=0
- 96:leaf=-8.67955387e-05,cover=0
- 48:[PialArea5<1.1133045] yes=97,no=98,missing=97,gain=10.4579964,cover=18589
- 97:leaf=0.00179951009,cover=0
- 98:leaf=-0.00265686377,cover=0
- 24:[PialCurv5<-0.0330938511] yes=49,no=50,missing=49,gain=51.1500206,cover=95319
- 49:[PialCurv5<-0.14160423] yes=99,no=100,missing=100,gain=15.1409302,cover=14802
- 99:leaf=0.0481600426,cover=0
- 100:leaf=0.00348958187,cover=0
- 50:[Ecc<17.2700901] yes=101,no=102,missing=101,gain=49.2819595,cover=80517
- 101:leaf=0.000970490219,cover=0
- 102:leaf=-0.00211373367,cover=0
- 12:[Pol<76.8473129] yes=25,no=26,missing=26,gain=10.3511696,cover=56677
- 25:[LGI5<3.07984829] yes=51,no=52,missing=51,gain=34.0042419,cover=20467
- 51:[LGI5<2.65113688] yes=103,no=104,missing=103,gain=5.45034409,cover=10976
- 103:leaf=0.00131172047,cover=0
- 104:leaf=-0.0018879174,cover=0
- 52:[PialCurv5<-0.0209923834] yes=105,no=106,missing=105,gain=40.051857,cover=9491
- 105:leaf=0.00727532012,cover=0
- 106:leaf=0.000369436428,cover=0
- 26:[Pol<118.191307] yes=53,no=54,missing=53,gain=26.4927406,cover=36210
- 53:[LGI5<2.53029394] yes=107,no=108,missing=108,gain=5.63455582,cover=6876
- 107:leaf=0.00123182137,cover=0
- 108:leaf=0.00525680371,cover=0
- 54:[LGI5<2.93978119] yes=109,no=110,missing=109,gain=10.419899,cover=29334
- 109:leaf=0.00284960051,cover=0
- 110:leaf=0.000668851484,cover=0
- 6:[PialArea5<1.02926981] yes=13,no=14,missing=13,gain=17.6024513,cover=506064
- 13:[PialCurv5<-0.11032705] yes=27,no=28,missing=27,gain=9.23139191,cover=184295
- 27:[Curv5<-0.16496937] yes=55,no=56,missing=55,gain=17.0339355,cover=24073
- 55:[LGI5<2.46595764] yes=111,no=112,missing=112,gain=4.38887787,cover=21493
- 111:leaf=0.00251970021,cover=0
- 112:leaf=-0.000312635879,cover=0
- 56:[Curv5<-0.0507577434] yes=113,no=114,missing=113,gain=6.23662758,cover=2580
- 113:leaf=0.00379884779,cover=0
- 114:leaf=0.0201187637,cover=0
- 28:[Pol<32.323391] yes=57,no=58,missing=58,gain=10.6338997,cover=160222
- 57:[Sulc0<0.586347759] yes=115,no=116,missing=115,gain=4.82389784,cover=23878
- 115:leaf=0.000208423546,cover=0
- 116:leaf=0.00920325425,cover=0
- 58:[LGI5<2.94529939] yes=117,no=118,missing=117,gain=9.69836426,cover=136344
- 117:leaf=-0.000480018934,cover=0
- 118:leaf=-0.00132472999,cover=0
- 14:[Curv5<-0.2435821] yes=29,no=30,missing=29,gain=6.7163229,cover=321769
- 29:[PialCurv5<-0.130080611] yes=59,no=60,missing=59,gain=4.42175674,cover=19458
- 59:[Pol<5.90224934] yes=119,no=120,missing=120,gain=1.59075809,cover=15870
- 119:leaf=-0.000784673553,cover=0
- 120:leaf=0.000766601239,cover=0
- 60:[Ecc<19.4699688] yes=121,no=122,missing=122,gain=1.17269325,cover=3588
- 121:leaf=0.00213563512,cover=0
- 122:leaf=0.00462167291,cover=0
- 30:[PialCurv5<-0.167439327] yes=61,no=62,missing=61,gain=6.61949921,cover=302311
- 61:[Curv5<-0.0860676765] yes=123,no=124,missing=123,gain=2.47417402,cover=1217
- 123:leaf=0.0038933293,cover=0
- 124:leaf=-0.0180605669,cover=0
- 62:[PialCurv5<-0.105644517] yes=125,no=126,missing=125,gain=6.95277929,cover=301094
- 125:leaf=-0.000375675416,cover=0
- 126:leaf=0.000136348317,cover=0
-booster[279]:
-0:[PialArea5<1.4350239] yes=1,no=2,missing=1,gain=8.13840485,cover=5124388
- 1:[PialArea5<0.34410578] yes=3,no=4,missing=4,gain=8.43342113,cover=5064338
- 3:[PialCurv5<0.409174502] yes=7,no=8,missing=7,gain=9.42708206,cover=222961
- 7:[Area5<0.596935391] yes=15,no=16,missing=16,gain=9.36655617,cover=177959
- 15:[PialCurv5<-0.00569582684] yes=31,no=32,missing=31,gain=3.79392433,cover=25081
- 31:[Ecc<19.4699688] yes=63,no=64,missing=63,gain=2.68399858,cover=870
- 63:leaf=-0.00518607441,cover=0
- 64:leaf=0.00143034093,cover=0
- 32:[Curv5<-0.0730527416] yes=65,no=66,missing=66,gain=5.28342056,cover=24211
- 65:leaf=0.00929475483,cover=0
- 66:leaf=-0.000378271885,cover=0
- 16:[MidArea5<0.421422303] yes=33,no=34,missing=33,gain=9.5890007,cover=152878
- 33:[Area5<0.630444467] yes=67,no=68,missing=68,gain=6.30539513,cover=1473
- 67:leaf=0.00300660566,cover=0
- 68:leaf=0.0112701496,cover=0
- 34:[Sulc0<0.41245693] yes=69,no=70,missing=69,gain=9.55026436,cover=151405
- 69:leaf=0.0017372471,cover=0
- 70:leaf=0.000430651533,cover=0
- 8:[Sulc0<0.812575758] yes=17,no=18,missing=18,gain=4.60751534,cover=45002
- 17:[Curv5<0.266060919] yes=35,no=36,missing=36,gain=2.92235494,cover=21701
- 35:[Curv5<0.190557376] yes=71,no=72,missing=71,gain=3.16579866,cover=16069
- 71:leaf=-0.000812276208,cover=0
- 72:leaf=0.000886085385,cover=0
- 36:[LGI5<3.40779543] yes=73,no=74,missing=73,gain=3.3699131,cover=5632
- 73:leaf=-0.000966692285,cover=0
- 74:leaf=0.00863104966,cover=0
- 18:[Ecc<12.1917515] yes=37,no=38,missing=37,gain=5.87747335,cover=23301
- 37:[MidArea5<0.421422303] yes=75,no=76,missing=76,gain=3.47821236,cover=11107
- 75:leaf=0.000620176201,cover=0
- 76:leaf=-0.00201423396,cover=0
- 38:[Curv5<0.20983994] yes=77,no=78,missing=77,gain=2.01329064,cover=12194
- 77:leaf=-0.000579419022,cover=0
- 78:leaf=0.000748332706,cover=0
- 4:[Curv5<0.20983994] yes=9,no=10,missing=10,gain=13.1741333,cover=4841377
- 9:[PialCurv5<0.493508637] yes=19,no=20,missing=19,gain=12.1746969,cover=4783784
- 19:[Ecc<23.9349174] yes=39,no=40,missing=40,gain=9.69932461,cover=4781524
- 39:[LGI5<3.29043651] yes=79,no=80,missing=79,gain=23.6535969,cover=4047083
- 79:leaf=5.59906657e-05,cover=0
- 80:leaf=-0.000357743469,cover=0
- 40:[LGI5<3.34776258] yes=81,no=82,missing=81,gain=31.4842796,cover=734441
- 81:leaf=-0.000413366361,cover=0
- 82:leaf=0.000279726781,cover=0
- 20:[PialArea5<0.632563293] yes=41,no=42,missing=41,gain=3.99635601,cover=2260
- 41:[Area5<0.521939099] yes=83,no=84,missing=83,gain=3.86222076,cover=2121
- 83:leaf=-0.00898907427,cover=0
- 84:leaf=0.00348945567,cover=0
- 42:[MidArea5<0.707922041] yes=85,no=86,missing=85,gain=3.10288382,cover=139
- 85:leaf=0.0168821234,cover=0
- 86:leaf=0.000828100077,cover=0
- 10:[PialArea5<0.624898493] yes=21,no=22,missing=21,gain=3.67099094,cover=57593
- 21:[Ecc<6.2938199] yes=43,no=44,missing=44,gain=2.66921234,cover=57193
- 43:[LGI5<2.94529939] yes=87,no=88,missing=87,gain=3.61158085,cover=37457
- 87:leaf=-0.000599063002,cover=0
- 88:leaf=0.00528094918,cover=0
- 44:[Pol<79.5617371] yes=89,no=90,missing=90,gain=2.91266727,cover=19736
- 89:leaf=0.000119288394,cover=0
- 90:leaf=-0.00154067634,cover=0
- 22:[Area5<0.661233962] yes=45,no=46,missing=46,gain=1.30972123,cover=400
- 45:[PialCurv5<0.228302389] yes=91,no=92,missing=91,gain=1.93724227,cover=82
- 91:leaf=0.00346735725,cover=0
- 92:leaf=0.0192494597,cover=0
- 46:[PialCurv5<0.275165707] yes=93,no=94,missing=94,gain=1.17779541,cover=318
- 93:leaf=0.00456531486,cover=0
- 94:leaf=-0.00198613037,cover=0
- 2:[PialCurv5<-0.0441194475] yes=5,no=6,missing=5,gain=4.67591,cover=60050
- 5:[Curv5<-0.0773924068] yes=11,no=12,missing=11,gain=12.4293709,cover=58495
- 11:[LGI5<3.27544355] yes=23,no=24,missing=23,gain=4.32441854,cover=57854
- 23:[Area5<0.663893223] yes=47,no=48,missing=47,gain=4.67543745,cover=54587
- 47:[Pol<130.822815] yes=95,no=96,missing=96,gain=5.26679468,cover=6903
- 95:leaf=0.00261166203,cover=0
- 96:leaf=-0.000371958246,cover=0
- 48:[Pol<50.9985542] yes=97,no=98,missing=97,gain=3.72737098,cover=47684
- 97:leaf=3.32814016e-05,cover=0
- 98:leaf=0.00104730169,cover=0
- 24:[LGI5<3.74316525] yes=49,no=50,missing=50,gain=2.66710043,cover=3267
- 49:[Sulc0<-0.481185079] yes=99,no=100,missing=99,gain=2.66652203,cover=3012
- 99:leaf=0.00341348979,cover=0
- 100:leaf=-0.00060952577,cover=0
- 50:[LGI5<3.94193578] yes=101,no=102,missing=101,gain=1.15379262,cover=255
- 101:leaf=-0.0040341611,cover=0
- 102:leaf=0.0050366912,cover=0
- 12:[LGI5<2.69973111] yes=25,no=26,missing=25,gain=7.5357542,cover=641
- 25:[Sulc0<-0.546384335] yes=51,no=52,missing=51,gain=8.92018318,cover=295
- 51:[Pol<120.854889] yes=103,no=104,missing=104,gain=5.03780174,cover=218
- 103:leaf=0.0131961079,cover=0
- 104:leaf=0.0295990407,cover=0
- 52:[LGI5<2.67457628] yes=105,no=106,missing=105,gain=0.869238734,cover=77
- 105:leaf=-0.00268484605,cover=0
- 106:leaf=0.0171193443,cover=0
- 26:[PialCurv5<-0.0896686092] yes=53,no=54,missing=53,gain=1.98010361,cover=346
- 53:[Area5<0.733255386] yes=107,no=108,missing=108,gain=0.896151304,cover=37
- 107:leaf=-0.0231631007,cover=0
- 108:leaf=-0.00411812821,cover=0
- 54:[LGI5<2.87999082] yes=109,no=110,missing=109,gain=1.24130237,cover=309
- 109:leaf=0.00798621774,cover=0
- 110:leaf=0.00142701017,cover=0
- 6:[Pol<124.735107] yes=13,no=14,missing=13,gain=4.81741047,cover=1555
- 13:[Ecc<2.3695333] yes=27,no=28,missing=27,gain=2.70360637,cover=1162
- 27:[Curv5<-0.0413376503] yes=55,no=56,missing=55,gain=2.28722715,cover=368
- 55:[Pol<75.4512405] yes=111,no=112,missing=111,gain=1.18296492,cover=275
- 111:leaf=-0.00394020975,cover=0
- 112:leaf=0.00310314167,cover=0
- 56:[PialArea5<1.57955706] yes=113,no=114,missing=113,gain=0.618433952,cover=93
- 113:leaf=-0.00702059874,cover=0
- 114:leaf=-0.0154628893,cover=0
- 28:[Ecc<21.3640327] yes=57,no=58,missing=57,gain=2.30344033,cover=794
- 57:[LGI5<2.67457628] yes=115,no=116,missing=115,gain=2.14401031,cover=615
- 115:leaf=0.000318829494,cover=0
- 116:leaf=0.00642351527,cover=0
- 58:[LGI5<3.64692807] yes=117,no=118,missing=117,gain=0.786970735,cover=179
- 117:leaf=-0.00523603149,cover=0
- 118:leaf=0.00391516043,cover=0
- 14:[LGI5<3.53458858] yes=29,no=30,missing=29,gain=2.3764925,cover=393
- 29:[Ecc<3.94116735] yes=59,no=60,missing=59,gain=0.930303574,cover=377
- 59:[LGI5<2.47631311] yes=119,no=120,missing=120,gain=0.919745922,cover=92
- 119:leaf=-0.00616544858,cover=0
- 120:leaf=-0.0164476465,cover=0
- 60:[Pol<161.595886] yes=121,no=122,missing=122,gain=1.31802559,cover=285
- 121:leaf=-0.00357277016,cover=0
- 122:leaf=-0.0105955573,cover=0
- 30:[Ecc<7.49602938] yes=61,no=62,missing=62,gain=1.47152615,cover=16
- 61:leaf=0.0433392785,cover=0
- 62:[Area5<0.924216449] yes=123,no=124,missing=124,gain=0.180541068,cover=14
- 123:leaf=0.00883961748,cover=0
- 124:leaf=-0.00207393011,cover=0
-booster[280]:
-0:[Sulc0<-1.10615158] yes=1,no=2,missing=1,gain=8.16355228,cover=5124388
- 1:[Area5<0.710880876] yes=3,no=4,missing=3,gain=6.57104683,cover=100082
- 3:[PialCurv5<-0.0940372422] yes=7,no=8,missing=7,gain=3.44016075,cover=80569
- 7:[Ecc<4.87342644] yes=15,no=16,missing=15,gain=2.77155495,cover=76549
- 15:[Ecc<2.73602629] yes=31,no=32,missing=32,gain=3.4269743,cover=55543
- 31:[Pol<44.6807365] yes=63,no=64,missing=63,gain=5.89810371,cover=37878
- 63:leaf=-0.00119188894,cover=0
- 64:leaf=6.9962196e-05,cover=0
- 32:[Pol<39.9674568] yes=65,no=66,missing=65,gain=10.7911406,cover=17665
- 65:leaf=0.00147489307,cover=0
- 66:leaf=-0.000998553704,cover=0
- 16:[PialCurv5<-0.135003537] yes=33,no=34,missing=33,gain=3.40872574,cover=21006
- 33:[LGI5<2.53428411] yes=67,no=68,missing=68,gain=1.29764867,cover=16061
- 67:leaf=-0.0016181164,cover=0
- 68:leaf=-0.000485488039,cover=0
- 34:[Pol<134.743088] yes=69,no=70,missing=69,gain=2.90424061,cover=4945
- 69:leaf=-0.000931553484,cover=0
- 70:leaf=-0.00335859926,cover=0
- 8:[Pol<136.095428] yes=17,no=18,missing=17,gain=4.3517499,cover=4020
- 17:[Pol<111.846848] yes=35,no=36,missing=36,gain=2.8488512,cover=2967
- 35:[PialCurv5<0.110155433] yes=71,no=72,missing=72,gain=1.71529126,cover=2744
- 71:leaf=-0.00159126206,cover=0
- 72:leaf=0.0251792874,cover=0
- 36:[PialCurv5<-0.0529128574] yes=73,no=74,missing=74,gain=1.03796613,cover=223
- 73:leaf=0.00287422165,cover=0
- 74:leaf=0.0123902149,cover=0
- 18:[LGI5<2.5379107] yes=37,no=38,missing=37,gain=3.4798975,cover=1053
- 37:[Curv5<-0.214297205] yes=75,no=76,missing=75,gain=4.51733971,cover=834
- 75:leaf=0.00248532114,cover=0
- 76:leaf=-0.00783959311,cover=0
- 38:[PialArea5<1.01305103] yes=77,no=78,missing=77,gain=1.7132293,cover=219
- 77:leaf=0.00628715754,cover=0
- 78:leaf=-0.00274284859,cover=0
- 4:[Ecc<1.41371143] yes=9,no=10,missing=9,gain=4.10396099,cover=19513
- 9:[LGI5<2.16230083] yes=19,no=20,missing=20,gain=2.28942037,cover=1603
- 19:[Ecc<1.10530448] yes=39,no=40,missing=39,gain=1.81599212,cover=36
- 39:[Sulc0<-1.19305253] yes=79,no=80,missing=79,gain=0.352241278,cover=26
- 79:leaf=0.0208596885,cover=0
- 80:leaf=0.00707475934,cover=0
- 40:leaf=-0.00733414805,cover=0
- 20:[LGI5<2.27925944] yes=41,no=42,missing=41,gain=1.59610724,cover=1567
- 41:[Curv5<-0.172863677] yes=81,no=82,missing=82,gain=1.25080919,cover=287
- 81:leaf=-0.00354590127,cover=0
- 82:leaf=-0.010802391,cover=0
- 42:[LGI5<2.40692019] yes=83,no=84,missing=83,gain=2.20816183,cover=1280
- 83:leaf=0.00031322529,cover=0
- 84:leaf=-0.00385623844,cover=0
- 10:[LGI5<2.51629615] yes=21,no=22,missing=22,gain=2.92314601,cover=17910
- 21:[Curv5<-0.163374811] yes=43,no=44,missing=43,gain=3.11241913,cover=5050
- 43:[Ecc<4.27275372] yes=85,no=86,missing=85,gain=2.83575964,cover=4631
- 85:leaf=0.00251393626,cover=0
- 86:leaf=-0.00091114844,cover=0
- 44:[Sulc0<-1.24864507] yes=87,no=88,missing=87,gain=3.23716593,cover=419
- 87:leaf=-0.0118492087,cover=0
- 88:leaf=-0.000445508485,cover=0
- 22:[Curv5<-0.141545609] yes=45,no=46,missing=45,gain=4.67623806,cover=12860
- 45:[PialCurv5<-0.113441773] yes=89,no=90,missing=89,gain=3.62327194,cover=12701
- 89:leaf=0.000420153752,cover=0
- 90:leaf=-0.00204665959,cover=0
- 46:[MidArea5<0.882454634] yes=91,no=92,missing=92,gain=0.895037174,cover=159
- 91:leaf=0.016719196,cover=0
- 92:leaf=0.00685693184,cover=0
- 2:[PialArea5<0.839144647] yes=5,no=6,missing=5,gain=10.1336403,cover=5024306
- 5:[Area5<0.741095543] yes=11,no=12,missing=12,gain=27.668211,cover=2931171
- 11:[Ecc<36.5542564] yes=23,no=24,missing=24,gain=13.5895243,cover=2419095
- 23:[LGI5<3.94193578] yes=47,no=48,missing=48,gain=15.8406429,cover=2296045
- 47:[Pol<85.4004211] yes=93,no=94,missing=93,gain=14.4587097,cover=2287071
- 93:leaf=0.000117208278,cover=0
- 94:leaf=-0.000163814417,cover=0
- 48:[Pol<93.3357697] yes=95,no=96,missing=95,gain=14.5615177,cover=8974
- 95:leaf=-0.00439080782,cover=0
- 96:leaf=-0.000347026362,cover=0
- 24:[Pol<25.2957573] yes=49,no=50,missing=50,gain=23.4368362,cover=123050
- 49:[PialArea5<0.747707367] yes=97,no=98,missing=98,gain=11.7437086,cover=16588
- 97:leaf=0.00245261309,cover=0
- 98:leaf=-0.000208088648,cover=0
- 50:[Pol<132.742767] yes=99,no=100,missing=99,gain=20.9993019,cover=106462
- 99:leaf=-0.0012693553,cover=0
- 100:leaf=0.000451136148,cover=0
- 12:[Curv5<0.00780903921] yes=25,no=26,missing=25,gain=50.7379837,cover=512076
- 25:[Pol<63.605114] yes=51,no=52,missing=51,gain=24.9605331,cover=62896
- 51:[LGI5<2.61980247] yes=101,no=102,missing=101,gain=7.80566502,cover=13470
- 101:leaf=0.00341986469,cover=0
- 102:leaf=0.00029466892,cover=0
- 52:[Pol<147.599014] yes=103,no=104,missing=103,gain=35.5001106,cover=49426
- 103:leaf=-0.00230676145,cover=0
- 104:leaf=0.000860598811,cover=0
- 26:[Pol<47.409153] yes=53,no=54,missing=53,gain=38.2250977,cover=449180
- 53:[Ecc<7.54628181] yes=105,no=106,missing=105,gain=28.4262047,cover=26594
- 105:leaf=0.00818946119,cover=0
- 106:leaf=0.00185329188,cover=0
- 54:[PialArea5<0.70906347] yes=107,no=108,missing=108,gain=26.3814259,cover=422586
- 107:leaf=0.000567753392,cover=0
- 108:leaf=-0.00037462177,cover=0
- 6:[Area5<0.719086528] yes=13,no=14,missing=14,gain=28.815073,cover=2093135
- 13:[Curv5<-0.0642315522] yes=27,no=28,missing=28,gain=44.1624298,cover=1268622
- 27:[PialCurv5<-0.019163372] yes=55,no=56,missing=55,gain=22.1744537,cover=1156638
- 55:[Pol<63.605114] yes=109,no=110,missing=109,gain=14.4305153,cover=1136594
- 109:leaf=-9.12231699e-05,cover=0
- 110:leaf=0.000270765711,cover=0
- 56:[PialArea5<1.05055559] yes=111,no=112,missing=111,gain=18.5804119,cover=20044
- 111:leaf=0.00235741609,cover=0
- 112:leaf=-0.00235219626,cover=0
- 28:[PialCurv5<-0.0379593484] yes=57,no=58,missing=57,gain=55.1466675,cover=111984
- 57:[Area5<0.525751591] yes=113,no=114,missing=114,gain=13.8616791,cover=22052
- 113:leaf=-0.0103129754,cover=0
- 114:leaf=0.00354549778,cover=0
- 58:[Pol<46.5024796] yes=115,no=116,missing=115,gain=55.2728882,cover=89932
- 115:leaf=-0.00178630929,cover=0
- 116:leaf=0.00127413101,cover=0
- 14:[PialArea5<0.981038809] yes=29,no=30,missing=29,gain=19.3273811,cover=824513
- 29:[PialCurv5<-0.104067586] yes=59,no=60,missing=60,gain=17.5318756,cover=284574
- 59:[Curv5<-0.115945198] yes=117,no=118,missing=118,gain=18.9635887,cover=39103
- 117:leaf=0.000342544343,cover=0
- 118:leaf=0.00763809914,cover=0
- 60:[LGI5<2.94529939] yes=119,no=120,missing=120,gain=16.5032806,cover=245471
- 119:leaf=-0.000229245125,cover=0
- 120:leaf=-0.00104955351,cover=0
- 30:[Sulc0<0.176289052] yes=61,no=62,missing=61,gain=9.06145668,cover=539939
- 61:[Area5<0.987501919] yes=121,no=122,missing=121,gain=9.7855978,cover=525522
- 121:leaf=3.59884143e-05,cover=0
- 122:leaf=-0.00148270873,cover=0
- 62:[LGI5<3.74316525] yes=123,no=124,missing=123,gain=7.8007822,cover=14417
- 123:leaf=0.00105564378,cover=0
- 124:leaf=0.00743706664,cover=0
-booster[281]:
-0:[Area5<0.433531314] yes=1,no=2,missing=2,gain=8.00969315,cover=5124388
- 1:[Ecc<1.46579576] yes=3,no=4,missing=3,gain=4.55225515,cover=80066
- 3:[PialCurv5<-0.111109555] yes=7,no=8,missing=8,gain=3.84982824,cover=26321
- 7:[PialArea5<0.772500634] yes=15,no=16,missing=16,gain=4.87973785,cover=16686
- 15:[LGI5<2.13090348] yes=31,no=32,missing=31,gain=3.07043457,cover=8072
- 31:[PialCurv5<-0.149745584] yes=63,no=64,missing=63,gain=0.651627064,cover=106
- 63:leaf=0.0116284182,cover=0
- 64:leaf=0.0036331208,cover=0
- 32:[PialArea5<0.458904862] yes=65,no=66,missing=66,gain=1.44279242,cover=7966
- 65:leaf=-0.00672380254,cover=0
- 66:leaf=-0.0014112005,cover=0
- 16:[Pol<156.492447] yes=33,no=34,missing=33,gain=1.57115424,cover=8614
- 33:[Ecc<0.406764686] yes=67,no=68,missing=68,gain=1.33455062,cover=8171
- 67:leaf=-0.00190976204,cover=0
- 68:leaf=0.000653601426,cover=0
- 34:[Sulc0<-0.966370046] yes=69,no=70,missing=69,gain=0.909505725,cover=443
- 69:leaf=-0.00532481074,cover=0
- 70:leaf=-0.000708294509,cover=0
- 8:[PialArea5<0.981038809] yes=17,no=18,missing=18,gain=4.27753401,cover=9635
- 17:[Sulc0<-0.481185079] yes=35,no=36,missing=35,gain=3.11770582,cover=9338
- 35:[Curv5<-0.331971258] yes=71,no=72,missing=72,gain=2.74368525,cover=8460
- 71:leaf=-0.006477613,cover=0
- 72:leaf=0.000390542409,cover=0
- 36:[LGI5<2.34364653] yes=73,no=74,missing=73,gain=1.77637434,cover=878
- 73:leaf=0.000685530715,cover=0
- 74:leaf=0.00526248012,cover=0
- 18:[Pol<50.1003532] yes=37,no=38,missing=37,gain=1.50159931,cover=297
- 37:[LGI5<2.49262404] yes=75,no=76,missing=75,gain=1.16544914,cover=131
- 75:leaf=0.012059099,cover=0
- 76:leaf=-0.00458924891,cover=0
- 38:[Curv5<-0.0860676765] yes=77,no=78,missing=78,gain=1.03584707,cover=166
- 77:leaf=0.00268157688,cover=0
- 78:leaf=0.0238863993,cover=0
- 4:[Curv5<-0.0620335713] yes=9,no=10,missing=9,gain=4.83817101,cover=53745
- 9:[Pol<21.2328167] yes=19,no=20,missing=20,gain=4.60258198,cover=51649
- 19:[PialCurv5<-0.210138425] yes=39,no=40,missing=39,gain=2.71522474,cover=1900
- 39:[LGI5<3.15728688] yes=79,no=80,missing=79,gain=1.9680177,cover=179
- 79:leaf=0.0078491699,cover=0
- 80:leaf=-0.00334423082,cover=0
- 40:[MidArea5<0.460721314] yes=81,no=82,missing=82,gain=2.71379757,cover=1721
- 81:leaf=-0.0116051137,cover=0
- 82:leaf=-0.00175030006,cover=0
- 20:[Pol<143.959366] yes=41,no=42,missing=41,gain=4.38602829,cover=49749
- 41:[Ecc<2.91795349] yes=83,no=84,missing=83,gain=3.87780571,cover=27992
- 83:leaf=0.00212011836,cover=0
- 84:leaf=0.000905005843,cover=0
- 42:[PialArea5<1.00196755] yes=85,no=86,missing=86,gain=5.46431446,cover=21757
- 85:leaf=0.000281208428,cover=0
- 86:leaf=0.00509666791,cover=0
- 10:[Pol<43.7633247] yes=21,no=22,missing=22,gain=5.49630117,cover=2096
- 21:[Curv5<0.0615303926] yes=43,no=44,missing=43,gain=2.04078007,cover=89
- 43:[Curv5<-0.0296960976] yes=87,no=88,missing=87,gain=0.454436302,cover=61
- 87:leaf=-0.0233756881,cover=0
- 88:leaf=-0.0136744827,cover=0
- 44:[Curv5<0.114925429] yes=89,no=90,missing=89,gain=0.168750077,cover=28
- 89:leaf=-0.0072684139,cover=0
- 90:leaf=0.000564027985,cover=0
- 22:[LGI5<2.26652193] yes=45,no=46,missing=46,gain=3.39536643,cover=2007
- 45:[Sulc0<-0.312649339] yes=91,no=92,missing=91,gain=1.35806608,cover=118
- 91:leaf=-0.012068117,cover=0
- 92:leaf=0.000827748445,cover=0
- 46:[Ecc<16.0247612] yes=93,no=94,missing=93,gain=2.24618411,cover=1889
- 93:leaf=0.000585515751,cover=0
- 94:leaf=-0.0031851572,cover=0
- 2:[Curv5<-0.350989401] yes=5,no=6,missing=6,gain=9.17297935,cover=5044322
- 5:[MidArea5<0.559431195] yes=11,no=12,missing=11,gain=7.21558762,cover=34671
- 11:[PialCurv5<-0.210138425] yes=23,no=24,missing=24,gain=2.36403513,cover=5754
- 23:[LGI5<2.24172258] yes=47,no=48,missing=47,gain=2.33724856,cover=2817
- 47:[Area5<0.44435063] yes=95,no=96,missing=96,gain=0.405466318,cover=38
- 95:leaf=-0.00687006116,cover=0
- 96:leaf=0.013601834,cover=0
- 48:[LGI5<2.40363431] yes=97,no=98,missing=97,gain=3.15219998,cover=2779
- 97:leaf=-0.00587062258,cover=0
- 98:leaf=0.000528580684,cover=0
- 24:[Ecc<45.751255] yes=49,no=50,missing=49,gain=1.34894848,cover=2937
- 49:[PialArea5<0.601145923] yes=99,no=100,missing=99,gain=1.35034657,cover=2870
- 99:leaf=-0.0026320098,cover=0
- 100:leaf=-0.000192058375,cover=0
- 50:[LGI5<3.39750218] yes=101,no=102,missing=102,gain=3.03876448,cover=67
- 101:leaf=-0.000456757232,cover=0
- 102:leaf=0.0250261314,cover=0
- 12:[LGI5<2.57675576] yes=25,no=26,missing=25,gain=6.31361198,cover=28917
- 25:[LGI5<2.4272728] yes=51,no=52,missing=52,gain=2.50837708,cover=7349
- 51:[Pol<2.30402422] yes=103,no=104,missing=103,gain=2.37437773,cover=3450
- 103:leaf=0.0167626198,cover=0
- 104:leaf=0.00129492371,cover=0
- 52:[Ecc<1.15906882] yes=105,no=106,missing=106,gain=3.53287697,cover=3899
- 105:leaf=-0.00189336843,cover=0
- 106:leaf=0.00369808823,cover=0
- 26:[Ecc<6.70300007] yes=53,no=54,missing=53,gain=3.67374897,cover=21568
- 53:[Pol<152.827332] yes=107,no=108,missing=107,gain=2.41579485,cover=4052
- 107:leaf=-0.000258422893,cover=0
- 108:leaf=-0.00434236228,cover=0
- 54:[Ecc<14.694541] yes=109,no=110,missing=109,gain=3.14391327,cover=17516
- 109:leaf=0.0017055053,cover=0
- 110:leaf=0.000364579784,cover=0
- 6:[PialArea5<0.39986974] yes=13,no=14,missing=14,gain=8.81668186,cover=5009651
- 13:[Sulc0<0.167916268] yes=27,no=28,missing=27,gain=17.9221764,cover=441359
- 27:[Area5<0.626857519] yes=55,no=56,missing=56,gain=10.475275,cover=34696
- 55:[Pol<74.0505524] yes=111,no=112,missing=111,gain=6.46298647,cover=20792
- 111:leaf=0.00390070863,cover=0
- 112:leaf=0.00034621355,cover=0
- 56:[PialCurv5<0.0193316489] yes=113,no=114,missing=113,gain=7.95983124,cover=13904
- 113:leaf=-0.00202589878,cover=0
- 114:leaf=0.00267983857,cover=0
- 28:[PialCurv5<0.394910008] yes=57,no=58,missing=57,gain=14.4825974,cover=406663
- 57:[Area5<0.67507118] yes=115,no=116,missing=115,gain=16.7533951,cover=331689
- 115:leaf=-0.000108291453,cover=0
- 116:leaf=0.000602414366,cover=0
- 58:[Curv5<0.108977526] yes=117,no=118,missing=117,gain=3.88368797,cover=74974
- 117:leaf=-0.00853142049,cover=0
- 118:leaf=-0.000504526775,cover=0
- 14:[MidArea5<0.559431195] yes=29,no=30,missing=29,gain=16.8005028,cover=4568292
- 29:[PialCurv5<-0.0607835948] yes=59,no=60,missing=59,gain=13.6146469,cover=221904
- 59:[PialCurv5<-0.133997425] yes=119,no=120,missing=120,gain=7.36450577,cover=18572
- 119:leaf=-0.000116505558,cover=0
- 120:leaf=-0.0023595409,cover=0
- 60:[Ecc<4.40349627] yes=121,no=122,missing=121,gain=10.9184265,cover=203332
- 121:leaf=0.000166924801,cover=0
- 122:leaf=-0.00060483889,cover=0
- 30:[Curv5<0.133649558] yes=61,no=62,missing=61,gain=12.0529547,cover=4346388
- 61:[PialArea5<0.542192638] yes=123,no=124,missing=123,gain=31.4756889,cover=4098878
- 123:leaf=0.000544301758,cover=0
- 124:leaf=-2.77271229e-05,cover=0
- 62:[Sulc0<0.506771445] yes=125,no=126,missing=125,gain=14.3029432,cover=247510
- 125:leaf=-2.94832807e-05,cover=0
- 126:leaf=-0.000800244801,cover=0
-booster[282]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=1,gain=7.99970531,cover=5124388
- 1:[Area5<0.690371037] yes=3,no=4,missing=4,gain=4.8567977,cover=80066
- 3:[Area5<0.593548477] yes=7,no=8,missing=7,gain=2.74210072,cover=64894
- 7:[LGI5<3.42912889] yes=15,no=16,missing=15,gain=2.4313736,cover=17076
- 15:[LGI5<3.31338549] yes=31,no=32,missing=32,gain=4.55546427,cover=16048
- 31:[Curv5<0.0915888697] yes=63,no=64,missing=63,gain=1.95479143,cover=15223
- 63:leaf=-0.00339730876,cover=0
- 64:leaf=-9.09647788e-05,cover=0
- 32:[LGI5<3.35709596] yes=65,no=66,missing=65,gain=5.03982401,cover=825
- 65:leaf=-0.00797607098,cover=0
- 66:leaf=-0.000163352277,cover=0
- 16:[Ecc<14.28263] yes=33,no=34,missing=33,gain=2.46227527,cover=1028
- 33:[LGI5<3.58443618] yes=67,no=68,missing=68,gain=3.17694354,cover=134
- 67:leaf=0.00295511656,cover=0
- 68:leaf=0.0192679875,cover=0
- 34:[PialArea5<0.245474651] yes=69,no=70,missing=69,gain=1.063766,cover=894
- 69:leaf=0.00313402386,cover=0
- 70:leaf=-0.000342774991,cover=0
- 8:[MidArea5<0.421422303] yes=17,no=18,missing=17,gain=12.4133606,cover=47818
- 17:[Area5<0.630444467] yes=35,no=36,missing=35,gain=6.49831581,cover=3046
- 35:[LGI5<3.50441384] yes=71,no=72,missing=71,gain=1.48612165,cover=2555
- 71:leaf=0.00280745816,cover=0
- 72:leaf=-0.00367063703,cover=0
- 36:[Sulc0<0.849368811] yes=73,no=74,missing=73,gain=1.79381943,cover=491
- 73:leaf=0.00450627273,cover=0
- 74:leaf=0.0109730298,cover=0
- 18:[Sulc0<0.540103436] yes=37,no=38,missing=37,gain=4.16390228,cover=44772
- 37:[Ecc<8.70817566] yes=75,no=76,missing=75,gain=3.9763422,cover=6471
- 75:leaf=0.0020490184,cover=0
- 76:leaf=-0.0011632063,cover=0
- 38:[Curv5<0.153449878] yes=77,no=78,missing=77,gain=4.21575069,cover=38301
- 77:leaf=0.00120572618,cover=0
- 78:leaf=-0.000153935718,cover=0
- 4:[MidArea5<0.460721314] yes=9,no=10,missing=9,gain=5.33591747,cover=15172
- 9:[Curv5<0.266060919] yes=19,no=20,missing=19,gain=1.98504639,cover=536
- 19:[Area5<0.706109285] yes=39,no=40,missing=40,gain=0.999357224,cover=496
- 39:[PialCurv5<0.45140323] yes=79,no=80,missing=79,gain=1.17672729,cover=342
- 79:leaf=0.00683364971,cover=0
- 80:leaf=-0.00101736898,cover=0
- 40:[LGI5<3.31338549] yes=81,no=82,missing=81,gain=0.639372826,cover=154
- 81:leaf=0.0122215142,cover=0
- 82:leaf=0.00451715663,cover=0
- 20:[Ecc<26.874506] yes=41,no=42,missing=41,gain=2.38185573,cover=40
- 41:leaf=0.0202619433,cover=0
- 42:[Pol<84.1277542] yes=83,no=84,missing=83,gain=0.22135067,cover=33
- 83:leaf=-0.00344216009,cover=0
- 84:leaf=-0.0127441334,cover=0
- 10:[Ecc<2.91795349] yes=21,no=22,missing=22,gain=3.13423347,cover=14636
- 21:[LGI5<2.43054438] yes=43,no=44,missing=44,gain=1.0935955,cover=154
- 43:[LGI5<2.30690479] yes=85,no=86,missing=85,gain=0.760063171,cover=48
- 85:leaf=0.0134611502,cover=0
- 86:leaf=-0.00143406889,cover=0
- 44:[LGI5<2.51969218] yes=87,no=88,missing=87,gain=0.701858997,cover=106
- 87:leaf=0.0144959157,cover=0
- 88:leaf=0.00607021432,cover=0
- 22:[PialCurv5<0.164156988] yes=45,no=46,missing=46,gain=2.99723768,cover=14482
- 45:[Curv5<0.116796501] yes=89,no=90,missing=89,gain=1.39491463,cover=987
- 89:leaf=-0.001847771,cover=0
- 90:leaf=0.00433854153,cover=0
- 46:[LGI5<2.60638428] yes=91,no=92,missing=91,gain=2.51335883,cover=13495
- 91:leaf=-0.000622169522,cover=0
- 92:leaf=0.00116708491,cover=0
- 2:[Curv5<0.126145482] yes=5,no=6,missing=6,gain=10.3077259,cover=5044322
- 5:[Sulc0<0.676033437] yes=11,no=12,missing=11,gain=22.3214912,cover=4353788
- 11:[Ecc<24.7238369] yes=23,no=24,missing=23,gain=13.9105606,cover=4195763
- 23:[Ecc<9.27846909] yes=47,no=48,missing=47,gain=25.4763088,cover=3655812
- 47:[Curv5<0.0100963581] yes=93,no=94,missing=93,gain=23.7141685,cover=2577865
- 93:leaf=-0.000128927597,cover=0
- 94:leaf=0.000246071344,cover=0
- 48:[LGI5<2.94529939] yes=95,no=96,missing=95,gain=79.4006805,cover=1077947
- 95:leaf=0.000896245067,cover=0
- 96:leaf=-4.18843374e-05,cover=0
- 24:[LGI5<3.34776258] yes=49,no=50,missing=49,gain=42.8236771,cover=539951
- 49:[LGI5<3.00812316] yes=97,no=98,missing=98,gain=13.6761131,cover=363469
- 97:leaf=-0.000966066204,cover=0
- 98:leaf=-0.000323224522,cover=0
- 50:[LGI5<3.41813922] yes=99,no=100,missing=100,gain=14.8880043,cover=176482
- 99:leaf=0.0012468819,cover=0
- 100:leaf=0.00015153618,cover=0
- 12:[Pol<92.1537628] yes=25,no=26,missing=25,gain=38.983799,cover=158025
- 25:[Area5<0.57817024] yes=51,no=52,missing=51,gain=27.3632202,cover=63554
- 51:[Sulc0<0.795422614] yes=101,no=102,missing=102,gain=13.5192871,cover=1007
- 101:leaf=-0.00107896794,cover=0
- 102:leaf=-0.0130302999,cover=0
- 52:[PialCurv5<0.0798129067] yes=103,no=104,missing=103,gain=24.8771839,cover=62547
- 103:leaf=0.00297318213,cover=0
- 104:leaf=-0.000532965758,cover=0
- 26:[Pol<116.093399] yes=53,no=54,missing=53,gain=13.9545708,cover=94471
- 53:[Area5<0.621834755] yes=105,no=106,missing=105,gain=9.99897385,cover=73352
- 105:leaf=-0.00135100342,cover=0
- 106:leaf=0.00107195158,cover=0
- 54:[LGI5<3.58443618] yes=107,no=108,missing=107,gain=5.99995041,cover=21119
- 107:leaf=0.00267868629,cover=0
- 108:leaf=-2.24895007e-06,cover=0
- 6:[Sulc0<0.474820405] yes=13,no=14,missing=13,gain=22.6798573,cover=690534
- 13:[Pol<84.1277542] yes=27,no=28,missing=28,gain=20.3249512,cover=302754
- 27:[Ecc<32.6813126] yes=55,no=56,missing=55,gain=10.2713833,cover=41311
- 55:[Ecc<9.50052643] yes=109,no=110,missing=110,gain=6.19863892,cover=40356
- 109:leaf=0.00146607205,cover=0
- 110:leaf=0.000131614972,cover=0
- 56:[Pol<28.4081879] yes=111,no=112,missing=111,gain=8.69806767,cover=955
- 111:leaf=0.0144393742,cover=0
- 112:leaf=0.00349245337,cover=0
- 28:[PialArea5<0.467676282] yes=57,no=58,missing=58,gain=12.4641142,cover=261443
- 57:[Area5<0.664770067] yes=113,no=114,missing=113,gain=25.7534142,cover=143580
- 113:leaf=-0.000277704443,cover=0
- 114:leaf=0.00108108413,cover=0
- 58:[PialCurv5<-0.0314326771] yes=115,no=116,missing=116,gain=5.7057457,cover=117863
- 115:leaf=0.00877378043,cover=0
- 116:leaf=-0.000420060212,cover=0
- 14:[PialArea5<0.498393416] yes=29,no=30,missing=29,gain=18.7287159,cover=387780
- 29:[Pol<106.604004] yes=59,no=60,missing=60,gain=15.936121,cover=348864
- 59:[Area5<0.833255887] yes=117,no=118,missing=117,gain=12.2511063,cover=253526
- 117:leaf=-0.000597798498,cover=0
- 118:leaf=0.00129473512,cover=0
- 60:[Curv5<0.169394374] yes=119,no=120,missing=119,gain=9.32974052,cover=95338
- 119:leaf=0.000633417687,cover=0
- 120:leaf=-0.000374784082,cover=0
- 30:[Area5<0.924216449] yes=61,no=62,missing=62,gain=12.6188354,cover=38916
- 61:[Pol<92.7492142] yes=121,no=122,missing=121,gain=10.3117371,cover=36683
- 121:leaf=-0.00282815564,cover=0
- 122:leaf=-0.0010783578,cover=0
- 62:[Pol<96.2546158] yes=123,no=124,missing=124,gain=6.43056297,cover=2233
- 123:leaf=-0.000246987067,cover=0
- 124:leaf=0.00514766248,cover=0
-booster[283]:
-0:[PialArea5<0.890138209] yes=1,no=2,missing=1,gain=8.13035774,cover=5124388
- 1:[Curv5<-0.00141534733] yes=3,no=4,missing=3,gain=14.0887671,cover=3348608
- 3:[Area5<0.666510165] yes=7,no=8,missing=7,gain=39.901165,cover=1393299
- 7:[PialArea5<0.696357906] yes=15,no=16,missing=15,gain=31.3779144,cover=985951
- 15:[Ecc<14.9070177] yes=31,no=32,missing=31,gain=17.3832512,cover=244961
- 31:[Ecc<4.27275372] yes=63,no=64,missing=63,gain=22.5143929,cover=193586
- 63:leaf=-0.000113733979,cover=0
- 64:leaf=-0.00119639817,cover=0
- 32:[Pol<107.129471] yes=65,no=66,missing=65,gain=74.1360168,cover=51375
- 65:leaf=0.00188414229,cover=0
- 66:leaf=-0.00199202704,cover=0
- 16:[Curv5<-0.0686563179] yes=33,no=34,missing=34,gain=54.8644981,cover=740990
- 33:[Sulc0<0.176289052] yes=67,no=68,missing=67,gain=15.3376722,cover=644778
- 67:leaf=-2.56815874e-05,cover=0
- 68:leaf=0.00225818134,cover=0
- 34:[Pol<45.5953903] yes=69,no=70,missing=70,gain=50.5979614,cover=96212
- 69:leaf=-0.00208969181,cover=0
- 70:leaf=0.00167071389,cover=0
- 8:[PialCurv5<-0.0789950639] yes=17,no=18,missing=17,gain=60.8829193,cover=407348
- 17:[Curv5<-0.108295463] yes=35,no=36,missing=36,gain=31.3690853,cover=105381
- 35:[PialCurv5<-0.109546423] yes=71,no=72,missing=71,gain=17.4943466,cover=95017
- 71:leaf=0.000722127501,cover=0
- 72:leaf=-0.000661774946,cover=0
- 36:[PialArea5<0.753297985] yes=73,no=74,missing=74,gain=12.4978828,cover=10364
- 73:leaf=0.00103762851,cover=0
- 74:leaf=0.00455157552,cover=0
- 18:[Ecc<0.406764686] yes=37,no=38,missing=37,gain=29.4840546,cover=301967
- 37:[Sulc0<-0.389213681] yes=75,no=76,missing=75,gain=22.0914478,cover=3439
- 75:leaf=0.00521292677,cover=0
- 76:leaf=-0.00665987283,cover=0
- 38:[Ecc<3.41847086] yes=77,no=78,missing=77,gain=43.6340256,cover=298528
- 77:leaf=-0.00249194098,cover=0
- 78:leaf=-0.000753175293,cover=0
- 4:[PialCurv5<0.0471153036] yes=9,no=10,missing=9,gain=60.7313499,cover=1955309
- 9:[Curv5<0.0300692953] yes=19,no=20,missing=19,gain=37.0526199,cover=248041
- 19:[PialCurv5<0.0193316489] yes=39,no=40,missing=39,gain=20.0905838,cover=140832
- 39:[MidArea5<0.62992847] yes=79,no=80,missing=80,gain=18.4279842,cover=68973
- 79:leaf=-0.000742450706,cover=0
- 80:leaf=0.00126809278,cover=0
- 40:[PialArea5<0.772500634] yes=81,no=82,missing=81,gain=21.1015491,cover=71859
- 81:leaf=0.000360881531,cover=0
- 82:leaf=-0.0013843152,cover=0
- 20:[Pol<80.2322083] yes=41,no=42,missing=41,gain=45.6178284,cover=107209
- 41:[Ecc<2.3695333] yes=83,no=84,missing=83,gain=35.6565475,cover=36278
- 83:leaf=-0.0017640841,cover=0
- 84:leaf=0.00343954354,cover=0
- 42:[Pol<132.742767] yes=85,no=86,missing=85,gain=22.0116577,cover=70931
- 85:leaf=7.94447405e-05,cover=0
- 86:leaf=0.00191874744,cover=0
- 10:[PialArea5<0.617149889] yes=21,no=22,missing=21,gain=35.724865,cover=1707268
- 21:[Area5<0.675895274] yes=43,no=44,missing=43,gain=46.7963028,cover=1256864
- 43:[PialArea5<0.498393416] yes=87,no=88,missing=88,gain=19.5504131,cover=509061
- 87:leaf=-0.000122163154,cover=0
- 88:leaf=-0.000843373127,cover=0
- 44:[Sulc0<0.423605621] yes=89,no=90,missing=89,gain=71.1072845,cover=747803
- 89:leaf=0.00102433562,cover=0
- 90:leaf=-1.58570274e-05,cover=0
- 22:[LGI5<2.95092106] yes=45,no=46,missing=46,gain=18.914299,cover=450404
- 45:[Pol<111.846848] yes=91,no=92,missing=91,gain=13.3555536,cover=267108
- 91:leaf=0.000123943988,cover=0
- 92:leaf=-0.000591577438,cover=0
- 46:[Sulc0<0.649594426] yes=93,no=94,missing=93,gain=22.8305359,cover=183296
- 93:leaf=-0.00105641386,cover=0
- 94:leaf=0.000591348798,cover=0
- 2:[Area5<0.808195949] yes=5,no=6,missing=5,gain=12.4895897,cover=1775780
- 5:[Sulc0<-0.487093836] yes=11,no=12,missing=11,gain=18.1115379,cover=1583310
- 11:[Curv5<-0.0963523984] yes=23,no=24,missing=23,gain=23.29562,cover=1027336
- 23:[PialCurv5<-0.0410871245] yes=47,no=48,missing=47,gain=14.3165827,cover=954717
- 47:[PialArea5<1.0952065] yes=95,no=96,missing=95,gain=14.8161049,cover=944609
- 95:leaf=-0.000233003128,cover=0
- 96:leaf=0.000174560395,cover=0
- 48:[Area5<0.609410942] yes=97,no=98,missing=97,gain=10.2708759,cover=10108
- 97:leaf=-0.00135672477,cover=0
- 98:leaf=0.00261523505,cover=0
- 24:[PialCurv5<-0.0758950338] yes=49,no=50,missing=50,gain=89.3911438,cover=72619
- 49:[Ecc<7.4459548] yes=99,no=100,missing=99,gain=21.4108658,cover=7137
- 99:leaf=0.00764321489,cover=0
- 100:leaf=0.00104189198,cover=0
- 50:[Ecc<6.52965975] yes=101,no=102,missing=102,gain=28.4599133,cover=65482
- 101:leaf=0.000952831586,cover=0
- 102:leaf=-0.00135286886,cover=0
- 12:[Pol<44.6807365] yes=25,no=26,missing=25,gain=35.5889893,cover=555974
- 25:[Pol<23.2745647] yes=51,no=52,missing=51,gain=17.1007996,cover=124199
- 51:[Ecc<25.1292973] yes=103,no=104,missing=103,gain=23.5062084,cover=56703
- 103:leaf=0.00170162634,cover=0
- 104:leaf=-0.000460442126,cover=0
- 52:[LGI5<3.35709596] yes=105,no=106,missing=105,gain=11.76647,cover=67496
- 105:leaf=-0.00120021706,cover=0
- 106:leaf=0.000639737758,cover=0
- 26:[Ecc<4.40349627] yes=53,no=54,missing=54,gain=39.9326515,cover=431775
- 53:[PialCurv5<0.0262785293] yes=107,no=108,missing=107,gain=34.8839264,cover=61533
- 107:leaf=-0.00108646066,cover=0
- 108:leaf=0.00232481654,cover=0
- 54:[MidArea5<0.809363365] yes=109,no=110,missing=109,gain=28.6790771,cover=370242
- 109:leaf=0.00163909758,cover=0
- 110:leaf=0.000549571065,cover=0
- 6:[PialArea5<1.28208315] yes=13,no=14,missing=13,gain=8.90518475,cover=192470
- 13:[Ecc<11.1913614] yes=27,no=28,missing=27,gain=9.19866276,cover=130409
- 27:[Area5<0.894858658] yes=55,no=56,missing=55,gain=12.0417538,cover=68410
- 55:[Pol<133.406311] yes=111,no=112,missing=111,gain=8.86544514,cover=56287
- 111:leaf=-0.000889212475,cover=0
- 112:leaf=0.00084383646,cover=0
- 56:[PialCurv5<0.104427323] yes=113,no=114,missing=113,gain=5.83685875,cover=12123
- 113:leaf=-0.00269358116,cover=0
- 114:leaf=0.00122302293,cover=0
- 28:[Pol<29.3809395] yes=57,no=58,missing=58,gain=10.4485559,cover=61999
- 57:[LGI5<2.5379107] yes=115,no=116,missing=115,gain=3.69900179,cover=17518
- 115:leaf=-0.00755566964,cover=0
- 116:leaf=0.00100901374,cover=0
- 58:[Area5<0.987501919] yes=117,no=118,missing=117,gain=7.64585829,cover=44481
- 117:leaf=-0.000601890206,cover=0
- 118:leaf=0.00351145049,cover=0
- 14:[Pol<171.401581] yes=29,no=30,missing=29,gain=4.33941793,cover=62061
- 29:[Ecc<7.69572639] yes=59,no=60,missing=60,gain=8.66085815,cover=57666
- 59:[Sulc0<-1.05304158] yes=119,no=120,missing=120,gain=4.24145555,cover=35931
- 119:leaf=0.00158447179,cover=0
- 120:leaf=-0.000330900948,cover=0
- 60:[Area5<0.987501919] yes=121,no=122,missing=121,gain=4.06620502,cover=21735
- 121:leaf=0.0014066631,cover=0
- 122:leaf=-0.000434923917,cover=0
- 30:[Ecc<6.52965975] yes=61,no=62,missing=61,gain=16.8662338,cover=4395
- 61:[LGI5<2.60638428] yes=123,no=124,missing=123,gain=9.94805622,cover=315
- 123:leaf=0.00349300541,cover=0
- 124:leaf=0.0223039798,cover=0
- 62:[Ecc<19.170145] yes=125,no=126,missing=125,gain=3.07220364,cover=4080
- 125:leaf=-0.00306971511,cover=0
- 126:leaf=-6.94447008e-05,cover=0
-booster[284]:
-0:[Area5<0.489361584] yes=1,no=2,missing=1,gain=8.43196201,cover=5124388
- 1:[Curv5<0.012354264] yes=3,no=4,missing=3,gain=8.32746792,cover=222961
- 3:[Curv5<-0.168147355] yes=7,no=8,missing=8,gain=8.14964199,cover=217808
- 7:[Ecc<1.57116413] yes=15,no=16,missing=15,gain=7.22347212,cover=164747
- 15:[PialArea5<0.790770054] yes=31,no=32,missing=31,gain=7.95085192,cover=54112
- 31:[PialCurv5<-0.101551421] yes=63,no=64,missing=63,gain=5.31571293,cover=24788
- 63:leaf=-0.00132851256,cover=0
- 64:leaf=0.000489985337,cover=0
- 32:[Pol<156.492447] yes=65,no=66,missing=65,gain=3.72679377,cover=29324
- 65:leaf=0.000419913646,cover=0
- 66:leaf=-0.00170437922,cover=0
- 16:[LGI5<2.36078882] yes=33,no=34,missing=33,gain=4.08921242,cover=110635
- 33:[PialCurv5<-0.105644517] yes=67,no=68,missing=67,gain=6.96448994,cover=27785
- 67:leaf=0.000564689923,cover=0
- 68:leaf=0.0026431072,cover=0
- 34:[PialCurv5<-0.137075767] yes=69,no=70,missing=69,gain=8.84778118,cover=82850
- 69:leaf=0.000741807278,cover=0
- 70:leaf=-0.000291628385,cover=0
- 8:[Ecc<3.94116735] yes=17,no=18,missing=17,gain=10.0181751,cover=53061
- 17:[Sulc0<-0.801933944] yes=35,no=36,missing=36,gain=7.64485931,cover=33667
- 35:[PialCurv5<0.107261039] yes=71,no=72,missing=72,gain=2.3404901,cover=8017
- 71:leaf=3.17678168e-05,cover=0
- 72:leaf=0.0255438667,cover=0
- 36:[Ecc<1.62447274] yes=73,no=74,missing=74,gain=4.34346771,cover=25650
- 73:leaf=0.00130741938,cover=0
- 74:leaf=0.00264069415,cover=0
- 18:[Pol<62.0115929] yes=37,no=38,missing=37,gain=8.33209896,cover=19394
- 37:[Curv5<-0.048490826] yes=75,no=76,missing=75,gain=5.12113571,cover=3111
- 75:leaf=-0.00153722859,cover=0
- 76:leaf=-0.00722274045,cover=0
- 38:[PialCurv5<0.200529471] yes=77,no=78,missing=78,gain=4.71592331,cover=16283
- 77:leaf=0.000398545963,cover=0
- 78:leaf=0.0205796491,cover=0
- 4:[Pol<40.9012032] yes=9,no=10,missing=9,gain=4.38756657,cover=5153
- 9:[MidArea5<0.474339783] yes=19,no=20,missing=20,gain=1.80913591,cover=127
- 19:[LGI5<3.12489319] yes=39,no=40,missing=39,gain=0.417231709,cover=43
- 39:[MidArea5<0.460721314] yes=79,no=80,missing=79,gain=0.207187176,cover=34
- 79:leaf=0.0024087904,cover=0
- 80:leaf=-0.00635153381,cover=0
- 40:[PialCurv5<0.0666604191] yes=81,no=82,missing=81,gain=0.196879029,cover=9
- 81:leaf=-0.0202036798,cover=0
- 82:leaf=-0.00472231768,cover=0
- 20:[LGI5<2.45281005] yes=41,no=42,missing=42,gain=0.871551514,cover=84
- 41:[PialCurv5<-0.0858580992] yes=83,no=84,missing=83,gain=0.511803746,cover=23
- 83:leaf=-0.0158156529,cover=0
- 84:leaf=-0.000684984785,cover=0
- 42:[Area5<0.420677572] yes=85,no=86,missing=86,gain=0.239624977,cover=61
- 85:leaf=-0.00850284472,cover=0
- 86:leaf=-0.0194474831,cover=0
- 10:[Ecc<15.3430929] yes=21,no=22,missing=21,gain=2.54367733,cover=5026
- 21:[LGI5<2.27925944] yes=43,no=44,missing=43,gain=2.9484868,cover=3818
- 43:[Pol<112.874634] yes=87,no=88,missing=88,gain=2.41416597,cover=385
- 87:leaf=-0.00231297989,cover=0
- 88:leaf=-0.0108882971,cover=0
- 44:[Pol<77.5287857] yes=89,no=90,missing=89,gain=2.98940396,cover=3433
- 89:leaf=-0.00441064686,cover=0
- 90:leaf=0.00018291267,cover=0
- 22:[Pol<59.5955544] yes=45,no=46,missing=45,gain=4.66959047,cover=1208
- 45:[PialArea5<0.441150606] yes=91,no=92,missing=91,gain=1.85579205,cover=101
- 91:leaf=0.0114623969,cover=0
- 92:leaf=-0.00287988503,cover=0
- 46:[Curv5<0.108977526] yes=93,no=94,missing=93,gain=5.1672678,cover=1107
- 93:leaf=-0.00934464019,cover=0
- 94:leaf=-0.00203414238,cover=0
- 2:[Pol<25.2957573] yes=5,no=6,missing=5,gain=10.7011747,cover=4901427
- 5:[Ecc<1.31300318] yes=11,no=12,missing=11,gain=26.1872826,cover=526093
- 11:[Ecc<0.513775289] yes=23,no=24,missing=23,gain=6.60238266,cover=44675
- 23:[LGI5<2.42065382] yes=47,no=48,missing=47,gain=1.97127712,cover=14351
- 47:[Area5<0.818724692] yes=95,no=96,missing=95,gain=2.59386992,cover=9194
- 95:leaf=0.00044300477,cover=0
- 96:leaf=-0.00854425319,cover=0
- 48:[MidArea5<0.94823128] yes=97,no=98,missing=97,gain=1.57959235,cover=5157
- 97:leaf=-0.00122087379,cover=0
- 98:leaf=0.00124790356,cover=0
- 24:[PialArea5<1.16111541] yes=49,no=50,missing=49,gain=4.9057045,cover=30324
- 49:[LGI5<2.2730217] yes=99,no=100,missing=100,gain=5.99455452,cover=23359
- 99:leaf=0.000137264724,cover=0
- 100:leaf=-0.00206864648,cover=0
- 50:[Area5<0.64983958] yes=101,no=102,missing=101,gain=6.71894264,cover=6965
- 101:leaf=0.00188050536,cover=0
- 102:leaf=-0.00136420492,cover=0
- 12:[Ecc<3.8768425] yes=25,no=26,missing=25,gain=27.0801105,cover=481418
- 25:[Curv5<-0.166574284] yes=51,no=52,missing=51,gain=39.2624664,cover=88016
- 51:[PialArea5<1.15332794] yes=103,no=104,missing=103,gain=12.6412535,cover=61353
- 103:leaf=0.00104541471,cover=0
- 104:leaf=-0.000398927514,cover=0
- 52:[PialArea5<1.14602101] yes=105,no=106,missing=105,gain=22.2430954,cover=26663
- 105:leaf=0.00369929895,cover=0
- 106:leaf=0.000611226715,cover=0
- 26:[Ecc<44.7855835] yes=53,no=54,missing=53,gain=8.43377495,cover=393402
- 53:[PialCurv5<-0.0529128574] yes=107,no=108,missing=108,gain=9.59844017,cover=370445
- 107:leaf=0.000195694185,cover=0
- 108:leaf=-0.00045128382,cover=0
- 54:[Sulc0<0.167916268] yes=109,no=110,missing=110,gain=10.7023945,cover=22957
- 109:leaf=0.000162326454,cover=0
- 110:leaf=0.00235854252,cover=0
- 6:[Sulc0<-0.370474488] yes=13,no=14,missing=13,gain=19.2536926,cover=4375334
- 13:[Ecc<1.96654522] yes=27,no=28,missing=27,gain=34.9689865,cover=1562199
- 27:[Pol<67.3859482] yes=55,no=56,missing=55,gain=26.0702248,cover=380141
- 55:[PialArea5<1.10654831] yes=111,no=112,missing=111,gain=28.1086197,cover=102502
- 111:leaf=-0.000946263142,cover=0
- 112:leaf=0.000921460276,cover=0
- 56:[LGI5<2.51969218] yes=113,no=114,missing=114,gain=33.8007202,cover=277639
- 113:leaf=0.000718640978,cover=0
- 114:leaf=-0.00083510438,cover=0
- 28:[Pol<146.122681] yes=57,no=58,missing=57,gain=51.8819542,cover=1182058
- 57:[Curv5<-0.171285838] yes=115,no=116,missing=115,gain=74.9005356,cover=647252
- 115:leaf=-8.97722493e-05,cover=0
- 116:leaf=-0.00116579968,cover=0
- 58:[Curv5<-0.183827445] yes=117,no=118,missing=117,gain=32.6985626,cover=534806
- 117:leaf=-0.00029831822,cover=0
- 118:leaf=0.000488760124,cover=0
- 14:[Curv5<-0.169727564] yes=29,no=30,missing=29,gain=23.7157574,cover=2813135
- 29:[PialCurv5<-0.0905637741] yes=59,no=60,missing=60,gain=65.0269928,cover=144715
- 59:[LGI5<2.91278505] yes=119,no=120,missing=119,gain=22.412735,cover=114890
- 119:leaf=0.0009997132,cover=0
- 120:leaf=-0.000433537789,cover=0
- 60:[PialArea5<0.777740717] yes=121,no=122,missing=122,gain=36.6005936,cover=29825
- 121:leaf=0.000177887443,cover=0
- 122:leaf=0.00393872475,cover=0
- 30:[PialCurv5<-0.115016438] yes=61,no=62,missing=61,gain=22.0507374,cover=2668420
- 61:[MidArea5<0.661389112] yes=123,no=124,missing=123,gain=25.0897293,cover=7850
- 123:leaf=-0.00220212596,cover=0
- 124:leaf=0.00429700268,cover=0
- 62:[Ecc<3.29132295] yes=125,no=126,missing=125,gain=12.3990822,cover=2660570
- 125:leaf=-0.000308626506,cover=0
- 126:leaf=3.53789437e-05,cover=0
-booster[285]:
-0:[PialArea5<0.971235156] yes=1,no=2,missing=2,gain=8.05356216,cover=5124388
- 1:[Pol<176.970428] yes=3,no=4,missing=4,gain=13.8311234,cover=3914635
- 3:[Sulc0<-0.101085678] yes=7,no=8,missing=7,gain=13.5877914,cover=3841012
- 7:[PialArea5<0.480917931] yes=15,no=16,missing=16,gain=19.761158,cover=1785110
- 15:[Curv5<0.0213092454] yes=31,no=32,missing=31,gain=19.9006996,cover=45543
- 31:[Area5<0.557224929] yes=63,no=64,missing=64,gain=8.87082291,cover=8079
- 63:leaf=5.92417273e-05,cover=0
- 64:leaf=-0.00328994961,cover=0
- 32:[Area5<0.609410942] yes=65,no=66,missing=65,gain=10.002533,cover=37464
- 65:leaf=0.00044246469,cover=0
- 66:leaf=0.0020884783,cover=0
- 16:[Area5<0.584141672] yes=33,no=34,missing=33,gain=23.5926685,cover=1739567
- 33:[Pol<62.0115929] yes=67,no=68,missing=67,gain=29.4886436,cover=584243
- 67:leaf=-0.000517353357,cover=0
- 68:leaf=0.000293364079,cover=0
- 34:[Pol<26.4235344] yes=69,no=70,missing=70,gain=42.0127182,cover=1155324
- 69:leaf=0.000438523479,cover=0
- 70:leaf=-0.000428605417,cover=0
- 8:[Curv5<0.067619428] yes=17,no=18,missing=17,gain=29.7975388,cover=2055902
- 17:[Pol<116.615585] yes=35,no=36,missing=36,gain=43.7958984,cover=809816
- 35:[Ecc<30.959959] yes=71,no=72,missing=71,gain=71.4783401,cover=498479
- 71:leaf=0.000876708073,cover=0
- 72:leaf=-0.000589202798,cover=0
- 36:[Ecc<16.2597466] yes=73,no=74,missing=73,gain=40.0514145,cover=311337
- 73:leaf=0.000358381163,cover=0
- 74:leaf=-0.000776512607,cover=0
- 18:[Area5<0.822840035] yes=37,no=38,missing=37,gain=33.7376404,cover=1246086
- 37:[PialArea5<0.555011809] yes=75,no=76,missing=75,gain=39.278698,cover=1195519
- 75:leaf=-1.13848328e-05,cover=0
- 76:leaf=-0.000694477756,cover=0
- 38:[Pol<94.4799194] yes=77,no=78,missing=77,gain=9.64162827,cover=50567
- 77:leaf=0.000423009711,cover=0
- 78:leaf=0.00180582877,cover=0
- 4:[Ecc<1.3629595] yes=9,no=10,missing=10,gain=10.2592974,cover=73623
- 9:[PialArea5<0.669517875] yes=19,no=20,missing=19,gain=1.51813006,cover=7362
- 19:[Ecc<0.943656743] yes=39,no=40,missing=40,gain=1.38490105,cover=3330
- 39:[Area5<0.66824472] yes=79,no=80,missing=79,gain=0.863451779,cover=2756
- 79:leaf=-0.00124611973,cover=0
- 80:leaf=0.000959368714,cover=0
- 40:[LGI5<2.35684347] yes=81,no=82,missing=82,gain=0.70746839,cover=574
- 81:leaf=-0.000160818629,cover=0
- 82:leaf=0.0033909902,cover=0
- 20:[Area5<0.603367925] yes=41,no=42,missing=41,gain=2.53934431,cover=4032
- 41:[PialArea5<0.801087916] yes=83,no=84,missing=84,gain=0.932777882,cover=2056
- 83:leaf=-0.00155133323,cover=0
- 84:leaf=0.000581509725,cover=0
- 42:[Ecc<0.513775289] yes=85,no=86,missing=85,gain=2.36179304,cover=1976
- 85:leaf=-0.000134915317,cover=0
- 86:leaf=-0.0040801256,cover=0
- 10:[Sulc0<-0.0326132737] yes=21,no=22,missing=21,gain=9.08333015,cover=66261
- 21:[PialArea5<0.683221579] yes=43,no=44,missing=43,gain=10.271225,cover=58714
- 43:[Area5<0.716575325] yes=87,no=88,missing=88,gain=13.2431622,cover=14053
- 87:leaf=0.00143320218,cover=0
- 88:leaf=0.00518840924,cover=0
- 44:[Curv5<-0.239749789] yes=89,no=90,missing=89,gain=5.95649242,cover=44661
- 89:leaf=-0.000283033616,cover=0
- 90:leaf=0.00102600094,cover=0
- 22:[Curv5<-0.121808149] yes=45,no=46,missing=45,gain=8.84074306,cover=7547
- 45:[Ecc<33.2971039] yes=91,no=92,missing=92,gain=3.85126495,cover=549
- 91:leaf=-0.00986571889,cover=0
- 92:leaf=0.00645782799,cover=0
- 46:[Curv5<0.110890195] yes=93,no=94,missing=93,gain=6.49952507,cover=6998
- 93:leaf=-0.00329161179,cover=0
- 94:leaf=-0.000122257014,cover=0
- 2:[Curv5<-0.0320370905] yes=5,no=6,missing=6,gain=7.93710089,cover=1209753
- 5:[Pol<74.7525482] yes=11,no=12,missing=11,gain=8.63189983,cover=1156458
- 11:[PialCurv5<-0.072655201] yes=23,no=24,missing=23,gain=11.7608099,cover=655660
- 23:[Curv5<-0.102400392] yes=47,no=48,missing=48,gain=98.0226898,cover=516181
- 47:[PialCurv5<-0.102360219] yes=95,no=96,missing=95,gain=10.4004774,cover=504203
- 95:leaf=0.000126937564,cover=0
- 96:leaf=-0.00035837121,cover=0
- 48:[PialCurv5<-0.0886472985] yes=97,no=98,missing=97,gain=22.9024506,cover=11978
- 97:leaf=0.00815152004,cover=0
- 98:leaf=0.00321983732,cover=0
- 24:[Curv5<-0.130991504] yes=49,no=50,missing=50,gain=52.0571899,cover=139479
- 49:[Area5<0.685542226] yes=99,no=100,missing=99,gain=11.7176628,cover=21634
- 99:leaf=0.000393513677,cover=0
- 100:leaf=0.00276689883,cover=0
- 50:[PialCurv5<0.00236006663] yes=101,no=102,missing=101,gain=14.4852028,cover=117845
- 101:leaf=-0.000968940847,cover=0
- 102:leaf=0.00184931105,cover=0
- 12:[Pol<107.129471] yes=25,no=26,missing=26,gain=30.4375496,cover=500798
- 25:[Ecc<6.03867722] yes=51,no=52,missing=52,gain=36.6976089,cover=37931
- 51:[Area5<0.702883124] yes=103,no=104,missing=103,gain=13.8939629,cover=29923
- 103:leaf=0.00166829489,cover=0
- 104:leaf=-0.000536080974,cover=0
- 52:[Ecc<8.7927618] yes=105,no=106,missing=105,gain=16.3715591,cover=8008
- 105:leaf=0.00605561584,cover=0
- 106:leaf=0.00107529899,cover=0
- 26:[LGI5<2.76843596] yes=53,no=54,missing=53,gain=16.7399139,cover=462867
- 53:[LGI5<2.40363431] yes=107,no=108,missing=108,gain=31.3911934,cover=244944
- 107:leaf=0.000750595238,cover=0
- 108:leaf=-0.000507935416,cover=0
- 54:[Pol<160.153915] yes=109,no=110,missing=109,gain=29.029707,cover=217923
- 109:leaf=0.00109806831,cover=0
- 110:leaf=-6.41226943e-05,cover=0
- 6:[PialCurv5<-0.0154925911] yes=13,no=14,missing=13,gain=82.3236237,cover=53295
- 13:[Curv5<-0.0203319378] yes=27,no=28,missing=28,gain=16.7951355,cover=9237
- 27:[PialCurv5<-0.0314326771] yes=55,no=56,missing=56,gain=9.74949646,cover=5215
- 55:[PialCurv5<-0.0839454681] yes=111,no=112,missing=111,gain=4.75224495,cover=2091
- 111:leaf=0.0178129282,cover=0
- 112:leaf=0.00529397884,cover=0
- 56:[Sulc0<-0.15955846] yes=113,no=114,missing=114,gain=2.1057899,cover=3124
- 113:leaf=0.000201498202,cover=0
- 114:leaf=0.00281479233,cover=0
- 28:[Area5<0.987501919] yes=57,no=58,missing=57,gain=16.2715073,cover=4022
- 57:[PialCurv5<-0.0982506946] yes=115,no=116,missing=115,gain=11.8575821,cover=3860
- 115:leaf=0.0342167206,cover=0
- 116:leaf=0.00778394332,cover=0
- 58:[Pol<143.959366] yes=117,no=118,missing=117,gain=1.34221077,cover=162
- 117:leaf=-0.00945796352,cover=0
- 118:leaf=0.00638368493,cover=0
- 14:[Pol<156.492447] yes=29,no=30,missing=30,gain=7.52045441,cover=44058
- 29:[Sulc0<0.433680743] yes=59,no=60,missing=59,gain=5.33915234,cover=41168
- 59:[Ecc<18.0513744] yes=119,no=120,missing=119,gain=6.48814583,cover=39953
- 119:leaf=0.000358558347,cover=0
- 120:leaf=-0.000970925961,cover=0
- 60:[LGI5<3.41813922] yes=121,no=122,missing=121,gain=6.96709394,cover=1215
- 121:leaf=0.00132453314,cover=0
- 122:leaf=0.0107052289,cover=0
- 30:[Area5<0.738135278] yes=61,no=62,missing=61,gain=2.30727863,cover=2890
- 61:[LGI5<3.24660802] yes=123,no=124,missing=124,gain=3.05233288,cover=929
- 123:leaf=-0.00360452314,cover=0
- 124:leaf=-0.0121914586,cover=0
- 62:[Curv5<0.00546095846] yes=125,no=126,missing=125,gain=2.20955062,cover=1961
- 125:leaf=-0.00057956716,cover=0
- 126:leaf=-0.00423738826,cover=0
-booster[286]:
-0:[Curv5<-0.279226273] yes=1,no=2,missing=1,gain=8.03353691,cover=5124388
- 1:[Area5<0.625618935] yes=3,no=4,missing=3,gain=15.7061329,cover=222962
- 3:[Sulc0<-0.557882011] yes=7,no=8,missing=7,gain=8.47126102,cover=159553
- 7:[Curv5<-0.319950402] yes=15,no=16,missing=16,gain=4.75944328,cover=124204
- 15:[PialCurv5<-0.076943703] yes=31,no=32,missing=32,gain=4.07240868,cover=43795
- 31:[PialArea5<0.665998757] yes=63,no=64,missing=63,gain=2.41876435,cover=43377
- 63:leaf=-0.000509266916,cover=0
- 64:leaf=0.00047336673,cover=0
- 32:[PialCurv5<0.00236006663] yes=65,no=66,missing=66,gain=1.22638154,cover=418
- 65:leaf=-0.00328494608,cover=0
- 66:leaf=-0.0100632599,cover=0
- 16:[PialCurv5<-0.148241684] yes=33,no=34,missing=33,gain=7.52142286,cover=80409
- 33:[Ecc<8.23836613] yes=67,no=68,missing=67,gain=5.48079395,cover=47493
- 67:leaf=-0.00118866609,cover=0
- 68:leaf=-6.09741037e-05,cover=0
- 34:[LGI5<2.46263766] yes=69,no=70,missing=69,gain=4.50499916,cover=32916
- 69:leaf=0.000873330224,cover=0
- 70:leaf=-0.000311479846,cover=0
- 8:[PialCurv5<-0.159167215] yes=17,no=18,missing=17,gain=6.58066368,cover=35349
- 17:[Curv5<-0.350989401] yes=35,no=36,missing=35,gain=8.2813549,cover=17457
- 35:[PialArea5<0.764178395] yes=71,no=72,missing=72,gain=3.87178612,cover=8690
- 71:leaf=0.000669929723,cover=0
- 72:leaf=0.00361786759,cover=0
- 36:[Pol<52.7894325] yes=73,no=74,missing=73,gain=4.15451908,cover=8767
- 73:leaf=0.00158192869,cover=0
- 74:leaf=-0.0015106838,cover=0
- 18:[Curv5<-0.39144522] yes=37,no=38,missing=37,gain=7.50779724,cover=17892
- 37:[PialArea5<0.718622029] yes=75,no=76,missing=76,gain=3.29778242,cover=2110
- 75:leaf=-0.00269382144,cover=0
- 76:leaf=0.00163716567,cover=0
- 38:[Pol<59.5955544] yes=77,no=78,missing=77,gain=4.20907593,cover=15782
- 77:leaf=0.000189266255,cover=0
- 78:leaf=0.00218466623,cover=0
- 4:[PialCurv5<-0.139269829] yes=9,no=10,missing=9,gain=10.1865215,cover=63409
- 9:[PialArea5<1.16111541] yes=19,no=20,missing=20,gain=5.10255241,cover=51450
- 19:[LGI5<2.56467891] yes=39,no=40,missing=39,gain=5.25199699,cover=44616
- 39:[Ecc<3.94116735] yes=79,no=80,missing=79,gain=2.88367271,cover=7507
- 79:leaf=0.00306024775,cover=0
- 80:leaf=0.0010993476,cover=0
- 40:[PialArea5<0.813682437] yes=81,no=82,missing=81,gain=4.79718971,cover=37109
- 81:leaf=-0.00047330698,cover=0
- 82:leaf=0.00090435578,cover=0
- 20:[PialCurv5<-0.181738108] yes=41,no=42,missing=41,gain=2.31262755,cover=6834
- 41:[LGI5<3.11198854] yes=83,no=84,missing=84,gain=1.61226964,cover=1452
- 83:leaf=-0.00160037109,cover=0
- 84:leaf=-0.00591619918,cover=0
- 42:[Area5<0.833255887] yes=85,no=86,missing=85,gain=2.16141534,cover=5382
- 85:leaf=-0.00046324599,cover=0
- 86:leaf=0.00296993181,cover=0
- 10:[PialCurv5<-0.0330938511] yes=21,no=22,missing=22,gain=2.95254898,cover=11959
- 21:[LGI5<3.28291535] yes=43,no=44,missing=43,gain=2.6948967,cover=11780
- 43:[Ecc<1.26157856] yes=87,no=88,missing=87,gain=2.81406975,cover=10066
- 87:leaf=-0.00130142947,cover=0
- 88:leaf=0.00285796961,cover=0
- 44:[Pol<165.944183] yes=89,no=90,missing=89,gain=1.11050117,cover=1714
- 89:leaf=-0.000165197751,cover=0
- 90:leaf=0.00284071034,cover=0
- 22:[Pol<30.3635597] yes=45,no=46,missing=46,gain=1.77278745,cover=179
- 45:[Sulc0<-0.726142108] yes=91,no=92,missing=91,gain=2.82295036,cover=70
- 91:leaf=-0.00930950698,cover=0
- 92:leaf=0.0106914164,cover=0
- 46:[PialCurv5<-0.019163372] yes=93,no=94,missing=94,gain=0.250795841,cover=109
- 93:leaf=-0.00396352587,cover=0
- 94:leaf=-0.00952528603,cover=0
- 2:[PialCurv5<-0.175695807] yes=5,no=6,missing=5,gain=16.8881645,cover=4901426
- 5:[Curv5<-0.232248098] yes=11,no=12,missing=12,gain=15.6279583,cover=16923
- 11:[PialCurv5<-0.190801308] yes=23,no=24,missing=23,gain=3.73288703,cover=12989
- 23:[Ecc<22.4429302] yes=47,no=48,missing=47,gain=1.90910244,cover=3664
- 47:[LGI5<2.95653391] yes=95,no=96,missing=95,gain=3.57117653,cover=3198
- 95:leaf=0.00145894464,cover=0
- 96:leaf=0.00516045466,cover=0
- 48:[LGI5<2.97342348] yes=97,no=98,missing=97,gain=0.515919089,cover=466
- 97:leaf=-0.00417620596,cover=0
- 98:leaf=-6.36155455e-05,cover=0
- 24:[PialArea5<0.831580997] yes=49,no=50,missing=49,gain=2.65881085,cover=9325
- 49:[Pol<154.27803] yes=99,no=100,missing=100,gain=1.88549733,cover=4075
- 99:leaf=-0.00130929309,cover=0
- 100:leaf=0.00135175441,cover=0
- 50:[Curv5<-0.251844287] yes=101,no=102,missing=101,gain=1.89874768,cover=5250
- 101:leaf=0.000406768726,cover=0
- 102:leaf=0.00263692974,cover=0
- 12:[Curv5<-0.0795110464] yes=25,no=26,missing=25,gain=8.62460518,cover=3934
- 25:[MidArea5<0.628216386] yes=51,no=52,missing=52,gain=6.53608704,cover=3703
- 51:[PialArea5<0.841635466] yes=103,no=104,missing=103,gain=0.942492604,cover=740
- 103:leaf=0.000474827422,cover=0
- 104:leaf=0.0146036027,cover=0
- 52:[Ecc<16.0247612] yes=105,no=106,missing=105,gain=5.92378235,cover=2963
- 105:leaf=0.00722116698,cover=0
- 106:leaf=0.00199795212,cover=0
- 26:[Ecc<0.999059319] yes=53,no=54,missing=53,gain=4.88598347,cover=231
- 53:leaf=0.0226195287,cover=0
- 54:[Pol<166.64444] yes=107,no=108,missing=107,gain=2.6738534,cover=217
- 107:leaf=-0.00859016646,cover=0
- 108:leaf=0.0111072306,cover=0
- 6:[PialArea5<1.33957577] yes=13,no=14,missing=13,gain=9.28041935,cover=4884503
- 13:[Curv5<-0.0343657099] yes=27,no=28,missing=27,gain=11.3753548,cover=4767989
- 27:[Area5<0.619086087] yes=55,no=56,missing=55,gain=31.6624527,cover=2469809
- 55:[Pol<59.5955544] yes=109,no=110,missing=110,gain=42.9059258,cover=857735
- 109:leaf=-0.000465011981,cover=0
- 110:leaf=0.00034761228,cover=0
- 56:[PialArea5<0.793370187] yes=111,no=112,missing=111,gain=37.2216568,cover=1612074
- 111:leaf=-0.000877360639,cover=0
- 112:leaf=-0.000144820107,cover=0
- 28:[PialCurv5<-0.00955641083] yes=57,no=58,missing=57,gain=80.1267929,cover=2298180
- 57:[PialArea5<0.764178395] yes=113,no=114,missing=113,gain=65.7092209,cover=129345
- 113:leaf=0.000160786905,cover=0
- 114:leaf=0.00241542864,cover=0
- 58:[Curv5<0.000893599819] yes=115,no=116,missing=115,gain=22.3518791,cover=2168835
- 115:leaf=-0.000507773308,cover=0
- 116:leaf=3.14098252e-05,cover=0
- 14:[Area5<0.587948382] yes=29,no=30,missing=29,gain=3.57676315,cover=116514
- 29:[Pol<122.504936] yes=59,no=60,missing=59,gain=2.96703959,cover=2312
- 59:[Curv5<-0.203415334] yes=117,no=118,missing=118,gain=3.22833443,cover=1410
- 117:leaf=0.00169882108,cover=0
- 118:leaf=0.00652583921,cover=0
- 60:[Ecc<6.64552498] yes=119,no=120,missing=119,gain=3.84141827,cover=902
- 119:leaf=-0.00133091712,cover=0
- 120:leaf=0.00740713114,cover=0
- 30:[Curv5<-0.106344692] yes=61,no=62,missing=61,gain=3.95012379,cover=114202
- 61:[LGI5<3.268116] yes=121,no=122,missing=121,gain=3.98034358,cover=104221
- 121:leaf=0.000211858613,cover=0
- 122:leaf=0.00148799864,cover=0
- 62:[PialCurv5<-0.0748331472] yes=123,no=124,missing=123,gain=19.0597839,cover=9981
- 123:leaf=0.00547343539,cover=0
- 124:leaf=0.000179968993,cover=0
-booster[287]:
-0:[LGI5<2.23211861] yes=1,no=2,missing=2,gain=7.63988924,cover=5124388
- 1:[Area5<0.692729533] yes=3,no=4,missing=3,gain=6.30133104,cover=140393
- 3:[LGI5<2.16230083] yes=7,no=8,missing=7,gain=7.22755623,cover=110806
- 7:[MidArea5<0.851890504] yes=15,no=16,missing=16,gain=4.5079875,cover=32097
- 15:[Sulc0<-0.757337272] yes=31,no=32,missing=32,gain=3.96154499,cover=29675
- 31:[Ecc<1.15906882] yes=63,no=64,missing=64,gain=3.22565126,cover=12171
- 63:leaf=-0.00195508287,cover=0
- 64:leaf=-0.00029334877,cover=0
- 32:[Pol<102.778297] yes=65,no=66,missing=65,gain=5.57936239,cover=17504
- 65:leaf=-0.000857839303,cover=0
- 66:leaf=0.000958283083,cover=0
- 16:[Ecc<3.35458159] yes=33,no=34,missing=33,gain=3.8570385,cover=2422
- 33:[Curv5<-0.225438625] yes=67,no=68,missing=68,gain=2.56457138,cover=2076
- 67:leaf=-0.000310523232,cover=0
- 68:leaf=0.00378730707,cover=0
- 34:[Ecc<7.29654455] yes=69,no=70,missing=70,gain=1.34439671,cover=346
- 69:leaf=-0.00151771144,cover=0
- 70:leaf=-0.00992549956,cover=0
- 8:[Pol<74.7525482] yes=17,no=18,missing=17,gain=6.64647675,cover=78709
- 17:[Ecc<4.8056078] yes=35,no=36,missing=35,gain=2.52823043,cover=23753
- 35:[PialArea5<0.571868718] yes=71,no=72,missing=71,gain=1.86612558,cover=23087
- 71:leaf=0.00257485989,cover=0
- 72:leaf=9.90383778e-05,cover=0
- 36:[MidArea5<0.678623557] yes=73,no=74,missing=73,gain=2.45996141,cover=666
- 73:leaf=-0.00671428675,cover=0
- 74:leaf=-0.000495393702,cover=0
- 18:[Curv5<0.149355054] yes=37,no=38,missing=37,gain=8.6886425,cover=54956
- 37:[LGI5<2.22170687] yes=75,no=76,missing=75,gain=6.68169022,cover=47961
- 75:leaf=0.00163478986,cover=0
- 76:leaf=0.000167674953,cover=0
- 38:[Sulc0<-0.469276249] yes=77,no=78,missing=78,gain=2.51596165,cover=6995
- 77:leaf=-0.00728368619,cover=0
- 78:leaf=-0.000415766815,cover=0
- 4:[Ecc<1.96654522] yes=9,no=10,missing=9,gain=7.88971901,cover=29587
- 9:[Curv5<-0.0708468556] yes=19,no=20,missing=19,gain=4.37843513,cover=9844
- 19:[Curv5<-0.297558427] yes=39,no=40,missing=40,gain=4.32254362,cover=4090
- 39:[PialCurv5<-0.144106165] yes=79,no=80,missing=79,gain=0.706130981,cover=36
- 79:leaf=0.00202577049,cover=0
- 80:leaf=0.0199747328,cover=0
- 40:[Ecc<1.31300318] yes=81,no=82,missing=81,gain=3.3488481,cover=4054
- 81:leaf=-0.00152401836,cover=0
- 82:leaf=0.00155091833,cover=0
- 20:[Area5<0.746306419] yes=41,no=42,missing=41,gain=4.68356133,cover=5754
- 41:[Pol<115.563423] yes=83,no=84,missing=83,gain=5.18587875,cover=3888
- 83:leaf=0.00116751774,cover=0
- 84:leaf=0.00485795271,cover=0
- 42:[LGI5<2.13090348] yes=85,no=86,missing=85,gain=4.80476618,cover=1866
- 85:leaf=0.00673314184,cover=0
- 86:leaf=-0.00121271086,cover=0
- 10:[Pol<150.62207] yes=21,no=22,missing=21,gain=6.19934368,cover=19743
- 21:[Sulc0<-0.389213681] yes=43,no=44,missing=43,gain=8.35313511,cover=18866
- 43:[Pol<95.050293] yes=87,no=88,missing=87,gain=14.2313185,cover=5540
- 87:leaf=-0.00108859071,cover=0
- 88:leaf=-0.00671003899,cover=0
- 44:[Curv5<-0.108295463] yes=89,no=90,missing=90,gain=5.49926853,cover=13326
- 89:leaf=0.00624087267,cover=0
- 90:leaf=-0.000529550191,cover=0
- 22:[MidArea5<0.98915565] yes=45,no=46,missing=45,gain=6.12422943,cover=877
- 45:[MidArea5<0.773718297] yes=91,no=92,missing=92,gain=6.09426594,cover=699
- 91:leaf=0.00987985451,cover=0
- 92:leaf=-0.00135443895,cover=0
- 46:[PialCurv5<-0.0680129603] yes=93,no=94,missing=93,gain=2.25111008,cover=178
- 93:leaf=0.0128064966,cover=0
- 94:leaf=-0.0118877022,cover=0
- 2:[PialArea5<0.349780142] yes=5,no=6,missing=6,gain=7.5532341,cover=4983995
- 5:[Curv5<0.128008828] yes=11,no=12,missing=11,gain=10.2131481,cover=238882
- 11:[Curv5<0.0615303926] yes=23,no=24,missing=23,gain=6.30666351,cover=25526
- 23:[LGI5<3.34776258] yes=47,no=48,missing=47,gain=4.50815296,cover=2811
- 47:[Area5<0.739104271] yes=95,no=96,missing=96,gain=3.34195709,cover=2360
- 95:leaf=8.90016308e-05,cover=0
- 96:leaf=-0.0150570218,cover=0
- 48:[Ecc<33.9075584] yes=97,no=98,missing=97,gain=3.75870466,cover=451
- 97:leaf=-0.00823226105,cover=0
- 98:leaf=0.00228027813,cover=0
- 24:[Pol<144.670364] yes=49,no=50,missing=49,gain=3.24951935,cover=22715
- 49:[Sulc0<-0.244882882] yes=99,no=100,missing=99,gain=5.85985184,cover=21725
- 99:leaf=0.00728594372,cover=0
- 100:leaf=0.00149448088,cover=0
- 50:[Ecc<0.783076942] yes=101,no=102,missing=101,gain=2.56254649,cover=990
- 101:leaf=-0.00356863788,cover=0
- 102:leaf=0.00155092694,cover=0
- 12:[Sulc0<0.32645905] yes=25,no=26,missing=25,gain=8.46987152,cover=213356
- 25:[Ecc<3.67199802] yes=51,no=52,missing=51,gain=6.68936157,cover=17041
- 51:[Curv5<0.266060919] yes=103,no=104,missing=103,gain=4.80302334,cover=10437
- 103:leaf=0.000941631384,cover=0
- 104:leaf=-0.00182556605,cover=0
- 52:[Sulc0<-0.00176540145] yes=105,no=106,missing=105,gain=5.8860569,cover=6604
- 105:leaf=0.00580315897,cover=0
- 106:leaf=0.00179754687,cover=0
- 26:[Pol<104.929901] yes=53,no=54,missing=53,gain=7.24150085,cover=196315
- 53:[Pol<90.9627914] yes=107,no=108,missing=107,gain=10.8227377,cover=149134
- 107:leaf=0.000497168046,cover=0
- 108:leaf=-0.000410120556,cover=0
- 54:[Ecc<6.35379457] yes=109,no=110,missing=109,gain=4.55079126,cover=47181
- 109:leaf=8.13489078e-06,cover=0
- 110:leaf=0.00100682362,cover=0
- 6:[Curv5<0.110890195] yes=13,no=14,missing=14,gain=11.2645769,cover=4745113
- 13:[Sulc0<0.540103436] yes=27,no=28,missing=27,gain=24.1253872,cover=4062032
- 27:[Pol<112.874634] yes=55,no=56,missing=55,gain=16.7319794,cover=3862457
- 55:[Ecc<30.4150848] yes=111,no=112,missing=111,gain=33.5648766,cover=2068677
- 111:leaf=0.000137313473,cover=0
- 112:leaf=-0.000593351142,cover=0
- 56:[Pol<134.081207] yes=113,no=114,missing=113,gain=45.5836449,cover=1793780
- 113:leaf=-0.000521340058,cover=0
- 114:leaf=3.12442135e-05,cover=0
- 28:[Pol<117.137611] yes=57,no=58,missing=58,gain=32.1854324,cover=199575
- 57:[Ecc<37.2796402] yes=115,no=116,missing=116,gain=23.0577774,cover=164782
- 115:leaf=0.000597863866,cover=0
- 116:leaf=-0.000759167655,cover=0
- 58:[Ecc<11.0302963] yes=117,no=118,missing=118,gain=9.44038773,cover=34793
- 117:leaf=-0.00393937109,cover=0
- 118:leaf=0.00204106374,cover=0
- 14:[Ecc<11.6821251] yes=29,no=30,missing=30,gain=24.5634785,cover=683081
- 29:[Pol<81.5476837] yes=59,no=60,missing=59,gain=20.8857784,cover=433686
- 59:[Ecc<7.4459548] yes=119,no=120,missing=119,gain=12.4478569,cover=39623
- 119:leaf=0.0019258809,cover=0
- 120:leaf=0.000147431565,cover=0
- 60:[Sulc0<0.795422614] yes=121,no=122,missing=121,gain=9.30382252,cover=394063
- 121:leaf=-2.75058901e-05,cover=0
- 122:leaf=-0.000975135074,cover=0
- 30:[Pol<127.133438] yes=61,no=62,missing=61,gain=27.8752594,cover=249395
- 61:[Pol<45.5953903] yes=123,no=124,missing=124,gain=25.2038193,cover=221026
- 123:leaf=0.00283359806,cover=0
- 124:leaf=-0.000875169528,cover=0
- 62:[Ecc<25.1292973] yes=125,no=126,missing=125,gain=13.0875988,cover=28369
- 125:leaf=0.00025063986,cover=0
- 126:leaf=0.00273574051,cover=0
-booster[288]:
-0:[Sulc0<-1.12931466] yes=1,no=2,missing=2,gain=7.74586487,cover=5124388
- 1:[PialCurv5<-0.102360219] yes=3,no=4,missing=3,gain=7.02839708,cover=80066
- 3:[Area5<0.693521142] yes=7,no=8,missing=7,gain=6.72669125,cover=72902
- 7:[LGI5<2.58517122] yes=15,no=16,missing=15,gain=3.06794262,cover=55460
- 15:[Curv5<-0.292340577] yes=31,no=32,missing=31,gain=2.86573768,cover=38945
- 31:[PialCurv5<-0.128275648] yes=63,no=64,missing=64,gain=1.03244817,cover=7829
- 63:leaf=0.000332245982,cover=0
- 64:leaf=0.00261986628,cover=0
- 32:[PialCurv5<-0.145424455] yes=65,no=66,missing=66,gain=3.460639,cover=31116
- 65:leaf=-0.00142276101,cover=0
- 66:leaf=-0.00025209281,cover=0
- 16:[PialCurv5<-0.14160423] yes=33,no=34,missing=34,gain=2.96034718,cover=16515
- 33:[Curv5<-0.218969986] yes=67,no=68,missing=67,gain=2.04990029,cover=11240
- 67:leaf=-0.000812124461,cover=0
- 68:leaf=0.00437274249,cover=0
- 34:[LGI5<3.27544355] yes=69,no=70,missing=70,gain=2.57555103,cover=5275
- 69:leaf=-0.00283601857,cover=0
- 70:leaf=-0.000356905133,cover=0
- 8:[LGI5<2.67457628] yes=17,no=18,missing=17,gain=3.18991899,cover=17442
- 17:[Area5<0.833255887] yes=35,no=36,missing=36,gain=4.15782022,cover=8489
- 35:[PialArea5<1.14602101] yes=71,no=72,missing=71,gain=3.68336892,cover=7558
- 71:leaf=0.00272655394,cover=0
- 72:leaf=0.000181714786,cover=0
- 36:[Ecc<1.85215485] yes=73,no=74,missing=74,gain=2.69899321,cover=931
- 73:leaf=-0.00172440091,cover=0
- 74:leaf=0.00554886134,cover=0
- 18:[LGI5<3.42912889] yes=37,no=38,missing=37,gain=2.38131094,cover=8953
- 37:[Ecc<3.03937531] yes=75,no=76,missing=76,gain=1.48151469,cover=6414
- 75:leaf=-0.00359098613,cover=0
- 76:leaf=-0.000459270785,cover=0
- 38:[Pol<20.2198563] yes=77,no=78,missing=77,gain=1.15768838,cover=2539
- 77:leaf=0.000108484201,cover=0
- 78:leaf=0.00224399846,cover=0
- 4:[Ecc<8.41855335] yes=9,no=10,missing=9,gain=5.09518719,cover=7164
- 9:[Pol<137.578873] yes=19,no=20,missing=20,gain=3.33363438,cover=6826
- 19:[Pol<119.777687] yes=39,no=40,missing=40,gain=2.77882099,cover=5368
- 39:[PialArea5<1.05055559] yes=79,no=80,missing=79,gain=1.74973249,cover=5096
- 79:leaf=-0.000296775717,cover=0
- 80:leaf=-0.00247993646,cover=0
- 40:[Ecc<2.13501525] yes=81,no=82,missing=81,gain=1.62486422,cover=272
- 81:leaf=0.00472489325,cover=0
- 82:leaf=-0.00655559916,cover=0
- 20:[Curv5<-0.177508175] yes=41,no=42,missing=42,gain=4.24773121,cover=1458
- 41:[Ecc<3.22716212] yes=83,no=84,missing=83,gain=4.76435089,cover=854
- 83:leaf=0.000253548613,cover=0
- 84:leaf=-0.00798088778,cover=0
- 42:[Ecc<2.6050899] yes=85,no=86,missing=85,gain=1.69761562,cover=604
- 85:leaf=-0.00954654533,cover=0
- 86:leaf=-0.00395999104,cover=0
- 10:[Curv5<-0.20189926] yes=21,no=22,missing=21,gain=1.87669683,cover=338
- 21:[Pol<24.282547] yes=43,no=44,missing=44,gain=0.37049979,cover=106
- 43:[PialCurv5<-0.0923183635] yes=87,no=88,missing=87,gain=0.32910341,cover=76
- 87:leaf=-0.00248633791,cover=0
- 88:leaf=0.00406385493,cover=0
- 44:[Pol<165.944183] yes=89,no=90,missing=89,gain=0.167661965,cover=30
- 89:leaf=-0.00689084083,cover=0
- 90:leaf=0.00869195443,cover=0
- 22:[LGI5<2.92358446] yes=45,no=46,missing=45,gain=2.48691058,cover=232
- 45:[Pol<157.965515] yes=91,no=92,missing=91,gain=2.36219597,cover=13
- 91:leaf=0.0378225856,cover=0
- 92:leaf=-0.00955844857,cover=0
- 46:[Pol<17.1471634] yes=93,no=94,missing=93,gain=1.27829838,cover=219
- 93:leaf=0.00193124672,cover=0
- 94:leaf=0.00967765879,cover=0
- 2:[PialArea5<0.839144647] yes=5,no=6,missing=6,gain=9.26261425,cover=5044322
- 5:[Area5<0.741095543] yes=11,no=12,missing=11,gain=26.2376251,cover=2934359
- 11:[LGI5<2.30690479] yes=23,no=24,missing=23,gain=10.7528353,cover=2422256
- 23:[PialArea5<0.529292643] yes=47,no=48,missing=47,gain=5.43412256,cover=190223
- 47:[PialCurv5<0.208232641] yes=95,no=96,missing=95,gain=9.35112381,cover=54380
- 95:leaf=0.00132615888,cover=0
- 96:leaf=1.47905466e-05,cover=0
- 48:[Curv5<0.0386843979] yes=97,no=98,missing=97,gain=4.05240774,cover=135843
- 97:leaf=0.000208898084,cover=0
- 98:leaf=-0.000476873072,cover=0
- 24:[PialArea5<0.780359626] yes=49,no=50,missing=49,gain=10.1331539,cover=2232033
- 49:[Area5<0.700531542] yes=99,no=100,missing=99,gain=14.5619373,cover=1884069
- 99:leaf=-0.000275530096,cover=0
- 100:leaf=4.48458086e-05,cover=0
- 50:[Area5<0.67507118] yes=101,no=102,missing=101,gain=17.3701248,cover=347964
- 101:leaf=0.000342072191,cover=0
- 102:leaf=-0.000414117327,cover=0
- 12:[Curv5<0.00780903921] yes=25,no=26,missing=26,gain=43.1251259,cover=512103
- 25:[Pol<63.605114] yes=51,no=52,missing=51,gain=21.8634796,cover=62923
- 51:[LGI5<2.61980247] yes=103,no=104,missing=103,gain=7.14430046,cover=13494
- 103:leaf=0.00328150205,cover=0
- 104:leaf=0.000292696961,cover=0
- 52:[Pol<147.599014] yes=105,no=106,missing=105,gain=31.4671173,cover=49429
- 105:leaf=-0.0021336365,cover=0
- 106:leaf=0.000848357682,cover=0
- 26:[Pol<47.409153] yes=53,no=54,missing=53,gain=35.3101845,cover=449180
- 53:[Ecc<7.54628181] yes=107,no=108,missing=107,gain=24.5201149,cover=26594
- 107:leaf=0.00767709082,cover=0
- 108:leaf=0.00179231877,cover=0
- 54:[PialArea5<0.724588811] yes=109,no=110,missing=110,gain=23.4721642,cover=422586
- 109:leaf=0.000519253663,cover=0
- 110:leaf=-0.000421799923,cover=0
- 6:[Area5<0.714116395] yes=13,no=14,missing=13,gain=24.061367,cover=2109963
- 13:[Curv5<-0.0642315522] yes=27,no=28,missing=28,gain=44.5073433,cover=1235223
- 27:[PialCurv5<-0.0209923834] yes=55,no=56,missing=55,gain=18.4254913,cover=1134328
- 55:[Area5<0.619086087] yes=111,no=112,missing=111,gain=11.4253731,cover=1113486
- 111:leaf=0.000307960756,cover=0
- 112:leaf=-1.86768939e-05,cover=0
- 56:[PialArea5<1.04617453] yes=113,no=114,missing=114,gain=18.8966217,cover=20842
- 113:leaf=0.00217554043,cover=0
- 114:leaf=-0.00241665612,cover=0
- 28:[Pol<44.6807365] yes=57,no=58,missing=58,gain=44.6737709,cover=100895
- 57:[PialCurv5<-0.0245349593] yes=115,no=116,missing=115,gain=25.8378868,cover=19593
- 115:leaf=0.00139322493,cover=0
- 116:leaf=-0.0023401333,cover=0
- 58:[PialCurv5<-0.0542625114] yes=117,no=118,missing=117,gain=26.2412415,cover=81302
- 117:leaf=0.00488286186,cover=0
- 118:leaf=0.00149480009,cover=0
- 14:[Curv5<-0.245563462] yes=29,no=30,missing=30,gain=17.1176529,cover=874740
- 29:[PialCurv5<-0.126528949] yes=59,no=60,missing=59,gain=12.9928694,cover=41946
- 59:[Pol<14.1659222] yes=119,no=120,missing=120,gain=5.72385263,cover=35716
- 119:leaf=-0.000616828795,cover=0
- 120:leaf=0.000862121524,cover=0
- 60:[Sulc0<-0.708302617] yes=121,no=122,missing=122,gain=3.31232452,cover=6230
- 121:leaf=0.00185011455,cover=0
- 122:leaf=0.00415731734,cover=0
- 30:[PialArea5<1.00558591] yes=61,no=62,missing=61,gain=16.8116016,cover=832794
- 61:[Pol<117.668175] yes=123,no=124,missing=124,gain=14.4654408,cover=346434
- 123:leaf=-0.00014447463,cover=0
- 124:leaf=-0.000795950182,cover=0
- 62:[Sulc0<-0.487093836] yes=125,no=126,missing=126,gain=9.56444073,cover=486360
- 125:leaf=-0.00016217606,cover=0
- 126:leaf=0.00028687992,cover=0
-booster[289]:
-0:[Area5<0.380439579] yes=1,no=2,missing=1,gain=7.60743523,cover=5124388
- 1:[PialCurv5<-0.0280297659] yes=3,no=4,missing=3,gain=4.17882395,cover=20016
- 3:[MidArea5<0.49446398] yes=7,no=8,missing=7,gain=2.89274883,cover=19654
- 7:[PialArea5<0.632563293] yes=15,no=16,missing=16,gain=7.24917221,cover=4548
- 15:[Pol<40.9012032] yes=31,no=32,missing=32,gain=3.56436729,cover=3971
- 31:[LGI5<3.04906535] yes=63,no=64,missing=63,gain=1.67159784,cover=288
- 63:leaf=-0.00165351201,cover=0
- 64:leaf=-0.010301617,cover=0
- 32:[Ecc<1.10530448] yes=65,no=66,missing=65,gain=2.68466425,cover=3683
- 65:leaf=-0.00129019062,cover=0
- 66:leaf=0.00241659652,cover=0
- 16:[Pol<62.0115929] yes=33,no=34,missing=34,gain=1.01697731,cover=577
- 33:[Ecc<2.54464626] yes=67,no=68,missing=67,gain=0.254479349,cover=92
- 67:leaf=0.000866938964,cover=0
- 68:leaf=0.00664566969,cover=0
- 34:[LGI5<2.31192279] yes=69,no=70,missing=70,gain=1.08118343,cover=485
- 69:leaf=0.00339428498,cover=0
- 70:leaf=0.00946412515,cover=0
- 8:[PialArea5<0.658944428] yes=17,no=18,missing=18,gain=3.71192241,cover=15106
- 17:[PialCurv5<-0.129174799] yes=35,no=36,missing=35,gain=1.50491023,cover=1174
- 35:[Curv5<-0.153417632] yes=71,no=72,missing=71,gain=0.812747002,cover=636
- 71:leaf=-0.0040438748,cover=0
- 72:leaf=0.00361566292,cover=0
- 36:[Pol<173.32489] yes=73,no=74,missing=73,gain=0.818547428,cover=538
- 73:leaf=0.00035804417,cover=0
- 74:leaf=-0.010207532,cover=0
- 18:[MidArea5<0.512587845] yes=37,no=38,missing=37,gain=5.93429804,cover=13932
- 37:[PialArea5<0.669517875] yes=75,no=76,missing=75,gain=1.23953724,cover=836
- 75:leaf=0.00204601022,cover=0
- 76:leaf=0.00628604135,cover=0
- 38:[PialCurv5<-0.140412122] yes=77,no=78,missing=77,gain=3.26327157,cover=13096
- 77:leaf=-0.000210022321,cover=0
- 78:leaf=0.00138565211,cover=0
- 4:[LGI5<3.03694534] yes=9,no=10,missing=9,gain=1.56748319,cover=362
- 9:[Sulc0<0.495946974] yes=19,no=20,missing=19,gain=1.03090072,cover=244
- 19:[MidArea5<0.633289158] yes=39,no=40,missing=39,gain=0.942784429,cover=184
- 39:[MidArea5<0.421422303] yes=79,no=80,missing=79,gain=0.565851808,cover=181
- 79:leaf=-0.00698229903,cover=0
- 80:leaf=-0.00136976212,cover=0
- 40:leaf=0.0202184115,cover=0
- 20:[PialCurv5<0.309146255] yes=41,no=42,missing=41,gain=0.452966034,cover=60
- 41:[PialCurv5<0.167567819] yes=81,no=82,missing=81,gain=0.14635013,cover=32
- 81:leaf=-0.00490571279,cover=0
- 82:leaf=0.00196077931,cover=0
- 42:[Ecc<11.5171156] yes=83,no=84,missing=83,gain=0.0185658336,cover=28
- 83:leaf=0.0121555915,cover=0
- 84:leaf=0.00700775627,cover=0
- 10:[PialArea5<0.292306483] yes=21,no=22,missing=22,gain=1.75504732,cover=118
- 21:[Ecc<12.5441074] yes=43,no=44,missing=43,gain=0.811700344,cover=71
- 43:leaf=0.0180447437,cover=0
- 44:[PialCurv5<0.0987490341] yes=85,no=86,missing=86,gain=0.361519456,cover=68
- 85:leaf=-0.0100293709,cover=0
- 86:leaf=-0.00242000073,cover=0
- 22:[Sulc0<0.517823458] yes=45,no=46,missing=45,gain=0.594261169,cover=47
- 45:[Curv5<-0.200394869] yes=87,no=88,missing=88,gain=0.436871529,cover=21
- 87:leaf=0.00516636996,cover=0
- 88:leaf=-0.0243099034,cover=0
- 46:[PialArea5<0.454431564] yes=89,no=90,missing=89,gain=0.373518467,cover=26
- 89:leaf=-0.0131828459,cover=0
- 90:leaf=0.00276484853,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=7.9191494,cover=5104372
- 5:[Curv5<0.15992938] yes=11,no=12,missing=11,gain=3.21196842,cover=19835
- 11:[Curv5<0.110890195] yes=23,no=24,missing=23,gain=2.85898399,cover=2335
- 23:[LGI5<2.77389717] yes=47,no=48,missing=47,gain=2.29051137,cover=270
- 47:[PialCurv5<0.160740122] yes=91,no=92,missing=91,gain=1.00884962,cover=76
- 91:leaf=-0.0133636016,cover=0
- 92:leaf=-0.00109439658,cover=0
- 48:[Ecc<17.0169544] yes=93,no=94,missing=93,gain=2.2958014,cover=194
- 93:leaf=0.00903692003,cover=0
- 94:leaf=-0.0027609251,cover=0
- 24:[Sulc0<0.474820405] yes=49,no=50,missing=49,gain=1.06164455,cover=2065
- 49:[Area5<0.652759671] yes=95,no=96,missing=95,gain=1.66620326,cover=179
- 95:leaf=0.00459912419,cover=0
- 96:leaf=0.0166882295,cover=0
- 50:[Sulc0<0.779008448] yes=97,no=98,missing=97,gain=1.63247108,cover=1886
- 97:leaf=0.000210088168,cover=0
- 98:leaf=0.00378623791,cover=0
- 12:[MidArea5<0.421422303] yes=25,no=26,missing=26,gain=3.24687195,cover=17500
- 25:[Area5<0.610838115] yes=51,no=52,missing=51,gain=10.8438091,cover=8592
- 51:[PialCurv5<0.128475845] yes=99,no=100,missing=99,gain=2.96565127,cover=7311
- 99:leaf=0.00652371859,cover=0
- 100:leaf=0.000535830797,cover=0
- 52:[Area5<0.630444467] yes=101,no=102,missing=101,gain=2.30145836,cover=1281
- 101:leaf=0.00405775616,cover=0
- 102:leaf=0.00845194142,cover=0
- 26:[Area5<0.669105887] yes=53,no=54,missing=54,gain=4.56985092,cover=8908
- 53:[LGI5<2.49595737] yes=103,no=104,missing=103,gain=2.29707217,cover=5344
- 103:leaf=0.000996769289,cover=0
- 104:leaf=-0.00141995365,cover=0
- 54:[MidArea5<0.451744556] yes=105,no=106,missing=105,gain=7.90487957,cover=3564
- 105:leaf=0.00553594576,cover=0
- 106:leaf=0.000112176233,cover=0
- 6:[Curv5<0.233002663] yes=13,no=14,missing=13,gain=8.28783703,cover=5084537
- 13:[PialArea5<0.413606972] yes=27,no=28,missing=27,gain=9.11013889,cover=5031400
- 27:[Sulc0<0.263311565] yes=55,no=56,missing=55,gain=18.9577999,cover=437764
- 55:[PialCurv5<-0.00763805071] yes=107,no=108,missing=108,gain=18.4798813,cover=51588
- 107:leaf=-0.00259707333,cover=0
- 108:leaf=0.00135817192,cover=0
- 56:[PialCurv5<0.394910008] yes=109,no=110,missing=109,gain=14.2590933,cover=386176
- 109:leaf=0.000218470916,cover=0
- 110:leaf=-0.000660702353,cover=0
- 28:[Curv5<0.0896491781] yes=57,no=58,missing=57,gain=18.3489361,cover=4593636
- 57:[Sulc0<0.423605621] yes=111,no=112,missing=111,gain=31.2352295,cover=3928877
- 111:leaf=-1.41072805e-05,cover=0
- 112:leaf=0.000615446537,cover=0
- 58:[Pol<131.443253] yes=113,no=114,missing=113,gain=24.206892,cover=664759
- 113:leaf=-0.00037062919,cover=0
- 114:leaf=0.000595532532,cover=0
- 14:[Area5<0.536314785] yes=29,no=30,missing=30,gain=2.45022964,cover=53137
- 29:[PialCurv5<0.493508637] yes=59,no=60,missing=60,gain=4.02911854,cover=2107
- 59:[Pol<121.948479] yes=115,no=116,missing=115,gain=1.39690208,cover=1738
- 115:leaf=-0.00385432295,cover=0
- 116:leaf=0.000358504505,cover=0
- 60:[Sulc0<0.0214736983] yes=117,no=118,missing=117,gain=3.22023129,cover=369
- 117:leaf=0.0126405153,cover=0
- 118:leaf=0.000306583679,cover=0
- 30:[LGI5<3.01384926] yes=61,no=62,missing=61,gain=2.49437523,cover=51030
- 61:[Ecc<3.41847086] yes=119,no=120,missing=119,gain=2.59605479,cover=43659
- 119:leaf=-0.000880191277,cover=0
- 120:leaf=-9.58059245e-05,cover=0
- 62:[PialCurv5<0.164156988] yes=121,no=122,missing=121,gain=4.32267952,cover=7371
- 121:leaf=0.00428326195,cover=0
- 122:leaf=-0.00166781491,cover=0
-booster[290]:
-0:[Curv5<-0.303613424] yes=1,no=2,missing=2,gain=7.14609957,cover=5124388
- 1:[PialArea5<0.764178395] yes=3,no=4,missing=3,gain=5.47905207,cover=120099
- 3:[Sulc0<0.281104684] yes=7,no=8,missing=7,gain=2.84581566,cover=46178
- 7:[Ecc<13.3064203] yes=15,no=16,missing=15,gain=2.30932999,cover=45691
- 15:[Ecc<1.31300318] yes=31,no=32,missing=31,gain=2.42057085,cover=29386
- 31:[Area5<0.603367925] yes=63,no=64,missing=63,gain=3.66172838,cover=2629
- 63:leaf=-0.00151165563,cover=0
- 64:leaf=0.0095558865,cover=0
- 32:[Ecc<5.33884621] yes=65,no=66,missing=65,gain=2.32673049,cover=26757
- 65:leaf=0.00111062406,cover=0
- 66:leaf=9.49308378e-05,cover=0
- 16:[LGI5<3.1833725] yes=33,no=34,missing=34,gain=4.05313206,cover=16305
- 33:[PialArea5<0.567627013] yes=67,no=68,missing=67,gain=2.01558924,cover=8955
- 67:leaf=-0.00294329901,cover=0
- 68:leaf=-0.000874546356,cover=0
- 34:[Sulc0<-0.82173413] yes=69,no=70,missing=70,gain=1.55735183,cover=7350
- 69:leaf=-0.000605935638,cover=0
- 70:leaf=0.000920510211,cover=0
- 8:[Ecc<42.9490852] yes=17,no=18,missing=17,gain=3.49797678,cover=487
- 17:[Area5<0.536314785] yes=35,no=36,missing=35,gain=3.07680416,cover=344
- 35:[Ecc<21.0377083] yes=71,no=72,missing=71,gain=1.28777719,cover=200
- 71:leaf=-0.00644107163,cover=0
- 72:leaf=0.00155287038,cover=0
- 36:[PialCurv5<-0.210138425] yes=73,no=74,missing=73,gain=1.59470654,cover=144
- 73:leaf=-0.00219043554,cover=0
- 74:leaf=-0.0149106039,cover=0
- 18:[PialCurv5<-0.0542625114] yes=37,no=38,missing=37,gain=0.928618193,cover=143
- 37:[Pol<14.1659222] yes=75,no=76,missing=76,gain=0.449048519,cover=137
- 75:leaf=-0.0105777886,cover=0
- 76:leaf=0.00243603531,cover=0
- 38:leaf=0.0204903819,cover=0
- 4:[Pol<12.2267933] yes=9,no=10,missing=9,gain=6.2531538,cover=73921
- 9:[Ecc<46.7494621] yes=19,no=20,missing=19,gain=1.51331615,cover=12882
- 19:[MidArea5<0.894251287] yes=39,no=40,missing=40,gain=1.2271446,cover=12627
- 39:[Area5<0.59157455] yes=77,no=78,missing=77,gain=1.49110639,cover=10893
- 77:leaf=-0.000857851643,cover=0
- 78:leaf=0.000314548524,cover=0
- 40:[PialCurv5<-0.145424455] yes=79,no=80,missing=79,gain=3.71099615,cover=1734
- 79:leaf=-0.00282390835,cover=0
- 80:leaf=0.00294513768,cover=0
- 20:[Area5<0.767325044] yes=41,no=42,missing=41,gain=2.4450407,cover=255
- 41:[Area5<0.551487505] yes=81,no=82,missing=81,gain=1.20243227,cover=246
- 81:leaf=-0.00352457841,cover=0
- 82:leaf=0.00448120898,cover=0
- 42:[Pol<1.49603665] yes=83,no=84,missing=83,gain=1.04264069,cover=9
- 83:leaf=-0.00311943889,cover=0
- 84:leaf=0.0357961245,cover=0
- 10:[Pol<155.757294] yes=21,no=22,missing=21,gain=7.90674019,cover=61039
- 21:[Pol<50.9985542] yes=43,no=44,missing=43,gain=6.60111237,cover=42907
- 43:[Ecc<22.4429302] yes=85,no=86,missing=85,gain=4.53270721,cover=23592
- 85:leaf=0.000504832482,cover=0
- 86:leaf=0.00361060537,cover=0
- 44:[Pol<129.571716] yes=87,no=88,missing=87,gain=6.44898605,cover=19315
- 87:leaf=0.00296479138,cover=0
- 88:leaf=0.00111967605,cover=0
- 22:[Ecc<8.7927618] yes=45,no=46,missing=45,gain=5.43977737,cover=18132
- 45:[LGI5<3.33014965] yes=89,no=90,missing=90,gain=5.15138245,cover=8533
- 89:leaf=-0.000795357337,cover=0
- 90:leaf=-0.0117854159,cover=0
- 46:[Sulc0<-0.0637059584] yes=91,no=92,missing=91,gain=1.5508337,cover=9599
- 91:leaf=0.000706496066,cover=0
- 92:leaf=0.00510290731,cover=0
- 2:[PialArea5<1.17753279] yes=5,no=6,missing=5,gain=8.27125931,cover=5004289
- 5:[Sulc0<-0.166708246] yes=11,no=12,missing=11,gain=11.5980263,cover=4645502
- 11:[Pol<136.792099] yes=23,no=24,missing=23,gain=24.2570152,cover=2325686
- 23:[Pol<107.129471] yes=47,no=48,missing=48,gain=53.1639252,cover=1421578
- 47:[Ecc<7.34691238] yes=93,no=94,missing=93,gain=33.5424614,cover=1124333
- 93:leaf=0.000131944136,cover=0
- 94:leaf=-0.000433642563,cover=0
- 48:[Area5<0.638344944] yes=95,no=96,missing=96,gain=134.384918,cover=297245
- 95:leaf=0.00020775442,cover=0
- 96:leaf=-0.00191916246,cover=0
- 24:[Sulc0<-0.661663771] yes=49,no=50,missing=49,gain=42.2726021,cover=904108
- 49:[LGI5<3.23945832] yes=97,no=98,missing=97,gain=19.6324081,cover=364364
- 97:leaf=-0.000452921464,cover=0
- 98:leaf=0.000690187793,cover=0
- 50:[Ecc<12.0179253] yes=99,no=100,missing=99,gain=41.0830307,cover=539744
- 99:leaf=0.000683892111,cover=0
- 100:leaf=-0.000243573144,cover=0
- 12:[Curv5<0.0635297745] yes=25,no=26,missing=25,gain=28.1168251,cover=2319816
- 25:[Ecc<4.87342644] yes=51,no=52,missing=51,gain=55.0990753,cover=1000186
- 51:[PialCurv5<0.0798129067] yes=101,no=102,missing=102,gain=33.74366,cover=95036
- 101:leaf=-0.00141930394,cover=0
- 102:leaf=0.00079402246,cover=0
- 52:[Ecc<21.0377083] yes=103,no=104,missing=103,gain=40.8252602,cover=905150
- 103:leaf=0.000641920313,cover=0
- 104:leaf=-4.59234689e-05,cover=0
- 26:[Area5<0.730491161] yes=53,no=54,missing=53,gain=35.0534744,cover=1319630
- 53:[PialArea5<0.576038003] yes=105,no=106,missing=106,gain=40.9329758,cover=902545
- 105:leaf=-0.000140361211,cover=0
- 106:leaf=-0.00111923681,cover=0
- 54:[PialCurv5<0.0771882981] yes=107,no=108,missing=107,gain=33.9277267,cover=417085
- 107:leaf=0.00261099241,cover=0
- 108:leaf=0.000192432053,cover=0
- 6:[Area5<0.532936037] yes=13,no=14,missing=13,gain=5.23291016,cover=358787
- 13:[Pol<60.4070244] yes=27,no=28,missing=27,gain=2.07451296,cover=3027
- 27:[LGI5<2.46595764] yes=55,no=56,missing=55,gain=3.1536665,cover=1282
- 55:[Ecc<3.41847086] yes=109,no=110,missing=109,gain=2.77971649,cover=868
- 109:leaf=0.0065724873,cover=0
- 110:leaf=-0.00212225388,cover=0
- 56:[PialCurv5<-0.101551421] yes=111,no=112,missing=111,gain=1.57593727,cover=414
- 111:leaf=0.00156225392,cover=0
- 112:leaf=-0.00686105946,cover=0
- 28:[PialCurv5<-0.105644517] yes=57,no=58,missing=57,gain=2.37279367,cover=1745
- 57:[Curv5<-0.138079464] yes=113,no=114,missing=114,gain=1.87953639,cover=1203
- 113:leaf=0.00215383293,cover=0
- 114:leaf=0.0180150624,cover=0
- 58:[PialCurv5<-0.019163372] yes=115,no=116,missing=115,gain=1.77581239,cover=542
- 115:leaf=-0.00194363971,cover=0
- 116:leaf=0.0204585809,cover=0
- 14:[PialCurv5<-0.119053185] yes=29,no=30,missing=29,gain=5.66452217,cover=355760
- 29:[Curv5<-0.161761403] yes=59,no=60,missing=59,gain=34.7816963,cover=105370
- 59:[Pol<159.435425] yes=117,no=118,missing=118,gain=3.92200899,cover=101956
- 117:leaf=-0.000134981237,cover=0
- 118:leaf=-0.000985572464,cover=0
- 60:[Sulc0<-0.516633809] yes=119,no=120,missing=119,gain=5.35423279,cover=3414
- 119:leaf=0.00567864208,cover=0
- 120:leaf=6.89155931e-05,cover=0
- 30:[Sulc0<-1.15707839] yes=61,no=62,missing=61,gain=10.4263239,cover=250390
- 61:[Ecc<9.50052643] yes=121,no=122,missing=121,gain=3.45826292,cover=6760
- 121:leaf=-0.001830074,cover=0
- 122:leaf=0.0040191724,cover=0
- 62:[PialCurv5<-0.0704385936] yes=123,no=124,missing=123,gain=8.51963234,cover=243630
- 123:leaf=0.000544257753,cover=0
- 124:leaf=-0.000170829822,cover=0
-booster[291]:
-0:[PialArea5<0.324585885] yes=1,no=2,missing=2,gain=7.35765219,cover=5124388
- 1:[Curv5<0.141257599] yes=3,no=4,missing=4,gain=6.11320639,cover=160410
- 3:[Curv5<0.0736173838] yes=7,no=8,missing=7,gain=5.26991653,cover=23131
- 7:[Area5<0.723411918] yes=15,no=16,missing=15,gain=1.70154822,cover=1843
- 15:[Ecc<21.0377083] yes=31,no=32,missing=31,gain=1.29352427,cover=1807
- 31:[Pol<104.929901] yes=63,no=64,missing=63,gain=1.1761291,cover=1275
- 63:leaf=-0.00316354004,cover=0
- 64:leaf=9.32207186e-05,cover=0
- 32:[Pol<70.3717499] yes=65,no=66,missing=66,gain=2.45755315,cover=532
- 65:leaf=0.0105250664,cover=0
- 66:leaf=-0.000376720855,cover=0
- 16:[Sulc0<1.06550956] yes=33,no=34,missing=33,gain=0.677482367,cover=36
- 33:[Ecc<15.7955055] yes=67,no=68,missing=67,gain=0.506233931,cover=33
- 67:leaf=-0.00747916335,cover=0
- 68:leaf=-0.0204035174,cover=0
- 34:leaf=0.00848913472,cover=0
- 8:[PialCurv5<0.394910008] yes=17,no=18,missing=17,gain=3.5977354,cover=21288
- 17:[Pol<77.5287857] yes=35,no=36,missing=36,gain=2.63873863,cover=20842
- 35:[Area5<0.483568966] yes=69,no=70,missing=69,gain=2.72375345,cover=1368
- 69:leaf=-0.0143628689,cover=0
- 70:leaf=0.00380040309,cover=0
- 36:[Pol<102.778297] yes=71,no=72,missing=71,gain=2.6824007,cover=19474
- 71:leaf=0.000827151991,cover=0
- 72:leaf=0.00206160732,cover=0
- 18:[LGI5<3.36766768] yes=37,no=38,missing=37,gain=2.26779342,cover=446
- 37:[LGI5<3.3215456] yes=73,no=74,missing=74,gain=1.86380267,cover=387
- 73:leaf=-0.00332247582,cover=0
- 74:leaf=-0.0146181658,cover=0
- 38:[Curv5<0.120553598] yes=75,no=76,missing=75,gain=0.724787295,cover=59
- 75:leaf=0.0114252949,cover=0
- 76:leaf=0.000419935299,cover=0
- 4:[Pol<113.913933] yes=9,no=10,missing=9,gain=4.73455811,cover=137279
- 9:[Sulc0<0.101211272] yes=19,no=20,missing=20,gain=6.45708132,cover=126488
- 19:[Ecc<9.61991787] yes=39,no=40,missing=39,gain=2.50998783,cover=1781
- 39:[Area5<0.548651993] yes=77,no=78,missing=77,gain=2.02849007,cover=1742
- 77:leaf=0.000198609006,cover=0
- 78:leaf=0.00430325558,cover=0
- 40:[MidArea5<0.439916283] yes=79,no=80,missing=79,gain=0.164922595,cover=39
- 79:leaf=-0.0107723679,cover=0
- 80:leaf=-0.00199191272,cover=0
- 20:[Area5<0.698189139] yes=41,no=42,missing=41,gain=5.10439301,cover=124707
- 41:[PialArea5<0.245474651] yes=81,no=82,missing=82,gain=4.16057348,cover=97566
- 81:leaf=0.000647267734,cover=0
- 82:leaf=-0.000235063635,cover=0
- 42:[MidArea5<0.468026847] yes=83,no=84,missing=83,gain=5.56215382,cover=27141
- 83:leaf=0.00564785721,cover=0
- 84:leaf=0.00058138062,cover=0
- 10:[Ecc<1.05247808] yes=21,no=22,missing=22,gain=8.23637199,cover=10791
- 21:[PialArea5<0.245474651] yes=43,no=44,missing=43,gain=1.92973161,cover=1943
- 43:[Area5<0.59157455] yes=85,no=86,missing=85,gain=1.21319056,cover=344
- 85:leaf=0.00415446004,cover=0
- 86:leaf=-0.00185467396,cover=0
- 44:[PialCurv5<0.154069737] yes=87,no=88,missing=88,gain=2.10028672,cover=1599
- 87:leaf=-0.00522939861,cover=0
- 88:leaf=-0.00127687468,cover=0
- 22:[PialCurv5<0.270000219] yes=45,no=46,missing=45,gain=4.84667873,cover=8848
- 45:[LGI5<2.32613516] yes=89,no=90,missing=89,gain=2.47896767,cover=2921
- 89:leaf=0.00793341175,cover=0
- 90:leaf=0.00304274214,cover=0
- 46:[Ecc<5.21075869] yes=91,no=92,missing=91,gain=2.61176276,cover=5927
- 91:leaf=-0.000817520369,cover=0
- 92:leaf=0.00163104909,cover=0
- 2:[Curv5<0.118689038] yes=5,no=6,missing=6,gain=10.0441399,cover=4963978
- 5:[Sulc0<0.610343635] yes=11,no=12,missing=11,gain=17.8137779,cover=4268874
- 11:[LGI5<3.74316525] yes=23,no=24,missing=24,gain=12.6299133,cover=4092611
- 23:[Pol<107.66053] yes=47,no=48,missing=47,gain=13.214489,cover=4034960
- 47:[Ecc<12.0179253] yes=93,no=94,missing=93,gain=35.5090027,cover=2085461
- 93:leaf=-3.96325049e-05,cover=0
- 94:leaf=0.000411509682,cover=0
- 48:[Pol<132.742767] yes=95,no=96,missing=96,gain=30.6111794,cover=1949499
- 95:leaf=-0.000374386524,cover=0
- 96:leaf=4.99509115e-05,cover=0
- 24:[PialArea5<0.767178178] yes=49,no=50,missing=49,gain=12.322299,cover=57651
- 49:[Area5<0.601796865] yes=97,no=98,missing=97,gain=7.69552231,cover=21407
- 97:leaf=1.29014765e-07,cover=0
- 98:leaf=-0.00222115917,cover=0
- 50:[Ecc<20.0856266] yes=99,no=100,missing=99,gain=5.21905375,cover=36244
- 99:leaf=-0.000910370145,cover=0
- 100:leaf=0.000314099656,cover=0
- 12:[Pol<90.9627914] yes=25,no=26,missing=25,gain=31.2318172,cover=176263
- 25:[PialCurv5<0.0851107761] yes=51,no=52,missing=51,gain=21.103405,cover=69664
- 51:[Area5<0.584141672] yes=101,no=102,missing=102,gain=29.501112,cover=11889
- 101:leaf=-0.00842168275,cover=0
- 102:leaf=0.00222361786,cover=0
- 52:[Ecc<40.3354568] yes=103,no=104,missing=103,gain=15.2339678,cover=57775
- 103:leaf=-0.000186002333,cover=0
- 104:leaf=-0.00197089347,cover=0
- 26:[Curv5<-0.00141534733] yes=53,no=54,missing=54,gain=15.344471,cover=106599
- 53:[LGI5<2.99035311] yes=105,no=106,missing=105,gain=7.02039242,cover=4363
- 105:leaf=0.00280526164,cover=0
- 106:leaf=-0.00271795876,cover=0
- 54:[PialCurv5<0.134718806] yes=107,no=108,missing=107,gain=16.2384491,cover=102236
- 107:leaf=0.00210596784,cover=0
- 108:leaf=0.000746883161,cover=0
- 6:[Ecc<11.1913614] yes=13,no=14,missing=14,gain=21.0330887,cover=695104
- 13:[Pol<83.4982376] yes=27,no=28,missing=28,gain=19.0566216,cover=439353
- 27:[PialCurv5<0.164156988] yes=55,no=56,missing=55,gain=7.72664833,cover=43343
- 55:[Ecc<2.3695333] yes=109,no=110,missing=110,gain=17.5514793,cover=11417
- 109:leaf=-0.00119102874,cover=0
- 110:leaf=0.00328998757,cover=0
- 56:[Ecc<4.87342644] yes=111,no=112,missing=111,gain=4.3224206,cover=31926
- 111:leaf=0.00173457281,cover=0
- 112:leaf=0.000315548736,cover=0
- 28:[Sulc0<0.795422614] yes=57,no=58,missing=57,gain=12.7337704,cover=396010
- 57:[PialArea5<0.441150606] yes=113,no=114,missing=113,gain=11.8455153,cover=362881
- 113:leaf=0.000294121885,cover=0
- 114:leaf=-0.000277484098,cover=0
- 58:[Area5<0.864337862] yes=115,no=116,missing=115,gain=5.47152328,cover=33129
- 115:leaf=-0.00114697253,cover=0
- 116:leaf=0.00234451494,cover=0
- 14:[Pol<123.059357] yes=29,no=30,missing=29,gain=21.2233543,cover=255751
- 29:[Sulc0<0.795422614] yes=59,no=60,missing=59,gain=19.2294807,cover=218607
- 59:[Pol<43.7633247] yes=117,no=118,missing=118,gain=28.7458763,cover=103434
- 117:leaf=0.00412142463,cover=0
- 118:leaf=-0.0013598887,cover=0
- 60:[Pol<100.090813] yes=119,no=120,missing=119,gain=12.4601145,cover=115173
- 119:leaf=-0.000653550203,cover=0
- 120:leaf=0.000454807509,cover=0
- 30:[PialArea5<0.567627013] yes=61,no=62,missing=61,gain=14.8278933,cover=37144
- 61:[PialCurv5<0.193043977] yes=121,no=122,missing=122,gain=6.20700645,cover=30270
- 121:leaf=0.00237700529,cover=0
- 122:leaf=0.000651946757,cover=0
- 62:[PialCurv5<0.493508637] yes=123,no=124,missing=123,gain=7.00381756,cover=6874
- 123:leaf=-0.00161058328,cover=0
- 124:leaf=0.0337928496,cover=0
-booster[292]:
-0:[Sulc0<-1.03844893] yes=1,no=2,missing=1,gain=6.91964722,cover=5124388
- 1:[Area5<0.765896857] yes=3,no=4,missing=3,gain=5.64621925,cover=180427
- 3:[PialCurv5<-0.0923183635] yes=7,no=8,missing=8,gain=4.01146793,cover=163811
- 7:[Pol<141.801834] yes=15,no=16,missing=16,gain=2.72287321,cover=154433
- 15:[Ecc<2.73602629] yes=31,no=32,missing=31,gain=4.67861986,cover=106371
- 31:[Pol<110.811417] yes=63,no=64,missing=63,gain=7.50854111,cover=57936
- 63:leaf=-0.000715038565,cover=0
- 64:leaf=0.000973305316,cover=0
- 32:[Ecc<5.66086149] yes=65,no=66,missing=65,gain=8.4951992,cover=48435
- 65:leaf=0.000859269348,cover=0
- 66:leaf=-0.000466014782,cover=0
- 16:[Ecc<19.4699688] yes=33,no=34,missing=33,gain=5.30533838,cover=48062
- 33:[LGI5<2.44006681] yes=67,no=68,missing=68,gain=3.51595974,cover=45237
- 67:leaf=-0.000295633596,cover=0
- 68:leaf=-0.00118047989,cover=0
- 34:[PialArea5<0.911882102] yes=69,no=70,missing=69,gain=0.832754135,cover=2825
- 69:leaf=0.000625352492,cover=0
- 70:leaf=0.00234342692,cover=0
- 8:[PialArea5<1.05506396] yes=17,no=18,missing=18,gain=3.48776817,cover=9378
- 17:[Area5<0.630444467] yes=35,no=36,missing=35,gain=4.64066267,cover=4004
- 35:[Curv5<-0.166574284] yes=71,no=72,missing=71,gain=2.95611238,cover=3043
- 71:leaf=7.81360141e-05,cover=0
- 72:leaf=-0.00308315293,cover=0
- 36:[Curv5<-0.0795110464] yes=73,no=74,missing=73,gain=1.68857622,cover=961
- 73:leaf=0.00228588074,cover=0
- 74:leaf=0.0123215606,cover=0
- 18:[LGI5<2.23211861] yes=37,no=38,missing=38,gain=6.10356426,cover=5374
- 37:[Ecc<3.35458159] yes=75,no=76,missing=75,gain=2.3883791,cover=852
- 75:leaf=0.00202608388,cover=0
- 76:leaf=-0.0169087891,cover=0
- 38:[Sulc0<-1.19305253] yes=77,no=78,missing=77,gain=4.28802872,cover=4522
- 77:leaf=-0.00642567733,cover=0
- 78:leaf=-0.00227578147,cover=0
- 4:[Ecc<1.15906882] yes=9,no=10,missing=9,gain=3.22479391,cover=16616
- 9:[Pol<31.3444195] yes=19,no=20,missing=19,gain=1.99695492,cover=645
- 19:[PialCurv5<-0.111109555] yes=39,no=40,missing=40,gain=1.11449289,cover=287
- 39:[Ecc<0.513775289] yes=79,no=80,missing=79,gain=0.368476957,cover=136
- 79:leaf=0.00364261563,cover=0
- 80:leaf=-0.00372503209,cover=0
- 40:[Sulc0<-1.24864507] yes=81,no=82,missing=81,gain=1.05346155,cover=151
- 81:leaf=-0.0197352972,cover=0
- 82:leaf=-0.0072434484,cover=0
- 20:[LGI5<2.43692279] yes=41,no=42,missing=41,gain=1.72756088,cover=358
- 41:[LGI5<2.25958419] yes=83,no=84,missing=83,gain=1.43143606,cover=217
- 83:leaf=-0.00434950693,cover=0
- 84:leaf=0.00481901364,cover=0
- 42:[Curv5<-0.182293281] yes=85,no=86,missing=85,gain=1.54091024,cover=141
- 85:leaf=0.0021300239,cover=0
- 86:leaf=-0.00864685234,cover=0
- 10:[LGI5<2.67457628] yes=21,no=22,missing=21,gain=4.02842236,cover=15971
- 21:[Area5<0.833255887] yes=43,no=44,missing=43,gain=2.70461941,cover=6207
- 43:[Curv5<-0.261287659] yes=87,no=88,missing=88,gain=1.46584141,cover=4173
- 87:leaf=0.00340916472,cover=0
- 88:leaf=0.000619142607,cover=0
- 44:[PialCurv5<-0.210138425] yes=89,no=90,missing=90,gain=2.88046932,cover=2034
- 89:leaf=0.0243494641,cover=0
- 90:leaf=0.0030355053,cover=0
- 22:[Ecc<8.01039791] yes=45,no=46,missing=45,gain=2.86659122,cover=9764
- 45:[Ecc<4.73840666] yes=91,no=92,missing=91,gain=1.6683712,cover=3717
- 91:leaf=0.000506375392,cover=0
- 92:leaf=-0.001750472,cover=0
- 46:[PialCurv5<-0.103163145] yes=93,no=94,missing=94,gain=2.36044431,cover=6047
- 93:leaf=0.000488234422,cover=0
- 94:leaf=0.00444469508,cover=0
- 2:[PialArea5<0.839144647] yes=5,no=6,missing=5,gain=9.24779892,cover=4943961
- 5:[Area5<0.755546272] yes=11,no=12,missing=11,gain=23.31534,cover=2917734
- 11:[PialArea5<0.365779996] yes=23,no=24,missing=23,gain=9.83879089,cover=2548323
- 23:[Pol<86.7064972] yes=47,no=48,missing=47,gain=10.6398001,cover=284784
- 47:[Sulc0<0.830503881] yes=95,no=96,missing=95,gain=15.9308252,cover=46531
- 95:leaf=0.00187919475,cover=0
- 96:leaf=2.17068737e-05,cover=0
- 48:[Pol<103.851685] yes=97,no=98,missing=97,gain=16.146862,cover=238253
- 97:leaf=-0.000283883594,cover=0
- 98:leaf=0.00056175713,cover=0
- 24:[PialCurv5<0.074624911] yes=49,no=50,missing=49,gain=14.0875645,cover=2263539
- 49:[Curv5<0.0100963581] yes=99,no=100,missing=99,gain=37.8427086,cover=1282418
- 99:leaf=-0.000166233905,cover=0
- 100:leaf=0.000498459383,cover=0
- 50:[Ecc<42.1016579] yes=101,no=102,missing=102,gain=30.0878925,cover=981121
- 101:leaf=-0.00023060097,cover=0
- 102:leaf=-0.00192499033,cover=0
- 12:[Curv5<0.0191024225] yes=25,no=26,missing=25,gain=30.2130661,cover=369411
- 25:[Ecc<7.29654455] yes=51,no=52,missing=51,gain=16.6507607,cover=50679
- 51:[Pol<71.8249207] yes=103,no=104,missing=104,gain=20.9444313,cover=16542
- 103:leaf=0.00107221631,cover=0
- 104:leaf=-0.00310491957,cover=0
- 52:[Pol<146.864227] yes=105,no=106,missing=105,gain=14.3518181,cover=34137
- 105:leaf=-0.000712449953,cover=0
- 106:leaf=0.00178767182,cover=0
- 26:[PialCurv5<0.0495097227] yes=53,no=54,missing=53,gain=24.4421997,cover=318732
- 53:[Pol<76.8473129] yes=107,no=108,missing=107,gain=25.4492645,cover=17915
- 107:leaf=0.00450692605,cover=0
- 108:leaf=0.000690761546,cover=0
- 54:[PialArea5<0.727568209] yes=109,no=110,missing=109,gain=17.9995441,cover=300817
- 109:leaf=0.000583813933,cover=0
- 110:leaf=-0.000409797591,cover=0
- 6:[Area5<0.72690624] yes=13,no=14,missing=13,gain=25.7818413,cover=2026227
- 13:[Sulc0<0.143142253] yes=27,no=28,missing=27,gain=32.0689087,cover=1286493
- 27:[Pol<61.2046547] yes=55,no=56,missing=55,gain=22.7694683,cover=1260068
- 55:[Pol<25.2957573] yes=111,no=112,missing=112,gain=23.2987671,cover=494113
- 111:leaf=0.000318782695,cover=0
- 112:leaf=-0.00037373355,cover=0
- 56:[Pol<118.712891] yes=113,no=114,missing=113,gain=58.7072868,cover=765955
- 113:leaf=0.00121433835,cover=0
- 114:leaf=0.000137920768,cover=0
- 28:[Pol<46.5024796] yes=57,no=58,missing=57,gain=8.24449158,cover=26425
- 57:[LGI5<3.09244633] yes=115,no=116,missing=116,gain=22.5788631,cover=5619
- 115:leaf=-0.00289322156,cover=0
- 116:leaf=0.00344483415,cover=0
- 58:[Pol<128.951508] yes=117,no=118,missing=117,gain=10.2889671,cover=20806
- 117:leaf=0.00364561263,cover=0
- 118:leaf=0.00140951888,cover=0
- 14:[PialArea5<0.981038809] yes=29,no=30,missing=29,gain=13.4109402,cover=739734
- 29:[PialCurv5<-0.107986279] yes=59,no=60,missing=59,gain=14.32547,cover=250068
- 59:[Curv5<-0.16496937] yes=119,no=120,missing=120,gain=12.8151398,cover=28869
- 119:leaf=0.000214286716,cover=0
- 120:leaf=0.00342913158,cover=0
- 60:[LGI5<3.06739473] yes=121,no=122,missing=121,gain=14.7829361,cover=221199
- 121:leaf=-0.00025208536,cover=0
- 122:leaf=-0.00109143171,cover=0
- 30:[Curv5<-0.024997253] yes=61,no=62,missing=61,gain=7.93577814,cover=489666
- 61:[PialCurv5<0.0128733069] yes=123,no=124,missing=124,gain=11.4179049,cover=455768
- 123:leaf=-7.21175893e-05,cover=0
- 124:leaf=0.00224543898,cover=0
- 62:[PialCurv5<-0.0133872591] yes=125,no=126,missing=125,gain=53.9379501,cover=33898
- 125:leaf=0.00582585018,cover=0
- 126:leaf=-3.52126008e-05,cover=0
-booster[293]:
-0:[Area5<0.380439579] yes=1,no=2,missing=2,gain=6.97537184,cover=5124388
- 1:[PialCurv5<-0.0280297659] yes=3,no=4,missing=3,gain=3.74035454,cover=20016
- 3:[MidArea5<0.505849421] yes=7,no=8,missing=7,gain=2.68021965,cover=19654
- 7:[PialArea5<0.643814564] yes=15,no=16,missing=16,gain=5.62389851,cover=5651
- 15:[Pol<116.093399] yes=31,no=32,missing=32,gain=3.50472212,cover=4652
- 31:[Curv5<-0.185332045] yes=63,no=64,missing=63,gain=4.68250513,cover=2619
- 63:leaf=-0.00115512486,cover=0
- 64:leaf=0.00386043824,cover=0
- 32:[MidArea5<0.489716202] yes=65,no=66,missing=65,gain=2.44068813,cover=2033
- 65:leaf=0.00355872209,cover=0
- 66:leaf=-0.0010275133,cover=0
- 16:[LGI5<2.27925944] yes=33,no=34,missing=34,gain=1.94961739,cover=999
- 33:[PialCurv5<-0.104861222] yes=67,no=68,missing=67,gain=0.295190662,cover=145
- 67:leaf=0.000899394799,cover=0
- 68:leaf=-0.00550362887,cover=0
- 34:[MidArea5<0.498434067] yes=69,no=70,missing=69,gain=0.882323265,cover=854
- 69:leaf=0.00775692845,cover=0
- 70:leaf=0.00451009814,cover=0
- 8:[PialArea5<0.693130434] yes=17,no=18,missing=18,gain=3.37269521,cover=14003
- 17:[PialCurv5<-0.171137348] yes=35,no=36,missing=35,gain=2.06645489,cover=2204
- 35:[MidArea5<0.518836677] yes=71,no=72,missing=71,gain=0.425447941,cover=277
- 71:leaf=-0.00368710584,cover=0
- 72:leaf=-0.00781867839,cover=0
- 36:[Sulc0<-0.510775328] yes=73,no=74,missing=73,gain=1.24695361,cover=1927
- 73:leaf=-0.00132384547,cover=0
- 74:leaf=0.00155529729,cover=0
- 18:[MidArea5<0.52745223] yes=37,no=38,missing=37,gain=6.3346839,cover=11799
- 37:[PialArea5<0.712173045] yes=75,no=76,missing=76,gain=1.17647076,cover=835
- 75:leaf=0.00378151285,cover=0
- 76:leaf=0.00771720428,cover=0
- 38:[PialCurv5<-0.140412122] yes=77,no=78,missing=77,gain=3.04955792,cover=10964
- 77:leaf=-0.000308852264,cover=0
- 78:leaf=0.00137995428,cover=0
- 4:[LGI5<3.03694534] yes=9,no=10,missing=9,gain=1.39978385,cover=362
- 9:[Sulc0<0.495946974] yes=19,no=20,missing=20,gain=0.919996917,cover=244
- 19:[MidArea5<0.633289158] yes=39,no=40,missing=39,gain=0.868429184,cover=184
- 39:[Ecc<10.569519] yes=79,no=80,missing=79,gain=0.523543358,cover=181
- 79:leaf=-0.00321930996,cover=0
- 80:leaf=-0.0120441662,cover=0
- 40:leaf=0.0194662865,cover=0
- 20:[PialCurv5<0.309146255] yes=41,no=42,missing=42,gain=0.408933431,cover=60
- 41:[MidArea5<0.421422303] yes=81,no=82,missing=82,gain=0.13478978,cover=32
- 81:leaf=0.000697027834,cover=0
- 82:leaf=-0.00907722302,cover=0
- 42:[Ecc<11.5171156] yes=83,no=84,missing=83,gain=0.0193147063,cover=28
- 83:leaf=0.0116604464,cover=0
- 84:leaf=0.00662000244,cover=0
- 10:[PialArea5<0.292306483] yes=21,no=22,missing=21,gain=1.57367086,cover=118
- 21:[Ecc<12.5441074] yes=43,no=44,missing=44,gain=0.739334822,cover=71
- 43:leaf=0.0172718465,cover=0
- 44:[Sulc0<0.392869562] yes=85,no=86,missing=86,gain=0.334000766,cover=68
- 85:leaf=-0.000561351248,cover=0
- 86:leaf=-0.00771143986,cover=0
- 22:[Sulc0<0.517823458] yes=45,no=46,missing=46,gain=0.56270504,cover=47
- 45:[Curv5<-0.200394869] yes=87,no=88,missing=88,gain=0.400468826,cover=21
- 87:leaf=0.00501503376,cover=0
- 88:leaf=-0.0231594294,cover=0
- 46:[Curv5<-0.048490826] yes=89,no=90,missing=89,gain=0.340082407,cover=26
- 89:leaf=0.0113167437,cover=0
- 90:leaf=-0.0112618683,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=6,gain=7.2870121,cover=5104372
- 5:[PialArea5<1.08978546] yes=11,no=12,missing=12,gain=4.10382414,cover=19363
- 11:[Ecc<5.33884621] yes=23,no=24,missing=23,gain=4.19383144,cover=18096
- 23:[Pol<87.9431763] yes=47,no=48,missing=48,gain=3.79708481,cover=4006
- 47:[PialArea5<0.458904862] yes=91,no=92,missing=92,gain=3.37315226,cover=3174
- 91:leaf=-0.0059405216,cover=0
- 92:leaf=0.00213807751,cover=0
- 48:[Pol<115.563423] yes=93,no=94,missing=93,gain=7.43947887,cover=832
- 93:leaf=0.0133348331,cover=0
- 94:leaf=0.00270118401,cover=0
- 24:[LGI5<2.41354537] yes=49,no=50,missing=50,gain=4.03479576,cover=14090
- 49:[Area5<0.711689949] yes=95,no=96,missing=95,gain=1.9320488,cover=486
- 95:leaf=-0.00446058763,cover=0
- 96:leaf=0.00956759974,cover=0
- 50:[Curv5<-0.310856104] yes=97,no=98,missing=98,gain=3.04718637,cover=13604
- 97:leaf=0.000556232117,cover=0
- 98:leaf=0.00248906482,cover=0
- 12:[Area5<0.782137334] yes=25,no=26,missing=25,gain=2.67976665,cover=1267
- 25:[Pol<22.2436924] yes=51,no=52,missing=51,gain=1.17770863,cover=771
- 51:[LGI5<2.44319153] yes=99,no=100,missing=100,gain=0.993355274,cover=354
- 99:leaf=0.00245203241,cover=0
- 100:leaf=-0.00659361575,cover=0
- 52:[MidArea5<0.996604145] yes=101,no=102,missing=102,gain=1.31368482,cover=417
- 101:leaf=-0.000551240228,cover=0
- 102:leaf=-0.00801783148,cover=0
- 26:[Pol<7.58674097] yes=53,no=54,missing=54,gain=2.43119359,cover=496
- 53:[MidArea5<0.96394527] yes=103,no=104,missing=103,gain=0.298180461,cover=70
- 103:leaf=-0.00088512426,cover=0
- 104:leaf=-0.00909692422,cover=0
- 54:[Area5<0.987501919] yes=105,no=106,missing=105,gain=2.74450231,cover=426
- 105:leaf=0.00372914714,cover=0
- 106:leaf=-0.0105247013,cover=0
- 6:[PialArea5<1.11947823] yes=13,no=14,missing=13,gain=7.28738356,cover=5085009
- 13:[Sulc0<-0.389213681] yes=27,no=28,missing=27,gain=11.8485928,cover=4562584
- 27:[Pol<9.44515038] yes=55,no=56,missing=56,gain=18.3523369,cover=1640046
- 55:[Curv5<-0.209697157] yes=107,no=108,missing=107,gain=18.6931305,cover=125831
- 107:leaf=-0.000211121616,cover=0
- 108:leaf=0.00101104879,cover=0
- 56:[Area5<0.557224929] yes=109,no=110,missing=110,gain=18.237854,cover=1514215
- 109:leaf=0.000104443265,cover=0
- 110:leaf=-0.000287970674,cover=0
- 28:[Curv5<-0.186853081] yes=57,no=58,missing=57,gain=23.2046375,cover=2922538
- 57:[PialCurv5<-0.0923183635] yes=111,no=112,missing=111,gain=45.4378433,cover=125954
- 111:leaf=0.000272548437,cover=0
- 112:leaf=0.00282313419,cover=0
- 58:[PialCurv5<-0.123971827] yes=113,no=114,missing=113,gain=38.9491997,cover=2796584
- 113:leaf=0.00353870355,cover=0
- 114:leaf=-6.95195649e-06,cover=0
- 14:[PialCurv5<-0.0693148375] yes=29,no=30,missing=29,gain=8.87328434,cover=522425
- 29:[Curv5<-0.0983823985] yes=59,no=60,missing=59,gain=70.4389191,cover=436214
- 59:[Area5<0.693521142] yes=115,no=116,missing=116,gain=9.0127573,cover=427535
- 115:leaf=0.000484965247,cover=0
- 116:leaf=2.98102873e-06,cover=0
- 60:[PialCurv5<-0.0829703882] yes=117,no=118,missing=117,gain=23.2731781,cover=8679
- 117:leaf=0.00823370181,cover=0
- 118:leaf=0.00281169056,cover=0
- 30:[Area5<0.732334435] yes=61,no=62,missing=61,gain=28.5030308,cover=86211
- 61:[Ecc<1.21076584] yes=119,no=120,missing=119,gain=12.9020767,cover=23511
- 119:leaf=0.00106446305,cover=0
- 120:leaf=-0.00226107403,cover=0
- 62:[Curv5<-0.125495523] yes=121,no=122,missing=121,gain=34.4725685,cover=62700
- 121:leaf=0.00356144132,cover=0
- 122:leaf=-0.000153891146,cover=0
-booster[294]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=2,gain=6.74906731,cover=5124388
- 1:[LGI5<2.92895722] yes=3,no=4,missing=3,gain=3.70859575,cover=60049
- 3:[Sulc0<0.624357879] yes=7,no=8,missing=8,gain=4.11916399,cover=37011
- 7:[Area5<0.554568231] yes=15,no=16,missing=15,gain=4.7658906,cover=11215
- 15:[Pol<96.8070755] yes=31,no=32,missing=31,gain=1.90636671,cover=1964
- 31:[LGI5<2.74134016] yes=63,no=64,missing=63,gain=1.8426522,cover=339
- 63:leaf=0.0040321555,cover=0
- 64:leaf=-0.00512128649,cover=0
- 32:[PialCurv5<-0.0330938511] yes=65,no=66,missing=65,gain=0.734720707,cover=1625
- 65:leaf=-0.00698392047,cover=0
- 66:leaf=-0.00170607294,cover=0
- 16:[Ecc<9.75650311] yes=33,no=34,missing=33,gain=5.5519228,cover=9251
- 33:[Ecc<0.513775289] yes=67,no=68,missing=68,gain=2.8157959,cover=8627
- 67:leaf=-0.00177229417,cover=0
- 68:leaf=0.00204823376,cover=0
- 34:[PialCurv5<0.493508637] yes=69,no=70,missing=70,gain=1.20171022,cover=624
- 69:leaf=-0.00217878842,cover=0
- 70:leaf=-0.00855239667,cover=0
- 8:[Pol<71.8249207] yes=17,no=18,missing=18,gain=3.39161539,cover=25796
- 17:[LGI5<2.91278505] yes=35,no=36,missing=35,gain=1.78435969,cover=398
- 35:[MidArea5<0.421422303] yes=71,no=72,missing=71,gain=1.37828207,cover=362
- 71:leaf=0.00907383487,cover=0
- 72:leaf=0.00282435305,cover=0
- 36:[Curv5<0.245671451] yes=73,no=74,missing=73,gain=1.38664591,cover=36
- 73:leaf=0.00370849925,cover=0
- 74:leaf=-0.0154920099,cover=0
- 18:[Ecc<2.6675415] yes=37,no=38,missing=38,gain=2.19071889,cover=25398
- 37:[Area5<0.664770067] yes=75,no=76,missing=75,gain=1.99662554,cover=228
- 75:leaf=0.00113723415,cover=0
- 76:leaf=0.0108585572,cover=0
- 38:[Sulc0<1.02827847] yes=77,no=78,missing=78,gain=1.90871358,cover=25170
- 77:leaf=-7.33640263e-05,cover=0
- 78:leaf=-0.00133892719,cover=0
- 4:[LGI5<3.12489319] yes=9,no=10,missing=9,gain=3.52675629,cover=23038
- 9:[PialCurv5<0.265012205] yes=19,no=20,missing=19,gain=4.7327528,cover=8173
- 19:[Curv5<0.186949074] yes=39,no=40,missing=39,gain=2.59435272,cover=2402
- 39:[Area5<0.504816413] yes=79,no=80,missing=80,gain=2.8769207,cover=1825
- 79:leaf=-0.00632914901,cover=0
- 80:leaf=0.00500466581,cover=0
- 40:[PialCurv5<0.116372027] yes=81,no=82,missing=82,gain=1.85424542,cover=577
- 81:leaf=0.0144060394,cover=0
- 82:leaf=0.000209884704,cover=0
- 20:[PialArea5<0.245474651] yes=41,no=42,missing=42,gain=2.40457201,cover=5771
- 41:[LGI5<2.94529939] yes=83,no=84,missing=83,gain=3.81375217,cover=2150
- 83:leaf=0.00911371224,cover=0
- 84:leaf=0.00174480048,cover=0
- 42:[Area5<0.633885562] yes=85,no=86,missing=85,gain=1.77318335,cover=3621
- 85:leaf=-0.0013189473,cover=0
- 86:leaf=0.00105363922,cover=0
- 10:[Ecc<8.7927618] yes=21,no=22,missing=21,gain=2.42064118,cover=14865
- 21:[Sulc0<0.869075775] yes=43,no=44,missing=44,gain=1.5689224,cover=338
- 43:[Pol<107.129471] yes=87,no=88,missing=87,gain=1.94250393,cover=176
- 87:leaf=0.00201841816,cover=0
- 88:leaf=-0.0119348029,cover=0
- 44:[Curv5<0.169394374] yes=89,no=90,missing=90,gain=0.322983265,cover=162
- 89:leaf=-0.00216597388,cover=0
- 90:leaf=-0.00816182047,cover=0
- 22:[Ecc<15.7955055] yes=45,no=46,missing=46,gain=2.51705527,cover=14527
- 45:[Pol<103.851685] yes=91,no=92,missing=91,gain=5.42907476,cover=3284
- 91:leaf=0.00083464582,cover=0
- 92:leaf=0.00583049702,cover=0
- 46:[Ecc<30.4150848] yes=93,no=94,missing=93,gain=3.12413383,cover=11243
- 93:leaf=-0.000394650182,cover=0
- 94:leaf=0.00129655935,cover=0
- 2:[Curv5<0.22365725] yes=5,no=6,missing=6,gain=7.72264528,cover=5064339
- 5:[LGI5<2.23211861] yes=11,no=12,missing=11,gain=7.79055166,cover=5003253
- 11:[Pol<78.2110443] yes=23,no=24,missing=23,gain=5.94245148,cover=136279
- 23:[Ecc<4.94054604] yes=47,no=48,missing=47,gain=5.50518751,cover=42759
- 47:[Pol<40.9012032] yes=95,no=96,missing=95,gain=4.00667238,cover=41007
- 95:leaf=0.000562601199,cover=0
- 96:leaf=-0.000433598412,cover=0
- 48:[LGI5<2.13090348] yes=97,no=98,missing=97,gain=2.4624052,cover=1752
- 97:leaf=-0.00687951967,cover=0
- 98:leaf=-0.00198344188,cover=0
- 24:[LGI5<2.16230083] yes=49,no=50,missing=49,gain=6.33660793,cover=93520
- 49:[PialCurv5<0.220156521] yes=99,no=100,missing=100,gain=4.60489798,cover=26791
- 99:leaf=0.000151929678,cover=0
- 100:leaf=-0.00215124595,cover=0
- 50:[Area5<0.625618935] yes=101,no=102,missing=101,gain=9.20769119,cover=66729
- 101:leaf=0.00144433451,cover=0
- 102:leaf=0.000269657205,cover=0
- 12:[Sulc0<-0.720188618] yes=25,no=26,missing=25,gain=7.14328003,cover=4866974
- 25:[Curv5<-0.18985194] yes=51,no=52,missing=51,gain=13.6677494,cover=931518
- 51:[LGI5<3.34776258] yes=103,no=104,missing=103,gain=15.4881287,cover=631950
- 103:leaf=-0.000346529938,cover=0
- 104:leaf=0.000496617227,cover=0
- 52:[PialCurv5<-0.135003537] yes=105,no=106,missing=105,gain=58.7583199,cover=299568
- 105:leaf=0.00415474363,cover=0
- 106:leaf=2.15735254e-05,cover=0
- 26:[Curv5<-0.222158164] yes=53,no=54,missing=54,gain=22.3275986,cover=3935456
- 53:[PialCurv5<-0.118254207] yes=107,no=108,missing=107,gain=50.0844727,cover=289484
- 107:leaf=8.94977566e-05,cover=0
- 108:leaf=0.00166831689,cover=0
- 54:[PialCurv5<-0.14160423] yes=109,no=110,missing=109,gain=66.2274094,cover=3645972
- 109:leaf=0.00275415322,cover=0
- 110:leaf=-3.03313136e-05,cover=0
- 6:[PialArea5<0.524996102] yes=13,no=14,missing=13,gain=2.54546022,cover=61086
- 13:[PialArea5<0.349780142] yes=27,no=28,missing=28,gain=2.95817661,cover=59770
- 27:[Sulc0<0.940059185] yes=55,no=56,missing=55,gain=2.23528886,cover=28779
- 55:[Curv5<0.266060919] yes=111,no=112,missing=111,gain=2.2518518,cover=24007
- 111:leaf=0.000241662681,cover=0
- 112:leaf=-0.00085152837,cover=0
- 56:[Ecc<11.0302963] yes=113,no=114,missing=113,gain=1.38843393,cover=4772
- 113:leaf=-0.00264195865,cover=0
- 114:leaf=-0.000718538475,cover=0
- 28:[Pol<167.338547] yes=57,no=58,missing=58,gain=2.6506319,cover=30991
- 57:[Pol<83.4982376] yes=115,no=116,missing=115,gain=2.08339262,cover=28143
- 115:leaf=0.000468066166,cover=0
- 116:leaf=-0.000950099551,cover=0
- 58:[LGI5<2.93433285] yes=117,no=118,missing=118,gain=2.72518396,cover=2848
- 117:leaf=-0.00108055223,cover=0
- 118:leaf=-0.00421166047,cover=0
- 14:[LGI5<2.92358446] yes=29,no=30,missing=29,gain=2.21349525,cover=1316
- 29:[Pol<86.0952454] yes=59,no=60,missing=60,gain=1.31427526,cover=1075
- 59:[Ecc<5.91357183] yes=119,no=120,missing=120,gain=1.08657598,cover=145
- 119:leaf=-0.00143077527,cover=0
- 120:leaf=-0.0117602451,cover=0
- 60:[PialCurv5<0.134718806] yes=121,no=122,missing=121,gain=0.783995152,cover=930
- 121:leaf=0.00581898959,cover=0
- 122:leaf=0.000857444014,cover=0
- 30:[Pol<157.965515] yes=61,no=62,missing=61,gain=3.46228385,cover=241
- 61:[Area5<0.660333693] yes=123,no=124,missing=123,gain=1.54198313,cover=163
- 123:leaf=0.016068114,cover=0
- 124:leaf=0.00604773266,cover=0
- 62:[Ecc<9.38688755] yes=125,no=126,missing=125,gain=0.324271739,cover=78
- 125:leaf=0.000215065345,cover=0
- 126:leaf=-0.00621221866,cover=0
-booster[295]:
-0:[Curv5<-0.269494504] yes=1,no=2,missing=1,gain=6.66275597,cover=5124388
- 1:[PialCurv5<-0.137075767] yes=3,no=4,missing=4,gain=22.6337166,cover=283012
- 3:[Area5<0.636136949] yes=7,no=8,missing=7,gain=11.4954987,cover=219466
- 7:[Curv5<-0.331971258] yes=15,no=16,missing=15,gain=15.1802425,cover=158274
- 15:[LGI5<2.3969903] yes=31,no=32,missing=32,gain=2.67190695,cover=42617
- 31:[Area5<0.598585367] yes=63,no=64,missing=63,gain=2.22666931,cover=5506
- 63:leaf=-0.00071862241,cover=0
- 64:leaf=0.00332292891,cover=0
- 32:[LGI5<2.57675576] yes=65,no=66,missing=65,gain=4.8979001,cover=37111
- 65:leaf=0.00181330822,cover=0
- 66:leaf=0.000424967613,cover=0
- 16:[PialCurv5<-0.154837668] yes=33,no=34,missing=34,gain=6.36348343,cover=115657
- 33:[Ecc<0.889730632] yes=67,no=68,missing=67,gain=5.11434555,cover=67969
- 67:leaf=-0.00270366436,cover=0
- 68:leaf=-0.000736848975,cover=0
- 34:[Sulc0<-0.751221538] yes=69,no=70,missing=70,gain=5.54650307,cover=47688
- 69:leaf=-0.000485270139,cover=0
- 70:leaf=0.000640790502,cover=0
- 8:[Pol<11.2407846] yes=17,no=18,missing=17,gain=6.2260313,cover=61192
- 17:[Ecc<13.3064203] yes=35,no=36,missing=35,gain=7.37411213,cover=11371
- 35:[Ecc<3.67199802] yes=71,no=72,missing=72,gain=6.88099384,cover=7099
- 71:leaf=0.00092401047,cover=0
- 72:leaf=-0.0024796885,cover=0
- 36:[LGI5<3.41813922] yes=73,no=74,missing=73,gain=1.13815212,cover=4272
- 73:leaf=0.00150371611,cover=0
- 74:leaf=-0.000789424405,cover=0
- 18:[MidArea5<0.736579895] yes=37,no=38,missing=38,gain=4.39270687,cover=49821
- 37:[LGI5<2.78495932] yes=75,no=76,missing=76,gain=4.92661953,cover=6997
- 75:leaf=0.00164095312,cover=0
- 76:leaf=-0.00123014953,cover=0
- 38:[PialArea5<1.19545019] yes=77,no=78,missing=77,gain=4.91033554,cover=42824
- 77:leaf=0.00121666456,cover=0
- 78:leaf=-0.000365226791,cover=0
- 4:[Area5<0.564792395] yes=9,no=10,missing=10,gain=12.9385281,cover=63546
- 9:[Pol<67.3859482] yes=19,no=20,missing=19,gain=10.0742483,cover=31681
- 19:[PialArea5<0.613238215] yes=39,no=40,missing=39,gain=4.34789085,cover=10762
- 39:[LGI5<3.62495422] yes=79,no=80,missing=80,gain=2.4713316,cover=762
- 79:leaf=-0.00523667177,cover=0
- 80:leaf=0.00686180172,cover=0
- 40:[Area5<0.380439579] yes=81,no=82,missing=82,gain=2.24019766,cover=10000
- 81:leaf=0.0034371526,cover=0
- 82:leaf=-0.000752288848,cover=0
- 20:[Ecc<41.2560654] yes=41,no=42,missing=42,gain=8.15245438,cover=20919
- 41:[LGI5<2.22170687] yes=83,no=84,missing=83,gain=8.4718647,cover=20697
- 83:leaf=0.00450979639,cover=0
- 84:leaf=0.000605664623,cover=0
- 42:[LGI5<2.78495932] yes=85,no=86,missing=86,gain=4.39198875,cover=222
- 85:leaf=-0.0178938713,cover=0
- 86:leaf=0.0121995499,cover=0
- 10:[Sulc0<-0.678985238] yes=21,no=22,missing=22,gain=10.4902573,cover=31865
- 21:[PialArea5<0.529292643] yes=43,no=44,missing=44,gain=5.80665922,cover=17914
- 43:[Ecc<5.33884621] yes=87,no=88,missing=87,gain=1.442132,cover=17
- 87:leaf=-0.00172567077,cover=0
- 88:leaf=0.0356954262,cover=0
- 44:[LGI5<2.58938479] yes=89,no=90,missing=90,gain=4.64237452,cover=17897
- 89:leaf=0.00192072894,cover=0
- 90:leaf=0.000281620509,cover=0
- 22:[Ecc<14.28263] yes=45,no=46,missing=45,gain=7.3322258,cover=13951
- 45:[Pol<65.8802414] yes=91,no=92,missing=92,gain=7.47994995,cover=7892
- 91:leaf=0.00181456376,cover=0
- 92:leaf=0.00499806693,cover=0
- 46:[PialCurv5<-0.0877386853] yes=93,no=94,missing=93,gain=2.94055033,cover=6059
- 93:leaf=0.00182545057,cover=0
- 94:leaf=-0.00220031547,cover=0
- 2:[PialCurv5<-0.171137348] yes=5,no=6,missing=6,gain=21.6048698,cover=4841376
- 5:[Curv5<-0.232248098] yes=11,no=12,missing=12,gain=17.4017773,cover=18798
- 11:[PialCurv5<-0.181738108] yes=23,no=24,missing=23,gain=3.24595189,cover=13400
- 23:[LGI5<2.95653391] yes=47,no=48,missing=48,gain=3.0525403,cover=5082
- 47:[Area5<0.864337862] yes=95,no=96,missing=95,gain=3.32422161,cover=3439
- 95:leaf=0.000559552456,cover=0
- 96:leaf=0.00889815204,cover=0
- 48:[Ecc<22.4429302] yes=97,no=98,missing=97,gain=3.11528301,cover=1643
- 97:leaf=0.00480192108,cover=0
- 98:leaf=-0.000103496328,cover=0
- 24:[Curv5<-0.249691159] yes=49,no=50,missing=49,gain=2.20120573,cover=8318
- 49:[PialArea5<1.00558591] yes=99,no=100,missing=99,gain=1.27641559,cover=5662
- 99:leaf=-0.000865358568,cover=0
- 100:leaf=0.000913390715,cover=0
- 50:[Ecc<7.4459548] yes=101,no=102,missing=102,gain=1.8218714,cover=2656
- 101:leaf=0.000248568656,cover=0
- 102:leaf=0.00293553784,cover=0
- 12:[Sulc0<-0.0250212289] yes=25,no=26,missing=25,gain=8.79539871,cover=5398
- 25:[Area5<0.584141672] yes=51,no=52,missing=52,gain=7.2885437,cover=4958
- 51:[Pol<153.554306] yes=103,no=104,missing=103,gain=1.5233885,cover=1476
- 103:leaf=0.00257112132,cover=0
- 104:leaf=-0.00133230456,cover=0
- 52:[Ecc<15.7955055] yes=105,no=106,missing=105,gain=3.73537064,cover=3482
- 105:leaf=0.00678919209,cover=0
- 106:leaf=0.00281934254,cover=0
- 26:[Curv5<-0.0816265643] yes=53,no=54,missing=53,gain=3.35050535,cover=440
- 53:[LGI5<2.41724968] yes=107,no=108,missing=107,gain=1.30407441,cover=357
- 107:leaf=-0.0161257051,cover=0
- 108:leaf=6.02792488e-06,cover=0
- 54:[Pol<68.895668] yes=109,no=110,missing=109,gain=2.56559801,cover=83
- 109:leaf=-0.0204242449,cover=0
- 110:leaf=-0.00286798365,cover=0
- 6:[Sulc0<-0.166708246] yes=13,no=14,missing=13,gain=9.36876202,cover=4822578
- 13:[Pol<136.792099] yes=27,no=28,missing=27,gain=22.1015072,cover=2494619
- 27:[Pol<107.129471] yes=55,no=56,missing=55,gain=55.9716492,cover=1572363
- 55:[LGI5<2.89127874] yes=111,no=112,missing=111,gain=38.4511299,cover=1279502
- 111:leaf=0.000128094995,cover=0
- 112:leaf=-0.000460629963,cover=0
- 56:[Area5<0.596935391] yes=113,no=114,missing=113,gain=119.239586,cover=292861
- 113:leaf=0.000572899997,cover=0
- 114:leaf=-0.00155324431,cover=0
- 28:[Sulc0<-0.776109517] yes=57,no=58,missing=57,gain=33.8530579,cover=922256
- 57:[Area5<0.598585367] yes=115,no=116,missing=115,gain=14.5404663,cover=231524
- 115:leaf=-1.06809439e-05,cover=0
- 116:leaf=-0.000803394709,cover=0
- 58:[Ecc<12.0179253] yes=117,no=118,missing=117,gain=32.3831253,cover=690732
- 117:leaf=0.00050556421,cover=0
- 118:leaf=-0.00024230087,cover=0
- 14:[Curv5<0.067619428] yes=29,no=30,missing=29,gain=24.3109188,cover=2327959
- 29:[Ecc<5.08081961] yes=59,no=60,missing=60,gain=49.8995056,cover=1042664
- 59:[PialCurv5<0.0798129067] yes=119,no=120,missing=119,gain=31.8949585,cover=109145
- 119:leaf=-0.0012776748,cover=0
- 120:leaf=0.000688715198,cover=0
- 60:[Ecc<19.7764034] yes=121,no=122,missing=121,gain=41.7208824,cover=933519
- 121:leaf=0.000633381715,cover=0
- 122:leaf=-4.40625008e-05,cover=0
- 30:[Area5<0.68633163] yes=61,no=62,missing=61,gain=31.5235767,cover=1285295
- 61:[PialArea5<0.432214499] yes=123,no=124,missing=123,gain=27.3756905,cover=515192
- 123:leaf=-0.000100409845,cover=0
- 124:leaf=-0.000845160743,cover=0
- 62:[PialArea5<0.597118378] yes=125,no=126,missing=125,gain=33.1842842,cover=770103
- 125:leaf=0.000295689475,cover=0
- 126:leaf=-0.000467597361,cover=0
-booster[296]:
-0:[PialArea5<0.911882102] yes=1,no=2,missing=1,gain=6.82200718,cover=5124388
- 1:[Curv5<-0.0133169871] yes=3,no=4,missing=3,gain=12.1411057,cover=3511521
- 3:[PialArea5<0.609252691] yes=7,no=8,missing=7,gain=29.7832031,cover=1457814
- 7:[Area5<0.499970406] yes=15,no=16,missing=16,gain=9.28646851,cover=92562
- 15:[PialCurv5<-0.0529128574] yes=31,no=32,missing=31,gain=5.17243004,cover=24730
- 31:[PialCurv5<-0.14160423] yes=63,no=64,missing=63,gain=7.26795292,cover=17214
- 63:leaf=0.000470510829,cover=0
- 64:leaf=-0.00159460295,cover=0
- 32:[Pol<65.8802414] yes=65,no=66,missing=65,gain=4.22961235,cover=7516
- 65:leaf=-0.00235321466,cover=0
- 66:leaf=0.0013377727,cover=0
- 16:[Pol<136.792099] yes=33,no=34,missing=33,gain=13.5120697,cover=67832
- 33:[Pol<102.241241] yes=67,no=68,missing=68,gain=19.3258934,cover=51856
- 67:leaf=-0.000943711202,cover=0
- 68:leaf=-0.00292507443,cover=0
- 34:[Area5<0.67507118] yes=69,no=70,missing=69,gain=23.0251942,cover=15976
- 69:leaf=-0.000780208677,cover=0
- 70:leaf=0.00487428904,cover=0
- 8:[Area5<0.646843374] yes=17,no=18,missing=17,gain=31.3868504,cover=1365252
- 17:[Curv5<-0.0860676765] yes=35,no=36,missing=35,gain=49.8210678,cover=843050
- 35:[Ecc<8.97079182] yes=71,no=72,missing=72,gain=16.330574,cover=710229
- 71:leaf=-0.000218070156,cover=0
- 72:leaf=0.000315222744,cover=0
- 36:[PialArea5<0.775119185] yes=73,no=74,missing=73,gain=36.9763832,cover=132821
- 73:leaf=0.000372097449,cover=0
- 74:leaf=0.00211892067,cover=0
- 18:[PialCurv5<-0.0931780562] yes=37,no=38,missing=37,gain=51.5941238,cover=522202
- 37:[Curv5<-0.119937547] yes=75,no=76,missing=76,gain=49.8995972,cover=138581
- 75:leaf=0.000204501208,cover=0
- 76:leaf=0.00439372705,cover=0
- 38:[PialCurv5<0.0308136549] yes=77,no=78,missing=77,gain=35.5308762,cover=383621
- 77:leaf=-0.000835634884,cover=0
- 78:leaf=0.000939737016,cover=0
- 4:[PialCurv5<0.0471153036] yes=9,no=10,missing=9,gain=38.5785828,cover=2053707
- 9:[Curv5<0.0257103238] yes=19,no=20,missing=19,gain=43.3064232,cover=320773
- 19:[PialCurv5<0.00860458333] yes=39,no=40,missing=40,gain=25.6978741,cover=195957
- 39:[PialArea5<0.669517875] yes=79,no=80,missing=80,gain=22.2729988,cover=77563
- 79:leaf=-0.000474541186,cover=0
- 80:leaf=0.00135588599,cover=0
- 40:[MidArea5<0.745626688] yes=81,no=82,missing=81,gain=23.4591484,cover=118394
- 81:leaf=0.000221324502,cover=0
- 82:leaf=-0.00120227365,cover=0
- 20:[Area5<0.642765105] yes=41,no=42,missing=42,gain=42.0278702,cover=124816
- 41:[Sulc0<0.966456771] yes=83,no=84,missing=83,gain=9.39916229,cover=28912
- 83:leaf=-0.000308436895,cover=0
- 84:leaf=-0.00926424284,cover=0
- 42:[Pol<76.1517639] yes=85,no=86,missing=85,gain=33.8439026,cover=95904
- 85:leaf=0.00305581931,cover=0
- 86:leaf=0.0010860078,cover=0
- 10:[PialArea5<0.632563293] yes=21,no=22,missing=21,gain=28.8848038,cover=1732934
- 21:[Area5<0.659308732] yes=43,no=44,missing=43,gain=43.2993355,cover=1308749
- 43:[PialArea5<0.498393416] yes=87,no=88,missing=88,gain=23.5814629,cover=390463
- 87:leaf=-0.000157719609,cover=0
- 88:leaf=-0.0010617245,cover=0
- 44:[Sulc0<0.433680743] yes=89,no=90,missing=89,gain=55.7489433,cover=918286
- 89:leaf=0.00075938314,cover=0
- 90:leaf=-4.80515409e-05,cover=0
- 22:[Curv5<0.0300692953] yes=45,no=46,missing=45,gain=22.2034416,cover=424185
- 45:[Pol<115.563423] yes=91,no=92,missing=91,gain=9.88987637,cover=86445
- 91:leaf=0.000787776895,cover=0
- 92:leaf=-0.000286873052,cover=0
- 46:[Area5<0.741095543] yes=93,no=94,missing=93,gain=24.2301445,cover=337740
- 93:leaf=-0.00100935658,cover=0
- 94:leaf=-0.000162122757,cover=0
- 2:[Sulc0<0.110320561] yes=5,no=6,missing=5,gain=12.0446444,cover=1612867
- 5:[Area5<0.827407002] yes=11,no=12,missing=12,gain=11.9986258,cover=1556155
- 11:[Curv5<-0.024997253] yes=23,no=24,missing=23,gain=11.7450743,cover=1436742
- 23:[PialCurv5<0.00860458333] yes=47,no=48,missing=48,gain=10.1388302,cover=1384732
- 47:[Area5<0.638344944] yes=95,no=96,missing=95,gain=9.22956848,cover=1369705
- 95:leaf=0.000264317903,cover=0
- 96:leaf=-2.41268554e-05,cover=0
- 48:[Pol<96.8070755] yes=97,no=98,missing=97,gain=9.44714832,cover=15027
- 97:leaf=0.00259073731,cover=0
- 98:leaf=8.29158453e-05,cover=0
- 24:[PialCurv5<-0.0133872591] yes=49,no=50,missing=49,gain=58.4626846,cover=52010
- 49:[PialCurv5<-0.119850777] yes=99,no=100,missing=99,gain=18.4473038,cover=8391
- 99:leaf=0.0419766307,cover=0
- 100:leaf=0.00451065414,cover=0
- 50:[Ecc<16.5318356] yes=101,no=102,missing=101,gain=17.3613529,cover=43619
- 101:leaf=0.000690295419,cover=0
- 102:leaf=-0.00158829463,cover=0
- 12:[PialArea5<1.11947823] yes=25,no=26,missing=25,gain=10.1553535,cover=119413
- 25:[Pol<55.3432045] yes=51,no=52,missing=52,gain=13.3838329,cover=33029
- 51:[Ecc<22.0897732] yes=103,no=104,missing=103,gain=4.75360298,cover=11528
- 103:leaf=-0.000377433782,cover=0
- 104:leaf=0.00197193027,cover=0
- 52:[LGI5<2.37224698] yes=105,no=106,missing=106,gain=5.67781067,cover=21501
- 105:leaf=0.00034903342,cover=0
- 106:leaf=-0.00219799648,cover=0
- 26:[Sulc0<-0.93782407] yes=53,no=54,missing=53,gain=4.36462307,cover=86384
- 53:[LGI5<2.67457628] yes=107,no=108,missing=107,gain=4.56763363,cover=11575
- 107:leaf=0.00218158867,cover=0
- 108:leaf=6.91939931e-05,cover=0
- 54:[Ecc<17.0169544] yes=109,no=110,missing=110,gain=4.67066193,cover=74809
- 109:leaf=-0.000482214469,cover=0
- 110:leaf=0.000484117074,cover=0
- 6:[Area5<0.763170242] yes=13,no=14,missing=14,gain=11.6356182,cover=56712
- 13:[Pol<163.028091] yes=27,no=28,missing=27,gain=6.95791626,cover=24772
- 27:[Sulc0<0.703387856] yes=55,no=56,missing=56,gain=7.22167969,cover=22155
- 55:[PialCurv5<-0.00763805071] yes=111,no=112,missing=112,gain=7.35616493,cover=22123
- 111:leaf=0.0025508278,cover=0
- 112:leaf=0.000651210896,cover=0
- 56:[Curv5<0.0168606453] yes=113,no=114,missing=114,gain=1.10424423,cover=32
- 113:leaf=0.0126151815,cover=0
- 114:leaf=0.0328764692,cover=0
- 28:[LGI5<2.90731096] yes=57,no=58,missing=57,gain=4.4662714,cover=2617
- 57:[Area5<0.642765105] yes=115,no=116,missing=115,gain=2.74362636,cover=147
- 115:leaf=0.0200928878,cover=0
- 116:leaf=0.00385788083,cover=0
- 58:[LGI5<3.51961541] yes=117,no=118,missing=117,gain=2.76980114,cover=2470
- 117:leaf=-0.000357708748,cover=0
- 118:leaf=-0.0042150924,cover=0
- 14:[LGI5<3.78836131] yes=29,no=30,missing=29,gain=8.48147011,cover=31940
- 29:[Ecc<18.0513744] yes=59,no=60,missing=60,gain=5.85590696,cover=31354
- 59:[Pol<77.5287857] yes=119,no=120,missing=119,gain=7.09793377,cover=8614
- 119:leaf=-0.0013948594,cover=0
- 120:leaf=0.00197213213,cover=0
- 60:[LGI5<2.86381269] yes=121,no=122,missing=121,gain=5.87127829,cover=22740
- 121:leaf=-0.00258591631,cover=0
- 122:leaf=-7.16784925e-05,cover=0
- 30:[Ecc<35.8605728] yes=61,no=62,missing=61,gain=3.49149609,cover=586
- 61:[Pol<117.137611] yes=123,no=124,missing=124,gain=3.91679001,cover=289
- 123:leaf=0.0156468004,cover=0
- 124:leaf=0.00398037909,cover=0
- 62:[PialCurv5<0.0591915138] yes=125,no=126,missing=125,gain=1.94871366,cover=297
- 125:leaf=0.00107779191,cover=0
- 126:leaf=0.0156682972,cover=0
-booster[297]:
-0:[PialArea5<1.4350239] yes=1,no=2,missing=2,gain=6.40488863,cover=5124388
- 1:[Curv5<-0.279226273] yes=3,no=4,missing=3,gain=6.60607195,cover=5064338
- 3:[Area5<0.625618935] yes=7,no=8,missing=7,gain=13.5416307,cover=221490
- 7:[Sulc0<-0.557882011] yes=15,no=16,missing=15,gain=6.7272315,cover=159313
- 15:[LGI5<2.22170687] yes=31,no=32,missing=32,gain=4.11763287,cover=123975
- 31:[Pol<71.0996552] yes=63,no=64,missing=63,gain=5.27782154,cover=4781
- 63:leaf=-0.000628898153,cover=0
- 64:leaf=0.00272571831,cover=0
- 32:[Curv5<-0.319950402] yes=65,no=66,missing=65,gain=3.78301883,cover=119194
- 65:leaf=0.000165383637,cover=0
- 66:leaf=-0.000423348276,cover=0
- 16:[PialCurv5<-0.159167215] yes=33,no=34,missing=34,gain=5.37018538,cover=35338
- 33:[Curv5<-0.350989401] yes=67,no=68,missing=68,gain=7.15747118,cover=17457
- 67:leaf=0.00101830286,cover=0
- 68:leaf=-0.00100646087,cover=0
- 34:[Curv5<-0.39144522] yes=69,no=70,missing=70,gain=6.34841061,cover=17881
- 69:leaf=-0.00134440826,cover=0
- 70:leaf=0.00157841237,cover=0
- 8:[PialCurv5<-0.137075767] yes=17,no=18,missing=18,gain=7.85745049,cover=62177
- 17:[Pol<11.2407846] yes=35,no=36,missing=36,gain=4.00436115,cover=51940
- 35:[Ecc<13.1181517] yes=71,no=72,missing=71,gain=5.27287722,cover=9600
- 71:leaf=-0.00121898938,cover=0
- 72:leaf=0.00118474336,cover=0
- 36:[Ecc<32.0879669] yes=73,no=74,missing=73,gain=3.56143379,cover=42340
- 73:leaf=0.000979921315,cover=0
- 74:leaf=-0.000726716302,cover=0
- 18:[PialCurv5<-0.08490628] yes=37,no=38,missing=37,gain=3.41396332,cover=10237
- 37:[LGI5<3.28291535] yes=75,no=76,missing=75,gain=3.02973747,cover=9529
- 75:leaf=0.0027734756,cover=0
- 76:leaf=0.000263835856,cover=0
- 38:[Curv5<-0.331971258] yes=77,no=78,missing=77,gain=1.95316827,cover=708
- 77:leaf=-0.00441572163,cover=0
- 78:leaf=0.000941323873,cover=0
- 4:[PialCurv5<-0.175695807] yes=9,no=10,missing=9,gain=14.5570946,cover=4842848
- 9:[Curv5<-0.234010845] yes=19,no=20,missing=20,gain=11.951087,cover=16716
- 19:[Area5<0.644818127] yes=39,no=40,missing=39,gain=3.12561226,cover=12693
- 39:[PialCurv5<-0.210138425] yes=79,no=80,missing=79,gain=3.03889322,cover=6723
- 79:leaf=0.00371681317,cover=0
- 80:leaf=-0.000338450278,cover=0
- 40:[PialCurv5<-0.190801308] yes=81,no=82,missing=81,gain=1.8853631,cover=5970
- 81:leaf=0.00285124802,cover=0
- 82:leaf=0.00093459402,cover=0
- 20:[Sulc0<-0.0250212289] yes=41,no=42,missing=41,gain=7.69425392,cover=4023
- 41:[Area5<0.584141672] yes=83,no=84,missing=84,gain=4.92089653,cover=3630
- 83:leaf=0.00162550749,cover=0
- 84:leaf=0.00570847979,cover=0
- 42:[Curv5<-0.144993886] yes=85,no=86,missing=85,gain=3.3717823,cover=393
- 85:leaf=0.000793129497,cover=0
- 86:leaf=-0.00874230731,cover=0
- 10:[Sulc0<-0.285426885] yes=21,no=22,missing=21,gain=9.90833664,cover=4826132
- 21:[Pol<13.2006302] yes=43,no=44,missing=43,gain=16.8132248,cover=2162711
- 43:[Ecc<1.79549146] yes=87,no=88,missing=87,gain=19.6746368,cover=219181
- 87:leaf=-0.000864383124,cover=0
- 88:leaf=0.000502973387,cover=0
- 44:[Ecc<2.07756257] yes=89,no=90,missing=90,gain=30.099247,cover=1943530
- 89:leaf=0.000174989735,cover=0
- 90:leaf=-0.00026894256,cover=0
- 22:[PialCurv5<-0.0441194475] yes=45,no=46,missing=45,gain=17.7347946,cover=2663421
- 45:[Curv5<-0.0752395913] yes=91,no=92,missing=92,gain=105.927643,cover=345346
- 91:leaf=6.11456926e-06,cover=0
- 92:leaf=0.00245165615,cover=0
- 46:[Curv5<-0.114048101] yes=93,no=94,missing=93,gain=80.7709885,cover=2318075
- 93:leaf=0.00296363863,cover=0
- 94:leaf=-3.79263474e-05,cover=0
- 2:[PialCurv5<0.00236006663] yes=5,no=6,missing=5,gain=4.08570862,cover=60050
- 5:[Curv5<-0.211220503] yes=11,no=12,missing=12,gain=3.87591219,cover=59583
- 11:[Area5<0.792350233] yes=23,no=24,missing=23,gain=3.54653811,cover=16059
- 23:[Area5<0.697420239] yes=47,no=48,missing=47,gain=3.49242353,cover=10266
- 47:[Pol<125.308708] yes=95,no=96,missing=95,gain=3.54063559,cover=4878
- 95:leaf=0.000979035976,cover=0
- 96:leaf=-0.00236255606,cover=0
- 48:[PialCurv5<-0.129174799] yes=97,no=98,missing=98,gain=1.55115223,cover=5388
- 97:leaf=-0.00250554993,cover=0
- 98:leaf=-0.000796439708,cover=0
- 24:[PialCurv5<-0.116576619] yes=49,no=50,missing=50,gain=3.48537731,cover=5793
- 49:[Pol<70.3717499] yes=99,no=100,missing=99,gain=3.29261541,cover=4771
- 99:leaf=-0.000165873949,cover=0
- 100:leaf=0.00395353651,cover=0
- 50:[PialCurv5<-0.0693148375] yes=101,no=102,missing=102,gain=1.67395353,cover=1022
- 101:leaf=0.00335201412,cover=0
- 102:leaf=0.0279231276,cover=0
- 12:[PialCurv5<-0.0868030339] yes=25,no=26,missing=25,gain=5.49649429,cover=43524
- 25:[Curv5<-0.129194111] yes=51,no=52,missing=52,gain=12.4753628,cover=32302
- 51:[Area5<0.741095543] yes=103,no=104,missing=103,gain=10.3540697,cover=30199
- 103:leaf=0.0021912735,cover=0
- 104:leaf=0.00021956487,cover=0
- 52:[Pol<156.492447] yes=105,no=106,missing=106,gain=6.28337097,cover=2103
- 105:leaf=0.00337062893,cover=0
- 106:leaf=0.00991060864,cover=0
- 26:[LGI5<2.62417936] yes=53,no=54,missing=54,gain=7.04852104,cover=11222
- 53:[LGI5<2.48603988] yes=107,no=108,missing=107,gain=7.46714687,cover=5931
- 107:leaf=4.03926206e-05,cover=0
- 108:leaf=-0.00361853396,cover=0
- 54:[Sulc0<-0.720188618] yes=109,no=110,missing=109,gain=3.14810228,cover=5291
- 109:leaf=-0.000734053028,cover=0
- 110:leaf=0.00194985291,cover=0
- 6:[Ecc<1.79549146] yes=13,no=14,missing=13,gain=1.50536442,cover=467
- 13:[Pol<75.4512405] yes=27,no=28,missing=27,gain=0.527195215,cover=105
- 27:[Pol<23.2745647] yes=55,no=56,missing=55,gain=0.204813719,cover=44
- 55:leaf=0.00142389338,cover=0
- 56:[PialCurv5<0.0495097227] yes=111,no=112,missing=112,gain=0.085021019,cover=42
- 111:leaf=-0.01615691,cover=0
- 112:leaf=-0.00970244594,cover=0
- 28:[PialCurv5<0.01500447] yes=57,no=58,missing=57,gain=0.500954688,cover=61
- 57:[Area5<0.759248734] yes=113,no=114,missing=113,gain=0.20881027,cover=14
- 113:leaf=-0.00319519825,cover=0
- 114:leaf=0.00835968088,cover=0
- 58:[PialCurv5<0.104427323] yes=115,no=116,missing=115,gain=0.370483637,cover=47
- 115:leaf=-0.0119065186,cover=0
- 116:leaf=-0.00253861374,cover=0
- 14:[LGI5<2.48931384] yes=29,no=30,missing=29,gain=1.89557576,cover=362
- 29:[LGI5<2.31684756] yes=59,no=60,missing=60,gain=1.16847587,cover=117
- 59:[Pol<77.5287857] yes=117,no=118,missing=117,gain=0.688257515,cover=28
- 117:leaf=0.00793970004,cover=0
- 118:leaf=-0.0101545295,cover=0
- 60:[Pol<100.628822] yes=119,no=120,missing=119,gain=1.09127009,cover=89
- 119:leaf=0.00941135641,cover=0
- 120:leaf=-0.00211663521,cover=0
- 30:[LGI5<3.55025291] yes=61,no=62,missing=62,gain=1.26285219,cover=245
- 61:[Curv5<0.069626309] yes=121,no=122,missing=122,gain=1.03764033,cover=223
- 121:leaf=-0.00726124225,cover=0
- 122:leaf=0.00475845672,cover=0
- 62:[Pol<34.3003769] yes=123,no=124,missing=124,gain=0.29940626,cover=22
- 123:leaf=0.00104489923,cover=0
- 124:leaf=0.0126421219,cover=0
-booster[298]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=1,gain=6.37669849,cover=5124388
- 1:[Area5<0.596935391] yes=3,no=4,missing=4,gain=6.53657818,cover=202946
- 3:[PialCurv5<-0.00569582684] yes=7,no=8,missing=7,gain=3.30970573,cover=32595
- 7:[Ecc<18.3223667] yes=15,no=16,missing=16,gain=2.28116274,cover=781
- 15:[Pol<111.846848] yes=31,no=32,missing=31,gain=2.27011538,cover=568
- 31:[LGI5<2.79683423] yes=63,no=64,missing=63,gain=1.47185421,cover=330
- 63:leaf=-0.00997330807,cover=0
- 64:leaf=-0.00247211987,cover=0
- 32:[LGI5<2.18291569] yes=65,no=66,missing=65,gain=2.0991509,cover=238
- 65:leaf=-0.0202940088,cover=0
- 66:leaf=-0.00033803386,cover=0
- 16:[LGI5<2.91278505] yes=33,no=34,missing=33,gain=1.27398551,cover=213
- 33:[Ecc<27.7987404] yes=67,no=68,missing=67,gain=0.0332232714,cover=27
- 67:leaf=0.0111008603,cover=0
- 68:leaf=0.000868085015,cover=0
- 34:[Sulc0<0.966456771] yes=69,no=70,missing=69,gain=0.580487788,cover=186
- 69:leaf=-0.00173018116,cover=0
- 70:leaf=0.00659674779,cover=0
- 8:[Curv5<-0.0730527416] yes=17,no=18,missing=18,gain=3.75031185,cover=31814
- 17:[Pol<70.3717499] yes=35,no=36,missing=36,gain=1.78153682,cover=148
- 35:[Ecc<22.8050022] yes=71,no=72,missing=71,gain=0.154630423,cover=7
- 71:leaf=0.0334961675,cover=0
- 72:leaf=0.00545775285,cover=0
- 36:[Ecc<38.0136108] yes=73,no=74,missing=73,gain=1.11790895,cover=141
- 73:leaf=0.00493755378,cover=0
- 74:leaf=0.0216433313,cover=0
- 18:[Sulc0<1.06550956] yes=37,no=38,missing=38,gain=2.27575493,cover=31666
- 37:[LGI5<3.45167398] yes=75,no=76,missing=75,gain=2.99117255,cover=28901
- 75:leaf=-0.00030000566,cover=0
- 76:leaf=0.00241478649,cover=0
- 38:[Curv5<0.186949074] yes=77,no=78,missing=77,gain=5.00647163,cover=2765
- 77:leaf=-0.00516463211,cover=0
- 78:leaf=-0.00039520557,cover=0
- 4:[MidArea5<0.421422303] yes=9,no=10,missing=9,gain=10.5992632,cover=170351
- 9:[Area5<0.630444467] yes=19,no=20,missing=20,gain=4.70136261,cover=2687
- 19:[Pol<83.4982376] yes=39,no=40,missing=39,gain=1.41457081,cover=2196
- 39:[Curv5<0.245671451] yes=79,no=80,missing=79,gain=2.18130898,cover=155
- 79:leaf=0.0105892709,cover=0
- 80:leaf=-0.00288952491,cover=0
- 40:[LGI5<2.42399812] yes=81,no=82,missing=82,gain=1.49335361,cover=2041
- 81:leaf=0.00535550248,cover=0
- 82:leaf=0.00159510819,cover=0
- 20:[Curv5<0.266060919] yes=41,no=42,missing=41,gain=1.63678741,cover=491
- 41:[Pol<87.3220139] yes=83,no=84,missing=83,gain=0.878321648,cover=389
- 83:leaf=0.0129947877,cover=0
- 84:leaf=0.00776635995,cover=0
- 42:[LGI5<3.268116] yes=85,no=86,missing=85,gain=0.987620354,cover=102
- 85:leaf=-0.000353230018,cover=0
- 86:leaf=0.0113990651,cover=0
- 10:[Sulc0<0.41245693] yes=21,no=22,missing=21,gain=8.71705341,cover=167664
- 21:[Ecc<0.889730632] yes=43,no=44,missing=43,gain=4.12414646,cover=15136
- 43:[MidArea5<0.566005528] yes=87,no=88,missing=88,gain=3.33633113,cover=1768
- 87:leaf=-0.000912153162,cover=0
- 88:leaf=0.0336763449,cover=0
- 44:[Sulc0<-0.181880832] yes=89,no=90,missing=89,gain=6.859478,cover=13368
- 89:leaf=0.00685721869,cover=0
- 90:leaf=0.00153997086,cover=0
- 22:[Curv5<0.128008828] yes=45,no=46,missing=45,gain=9.10730076,cover=152528
- 45:[Sulc0<0.703387856] yes=91,no=92,missing=91,gain=5.98339081,cover=13616
- 91:leaf=-2.05544093e-05,cover=0
- 92:leaf=0.00220663007,cover=0
- 46:[Area5<0.767325044] yes=93,no=94,missing=93,gain=6.4303956,cover=138912
- 93:leaf=4.31602894e-05,cover=0
- 94:leaf=0.00174039917,cover=0
- 2:[Curv5<0.195079193] yes=5,no=6,missing=5,gain=9.41916847,cover=4921442
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=7.99721289,cover=4820988
- 11:[LGI5<2.36467862] yes=23,no=24,missing=24,gain=7.64798594,cover=4819461
- 23:[Ecc<6.22534323] yes=47,no=48,missing=47,gain=12.2117481,cover=589820
- 47:[PialCurv5<-0.0858580992] yes=95,no=96,missing=95,gain=13.2101307,cover=542906
- 95:leaf=-5.57319436e-05,cover=0
- 96:leaf=0.000443704164,cover=0
- 48:[Ecc<10.569519] yes=97,no=98,missing=97,gain=4.83329296,cover=46914
- 97:leaf=-0.00050469226,cover=0
- 98:leaf=-0.00310761924,cover=0
- 24:[Ecc<3.10160303] yes=49,no=50,missing=49,gain=13.4613161,cover=4229641
- 49:[LGI5<2.51969218] yes=99,no=100,missing=99,gain=46.2659302,cover=613910
- 99:leaf=5.60093977e-05,cover=0
- 100:leaf=-0.000873701589,cover=0
- 50:[PialCurv5<0.110155433] yes=101,no=102,missing=101,gain=15.2785463,cover=3615731
- 101:leaf=6.81862657e-05,cover=0
- 102:leaf=-0.000173217195,cover=0
- 12:[Pol<34.3003769] yes=25,no=26,missing=26,gain=3.49563074,cover=1527
- 25:[Pol<3.6072247] yes=51,no=52,missing=51,gain=1.14201021,cover=36
- 51:leaf=0.045062501,cover=0
- 52:[Pol<18.1680222] yes=103,no=104,missing=103,gain=0.9352808,cover=33
- 103:leaf=-0.00908567943,cover=0
- 104:leaf=0.0178034082,cover=0
- 26:[MidArea5<0.48507002] yes=53,no=54,missing=53,gain=2.32883739,cover=1491
- 53:[Curv5<0.000893599819] yes=105,no=106,missing=105,gain=1.78637266,cover=88
- 105:leaf=-0.0225666966,cover=0
- 106:leaf=-0.00179549493,cover=0
- 54:[Ecc<8.35574818] yes=107,no=108,missing=107,gain=2.04427052,cover=1403
- 107:leaf=0.00594762713,cover=0
- 108:leaf=0.00208502053,cover=0
- 6:[PialCurv5<0.493508637] yes=13,no=14,missing=13,gain=3.55414772,cover=100454
- 13:[PialCurv5<0.394910008] yes=27,no=28,missing=27,gain=4.15559673,cover=95517
- 27:[Area5<0.582201123] yes=55,no=56,missing=55,gain=4.64354992,cover=75219
- 55:[Area5<0.532936037] yes=109,no=110,missing=109,gain=1.11007643,cover=5591
- 109:leaf=-0.00350291468,cover=0
- 110:leaf=-0.001485602,cover=0
- 56:[PialCurv5<0.160740122] yes=111,no=112,missing=112,gain=3.70086241,cover=69628
- 111:leaf=0.000948854722,cover=0
- 112:leaf=-0.000383978157,cover=0
- 28:[Ecc<5.78819752] yes=57,no=58,missing=57,gain=3.03947639,cover=20298
- 57:[LGI5<2.54917789] yes=113,no=114,missing=113,gain=0.988388062,cover=9996
- 113:leaf=-0.000845359929,cover=0
- 114:leaf=0.000331500691,cover=0
- 58:[PialArea5<0.390391022] yes=115,no=116,missing=115,gain=4.49882603,cover=10302
- 115:leaf=-0.000853222795,cover=0
- 116:leaf=-0.00295423204,cover=0
- 14:[Curv5<0.233002663] yes=29,no=30,missing=29,gain=4.36423063,cover=4937
- 29:[Sulc0<0.849368811] yes=59,no=60,missing=59,gain=2.99646759,cover=2509
- 59:[Sulc0<-0.047846999] yes=117,no=118,missing=117,gain=1.95340252,cover=1720
- 117:leaf=0.00829253346,cover=0
- 118:leaf=0.00286054867,cover=0
- 60:[PialArea5<0.480917931] yes=119,no=120,missing=119,gain=1.17832053,cover=789
- 119:leaf=-0.000500422029,cover=0
- 120:leaf=0.015979372,cover=0
- 30:[Ecc<4.40349627] yes=61,no=62,missing=62,gain=1.44470429,cover=2428
- 61:[Area5<0.489361584] yes=121,no=122,missing=121,gain=2.17730713,cover=1019
- 121:leaf=0.02107233,cover=0
- 122:leaf=0.000477290538,cover=0
- 62:[Pol<89.7623749] yes=123,no=124,missing=123,gain=1.96000826,cover=1409
- 123:leaf=0.00140346994,cover=0
- 124:leaf=-0.00283830846,cover=0
-booster[299]:
-0:[PialArea5<1.01305103] yes=1,no=2,missing=2,gain=6.26962662,cover=5124388
- 1:[Pol<177.729218] yes=3,no=4,missing=4,gain=10.9378614,cover=4155112
- 3:[Sulc0<-0.15955846] yes=7,no=8,missing=7,gain=11.54566,cover=4101100
- 7:[Ecc<5.97554874] yes=15,no=16,missing=15,gain=16.1301632,cover=1871213
- 15:[Area5<0.814937592] yes=31,no=32,missing=32,gain=29.7133293,cover=987796
- 31:[Curv5<-0.0902613774] yes=63,no=64,missing=63,gain=30.4891472,cover=975513
- 63:leaf=-0.000168619692,cover=0
- 64:leaf=0.000412965106,cover=0
- 32:[Pol<71.0996552] yes=65,no=66,missing=66,gain=5.45361519,cover=12283
- 65:leaf=-0.000340325496,cover=0
- 66:leaf=-0.00296304817,cover=0
- 16:[LGI5<2.62417936] yes=33,no=34,missing=34,gain=51.2406883,cover=883417
- 33:[PialArea5<0.705942631] yes=67,no=68,missing=67,gain=27.9006271,cover=141760
- 67:leaf=-0.00271521439,cover=0
- 68:leaf=-0.000838674314,cover=0
- 34:[Pol<132.083344] yes=69,no=70,missing=69,gain=37.5954552,cover=741657
- 69:leaf=-0.000440309115,cover=0
- 70:leaf=0.000274828955,cover=0
- 8:[Curv5<0.067619428] yes=17,no=18,missing=17,gain=20.0568237,cover=2229887
- 17:[Ecc<4.87342644] yes=35,no=36,missing=36,gain=40.5116463,cover=954262
- 35:[PialCurv5<0.0877920389] yes=71,no=72,missing=71,gain=28.8760242,cover=94261
- 71:leaf=-0.00123801874,cover=0
- 72:leaf=0.000865828362,cover=0
- 36:[Pol<115.563423] yes=73,no=74,missing=73,gain=43.7908325,cover=860001
- 73:leaf=0.000622623076,cover=0
- 74:leaf=-0.000101483827,cover=0
- 18:[Area5<0.808195949] yes=37,no=38,missing=37,gain=29.0111866,cover=1275625
- 37:[PialArea5<0.555011809] yes=75,no=76,missing=76,gain=33.3024368,cover=1203649
- 75:leaf=-3.84689201e-06,cover=0
- 76:leaf=-0.00062982383,cover=0
- 38:[Area5<0.987501919] yes=77,no=78,missing=78,gain=10.1566029,cover=71976
- 77:leaf=0.000723167439,cover=0
- 78:leaf=0.00304965163,cover=0
- 4:[Area5<0.716575325] yes=9,no=10,missing=10,gain=7.1715107,cover=54012
- 9:[Ecc<1.3629595] yes=19,no=20,missing=20,gain=3.64470077,cover=43729
- 19:[Area5<0.600206077] yes=39,no=40,missing=39,gain=0.890233517,cover=3826
- 39:[Curv5<-0.249691159] yes=79,no=80,missing=80,gain=0.743266582,cover=1912
- 79:leaf=-0.00383073138,cover=0
- 80:leaf=-3.39297512e-05,cover=0
- 40:[PialCurv5<-0.0680129603] yes=81,no=82,missing=82,gain=1.2275877,cover=1914
- 81:leaf=-0.00456055952,cover=0
- 82:leaf=-0.00124608621,cover=0
- 20:[Curv5<-0.2376284] yes=41,no=42,missing=42,gain=3.30986738,cover=39903
- 41:[Ecc<37.2796402] yes=83,no=84,missing=83,gain=1.38041961,cover=9568
- 83:leaf=-3.42822386e-05,cover=0
- 84:leaf=-0.00180733227,cover=0
- 42:[Curv5<-0.0816265643] yes=85,no=86,missing=85,gain=5.87019348,cover=30335
- 85:leaf=0.00145524938,cover=0
- 86:leaf=6.19658022e-05,cover=0
- 10:[PialArea5<0.712173045] yes=21,no=22,missing=21,gain=10.3659697,cover=10283
- 21:[PialCurv5<0.074624911] yes=43,no=44,missing=43,gain=3.93226814,cover=3240
- 43:[PialCurv5<0.0128733069] yes=87,no=88,missing=88,gain=4.60246849,cover=1474
- 87:leaf=0.00287880446,cover=0
- 88:leaf=0.00853055343,cover=0
- 44:[LGI5<3.39750218] yes=89,no=90,missing=89,gain=1.20395327,cover=1766
- 89:leaf=0.00226227031,cover=0
- 90:leaf=0.0074757128,cover=0
- 22:[PialCurv5<0.064168714] yes=45,no=46,missing=45,gain=2.21900368,cover=7043
- 45:[Sulc0<-0.0250212289] yes=91,no=92,missing=91,gain=1.51714873,cover=6318
- 91:leaf=0.00131315389,cover=0
- 92:leaf=-0.00161999278,cover=0
- 46:[Ecc<22.8050022] yes=93,no=94,missing=93,gain=3.33920383,cover=725
- 93:leaf=-0.00274554337,cover=0
- 94:leaf=0.0106470911,cover=0
- 2:[Area5<0.513795495] yes=5,no=6,missing=5,gain=7.06338072,cover=969276
- 5:[Sulc0<-0.173886195] yes=11,no=12,missing=11,gain=5.01772118,cover=14679
- 11:[Curv5<-0.245563462] yes=23,no=24,missing=24,gain=3.96683884,cover=14655
- 23:[LGI5<2.24172258] yes=47,no=48,missing=47,gain=3.05044723,cover=5451
- 47:[Pol<68.1421661] yes=95,no=96,missing=95,gain=2.60130858,cover=571
- 95:leaf=-0.000932548603,cover=0
- 96:leaf=0.00611815229,cover=0
- 48:[Ecc<42.1016579] yes=97,no=98,missing=97,gain=1.88751304,cover=4880
- 97:leaf=-0.000279467116,cover=0
- 98:leaf=0.0204558633,cover=0
- 24:[PialCurv5<-0.107986279] yes=49,no=50,missing=49,gain=2.91346073,cover=9204
- 49:[Sulc0<-0.864702106] yes=99,no=100,missing=100,gain=5.15991402,cover=5108
- 99:leaf=0.0014930506,cover=0
- 100:leaf=0.00481601339,cover=0
- 50:[Pol<160.869751] yes=101,no=102,missing=101,gain=4.02359056,cover=4096
- 101:leaf=0.000180057075,cover=0
- 102:leaf=0.00438663084,cover=0
- 12:[PialCurv5<-0.0940372422] yes=25,no=26,missing=25,gain=1.14628172,cover=24
- 25:[LGI5<2.85285616] yes=51,no=52,missing=52,gain=0.123971105,cover=9
- 51:[Sulc0<-0.115756653] yes=103,no=104,missing=103,gain=0.00231231051,cover=4
- 103:leaf=0.00117746589,cover=0
- 104:leaf=-0.000951510679,cover=0
- 52:leaf=-0.0106693357,cover=0
- 26:[Ecc<4.67068386] yes=53,no=54,missing=54,gain=0.162759781,cover=15
- 53:leaf=-0.00441173324,cover=0
- 54:leaf=-0.0306304935,cover=0
- 6:[Area5<0.987501919] yes=13,no=14,missing=13,gain=6.72400761,cover=954597
- 13:[MidArea5<1.21578133] yes=27,no=28,missing=27,gain=7.99242449,cover=942627
- 27:[Pol<74.7525482] yes=55,no=56,missing=55,gain=6.27098083,cover=929955
- 55:[Curv5<-0.0226651002] yes=105,no=106,missing=105,gain=9.75721836,cover=550770
- 105:leaf=-4.47094353e-05,cover=0
- 106:leaf=0.00134119752,cover=0
- 56:[Pol<108.715256] yes=107,no=108,missing=107,gain=19.5640049,cover=379185
- 107:leaf=0.00145421084,cover=0
- 108:leaf=0.000144922305,cover=0
- 28:[Area5<0.72514528] yes=57,no=58,missing=57,gain=4.20870781,cover=12672
- 57:[Sulc0<-1.02305627] yes=109,no=110,missing=109,gain=3.98431969,cover=1207
- 109:leaf=0.000345353154,cover=0
- 110:leaf=0.00632518297,cover=0
- 58:[LGI5<2.66052985] yes=111,no=112,missing=111,gain=2.65350914,cover=11465
- 111:leaf=0.00180595031,cover=0
- 112:leaf=0.000284153473,cover=0
- 14:[LGI5<3.08610082] yes=29,no=30,missing=29,gain=5.3541913,cover=11970
- 29:[Pol<170.080093] yes=59,no=60,missing=59,gain=4.69127178,cover=8512
- 59:[Pol<114.432869] yes=113,no=114,missing=114,gain=6.59071159,cover=8193
- 113:leaf=-0.00102422189,cover=0
- 114:leaf=-0.00407790067,cover=0
- 60:[PialArea5<1.57955706] yes=115,no=116,missing=115,gain=5.14453268,cover=319
- 115:leaf=0.000371991599,cover=0
- 116:leaf=0.0147277061,cover=0
- 30:[PialArea5<1.17753279] yes=61,no=62,missing=62,gain=3.99193096,cover=3458
- 61:[Pol<163.028091] yes=117,no=118,missing=118,gain=2.22486734,cover=332
- 117:leaf=0.00481831515,cover=0
- 118:leaf=0.0234408714,cover=0
- 62:[Ecc<30.959959] yes=119,no=120,missing=119,gain=2.84679985,cover=3126
- 119:leaf=0.000740678515,cover=0
- 120:leaf=-0.00315355998,cover=0
-booster[300]:
-0:[Area5<0.380439579] yes=1,no=2,missing=2,gain=6.27857637,cover=5124388
- 1:[PialCurv5<-0.0280297659] yes=3,no=4,missing=4,gain=3.36313295,cover=20016
- 3:[MidArea5<0.489716202] yes=7,no=8,missing=7,gain=2.43494415,cover=19654
- 7:[PialArea5<0.613238215] yes=15,no=16,missing=16,gain=6.15749454,cover=4134
- 15:[Pol<39.9674568] yes=31,no=32,missing=31,gain=2.91531372,cover=3365
- 31:[LGI5<3.04906535] yes=63,no=64,missing=63,gain=1.38396919,cover=228
- 63:leaf=-0.00167633616,cover=0
- 64:leaf=-0.0100625437,cover=0
- 32:[MidArea5<0.460721314] yes=65,no=66,missing=65,gain=2.92818332,cover=3137
- 65:leaf=0.00258768862,cover=0
- 66:leaf=-0.000668504857,cover=0
- 16:[MidArea5<0.474339783] yes=33,no=34,missing=33,gain=1.51922226,cover=769
- 33:[Pol<64.3762589] yes=67,no=68,missing=68,gain=0.564574242,cover=162
- 67:leaf=0.00346540078,cover=0
- 68:leaf=0.0116708027,cover=0
- 34:[PialArea5<0.632563293] yes=69,no=70,missing=69,gain=1.05384302,cover=607
- 69:leaf=0.00272153364,cover=0
- 70:leaf=0.00690518785,cover=0
- 8:[PialArea5<0.662493944] yes=17,no=18,missing=17,gain=3.17916965,cover=15520
- 17:[PialCurv5<-0.156767949] yes=35,no=36,missing=35,gain=1.57036018,cover=1693
- 35:[LGI5<2.79054689] yes=71,no=72,missing=71,gain=0.569341421,cover=473
- 71:leaf=-0.00471553346,cover=0
- 72:leaf=-0.000508369703,cover=0
- 36:[MidArea5<0.505849421] yes=73,no=74,missing=73,gain=0.849363446,cover=1220
- 73:leaf=0.000553962018,cover=0
- 74:leaf=-0.00221239566,cover=0
- 18:[MidArea5<0.515777051] yes=37,no=38,missing=38,gain=6.85595989,cover=13827
- 37:[PialArea5<0.702764034] yes=75,no=76,missing=75,gain=1.26497269,cover=1069
- 75:leaf=0.00420333026,cover=0
- 76:leaf=0.00997830462,cover=0
- 38:[PialArea5<0.705942631] yes=77,no=78,missing=77,gain=3.39352465,cover=12758
- 77:leaf=-0.00130396953,cover=0
- 78:leaf=0.000959390949,cover=0
- 4:[LGI5<3.03694534] yes=9,no=10,missing=10,gain=1.21767068,cover=362
- 9:[Sulc0<0.495946974] yes=19,no=20,missing=19,gain=0.807827234,cover=244
- 19:[PialArea5<0.702764034] yes=39,no=40,missing=39,gain=0.819111288,cover=184
- 39:[Ecc<10.569519] yes=79,no=80,missing=79,gain=0.420643091,cover=170
- 79:leaf=-0.0035547514,cover=0
- 80:leaf=-0.0115166111,cover=0
- 40:[Curv5<-0.0553030409] yes=81,no=82,missing=81,gain=0.25075537,cover=14
- 81:leaf=0.003503402,cover=0
- 82:leaf=0.0185960811,cover=0
- 20:[Curv5<0.245671451] yes=41,no=42,missing=41,gain=0.366052032,cover=60
- 41:[Ecc<11.1913614] yes=83,no=84,missing=84,gain=0.0508202836,cover=13
- 83:leaf=-0.00192668498,cover=0
- 84:leaf=-0.0088940803,cover=0
- 42:[PialCurv5<0.315450013] yes=85,no=86,missing=86,gain=0.109517992,cover=47
- 85:leaf=0.00221907231,cover=0
- 86:leaf=0.00721994648,cover=0
- 10:[PialArea5<0.292306483] yes=21,no=22,missing=22,gain=1.43094254,cover=118
- 21:[Ecc<12.5441074] yes=43,no=44,missing=43,gain=0.677478075,cover=71
- 43:leaf=0.016653439,cover=0
- 44:[PialCurv5<0.0987490341] yes=87,no=88,missing=87,gain=0.287796259,cover=68
- 87:leaf=-0.00888323784,cover=0
- 88:leaf=-0.00209661992,cover=0
- 22:[Sulc0<0.703387856] yes=45,no=46,missing=45,gain=0.51240921,cover=47
- 45:[Curv5<-0.200394869] yes=89,no=90,missing=90,gain=0.340190649,cover=24
- 89:leaf=0.00474977493,cover=0
- 90:leaf=-0.0210440885,cover=0
- 46:[PialArea5<0.454431564] yes=91,no=92,missing=91,gain=0.44394356,cover=23
- 91:leaf=-0.0109697795,cover=0
- 92:leaf=0.0102064349,cover=0
- 2:[Sulc0<-1.10615158] yes=5,no=6,missing=5,gain=6.53279591,cover=5104372
- 5:[Area5<0.710880876] yes=11,no=12,missing=11,gain=5.16876364,cover=98813
- 11:[Curv5<-0.19738704] yes=23,no=24,missing=24,gain=3.18382263,cover=79300
- 23:[Ecc<4.87342644] yes=47,no=48,missing=47,gain=2.89860916,cover=70208
- 47:[LGI5<2.58938479] yes=93,no=94,missing=93,gain=2.61505556,cover=49980
- 93:leaf=-0.000121512137,cover=0
- 94:leaf=-0.00116609677,cover=0
- 48:[PialCurv5<-0.126528949] yes=95,no=96,missing=95,gain=3.30962276,cover=20228
- 95:leaf=-0.000745864469,cover=0
- 96:leaf=-0.00275118393,cover=0
- 24:[Pol<136.095428] yes=49,no=50,missing=50,gain=4.12755394,cover=9092
- 49:[Ecc<4.27275372] yes=97,no=98,missing=97,gain=2.57722616,cover=6429
- 97:leaf=-0.00106754608,cover=0
- 98:leaf=0.0027018527,cover=0
- 50:[PialCurv5<-0.10074953] yes=99,no=100,missing=100,gain=4.15376949,cover=2663
- 99:leaf=-0.00154208532,cover=0
- 100:leaf=-0.00559204631,cover=0
- 12:[Ecc<1.41371143] yes=25,no=26,missing=25,gain=3.28267574,cover=19513
- 25:[LGI5<2.16230083] yes=51,no=52,missing=51,gain=2.09023714,cover=1603
- 51:[Ecc<1.10530448] yes=101,no=102,missing=101,gain=1.65664887,cover=36
- 101:leaf=0.0163865518,cover=0
- 102:leaf=-0.006897185,cover=0
- 52:[LGI5<2.27925944] yes=103,no=104,missing=103,gain=1.45023775,cover=1567
- 103:leaf=-0.00532676559,cover=0
- 104:leaf=-0.00139761053,cover=0
- 26:[LGI5<2.51629615] yes=53,no=54,missing=53,gain=2.49897814,cover=17910
- 53:[Pol<34.3003769] yes=105,no=106,missing=105,gain=2.97170591,cover=5050
- 105:leaf=0.00235675275,cover=0
- 106:leaf=-0.000179590512,cover=0
- 54:[Curv5<-0.141545609] yes=107,no=108,missing=107,gain=4.05166149,cover=12860
- 107:leaf=4.72483553e-05,cover=0
- 108:leaf=0.00805379543,cover=0
- 6:[PialArea5<0.839144647] yes=13,no=14,missing=13,gain=8.17941856,cover=5005559
- 13:[Area5<0.743131101] yes=27,no=28,missing=27,gain=21.458231,cover=2914189
- 27:[Ecc<0.353712648] yes=55,no=56,missing=55,gain=10.0845432,cover=2424329
- 55:[Area5<0.648839295] yes=109,no=110,missing=110,gain=13.1177273,cover=30716
- 109:leaf=0.000171681051,cover=0
- 110:leaf=0.00251745037,cover=0
- 56:[PialArea5<0.39986974] yes=111,no=112,missing=111,gain=9.86177921,cover=2393613
- 111:leaf=0.000106856307,cover=0
- 112:leaf=-0.00016715216,cover=0
- 28:[PialArea5<0.736284733] yes=57,no=58,missing=57,gain=35.2715263,cover=489860
- 57:[Pol<47.409153] yes=113,no=114,missing=113,gain=33.0410576,cover=365137
- 113:leaf=0.00278756581,cover=0
- 114:leaf=0.000401257974,cover=0
- 58:[Pol<51.9018669] yes=115,no=116,missing=115,gain=19.9051476,cover=124723
- 115:leaf=0.00086584175,cover=0
- 116:leaf=-0.00077158137,cover=0
- 14:[Area5<0.740087628] yes=29,no=30,missing=30,gain=21.0264359,cover=2091370
- 29:[Sulc0<0.0689564943] yes=59,no=60,missing=60,gain=28.8836594,cover=1458351
- 59:[PialCurv5<0.0591915138] yes=117,no=118,missing=118,gain=16.7631836,cover=1403920
- 117:leaf=0.000125054314,cover=0
- 118:leaf=0.0020620462,cover=0
- 60:[Pol<76.1517639] yes=119,no=120,missing=120,gain=10.2854919,cover=54431
- 119:leaf=0.000372636801,cover=0
- 120:leaf=0.00181606598,cover=0
- 30:[PialArea5<1.00196755] yes=61,no=62,missing=61,gain=12.5125961,cover=633019
- 61:[PialCurv5<-0.11578764] yes=121,no=122,missing=122,gain=9.63047981,cover=228731
- 121:leaf=0.000537476328,cover=0
- 122:leaf=-0.000562148285,cover=0
- 62:[Area5<0.854415178] yes=123,no=124,missing=124,gain=6.14770699,cover=404288
- 123:leaf=9.58893143e-05,cover=0
- 124:leaf=-0.000418870448,cover=0
-booster[301]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=1,gain=6.24409294,cover=5124388
- 1:[Area5<0.489361584] yes=3,no=4,missing=3,gain=5.93615198,cover=5104371
- 3:[Sulc0<0.0530014001] yes=7,no=8,missing=7,gain=8.24893284,cover=222438
- 7:[Curv5<-0.168147355] yes=15,no=16,missing=16,gain=7.84841061,cover=213563
- 15:[Ecc<1.57116413] yes=31,no=32,missing=31,gain=6.86580563,cover=162844
- 31:[PialArea5<0.772500634] yes=63,no=64,missing=63,gain=6.94313669,cover=54101
- 63:leaf=-0.00102957094,cover=0
- 64:leaf=0.000135378257,cover=0
- 32:[LGI5<3.1833725] yes=65,no=66,missing=66,gain=3.55189276,cover=108743
- 65:leaf=0.000304911169,cover=0
- 66:leaf=0.00149542221,cover=0
- 16:[Ecc<6.22534323] yes=33,no=34,missing=33,gain=7.73844528,cover=50719
- 33:[LGI5<2.84729719] yes=67,no=68,missing=68,gain=7.49690056,cover=41359
- 67:leaf=0.00108508382,cover=0
- 68:leaf=0.0076321722,cover=0
- 34:[PialCurv5<-0.0227819066] yes=69,no=70,missing=69,gain=7.75815439,cover=9360
- 69:leaf=0.000177273934,cover=0
- 70:leaf=-0.00381013192,cover=0
- 8:[Pol<47.409153] yes=17,no=18,missing=17,gain=4.89058161,cover=8875
- 17:[Curv5<-0.121808149] yes=35,no=36,missing=35,gain=6.90955162,cover=296
- 35:[PialArea5<0.458904862] yes=71,no=72,missing=72,gain=0.989283741,cover=145
- 71:leaf=-0.00721874414,cover=0
- 72:leaf=0.00250909501,cover=0
- 36:[LGI5<3.20360112] yes=73,no=74,missing=73,gain=4.64769077,cover=151
- 73:leaf=-0.0206647944,cover=0
- 74:leaf=-0.00147818925,cover=0
- 18:[Pol<105.995506] yes=37,no=38,missing=37,gain=2.93009043,cover=8579
- 37:[Ecc<6.64552498] yes=75,no=76,missing=76,gain=2.62311935,cover=5197
- 75:leaf=-0.00376062072,cover=0
- 76:leaf=-0.00113190606,cover=0
- 38:[Pol<149.072266] yes=77,no=78,missing=77,gain=2.45109057,cover=3382
- 77:leaf=0.000497430854,cover=0
- 78:leaf=-0.0047549489,cover=0
- 4:[Curv5<-0.39144522] yes=9,no=10,missing=9,gain=8.63350964,cover=4881933
- 9:[LGI5<2.32613516] yes=19,no=20,missing=19,gain=3.34389782,cover=13125
- 19:[Pol<15.1533136] yes=39,no=40,missing=39,gain=1.04643106,cover=532
- 39:[Ecc<1.57116413] yes=79,no=80,missing=79,gain=1.00374317,cover=43
- 79:leaf=0.0153044164,cover=0
- 80:leaf=-0.00732874218,cover=0
- 40:[PialArea5<0.790770054] yes=81,no=82,missing=81,gain=0.93640089,cover=489
- 81:leaf=0.00638602069,cover=0
- 82:leaf=0.0019614005,cover=0
- 20:[PialCurv5<-0.151339546] yes=41,no=42,missing=41,gain=2.55001354,cover=12593
- 41:[MidArea5<0.599643409] yes=83,no=84,missing=83,gain=2.38834763,cover=10270
- 83:leaf=0.000337134028,cover=0
- 84:leaf=0.00197065808,cover=0
- 42:[Pol<25.2957573] yes=85,no=86,missing=85,gain=1.38552213,cover=2323
- 85:leaf=-0.00235313945,cover=0
- 86:leaf=0.000370499358,cover=0
- 10:[Curv5<-0.0226651002] yes=21,no=22,missing=21,gain=8.50937748,cover=4868808
- 21:[PialArea5<0.624898493] yes=43,no=44,missing=43,gain=40.6016998,cover=2687290
- 43:[Pol<136.792099] yes=87,no=88,missing=87,gain=13.7879791,cover=74430
- 87:leaf=-0.00161698391,cover=0
- 88:leaf=-4.84365264e-05,cover=0
- 44:[Ecc<8.87956142] yes=89,no=90,missing=89,gain=23.0740356,cover=2612860
- 89:leaf=-0.000155446571,cover=0
- 90:leaf=0.000150121501,cover=0
- 22:[PialCurv5<-0.00171623251] yes=45,no=46,missing=46,gain=64.7108917,cover=2181518
- 45:[PialArea5<0.793370187] yes=91,no=92,missing=91,gain=67.5746078,cover=117235
- 91:leaf=0.000286305643,cover=0
- 92:leaf=0.00277382717,cover=0
- 46:[LGI5<2.93978119] yes=93,no=94,missing=93,gain=22.2348976,cover=2064283
- 93:leaf=0.000129723441,cover=0
- 94:leaf=-0.000205880133,cover=0
- 2:[Ecc<25.5461979] yes=5,no=6,missing=5,gain=8.27209091,cover=20017
- 5:[Pol<97.9094925] yes=11,no=12,missing=11,gain=7.05419064,cover=11955
- 11:[PialArea5<0.785624862] yes=23,no=24,missing=23,gain=6.47446442,cover=4935
- 23:[MidArea5<0.52745223] yes=47,no=48,missing=47,gain=5.50814056,cover=3162
- 47:[Curv5<0.099404186] yes=95,no=96,missing=96,gain=2.3769207,cover=530
- 95:leaf=0.00425221352,cover=0
- 96:leaf=-0.00257966365,cover=0
- 48:[Ecc<17.7876587] yes=97,no=98,missing=98,gain=5.27286911,cover=2632
- 97:leaf=-0.00304860203,cover=0
- 98:leaf=-0.00753930351,cover=0
- 24:[Pol<54.5053368] yes=49,no=50,missing=49,gain=7.85580158,cover=1773
- 49:[PialCurv5<-0.0456207059] yes=99,no=100,missing=99,gain=3.77068567,cover=1634
- 99:leaf=-0.000607397757,cover=0
- 100:leaf=-0.00691114226,cover=0
- 50:[Sulc0<-0.23104082] yes=101,no=102,missing=102,gain=5.25097418,cover=139
- 101:leaf=-0.00252515427,cover=0
- 102:leaf=0.0177301727,cover=0
- 12:[Area5<0.624364853] yes=25,no=26,missing=25,gain=4.68890381,cover=7020
- 25:[Ecc<13.8847265] yes=51,no=52,missing=51,gain=2.31392336,cover=1529
- 51:[Sulc0<0.110320561] yes=103,no=104,missing=103,gain=2.07994747,cover=145
- 103:leaf=-0.00281772576,cover=0
- 104:leaf=0.0110917725,cover=0
- 52:[Ecc<23.9349174] yes=105,no=106,missing=105,gain=1.25962734,cover=1384
- 105:leaf=0.00165817013,cover=0
- 106:leaf=-0.00308568147,cover=0
- 26:[Ecc<16.2597466] yes=53,no=54,missing=53,gain=3.37043571,cover=5491
- 53:[Sulc0<-0.574995995] yes=107,no=108,missing=107,gain=1.25025964,cover=1656
- 107:leaf=-0.00252128439,cover=0
- 108:leaf=0.0011282342,cover=0
- 54:[Pol<159.435425] yes=109,no=110,missing=109,gain=3.34854889,cover=3835
- 109:leaf=-0.00302650197,cover=0
- 110:leaf=0.00042519407,cover=0
- 6:[Pol<141.801834] yes=13,no=14,missing=13,gain=3.41192055,cover=8062
- 13:[Sulc0<0.551384151] yes=27,no=28,missing=27,gain=6.54166937,cover=5960
- 27:[PialArea5<0.651661396] yes=55,no=56,missing=55,gain=3.1833396,cover=3539
- 55:[Pol<12.2267933] yes=111,no=112,missing=112,gain=6.52379608,cover=748
- 111:leaf=0.0175899751,cover=0
- 112:leaf=-0.00549795246,cover=0
- 56:[Area5<0.657483757] yes=113,no=114,missing=114,gain=2.55742168,cover=2791
- 113:leaf=0.00376875745,cover=0
- 114:leaf=-0.00134304271,cover=0
- 28:[MidArea5<0.894251287] yes=57,no=58,missing=58,gain=3.98996615,cover=2421
- 57:[Area5<0.626857519] yes=115,no=116,missing=115,gain=3.35519528,cover=2318
- 115:leaf=-0.00496076653,cover=0
- 116:leaf=0.00189286971,cover=0
- 58:[PialArea5<0.931472182] yes=117,no=118,missing=117,gain=0.617455006,cover=103
- 117:leaf=0.00881624594,cover=0
- 118:leaf=0.0178367179,cover=0
- 14:[Sulc0<0.218763664] yes=29,no=30,missing=30,gain=2.93183374,cover=2102
- 29:[PialCurv5<-0.0607835948] yes=59,no=60,missing=59,gain=3.41347408,cover=1813
- 59:[Curv5<-0.102400392] yes=119,no=120,missing=119,gain=2.02118015,cover=1374
- 119:leaf=0.00210757065,cover=0
- 120:leaf=-0.00568548916,cover=0
- 60:[MidArea5<0.615840912] yes=121,no=122,missing=121,gain=1.50674963,cover=439
- 121:leaf=-0.000549237884,cover=0
- 122:leaf=0.00785184372,cover=0
- 30:[PialArea5<1.00196755] yes=61,no=62,missing=62,gain=1.81302822,cover=289
- 61:[Area5<0.661233962] yes=123,no=124,missing=123,gain=1.22618484,cover=275
- 123:leaf=-0.0086529376,cover=0
- 124:leaf=-6.59408033e-05,cover=0
- 62:[Ecc<33.9075584] yes=125,no=126,missing=126,gain=0.258838892,cover=14
- 125:leaf=0.00266423821,cover=0
- 126:leaf=-0.0212897304,cover=0
-booster[302]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=2,gain=5.96655846,cover=5124388
- 1:[LGI5<2.92358446] yes=3,no=4,missing=3,gain=3.64543867,cover=40033
- 3:[LGI5<2.48603988] yes=7,no=8,missing=8,gain=3.35538316,cover=24703
- 7:[Curv5<0.266060919] yes=15,no=16,missing=15,gain=2.20342946,cover=8886
- 15:[Ecc<7.69572639] yes=31,no=32,missing=31,gain=2.98734951,cover=6444
- 31:[PialArea5<0.245474651] yes=63,no=64,missing=63,gain=2.01028252,cover=5759
- 63:leaf=0.00283030747,cover=0
- 64:leaf=0.000960663892,cover=0
- 32:[Pol<107.129471] yes=65,no=66,missing=65,gain=1.57822347,cover=685
- 65:leaf=-0.000759030168,cover=0
- 66:leaf=-0.00827374402,cover=0
- 16:[Ecc<7.95697832] yes=33,no=34,missing=33,gain=2.98070502,cover=2442
- 33:[Pol<89.7623749] yes=67,no=68,missing=67,gain=2.53901124,cover=2389
- 67:leaf=0.0134582762,cover=0
- 68:leaf=-0.000721286575,cover=0
- 34:[LGI5<2.43374896] yes=69,no=70,missing=69,gain=0.174586535,cover=53
- 69:leaf=0.0129209487,cover=0
- 70:leaf=0.00539091835,cover=0
- 8:[Pol<52.7894325] yes=17,no=18,missing=18,gain=3.92976928,cover=15817
- 17:[Pol<30.3635597] yes=35,no=36,missing=35,gain=0.396246433,cover=83
- 35:[Pol<15.1533136] yes=71,no=72,missing=71,gain=1.10317278,cover=31
- 71:leaf=0.00206363597,cover=0
- 72:leaf=0.0218138248,cover=0
- 36:[Pol<34.3003769] yes=73,no=74,missing=74,gain=0.183138847,cover=52
- 73:leaf=0.00060976547,cover=0
- 74:leaf=0.00889980327,cover=0
- 18:[Curv5<0.183586344] yes=37,no=38,missing=38,gain=2.24117804,cover=15734
- 37:[LGI5<2.77389717] yes=75,no=76,missing=75,gain=2.13748693,cover=4773
- 75:leaf=-0.000312700577,cover=0
- 76:leaf=0.00181431731,cover=0
- 38:[Sulc0<1.02827847] yes=77,no=78,missing=78,gain=2.18764448,cover=10961
- 77:leaf=-0.000343881838,cover=0
- 78:leaf=-0.00225486956,cover=0
- 4:[LGI5<3.11839271] yes=9,no=10,missing=9,gain=3.03699303,cover=15330
- 9:[LGI5<3.00232744] yes=19,no=20,missing=20,gain=2.22469234,cover=5406
- 19:[Pol<111.846848] yes=39,no=40,missing=39,gain=4.35474157,cover=2537
- 39:[Area5<0.536314785] yes=79,no=80,missing=79,gain=2.72237587,cover=2371
- 79:leaf=0.00848830119,cover=0
- 80:leaf=0.000176969901,cover=0
- 40:[PialCurv5<0.426807076] yes=81,no=82,missing=81,gain=1.92206097,cover=166
- 81:leaf=0.0117043601,cover=0
- 82:leaf=-0.00130616233,cover=0
- 20:[Area5<0.600206077] yes=41,no=42,missing=42,gain=2.188797,cover=2869
- 41:[LGI5<3.01384926] yes=83,no=84,missing=83,gain=3.27220678,cover=704
- 83:leaf=0.00965957623,cover=0
- 84:leaf=-0.000596189231,cover=0
- 42:[MidArea5<0.421422303] yes=85,no=86,missing=85,gain=2.88345051,cover=2165
- 85:leaf=0.00979576353,cover=0
- 86:leaf=0.00334018818,cover=0
- 10:[Ecc<9.0678978] yes=21,no=22,missing=21,gain=1.70892251,cover=9924
- 21:[Sulc0<0.915739596] yes=43,no=44,missing=44,gain=1.14132249,cover=316
- 43:[Pol<106.604004] yes=87,no=88,missing=87,gain=1.09684849,cover=153
- 87:leaf=0.00207386701,cover=0
- 88:leaf=-0.00918333419,cover=0
- 44:[Ecc<8.41855335] yes=89,no=90,missing=89,gain=0.169601917,cover=163
- 89:leaf=-0.00753957545,cover=0
- 90:leaf=-0.0042038504,cover=0
- 22:[Ecc<16.2597466] yes=45,no=46,missing=45,gain=2.42729974,cover=9608
- 45:[Pol<81.5476837] yes=91,no=92,missing=92,gain=2.53679848,cover=2170
- 91:leaf=0.0112605384,cover=0
- 92:leaf=0.00195762608,cover=0
- 46:[Ecc<30.4150848] yes=93,no=94,missing=93,gain=2.68755531,cover=7438
- 93:leaf=-0.000449721148,cover=0
- 94:leaf=0.00146726868,cover=0
- 2:[Curv5<0.14511615] yes=5,no=6,missing=6,gain=6.83739471,cover=5084355
- 5:[PialArea5<0.485325813] yes=11,no=12,missing=11,gain=13.1870098,cover=4554888
- 11:[Curv5<0.0235087723] yes=23,no=24,missing=23,gain=31.6346626,cover=347097
- 23:[Area5<0.654657125] yes=47,no=48,missing=48,gain=16.9917316,cover=22834
- 47:[PialCurv5<0.0771882981] yes=95,no=96,missing=96,gain=10.8297195,cover=19272
- 95:leaf=-0.00145597314,cover=0
- 96:leaf=0.00163018599,cover=0
- 48:[Sulc0<-0.708302617] yes=97,no=98,missing=98,gain=5.89690781,cover=3562
- 97:leaf=0.01206828,cover=0
- 98:leaf=-0.00490600942,cover=0
- 24:[Area5<0.731406808] yes=49,no=50,missing=49,gain=22.9160671,cover=324263
- 49:[Pol<79.5617371] yes=99,no=100,missing=99,gain=17.5174656,cover=258505
- 99:leaf=0.0013021552,cover=0
- 100:leaf=6.84806655e-05,cover=0
- 50:[Sulc0<0.383163035] yes=101,no=102,missing=101,gain=15.9000626,cover=65758
- 101:leaf=0.00357123278,cover=0
- 102:leaf=0.0010084284,cover=0
- 12:[Curv5<0.0896491781] yes=25,no=26,missing=25,gain=13.0852652,cover=4207791
- 25:[Sulc0<0.15957281] yes=51,no=52,missing=51,gain=23.9657249,cover=3887972
- 51:[PialArea5<0.788206637] yes=103,no=104,missing=103,gain=16.11236,cover=3372147
- 103:leaf=-0.000209427468,cover=0
- 104:leaf=3.48943468e-05,cover=0
- 52:[Pol<87.3220139] yes=105,no=106,missing=105,gain=22.4056072,cover=515825
- 105:leaf=-6.57261626e-05,cover=0
- 106:leaf=0.000605425623,cover=0
- 26:[Sulc0<0.383163035] yes=53,no=54,missing=53,gain=22.7352066,cover=319819
- 53:[Area5<0.687926829] yes=107,no=108,missing=107,gain=24.0481853,cover=181504
- 107:leaf=-0.000765073695,cover=0
- 108:leaf=0.00045695962,cover=0
- 54:[Pol<90.9627914] yes=109,no=110,missing=109,gain=57.285965,cover=138315
- 109:leaf=-0.00215947628,cover=0
- 110:leaf=-3.82714461e-05,cover=0
- 6:[Ecc<7.08616447] yes=13,no=14,missing=14,gain=10.8795509,cover=529467
- 13:[Pol<90.361351] yes=27,no=28,missing=27,gain=9.41361809,cover=236302
- 27:[Ecc<2.54464626] yes=55,no=56,missing=55,gain=5.90698433,cover=28609
- 55:[Pol<58.6768646] yes=111,no=112,missing=112,gain=6.10301018,cover=11464
- 111:leaf=-0.00341743161,cover=0
- 112:leaf=0.000433111534,cover=0
- 56:[Pol<62.0115929] yes=113,no=114,missing=114,gain=11.7203283,cover=17145
- 113:leaf=0.00677948818,cover=0
- 114:leaf=0.00119064923,cover=0
- 28:[Sulc0<0.732260227] yes=57,no=58,missing=57,gain=7.49153376,cover=207693
- 57:[PialArea5<0.458904862] yes=115,no=116,missing=115,gain=8.10319805,cover=188591
- 115:leaf=0.000272478093,cover=0
- 116:leaf=-0.0004402833,cover=0
- 58:[Ecc<5.21075869] yes=117,no=118,missing=117,gain=3.52298832,cover=19102
- 117:leaf=-0.000150746651,cover=0
- 118:leaf=-0.0015370053,cover=0
- 14:[Sulc0<-0.27863887] yes=29,no=30,missing=30,gain=9.8742733,cover=293165
- 29:[LGI5<2.80803919] yes=59,no=60,missing=59,gain=8.47996998,cover=1069
- 59:[PialCurv5<0.0285326894] yes=119,no=120,missing=120,gain=2.6045742,cover=270
- 119:leaf=0.0350419693,cover=0
- 120:leaf=0.0109526245,cover=0
- 60:[PialArea5<0.450022906] yes=121,no=122,missing=121,gain=2.36448717,cover=799
- 121:leaf=0.00541640958,cover=0
- 122:leaf=-0.000233543382,cover=0
- 30:[Pol<48.3047981] yes=61,no=62,missing=62,gain=6.10460854,cover=292096
- 61:[PialCurv5<0.193043977] yes=123,no=124,missing=123,gain=2.96272421,cover=2585
- 123:leaf=0.00488194684,cover=0
- 124:leaf=0.00102028123,cover=0
- 62:[Pol<112.359543] yes=125,no=126,missing=125,gain=6.19259644,cover=289511
- 125:leaf=-0.000537947461,cover=0
- 126:leaf=2.64105711e-05,cover=0
-booster[303]:
-0:[Area5<0.433531314] yes=1,no=2,missing=2,gain=5.96826839,cover=5124388
- 1:[Ecc<1.46579576] yes=3,no=4,missing=3,gain=3.62911081,cover=80066
- 3:[LGI5<2.13090348] yes=7,no=8,missing=8,gain=3.61655378,cover=26321
- 7:[MidArea5<0.603350997] yes=15,no=16,missing=15,gain=2.10124373,cover=422
- 15:[Pol<163.830338] yes=31,no=32,missing=31,gain=1.54752254,cover=332
- 31:[Pol<112.874634] yes=63,no=64,missing=63,gain=1.48468018,cover=299
- 63:leaf=0.00495971227,cover=0
- 64:leaf=0.0124525866,cover=0
- 32:[PialCurv5<-0.118254207] yes=65,no=66,missing=65,gain=0.699487865,cover=33
- 65:leaf=0.00448871776,cover=0
- 66:leaf=-0.0098523749,cover=0
- 16:[PialCurv5<-0.119053185] yes=33,no=34,missing=34,gain=1.33457518,cover=90
- 33:[Pol<108.184875] yes=67,no=68,missing=67,gain=1.31507254,cover=50
- 67:leaf=0.0102342395,cover=0
- 68:leaf=-0.00579996826,cover=0
- 34:[Ecc<0.669936359] yes=69,no=70,missing=70,gain=0.276914835,cover=40
- 69:leaf=0.00177928119,cover=0
- 70:leaf=-0.0104566412,cover=0
- 8:[PialArea5<0.846608043] yes=17,no=18,missing=17,gain=3.34371686,cover=25899
- 17:[PialCurv5<-0.111109555] yes=35,no=36,missing=35,gain=3.78660965,cover=20755
- 35:[LGI5<2.41022825] yes=71,no=72,missing=71,gain=2.04682064,cover=12870
- 71:leaf=-0.00141347584,cover=0
- 72:leaf=-0.000101051875,cover=0
- 36:[Sulc0<-0.481185079] yes=73,no=74,missing=73,gain=2.96089697,cover=7885
- 73:leaf=0.000111391259,cover=0
- 74:leaf=0.00320543908,cover=0
- 18:[Area5<0.380439579] yes=37,no=38,missing=38,gain=2.50358367,cover=5144
- 37:[LGI5<2.59361267] yes=75,no=76,missing=76,gain=1.71729088,cover=705
- 75:leaf=0.00316141895,cover=0
- 76:leaf=0.0137221208,cover=0
- 38:[Ecc<0.406764686] yes=77,no=78,missing=77,gain=1.19643664,cover=4439
- 77:leaf=-0.00189224246,cover=0
- 78:leaf=0.000846529321,cover=0
- 4:[Sulc0<-0.0250212289] yes=9,no=10,missing=10,gain=3.79947853,cover=53745
- 9:[Pol<21.2328167] yes=19,no=20,missing=19,gain=4.34995747,cover=50166
- 19:[Curv5<-0.127358407] yes=39,no=40,missing=40,gain=2.68017769,cover=1885
- 39:[PialCurv5<-0.210138425] yes=79,no=80,missing=80,gain=1.77738833,cover=1851
- 79:leaf=0.00360233523,cover=0
- 80:leaf=-0.00180641492,cover=0
- 40:[Ecc<14.28263] yes=81,no=82,missing=82,gain=0.47690177,cover=34
- 81:leaf=-0.0117788585,cover=0
- 82:leaf=-0.0276450068,cover=0
- 20:[Pol<142.520569] yes=41,no=42,missing=41,gain=4.85728741,cover=48281
- 41:[Pol<99.5532455] yes=83,no=84,missing=84,gain=2.70728493,cover=25646
- 83:leaf=0.000841757399,cover=0
- 84:leaf=0.00186982553,cover=0
- 42:[PialArea5<1.00196755] yes=85,no=86,missing=85,gain=4.58125353,cover=22635
- 85:leaf=0.000214373853,cover=0
- 86:leaf=0.00455214549,cover=0
- 10:[Ecc<2.73602629] yes=21,no=22,missing=22,gain=4.25015545,cover=3579
- 21:[LGI5<2.43054438] yes=43,no=44,missing=43,gain=0.794254303,cover=65
- 43:[Sulc0<0.0850813463] yes=87,no=88,missing=87,gain=0.586962044,cover=41
- 87:leaf=0.00285456632,cover=0
- 88:leaf=0.0155313388,cover=0
- 44:[Pol<110.287491] yes=89,no=90,missing=89,gain=0.389511824,cover=24
- 89:leaf=-0.00655979523,cover=0
- 90:leaf=0.0201069135,cover=0
- 22:[LGI5<3.39750218] yes=45,no=46,missing=45,gain=2.41015673,cover=3514
- 45:[Pol<149.072266] yes=91,no=92,missing=92,gain=2.76177454,cover=3051
- 91:leaf=-0.00140537915,cover=0
- 92:leaf=-0.0107090743,cover=0
- 46:[Curv5<0.195079193] yes=93,no=94,missing=93,gain=3.81999063,cover=463
- 93:leaf=0.000599203864,cover=0
- 94:leaf=0.0149826175,cover=0
- 2:[Curv5<-0.39144522] yes=5,no=6,missing=6,gain=6.81860828,cover=5044322
- 5:[PialCurv5<-0.117370568] yes=11,no=12,missing=11,gain=4.00798321,cover=16818
- 11:[Ecc<5.33884621] yes=23,no=24,missing=24,gain=3.86329651,cover=15498
- 23:[Pol<86.7064972] yes=47,no=48,missing=47,gain=6.07915401,cover=3511
- 47:[LGI5<3.13142419] yes=95,no=96,missing=96,gain=5.77562523,cover=2745
- 95:leaf=0.0014056525,cover=0
- 96:leaf=0.0315367989,cover=0
- 48:[Ecc<5.21075869] yes=97,no=98,missing=97,gain=3.06091022,cover=766
- 97:leaf=0.00554478122,cover=0
- 98:leaf=0.0160243064,cover=0
- 24:[MidArea5<0.606966078] yes=49,no=50,missing=49,gain=3.08913946,cover=11987
- 49:[LGI5<2.41354537] yes=99,no=100,missing=99,gain=2.23944926,cover=5571
- 99:leaf=-0.00483157812,cover=0
- 100:leaf=0.000145571321,cover=0
- 50:[Ecc<6.2938199] yes=101,no=102,missing=102,gain=2.63390636,cover=6416
- 101:leaf=-0.00161090272,cover=0
- 102:leaf=0.00186915265,cover=0
- 12:[Pol<126.540802] yes=25,no=26,missing=25,gain=1.6577729,cover=1320
- 25:[Pol<123.615685] yes=51,no=52,missing=51,gain=6.44047308,cover=965
- 51:[Ecc<9.27846909] yes=103,no=104,missing=104,gain=1.33671498,cover=931
- 103:leaf=6.55956101e-05,cover=0
- 104:leaf=-0.00387545535,cover=0
- 52:[Ecc<7.4459548] yes=105,no=106,missing=105,gain=5.52904701,cover=34
- 105:leaf=0.0421480164,cover=0
- 106:leaf=0.00213605887,cover=0
- 26:[LGI5<3.21727777] yes=53,no=54,missing=53,gain=1.0558486,cover=355
- 53:[LGI5<2.32613516] yes=107,no=108,missing=108,gain=1.22228956,cover=315
- 107:leaf=0.00720193237,cover=0
- 108:leaf=-0.0062806257,cover=0
- 54:[PialCurv5<-0.0758950338] yes=109,no=110,missing=109,gain=0.407282531,cover=40
- 109:leaf=0.00724004582,cover=0
- 110:leaf=-0.00275311596,cover=0
- 6:[PialArea5<0.385581404] yes=13,no=14,missing=14,gain=6.51548767,cover=5027504
- 13:[Pol<82.8478928] yes=27,no=28,missing=27,gain=11.6627007,cover=381339
- 27:[Sulc0<0.795422614] yes=55,no=56,missing=55,gain=11.0609493,cover=44095
- 55:[LGI5<3.56741142] yes=111,no=112,missing=112,gain=7.78400803,cover=18492
- 111:leaf=0.00164014846,cover=0
- 112:leaf=0.00618482288,cover=0
- 56:[Area5<0.603367925] yes=113,no=114,missing=114,gain=6.10597992,cover=25603
- 113:leaf=-0.00219598436,cover=0
- 114:leaf=0.000520959962,cover=0
- 28:[Pol<106.604004] yes=57,no=58,missing=57,gain=15.9932175,cover=337244
- 57:[Sulc0<-0.312649339] yes=115,no=116,missing=115,gain=13.7708483,cover=242766
- 115:leaf=0.00896307547,cover=0
- 116:leaf=-0.000141846249,cover=0
- 58:[Ecc<0.889730632] yes=117,no=118,missing=117,gain=9.17650318,cover=94478
- 117:leaf=-0.00115703186,cover=0
- 118:leaf=0.000775575929,cover=0
- 14:[MidArea5<0.559431195] yes=29,no=30,missing=29,gain=12.5411291,cover=4646165
- 29:[Area5<0.609410942] yes=59,no=60,missing=59,gain=15.9263973,cover=268775
- 59:[Ecc<3.94116735] yes=119,no=120,missing=120,gain=16.0122757,cover=106863
- 119:leaf=-0.000127149993,cover=0
- 120:leaf=-0.0013633864,cover=0
- 60:[Sulc0<-0.271910518] yes=121,no=122,missing=121,gain=11.7780285,cover=161912
- 121:leaf=0.00197799201,cover=0
- 122:leaf=-0.000135155584,cover=0
- 30:[Area5<0.595263004] yes=61,no=62,missing=62,gain=8.95915508,cover=4377390
- 61:[Curv5<-0.127358407] yes=123,no=124,missing=123,gain=37.4547462,cover=722604
- 123:leaf=-3.8028913e-05,cover=0
- 124:leaf=0.000826855307,cover=0
- 62:[Pol<25.2957573] yes=125,no=126,missing=125,gain=18.7640285,cover=3654786
- 125:leaf=0.000267006515,cover=0
- 126:leaf=-7.99926129e-05,cover=0
-booster[304]:
-0:[Curv5<0.245671451] yes=1,no=2,missing=1,gain=5.89351416,cover=5124388
- 1:[PialArea5<0.38075453] yes=3,no=4,missing=3,gain=8.55957222,cover=5084355
- 3:[Sulc0<0.308185816] yes=7,no=8,missing=7,gain=12.5211058,cover=331022
- 7:[PialCurv5<0.010724308] yes=15,no=16,missing=16,gain=10.1169224,cover=34639
- 15:[Pol<115.563423] yes=31,no=32,missing=31,gain=2.17471027,cover=2625
- 31:[LGI5<2.6558373] yes=63,no=64,missing=63,gain=6.11205101,cover=1356
- 63:leaf=-0.00648069754,cover=0
- 64:leaf=0.000233277795,cover=0
- 32:[Pol<129.571716] yes=65,no=66,missing=65,gain=2.41638064,cover=1269
- 65:leaf=0.00352654955,cover=0
- 66:leaf=-0.00157268939,cover=0
- 16:[Ecc<0.943656743] yes=33,no=34,missing=34,gain=10.78825,cover=32014
- 33:[Pol<128.334747] yes=67,no=68,missing=68,gain=12.3815393,cover=5984
- 67:leaf=0.00377901644,cover=0
- 68:leaf=-0.00172239449,cover=0
- 34:[Sulc0<-0.0862998366] yes=69,no=70,missing=69,gain=12.0353966,cover=26030
- 69:leaf=0.00420674309,cover=0
- 70:leaf=0.0013474616,cover=0
- 8:[Pol<88.5531387] yes=17,no=18,missing=17,gain=9.67462158,cover=296383
- 17:[Ecc<8.23836613] yes=35,no=36,missing=36,gain=15.3329048,cover=62821
- 35:[PialCurv5<0.291493237] yes=71,no=72,missing=71,gain=10.1538391,cover=5570
- 71:leaf=0.0051425267,cover=0
- 72:leaf=0.000853822683,cover=0
- 36:[LGI5<3.58443618] yes=73,no=74,missing=73,gain=6.87874365,cover=57251
- 73:leaf=0.000293862831,cover=0
- 74:leaf=0.00234466163,cover=0
- 18:[Pol<103.31839] yes=37,no=38,missing=37,gain=17.6017971,cover=233562
- 37:[Ecc<22.8050022] yes=75,no=76,missing=75,gain=12.5235729,cover=142027
- 75:leaf=-0.000555645849,cover=0
- 76:leaf=0.000726713915,cover=0
- 38:[Curv5<0.162240714] yes=77,no=78,missing=77,gain=4.97758389,cover=91535
- 77:leaf=0.000957183947,cover=0
- 78:leaf=0.000213685591,cover=0
- 4:[Curv5<0.101325236] yes=9,no=10,missing=10,gain=9.81803226,cover=4753333
- 9:[Sulc0<0.540103436] yes=19,no=20,missing=19,gain=21.4836769,cover=4075557
- 19:[Ecc<24.7238369] yes=39,no=40,missing=39,gain=13.5576611,cover=3916175
- 39:[Ecc<9.38688755] yes=79,no=80,missing=79,gain=26.3188457,cover=3430123
- 79:leaf=-5.78528525e-05,cover=0
- 80:leaf=0.000250125828,cover=0
- 40:[LGI5<3.34776258] yes=81,no=82,missing=81,gain=38.1134186,cover=486052
- 81:leaf=-0.000560830056,cover=0
- 82:leaf=0.000384185929,cover=0
- 20:[Pol<116.093399] yes=41,no=42,missing=41,gain=22.5578613,cover=159382
- 41:[Area5<0.584141672] yes=83,no=84,missing=84,gain=19.5060501,cover=128391
- 83:leaf=-0.00343226804,cover=0
- 84:leaf=0.000395682961,cover=0
- 42:[Curv5<-0.0343657099] yes=85,no=86,missing=86,gain=9.48147583,cover=30991
- 85:leaf=-0.00131365831,cover=0
- 86:leaf=0.00204258435,cover=0
- 10:[Ecc<11.1913614] yes=21,no=22,missing=21,gain=22.2408028,cover=677776
- 21:[Pol<80.8913651] yes=43,no=44,missing=44,gain=17.9246197,cover=422336
- 43:[Ecc<7.4459548] yes=87,no=88,missing=87,gain=13.5748844,cover=41002
- 87:leaf=0.00181542244,cover=0
- 88:leaf=-2.29758352e-05,cover=0
- 44:[PialCurv5<0.493508637] yes=89,no=90,missing=89,gain=7.40394211,cover=381334
- 89:leaf=-8.72670353e-05,cover=0
- 90:leaf=0.00323937205,cover=0
- 22:[Pol<114.966316] yes=45,no=46,missing=45,gain=25.8311157,cover=255440
- 45:[Pol<43.7633247] yes=91,no=92,missing=91,gain=24.6119232,cover=175146
- 91:leaf=0.00238562725,cover=0
- 92:leaf=-0.00100427901,cover=0
- 46:[PialArea5<0.621054947] yes=93,no=94,missing=93,gain=17.8381805,cover=80294
- 93:leaf=0.00045041024,cover=0
- 94:leaf=-0.00191282702,cover=0
- 2:[Ecc<3.54469991] yes=5,no=6,missing=6,gain=2.07876492,cover=40033
- 5:[Area5<0.529385149] yes=11,no=12,missing=11,gain=3.2997303,cover=15431
- 11:[Ecc<1.85215485] yes=23,no=24,missing=24,gain=2.97499323,cover=882
- 23:[Area5<0.489361584] yes=47,no=48,missing=47,gain=2.39944983,cover=185
- 47:[LGI5<2.50608969] yes=95,no=96,missing=96,gain=0.323195219,cover=28
- 95:leaf=0.0158815365,cover=0
- 96:leaf=-0.00749667874,cover=0
- 48:[PialCurv5<0.291493237] yes=97,no=98,missing=97,gain=0.910513103,cover=157
- 97:leaf=-0.00595999416,cover=0
- 98:leaf=0.00196255278,cover=0
- 24:[Pol<97.3566132] yes=49,no=50,missing=49,gain=1.9002142,cover=697
- 49:[LGI5<2.25958419] yes=99,no=100,missing=100,gain=2.0249989,cover=206
- 99:leaf=0.0145573756,cover=0
- 100:leaf=-0.00299333548,cover=0
- 50:[PialCurv5<0.329096764] yes=101,no=102,missing=101,gain=1.6614399,cover=491
- 101:leaf=-0.011676251,cover=0
- 102:leaf=-0.00529164029,cover=0
- 12:[LGI5<2.13090348] yes=25,no=26,missing=25,gain=2.36922598,cover=14549
- 25:[PialArea5<0.301675379] yes=51,no=52,missing=51,gain=0.464640021,cover=162
- 51:[PialCurv5<0.362132162] yes=103,no=104,missing=104,gain=0.163529396,cover=109
- 103:leaf=0.00364770251,cover=0
- 104:leaf=0.00817019213,cover=0
- 52:[Sulc0<0.40262419] yes=105,no=106,missing=105,gain=0.23224543,cover=53
- 105:leaf=-0.000405526953,cover=0
- 106:leaf=0.00772782508,cover=0
- 26:[MidArea5<0.776906967] yes=53,no=54,missing=53,gain=1.43940163,cover=14387
- 53:[Sulc0<0.364060968] yes=107,no=108,missing=107,gain=1.29873705,cover=14313
- 107:leaf=-0.00137545913,cover=0
- 108:leaf=-0.000404939288,cover=0
- 54:[Ecc<2.6050899] yes=109,no=110,missing=110,gain=0.431181431,cover=74
- 109:leaf=0.00234848773,cover=0
- 110:leaf=0.0100262789,cover=0
- 6:[Sulc0<-0.130613819] yes=13,no=14,missing=13,gain=5.73363209,cover=24602
- 13:[Pol<100.090813] yes=27,no=28,missing=27,gain=1.34897423,cover=310
- 27:[Pol<5.08026028] yes=55,no=56,missing=56,gain=0.797935486,cover=64
- 55:[Ecc<3.80337262] yes=111,no=112,missing=111,gain=0.0981652066,cover=9
- 111:leaf=-0.00851546321,cover=0
- 112:leaf=0.00210511754,cover=0
- 56:[PialArea5<0.245474651] yes=113,no=114,missing=114,gain=0.655593872,cover=55
- 113:leaf=-0.00943922624,cover=0
- 114:leaf=0.0161585454,cover=0
- 28:[LGI5<3.02536297] yes=57,no=58,missing=58,gain=0.944874763,cover=246
- 57:[Ecc<7.69572639] yes=115,no=116,missing=116,gain=0.796818495,cover=211
- 115:leaf=0.00398587761,cover=0
- 116:leaf=0.0108105792,cover=0
- 58:[PialArea5<0.370812863] yes=117,no=118,missing=118,gain=0.153827906,cover=35
- 117:leaf=0.000973714516,cover=0
- 118:leaf=-0.00559962494,cover=0
- 14:[Ecc<5.53207445] yes=29,no=30,missing=29,gain=2.57121992,cover=24292
- 29:[LGI5<2.3349762] yes=59,no=60,missing=59,gain=1.85097444,cover=10555
- 59:[Pol<110.287491] yes=119,no=120,missing=119,gain=1.39320815,cover=2448
- 119:leaf=-0.000223724433,cover=0
- 120:leaf=-0.00280261901,cover=0
- 60:[Pol<127.133438] yes=121,no=122,missing=121,gain=1.92051411,cover=8107
- 121:leaf=0.000398785109,cover=0
- 122:leaf=0.00458454667,cover=0
- 30:[MidArea5<0.421422303] yes=61,no=62,missing=61,gain=4.39760637,cover=13737
- 61:[PialArea5<0.245474651] yes=123,no=124,missing=123,gain=2.6591835,cover=2987
- 123:leaf=0.00198848336,cover=0
- 124:leaf=-0.00109715946,cover=0
- 62:[PialArea5<0.245474651] yes=125,no=126,missing=126,gain=1.86552715,cover=10750
- 125:leaf=-0.00389720546,cover=0
- 126:leaf=-0.001158681,cover=0
-booster[305]:
-0:[LGI5<3.13786864] yes=1,no=2,missing=2,gain=5.90395117,cover=5124388
- 1:[Ecc<29.3556995] yes=3,no=4,missing=3,gain=20.3761024,cover=3954668
- 3:[Ecc<10.2861843] yes=7,no=8,missing=7,gain=28.9062328,cover=3743838
- 7:[Pol<32.323391] yes=15,no=16,missing=15,gain=16.4890633,cover=3059970
- 15:[Ecc<1.62447274] yes=31,no=32,missing=31,gain=40.6701241,cover=341994
- 31:[Sulc0<0.013685069] yes=63,no=64,missing=63,gain=5.90028954,cover=84353
- 63:leaf=-0.000606625283,cover=0
- 64:leaf=-0.00674750144,cover=0
- 32:[Area5<0.760524631] yes=65,no=66,missing=65,gain=39.5753632,cover=257641
- 65:leaf=0.000991236768,cover=0
- 66:leaf=-0.000432393979,cover=0
- 16:[Curv5<-0.0133169871] yes=33,no=34,missing=34,gain=19.605566,cover=2717976
- 33:[Area5<0.600206077] yes=67,no=68,missing=68,gain=27.2492676,cover=1609034
- 67:leaf=9.82718193e-05,cover=0
- 68:leaf=-0.000324739434,cover=0
- 34:[Pol<61.2046547] yes=69,no=70,missing=69,gain=70.6797028,cover=1108942
- 69:leaf=0.00297254138,cover=0
- 70:leaf=5.53658647e-05,cover=0
- 8:[LGI5<2.89660096] yes=17,no=18,missing=17,gain=36.0176506,cover=683868
- 17:[Sulc0<-0.552155435] yes=35,no=36,missing=35,gain=29.6955414,cover=283734
- 35:[PialCurv5<-0.0800075978] yes=71,no=72,missing=72,gain=7.43778706,cover=38770
- 71:leaf=-0.000267636729,cover=0
- 72:leaf=-0.00252696592,cover=0
- 36:[Curv5<0.113010712] yes=73,no=74,missing=73,gain=32.4682922,cover=244964
- 73:leaf=0.00134004874,cover=0
- 74:leaf=5.26426011e-05,cover=0
- 18:[PialCurv5<0.196748361] yes=37,no=38,missing=37,gain=16.5831299,cover=400134
- 37:[Sulc0<0.272107065] yes=75,no=76,missing=76,gain=28.6853619,cover=330972
- 75:leaf=-5.04398959e-05,cover=0
- 76:leaf=0.00108676148,cover=0
- 38:[Sulc0<0.74744761] yes=77,no=78,missing=78,gain=12.3948975,cover=69162
- 77:leaf=-0.00124797551,cover=0
- 78:leaf=0.000101889942,cover=0
- 4:[Area5<0.710077047] yes=9,no=10,missing=9,gain=19.8435268,cover=210830
- 9:[Curv5<0.169394374] yes=19,no=20,missing=19,gain=7.56665039,cover=99770
- 19:[PialCurv5<-0.0789950639] yes=39,no=40,missing=39,gain=9.22539902,cover=89847
- 39:[Sulc0<0.624357879] yes=79,no=80,missing=79,gain=8.29740715,cover=41155
- 79:leaf=-0.000517830485,cover=0
- 80:leaf=-0.0143314349,cover=0
- 40:[Sulc0<0.227376223] yes=81,no=82,missing=81,gain=15.2664032,cover=48692
- 81:leaf=-0.00275444682,cover=0
- 82:leaf=-0.000908793358,cover=0
- 20:[Curv5<0.266060919] yes=41,no=42,missing=41,gain=2.82741165,cover=9923
- 41:[Pol<42.7478409] yes=83,no=84,missing=83,gain=1.45390236,cover=8887
- 83:leaf=0.00456131948,cover=0
- 84:leaf=0.000533309008,cover=0
- 42:[Sulc0<0.464385748] yes=85,no=86,missing=85,gain=1.03648746,cover=1036
- 85:leaf=-0.00778575707,cover=0
- 86:leaf=-0.00167797785,cover=0
- 10:[Sulc0<0.915739596] yes=21,no=22,missing=21,gain=10.7990694,cover=111060
- 21:[Pol<23.2745647] yes=43,no=44,missing=43,gain=11.7542,cover=96335
- 43:[PialArea5<0.831580997] yes=87,no=88,missing=87,gain=5.50456858,cover=17609
- 87:leaf=0.00345402188,cover=0
- 88:leaf=0.000669058703,cover=0
- 44:[Pol<112.359543] yes=89,no=90,missing=90,gain=16.4597149,cover=78726
- 89:leaf=-0.00104019535,cover=0
- 90:leaf=0.000432341447,cover=0
- 22:[Curv5<0.113010712] yes=45,no=46,missing=45,gain=14.1792946,cover=14725
- 45:[PialArea5<0.750515759] yes=91,no=92,missing=92,gain=6.67697334,cover=2394
- 91:leaf=0.00443744939,cover=0
- 92:leaf=0.0245642029,cover=0
- 46:[Pol<92.7492142] yes=93,no=94,missing=93,gain=8.75724602,cover=12331
- 93:leaf=-0.000250628626,cover=0
- 94:leaf=0.00270493911,cover=0
- 2:[Pol<157.965515] yes=5,no=6,missing=5,gain=13.9460974,cover=1169720
- 5:[PialCurv5<-0.125671759] yes=11,no=12,missing=12,gain=13.054431,cover=993816
- 11:[Curv5<-0.18985194] yes=23,no=24,missing=24,gain=19.7795792,cover=101895
- 23:[Ecc<6.52965975] yes=47,no=48,missing=47,gain=8.39035416,cover=94803
- 47:[PialCurv5<-0.135003537] yes=95,no=96,missing=95,gain=2.46877003,cover=2359
- 95:leaf=-0.00369804702,cover=0
- 96:leaf=4.719563e-05,cover=0
- 48:[LGI5<3.60428405] yes=97,no=98,missing=97,gain=5.83110142,cover=92444
- 97:leaf=9.58692181e-05,cover=0
- 98:leaf=0.00127619423,cover=0
- 24:[Curv5<-0.0795110464] yes=49,no=50,missing=49,gain=10.6186466,cover=7092
- 49:[PialCurv5<-0.135003537] yes=99,no=100,missing=99,gain=4.30244255,cover=6818
- 99:leaf=0.0046696174,cover=0
- 100:leaf=0.00214720378,cover=0
- 50:[Pol<54.5053368] yes=101,no=102,missing=101,gain=3.80557299,cover=274
- 101:leaf=-0.0145061556,cover=0
- 102:leaf=-0.0022627085,cover=0
- 12:[Sulc0<-0.188964635] yes=25,no=26,missing=25,gain=11.8834324,cover=891921
- 25:[Pol<63.605114] yes=51,no=52,missing=51,gain=19.6263123,cover=231569
- 51:[Ecc<11.1913614] yes=103,no=104,missing=103,gain=15.9823494,cover=166971
- 103:leaf=-0.00169601466,cover=0
- 104:leaf=-0.000551659439,cover=0
- 52:[Ecc<13.4950199] yes=105,no=106,missing=105,gain=26.2117634,cover=64598
- 105:leaf=0.00133344228,cover=0
- 106:leaf=-0.000695108261,cover=0
- 26:[Pol<80.2322083] yes=53,no=54,missing=53,gain=28.0108891,cover=660352
- 53:[PialCurv5<-0.0280297659] yes=107,no=108,missing=107,gain=99.9664841,cover=247374
- 107:leaf=0.00291117607,cover=0
- 108:leaf=-9.00630039e-05,cover=0
- 54:[Ecc<13.6880245] yes=109,no=110,missing=110,gain=54.2537766,cover=412978
- 109:leaf=0.000755027111,cover=0
- 110:leaf=-0.000666751876,cover=0
- 6:[Ecc<42.1016579] yes=13,no=14,missing=13,gain=10.7184258,cover=175904
- 13:[Curv5<0.190557376] yes=27,no=28,missing=27,gain=5.95825768,cover=162867
- 27:[LGI5<3.84897733] yes=55,no=56,missing=56,gain=3.94072485,cover=161126
- 55:[Pol<172.045227] yes=111,no=112,missing=111,gain=3.11928248,cover=155078
- 111:leaf=-9.26686425e-06,cover=0
- 112:leaf=0.000444227218,cover=0
- 56:[PialCurv5<-0.0262977369] yes=113,no=114,missing=114,gain=10.4771481,cover=6048
- 113:leaf=0.00082253397,cover=0
- 114:leaf=0.00802540779,cover=0
- 28:[Ecc<15.121048] yes=57,no=58,missing=57,gain=3.68844175,cover=1741
- 57:[Sulc0<0.227376223] yes=115,no=116,missing=115,gain=2.08070469,cover=1673
- 115:leaf=-0.00392879779,cover=0
- 116:leaf=0.000934795476,cover=0
- 58:[MidArea5<0.644943953] yes=117,no=118,missing=117,gain=0.410462856,cover=68
- 117:leaf=0.00971817411,cover=0
- 118:leaf=-0.00443936884,cover=0
- 14:[PialCurv5<-0.123971827] yes=29,no=30,missing=29,gain=12.4762249,cover=13037
- 29:[Area5<0.476400614] yes=59,no=60,missing=59,gain=7.43572712,cover=3239
- 59:[LGI5<3.29780769] yes=119,no=120,missing=119,gain=0.789840221,cover=20
- 119:leaf=0.0437472872,cover=0
- 120:leaf=0.0197060052,cover=0
- 60:[Area5<0.545738399] yes=121,no=122,missing=121,gain=2.86280251,cover=3219
- 121:leaf=0.00381842116,cover=0
- 122:leaf=-0.00163515087,cover=0
- 30:[MidArea5<0.783437908] yes=61,no=62,missing=61,gain=8.61571312,cover=9798
- 61:[LGI5<3.56741142] yes=123,no=124,missing=123,gain=7.05475807,cover=4148
- 123:leaf=0.0056004459,cover=0
- 124:leaf=0.00101387256,cover=0
- 62:[Sulc0<0.134837523] yes=125,no=126,missing=125,gain=3.08401179,cover=5650
- 125:leaf=0.00231798156,cover=0
- 126:leaf=-4.34226713e-05,cover=0
-booster[306]:
-0:[PialArea5<1.15332794] yes=1,no=2,missing=1,gain=6.14148617,cover=5124388
- 1:[Sulc0<-0.407819748] yes=3,no=4,missing=3,gain=7.84955597,cover=4700981
- 3:[Ecc<4.94054604] yes=7,no=8,missing=8,gain=16.9132462,cover=1694277
- 7:[Pol<33.3267784] yes=15,no=16,missing=15,gain=21.0756741,cover=832400
- 15:[Ecc<1.62447274] yes=31,no=32,missing=31,gain=80.0044708,cover=140535
- 31:[Ecc<0.406764686] yes=63,no=64,missing=63,gain=5.59622288,cover=64836
- 63:leaf=0.000378293626,cover=0
- 64:leaf=-0.000877883926,cover=0
- 32:[Curv5<-0.182293281] yes=65,no=66,missing=65,gain=72.0230408,cover=75699
- 65:leaf=0.000534611056,cover=0
- 66:leaf=0.0037262023,cover=0
- 16:[Area5<0.631603718] yes=33,no=34,missing=33,gain=34.9992943,cover=691865
- 33:[PialCurv5<-0.0839454681] yes=67,no=68,missing=67,gain=38.6838608,cover=464077
- 67:leaf=-0.000117838339,cover=0
- 68:leaf=0.000862226763,cover=0
- 34:[Ecc<0.567370772] yes=69,no=70,missing=69,gain=71.8330383,cover=227788
- 69:leaf=0.00178212172,cover=0
- 70:leaf=-0.000898924598,cover=0
- 8:[LGI5<2.68420529] yes=17,no=18,missing=17,gain=38.6002808,cover=861877
- 17:[Pol<86.7064972] yes=35,no=36,missing=36,gain=40.2678146,cover=220775
- 35:[MidArea5<0.736579895] yes=71,no=72,missing=71,gain=37.4255066,cover=52846
- 71:leaf=-0.00147424813,cover=0
- 72:leaf=0.00133276393,cover=0
- 36:[Pol<158.709351] yes=73,no=74,missing=73,gain=57.2401352,cover=167929
- 73:leaf=-0.00195247494,cover=0
- 74:leaf=-6.40540602e-05,cover=0
- 18:[PialCurv5<-0.111109555] yes=37,no=38,missing=37,gain=21.8175335,cover=641102
- 37:[Curv5<-0.16496937] yes=75,no=76,missing=75,gain=54.6060371,cover=357606
- 75:leaf=8.29931159e-05,cover=0
- 76:leaf=0.00350786536,cover=0
- 38:[Pol<61.2046547] yes=77,no=78,missing=78,gain=33.0833969,cover=283496
- 77:leaf=-0.000908274029,cover=0
- 78:leaf=0.00017282569,cover=0
- 4:[Curv5<-0.198884338] yes=9,no=10,missing=9,gain=24.7703533,cover=3006704
- 9:[PialCurv5<-0.0999256745] yes=19,no=20,missing=19,gain=40.7381287,cover=120083
- 19:[Pol<119.777687] yes=39,no=40,missing=39,gain=15.1347065,cover=98740
- 39:[Area5<0.700531542] yes=79,no=80,missing=80,gain=8.37332153,cover=32881
- 79:leaf=0.000851816498,cover=0
- 80:leaf=0.00310255261,cover=0
- 40:[LGI5<2.76298451] yes=81,no=82,missing=82,gain=9.07795334,cover=65859
- 81:leaf=0.00114743691,cover=0
- 82:leaf=-0.000399630342,cover=0
- 20:[MidArea5<0.730430186] yes=41,no=42,missing=41,gain=25.1816063,cover=21343
- 41:[PialArea5<0.609252691] yes=83,no=84,missing=84,gain=8.86537552,cover=11641
- 83:leaf=-0.00159685907,cover=0
- 84:leaf=0.00184180855,cover=0
- 42:[Pol<56.1920547] yes=85,no=86,missing=85,gain=11.7755585,cover=9702
- 85:leaf=0.00121999474,cover=0
- 86:leaf=0.00549610611,cover=0
- 10:[PialCurv5<-0.126528949] yes=21,no=22,missing=21,gain=36.6846542,cover=2886621
- 21:[PialArea5<0.721636832] yes=43,no=44,missing=43,gain=16.7927399,cover=10445
- 43:[Pol<149.795395] yes=87,no=88,missing=87,gain=6.47103357,cover=3463
- 87:leaf=-0.000678995624,cover=0
- 88:leaf=0.00600372348,cover=0
- 44:[Curv5<-0.179045901] yes=89,no=90,missing=89,gain=11.5714455,cover=6982
- 89:leaf=0.00236583338,cover=0
- 90:leaf=0.00643807231,cover=0
- 22:[Sulc0<-0.137935251] yes=45,no=46,missing=45,gain=9.49293709,cover=2876176
- 45:[Pol<134.081207] yes=91,no=92,missing=91,gain=50.1540527,cover=666693
- 91:leaf=-0.0004800561,cover=0
- 92:leaf=0.000439773692,cover=0
- 46:[Curv5<0.0554658733] yes=93,no=94,missing=93,gain=18.3712196,cover=2209483
- 93:leaf=0.00022647313,cover=0
- 94:leaf=-7.06891078e-05,cover=0
- 2:[PialCurv5<-0.0693148375] yes=5,no=6,missing=5,gain=5.95979834,cover=423407
- 5:[Curv5<-0.0902613774] yes=11,no=12,missing=11,gain=53.7696838,cover=359659
- 11:[Curv5<-0.106344692] yes=23,no=24,missing=23,gain=12.4456749,cover=355590
- 23:[Area5<0.693521142] yes=47,no=48,missing=47,gain=8.37941742,cover=348139
- 47:[Sulc0<-0.808473051] yes=95,no=96,missing=95,gain=11.3135405,cover=112954
- 95:leaf=0.000124489874,cover=0
- 96:leaf=0.00116186473,cover=0
- 48:[Pol<168.718765] yes=97,no=98,missing=98,gain=3.31073761,cover=235185
- 97:leaf=4.72126121e-05,cover=0
- 98:leaf=-0.000562856963,cover=0
- 24:[PialCurv5<-0.0905637741] yes=49,no=50,missing=49,gain=15.6208496,cover=7451
- 49:[Pol<129.571716] yes=99,no=100,missing=100,gain=2.7779274,cover=1391
- 99:leaf=0.00548193837,cover=0
- 100:leaf=0.0103200404,cover=0
- 50:[Pol<73.3354874] yes=101,no=102,missing=101,gain=4.27901173,cover=6060
- 101:leaf=0.000147783998,cover=0
- 102:leaf=0.00293510151,cover=0
- 12:[Pol<151.353775] yes=25,no=26,missing=26,gain=8.76242065,cover=4069
- 25:[Ecc<3.22716212] yes=51,no=52,missing=51,gain=10.0677986,cover=3167
- 51:[Area5<0.722552657] yes=103,no=104,missing=104,gain=6.86676979,cover=827
- 103:leaf=0.00469190395,cover=0
- 104:leaf=0.0138259456,cover=0
- 52:[Sulc0<-0.684786558] yes=105,no=106,missing=105,gain=3.02399254,cover=2340
- 105:leaf=-0.000735682494,cover=0
- 106:leaf=0.00390779786,cover=0
- 26:[Ecc<7.29654455] yes=53,no=54,missing=53,gain=14.8816605,cover=902
- 53:[MidArea5<1.21578133] yes=107,no=108,missing=108,gain=8.27688217,cover=496
- 107:leaf=0.0143092815,cover=0
- 108:leaf=0.0396839119,cover=0
- 54:[PialCurv5<-0.120663248] yes=109,no=110,missing=109,gain=4.02376556,cover=406
- 109:leaf=-0.0213859491,cover=0
- 110:leaf=0.00420789188,cover=0
- 6:[Area5<0.732334435] yes=13,no=14,missing=13,gain=24.7237225,cover=63748
- 13:[Ecc<1.21076584] yes=27,no=28,missing=27,gain=8.52422714,cover=16232
- 27:[Pol<175.068527] yes=55,no=56,missing=56,gain=7.25599909,cover=2452
- 55:[LGI5<2.60638428] yes=111,no=112,missing=111,gain=4.46528482,cover=2434
- 111:leaf=0.00101693382,cover=0
- 112:leaf=-0.00883611105,cover=0
- 56:[Sulc0<-0.702361405] yes=113,no=114,missing=114,gain=6.83975029,cover=18
- 113:leaf=-6.73532486e-05,cover=0
- 114:leaf=0.0600073524,cover=0
- 28:[Curv5<-0.153417632] yes=57,no=58,missing=57,gain=6.30250168,cover=13780
- 57:[Ecc<4.46987629] yes=115,no=116,missing=115,gain=3.35319138,cover=2015
- 115:leaf=-0.00156794756,cover=0
- 116:leaf=0.00256822957,cover=0
- 58:[Sulc0<-0.93782407] yes=117,no=118,missing=117,gain=9.25951004,cover=11765
- 117:leaf=-0.00989223365,cover=0
- 118:leaf=-0.00259298994,cover=0
- 14:[Curv5<-0.134546712] yes=29,no=30,missing=29,gain=21.5868607,cover=47516
- 29:[Sulc0<-0.592216015] yes=59,no=60,missing=59,gain=4.15757942,cover=3779
- 59:[PialCurv5<0.0044251224] yes=119,no=120,missing=120,gain=2.7366581,cover=1739
- 119:leaf=0.00198002672,cover=0
- 120:leaf=0.0270068329,cover=0
- 60:[Area5<0.894858658] yes=121,no=122,missing=121,gain=2.04359245,cover=2040
- 121:leaf=0.00597387319,cover=0
- 122:leaf=0.000512971252,cover=0
- 30:[Pol<34.3003769] yes=61,no=62,missing=61,gain=6.6261363,cover=43737
- 61:[Ecc<3.54469991] yes=123,no=124,missing=123,gain=4.62661695,cover=10565
- 123:leaf=0.0020437825,cover=0
- 124:leaf=-0.00144045253,cover=0
- 62:[Ecc<9.75650311] yes=125,no=126,missing=125,gain=4.91456366,cover=33172
- 125:leaf=0.000738811388,cover=0
- 126:leaf=-0.000597389531,cover=0
-booster[307]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=1,gain=5.89329624,cover=5124388
- 1:[Sulc0<-1.12931466] yes=3,no=4,missing=4,gain=5.91089725,cover=5104371
- 3:[PialCurv5<-0.11578764] yes=7,no=8,missing=7,gain=5.96537256,cover=79591
- 7:[Area5<0.695070922] yes=15,no=16,missing=16,gain=6.51161671,cover=63576
- 15:[LGI5<2.58517122] yes=31,no=32,missing=31,gain=2.47533369,cover=48877
- 31:[Curv5<-0.292340577] yes=63,no=64,missing=63,gain=2.25100946,cover=33418
- 63:leaf=0.000506445998,cover=0
- 64:leaf=-0.000467216887,cover=0
- 32:[Sulc0<-1.19305253] yes=65,no=66,missing=65,gain=2.01390743,cover=15459
- 65:leaf=-0.00158389646,cover=0
- 66:leaf=-0.000442421035,cover=0
- 16:[LGI5<2.67457628] yes=33,no=34,missing=33,gain=4.24252701,cover=14699
- 33:[Ecc<2.91795349] yes=67,no=68,missing=68,gain=3.36086082,cover=6705
- 67:leaf=0.00052206259,cover=0
- 68:leaf=0.00276094466,cover=0
- 34:[LGI5<3.39750218] yes=69,no=70,missing=69,gain=2.1818006,cover=7994
- 69:leaf=-0.000600773084,cover=0
- 70:leaf=0.00120431103,cover=0
- 8:[Pol<142.520569] yes=17,no=18,missing=18,gain=2.68618393,cover=16015
- 17:[Pol<113.394409] yes=35,no=36,missing=36,gain=3.02540302,cover=12817
- 35:[Ecc<5.59685707] yes=71,no=72,missing=72,gain=3.32851791,cover=11749
- 71:leaf=-0.00144479272,cover=0
- 72:leaf=0.00163510942,cover=0
- 36:[Ecc<2.19188094] yes=73,no=74,missing=73,gain=2.71670723,cover=1068
- 73:leaf=0.00243106484,cover=0
- 74:leaf=-0.00589976972,cover=0
- 18:[Curv5<-0.212755695] yes=37,no=38,missing=38,gain=2.52425957,cover=3198
- 37:[Ecc<3.60812569] yes=75,no=76,missing=75,gain=5.84055758,cover=1229
- 75:leaf=0.00181116629,cover=0
- 76:leaf=-0.00534044672,cover=0
- 38:[LGI5<2.29093218] yes=77,no=78,missing=77,gain=4.0505085,cover=1969
- 77:leaf=-0.00722444896,cover=0
- 78:leaf=-0.00223464542,cover=0
- 4:[PialArea5<1.48916721] yes=9,no=10,missing=10,gain=7.22481585,cover=5024780
- 9:[LGI5<2.35279679] yes=19,no=20,missing=19,gain=7.28853798,cover=4989180
- 19:[Ecc<7.29654455] yes=39,no=40,missing=39,gain=9.2805481,cover=538388
- 39:[Ecc<1.26157856] yes=79,no=80,missing=79,gain=9.48762703,cover=519900
- 79:leaf=-0.000100955302,cover=0
- 80:leaf=0.000361033512,cover=0
- 40:[MidArea5<1.06072605] yes=81,no=82,missing=81,gain=4.2465353,cover=18488
- 81:leaf=-0.000994036673,cover=0
- 82:leaf=0.00703954184,cover=0
- 20:[Ecc<3.29132295] yes=41,no=42,missing=41,gain=13.8502522,cover=4450792
- 41:[LGI5<2.61550069] yes=83,no=84,missing=83,gain=39.2719574,cover=689659
- 83:leaf=-8.39636486e-05,cover=0
- 84:leaf=-0.001253917,cover=0
- 42:[Sulc0<-0.620624542] yes=85,no=86,missing=85,gain=12.8502131,cover=3761133
- 85:leaf=-0.000177624373,cover=0
- 86:leaf=6.46615808e-05,cover=0
- 10:[PialCurv5<-0.0410871245] yes=21,no=22,missing=21,gain=4.8777442,cover=35600
- 21:[Curv5<-0.0943295062] yes=43,no=44,missing=44,gain=8.82939243,cover=34741
- 43:[PialCurv5<-0.0877386853] yes=87,no=88,missing=87,gain=4.35977173,cover=33629
- 87:leaf=0.000928782974,cover=0
- 88:leaf=-0.000570751668,cover=0
- 44:[Ecc<1.26157856] yes=89,no=90,missing=89,gain=4.52963829,cover=1112
- 89:leaf=0.0165882241,cover=0
- 90:leaf=0.00429494167,cover=0
- 22:[PialArea5<1.57955706] yes=45,no=46,missing=45,gain=1.68817687,cover=859
- 45:[PialCurv5<-0.0245349593] yes=91,no=92,missing=92,gain=0.7549963,cover=405
- 91:leaf=0.00177001057,cover=0
- 92:leaf=-0.00256648543,cover=0
- 46:[Curv5<-0.106344692] yes=93,no=94,missing=94,gain=1.46229744,cover=454
- 93:leaf=0.00361579889,cover=0
- 94:leaf=-0.00600753399,cover=0
- 2:[Ecc<25.5461979] yes=5,no=6,missing=5,gain=7.33037901,cover=20017
- 5:[Pol<92.7492142] yes=11,no=12,missing=11,gain=6.37991333,cover=11955
- 11:[PialArea5<0.785624862] yes=23,no=24,missing=23,gain=6.52129936,cover=4613
- 23:[MidArea5<0.535488486] yes=47,no=48,missing=47,gain=4.48287392,cover=2845
- 47:[Area5<0.601796865] yes=95,no=96,missing=96,gain=2.08618593,cover=461
- 95:leaf=0.00363339833,cover=0
- 96:leaf=-0.00311106187,cover=0
- 48:[Ecc<17.7876587] yes=97,no=98,missing=98,gain=4.91172791,cover=2384
- 97:leaf=-0.00297816703,cover=0
- 98:leaf=-0.0075371596,cover=0
- 24:[Pol<54.5053368] yes=49,no=50,missing=49,gain=7.37476254,cover=1768
- 49:[MidArea5<1.02408183] yes=99,no=100,missing=100,gain=3.53524804,cover=1634
- 99:leaf=-0.0020122407,cover=0
- 100:leaf=0.0128596229,cover=0
- 50:[Sulc0<-0.23104082] yes=101,no=102,missing=101,gain=4.5882349,cover=134
- 101:leaf=-0.00205285917,cover=0
- 102:leaf=0.0172565784,cover=0
- 12:[Area5<0.624364853] yes=25,no=26,missing=25,gain=4.2388773,cover=7342
- 25:[Ecc<13.8847265] yes=51,no=52,missing=51,gain=1.86802042,cover=1571
- 51:[MidArea5<0.512587845] yes=103,no=104,missing=104,gain=1.76156998,cover=151
- 103:leaf=-0.00226520281,cover=0
- 104:leaf=0.0100086033,cover=0
- 52:[Ecc<23.9349174] yes=105,no=106,missing=105,gain=1.2986486,cover=1420
- 105:leaf=0.00156166824,cover=0
- 106:leaf=-0.00313244807,cover=0
- 26:[Ecc<16.7734241] yes=53,no=54,missing=53,gain=2.96309519,cover=5771
- 53:[Area5<0.782137334] yes=107,no=108,missing=108,gain=0.992225111,cover=2069
- 107:leaf=-0.000251320278,cover=0
- 108:leaf=0.00305723562,cover=0
- 54:[Pol<160.869751] yes=109,no=110,missing=109,gain=2.62196875,cover=3702
- 109:leaf=-0.00289877481,cover=0
- 110:leaf=0.000332274183,cover=0
- 6:[Area5<0.67915231] yes=13,no=14,missing=13,gain=3.09072804,cover=8062
- 13:[Curv5<-0.207981065] yes=27,no=28,missing=27,gain=8.23458672,cover=2190
- 27:[Curv5<-0.297558427] yes=55,no=56,missing=56,gain=1.09613943,cover=433
- 55:[PialArea5<0.772500634] yes=111,no=112,missing=111,gain=0.389419079,cover=58
- 111:leaf=0.0133996131,cover=0
- 112:leaf=0.0032876709,cover=0
- 56:[Pol<165.239029] yes=113,no=114,missing=114,gain=0.671258926,cover=375
- 113:leaf=0.00227219705,cover=0
- 114:leaf=0.00669228239,cover=0
- 28:[Ecc<38.7725143] yes=57,no=58,missing=57,gain=5.0601716,cover=1757
- 57:[PialCurv5<0.157381535] yes=115,no=116,missing=115,gain=2.57003117,cover=1243
- 115:leaf=-0.00648282096,cover=0
- 116:leaf=-0.00187642127,cover=0
- 58:[MidArea5<0.576365113] yes=117,no=118,missing=117,gain=1.08901227,cover=514
- 117:leaf=-0.00269015483,cover=0
- 118:leaf=0.00265844096,cover=0
- 14:[Pol<28.4081879] yes=29,no=30,missing=29,gain=4.35501575,cover=5872
- 29:[Curv5<0.081820026] yes=59,no=60,missing=60,gain=3.97662902,cover=1059
- 59:[Sulc0<-0.696500599] yes=119,no=120,missing=119,gain=1.32165456,cover=999
- 119:leaf=0.00243031303,cover=0
- 120:leaf=-0.00338544743,cover=0
- 60:[Pol<5.08026028] yes=121,no=122,missing=121,gain=2.67317271,cover=60
- 121:leaf=0.0229662377,cover=0
- 122:leaf=0.00163376541,cover=0
- 30:[MidArea5<0.861292899] yes=61,no=62,missing=61,gain=3.10193396,cover=4813
- 61:[MidArea5<0.540548742] yes=123,no=124,missing=124,gain=3.44738984,cover=4097
- 123:leaf=0.00720791845,cover=0
- 124:leaf=0.000674523762,cover=0
- 62:[Pol<139.671173] yes=125,no=126,missing=125,gain=2.21618557,cover=716
- 125:leaf=0.00822296366,cover=0
- 126:leaf=0.0024509856,cover=0
-booster[308]:
-0:[Curv5<-0.269494504] yes=1,no=2,missing=2,gain=5.97111607,cover=5124388
- 1:[PialCurv5<-0.137075767] yes=3,no=4,missing=3,gain=19.7653542,cover=283012
- 3:[Curv5<-0.350989401] yes=7,no=8,missing=7,gain=9.15152931,cover=219466
- 7:[PialArea5<0.632563293] yes=15,no=16,missing=15,gain=3.38998175,cover=34666
- 15:[Pol<87.9431763] yes=31,no=32,missing=31,gain=2.47105837,cover=9191
- 31:[LGI5<2.86381269] yes=63,no=64,missing=63,gain=2.65384007,cover=5121
- 63:leaf=-0.00195626984,cover=0
- 64:leaf=0.000319917366,cover=0
- 32:[Pol<119.777687] yes=65,no=66,missing=65,gain=5.85044575,cover=4070
- 65:leaf=0.0049607018,cover=0
- 66:leaf=-3.17031845e-05,cover=0
- 16:[Pol<146.864227] yes=33,no=34,missing=33,gain=2.24196434,cover=25475
- 33:[Pol<52.7894325] yes=67,no=68,missing=67,gain=7.01467323,cover=19416
- 67:leaf=0.000674409501,cover=0
- 68:leaf=0.00274012121,cover=0
- 34:[LGI5<2.21018219] yes=69,no=70,missing=69,gain=0.759353399,cover=6059
- 69:leaf=0.00715555949,cover=0
- 70:leaf=0.000156074268,cover=0
- 8:[Area5<0.636136949] yes=17,no=18,missing=17,gain=11.7708626,cover=184800
- 17:[PialCurv5<-0.156767949] yes=35,no=36,missing=35,gain=4.83587933,cover=129324
- 35:[Pol<73.3354874] yes=71,no=72,missing=71,gain=5.48350716,cover=73152
- 71:leaf=-0.000165299309,cover=0
- 72:leaf=-0.00104149955,cover=0
- 36:[Pol<27.4246235] yes=73,no=74,missing=73,gain=5.18431711,cover=56172
- 73:leaf=-0.000884558016,cover=0
- 74:leaf=0.000223884505,cover=0
- 18:[Pol<9.44515038] yes=37,no=38,missing=37,gain=4.69440317,cover=55476
- 37:[Ecc<12.7231894] yes=75,no=76,missing=75,gain=4.16621685,cover=8324
- 75:leaf=-0.00150485151,cover=0
- 76:leaf=0.000797913875,cover=0
- 38:[MidArea5<0.731918395] yes=77,no=78,missing=77,gain=3.71520996,cover=47152
- 77:leaf=-0.000607136637,cover=0
- 78:leaf=0.000816395448,cover=0
- 4:[Area5<0.564792395] yes=9,no=10,missing=9,gain=10.8548145,cover=63546
- 9:[Pol<67.3859482] yes=19,no=20,missing=19,gain=8.75261116,cover=31681
- 19:[PialArea5<0.613238215] yes=39,no=40,missing=39,gain=3.65424061,cover=10762
- 39:[LGI5<3.62495422] yes=79,no=80,missing=79,gain=2.26122808,cover=762
- 79:leaf=-0.00482575921,cover=0
- 80:leaf=0.00674542179,cover=0
- 40:[PialCurv5<-0.0931780562] yes=81,no=82,missing=81,gain=2.07723856,cover=10000
- 81:leaf=-0.000383165374,cover=0
- 82:leaf=-0.00350182201,cover=0
- 20:[Ecc<41.2560654] yes=41,no=42,missing=41,gain=7.14002037,cover=20919
- 41:[LGI5<2.22170687] yes=83,no=84,missing=83,gain=7.13340235,cover=20697
- 83:leaf=0.00416771136,cover=0
- 84:leaf=0.000585230533,cover=0
- 42:[LGI5<2.78495932] yes=85,no=86,missing=85,gain=3.93311214,cover=222
- 85:leaf=-0.0170269664,cover=0
- 86:leaf=0.0114482744,cover=0
- 10:[Sulc0<-0.678985238] yes=21,no=22,missing=21,gain=9.03151703,cover=31865
- 21:[PialArea5<0.529292643] yes=43,no=44,missing=44,gain=5.30443954,cover=17914
- 43:[Ecc<5.33884621] yes=87,no=88,missing=87,gain=1.3200326,cover=17
- 87:leaf=-0.00169204024,cover=0
- 88:leaf=0.0340972021,cover=0
- 44:[LGI5<2.58938479] yes=89,no=90,missing=90,gain=4.22633553,cover=17897
- 89:leaf=0.00180837105,cover=0
- 90:leaf=0.000244436174,cover=0
- 22:[Curv5<-0.319950402] yes=45,no=46,missing=46,gain=6.89627457,cover=13951
- 45:[Pol<165.239029] yes=91,no=92,missing=91,gain=1.68197608,cover=2653
- 91:leaf=0.00068727223,cover=0
- 92:leaf=-0.00389690208,cover=0
- 46:[Ecc<14.28263] yes=93,no=94,missing=93,gain=6.23109436,cover=11298
- 93:leaf=0.00418689614,cover=0
- 94:leaf=0.00182141853,cover=0
- 2:[PialCurv5<-0.171137348] yes=5,no=6,missing=6,gain=18.4443359,cover=4841376
- 5:[Curv5<-0.22713457] yes=11,no=12,missing=11,gain=14.2968483,cover=18798
- 11:[PialCurv5<-0.181738108] yes=23,no=24,missing=23,gain=3.06451416,cover=14154
- 23:[LGI5<2.95092106] yes=47,no=48,missing=48,gain=2.41111898,cover=5379
- 47:[Area5<0.864337862] yes=95,no=96,missing=96,gain=3.70951056,cover=3617
- 95:leaf=0.000638968952,cover=0
- 96:leaf=0.00894039962,cover=0
- 48:[Ecc<22.4429302] yes=97,no=98,missing=97,gain=3.12778521,cover=1762
- 97:leaf=0.00451516313,cover=0
- 98:leaf=-0.000197481248,cover=0
- 24:[Curv5<-0.249691159] yes=49,no=50,missing=49,gain=2.21394324,cover=8775
- 49:[PialArea5<1.00558591] yes=99,no=100,missing=99,gain=1.09662402,cover=5662
- 99:leaf=-0.000786974095,cover=0
- 100:leaf=0.000861744571,cover=0
- 50:[Area5<0.987501919] yes=101,no=102,missing=101,gain=1.59894121,cover=3113
- 101:leaf=0.00135434698,cover=0
- 102:leaf=-0.0116038835,cover=0
- 12:[MidArea5<0.628216386] yes=25,no=26,missing=26,gain=8.0302639,cover=4644
- 25:[Sulc0<0.134837523] yes=51,no=52,missing=52,gain=1.92241108,cover=1041
- 51:[Ecc<9.38688755] yes=103,no=104,missing=104,gain=2.80297852,cover=919
- 103:leaf=-0.000691160909,cover=0
- 104:leaf=0.00573857222,cover=0
- 52:[Curv5<-0.191348091] yes=105,no=106,missing=105,gain=0.646971583,cover=122
- 105:leaf=0.00152491906,cover=0
- 106:leaf=-0.00756883016,cover=0
- 26:[Ecc<22.0897732] yes=53,no=54,missing=53,gain=8.04148102,cover=3603
- 53:[Curv5<-0.198884338] yes=107,no=108,missing=107,gain=4.6096344,cover=3040
- 107:leaf=0.00443931948,cover=0
- 108:leaf=0.008392944,cover=0
- 54:[Curv5<-0.0816265643] yes=109,no=110,missing=109,gain=5.94362211,cover=563
- 109:leaf=0.000983153819,cover=0
- 110:leaf=-0.019246906,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=7.46426487,cover=4822578
- 13:[Curv5<-0.0708468556] yes=27,no=28,missing=27,gain=2.42002296,cover=25138
- 27:[Ecc<0.353712648] yes=55,no=56,missing=56,gain=2.45652199,cover=24151
- 55:[Curv5<-0.180574343] yes=111,no=112,missing=111,gain=1.49865365,cover=488
- 111:leaf=-0.00413958775,cover=0
- 112:leaf=0.00229630084,cover=0
- 56:[PialArea5<0.952096343] yes=113,no=114,missing=114,gain=1.65604687,cover=23663
- 113:leaf=0.000939906517,cover=0
- 114:leaf=0.00344570796,cover=0
- 28:[Pol<46.5024796] yes=57,no=58,missing=57,gain=2.963866,cover=987
- 57:[LGI5<3.07360435] yes=115,no=116,missing=115,gain=0.983599186,cover=73
- 115:leaf=-0.00613498595,cover=0
- 116:leaf=-0.0180524867,cover=0
- 58:[LGI5<2.25958419] yes=117,no=118,missing=118,gain=2.95502687,cover=914
- 117:leaf=-0.0110805621,cover=0
- 118:leaf=-1.95192897e-05,cover=0
- 14:[Curv5<-0.0530214235] yes=29,no=30,missing=29,gain=8.59531975,cover=4797440
- 29:[PialArea5<0.686586082] yes=59,no=60,missing=59,gain=28.5413399,cover=2336517
- 59:[Pol<163.028091] yes=119,no=120,missing=119,gain=14.0057144,cover=131831
- 119:leaf=-0.000975138333,cover=0
- 120:leaf=0.000772125088,cover=0
- 60:[PialCurv5<-0.00955641083] yes=121,no=122,missing=121,gain=26.0074348,cover=2204686
- 121:leaf=-7.88187754e-05,cover=0
- 122:leaf=0.00095881673,cover=0
- 30:[PialCurv5<-0.0314326771] yes=61,no=62,missing=61,gain=93.8162003,cover=2460923
- 61:[PialArea5<0.605248392] yes=123,no=124,missing=123,gain=58.1411972,cover=97485
- 123:leaf=-0.00119681424,cover=0
- 124:leaf=0.00210216525,cover=0
- 62:[Curv5<-0.0109836133] yes=125,no=126,missing=125,gain=24.222023,cover=2363438
- 125:leaf=-0.000450036459,cover=0
- 126:leaf=3.86267275e-05,cover=0
-booster[309]:
-0:[PialArea5<0.898016751] yes=1,no=2,missing=1,gain=5.91453266,cover=5124388
- 1:[Curv5<0.00546095846] yes=3,no=4,missing=3,gain=10.5226202,cover=3408659
- 3:[Area5<0.716575325] yes=7,no=8,missing=8,gain=35.1973343,cover=1497095
- 7:[PialArea5<0.621054947] yes=15,no=16,missing=15,gain=30.1414299,cover=1303051
- 15:[Ecc<15.121048] yes=31,no=32,missing=31,gain=11.9479713,cover=124964
- 31:[Ecc<3.94116735] yes=63,no=64,missing=64,gain=15.8180809,cover=93612
- 63:leaf=-0.000287721312,cover=0
- 64:leaf=-0.00160850992,cover=0
- 32:[Pol<100.628822] yes=65,no=66,missing=65,gain=48.788559,cover=31352
- 65:leaf=0.0015351125,cover=0
- 66:leaf=-0.00257927738,cover=0
- 16:[Sulc0<0.254506379] yes=33,no=34,missing=33,gain=36.6572723,cover=1178087
- 33:[Ecc<22.4429302] yes=67,no=68,missing=67,gain=21.5570831,cover=1144176
- 67:leaf=6.19908024e-05,cover=0
- 68:leaf=-0.000637479825,cover=0
- 34:[Pol<104.929901] yes=69,no=70,missing=69,gain=13.8943558,cover=33911
- 69:leaf=0.002877814,cover=0
- 70:leaf=0.000817157328,cover=0
- 8:[PialCurv5<-0.0656740367] yes=17,no=18,missing=18,gain=35.7408409,cover=194044
- 17:[Curv5<-0.0943295062] yes=35,no=36,missing=35,gain=13.3218136,cover=51795
- 35:[PialCurv5<-0.108766198] yes=71,no=72,missing=71,gain=10.3381805,cover=44396
- 71:leaf=0.000814084371,cover=0
- 72:leaf=-0.000712353387,cover=0
- 36:[Pol<52.7894325] yes=73,no=74,missing=73,gain=7.77976227,cover=7399
- 73:leaf=0.00521563832,cover=0
- 74:leaf=0.00141406537,cover=0
- 18:[Pol<60.4070244] yes=37,no=38,missing=38,gain=25.2381973,cover=142249
- 37:[LGI5<2.83602357] yes=75,no=76,missing=75,gain=14.9519424,cover=28203
- 75:leaf=0.00205837493,cover=0
- 76:leaf=-0.000535474566,cover=0
- 38:[Ecc<6.2938199] yes=77,no=78,missing=77,gain=29.6946945,cover=114046
- 77:leaf=-0.00277549354,cover=0
- 78:leaf=-0.000993386609,cover=0
- 4:[PialCurv5<0.0377402082] yes=9,no=10,missing=9,gain=54.3066864,cover=1911564
- 9:[Area5<0.626857519] yes=19,no=20,missing=20,gain=27.7696877,cover=167163
- 19:[Sulc0<0.869075775] yes=39,no=40,missing=39,gain=12.9216213,cover=28939
- 39:[PialCurv5<-0.0542625114] yes=79,no=80,missing=79,gain=9.88710022,cover=28600
- 79:leaf=-0.00391855696,cover=0
- 80:leaf=-0.000147532948,cover=0
- 40:[PialArea5<0.355263293] yes=81,no=82,missing=82,gain=14.4268646,cover=339
- 81:leaf=0.00506269,cover=0
- 82:leaf=-0.0171323922,cover=0
- 20:[Curv5<0.0213092454] yes=41,no=42,missing=41,gain=25.9927292,cover=138224
- 41:[PialCurv5<0.0193316489] yes=83,no=84,missing=83,gain=15.6783304,cover=52557
- 83:leaf=0.00109034183,cover=0
- 84:leaf=-0.000648088346,cover=0
- 42:[Pol<76.8473129] yes=85,no=86,missing=85,gain=34.5072174,cover=85667
- 85:leaf=0.00311323418,cover=0
- 86:leaf=0.00100313686,cover=0
- 10:[PialArea5<0.679818809] yes=21,no=22,missing=21,gain=32.6168861,cover=1744401
- 21:[Area5<0.702883124] yes=43,no=44,missing=43,gain=46.0753326,cover=1446512
- 43:[PialArea5<0.546516836] yes=87,no=88,missing=87,gain=23.5092735,cover=818390
- 87:leaf=-4.85981291e-05,cover=0
- 88:leaf=-0.00069293211,cover=0
- 44:[Sulc0<0.40262419] yes=89,no=90,missing=89,gain=63.2867584,cover=628122
- 89:leaf=0.00108924985,cover=0
- 90:leaf=2.35401822e-05,cover=0
- 22:[LGI5<2.93978119] yes=45,no=46,missing=45,gain=18.5282059,cover=297889
- 45:[Area5<0.63275224] yes=91,no=92,missing=91,gain=15.3605089,cover=167953
- 91:leaf=0.00246803532,cover=0
- 92:leaf=-0.000259020162,cover=0
- 46:[Sulc0<0.495946974] yes=93,no=94,missing=93,gain=18.2957497,cover=129936
- 93:leaf=-0.00129682187,cover=0
- 94:leaf=0.000101600926,cover=0
- 2:[Area5<0.797084928] yes=5,no=6,missing=5,gain=10.2301207,cover=1715729
- 5:[Sulc0<0.167916268] yes=11,no=12,missing=11,gain=14.7445526,cover=1483511
- 11:[Pol<63.605114] yes=23,no=24,missing=23,gain=10.8835888,cover=1454510
- 23:[LGI5<2.89660096] yes=47,no=48,missing=48,gain=13.6993408,cover=684554
- 47:[Curv5<-0.0752395913] yes=95,no=96,missing=95,gain=18.8816662,cover=419057
- 95:leaf=4.10602515e-05,cover=0
- 96:leaf=0.00133684615,cover=0
- 48:[Curv5<-0.2376284] yes=97,no=98,missing=97,gain=21.8641472,cover=265497
- 97:leaf=0.000630573195,cover=0
- 98:leaf=-0.000539890665,cover=0
- 24:[Pol<118.191307] yes=49,no=50,missing=49,gain=34.8640709,cover=769956
- 49:[Ecc<4.27275372] yes=99,no=100,missing=99,gain=73.5640411,cover=147695
- 99:leaf=2.06536079e-05,cover=0
- 100:leaf=0.00230382918,cover=0
- 50:[Ecc<7.79996967] yes=101,no=102,missing=101,gain=24.0701637,cover=622261
- 101:leaf=-0.000219379232,cover=0
- 102:leaf=0.000404709077,cover=0
- 12:[PialCurv5<0.0044251224] yes=25,no=26,missing=25,gain=6.79315376,cover=29001
- 25:[Curv5<-0.00402251538] yes=51,no=52,missing=52,gain=27.2238407,cover=18152
- 51:[Pol<163.830338] yes=103,no=104,missing=103,gain=5.53132248,cover=17183
- 103:leaf=0.00170424755,cover=0
- 104:leaf=-0.00104844244,cover=0
- 52:[Sulc0<0.551384151] yes=105,no=106,missing=106,gain=3.38336945,cover=969
- 105:leaf=0.0094788922,cover=0
- 106:leaf=0.0278693326,cover=0
- 26:[Curv5<-0.0343657099] yes=53,no=54,missing=53,gain=9.54537296,cover=10849
- 53:[Pol<39.0368156] yes=107,no=108,missing=107,gain=2.98319721,cover=1121
- 107:leaf=-0.00615486456,cover=0
- 108:leaf=0.00523170969,cover=0
- 54:[Sulc0<0.74744761] yes=109,no=110,missing=109,gain=7.46980572,cover=9728
- 109:leaf=-0.000323447399,cover=0
- 110:leaf=0.0270427261,cover=0
- 6:[PialArea5<1.23851824] yes=13,no=14,missing=13,gain=7.87342739,cover=232218
- 13:[Pol<51.9018669] yes=27,no=28,missing=27,gain=6.75233936,cover=146730
- 27:[LGI5<3.268116] yes=55,no=56,missing=55,gain=7.42761946,cover=58573
- 55:[Ecc<0.889730632] yes=111,no=112,missing=111,gain=4.42159796,cover=43411
- 111:leaf=-0.00612857472,cover=0
- 112:leaf=-0.000327474991,cover=0
- 56:[Sulc0<-0.202991232] yes=113,no=114,missing=113,gain=5.33935452,cover=15162
- 113:leaf=0.000293376012,cover=0
- 114:leaf=0.00233287178,cover=0
- 28:[Ecc<0.567370772] yes=57,no=58,missing=57,gain=7.94662094,cover=88157
- 57:[LGI5<2.54917789] yes=115,no=116,missing=115,gain=6.40529728,cover=551
- 115:leaf=0.00717058778,cover=0
- 116:leaf=-0.00978084933,cover=0
- 58:[Ecc<4.87342644] yes=117,no=118,missing=117,gain=9.97100067,cover=87606
- 117:leaf=-0.0018711118,cover=0
- 118:leaf=-0.000510988117,cover=0
- 14:[Pol<171.401581] yes=29,no=30,missing=29,gain=4.26971197,cover=85488
- 29:[Pol<47.409153] yes=59,no=60,missing=60,gain=7.93621206,cover=78941
- 59:[Ecc<11.1913614] yes=119,no=120,missing=119,gain=8.48624229,cover=55843
- 119:leaf=-0.000432425935,cover=0
- 120:leaf=0.000982203637,cover=0
- 60:[Ecc<4.13769388] yes=121,no=122,missing=121,gain=6.1944437,cover=23098
- 121:leaf=-0.000462369353,cover=0
- 122:leaf=0.0014790952,cover=0
- 30:[Ecc<6.52965975] yes=61,no=62,missing=61,gain=13.4273663,cover=6547
- 61:[LGI5<2.61063838] yes=123,no=124,missing=124,gain=4.77689457,cover=467
- 123:leaf=0.00353219709,cover=0
- 124:leaf=0.0142998723,cover=0
- 62:[LGI5<3.1767621] yes=125,no=126,missing=126,gain=4.11844683,cover=6080
- 125:leaf=-0.00252775801,cover=0
- 126:leaf=0.000354627147,cover=0
-booster[310]:
-0:[Area5<0.504816413] yes=1,no=2,missing=1,gain=5.84101009,cover=5124388
- 1:[Curv5<-0.0156469513] yes=3,no=4,missing=3,gain=8.22440815,cover=283012
- 3:[Curv5<-0.161761403] yes=7,no=8,missing=8,gain=6.30305481,cover=272471
- 7:[Ecc<1.62447274] yes=15,no=16,missing=16,gain=5.73533726,cover=210111
- 15:[PialArea5<0.790770054] yes=31,no=32,missing=31,gain=7.39316559,cover=69652
- 31:[PialCurv5<-0.10074953] yes=63,no=64,missing=63,gain=6.08302975,cover=30112
- 63:leaf=-0.00119332876,cover=0
- 64:leaf=0.00052858406,cover=0
- 32:[LGI5<2.39007568] yes=65,no=66,missing=65,gain=4.18212271,cover=39540
- 65:leaf=-0.000220914415,cover=0
- 66:leaf=0.000819195528,cover=0
- 16:[PialArea5<0.632563293] yes=33,no=34,missing=34,gain=3.65095139,cover=140459
- 33:[PialCurv5<-0.142826259] yes=67,no=68,missing=67,gain=7.18098736,cover=15109
- 67:leaf=0.000512483937,cover=0
- 68:leaf=-0.00169891026,cover=0
- 34:[MidArea5<0.49446398] yes=69,no=70,missing=70,gain=5.91555882,cover=125350
- 69:leaf=0.00672815135,cover=0
- 70:leaf=0.000396580581,cover=0
- 8:[Ecc<4.27275372] yes=17,no=18,missing=17,gain=8.57708645,cover=62360
- 17:[Sulc0<-0.801933944] yes=35,no=36,missing=36,gain=7.27485466,cover=40325
- 35:[LGI5<2.25075769] yes=71,no=72,missing=71,gain=2.27364063,cover=8652
- 71:leaf=0.00127601472,cover=0
- 72:leaf=-0.000601300446,cover=0
- 36:[Ecc<1.51801682] yes=73,no=74,missing=74,gain=5.18576431,cover=31673
- 73:leaf=0.000932695926,cover=0
- 74:leaf=0.00222169398,cover=0
- 18:[PialCurv5<0.200529471] yes=37,no=38,missing=37,gain=7.68323708,cover=22035
- 37:[Pol<62.0115929] yes=75,no=76,missing=75,gain=5.70261717,cover=22015
- 75:leaf=-0.00192781037,cover=0
- 76:leaf=0.000248753087,cover=0
- 38:[Pol<72.6247101] yes=77,no=78,missing=77,gain=1.42686558,cover=20
- 77:leaf=0.0374751687,cover=0
- 78:leaf=0.00559510803,cover=0
- 4:[Pol<39.9674568] yes=9,no=10,missing=9,gain=9.39850807,cover=10541
- 9:[MidArea5<0.474339783] yes=19,no=20,missing=19,gain=3.33371544,cover=236
- 19:[PialCurv5<0.175003663] yes=39,no=40,missing=39,gain=0.351148099,cover=61
- 39:[Ecc<35.195137] yes=79,no=80,missing=80,gain=0.547175944,cover=42
- 79:leaf=-0.000520949718,cover=0
- 80:leaf=-0.0144022768,cover=0
- 40:[PialArea5<0.267248243] yes=81,no=82,missing=81,gain=0.0633562505,cover=19
- 81:leaf=0.00689043617,cover=0
- 82:leaf=0.00100058317,cover=0
- 20:[LGI5<2.45281005] yes=41,no=42,missing=41,gain=2.89632034,cover=175
- 41:[PialCurv5<-0.0858580992] yes=83,no=84,missing=83,gain=0.900277317,cover=53
- 83:leaf=-0.0166939851,cover=0
- 84:leaf=-0.00113358849,cover=0
- 42:[LGI5<3.24660802] yes=85,no=86,missing=85,gain=0.809785843,cover=122
- 85:leaf=-0.0200478248,cover=0
- 86:leaf=-0.00577264791,cover=0
- 10:[Ecc<15.121048] yes=21,no=22,missing=21,gain=4.05126476,cover=10305
- 21:[LGI5<2.27925944] yes=43,no=44,missing=44,gain=3.16454887,cover=8209
- 43:[MidArea5<0.615840912] yes=87,no=88,missing=87,gain=1.86611938,cover=888
- 87:leaf=-0.00345356762,cover=0
- 88:leaf=0.0208316874,cover=0
- 44:[LGI5<2.3349762] yes=89,no=90,missing=89,gain=4.27111149,cover=7321
- 89:leaf=0.00342004257,cover=0
- 90:leaf=-0.000496426714,cover=0
- 22:[LGI5<2.97342348] yes=45,no=46,missing=45,gain=3.68723011,cover=2096
- 45:[LGI5<2.8746686] yes=91,no=92,missing=91,gain=2.6075902,cover=501
- 91:leaf=-0.00316353329,cover=0
- 92:leaf=0.00408035843,cover=0
- 46:[Sulc0<0.624357879] yes=93,no=94,missing=93,gain=3.81403446,cover=1595
- 93:leaf=-0.000920865627,cover=0
- 94:leaf=-0.00596395135,cover=0
- 2:[Pol<25.2957573] yes=5,no=6,missing=5,gain=7.06482887,cover=4841376
- 5:[Ecc<1.31300318] yes=11,no=12,missing=12,gain=19.1939392,cover=520437
- 11:[Sulc0<0.00591620663] yes=23,no=24,missing=24,gain=5.28393078,cover=42913
- 23:[Ecc<0.513775289] yes=47,no=48,missing=47,gain=5.16905308,cover=42690
- 47:[LGI5<2.42065382] yes=95,no=96,missing=96,gain=1.60649955,cover=13757
- 95:leaf=0.000391434383,cover=0
- 96:leaf=-0.000734255183,cover=0
- 48:[PialArea5<1.19545019] yes=97,no=98,missing=97,gain=3.48610306,cover=28933
- 97:leaf=-0.00146405143,cover=0
- 98:leaf=-8.81359374e-05,cover=0
- 24:[LGI5<2.55302763] yes=49,no=50,missing=50,gain=1.555583,cover=223
- 49:[LGI5<2.51629615] yes=99,no=100,missing=99,gain=0.6372962,cover=202
- 99:leaf=-0.00806908961,cover=0
- 100:leaf=0.000904562999,cover=0
- 50:[Curv5<0.149355054] yes=101,no=102,missing=101,gain=0.177488327,cover=21
- 101:leaf=-0.0231252387,cover=0
- 102:leaf=-0.00685823848,cover=0
- 12:[Ecc<3.67199802] yes=25,no=26,missing=25,gain=22.4736977,cover=477524
- 25:[Curv5<-0.169727564] yes=51,no=52,missing=52,gain=32.2358932,cover=81010
- 51:[PialArea5<1.16111541] yes=103,no=104,missing=103,gain=10.78757,cover=55281
- 103:leaf=0.000941856008,cover=0
- 104:leaf=-0.000467482023,cover=0
- 52:[PialArea5<1.14602101] yes=105,no=106,missing=105,gain=13.7992554,cover=25729
- 105:leaf=0.00327839027,cover=0
- 106:leaf=0.000808107783,cover=0
- 26:[Area5<0.609410942] yes=53,no=54,missing=53,gain=7.23316097,cover=396514
- 53:[PialCurv5<-0.0441194475] yes=107,no=108,missing=108,gain=16.8583965,cover=53998
- 107:leaf=-0.000234367602,cover=0
- 108:leaf=-0.00422347663,cover=0
- 54:[LGI5<3.84897733] yes=109,no=110,missing=110,gain=6.85136747,cover=342516
- 109:leaf=0.000203900854,cover=0
- 110:leaf=-0.00209404412,cover=0
- 6:[Sulc0<-0.43309778] yes=13,no=14,missing=13,gain=14.9442635,cover=4320939
- 13:[Ecc<1.96654522] yes=27,no=28,missing=28,gain=31.9176979,cover=1347234
- 27:[Pol<68.1421661] yes=55,no=56,missing=55,gain=22.1804237,cover=333965
- 55:[PialArea5<1.06921077] yes=111,no=112,missing=111,gain=22.1952019,cover=96035
- 111:leaf=-0.000942219165,cover=0
- 112:leaf=0.000655796553,cover=0
- 56:[Pol<152.092255] yes=113,no=114,missing=114,gain=27.2446365,cover=237930
- 113:leaf=0.000897146412,cover=0
- 114:leaf=-0.000230151738,cover=0
- 28:[Pol<157.965515] yes=57,no=58,missing=57,gain=36.7315483,cover=1013269
- 57:[PialCurv5<-0.102360219] yes=115,no=116,missing=115,gain=48.6288071,cover=664746
- 115:leaf=-0.000143856261,cover=0
- 116:leaf=-0.00100368937,cover=0
- 58:[Curv5<-0.19738704] yes=117,no=118,missing=117,gain=18.4705238,cover=348523
- 117:leaf=-0.000255872583,cover=0
- 118:leaf=0.000472158979,cover=0
- 14:[Curv5<-0.171285838] yes=29,no=30,missing=29,gain=20.8861732,cover=2973705
- 29:[PialCurv5<-0.0877386853] yes=59,no=60,missing=59,gain=67.8312378,cover=179980
- 59:[LGI5<2.90190363] yes=119,no=120,missing=119,gain=22.7261925,cover=150833
- 119:leaf=0.000859005493,cover=0
- 120:leaf=-0.000388444227,cover=0
- 60:[PialArea5<0.798493028] yes=121,no=122,missing=121,gain=29.8542938,cover=29147
- 121:leaf=0.000612125208,cover=0
- 122:leaf=0.00395169295,cover=0
- 30:[PialCurv5<-0.119850777] yes=61,no=62,missing=61,gain=29.2459164,cover=2793725
- 61:[PialArea5<0.721636832] yes=123,no=124,missing=123,gain=22.3351307,cover=6784
- 123:leaf=-0.00110392377,cover=0
- 124:leaf=0.00515348651,cover=0
- 62:[Curv5<-0.0507577434] yes=125,no=126,missing=125,gain=12.4356003,cover=2786941
- 125:leaf=-0.00022933833,cover=0
- 126:leaf=3.86613428e-05,cover=0
-booster[311]:
-0:[PialArea5<1.0376358] yes=1,no=2,missing=2,gain=5.8903842,cover=5124388
- 1:[MidArea5<1.1557827] yes=3,no=4,missing=3,gain=8.99020386,cover=4277852
- 3:[Pol<176.117172] yes=7,no=8,missing=7,gain=8.91323948,cover=4277509
- 7:[Sulc0<-0.108384088] yes=15,no=16,missing=15,gain=9.97934341,cover=4159202
- 15:[Ecc<5.97554874] yes=31,no=32,missing=32,gain=15.0883818,cover=2044400
- 31:[Pol<33.3267784] yes=63,no=64,missing=63,gain=26.4969864,cover=1056524
- 63:leaf=0.00069889205,cover=0
- 64:leaf=-7.58735696e-05,cover=0
- 32:[LGI5<2.61980247] yes=65,no=66,missing=65,gain=39.4521942,cover=987876
- 65:leaf=-0.000992208603,cover=0
- 66:leaf=-0.000120296107,cover=0
- 16:[Curv5<0.0554658733] yes=33,no=34,missing=34,gain=19.624279,cover=2114802
- 33:[Ecc<5.08081961] yes=67,no=68,missing=68,gain=32.556076,cover=770014
- 67:leaf=-0.000806539494,cover=0
- 68:leaf=0.00034171014,cover=0
- 34:[PialArea5<0.588969886] yes=69,no=70,missing=69,gain=27.3855343,cover=1344788
- 69:leaf=4.1956464e-05,cover=0
- 70:leaf=-0.000508269761,cover=0
- 8:[Ecc<1.3629595] yes=17,no=18,missing=17,gain=13.038866,cover=118307
- 17:[PialArea5<0.669517875] yes=35,no=36,missing=35,gain=2.18813229,cover=12810
- 35:[Ecc<1.10530448] yes=71,no=72,missing=71,gain=2.92800188,cover=5687
- 71:leaf=-0.000772691623,cover=0
- 72:leaf=0.00283452636,cover=0
- 36:[Ecc<0.406764686] yes=73,no=74,missing=74,gain=2.93686104,cover=7123
- 73:leaf=0.000344196917,cover=0
- 74:leaf=-0.00219410565,cover=0
- 18:[Sulc0<0.0608992092] yes=37,no=38,missing=37,gain=9.4004488,cover=105497
- 37:[Curv5<-0.228820562] yes=75,no=76,missing=75,gain=9.05505943,cover=99184
- 75:leaf=-0.000132095927,cover=0
- 76:leaf=0.000977965188,cover=0
- 38:[Curv5<-0.121808149] yes=77,no=78,missing=77,gain=8.5960865,cover=6313
- 77:leaf=0.00521415798,cover=0
- 78:leaf=-0.00180779945,cover=0
- 4:[LGI5<2.97899532] yes=9,no=10,missing=9,gain=4.29537201,cover=343
- 9:[Ecc<4.40349627] yes=19,no=20,missing=19,gain=1.81695998,cover=218
- 19:[Pol<116.093399] yes=39,no=40,missing=39,gain=1.43395853,cover=176
- 39:[PialCurv5<0.122354448] yes=79,no=80,missing=79,gain=0.558942437,cover=105
- 79:leaf=-0.00102065399,cover=0
- 80:leaf=0.00625861576,cover=0
- 40:[PialCurv5<0.0851107761] yes=81,no=82,missing=82,gain=0.540773153,cover=71
- 81:leaf=0.00590555044,cover=0
- 82:leaf=0.0150613813,cover=0
- 20:[Pol<105.995506] yes=41,no=42,missing=41,gain=0.388425112,cover=42
- 41:[Ecc<6.22534323] yes=83,no=84,missing=83,gain=0.0685462505,cover=16
- 83:leaf=0.00201717648,cover=0
- 84:leaf=-0.00627241516,cover=0
- 42:[Pol<134.081207] yes=85,no=86,missing=85,gain=0.0186213255,cover=26
- 85:leaf=-0.00768209714,cover=0
- 86:leaf=-0.012867026,cover=0
- 10:[LGI5<3.03694534] yes=21,no=22,missing=21,gain=2.95400047,cover=125
- 21:[Curv5<-0.0413376503] yes=43,no=44,missing=44,gain=0.471674919,cover=67
- 43:leaf=-0.00636523077,cover=0
- 44:[LGI5<2.99594808] yes=87,no=88,missing=87,gain=0.320047379,cover=66
- 87:leaf=0.0278091431,cover=0
- 88:leaf=0.0188909639,cover=0
- 22:[PialArea5<0.879786193] yes=45,no=46,missing=46,gain=0.366444707,cover=58
- 45:[Pol<89.1530609] yes=89,no=90,missing=89,gain=0.213840961,cover=24
- 89:leaf=0.0151508069,cover=0
- 90:leaf=0.00476310961,cover=0
- 46:[Sulc0<1.02827847] yes=91,no=92,missing=92,gain=0.294799984,cover=34
- 91:leaf=0.00982458983,cover=0
- 92:leaf=0.000150417298,cover=0
- 2:[PialCurv5<-0.0542625114] yes=5,no=6,missing=5,gain=8.32108498,cover=846536
- 5:[Curv5<-0.0773924068] yes=11,no=12,missing=12,gain=78.0518188,cover=734994
- 11:[Area5<0.814937592] yes=23,no=24,missing=23,gain=7.93094158,cover=723938
- 23:[Curv5<-0.0963523984] yes=47,no=48,missing=47,gain=8.84150314,cover=623494
- 47:[Area5<0.532936037] yes=93,no=94,missing=94,gain=6.05800915,cover=606017
- 93:leaf=0.00107470225,cover=0
- 94:leaf=0.000125273757,cover=0
- 48:[PialCurv5<-0.0779728889] yes=95,no=96,missing=95,gain=28.7075024,cover=17477
- 95:leaf=0.00538137229,cover=0
- 96:leaf=0.000288642186,cover=0
- 24:[Sulc0<-0.93782407] yes=49,no=50,missing=49,gain=5.79763365,cover=100444
- 49:[LGI5<2.69470191] yes=97,no=98,missing=97,gain=4.58123207,cover=14954
- 97:leaf=0.00178300554,cover=0
- 98:leaf=-4.11847759e-05,cover=0
- 50:[Ecc<17.0169544] yes=99,no=100,missing=99,gain=5.36015129,cover=85490
- 99:leaf=-0.000663787418,cover=0
- 100:leaf=0.000291303033,cover=0
- 12:[PialCurv5<-0.0758950338] yes=25,no=26,missing=25,gain=28.5464172,cover=11056
- 25:[LGI5<2.47631311] yes=51,no=52,missing=51,gain=15.6586075,cover=2416
- 51:[Sulc0<-0.498973608] yes=101,no=102,missing=101,gain=10.6684952,cover=471
- 101:leaf=0.0207507964,cover=0
- 102:leaf=0.000803541043,cover=0
- 52:[Area5<0.727793753] yes=103,no=104,missing=103,gain=7.97246933,cover=1945
- 103:leaf=0.0032404759,cover=0
- 104:leaf=0.00977957249,cover=0
- 26:[Curv5<-0.0461937301] yes=53,no=54,missing=53,gain=13.1083317,cover=8640
- 53:[Ecc<2.54464626] yes=105,no=106,missing=105,gain=5.90713692,cover=7736
- 105:leaf=0.00626287097,cover=0
- 106:leaf=0.00185322203,cover=0
- 54:[PialCurv5<-0.0656740367] yes=107,no=108,missing=107,gain=2.67358017,cover=904
- 107:leaf=0.0130083757,cover=0
- 108:leaf=0.00696302205,cover=0
- 6:[Curv5<-0.108295463] yes=13,no=14,missing=14,gain=37.1700592,cover=111542
- 13:[Area5<0.702101529] yes=27,no=28,missing=28,gain=31.8905621,cover=16168
- 27:[Area5<0.616426587] yes=55,no=56,missing=55,gain=5.13515806,cover=6582
- 55:[Ecc<0.943656743] yes=109,no=110,missing=109,gain=4.03332138,cover=1432
- 109:leaf=0.00294508133,cover=0
- 110:leaf=-0.00450115325,cover=0
- 56:[Curv5<-0.121808149] yes=111,no=112,missing=111,gain=6.17632914,cover=5150
- 111:leaf=0.00117156806,cover=0
- 112:leaf=-0.00254848576,cover=0
- 28:[Sulc0<-0.769821882] yes=57,no=58,missing=58,gain=8.11266327,cover=9586
- 57:[PialArea5<1.18617713] yes=113,no=114,missing=113,gain=2.03967237,cover=1031
- 113:leaf=0.00210952805,cover=0
- 114:leaf=-0.00237026485,cover=0
- 58:[Curv5<-0.129194111] yes=115,no=116,missing=115,gain=7.11681366,cover=8555
- 115:leaf=0.00610823184,cover=0
- 116:leaf=0.00314123905,cover=0
- 14:[Area5<0.681571782] yes=29,no=30,missing=29,gain=27.6569595,cover=95374
- 29:[PialCurv5<-0.0133872591] yes=59,no=60,missing=60,gain=5.75330734,cover=6846
- 59:[LGI5<2.44006681] yes=117,no=118,missing=117,gain=2.35273933,cover=4995
- 117:leaf=-0.00124757807,cover=0
- 118:leaf=-0.00357769686,cover=0
- 60:[Ecc<2.91795349] yes=119,no=120,missing=119,gain=5.77176857,cover=1851
- 119:leaf=-0.00246517593,cover=0
- 120:leaf=-0.00824660342,cover=0
- 30:[Curv5<-0.0390223041] yes=61,no=62,missing=61,gain=8.97208405,cover=88528
- 61:[PialCurv5<-0.00955641083] yes=121,no=122,missing=121,gain=8.48470592,cover=60824
- 121:leaf=-0.000986684463,cover=0
- 122:leaf=0.000781771552,cover=0
- 62:[PialCurv5<-0.0209923834] yes=123,no=124,missing=123,gain=23.2904892,cover=27704
- 123:leaf=0.00354009937,cover=0
- 124:leaf=-0.000328711409,cover=0
-booster[312]:
-0:[Curv5<-0.282992184] yes=1,no=2,missing=2,gain=5.70072556,cover=5124388
- 1:[Area5<0.615061462] yes=3,no=4,missing=3,gain=8.43018436,cover=202946
- 3:[Sulc0<-0.487093836] yes=7,no=8,missing=7,gain=4.5092907,cover=138821
- 7:[PialCurv5<0.000298873958] yes=15,no=16,missing=16,gain=3.32723975,cover=114701
- 15:[LGI5<2.21018219] yes=31,no=32,missing=32,gain=2.90768933,cover=114605
- 31:[Pol<55.3432045] yes=63,no=64,missing=63,gain=4.30523205,cover=3411
- 63:leaf=-0.00103963667,cover=0
- 64:leaf=0.00267223339,cover=0
- 32:[Ecc<1.62447274] yes=65,no=66,missing=65,gain=2.65018559,cover=111194
- 65:leaf=-0.000680454017,cover=0
- 66:leaf=-1.87439491e-05,cover=0
- 16:[Curv5<-0.39144522] yes=33,no=34,missing=34,gain=0.75064826,cover=96
- 33:[Pol<8.56911278] yes=67,no=68,missing=67,gain=0.621905208,cover=72
- 67:leaf=0.0128984796,cover=0
- 68:leaf=-0.00765311858,cover=0
- 34:[Ecc<0.943656743] yes=69,no=70,missing=70,gain=0.230569839,cover=24
- 69:leaf=-0.00283179432,cover=0
- 70:leaf=-0.0186885577,cover=0
- 8:[PialArea5<0.559226274] yes=17,no=18,missing=17,gain=4.64071226,cover=24120
- 17:[PialCurv5<-0.0227819066] yes=35,no=36,missing=35,gain=2.24250221,cover=4618
- 35:[Pol<41.8258972] yes=71,no=72,missing=72,gain=2.21145487,cover=4477
- 71:leaf=0.00186906348,cover=0
- 72:leaf=-0.00139535952,cover=0
- 36:[Ecc<36.5542564] yes=73,no=74,missing=73,gain=0.758913755,cover=141
- 73:leaf=0.00443438301,cover=0
- 74:leaf=0.0195483398,cover=0
- 18:[Ecc<20.7119312] yes=37,no=38,missing=37,gain=3.74947834,cover=19502
- 37:[LGI5<3.34776258] yes=75,no=76,missing=75,gain=2.71502113,cover=13117
- 75:leaf=0.00165446999,cover=0
- 76:leaf=-0.00153793243,cover=0
- 38:[PialCurv5<-0.159167215] yes=77,no=78,missing=77,gain=3.82489944,cover=6385
- 77:leaf=-0.00122056517,cover=0
- 78:leaf=0.001226597,cover=0
- 4:[PialCurv5<-0.149745584] yes=9,no=10,missing=9,gain=5.30983257,cover=64125
- 9:[PialArea5<1.16111541] yes=19,no=20,missing=19,gain=3.67131186,cover=44782
- 19:[LGI5<2.55687809] yes=39,no=40,missing=39,gain=3.4622426,cover=39942
- 39:[PialCurv5<-0.210138425] yes=79,no=80,missing=79,gain=1.86514378,cover=6557
- 79:leaf=0.00368304481,cover=0
- 80:leaf=0.00129389635,cover=0
- 40:[Ecc<6.64552498] yes=81,no=82,missing=82,gain=3.45336246,cover=33385
- 81:leaf=-0.000622696884,cover=0
- 82:leaf=0.000642416009,cover=0
- 20:[PialCurv5<-0.181738108] yes=41,no=42,missing=41,gain=1.82099414,cover=4840
- 41:[LGI5<3.11198854] yes=83,no=84,missing=83,gain=1.71075249,cover=1391
- 83:leaf=-0.00155635388,cover=0
- 84:leaf=-0.00607671915,cover=0
- 42:[LGI5<2.25075769] yes=85,no=86,missing=86,gain=1.66108823,cover=3449
- 85:leaf=0.00594312418,cover=0
- 86:leaf=-0.000443693018,cover=0
- 10:[Sulc0<0.32645905] yes=21,no=22,missing=21,gain=3.18174744,cover=19343
- 21:[Pol<157.965515] yes=43,no=44,missing=43,gain=2.49885941,cover=19282
- 43:[Pol<56.1920547] yes=87,no=88,missing=87,gain=6.28114319,cover=15268
- 87:leaf=0.00108129927,cover=0
- 88:leaf=0.00328279636,cover=0
- 44:[PialCurv5<-0.0632625744] yes=89,no=90,missing=90,gain=1.71815217,cover=4014
- 89:leaf=0.000465865713,cover=0
- 90:leaf=-0.009051078,cover=0
- 22:[Pol<87.9431763] yes=45,no=46,missing=45,gain=1.3638041,cover=61
- 45:leaf=-0.0219978113,cover=0
- 46:[MidArea5<0.621293068] yes=91,no=92,missing=91,gain=0.523117781,cover=45
- 91:leaf=-0.0115496991,cover=0
- 92:leaf=-0.000692933158,cover=0
- 2:[PialCurv5<-0.175695807] yes=5,no=6,missing=6,gain=9.54261017,cover=4921442
- 5:[Curv5<-0.254102558] yes=11,no=12,missing=11,gain=10.6405563,cover=18886
- 11:[PialCurv5<-0.190801308] yes=23,no=24,missing=24,gain=2.42515659,cover=11138
- 23:[Area5<0.623097897] yes=47,no=48,missing=47,gain=1.65814614,cover=3096
- 47:[LGI5<2.96780801] yes=93,no=94,missing=93,gain=1.1518091,cover=1287
- 93:leaf=-0.000872586097,cover=0
- 94:leaf=0.00269376044,cover=0
- 48:[LGI5<3.1767621] yes=95,no=96,missing=95,gain=1.09274197,cover=1809
- 95:leaf=0.00302258297,cover=0
- 96:leaf=0.000237148866,cover=0
- 24:[PialArea5<0.940168262] yes=49,no=50,missing=49,gain=1.44070017,cover=8042
- 49:[Area5<0.525751591] yes=97,no=98,missing=98,gain=0.96378386,cover=5587
- 97:leaf=0.000412661873,cover=0
- 98:leaf=-0.00114162802,cover=0
- 50:[PialArea5<1.48916721] yes=99,no=100,missing=100,gain=0.92099607,cover=2455
- 99:leaf=0.000783671916,cover=0
- 100:leaf=-0.0077554509,cover=0
- 12:[Curv5<-0.0773924068] yes=25,no=26,missing=25,gain=5.49734688,cover=7748
- 25:[Area5<0.593548477] yes=51,no=52,missing=51,gain=4.42416382,cover=7523
- 51:[Curv5<-0.108295463] yes=101,no=102,missing=102,gain=1.76772559,cover=2278
- 101:leaf=0.00111663085,cover=0
- 102:leaf=-0.0091191167,cover=0
- 52:[Curv5<-0.217408031] yes=103,no=104,missing=103,gain=4.02277756,cover=5245
- 103:leaf=0.0025940279,cover=0
- 104:leaf=0.00554389181,cover=0
- 26:[Ecc<1.3629595] yes=53,no=54,missing=53,gain=4.11745358,cover=225
- 53:[Pol<84.7687759] yes=105,no=106,missing=105,gain=2.10502863,cover=41
- 105:leaf=-0.00641630962,cover=0
- 106:leaf=0.0169701539,cover=0
- 54:[Pol<166.64444] yes=107,no=108,missing=107,gain=2.55652094,cover=184
- 107:leaf=-0.0102849109,cover=0
- 108:leaf=0.00917563587,cover=0
- 6:[PialArea5<1.23851824] yes=13,no=14,missing=13,gain=7.22517633,cover=4902556
- 13:[Curv5<-0.0296960976] yes=27,no=28,missing=27,gain=8.86583805,cover=4666663
- 27:[Area5<0.624364853] yes=55,no=56,missing=55,gain=23.7061272,cover=2409689
- 55:[Pol<59.5955544] yes=109,no=110,missing=109,gain=40.1198692,cover=912495
- 109:leaf=-0.000461697724,cover=0
- 110:leaf=0.000299312262,cover=0
- 56:[Pol<25.2957573] yes=111,no=112,missing=112,gain=29.9802513,cover=1497194
- 111:leaf=0.000268526928,cover=0
- 112:leaf=-0.000320722815,cover=0
- 28:[PialCurv5<-0.00763805071] yes=57,no=58,missing=57,gain=54.0701752,cover=2256974
- 57:[PialArea5<0.727568209] yes=113,no=114,missing=113,gain=59.1684952,cover=119362
- 113:leaf=-0.000133617286,cover=0
- 114:leaf=0.00210084207,cover=0
- 58:[LGI5<2.93978119] yes=115,no=116,missing=115,gain=18.953783,cover=2137612
- 115:leaf=0.00010568482,cover=0
- 116:leaf=-0.000198534995,cover=0
- 14:[Pol<35.2629585] yes=29,no=30,missing=29,gain=4.81093407,cover=235893
- 29:[Area5<0.68633163] yes=59,no=60,missing=60,gain=5.53962564,cover=103629
- 59:[PialCurv5<-0.0748331472] yes=117,no=118,missing=118,gain=6.44827938,cover=19769
- 117:leaf=0.000947637134,cover=0
- 118:leaf=-0.00343106175,cover=0
- 60:[Ecc<8.87956142] yes=119,no=120,missing=119,gain=6.78553915,cover=83860
- 119:leaf=-0.000447024038,cover=0
- 120:leaf=0.000573236903,cover=0
- 30:[Curv5<-0.0922861248] yes=61,no=62,missing=61,gain=5.17760754,cover=132264
- 61:[LGI5<2.24172258] yes=121,no=122,missing=121,gain=3.06282854,cover=119155
- 121:leaf=0.00171193189,cover=0
- 122:leaf=0.000303845911,cover=0
- 62:[PialCurv5<-0.0668589398] yes=123,no=124,missing=123,gain=20.3846226,cover=13109
- 123:leaf=0.00571909873,cover=0
- 124:leaf=0.000498328882,cover=0
-booster[313]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=1,gain=5.68985462,cover=5124388
- 1:[Area5<0.680766582] yes=3,no=4,missing=4,gain=3.68903351,cover=80066
- 3:[Curv5<0.0736173838] yes=7,no=8,missing=7,gain=1.95331407,cover=60743
- 7:[Area5<0.453641325] yes=15,no=16,missing=16,gain=1.03443551,cover=616
- 15:[Sulc0<0.717745602] yes=31,no=32,missing=31,gain=0.876669526,cover=205
- 31:[LGI5<2.22170687] yes=63,no=64,missing=63,gain=0.417218536,cover=172
- 63:leaf=-0.00855402369,cover=0
- 64:leaf=-0.000302966335,cover=0
- 32:[Ecc<23.9349174] yes=65,no=66,missing=65,gain=0.686930478,cover=33
- 65:leaf=0.0106866993,cover=0
- 66:leaf=-0.0082057761,cover=0
- 16:[LGI5<2.76843596] yes=33,no=34,missing=33,gain=1.55063677,cover=411
- 33:[Pol<104.38549] yes=67,no=68,missing=67,gain=3.57855415,cover=132
- 67:leaf=-0.0167247076,cover=0
- 68:leaf=-0.000316253921,cover=0
- 34:[PialCurv5<0.241144046] yes=69,no=70,missing=70,gain=1.72172999,cover=279
- 69:leaf=-0.00363876927,cover=0
- 70:leaf=0.00685251085,cover=0
- 8:[PialCurv5<0.137877449] yes=17,no=18,missing=18,gain=2.56553578,cover=60127
- 17:[LGI5<3.74316525] yes=35,no=36,missing=35,gain=4.58972549,cover=4200
- 35:[Ecc<0.729281187] yes=71,no=72,missing=71,gain=4.18679285,cover=4129
- 71:leaf=-0.00268508121,cover=0
- 72:leaf=0.00224729651,cover=0
- 36:[Pol<42.7478409] yes=73,no=74,missing=73,gain=1.60331917,cover=71
- 73:leaf=0.0203185435,cover=0
- 74:leaf=-0.0127288764,cover=0
- 18:[LGI5<3.40779543] yes=37,no=38,missing=37,gain=2.33605003,cover=55927
- 37:[LGI5<3.31338549] yes=75,no=76,missing=76,gain=5.02625799,cover=51512
- 75:leaf=0.000184471734,cover=0
- 76:leaf=-0.0020852841,cover=0
- 38:[Ecc<16.5318356] yes=77,no=78,missing=77,gain=2.73821497,cover=4415
- 77:leaf=0.00346059981,cover=0
- 78:leaf=0.000561914989,cover=0
- 4:[MidArea5<0.451744556] yes=9,no=10,missing=9,gain=4.94619656,cover=19323
- 9:[PialCurv5<0.493508637] yes=19,no=20,missing=19,gain=2.87349796,cover=445
- 19:[LGI5<3.27544355] yes=39,no=40,missing=39,gain=0.884931564,cover=348
- 39:[MidArea5<0.439916283] yes=79,no=80,missing=79,gain=0.751192093,cover=256
- 79:leaf=0.0148401782,cover=0
- 80:leaf=0.00829155836,cover=0
- 40:[PialCurv5<0.45140323] yes=81,no=82,missing=81,gain=0.455554903,cover=92
- 81:leaf=0.00295975199,cover=0
- 82:leaf=0.0155234104,cover=0
- 20:[LGI5<3.23225117] yes=41,no=42,missing=41,gain=1.49684381,cover=97
- 41:[LGI5<3.07984829] yes=83,no=84,missing=83,gain=0.68029505,cover=73
- 83:leaf=-0.00187917182,cover=0
- 84:leaf=-0.0125596318,cover=0
- 42:[LGI5<3.36766768] yes=85,no=86,missing=86,gain=1.05490863,cover=24
- 85:leaf=0.0199101828,cover=0
- 86:leaf=-0.000603149587,cover=0
- 10:[Ecc<2.91795349] yes=21,no=22,missing=21,gain=3.56216431,cover=18878
- 21:[Pol<70.3717499] yes=43,no=44,missing=44,gain=1.70180464,cover=262
- 43:[Sulc0<0.193122864] yes=87,no=88,missing=88,gain=0.217144012,cover=8
- 87:leaf=-0.0238876417,cover=0
- 88:leaf=-0.00631897384,cover=0
- 44:[Ecc<0.45941934] yes=89,no=90,missing=90,gain=1.1878705,cover=254
- 89:leaf=-0.0131202806,cover=0
- 90:leaf=0.00795565825,cover=0
- 22:[Curv5<0.245671451] yes=45,no=46,missing=45,gain=2.97045135,cover=18616
- 45:[PialCurv5<0.147539601] yes=91,no=92,missing=91,gain=3.06008387,cover=18010
- 91:leaf=0.00360375433,cover=0
- 92:leaf=0.000772170024,cover=0
- 46:[LGI5<3.3215456] yes=93,no=94,missing=93,gain=1.06241488,cover=606
- 93:leaf=-0.00336352224,cover=0
- 94:leaf=0.00327664986,cover=0
- 2:[Curv5<0.126145482] yes=5,no=6,missing=5,gain=7.41762209,cover=5044322
- 5:[Sulc0<0.676033437] yes=11,no=12,missing=11,gain=18.4010067,cover=4353788
- 11:[Ecc<24.7238369] yes=23,no=24,missing=23,gain=11.8612232,cover=4195763
- 23:[Pol<116.093399] yes=47,no=48,missing=47,gain=17.6221161,cover=3655812
- 47:[Ecc<13.6880245] yes=95,no=96,missing=95,gain=81.5921097,cover=2061866
- 95:leaf=-1.16365618e-05,cover=0
- 96:leaf=0.000843051821,cover=0
- 48:[Ecc<17.0169544] yes=97,no=98,missing=97,gain=46.9389839,cover=1593946
- 97:leaf=7.48156424e-07,cover=0
- 98:leaf=-0.000864161761,cover=0
- 24:[LGI5<3.34776258] yes=49,no=50,missing=49,gain=34.117588,cover=539951
- 49:[LGI5<3.00812316] yes=99,no=100,missing=99,gain=12.5176392,cover=363469
- 99:leaf=-0.00089760375,cover=0
- 100:leaf=-0.000282591529,cover=0
- 50:[LGI5<3.41813922] yes=101,no=102,missing=101,gain=13.4115543,cover=176482
- 101:leaf=0.00115224521,cover=0
- 102:leaf=0.000112630543,cover=0
- 12:[Pol<93.3357697] yes=25,no=26,missing=25,gain=30.0378227,cover=158025
- 25:[Area5<0.57817024] yes=51,no=52,missing=51,gain=21.8246746,cover=66431
- 51:[Sulc0<0.812575758] yes=103,no=104,missing=104,gain=11.3326187,cover=1068
- 103:leaf=-0.0013993769,cover=0
- 104:leaf=-0.011806082,cover=0
- 52:[PialCurv5<0.0798129067] yes=105,no=106,missing=105,gain=19.0935745,cover=65363
- 105:leaf=0.00261685415,cover=0
- 106:leaf=-0.000410634471,cover=0
- 26:[PialCurv5<0.216171265] yes=53,no=54,missing=53,gain=11.2870483,cover=91594
- 53:[LGI5<3.51961541] yes=107,no=108,missing=107,gain=10.8180084,cover=63973
- 107:leaf=0.00176381262,cover=0
- 108:leaf=-9.72433627e-05,cover=0
- 54:[Area5<0.620557249] yes=109,no=110,missing=110,gain=9.36278629,cover=27621
- 109:leaf=-0.00435516005,cover=0
- 110:leaf=0.000471971987,cover=0
- 6:[Sulc0<0.517823458] yes=13,no=14,missing=13,gain=16.0226154,cover=690534
- 13:[Pol<89.7623749] yes=27,no=28,missing=27,gain=15.8824167,cover=331907
- 27:[Area5<0.636136949] yes=55,no=56,missing=55,gain=8.93252563,cover=69365
- 55:[Ecc<35.8605728] yes=111,no=112,missing=112,gain=5.3286953,cover=14701
- 111:leaf=-0.00040312903,cover=0
- 112:leaf=0.0120080002,cover=0
- 56:[Ecc<8.41855335] yes=113,no=114,missing=113,gain=8.56767082,cover=54664
- 113:leaf=0.00154606614,cover=0
- 114:leaf=0.000254764862,cover=0
- 28:[Ecc<7.08616447] yes=57,no=58,missing=57,gain=11.1533899,cover=262542
- 57:[Curv5<0.204311207] yes=115,no=116,missing=116,gain=8.57868958,cover=185936
- 115:leaf=0.000317667786,cover=0
- 116:leaf=-0.000469295745,cover=0
- 58:[Pol<114.966316] yes=117,no=118,missing=117,gain=14.5137606,cover=76606
- 117:leaf=-0.00138305163,cover=0
- 118:leaf=6.26809287e-06,cover=0
- 14:[PialArea5<0.463276565] yes=29,no=30,missing=29,gain=14.3348675,cover=358627
- 29:[Pol<105.995506] yes=59,no=60,missing=59,gain=11.2422562,cover=298211
- 59:[Ecc<25.5461979] yes=119,no=120,missing=119,gain=9.48590851,cover=217474
- 119:leaf=-0.000648298766,cover=0
- 120:leaf=7.66954545e-05,cover=0
- 60:[Curv5<0.166947007] yes=121,no=122,missing=121,gain=9.08542061,cover=80737
- 121:leaf=0.000735602633,cover=0
- 122:leaf=-0.00033047676,cover=0
- 30:[Pol<93.3357697] yes=61,no=62,missing=61,gain=12.8395615,cover=60416
- 61:[Sulc0<1.16950965] yes=123,no=124,missing=123,gain=8.21383667,cover=22745
- 123:leaf=-0.00229828642,cover=0
- 124:leaf=0.00134493806,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=125,gain=11.9713459,cover=37671
- 125:leaf=-0.000691706024,cover=0
- 126:leaf=0.00428085914,cover=0
-booster[314]:
-0:[Sulc0<-1.03844893] yes=1,no=2,missing=2,gain=5.77022123,cover=5124388
- 1:[Area5<0.765896857] yes=3,no=4,missing=3,gain=4.33326197,cover=180427
- 3:[PialCurv5<-0.0923183635] yes=7,no=8,missing=7,gain=3.64302158,cover=163811
- 7:[Curv5<-0.310856104] yes=15,no=16,missing=16,gain=2.04072666,cover=154433
- 15:[LGI5<2.22170687] yes=31,no=32,missing=31,gain=0.772523046,cover=16513
- 31:[Area5<0.645846248] yes=63,no=64,missing=63,gain=2.07225513,cover=710
- 63:leaf=0.00103375223,cover=0
- 64:leaf=0.0108981458,cover=0
- 32:[Ecc<1.21076584] yes=65,no=66,missing=65,gain=1.0316807,cover=15803
- 65:leaf=-0.000843455957,cover=0
- 66:leaf=0.000318501872,cover=0
- 16:[MidArea5<0.818603933] yes=33,no=34,missing=33,gain=2.37283134,cover=137920
- 33:[PialCurv5<-0.135003537] yes=67,no=68,missing=67,gain=2.90709972,cover=72296
- 67:leaf=-0.000826637843,cover=0
- 68:leaf=-0.000183736527,cover=0
- 34:[Pol<146.864227] yes=69,no=70,missing=69,gain=2.83433867,cover=65624
- 69:leaf=3.16238256e-05,cover=0
- 70:leaf=-0.000761700678,cover=0
- 8:[LGI5<2.62417936] yes=17,no=18,missing=17,gain=3.44197989,cover=9378
- 17:[Ecc<3.41847086] yes=35,no=36,missing=35,gain=7.81613445,cover=8181
- 35:[Pol<137.578873] yes=71,no=72,missing=72,gain=3.45016336,cover=7076
- 71:leaf=-0.000469093298,cover=0
- 72:leaf=-0.00310382945,cover=0
- 36:[PialArea5<0.946096778] yes=73,no=74,missing=73,gain=4.99822235,cover=1105
- 73:leaf=0.000914577104,cover=0
- 74:leaf=-0.00732449023,cover=0
- 18:[PialArea5<1.01305103] yes=37,no=38,missing=37,gain=1.87133503,cover=1197
- 37:[Ecc<1.85215485] yes=75,no=76,missing=75,gain=2.78834295,cover=524
- 75:leaf=0.0118392799,cover=0
- 76:leaf=0.00184479996,cover=0
- 38:[Pol<39.9674568] yes=77,no=78,missing=77,gain=1.61177778,cover=673
- 77:leaf=0.00135096919,cover=0
- 78:leaf=-0.00368863274,cover=0
- 4:[Ecc<1.15906882] yes=9,no=10,missing=9,gain=2.73627234,cover=16616
- 9:[Pol<31.3444195] yes=19,no=20,missing=19,gain=1.74134898,cover=645
- 19:[Curv5<-0.222158164] yes=39,no=40,missing=39,gain=1.0290525,cover=287
- 39:[PialCurv5<-0.116576619] yes=79,no=80,missing=79,gain=0.276366651,cover=101
- 79:leaf=-0.000644141401,cover=0
- 80:leaf=-0.00940603483,cover=0
- 40:[Sulc0<-1.24864507] yes=81,no=82,missing=81,gain=1.09538937,cover=186
- 81:leaf=-0.0186298247,cover=0
- 82:leaf=-0.00638083834,cover=0
- 20:[LGI5<2.43692279] yes=41,no=42,missing=41,gain=1.58780169,cover=358
- 41:[LGI5<2.25958419] yes=83,no=84,missing=84,gain=1.28472698,cover=217
- 83:leaf=-0.00408450048,cover=0
- 84:leaf=0.00460170163,cover=0
- 42:[Curv5<-0.182293281] yes=85,no=86,missing=85,gain=1.47875261,cover=141
- 85:leaf=0.00219227443,cover=0
- 86:leaf=-0.00836363062,cover=0
- 10:[LGI5<2.68917012] yes=21,no=22,missing=21,gain=3.35734224,cover=15971
- 21:[Sulc0<-1.24864507] yes=43,no=44,missing=43,gain=2.25624561,cover=6409
- 43:[PialCurv5<-0.0829703882] yes=87,no=88,missing=87,gain=1.78299046,cover=881
- 87:leaf=0.00427967962,cover=0
- 88:leaf=-0.00794805586,cover=0
- 44:[Curv5<-0.168147355] yes=89,no=90,missing=89,gain=1.77060771,cover=5528
- 89:leaf=0.000734792789,cover=0
- 90:leaf=0.00315238722,cover=0
- 22:[Ecc<8.01039791] yes=45,no=46,missing=45,gain=2.41926146,cover=9562
- 45:[Ecc<4.94054604] yes=91,no=92,missing=91,gain=1.53472602,cover=3519
- 91:leaf=0.000383036095,cover=0
- 92:leaf=-0.00179449783,cover=0
- 46:[PialCurv5<-0.0931780562] yes=93,no=94,missing=93,gain=2.12129688,cover=6043
- 93:leaf=0.000463317847,cover=0
- 94:leaf=0.00577790383,cover=0
- 2:[PialArea5<0.839144647] yes=5,no=6,missing=6,gain=7.85353994,cover=4943961
- 5:[Area5<0.776627541] yes=11,no=12,missing=12,gain=21.3140259,cover=2917734
- 11:[MidArea5<0.73508203] yes=23,no=24,missing=23,gain=11.1663218,cover=2698079
- 23:[Area5<0.715747833] yes=47,no=48,missing=48,gain=20.9790478,cover=2431207
- 47:[PialArea5<0.780359626] yes=95,no=96,missing=95,gain=22.708046,cover=1964647
- 95:leaf=-0.000180793853,cover=0
- 96:leaf=0.000347246387,cover=0
- 48:[Pol<136.095428] yes=97,no=98,missing=98,gain=35.9079208,cover=466560
- 97:leaf=0.000129389897,cover=0
- 98:leaf=0.00179600494,cover=0
- 24:[PialCurv5<-0.0868030339] yes=49,no=50,missing=49,gain=16.3932514,cover=266872
- 49:[Curv5<-0.112134233] yes=99,no=100,missing=99,gain=23.1831455,cover=33916
- 99:leaf=0.000291967444,cover=0
- 100:leaf=0.0055619753,cover=0
- 50:[Pol<116.615585] yes=101,no=102,missing=101,gain=12.9205952,cover=232956
- 101:leaf=-0.000223294832,cover=0
- 102:leaf=-0.000978820841,cover=0
- 12:[PialArea5<0.761482477] yes=25,no=26,missing=25,gain=16.2523232,cover=219655
- 25:[Pol<49.2074432] yes=51,no=52,missing=51,gain=12.2883148,cover=174741
- 51:[Sulc0<0.598320961] yes=103,no=104,missing=103,gain=7.92797089,cover=9056
- 103:leaf=0.00368960761,cover=0
- 104:leaf=0.00068745669,cover=0
- 52:[Pol<119.248337] yes=105,no=106,missing=105,gain=11.1817951,cover=165685
- 105:leaf=0.000361749058,cover=0
- 106:leaf=0.00144149363,cover=0
- 26:[Pol<49.2074432] yes=53,no=54,missing=53,gain=7.6186142,cover=44914
- 53:[Ecc<11.1913614] yes=107,no=108,missing=107,gain=2.85866284,cover=7620
- 107:leaf=-0.000861298293,cover=0
- 108:leaf=0.00152095302,cover=0
- 54:[MidArea5<0.996604145] yes=109,no=110,missing=109,gain=4.74917793,cover=37294
- 109:leaf=-0.000768636761,cover=0
- 110:leaf=0.0048498651,cover=0
- 6:[Area5<0.706109285] yes=13,no=14,missing=13,gain=22.4995441,cover=2026227
- 13:[Curv5<-0.0642315522] yes=27,no=28,missing=28,gain=35.9229507,cover=1094715
- 27:[Pol<63.605114] yes=55,no=56,missing=55,gain=15.3808241,cover=1010252
- 55:[Pol<29.3809395] yes=111,no=112,missing=112,gain=12.1498518,cover=400668
- 111:leaf=0.00018896033,cover=0
- 112:leaf=-0.00036173148,cover=0
- 56:[LGI5<2.76298451] yes=113,no=114,missing=113,gain=38.0599518,cover=609584
- 113:leaf=1.80122715e-05,cover=0
- 114:leaf=0.00084071228,cover=0
- 28:[Pol<43.7633247] yes=57,no=58,missing=58,gain=39.7854347,cover=84463
- 57:[PialCurv5<-0.0245349593] yes=115,no=116,missing=115,gain=18.4506035,cover=15507
- 115:leaf=0.00105844939,cover=0
- 116:leaf=-0.00246336195,cover=0
- 58:[PialArea5<1.02076101] yes=117,no=118,missing=117,gain=20.0602646,cover=68956
- 117:leaf=0.00200591981,cover=0
- 118:leaf=-0.0010388071,cover=0
- 14:[Curv5<-0.245563462] yes=29,no=30,missing=29,gain=13.9402618,cover=931512
- 29:[PialCurv5<-0.125671759] yes=59,no=60,missing=59,gain=14.2472849,cover=42842
- 59:[Pol<14.1659222] yes=119,no=120,missing=119,gain=4.88253832,cover=36507
- 119:leaf=-0.00066730706,cover=0
- 120:leaf=0.000717657385,cover=0
- 60:[MidArea5<0.885289252] yes=121,no=122,missing=121,gain=2.66250038,cover=6335
- 121:leaf=0.00460248208,cover=0
- 122:leaf=0.00232830388,cover=0
- 30:[PialArea5<1.00930154] yes=61,no=62,missing=61,gain=14.2443657,cover=888670
- 61:[Pol<117.668175] yes=123,no=124,missing=123,gain=14.013586,cover=391448
- 123:leaf=-9.83431237e-05,cover=0
- 124:leaf=-0.000701189158,cover=0
- 62:[Ecc<2.13501525] yes=125,no=126,missing=125,gain=8.98810768,cover=497222
- 125:leaf=0.000815036532,cover=0
- 126:leaf=-1.80269108e-05,cover=0
-booster[315]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=2,gain=5.54838371,cover=5124388
- 1:[Area5<0.593548477] yes=3,no=4,missing=3,gain=4.78864431,cover=140394
- 3:[PialArea5<0.245474651] yes=7,no=8,missing=8,gain=1.72289848,cover=23995
- 7:[LGI5<3.37729335] yes=15,no=16,missing=15,gain=2.6962049,cover=6440
- 15:[LGI5<3.31338549] yes=31,no=32,missing=31,gain=5.30469322,cover=5887
- 31:[Ecc<1.91022825] yes=63,no=64,missing=63,gain=1.6925633,cover=5602
- 63:leaf=0.00382138835,cover=0
- 64:leaf=0.000171323234,cover=0
- 32:[Ecc<25.1292973] yes=65,no=66,missing=65,gain=2.37329292,cover=285
- 65:leaf=-0.00998088345,cover=0
- 66:leaf=-0.000467455917,cover=0
- 16:[Area5<0.548651993] yes=33,no=34,missing=33,gain=1.66227055,cover=553
- 33:[Pol<84.7687759] yes=67,no=68,missing=67,gain=1.26477575,cover=238
- 67:leaf=0.0110344058,cover=0
- 68:leaf=0.00364711392,cover=0
- 34:[Ecc<29.8764286] yes=69,no=70,missing=69,gain=1.86837792,cover=315
- 69:leaf=-0.00124271319,cover=0
- 70:leaf=0.00708861789,cover=0
- 8:[Sulc0<1.06550956] yes=17,no=18,missing=17,gain=1.90703583,cover=17555
- 17:[PialCurv5<0.0044251224] yes=35,no=36,missing=36,gain=1.4647032,cover=16201
- 35:[Ecc<7.64592981] yes=71,no=72,missing=71,gain=1.41752446,cover=436
- 71:leaf=-0.00612274557,cover=0
- 72:leaf=-0.000425102276,cover=0
- 36:[Curv5<-0.0553030409] yes=73,no=74,missing=73,gain=2.30982089,cover=15765
- 73:leaf=0.0072535933,cover=0
- 74:leaf=-0.000407913001,cover=0
- 18:[Curv5<0.186949074] yes=37,no=38,missing=38,gain=1.89130974,cover=1354
- 37:[PialCurv5<0.147539601] yes=75,no=76,missing=76,gain=1.73461771,cover=411
- 75:leaf=0.00308744353,cover=0
- 76:leaf=-0.00647965027,cover=0
- 38:[PialCurv5<0.128475845] yes=77,no=78,missing=78,gain=1.5235374,cover=943
- 77:leaf=0.0125013068,cover=0
- 78:leaf=-0.00144960673,cover=0
- 4:[MidArea5<0.421422303] yes=9,no=10,missing=10,gain=8.26976109,cover=116399
- 9:[Area5<0.630444467] yes=19,no=20,missing=20,gain=4.59713173,cover=3046
- 19:[LGI5<2.2730217] yes=39,no=40,missing=39,gain=1.30172682,cover=2555
- 39:[LGI5<2.25958419] yes=79,no=80,missing=80,gain=0.959906101,cover=95
- 79:leaf=0.00538947619,cover=0
- 80:leaf=0.0183464773,cover=0
- 40:[Ecc<11.6821251] yes=81,no=82,missing=82,gain=1.47592616,cover=2460
- 81:leaf=0.00102173071,cover=0
- 82:leaf=0.00357750291,cover=0
- 20:[Sulc0<0.849368811] yes=41,no=42,missing=42,gain=1.48426437,cover=491
- 41:[Ecc<8.41855335] yes=83,no=84,missing=83,gain=2.55704927,cover=162
- 83:leaf=0.00927843433,cover=0
- 84:leaf=-0.00325368973,cover=0
- 42:[Ecc<44.7855835] yes=85,no=86,missing=85,gain=0.771215439,cover=329
- 85:leaf=0.0103797531,cover=0
- 86:leaf=0.00348896324,cover=0
- 10:[PialCurv5<0.426807076] yes=21,no=22,missing=22,gain=6.05189753,cover=113353
- 21:[Pol<114.966316] yes=43,no=44,missing=43,gain=4.83552551,cover=94261
- 43:[Sulc0<0.101211272] yes=87,no=88,missing=88,gain=6.01602077,cover=88116
- 87:leaf=0.00491742278,cover=0
- 88:leaf=0.000405174069,cover=0
- 44:[Ecc<0.836319208] yes=89,no=90,missing=90,gain=5.29933262,cover=6145
- 89:leaf=-0.00159060059,cover=0
- 90:leaf=0.00251234579,cover=0
- 22:[Sulc0<0.890415967] yes=45,no=46,missing=46,gain=3.09312391,cover=19092
- 45:[Curv5<0.266060919] yes=91,no=92,missing=91,gain=1.90849674,cover=10260
- 91:leaf=0.000442090415,cover=0
- 92:leaf=-0.0014516036,cover=0
- 46:[Ecc<22.8050022] yes=93,no=94,missing=93,gain=3.28485346,cover=8832
- 93:leaf=-0.00190861884,cover=0
- 94:leaf=6.09849994e-05,cover=0
- 2:[Curv5<0.118689038] yes=5,no=6,missing=6,gain=7.50612068,cover=4983994
- 5:[Sulc0<0.624357879] yes=11,no=12,missing=11,gain=15.8633604,cover=4270586
- 11:[LGI5<3.74316525] yes=23,no=24,missing=23,gain=11.294013,cover=4103839
- 23:[Ecc<24.7238369] yes=47,no=48,missing=47,gain=10.8674707,cover=4045833
- 47:[Ecc<9.75650311] yes=95,no=96,missing=95,gain=23.3167839,cover=3548077
- 95:leaf=-3.97577933e-05,cover=0
- 96:leaf=0.000250033539,cover=0
- 48:[LGI5<3.34776258] yes=97,no=98,missing=97,gain=35.2802124,cover=497756
- 97:leaf=-0.00048430037,cover=0
- 98:leaf=0.000438610296,cover=0
- 24:[PialArea5<0.658944428] yes=49,no=50,missing=49,gain=10.8920717,cover=58006
- 49:[Pol<52.7894325] yes=99,no=100,missing=99,gain=7.86575699,cover=10551
- 99:leaf=0.000808654528,cover=0
- 100:leaf=-0.00277882675,cover=0
- 50:[PialArea5<0.928637981] yes=101,no=102,missing=101,gain=4.84301615,cover=47455
- 101:leaf=-0.00075006875,cover=0
- 102:leaf=0.000303364213,cover=0
- 12:[Ecc<42.1016579] yes=25,no=26,missing=25,gain=25.0661469,cover=166747
- 25:[Pol<116.093399] yes=51,no=52,missing=51,gain=19.1359138,cover=139175
- 51:[Area5<0.596935391] yes=103,no=104,missing=104,gain=14.7339792,cover=118029
- 103:leaf=-0.0024563123,cover=0
- 104:leaf=0.000624004635,cover=0
- 52:[PialCurv5<0.0877920389] yes=105,no=106,missing=105,gain=8.65410614,cover=21146
- 105:leaf=0.00481228298,cover=0
- 106:leaf=0.00176761358,cover=0
- 26:[Pol<36.2100182] yes=53,no=54,missing=54,gain=11.2402515,cover=27572
- 53:[PialCurv5<0.0447484925] yes=107,no=108,missing=107,gain=6.29709101,cover=2294
- 107:leaf=0.00959597994,cover=0
- 108:leaf=0.00150445092,cover=0
- 54:[Sulc0<0.966456771] yes=109,no=110,missing=110,gain=14.3427639,cover=25278
- 109:leaf=-0.00181868975,cover=0
- 110:leaf=0.00105834659,cover=0
- 6:[Sulc0<0.485350072] yes=13,no=14,missing=14,gain=15.8359184,cover=713408
- 13:[Pol<57.8577347] yes=27,no=28,missing=27,gain=18.5751858,cover=339809
- 27:[Ecc<2.42687178] yes=55,no=56,missing=55,gain=18.6357327,cover=7848
- 55:[Sulc0<-0.195981219] yes=111,no=112,missing=111,gain=3.4995482,cover=1595
- 111:leaf=0.000215749998,cover=0
- 112:leaf=-0.00448318664,cover=0
- 56:[PialCurv5<0.154069737] yes=113,no=114,missing=113,gain=11.6475449,cover=6253
- 113:leaf=0.00637942413,cover=0
- 114:leaf=0.00196940405,cover=0
- 28:[Ecc<9.50052643] yes=57,no=58,missing=57,gain=15.5194006,cover=331961
- 57:[Area5<0.624364853] yes=115,no=116,missing=115,gain=14.1489067,cover=267998
- 115:leaf=-0.000561848748,cover=0
- 116:leaf=0.00037196331,cover=0
- 58:[Pol<131.443253] yes=117,no=118,missing=117,gain=10.0516539,cover=63963
- 117:leaf=-0.00106254488,cover=0
- 118:leaf=0.000328422728,cover=0
- 14:[PialArea5<0.524996102] yes=29,no=30,missing=30,gain=18.8742065,cover=373599
- 29:[Pol<106.604004] yes=59,no=60,missing=59,gain=13.8559694,cover=342144
- 59:[Area5<0.839165807] yes=119,no=120,missing=119,gain=10.6387806,cover=241457
- 119:leaf=-0.000546839263,cover=0
- 120:leaf=0.00119730819,cover=0
- 60:[PialCurv5<0.297166049] yes=121,no=122,missing=121,gain=9.62660789,cover=100687
- 121:leaf=0.000656847551,cover=0
- 122:leaf=-0.000326410402,cover=0
- 30:[MidArea5<0.888195574] yes=61,no=62,missing=61,gain=15.2280178,cover=31455
- 61:[Pol<92.7492142] yes=123,no=124,missing=123,gain=12.5546417,cover=30783
- 123:leaf=-0.00301772216,cover=0
- 124:leaf=-0.000933548901,cover=0
- 62:[LGI5<3.24660802] yes=125,no=126,missing=125,gain=2.58231068,cover=672
- 125:leaf=0.00840526167,cover=0
- 126:leaf=0.00206859806,cover=0
-booster[316]:
-0:[LGI5<3.13786864] yes=1,no=2,missing=2,gain=5.63679409,cover=5124388
- 1:[Ecc<30.4150848] yes=3,no=4,missing=3,gain=16.1336479,cover=3954668
- 3:[Ecc<10.2861843] yes=7,no=8,missing=7,gain=22.4766388,cover=3758636
- 7:[Pol<32.323391] yes=15,no=16,missing=16,gain=12.1138811,cover=3059970
- 15:[Ecc<1.62447274] yes=31,no=32,missing=31,gain=32.3071518,cover=341994
- 31:[PialCurv5<-0.0330938511] yes=63,no=64,missing=63,gain=5.01213837,cover=84353
- 63:leaf=-0.000459946605,cover=0
- 64:leaf=-0.00185939297,cover=0
- 32:[MidArea5<0.922174513] yes=65,no=66,missing=66,gain=33.5976181,cover=257641
- 65:leaf=0.00101496046,cover=0
- 66:leaf=-0.000152033739,cover=0
- 16:[Ecc<1.96654522] yes=33,no=34,missing=34,gain=15.6739817,cover=2717976
- 33:[Pol<67.3859482] yes=67,no=68,missing=67,gain=21.3825378,cover=564365
- 67:leaf=-0.000450330379,cover=0
- 68:leaf=0.000339804974,cover=0
- 34:[Ecc<3.10160303] yes=69,no=70,missing=69,gain=39.2479973,cover=2153611
- 69:leaf=-0.000603656459,cover=0
- 70:leaf=-1.24665039e-05,cover=0
- 8:[LGI5<2.89660096] yes=17,no=18,missing=17,gain=32.0376129,cover=698666
- 17:[LGI5<2.43692279] yes=35,no=36,missing=36,gain=26.5815125,cover=287719
- 35:[Pol<128.334747] yes=71,no=72,missing=71,gain=10.913002,cover=6281
- 71:leaf=-0.0011331219,cover=0
- 72:leaf=-0.00567193888,cover=0
- 36:[Sulc0<-0.552155435] yes=73,no=74,missing=74,gain=27.121666,cover=281438
- 73:leaf=-0.000439786352,cover=0
- 74:leaf=0.000980807585,cover=0
- 18:[PialCurv5<0.104427323] yes=37,no=38,missing=37,gain=14.2724533,cover=410947
- 37:[Sulc0<0.272107065] yes=75,no=76,missing=75,gain=41.591301,cover=284328
- 75:leaf=6.91180185e-06,cover=0
- 76:leaf=0.00193040469,cover=0
- 38:[Sulc0<0.676033437] yes=77,no=78,missing=77,gain=19.2983704,cover=126619
- 77:leaf=-0.000930437818,cover=0
- 78:leaf=0.000325274508,cover=0
- 4:[LGI5<3.04906535] yes=9,no=10,missing=9,gain=17.2134304,cover=196032
- 9:[Pol<84.7687759] yes=19,no=20,missing=19,gain=20.1730404,cover=141124
- 19:[Pol<25.2957573] yes=39,no=40,missing=40,gain=27.0100403,cover=80818
- 39:[PialArea5<0.758763015] yes=79,no=80,missing=79,gain=9.32975769,cover=33605
- 79:leaf=0.0022967644,cover=0
- 80:leaf=-0.000423802849,cover=0
- 40:[Curv5<0.171955615] yes=81,no=82,missing=81,gain=11.5652084,cover=47213
- 81:leaf=-0.0022858025,cover=0
- 82:leaf=0.000101305246,cover=0
- 20:[Sulc0<0.33585754] yes=41,no=42,missing=41,gain=24.081728,cover=60306
- 41:[PialArea5<0.736284733] yes=83,no=84,missing=83,gain=14.8363485,cover=33037
- 83:leaf=-0.00351436483,cover=0
- 84:leaf=-0.00048859691,cover=0
- 42:[Pol<128.334747] yes=85,no=86,missing=85,gain=9.45268345,cover=27269
- 85:leaf=0.000575902872,cover=0
- 86:leaf=0.0027853006,cover=0
- 10:[Area5<0.698189139] yes=21,no=22,missing=21,gain=6.25090981,cover=54908
- 21:[Ecc<41.2560654] yes=43,no=44,missing=43,gain=3.07641912,cover=20825
- 43:[Pol<145.397461] yes=87,no=88,missing=87,gain=5.39223433,cover=13674
- 87:leaf=-0.000178866016,cover=0
- 88:leaf=-0.00241228356,cover=0
- 44:[MidArea5<0.648438752] yes=89,no=90,missing=89,gain=17.0505066,cover=7151
- 89:leaf=-0.00243972056,cover=0
- 90:leaf=0.00252567208,cover=0
- 22:[Sulc0<0.915739596] yes=45,no=46,missing=45,gain=3.04941845,cover=34083
- 45:[PialCurv5<0.104427323] yes=91,no=92,missing=91,gain=3.00849128,cover=28276
- 91:leaf=0.000820606598,cover=0
- 92:leaf=-0.000408099877,cover=0
- 46:[PialCurv5<0.189327508] yes=93,no=94,missing=93,gain=9.53637886,cover=5807
- 93:leaf=0.00586678879,cover=0
- 94:leaf=0.000788947509,cover=0
- 2:[Pol<154.27803] yes=5,no=6,missing=5,gain=11.7852383,cover=1169720
- 5:[PialCurv5<-0.125671759] yes=11,no=12,missing=12,gain=11.1709309,cover=968883
- 11:[Curv5<-0.18985194] yes=23,no=24,missing=23,gain=15.6237364,cover=96315
- 23:[Ecc<7.1378541] yes=47,no=48,missing=47,gain=7.57430696,cover=89490
- 47:[PialCurv5<-0.159167215] yes=95,no=96,missing=95,gain=2.83860111,cover=4087
- 95:leaf=-0.00397774717,cover=0
- 96:leaf=-0.00108527078,cover=0
- 48:[LGI5<3.60428405] yes=97,no=98,missing=97,gain=5.71754885,cover=85403
- 97:leaf=0.000108652515,cover=0
- 98:leaf=0.00132334535,cover=0
- 24:[Sulc0<0.143142253] yes=49,no=50,missing=49,gain=8.82594109,cover=6825
- 49:[PialArea5<1.08444798] yes=99,no=100,missing=99,gain=4.04096031,cover=6402
- 99:leaf=0.00384602183,cover=0
- 100:leaf=0.000964737788,cover=0
- 50:[Area5<0.521939099] yes=101,no=102,missing=102,gain=3.86345959,cover=423
- 101:leaf=-0.0193417054,cover=0
- 102:leaf=-0.00281262281,cover=0
- 12:[Sulc0<-0.188964635] yes=25,no=26,missing=25,gain=9.47338295,cover=872568
- 25:[Curv5<-0.207981065] yes=51,no=52,missing=52,gain=17.9346943,cover=220520
- 51:[Sulc0<-0.63852036] yes=103,no=104,missing=103,gain=5.98543882,cover=29604
- 103:leaf=1.50896567e-05,cover=0
- 104:leaf=0.00144981302,cover=0
- 52:[Pol<63.605114] yes=105,no=106,missing=105,gain=14.9657784,cover=190916
- 105:leaf=-0.000933415256,cover=0
- 106:leaf=0.000105896434,cover=0
- 26:[Pol<80.2322083] yes=53,no=54,missing=53,gain=25.2331505,cover=652048
- 53:[PialCurv5<-0.0280297659] yes=107,no=108,missing=107,gain=87.4084473,cover=247374
- 107:leaf=0.00271370076,cover=0
- 108:leaf=-9.27025758e-05,cover=0
- 54:[Ecc<13.8847265] yes=109,no=110,missing=109,gain=52.004776,cover=404674
- 109:leaf=0.00070999231,cover=0
- 110:leaf=-0.000669247645,cover=0
- 6:[Ecc<41.2560654] yes=13,no=14,missing=13,gain=12.0998669,cover=200837
- 13:[MidArea5<0.552703321] yes=27,no=28,missing=27,gain=5.38114977,cover=183997
- 27:[PialCurv5<0.45140323] yes=55,no=56,missing=56,gain=2.23281002,cover=3330
- 55:[LGI5<3.16380119] yes=111,no=112,missing=112,gain=2.38357139,cover=3199
- 111:leaf=-0.0060264538,cover=0
- 112:leaf=-0.00117255456,cover=0
- 56:[LGI5<3.20360112] yes=113,no=114,missing=114,gain=0.421194315,cover=131
- 113:leaf=0.00149623479,cover=0
- 114:leaf=-0.0090403948,cover=0
- 28:[PialArea5<0.559226274] yes=57,no=58,missing=57,gain=5.39126778,cover=180667
- 57:[Area5<0.65839982] yes=115,no=116,missing=116,gain=7.17044687,cover=5077
- 115:leaf=-0.00157515355,cover=0
- 116:leaf=0.00283025717,cover=0
- 58:[Sulc0<-0.463317156] yes=117,no=118,missing=117,gain=4.51250648,cover=175590
- 117:leaf=0.000340773287,cover=0
- 118:leaf=-0.000172767497,cover=0
- 14:[PialCurv5<-0.132898524] yes=29,no=30,missing=29,gain=10.9973507,cover=16840
- 29:[Area5<0.476400614] yes=59,no=60,missing=60,gain=6.76420832,cover=2779
- 59:[Pol<173.32489] yes=119,no=120,missing=120,gain=0.8601861,cover=21
- 119:leaf=0.00415981421,cover=0
- 120:leaf=0.030962063,cover=0
- 60:[MidArea5<0.658196807] yes=121,no=122,missing=122,gain=1.82600021,cover=2758
- 121:leaf=0.0028023636,cover=0
- 122:leaf=-0.00193746854,cover=0
- 30:[Area5<0.625618935] yes=61,no=62,missing=61,gain=8.03947258,cover=14061
- 61:[Curv5<-0.282992184] yes=123,no=124,missing=124,gain=6.51833344,cover=1821
- 123:leaf=0.0196449645,cover=0
- 124:leaf=0.00457922416,cover=0
- 62:[PialCurv5<0.0240441076] yes=125,no=126,missing=125,gain=7.29331589,cover=12240
- 125:leaf=0.00122603157,cover=0
- 126:leaf=0.00522727426,cover=0
-booster[317]:
-0:[PialArea5<0.427728564] yes=1,no=2,missing=2,gain=5.62094688,cover=5124388
- 1:[Pol<82.8478928] yes=3,no=4,missing=3,gain=15.7160206,cover=566024
- 3:[Ecc<38.0136108] yes=7,no=8,missing=7,gain=9.95950508,cover=71462
- 7:[PialCurv5<-0.0379593484] yes=15,no=16,missing=16,gain=8.54971123,cover=53832
- 15:[Curv5<0.10516572] yes=31,no=32,missing=32,gain=3.07121134,cover=1328
- 31:[Sulc0<0.762988985] yes=63,no=64,missing=64,gain=2.87214661,cover=1188
- 63:leaf=-0.00337754353,cover=0
- 64:leaf=-0.0303114001,cover=0
- 32:[Ecc<8.23836613] yes=65,no=66,missing=65,gain=1.33796358,cover=140
- 65:leaf=0.00870671589,cover=0
- 66:leaf=-0.0010497506,cover=0
- 16:[Pol<65.1286774] yes=33,no=34,missing=33,gain=10.3838387,cover=52504
- 33:[LGI5<3.48966408] yes=67,no=68,missing=67,gain=15.4091225,cover=6380
- 67:leaf=0.00209742482,cover=0
- 68:leaf=0.00880025513,cover=0
- 34:[LGI5<3.30554914] yes=69,no=70,missing=70,gain=6.33629608,cover=46124
- 69:leaf=0.00134633295,cover=0
- 70:leaf=-2.83897298e-05,cover=0
- 8:[Pol<49.2074432] yes=17,no=18,missing=17,gain=5.02776957,cover=17630
- 17:[PialCurv5<0.0193316489] yes=35,no=36,missing=36,gain=2.92967033,cover=2003
- 35:[MidArea5<0.49446398] yes=71,no=72,missing=72,gain=0.662164211,cover=86
- 71:leaf=-0.00168891496,cover=0
- 72:leaf=-0.0105655743,cover=0
- 36:[PialArea5<0.245474651] yes=73,no=74,missing=73,gain=1.36975574,cover=1917
- 73:leaf=0.00703689223,cover=0
- 74:leaf=0.00217236811,cover=0
- 18:[Area5<0.612264991] yes=37,no=38,missing=37,gain=4.97693253,cover=15627
- 37:[Curv5<0.110890195] yes=75,no=76,missing=75,gain=5.09704351,cover=1231
- 75:leaf=-0.0140267406,cover=0
- 76:leaf=-0.00255288556,cover=0
- 38:[Curv5<0.0857537538] yes=77,no=78,missing=77,gain=8.33621216,cover=14396
- 77:leaf=0.00889427308,cover=0
- 78:leaf=-0.000389608234,cover=0
- 4:[Pol<108.184875] yes=9,no=10,missing=10,gain=20.2686596,cover=494562
- 9:[Ecc<6.2938199] yes=19,no=20,missing=19,gain=13.5119152,cover=356886
- 19:[Area5<0.636136949] yes=39,no=40,missing=40,gain=12.2316847,cover=97508
- 39:[PialCurv5<-0.00569582684] yes=79,no=80,missing=79,gain=5.65976143,cover=40298
- 79:leaf=-0.00468749134,cover=0
- 80:leaf=-0.00023547851,cover=0
- 40:[Pol<97.9094925] yes=81,no=82,missing=81,gain=13.6878786,cover=57210
- 81:leaf=0.00191570946,cover=0
- 82:leaf=0.000274827966,cover=0
- 20:[Ecc<25.5461979] yes=41,no=42,missing=41,gain=12.601553,cover=259378
- 41:[LGI5<3.28291535] yes=83,no=84,missing=83,gain=10.8368778,cover=212554
- 83:leaf=-0.000350502436,cover=0
- 84:leaf=-0.0013409151,cover=0
- 42:[Area5<0.67507118] yes=85,no=86,missing=85,gain=9.54483032,cover=46824
- 85:leaf=-0.000496404187,cover=0
- 86:leaf=0.000969796441,cover=0
- 10:[Curv5<0.204311207] yes=21,no=22,missing=21,gain=9.20439911,cover=137676
- 21:[Ecc<15.3430929] yes=43,no=44,missing=43,gain=9.27597046,cover=107809
- 43:[Ecc<1.05247808] yes=87,no=88,missing=87,gain=12.8278008,cover=67053
- 87:leaf=-0.000550267519,cover=0
- 88:leaf=0.00142343959,cover=0
- 44:[Pol<124.735107] yes=89,no=90,missing=90,gain=17.3675117,cover=40756
- 89:leaf=-0.000347351917,cover=0
- 90:leaf=0.00218853471,cover=0
- 22:[LGI5<3.42912889] yes=45,no=46,missing=46,gain=2.35932255,cover=29867
- 45:[LGI5<2.99035311] yes=91,no=92,missing=91,gain=4.85550928,cover=28929
- 91:leaf=-6.78070865e-05,cover=0
- 92:leaf=-0.0021566865,cover=0
- 46:[Area5<0.513795495] yes=93,no=94,missing=93,gain=6.5280652,cover=938
- 93:leaf=0.0240993463,cover=0
- 94:leaf=0.00145639328,cover=0
- 2:[Curv5<0.0974604636] yes=5,no=6,missing=6,gain=15.2142448,cover=4558364
- 5:[Sulc0<0.454035848] yes=11,no=12,missing=11,gain=17.1793747,cover=4011693
- 11:[Pol<115.563423] yes=23,no=24,missing=23,gain=13.9615622,cover=3807177
- 23:[Pol<66.6374893] yes=47,no=48,missing=48,gain=43.2715492,cover=2071902
- 47:[Ecc<6.81643343] yes=95,no=96,missing=95,gain=32.1128273,cover=1372366
- 95:leaf=0.000181519761,cover=0
- 96:leaf=-0.000304353307,cover=0
- 48:[Ecc<11.0302963] yes=97,no=98,missing=98,gain=174.026428,cover=699536
- 97:leaf=0.000105981591,cover=0
- 98:leaf=0.00252160965,cover=0
- 24:[Pol<132.742767] yes=49,no=50,missing=49,gain=32.543457,cover=1735275
- 49:[Ecc<1.05247808] yes=99,no=100,missing=100,gain=37.1488991,cover=423243
- 99:leaf=0.00126867765,cover=0
- 100:leaf=-0.000618998951,cover=0
- 50:[Ecc<13.6880245] yes=101,no=102,missing=101,gain=34.2672882,cover=1312032
- 101:leaf=0.000185847821,cover=0
- 102:leaf=-0.000360940583,cover=0
- 12:[Pol<119.777687] yes=25,no=26,missing=25,gain=25.5937881,cover=204516
- 25:[Curv5<0.0635297745] yes=51,no=52,missing=51,gain=21.8264294,cover=165776
- 51:[PialCurv5<-0.0410871245] yes=103,no=104,missing=104,gain=20.9118385,cover=80019
- 103:leaf=-0.00494896807,cover=0
- 104:leaf=0.00089917396,cover=0
- 52:[Pol<92.7492142] yes=105,no=106,missing=105,gain=17.6322517,cover=85757
- 105:leaf=-0.00105366367,cover=0
- 106:leaf=0.00038121239,cover=0
- 26:[Ecc<12.1917515] yes=53,no=54,missing=53,gain=12.3991814,cover=38740
- 53:[Pol<123.059357] yes=107,no=108,missing=108,gain=3.96267986,cover=1353
- 107:leaf=-0.000682381622,cover=0
- 108:leaf=-0.00613240106,cover=0
- 54:[Curv5<-0.108295463] yes=109,no=110,missing=110,gain=12.3728104,cover=37387
- 109:leaf=-0.00260126218,cover=0
- 110:leaf=0.00197735778,cover=0
- 6:[Area5<0.877147377] yes=13,no=14,missing=13,gain=17.7782497,cover=546671
- 13:[Sulc0<0.433680743] yes=27,no=28,missing=28,gain=19.5825672,cover=533042
- 27:[Pol<57.8577347] yes=55,no=56,missing=55,gain=26.6502247,cover=308026
- 55:[PialCurv5<0.107261039] yes=111,no=112,missing=111,gain=13.0095253,cover=11426
- 111:leaf=0.00516067678,cover=0
- 112:leaf=0.00131588546,cover=0
- 56:[Area5<0.670794368] yes=113,no=114,missing=113,gain=15.5913858,cover=296600
- 113:leaf=-0.000676289783,cover=0
- 114:leaf=0.000103029401,cover=0
- 28:[Pol<91.5616074] yes=57,no=58,missing=57,gain=42.9472733,cover=225016
- 57:[PialArea5<0.524996102] yes=115,no=116,missing=116,gain=17.0559692,cover=74597
- 115:leaf=-0.0011093854,cover=0
- 116:leaf=-0.00271034404,cover=0
- 58:[Sulc0<0.74744761] yes=117,no=118,missing=117,gain=8.44244003,cover=150419
- 117:leaf=-0.000425508944,cover=0
- 118:leaf=0.000390986592,cover=0
- 14:[Sulc0<-0.0172607526] yes=29,no=30,missing=29,gain=5.35383415,cover=13629
- 29:[Ecc<2.31110334] yes=59,no=60,missing=59,gain=1.46123207,cover=1500
- 59:[PialArea5<0.621054947] yes=119,no=120,missing=120,gain=2.20122409,cover=926
- 119:leaf=0.00203657779,cover=0
- 120:leaf=-0.00382649945,cover=0
- 60:[MidArea5<0.92614764] yes=121,no=122,missing=121,gain=1.83844459,cover=574
- 121:leaf=-0.00196405896,cover=0
- 122:leaf=0.00369811361,cover=0
- 30:[PialCurv5<0.265012205] yes=61,no=62,missing=62,gain=7.39409065,cover=12129
- 61:[LGI5<2.33061647] yes=123,no=124,missing=123,gain=3.73265266,cover=8001
- 123:leaf=-0.00182657491,cover=0
- 124:leaf=0.00300692813,cover=0
- 62:[LGI5<3.13142419] yes=125,no=126,missing=126,gain=3.6390965,cover=4128
- 125:leaf=0.00137042452,cover=0
- 126:leaf=-0.00165352726,cover=0
-booster[318]:
-0:[Sulc0<-0.842326522] yes=1,no=2,missing=1,gain=5.62672615,cover=5124388
- 1:[LGI5<3.3215456] yes=3,no=4,missing=3,gain=10.2090988,cover=606058
- 3:[Pol<136.792099] yes=7,no=8,missing=8,gain=6.48066521,cover=551512
- 7:[Pol<71.8249207] yes=15,no=16,missing=16,gain=8.00298023,cover=358448
- 15:[Ecc<2.54464626] yes=31,no=32,missing=31,gain=6.65727901,cover=302651
- 31:[Curv5<-0.0296960976] yes=63,no=64,missing=64,gain=12.8763227,cover=127409
- 63:leaf=-0.000439336029,cover=0
- 64:leaf=-0.0138218617,cover=0
- 32:[Ecc<13.8847265] yes=65,no=66,missing=65,gain=5.19143772,cover=175242
- 65:leaf=0.00015271052,cover=0
- 66:leaf=-0.00052790012,cover=0
- 16:[Ecc<3.22716212] yes=33,no=34,missing=33,gain=17.6096573,cover=55797
- 33:[PialCurv5<-0.062031392] yes=67,no=68,missing=68,gain=11.4046612,cover=49342
- 67:leaf=0.000593989505,cover=0
- 68:leaf=0.00374193722,cover=0
- 34:[Area5<0.536314785] yes=69,no=70,missing=70,gain=3.36068153,cover=6455
- 69:leaf=0.000269285578,cover=0
- 70:leaf=-0.00256388099,cover=0
- 8:[Area5<0.864337862] yes=17,no=18,missing=17,gain=6.48020554,cover=193064
- 17:[Area5<0.573932528] yes=35,no=36,missing=36,gain=7.55688858,cover=191717
- 35:[PialArea5<0.974509239] yes=71,no=72,missing=72,gain=6.5935955,cover=94742
- 71:leaf=-0.000379553938,cover=0
- 72:leaf=0.000602941844,cover=0
- 36:[Pol<168.023468] yes=73,no=74,missing=73,gain=7.92991447,cover=96975
- 73:leaf=-0.001171479,cover=0
- 74:leaf=-0.000259173481,cover=0
- 18:[PialCurv5<-0.164281175] yes=37,no=38,missing=37,gain=8.9773674,cover=1347
- 37:[Ecc<6.87229633] yes=75,no=76,missing=75,gain=10.0762672,cover=102
- 75:leaf=0.0301780496,cover=0
- 76:leaf=-0.00160888734,cover=0
- 38:[Ecc<12.5441074] yes=77,no=78,missing=77,gain=6.57834625,cover=1245
- 77:leaf=0.00378219667,cover=0
- 78:leaf=-0.00494393706,cover=0
- 4:[PialArea5<1.39628088] yes=9,no=10,missing=10,gain=2.12026215,cover=54546
- 9:[Ecc<20.0856266] yes=19,no=20,missing=20,gain=2.18136168,cover=53031
- 19:[Curv5<-0.130991504] yes=39,no=40,missing=40,gain=1.66514063,cover=35221
- 39:[PialCurv5<-0.128275648] yes=79,no=80,missing=80,gain=2.00452352,cover=34325
- 79:leaf=0.000470143656,cover=0
- 80:leaf=-0.000318400009,cover=0
- 40:[Sulc0<-0.976720333] yes=81,no=82,missing=81,gain=2.10769224,cover=896
- 81:leaf=0.00721014757,cover=0
- 82:leaf=0.0011434952,cover=0
- 20:[LGI5<3.60428405] yes=41,no=42,missing=42,gain=1.78941298,cover=17810
- 41:[Curv5<-0.39144522] yes=83,no=84,missing=84,gain=1.49102581,cover=13019
- 83:leaf=0.00506054144,cover=0
- 84:leaf=0.000539325352,cover=0
- 42:[PialCurv5<-0.111109555] yes=85,no=86,missing=85,gain=1.70293474,cover=4791
- 85:leaf=0.00209213002,cover=0
- 86:leaf=-0.000744732039,cover=0
- 10:[LGI5<3.42912889] yes=21,no=22,missing=21,gain=2.05813265,cover=1515
- 21:[Pol<27.4246235] yes=43,no=44,missing=44,gain=2.16711617,cover=529
- 43:[PialCurv5<-0.120663248] yes=87,no=88,missing=87,gain=1.75107646,cover=375
- 87:leaf=-0.000346487941,cover=0
- 88:leaf=0.00649803365,cover=0
- 44:[Ecc<6.81643343] yes=89,no=90,missing=89,gain=1.16114569,cover=154
- 89:leaf=0.0237440318,cover=0
- 90:leaf=0.00840310752,cover=0
- 22:[PialCurv5<-0.104067586] yes=45,no=46,missing=45,gain=1.02075648,cover=986
- 45:[LGI5<3.74316525] yes=91,no=92,missing=92,gain=0.980478764,cover=739
- 91:leaf=0.000932058902,cover=0
- 92:leaf=-0.00376635767,cover=0
- 46:[LGI5<3.62495422] yes=93,no=94,missing=93,gain=0.884215593,cover=247
- 93:leaf=0.000374321447,cover=0
- 94:leaf=0.00639940193,cover=0
- 2:[Curv5<-0.258777469] yes=5,no=6,missing=5,gain=10.1225653,cover=4518330
- 5:[PialCurv5<-0.144106165] yes=11,no=12,missing=12,gain=22.042263,cover=197440
- 11:[Curv5<-0.297558427] yes=23,no=24,missing=23,gain=8.82558155,cover=118735
- 23:[Pol<143.959366] yes=47,no=48,missing=47,gain=5.61546803,cover=60528
- 47:[Pol<23.2745647] yes=95,no=96,missing=96,gain=3.64451408,cover=41359
- 95:leaf=9.47133231e-06,cover=0
- 96:leaf=0.00101359107,cover=0
- 48:[PialArea5<1.28208315] yes=97,no=98,missing=97,gain=2.39812279,cover=19169
- 97:leaf=-0.000309262978,cover=0
- 98:leaf=-0.00898433477,cover=0
- 24:[Area5<0.644818127] yes=49,no=50,missing=49,gain=4.08959579,cover=58207
- 49:[Area5<0.525751591] yes=99,no=100,missing=100,gain=4.57195568,cover=37710
- 99:leaf=3.12826669e-05,cover=0
- 100:leaf=-0.00116991345,cover=0
- 50:[Pol<155.757294] yes=101,no=102,missing=101,gain=2.72136068,cover=20497
- 101:leaf=0.000439106341,cover=0
- 102:leaf=-0.000826425559,cover=0
- 12:[Area5<0.564792395] yes=25,no=26,missing=25,gain=11.4364662,cover=78705
- 25:[Sulc0<-0.34506914] yes=51,no=52,missing=52,gain=6.80052996,cover=33699
- 51:[LGI5<2.22170687] yes=103,no=104,missing=103,gain=4.84642553,cover=28557
- 103:leaf=0.0028561689,cover=0
- 104:leaf=-0.000129375767,cover=0
- 52:[Pol<170.080093] yes=105,no=106,missing=106,gain=4.39769173,cover=5142
- 105:leaf=0.00172793027,cover=0
- 106:leaf=0.0100022061,cover=0
- 26:[Pol<43.7633247] yes=53,no=54,missing=54,gain=7.93644333,cover=45006
- 53:[Ecc<1.46579576] yes=107,no=108,missing=107,gain=3.6675818,cover=15510
- 107:leaf=-0.00317608542,cover=0
- 108:leaf=0.000779546041,cover=0
- 54:[Pol<151.353775] yes=109,no=110,missing=109,gain=19.7863235,cover=29496
- 109:leaf=0.00326085533,cover=0
- 110:leaf=0.000668364228,cover=0
- 6:[PialCurv5<-0.164281175] yes=13,no=14,missing=13,gain=19.548563,cover=4320890
- 13:[Curv5<-0.22713457] yes=27,no=28,missing=28,gain=12.0914249,cover=14373
- 27:[PialCurv5<-0.175695807] yes=55,no=56,missing=56,gain=2.55021,cover=8767
- 55:[LGI5<2.97342348] yes=111,no=112,missing=111,gain=1.47236681,cover=3338
- 111:leaf=0.00104002794,cover=0
- 112:leaf=0.00327994372,cover=0
- 56:[Curv5<-0.241649449] yes=113,no=114,missing=113,gain=1.15213239,cover=5429
- 113:leaf=-0.00052370911,cover=0
- 114:leaf=0.000999086886,cover=0
- 28:[Curv5<-0.0773924068] yes=57,no=58,missing=57,gain=7.22651672,cover=5606
- 57:[MidArea5<0.63161242] yes=115,no=116,missing=116,gain=6.29483795,cover=5295
- 115:leaf=0.000925701286,cover=0
- 116:leaf=0.0050311517,cover=0
- 58:[Pol<92.1537628] yes=117,no=118,missing=117,gain=4.58428049,cover=311
- 117:leaf=-0.00924635958,cover=0
- 118:leaf=0.00291549228,cover=0
- 14:[Pol<140.372742] yes=29,no=30,missing=29,gain=10.5486679,cover=4306517
- 29:[Ecc<0.669936359] yes=59,no=60,missing=59,gain=31.485218,cover=3402869
- 59:[Area5<0.641697526] yes=119,no=120,missing=119,gain=24.5126209,cover=67390
- 119:leaf=0.000296526734,cover=0
- 120:leaf=0.00227207248,cover=0
- 60:[Sulc0<-0.152423486] yes=121,no=122,missing=121,gain=32.5373726,cover=3335479
- 121:leaf=-0.000266055198,cover=0
- 122:leaf=5.63460162e-05,cover=0
- 30:[Ecc<1.05247808] yes=61,no=62,missing=61,gain=30.1027946,cover=903648
- 61:[Pol<149.072266] yes=123,no=124,missing=123,gain=13.5246429,cover=88383
- 123:leaf=0.000697308569,cover=0
- 124:leaf=-0.000996025861,cover=0
- 62:[Ecc<2.13501525] yes=125,no=126,missing=126,gain=43.7593498,cover=815265
- 125:leaf=0.00166328868,cover=0
- 126:leaf=0.000149400192,cover=0
-booster[319]:
-0:[PialArea5<0.872134149] yes=1,no=2,missing=1,gain=6.00234175,cover=5124388
- 1:[Area5<0.797084928] yes=3,no=4,missing=3,gain=14.0796509,cover=3208493
- 3:[MidArea5<0.770541191] yes=7,no=8,missing=8,gain=10.560626,cover=3067255
- 7:[Area5<0.733255386] yes=15,no=16,missing=15,gain=14.8143883,cover=2896710
- 15:[PialArea5<0.785624862] yes=31,no=32,missing=31,gain=17.1006107,cover=2488017
- 31:[MidArea5<0.70642072] yes=63,no=64,missing=63,gain=10.6810551,cover=1998036
- 63:leaf=-0.000118049713,cover=0
- 64:leaf=-0.00054042571,cover=0
- 32:[Pol<55.3432045] yes=65,no=66,missing=65,gain=22.732029,cover=489981
- 65:leaf=-0.000418474578,cover=0
- 66:leaf=0.000371853996,cover=0
- 16:[Pol<49.2074432] yes=33,no=34,missing=33,gain=37.0062408,cover=408693
- 33:[LGI5<2.69470191] yes=67,no=68,missing=67,gain=17.9658852,cover=24613
- 67:leaf=0.00608510198,cover=0
- 68:leaf=0.00165674591,cover=0
- 34:[Pol<137.578873] yes=69,no=70,missing=69,gain=25.3066368,cover=384080
- 69:leaf=-3.04187824e-06,cover=0
- 70:leaf=0.00149145606,cover=0
- 8:[PialCurv5<-0.0923183635] yes=17,no=18,missing=18,gain=14.4500647,cover=170545
- 17:[Curv5<-0.0902613774] yes=35,no=36,missing=36,gain=11.0923376,cover=20812
- 35:[LGI5<2.63733578] yes=71,no=72,missing=72,gain=4.81699944,cover=20309
- 71:leaf=0.00207725051,cover=0
- 72:leaf=0.000202945244,cover=0
- 36:[Curv5<-0.00141534733] yes=73,no=74,missing=74,gain=6.37287998,cover=503
- 73:leaf=0.00701702246,cover=0
- 74:leaf=0.0373752788,cover=0
- 18:[LGI5<2.96780801] yes=37,no=38,missing=38,gain=11.6401863,cover=149733
- 37:[Pol<30.3635597] yes=75,no=76,missing=75,gain=9.59829903,cover=83811
- 75:leaf=0.0020716947,cover=0
- 76:leaf=-0.000351765746,cover=0
- 38:[Ecc<33.2971039] yes=77,no=78,missing=77,gain=9.5365181,cover=65922
- 77:leaf=-0.0014636385,cover=0
- 78:leaf=-7.70850093e-05,cover=0
- 4:[PialArea5<0.772500634] yes=9,no=10,missing=9,gain=18.3723831,cover=141238
- 9:[LGI5<2.30690479] yes=19,no=20,missing=20,gain=11.0015926,cover=106536
- 19:[Ecc<1.31300318] yes=39,no=40,missing=39,gain=3.31295824,cover=3442
- 39:[Area5<0.924216449] yes=79,no=80,missing=79,gain=4.53869152,cover=600
- 79:leaf=-0.00839307439,cover=0
- 80:leaf=0.000883660396,cover=0
- 40:[PialArea5<0.511941612] yes=81,no=82,missing=81,gain=2.25796795,cover=2842
- 81:leaf=-0.00373951159,cover=0
- 82:leaf=-0.000482373842,cover=0
- 20:[PialCurv5<0.260145098] yes=41,no=42,missing=42,gain=8.88801765,cover=103094
- 41:[Sulc0<1.16950965] yes=83,no=84,missing=84,gain=11.2165794,cover=72057
- 83:leaf=0.00106738252,cover=0
- 84:leaf=0.00498805707,cover=0
- 42:[PialArea5<0.422649235] yes=85,no=86,missing=86,gain=4.24604988,cover=31037
- 85:leaf=0.000893842429,cover=0
- 86:leaf=-0.00030705033,cover=0
- 10:[Pol<46.5024796] yes=21,no=22,missing=21,gain=8.94298172,cover=34702
- 21:[Ecc<9.88196182] yes=43,no=44,missing=43,gain=4.13025951,cover=5780
- 43:[Pol<19.2006226] yes=87,no=88,missing=87,gain=6.30653286,cover=1283
- 87:leaf=-0.00320814899,cover=0
- 88:leaf=0.00503451144,cover=0
- 44:[Sulc0<0.227376223] yes=89,no=90,missing=89,gain=5.9386673,cover=4497
- 89:leaf=0.00450820941,cover=0
- 90:leaf=0.000662609353,cover=0
- 22:[MidArea5<1.02408183] yes=45,no=46,missing=45,gain=4.74985218,cover=28922
- 45:[LGI5<3.56741142] yes=91,no=92,missing=92,gain=2.60150433,cover=28531
- 91:leaf=-0.000867006776,cover=0
- 92:leaf=-0.00289082061,cover=0
- 46:[PialCurv5<-0.0472753309] yes=93,no=94,missing=93,gain=1.30568004,cover=391
- 93:leaf=-0.00732907047,cover=0
- 94:leaf=0.00524739688,cover=0
- 2:[Area5<0.784037054] yes=5,no=6,missing=5,gain=11.0745096,cover=1915895
- 5:[Sulc0<-0.557882011] yes=11,no=12,missing=11,gain=17.4298439,cover=1610796
- 11:[Curv5<-0.132798299] yes=23,no=24,missing=23,gain=28.2366982,cover=931870
- 23:[PialCurv5<-0.0680129603] yes=47,no=48,missing=47,gain=12.7824478,cover=802195
- 47:[Area5<0.499970406] yes=95,no=96,missing=96,gain=13.8163729,cover=782372
- 95:leaf=0.000654156902,cover=0
- 96:leaf=-0.000214647036,cover=0
- 48:[PialArea5<1.06921077] yes=97,no=98,missing=97,gain=5.58873558,cover=19823
- 97:leaf=0.00176508015,cover=0
- 98:leaf=2.37663044e-05,cover=0
- 24:[PialCurv5<-0.0990834236] yes=49,no=50,missing=49,gain=118.188385,cover=129675
- 49:[PialCurv5<-0.11266306] yes=99,no=100,missing=99,gain=17.3116302,cover=8425
- 99:leaf=0.0099434061,cover=0
- 100:leaf=0.0049444316,cover=0
- 50:[Ecc<6.92728615] yes=101,no=102,missing=101,gain=26.0218868,cover=121250
- 101:leaf=0.000658109551,cover=0
- 102:leaf=-0.00110886316,cover=0
- 12:[Pol<44.6807365] yes=25,no=26,missing=26,gain=32.586525,cover=678926
- 25:[Pol<23.2745647] yes=51,no=52,missing=51,gain=18.36516,cover=152888
- 51:[Ecc<24.7238369] yes=103,no=104,missing=103,gain=24.6360683,cover=71946
- 103:leaf=0.0013511508,cover=0
- 104:leaf=-0.00052630459,cover=0
- 52:[Ecc<4.73840666] yes=105,no=106,missing=105,gain=18.1836338,cover=80942
- 105:leaf=0.00140805345,cover=0
- 106:leaf=-0.00109348353,cover=0
- 26:[Ecc<4.00532722] yes=53,no=54,missing=54,gain=53.2712784,cover=526038
- 53:[PialCurv5<0.0262785293] yes=107,no=108,missing=108,gain=35.4285126,cover=79631
- 107:leaf=-0.00107928331,cover=0
- 108:leaf=0.00216406677,cover=0
- 54:[Pol<118.191307] yes=109,no=110,missing=109,gain=28.9156036,cover=446407
- 109:leaf=0.00127778668,cover=0
- 110:leaf=0.000426926883,cover=0
- 6:[PialArea5<1.1133045] yes=13,no=14,missing=13,gain=9.63486671,cover=305099
- 13:[Pol<51.9018669] yes=27,no=28,missing=27,gain=9.59219074,cover=139116
- 27:[Curv5<-0.125495523] yes=55,no=56,missing=55,gain=6.62677956,cover=45448
- 55:[PialCurv5<-0.058241725] yes=111,no=112,missing=111,gain=2.55095029,cover=19191
- 111:leaf=-0.000720245764,cover=0
- 112:leaf=0.00280083087,cover=0
- 56:[PialCurv5<-0.0656740367] yes=113,no=114,missing=113,gain=15.2992725,cover=26257
- 113:leaf=0.00382681866,cover=0
- 114:leaf=0.000147827333,cover=0
- 28:[Pol<144.670364] yes=57,no=58,missing=57,gain=10.2449913,cover=93668
- 57:[LGI5<2.38303256] yes=115,no=116,missing=115,gain=9.95561981,cover=65711
- 115:leaf=0.000718196447,cover=0
- 116:leaf=-0.00134680863,cover=0
- 58:[Curv5<-0.115945198] yes=117,no=118,missing=117,gain=5.76452303,cover=27957
- 117:leaf=-0.000746529084,cover=0
- 118:leaf=0.00069041067,cover=0
- 14:[Pol<172.695618] yes=29,no=30,missing=29,gain=4.3009572,cover=165983
- 29:[Pol<41.8258972] yes=59,no=60,missing=59,gain=6.91024828,cover=154139
- 59:[Ecc<12.1917515] yes=119,no=120,missing=119,gain=6.71437693,cover=86433
- 119:leaf=-0.000481167343,cover=0
- 120:leaf=0.000458956289,cover=0
- 60:[Area5<0.924216449] yes=121,no=122,missing=122,gain=6.90181017,cover=67706
- 121:leaf=0.000700554461,cover=0
- 122:leaf=-0.000769994745,cover=0
- 30:[Ecc<6.64552498] yes=61,no=62,missing=61,gain=7.75251389,cover=11844
- 61:[PialCurv5<-0.153030112] yes=123,no=124,missing=123,gain=4.46697378,cover=936
- 123:leaf=0.0263070799,cover=0
- 124:leaf=0.00297135441,cover=0
- 62:[Ecc<19.170145] yes=125,no=126,missing=125,gain=7.0052352,cover=10908
- 125:leaf=-0.00217460166,cover=0
- 126:leaf=0.000479190901,cover=0
-booster[320]:
-0:[PialArea5<0.955112517] yes=1,no=2,missing=2,gain=5.75185776,cover=5124388
- 1:[Curv5<-0.00141534733] yes=3,no=4,missing=3,gain=9.13672543,cover=3812049
- 3:[Area5<0.691945016] yes=7,no=8,missing=7,gain=33.1687393,cover=1821998
- 7:[PialArea5<0.712173045] yes=15,no=16,missing=16,gain=29.401228,cover=1393038
- 15:[Ecc<14.9070177] yes=31,no=32,missing=31,gain=16.0700264,cover=312892
- 31:[LGI5<2.41022825] yes=63,no=64,missing=63,gain=19.5685959,cover=246811
- 63:leaf=6.59979414e-05,cover=0
- 64:leaf=-0.000900836778,cover=0
- 32:[Pol<107.129471] yes=65,no=66,missing=65,gain=79.4131012,cover=66081
- 65:leaf=0.00176126312,cover=0
- 66:leaf=-0.00174535089,cover=0
- 16:[Curv5<-0.0816265643] yes=33,no=34,missing=34,gain=42.9597359,cover=1080146
- 33:[PialCurv5<-0.0347327143] yes=67,no=68,missing=67,gain=20.723381,cover=892682
- 67:leaf=-6.41799852e-05,cover=0
- 68:leaf=0.00115251541,cover=0
- 34:[PialCurv5<-0.0569176264] yes=69,no=70,missing=69,gain=75.6412048,cover=187464
- 69:leaf=0.00356388511,cover=0
- 70:leaf=0.000450761727,cover=0
- 8:[PialCurv5<-0.0982506946] yes=17,no=18,missing=18,gain=39.2740135,cover=428960
- 17:[Curv5<-0.138079464] yes=35,no=36,missing=35,gain=15.1469479,cover=84695
- 35:[LGI5<2.63290954] yes=71,no=72,missing=71,gain=9.49136543,cover=77361
- 71:leaf=0.00135702651,cover=0
- 72:leaf=-1.79066319e-05,cover=0
- 36:[PialArea5<0.793370187] yes=73,no=74,missing=73,gain=9.15624237,cover=7334
- 73:leaf=0.00048204363,cover=0
- 74:leaf=0.00408616988,cover=0
- 18:[Pol<152.827332] yes=37,no=38,missing=37,gain=27.962326,cover=344265
- 37:[Pol<60.4070244] yes=75,no=76,missing=76,gain=42.3464508,cover=290947
- 75:leaf=2.99848307e-05,cover=0
- 76:leaf=-0.00130698353,cover=0
- 38:[PialArea5<0.613238215] yes=77,no=78,missing=77,gain=12.0042057,cover=53318
- 77:leaf=0.00512179825,cover=0
- 78:leaf=0.000201739254,cover=0
- 4:[PialCurv5<0.0285326894] yes=9,no=10,missing=9,gain=44.6739159,cover=1990051
- 9:[MidArea5<0.582346737] yes=19,no=20,missing=19,gain=28.5653076,cover=162138
- 19:[Ecc<1.68457866] yes=39,no=40,missing=40,gain=21.6673851,cover=26193
- 39:[Area5<0.607942343] yes=79,no=80,missing=80,gain=4.82456589,cover=6517
- 79:leaf=0.000803764444,cover=0
- 80:leaf=0.00363737415,cover=0
- 40:[Pol<93.3357697] yes=81,no=82,missing=81,gain=9.29792976,cover=19676
- 81:leaf=-0.000210381506,cover=0
- 82:leaf=-0.00241636531,cover=0
- 20:[Curv5<0.0146088367] yes=41,no=42,missing=41,gain=27.1285324,cover=135945
- 41:[PialCurv5<0.0044251224] yes=83,no=84,missing=83,gain=15.5602283,cover=58745
- 83:leaf=0.00127042015,cover=0
- 84:leaf=-0.000376708806,cover=0
- 42:[Ecc<5.53207445] yes=85,no=86,missing=85,gain=28.7558823,cover=77200
- 85:leaf=0.000326701673,cover=0
- 86:leaf=0.00240204018,cover=0
- 10:[PialArea5<0.651661396] yes=21,no=22,missing=21,gain=26.8491592,cover=1827913
- 21:[Area5<0.650824547] yes=43,no=44,missing=44,gain=40.6562347,cover=1392074
- 43:[PialArea5<0.511941612] yes=87,no=88,missing=87,gain=20.6079655,cover=347270
- 87:leaf=-0.000179536975,cover=0
- 88:leaf=-0.00109723886,cover=0
- 44:[Curv5<0.081820026] yes=89,no=90,missing=89,gain=51.8997726,cover=1044804
- 89:leaf=0.00102156005,cover=0
- 90:leaf=7.74816508e-05,cover=0
- 22:[LGI5<2.93978119] yes=45,no=46,missing=45,gain=18.3709984,cover=435839
- 45:[Area5<0.613672853] yes=91,no=92,missing=91,gain=12.9921703,cover=248219
- 91:leaf=0.0022527026,cover=0
- 92:leaf=-0.000143702244,cover=0
- 46:[Ecc<8.01039791] yes=93,no=94,missing=93,gain=23.6660995,cover=187620
- 93:leaf=0.00184548553,cover=0
- 94:leaf=-0.000865202805,cover=0
- 2:[Area5<0.987501919] yes=5,no=6,missing=5,gain=6.63508463,cover=1312339
- 5:[MidArea5<1.21578133] yes=11,no=12,missing=12,gain=7.16665602,cover=1299508
- 11:[Curv5<-0.024997253] yes=23,no=24,missing=24,gain=6.34627962,cover=1286836
- 23:[Pol<74.0505524] yes=47,no=48,missing=47,gain=7.14814281,cover=1236590
- 47:[PialCurv5<0.00860458333] yes=95,no=96,missing=95,gain=9.11103344,cover=683284
- 95:leaf=-5.62322784e-05,cover=0
- 96:leaf=0.00211043074,cover=0
- 48:[Pol<107.129471] yes=97,no=98,missing=97,gain=22.6751633,cover=553306
- 97:leaf=0.00127905654,cover=0
- 98:leaf=0.000105992709,cover=0
- 24:[PialCurv5<-0.0154925911] yes=49,no=50,missing=49,gain=72.96595,cover=50246
- 49:[PialCurv5<-0.102360219] yes=99,no=100,missing=99,gain=11.6772537,cover=6496
- 99:leaf=0.0294279736,cover=0
- 100:leaf=0.00539551675,cover=0
- 50:[Pol<158.709351] yes=101,no=102,missing=101,gain=6.44805956,cover=43750
- 101:leaf=5.8837697e-05,cover=0
- 102:leaf=-0.00251092529,cover=0
- 12:[Area5<0.723411918] yes=25,no=26,missing=25,gain=3.79938602,cover=12672
- 25:[Sulc0<-1.02305627] yes=51,no=52,missing=52,gain=3.59609032,cover=1158
- 51:[Curv5<-0.161761403] yes=103,no=104,missing=103,gain=2.75694537,cover=423
- 103:leaf=0.00170668995,cover=0
- 104:leaf=-0.0115121491,cover=0
- 52:[Pol<174.523148] yes=105,no=106,missing=106,gain=2.05331516,cover=735
- 105:leaf=0.00556163304,cover=0
- 106:leaf=0.0187571831,cover=0
- 26:[Ecc<2.97906685] yes=53,no=54,missing=53,gain=2.52443552,cover=11514
- 53:[Sulc0<-0.569364369] yes=107,no=108,missing=108,gain=4.15716171,cover=2357
- 107:leaf=0.00280408026,cover=0
- 108:leaf=-0.0106411986,cover=0
- 54:[Pol<57.8577347] yes=109,no=110,missing=110,gain=4.10846138,cover=9157
- 109:leaf=0.000160389449,cover=0
- 110:leaf=0.00300160027,cover=0
- 6:[LGI5<3.08610082] yes=13,no=14,missing=13,gain=5.53217745,cover=12831
- 13:[LGI5<2.3865335] yes=27,no=28,missing=27,gain=5.90150833,cover=9270
- 27:[Pol<103.851685] yes=55,no=56,missing=55,gain=5.68043709,cover=2204
- 55:[Ecc<3.16401935] yes=111,no=112,missing=112,gain=11.1990299,cover=1222
- 111:leaf=0.000650725735,cover=0
- 112:leaf=0.0132675022,cover=0
- 56:[Ecc<1.3629595] yes=113,no=114,missing=113,gain=4.09621525,cover=982
- 113:leaf=0.00612835446,cover=0
- 114:leaf=-0.00349606317,cover=0
- 28:[PialCurv5<-0.0487009101] yes=57,no=58,missing=57,gain=8.8603096,cover=7066
- 57:[Pol<145.397461] yes=115,no=116,missing=115,gain=4.50846577,cover=4705
- 115:leaf=-0.00185221178,cover=0
- 116:leaf=0.00220076903,cover=0
- 58:[Curv5<0.0915888697] yes=117,no=118,missing=117,gain=4.5469532,cover=2361
- 117:leaf=-0.00582720479,cover=0
- 118:leaf=0.000234636784,cover=0
- 14:[PialArea5<1.18617713] yes=29,no=30,missing=29,gain=4.38297367,cover=3561
- 29:[Pol<163.028091] yes=59,no=60,missing=60,gain=2.14824724,cover=468
- 59:[Sulc0<-0.0250212289] yes=119,no=120,missing=119,gain=2.35814714,cover=450
- 119:leaf=-0.00343869859,cover=0
- 120:leaf=0.00608657207,cover=0
- 60:[Ecc<16.5318356] yes=121,no=122,missing=122,gain=0.0158865452,cover=18
- 121:leaf=0.00578987598,cover=0
- 122:leaf=0.0221954323,cover=0
- 30:[Ecc<30.959959] yes=61,no=62,missing=61,gain=2.59642076,cover=3093
- 61:[PialCurv5<-0.14160423] yes=123,no=124,missing=123,gain=2.19226241,cover=2529
- 123:leaf=-0.00399739342,cover=0
- 124:leaf=0.00110254413,cover=0
- 62:[Curv5<-0.192867488] yes=125,no=126,missing=125,gain=3.1856277,cover=564
- 125:leaf=-0.0130992131,cover=0
- 126:leaf=-0.00169803877,cover=0
-booster[321]:
-0:[PialArea5<0.355263293] yes=1,no=2,missing=2,gain=5.57063627,cover=5124388
- 1:[Curv5<0.128008828] yes=3,no=4,missing=3,gain=7.21877623,cover=262995
- 3:[Curv5<0.0574831441] yes=7,no=8,missing=7,gain=6.06261921,cover=29596
- 7:[LGI5<3.34776258] yes=15,no=16,missing=16,gain=4.05692577,cover=3076
- 15:[Area5<0.730491161] yes=31,no=32,missing=32,gain=3.32128978,cover=2603
- 31:[Ecc<19.4699688] yes=63,no=64,missing=63,gain=2.56333613,cover=2563
- 63:leaf=-0.00109065545,cover=0
- 64:leaf=0.00248868624,cover=0
- 32:[Pol<91.5616074] yes=65,no=66,missing=65,gain=1.73049021,cover=40
- 65:leaf=-0.0305625331,cover=0
- 66:leaf=-0.00757077197,cover=0
- 16:[Ecc<33.9075584] yes=33,no=34,missing=33,gain=4.14208937,cover=473
- 33:[Ecc<14.28263] yes=67,no=68,missing=68,gain=2.82971382,cover=350
- 67:leaf=0.00267802575,cover=0
- 68:leaf=-0.0100154532,cover=0
- 34:[Sulc0<0.795422614] yes=69,no=70,missing=69,gain=2.22630715,cover=123
- 69:leaf=-0.00345576415,cover=0
- 70:leaf=0.00999433547,cover=0
- 8:[LGI5<3.84897733] yes=17,no=18,missing=17,gain=3.04601192,cover=26520
- 17:[Area5<0.651789546] yes=35,no=36,missing=35,gain=2.84037971,cover=26231
- 35:[PialCurv5<0.224192142] yes=71,no=72,missing=71,gain=4.75347757,cover=10715
- 71:leaf=0.00121284963,cover=0
- 72:leaf=-0.00108163792,cover=0
- 36:[LGI5<3.13142419] yes=73,no=74,missing=73,gain=3.57208252,cover=15516
- 73:leaf=0.0021792131,cover=0
- 74:leaf=0.000619734114,cover=0
- 18:[Sulc0<0.506771445] yes=37,no=38,missing=37,gain=5.24660206,cover=289
- 37:[PialCurv5<0.0959877223] yes=75,no=76,missing=75,gain=1.41169679,cover=47
- 75:leaf=-0.0204391219,cover=0
- 76:leaf=-0.00241685123,cover=0
- 38:[Ecc<41.2560654] yes=77,no=78,missing=77,gain=1.78085899,cover=242
- 77:leaf=0.010292856,cover=0
- 78:leaf=-0.00825028773,cover=0
- 4:[Sulc0<0.517823458] yes=9,no=10,missing=9,gain=5.85640287,cover=233399
- 9:[Area5<0.615061462] yes=19,no=20,missing=19,gain=8.92367554,cover=48095
- 19:[Pol<68.1421661] yes=39,no=40,missing=39,gain=3.3715055,cover=19733
- 39:[Ecc<1.96654522] yes=79,no=80,missing=80,gain=2.74087214,cover=342
- 79:leaf=-0.000722658238,cover=0
- 80:leaf=0.00838720985,cover=0
- 40:[PialCurv5<-0.0154925911] yes=81,no=82,missing=82,gain=3.66844535,cover=19391
- 81:leaf=-0.00775032863,cover=0
- 82:leaf=-0.000217606546,cover=0
- 20:[Ecc<12.3665791] yes=41,no=42,missing=41,gain=4.29873657,cover=28362
- 41:[Ecc<3.29132295] yes=83,no=84,missing=83,gain=6.33421135,cover=24797
- 83:leaf=0.000300838641,cover=0
- 84:leaf=0.00199255603,cover=0
- 42:[Pol<121.948479] yes=85,no=86,missing=85,gain=5.72934675,cover=3565
- 85:leaf=-0.00122475589,cover=0
- 86:leaf=0.00463697454,cover=0
- 10:[Pol<53.6550331] yes=21,no=22,missing=22,gain=5.0662303,cover=185304
- 21:[Pol<34.3003769] yes=43,no=44,missing=43,gain=0.741596699,cover=1223
- 43:[Sulc0<1.25822949] yes=87,no=88,missing=87,gain=1.0356921,cover=388
- 87:leaf=0.00390705606,cover=0
- 88:leaf=-0.00124985096,cover=0
- 44:[PialCurv5<0.128475845] yes=89,no=90,missing=89,gain=1.21858311,cover=835
- 89:leaf=-0.00427910313,cover=0
- 90:leaf=0.00448314985,cover=0
- 22:[PialCurv5<0.141046807] yes=45,no=46,missing=45,gain=4.81611729,cover=184081
- 45:[Sulc0<0.966456771] yes=91,no=92,missing=91,gain=5.28809357,cover=6639
- 91:leaf=0.000608369533,cover=0
- 92:leaf=0.00416660216,cover=0
- 46:[Area5<0.877147377] yes=93,no=94,missing=93,gain=4.70669937,cover=177442
- 93:leaf=-7.76645538e-05,cover=0
- 94:leaf=0.00646867836,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=6,gain=8.6357317,cover=4861393
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=9.70983601,cover=4810650
- 11:[PialArea5<0.811158121] yes=23,no=24,missing=23,gain=6.97050142,cover=4808617
- 23:[Area5<0.739104271] yes=47,no=48,missing=47,gain=26.7014656,cover=2406823
- 47:[Ecc<36.5542564] yes=95,no=96,missing=96,gain=13.6640263,cover=1938435
- 95:leaf=-0.000119004937,cover=0
- 96:leaf=-0.000741727883,cover=0
- 48:[Pol<50.9985542] yes=97,no=98,missing=97,gain=35.3343925,cover=468388
- 97:leaf=0.00176349992,cover=0
- 98:leaf=0.000145495476,cover=0
- 24:[Area5<0.715747833] yes=49,no=50,missing=49,gain=17.6036644,cover=2401794
- 49:[Curv5<-0.0642315522] yes=99,no=100,missing=99,gain=37.1060219,cover=1471602
- 99:leaf=7.96340901e-05,cover=0
- 100:leaf=0.000934363983,cover=0
- 50:[PialArea5<0.981038809] yes=101,no=102,missing=101,gain=17.1018276,cover=930192
- 101:leaf=-0.000388121698,cover=0
- 102:leaf=5.26347212e-05,cover=0
- 12:[PialArea5<0.632563293] yes=25,no=26,missing=26,gain=3.24385738,cover=2033
- 25:[Area5<0.521939099] yes=51,no=52,missing=52,gain=3.37628794,cover=1894
- 51:[Curv5<0.0736173838] yes=103,no=104,missing=104,gain=0.961170197,cover=58
- 103:leaf=-0.0209542532,cover=0
- 104:leaf=-0.00534734922,cover=0
- 52:[Pol<3.6072247] yes=105,no=106,missing=105,gain=2.563375,cover=1836
- 105:leaf=0.0432952717,cover=0
- 106:leaf=0.00319166668,cover=0
- 26:[MidArea5<0.707922041] yes=53,no=54,missing=53,gain=2.88941288,cover=139
- 53:[Curv5<0.141257599] yes=107,no=108,missing=108,gain=1.2674408,cover=95
- 107:leaf=0.0111417482,cover=0
- 108:leaf=0.0235707518,cover=0
- 54:[Pol<30.3635597] yes=109,no=110,missing=109,gain=1.21415079,cover=44
- 109:leaf=0.0193525236,cover=0
- 110:leaf=-0.00326297805,cover=0
- 6:[PialArea5<0.550757647] yes=13,no=14,missing=13,gain=3.0705452,cover=50743
- 13:[Pol<167.338547] yes=27,no=28,missing=28,gain=2.33455944,cover=49204
- 27:[Pol<130.198486] yes=55,no=56,missing=56,gain=2.05951262,cover=44910
- 55:[Sulc0<0.383163035] yes=111,no=112,missing=111,gain=2.16030693,cover=42198
- 111:leaf=-0.00105454854,cover=0
- 112:leaf=-0.00033859277,cover=0
- 56:[PialCurv5<0.0798129067] yes=113,no=114,missing=113,gain=2.79892278,cover=2712
- 113:leaf=0.0147603815,cover=0
- 114:leaf=0.000528387434,cover=0
- 28:[LGI5<2.93433285] yes=57,no=58,missing=58,gain=2.80012989,cover=4294
- 57:[LGI5<2.72552347] yes=115,no=116,missing=115,gain=5.43095398,cover=2455
- 115:leaf=-0.00230776425,cover=0
- 116:leaf=0.00278188731,cover=0
- 58:[LGI5<3.58443618] yes=117,no=118,missing=117,gain=1.02240849,cover=1839
- 117:leaf=-0.00347592356,cover=0
- 118:leaf=0.00542399241,cover=0
- 14:[Area5<0.655598104] yes=29,no=30,missing=30,gain=2.24415445,cover=1539
- 29:[LGI5<2.93978119] yes=59,no=60,missing=60,gain=2.21637797,cover=375
- 59:[Sulc0<-0.678985238] yes=119,no=120,missing=119,gain=0.914721608,cover=292
- 119:leaf=-0.0107272109,cover=0
- 120:leaf=0.0033925497,cover=0
- 60:[Pol<157.965515] yes=121,no=122,missing=121,gain=2.5438242,cover=83
- 121:leaf=0.0169270169,cover=0
- 122:leaf=-0.00335332449,cover=0
- 30:[PialCurv5<0.134718806] yes=61,no=62,missing=62,gain=1.42738652,cover=1164
- 61:[Ecc<7.7481575] yes=123,no=124,missing=124,gain=0.669180751,cover=108
- 123:leaf=0.00348885474,cover=0
- 124:leaf=0.0124307182,cover=0
- 62:[MidArea5<0.92614764] yes=125,no=126,missing=125,gain=0.94121635,cover=1056
- 125:leaf=-0.000503603893,cover=0
- 126:leaf=0.00553638255,cover=0
-booster[322]:
-0:[Area5<0.380439579] yes=1,no=2,missing=2,gain=5.39511538,cover=5124388
- 1:[PialCurv5<-0.0280297659] yes=3,no=4,missing=3,gain=2.75209141,cover=20016
- 3:[MidArea5<0.48507002] yes=7,no=8,missing=7,gain=2.53260422,cover=19654
- 7:[PialArea5<0.605248392] yes=15,no=16,missing=15,gain=5.96918011,cover=3780
- 15:[MidArea5<0.460721314] yes=31,no=32,missing=31,gain=2.70440507,cover=3100
- 31:[PialCurv5<-0.210138425] yes=63,no=64,missing=63,gain=2.30182099,cover=2234
- 63:leaf=-0.00113521272,cover=0
- 64:leaf=0.00285756658,cover=0
- 32:[Curv5<-0.215837389] yes=65,no=66,missing=65,gain=1.58063483,cover=866
- 65:leaf=-0.00292284391,cover=0
- 66:leaf=0.00146580779,cover=0
- 16:[Pol<61.2046547] yes=33,no=34,missing=33,gain=1.42674637,cover=680
- 33:[Ecc<7.64592981] yes=67,no=68,missing=68,gain=0.360562295,cover=110
- 67:leaf=-9.26461071e-05,cover=0
- 68:leaf=0.00801976118,cover=0
- 34:[MidArea5<0.474339783] yes=69,no=70,missing=69,gain=1.06024647,cover=570
- 69:leaf=0.0101906788,cover=0
- 70:leaf=0.00566150993,cover=0
- 8:[PialArea5<0.658944428] yes=17,no=18,missing=17,gain=2.62589574,cover=15874
- 17:[PialCurv5<-0.130080611] yes=35,no=36,missing=35,gain=1.38682163,cover=1817
- 35:[LGI5<2.76843596] yes=71,no=72,missing=71,gain=0.959444523,cover=990
- 71:leaf=-0.0033122662,cover=0
- 72:leaf=0.00030786448,cover=0
- 36:[Pol<174.523148] yes=73,no=74,missing=73,gain=0.809626937,cover=827
- 73:leaf=0.000614336517,cover=0
- 74:leaf=-0.00870529935,cover=0
- 18:[MidArea5<0.512587845] yes=37,no=38,missing=37,gain=6.29060602,cover=14057
- 37:[LGI5<2.28518939] yes=75,no=76,missing=75,gain=1.11580563,cover=961
- 75:leaf=0.00078791118,cover=0
- 76:leaf=0.00548753003,cover=0
- 38:[PialArea5<0.702764034] yes=77,no=78,missing=77,gain=2.68617249,cover=13096
- 77:leaf=-0.00110614195,cover=0
- 78:leaf=0.000872898323,cover=0
- 4:[LGI5<3.06739473] yes=9,no=10,missing=9,gain=0.968066216,cover=362
- 9:[Sulc0<0.495946974] yes=19,no=20,missing=19,gain=0.751531899,cover=245
- 19:[PialArea5<0.702764034] yes=39,no=40,missing=39,gain=0.683310926,cover=185
- 39:[Ecc<10.569519] yes=79,no=80,missing=80,gain=0.383269429,cover=171
- 79:leaf=-0.00326420809,cover=0
- 80:leaf=-0.0106896879,cover=0
- 40:[Curv5<-0.0553030409] yes=81,no=82,missing=81,gain=0.21869874,cover=14
- 81:leaf=0.00306229293,cover=0
- 82:leaf=0.0171203259,cover=0
- 20:[PialCurv5<0.175003663] yes=41,no=42,missing=42,gain=0.329532862,cover=60
- 41:[Ecc<11.1913614] yes=83,no=84,missing=83,gain=0.0444673747,cover=12
- 83:leaf=-0.00184925494,cover=0
- 84:leaf=-0.00849804003,cover=0
- 42:[PialCurv5<0.309146255] yes=85,no=86,missing=85,gain=0.0924800336,cover=48
- 85:leaf=0.00221425924,cover=0
- 86:leaf=0.00679345569,cover=0
- 10:[PialArea5<0.292306483] yes=21,no=22,missing=22,gain=1.17858839,cover=117
- 21:[Ecc<12.5441074] yes=43,no=44,missing=44,gain=0.611217618,cover=71
- 43:leaf=0.0160018113,cover=0
- 44:[PialCurv5<0.0987490341] yes=87,no=88,missing=87,gain=0.284966677,cover=68
- 87:leaf=-0.00843581092,cover=0
- 88:leaf=-0.00169847661,cover=0
- 22:[Sulc0<0.517823458] yes=45,no=46,missing=45,gain=0.590343952,cover=46
- 45:[Curv5<-0.200394869] yes=89,no=90,missing=90,gain=0.337306261,cover=20
- 89:leaf=0.00465936679,cover=0
- 90:leaf=-0.0211938657,cover=0
- 46:[PialArea5<0.454431564] yes=91,no=92,missing=92,gain=0.30388844,cover=26
- 91:leaf=-0.0101596471,cover=0
- 92:leaf=0.00397183839,cover=0
- 2:[Sulc0<-0.987509191] yes=5,no=6,missing=5,gain=5.74085808,cover=5104372
- 5:[Area5<0.756765008] yes=11,no=12,missing=11,gain=5.9399848,cover=259029
- 11:[Pol<137.578873] yes=23,no=24,missing=23,gain=2.80820847,cover=231645
- 23:[Ecc<2.73602629] yes=47,no=48,missing=47,gain=4.16980839,cover=153608
- 47:[Pol<55.3432045] yes=93,no=94,missing=93,gain=6.96250772,cover=83906
- 93:leaf=-0.00071140466,cover=0
- 94:leaf=0.000304294954,cover=0
- 48:[PialCurv5<-0.0748331472] yes=95,no=96,missing=95,gain=5.12641525,cover=69702
- 95:leaf=0.000148053936,cover=0
- 96:leaf=-0.00337388716,cover=0
- 24:[Ecc<19.4699688] yes=49,no=50,missing=49,gain=6.97464275,cover=78037
- 49:[Curv5<-0.177508175] yes=97,no=98,missing=97,gain=5.2948494,cover=73190
- 97:leaf=-0.0005403533,cover=0
- 98:leaf=-0.00196904782,cover=0
- 50:[PialArea5<0.928637981] yes=99,no=100,missing=99,gain=1.302037,cover=4847
- 99:leaf=0.000540330657,cover=0
- 100:leaf=0.00218863925,cover=0
- 12:[LGI5<2.41354537] yes=25,no=26,missing=25,gain=2.12891793,cover=27384
- 25:[Curv5<-0.100392215] yes=51,no=52,missing=51,gain=2.60510087,cover=4341
- 51:[Curv5<-0.169727564] yes=101,no=102,missing=102,gain=2.00638914,cover=4203
- 101:leaf=0.00107915141,cover=0
- 102:leaf=0.00361951254,cover=0
- 52:[Ecc<0.406764686] yes=103,no=104,missing=103,gain=1.01258385,cover=138
- 103:leaf=0.0101955794,cover=0
- 104:leaf=-0.00640481804,cover=0
- 26:[Ecc<1.3629595] yes=53,no=54,missing=54,gain=2.8919239,cover=23043
- 53:[Curv5<-0.204921171] yes=105,no=106,missing=105,gain=1.42460084,cover=632
- 105:leaf=-9.47689841e-05,cover=0
- 106:leaf=-0.0049578459,cover=0
- 54:[Curv5<-0.0837168768] yes=107,no=108,missing=108,gain=2.41480064,cover=22411
- 107:leaf=0.00034082777,cover=0
- 108:leaf=0.0108306389,cover=0
- 6:[PialArea5<0.844099998] yes=13,no=14,missing=14,gain=7.60396147,cover=4845343
- 13:[Area5<0.782137334] yes=27,no=28,missing=27,gain=16.8502159,cover=2925439
- 27:[MidArea5<0.761092186] yes=55,no=56,missing=55,gain=10.587163,cover=2732367
- 55:[Area5<0.720865786] yes=109,no=110,missing=109,gain=11.9371929,cover=2611581
- 109:leaf=-0.000103905215,cover=0
- 110:leaf=0.000169490289,cover=0
- 56:[PialCurv5<-0.0868030339] yes=111,no=112,missing=111,gain=10.5153093,cover=120786
- 111:leaf=0.000864931673,cover=0
- 112:leaf=-0.000687105698,cover=0
- 28:[Curv5<0.0300692953] yes=57,no=58,missing=58,gain=14.0381069,cover=193072
- 57:[Pol<123.615685] yes=113,no=114,missing=113,gain=10.0388222,cover=28722
- 113:leaf=-0.00131094211,cover=0
- 114:leaf=0.000636588782,cover=0
- 58:[PialCurv5<0.0567538291] yes=115,no=116,missing=115,gain=10.7276077,cover=164350
- 115:leaf=0.00238185073,cover=0
- 116:leaf=0.000497011642,cover=0
- 14:[Area5<0.754342616] yes=29,no=30,missing=29,gain=18.3270302,cover=1919904
- 29:[Sulc0<0.20153527] yes=59,no=60,missing=60,gain=21.6544018,cover=1426222
- 59:[Pol<59.5955544] yes=117,no=118,missing=117,gain=15.9747543,cover=1399720
- 117:leaf=-6.20376741e-05,cover=0
- 118:leaf=0.000284731272,cover=0
- 60:[Sulc0<0.676033437] yes=119,no=120,missing=120,gain=7.26629639,cover=26502
- 119:leaf=0.00153938693,cover=0
- 120:leaf=0.0143599408,cover=0
- 30:[Ecc<0.513775289] yes=61,no=62,missing=62,gain=8.85389519,cover=493682
- 61:[Sulc0<-0.510775328] yes=121,no=122,missing=122,gain=10.3164768,cover=2261
- 121:leaf=0.00468383636,cover=0
- 122:leaf=-0.00360742095,cover=0
- 62:[PialArea5<1.04185641] yes=123,no=124,missing=123,gain=8.43830109,cover=491421
- 123:leaf=-0.000431855588,cover=0
- 124:leaf=-1.26513833e-05,cover=0
-booster[323]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=1,gain=5.37568092,cover=5124388
- 1:[Area5<0.687926829] yes=3,no=4,missing=4,gain=3.62645102,cover=100082
- 3:[PialArea5<0.245474651] yes=7,no=8,missing=7,gain=1.61881137,cover=78007
- 7:[MidArea5<0.439916283] yes=15,no=16,missing=15,gain=3.86095905,cover=17476
- 15:[Area5<0.642765105] yes=31,no=32,missing=31,gain=9.04903603,cover=13742
- 31:[MidArea5<0.421422303] yes=63,no=64,missing=63,gain=3.5549233,cover=12178
- 63:leaf=0.00103562535,cover=0
- 64:leaf=-0.000961049634,cover=0
- 32:[Ecc<17.7876587] yes=65,no=66,missing=65,gain=1.50988293,cover=1564
- 65:leaf=0.00586740067,cover=0
- 66:leaf=0.00269243657,cover=0
- 16:[Curv5<0.177453667] yes=33,no=34,missing=33,gain=2.69894934,cover=3734
- 33:[Ecc<7.79996967] yes=67,no=68,missing=68,gain=2.45611191,cover=1306
- 67:leaf=0.00709897978,cover=0
- 68:leaf=0.000258668995,cover=0
- 34:[Sulc0<1.02827847] yes=69,no=70,missing=69,gain=1.01999426,cover=2428
- 69:leaf=-0.00110422017,cover=0
- 70:leaf=-0.00332985981,cover=0
- 8:[Area5<0.584141672] yes=17,no=18,missing=18,gain=2.28764701,cover=60531
- 17:[Sulc0<1.06550956] yes=35,no=36,missing=35,gain=1.2644949,cover=10239
- 35:[LGI5<3.13786864] yes=71,no=72,missing=71,gain=2.0155313,cover=9339
- 71:leaf=-0.000692612259,cover=0
- 72:leaf=0.00161172205,cover=0
- 36:[Curv5<0.186949074] yes=73,no=74,missing=73,gain=1.8368504,cover=900
- 73:leaf=-0.00609464478,cover=0
- 74:leaf=-0.00101220899,cover=0
- 18:[Sulc0<0.443755656] yes=37,no=38,missing=37,gain=2.51064897,cover=50292
- 37:[Ecc<0.836319208] yes=75,no=76,missing=75,gain=2.15422845,cover=5671
- 75:leaf=-0.00122194004,cover=0
- 76:leaf=0.00160021486,cover=0
- 38:[PialCurv5<0.141046807] yes=77,no=78,missing=78,gain=1.80008268,cover=44621
- 77:leaf=0.00129016442,cover=0
- 78:leaf=8.8513907e-06,cover=0
- 4:[MidArea5<0.460721314] yes=9,no=10,missing=9,gain=3.87673759,cover=22075
- 9:[PialCurv5<0.493508637] yes=19,no=20,missing=19,gain=1.71540785,cover=636
- 19:[Area5<0.706109285] yes=39,no=40,missing=40,gain=0.94517231,cover=506
- 39:[MidArea5<0.451744556] yes=79,no=80,missing=79,gain=0.775476933,cover=388
- 79:leaf=0.00756368926,cover=0
- 80:leaf=0.00299892505,cover=0
- 40:[Curv5<0.135532871] yes=81,no=82,missing=82,gain=0.529018402,cover=118
- 81:leaf=-0.00861550309,cover=0
- 82:leaf=0.0105601856,cover=0
- 20:[Ecc<26.874506] yes=41,no=42,missing=41,gain=0.786257267,cover=130
- 41:[Curv5<0.266060919] yes=83,no=84,missing=84,gain=0.765148222,cover=55
- 83:leaf=0.00172564329,cover=0
- 84:leaf=0.0184769649,cover=0
- 42:[Curv5<0.245671451] yes=85,no=86,missing=85,gain=0.89057219,cover=75
- 85:leaf=0.00261629885,cover=0
- 86:leaf=-0.00828181766,cover=0
- 10:[Ecc<2.91795349] yes=21,no=22,missing=22,gain=2.63139248,cover=21439
- 21:[Pol<47.409153] yes=43,no=44,missing=43,gain=0.844721079,cover=217
- 43:[Ecc<1.26157856] yes=87,no=88,missing=88,gain=0.0450541675,cover=9
- 87:leaf=-0.00211220677,cover=0
- 88:leaf=-0.0103308326,cover=0
- 44:[LGI5<2.45932961] yes=89,no=90,missing=89,gain=0.986670494,cover=208
- 89:leaf=0.00240222085,cover=0
- 90:leaf=0.00956376921,cover=0
- 22:[LGI5<2.60638428] yes=45,no=46,missing=45,gain=3.06254435,cover=21222
- 45:[Sulc0<0.676033437] yes=91,no=92,missing=92,gain=3.93943381,cover=3816
- 91:leaf=0.00214466383,cover=0
- 92:leaf=-0.00149085489,cover=0
- 46:[Pol<103.31839] yes=93,no=94,missing=93,gain=2.05912352,cover=17406
- 93:leaf=0.000785228331,cover=0
- 94:leaf=0.00220320211,cover=0
- 2:[PialCurv5<0.362132162] yes=5,no=6,missing=6,gain=6.1645236,cover=5024306
- 5:[PialArea5<0.454431564] yes=11,no=12,missing=11,gain=8.22357559,cover=4904005
- 11:[PialCurv5<-0.00763805071] yes=23,no=24,missing=23,gain=21.3036613,cover=483821
- 23:[Ecc<8.55626965] yes=47,no=48,missing=48,gain=3.93683815,cover=9598
- 47:[Pol<115.563423] yes=95,no=96,missing=96,gain=2.66480684,cover=5279
- 95:leaf=-0.00216309004,cover=0
- 96:leaf=0.000117229589,cover=0
- 48:[Pol<73.3354874] yes=97,no=98,missing=98,gain=3.28969193,cover=4319
- 97:leaf=-0.00106883002,cover=0
- 98:leaf=-0.00412585447,cover=0
- 24:[Pol<117.668175] yes=49,no=50,missing=50,gain=16.8484573,cover=474223
- 49:[Pol<82.8478928] yes=99,no=100,missing=99,gain=22.4351025,cover=407814
- 99:leaf=0.000961402839,cover=0
- 100:leaf=-4.01499929e-05,cover=0
- 50:[Pol<156.492447] yes=101,no=102,missing=101,gain=8.4463768,cover=66409
- 101:leaf=0.00133681705,cover=0
- 102:leaf=8.44645183e-05,cover=0
- 12:[Curv5<0.081820026] yes=25,no=26,missing=25,gain=17.8433571,cover=4420184
- 25:[Sulc0<0.364060968] yes=51,no=52,missing=51,gain=25.609148,cover=3850484
- 51:[Pol<116.093399] yes=103,no=104,missing=103,gain=13.7324924,cover=3625631
- 103:leaf=7.61016345e-05,cover=0
- 104:leaf=-0.000119192606,cover=0
- 52:[PialCurv5<0.175003663] yes=105,no=106,missing=106,gain=16.605257,cover=224853
- 105:leaf=0.000633664196,cover=0
- 106:leaf=-0.00136307871,cover=0
- 26:[Pol<48.3047981] yes=53,no=54,missing=53,gain=20.147028,cover=569700
- 53:[PialCurv5<0.0987490341] yes=107,no=108,missing=107,gain=30.5965729,cover=18800
- 107:leaf=0.00516819349,cover=0
- 108:leaf=0.000268826581,cover=0
- 54:[Pol<130.822815] yes=109,no=110,missing=109,gain=21.5694046,cover=550900
- 109:leaf=-0.000457497314,cover=0
- 110:leaf=0.000469933089,cover=0
- 6:[PialCurv5<0.493508637] yes=13,no=14,missing=13,gain=8.39687538,cover=120301
- 13:[Sulc0<0.586347759] yes=27,no=28,missing=27,gain=4.52854443,cover=110226
- 27:[Curv5<0.164550796] yes=55,no=56,missing=56,gain=3.59187388,cover=42181
- 55:[Pol<172.045227] yes=111,no=112,missing=111,gain=2.30339265,cover=7323
- 111:leaf=0.000782870862,cover=0
- 112:leaf=0.00640474493,cover=0
- 56:[PialArea5<0.404493898] yes=113,no=114,missing=114,gain=2.18421221,cover=34858
- 113:leaf=7.9908059e-05,cover=0
- 114:leaf=-0.000713253394,cover=0
- 28:[Ecc<26.874506] yes=57,no=58,missing=57,gain=6.05992222,cover=68045
- 57:[PialArea5<0.546516836] yes=115,no=116,missing=115,gain=4.27828979,cover=50057
- 115:leaf=-0.0010659945,cover=0
- 116:leaf=0.00386426086,cover=0
- 58:[Area5<0.624364853] yes=117,no=118,missing=117,gain=2.07039714,cover=17988
- 117:leaf=-0.00208318583,cover=0
- 118:leaf=0.000182713484,cover=0
- 14:[PialArea5<0.632563293] yes=29,no=30,missing=30,gain=5.47145748,cover=10075
- 29:[Curv5<0.233002663] yes=59,no=60,missing=59,gain=3.42377186,cover=9929
- 59:[Sulc0<0.849368811] yes=119,no=120,missing=119,gain=4.43822908,cover=5848
- 119:leaf=0.00270336936,cover=0
- 120:leaf=-0.000154030466,cover=0
- 60:[LGI5<3.64692807] yes=121,no=122,missing=121,gain=1.49191201,cover=4081
- 121:leaf=-6.6107008e-05,cover=0
- 122:leaf=-0.00572500378,cover=0
- 30:[MidArea5<0.70642072] yes=61,no=62,missing=61,gain=3.00097752,cover=146
- 61:[Curv5<0.141257599] yes=123,no=124,missing=124,gain=1.41163063,cover=99
- 123:leaf=0.0105981836,cover=0
- 124:leaf=0.0232043676,cover=0
- 62:[Pol<30.3635597] yes=125,no=126,missing=125,gain=1.10090899,cover=47
- 125:leaf=0.0185269844,cover=0
- 126:leaf=-0.00289069419,cover=0
-booster[324]:
-0:[Area5<0.4695113] yes=1,no=2,missing=1,gain=5.37866974,cover=5124388
- 1:[Sulc0<0.0530014001] yes=3,no=4,missing=3,gain=5.58073902,cover=160410
- 3:[Curv5<-0.172863677] yes=7,no=8,missing=8,gain=5.86874628,cover=154364
- 7:[Ecc<1.57116413] yes=15,no=16,missing=16,gain=5.77564764,cover=118863
- 15:[Pol<157.22821] yes=31,no=32,missing=31,gain=3.7706356,cover=40766
- 31:[PialArea5<0.772500634] yes=63,no=64,missing=64,gain=3.28546977,cover=37729
- 63:leaf=-0.000729885476,cover=0
- 64:leaf=0.000218484012,cover=0
- 32:[Curv5<-0.303613424] yes=65,no=66,missing=65,gain=0.938148975,cover=3037
- 65:leaf=-0.00485211611,cover=0
- 66:leaf=-0.00173029141,cover=0
- 16:[LGI5<3.26095963] yes=33,no=34,missing=34,gain=3.20970488,cover=78097
- 33:[PialCurv5<-0.08490628] yes=67,no=68,missing=67,gain=2.68631148,cover=74754
- 67:leaf=0.000295584643,cover=0
- 68:leaf=0.0017785352,cover=0
- 34:[Curv5<-0.350989401] yes=69,no=70,missing=70,gain=4.70446014,cover=3343
- 69:leaf=-0.00143947068,cover=0
- 70:leaf=0.00298187975,cover=0
- 8:[PialCurv5<-0.0114707183] yes=17,no=18,missing=17,gain=4.85632706,cover=35501
- 17:[Sulc0<-0.808473051] yes=35,no=36,missing=36,gain=4.54870987,cover=32306
- 35:[Curv5<-0.0439181365] yes=71,no=72,missing=71,gain=3.01012015,cover=6838
- 71:leaf=2.0516527e-05,cover=0
- 72:leaf=-0.0148938438,cover=0
- 36:[LGI5<2.63733578] yes=73,no=74,missing=73,gain=4.27371788,cover=25468
- 73:leaf=0.00174598175,cover=0
- 74:leaf=0.000190493287,cover=0
- 18:[Pol<38.1036148] yes=37,no=38,missing=37,gain=2.91327286,cover=3195
- 37:[Ecc<3.22716212] yes=75,no=76,missing=75,gain=3.08319306,cover=90
- 75:leaf=-0.00065281376,cover=0
- 76:leaf=-0.0190754961,cover=0
- 38:[Ecc<24.7238369] yes=77,no=78,missing=78,gain=2.71306849,cover=3105
- 77:leaf=-0.000577083498,cover=0
- 78:leaf=-0.0195297766,cover=0
- 4:[Pol<47.409153] yes=9,no=10,missing=9,gain=3.17918468,cover=6046
- 9:[Curv5<-0.127358407] yes=19,no=20,missing=20,gain=4.22138023,cover=218
- 19:[PialArea5<0.458904862] yes=39,no=40,missing=39,gain=0.763118625,cover=112
- 39:[LGI5<3.04290652] yes=79,no=80,missing=80,gain=0.258801818,cover=30
- 79:leaf=-0.00242619007,cover=0
- 80:leaf=-0.0117636463,cover=0
- 40:[PialArea5<0.636387587] yes=81,no=82,missing=81,gain=1.00454831,cover=82
- 81:leaf=0.00611978117,cover=0
- 82:leaf=-0.00539133046,cover=0
- 20:[LGI5<3.37729335] yes=41,no=42,missing=41,gain=2.23043442,cover=106
- 41:[Curv5<0.069626309] yes=83,no=84,missing=83,gain=2.43941021,cover=90
- 83:leaf=-0.020742869,cover=0
- 84:leaf=0.00182298198,cover=0
- 42:[LGI5<3.62495422] yes=85,no=86,missing=85,gain=0.0917595923,cover=16
- 85:leaf=-0.00138341112,cover=0
- 86:leaf=0.00591845019,cover=0
- 10:[Pol<107.66053] yes=21,no=22,missing=21,gain=2.34543347,cover=5828
- 21:[Pol<55.3432045] yes=43,no=44,missing=44,gain=1.70537472,cover=3705
- 43:[PialCurv5<-0.0974217355] yes=87,no=88,missing=88,gain=1.23664904,cover=156
- 87:leaf=-0.00467508379,cover=0
- 88:leaf=0.0057893265,cover=0
- 44:[PialArea5<0.537928462] yes=89,no=90,missing=90,gain=1.90840387,cover=3549
- 89:leaf=-0.00125346659,cover=0
- 90:leaf=-0.00385254738,cover=0
- 22:[Pol<149.072266] yes=45,no=46,missing=46,gain=2.47236252,cover=2123
- 45:[Ecc<2.97906685] yes=91,no=92,missing=92,gain=2.10792899,cover=1970
- 91:leaf=0.0078548491,cover=0
- 92:leaf=0.000438648101,cover=0
- 46:[LGI5<3.25380015] yes=93,no=94,missing=93,gain=1.86748433,cover=153
- 93:leaf=-0.0106554031,cover=0
- 94:leaf=0.000426591665,cover=0
- 2:[Curv5<-0.39144522] yes=5,no=6,missing=6,gain=6.83533144,cover=4963978
- 5:[LGI5<2.57263851] yes=11,no=12,missing=11,gain=2.83551407,cover=14609
- 11:[PialArea5<0.576038003] yes=23,no=24,missing=23,gain=2.77943182,cover=3297
- 23:[LGI5<2.43374896] yes=47,no=48,missing=48,gain=1.02408755,cover=558
- 47:[LGI5<2.32164335] yes=95,no=96,missing=95,gain=2.11751175,cover=234
- 95:leaf=0.00485864654,cover=0
- 96:leaf=-0.00609072065,cover=0
- 48:[Pol<129.571716] yes=97,no=98,missing=97,gain=1.59098876,cover=324
- 97:leaf=0.00251922058,cover=0
- 98:leaf=-0.00687761838,cover=0
- 24:[PialCurv5<-0.101551421] yes=49,no=50,missing=49,gain=2.01015663,cover=2739
- 49:[Ecc<0.783076942] yes=99,no=100,missing=99,gain=1.86571121,cover=2593
- 99:leaf=-0.00202640146,cover=0
- 100:leaf=0.00367209245,cover=0
- 50:[Pol<97.3566132] yes=101,no=102,missing=101,gain=0.798847973,cover=146
- 101:leaf=-0.00565646915,cover=0
- 102:leaf=0.00185950438,cover=0
- 12:[PialCurv5<-0.0758950338] yes=25,no=26,missing=25,gain=1.7893157,cover=11312
- 25:[Ecc<14.484726] yes=51,no=52,missing=51,gain=1.63205051,cover=10984
- 51:[Pol<160.869751] yes=103,no=104,missing=104,gain=3.53164625,cover=6458
- 103:leaf=0.00150546886,cover=0
- 104:leaf=-0.00579864485,cover=0
- 52:[Ecc<35.195137] yes=105,no=106,missing=105,gain=3.30888104,cover=4526
- 105:leaf=-0.000574565202,cover=0
- 106:leaf=0.00288680941,cover=0
- 26:[LGI5<3.15728688] yes=53,no=54,missing=53,gain=0.820750237,cover=328
- 53:[Ecc<6.47151232] yes=107,no=108,missing=107,gain=0.901218414,cover=247
- 107:leaf=0.00175326783,cover=0
- 108:leaf=-0.00584465079,cover=0
- 54:[PialCurv5<0.45140323] yes=109,no=110,missing=109,gain=0.202680826,cover=81
- 109:leaf=0.000918943377,cover=0
- 110:leaf=0.0141823879,cover=0
- 6:[PialArea5<0.450022906] yes=13,no=14,missing=13,gain=6.22584867,cover=4949369
- 13:[Curv5<0.0146088367] yes=27,no=28,missing=27,gain=21.2493515,cover=661055
- 27:[Area5<0.654657125] yes=55,no=56,missing=56,gain=12.4004841,cover=7755
- 55:[PialCurv5<0.0771882981] yes=111,no=112,missing=112,gain=8.37526512,cover=6485
- 111:leaf=-0.00258639688,cover=0
- 112:leaf=0.00164004846,cover=0
- 56:[Curv5<-0.0156469513] yes=113,no=114,missing=113,gain=2.87343597,cover=1270
- 113:leaf=-0.00957417022,cover=0
- 114:leaf=-0.00478852773,cover=0
- 28:[Sulc0<-0.202991232] yes=57,no=58,missing=57,gain=17.8513985,cover=653300
- 57:[LGI5<2.2730217] yes=115,no=116,missing=116,gain=11.4142227,cover=19216
- 115:leaf=-0.000760262948,cover=0
- 116:leaf=0.00227550161,cover=0
- 58:[Pol<82.8478928] yes=117,no=118,missing=117,gain=16.2280655,cover=634084
- 117:leaf=0.000771748601,cover=0
- 118:leaf=1.82929525e-05,cover=0
- 14:[MidArea5<0.56810379] yes=29,no=30,missing=29,gain=16.7855377,cover=4288314
- 29:[PialCurv5<-0.0501225069] yes=59,no=60,missing=59,gain=11.0656528,cover=127547
- 59:[PialArea5<0.601145923] yes=119,no=120,missing=120,gain=3.43744469,cover=17931
- 119:leaf=-0.00220497395,cover=0
- 120:leaf=-0.000695384166,cover=0
- 60:[Ecc<3.29132295] yes=121,no=122,missing=122,gain=6.79811859,cover=109616
- 121:leaf=0.000167320482,cover=0
- 122:leaf=-0.00067909935,cover=0
- 30:[Curv5<0.133649558] yes=61,no=62,missing=61,gain=12.1394854,cover=4160767
- 61:[PialArea5<0.546516836] yes=123,no=124,missing=123,gain=19.0233345,cover=3985795
- 123:leaf=0.000458803319,cover=0
- 124:leaf=-2.52325681e-05,cover=0
- 62:[Sulc0<0.506771445] yes=125,no=126,missing=125,gain=8.90097523,cover=174972
- 125:leaf=-0.000176926449,cover=0
- 126:leaf=-0.000937987759,cover=0
-booster[325]:
-0:[LGI5<2.23211861] yes=1,no=2,missing=2,gain=5.16052151,cover=5124388
- 1:[Area5<0.734195113] yes=3,no=4,missing=4,gain=5.07147741,cover=140393
- 3:[LGI5<2.16230083] yes=7,no=8,missing=7,gain=4.80774546,cover=127021
- 7:[PialArea5<1.31770575] yes=15,no=16,missing=16,gain=5.46745539,cover=36716
- 15:[Sulc0<0.143142253] yes=31,no=32,missing=31,gain=2.87578797,cover=36211
- 31:[Ecc<3.03937531] yes=63,no=64,missing=64,gain=5.03471088,cover=33466
- 63:leaf=8.58572821e-05,cover=0
- 64:leaf=-0.00129792222,cover=0
- 32:[Pol<117.668175] yes=65,no=66,missing=66,gain=4.26921463,cover=2745
- 65:leaf=0.000444383739,cover=0
- 66:leaf=0.00547650689,cover=0
- 16:[Pol<118.191307] yes=33,no=34,missing=34,gain=2.9452877,cover=505
- 33:[Curv5<-0.222158164] yes=67,no=68,missing=67,gain=1.61644149,cover=453
- 67:leaf=-0.00112467795,cover=0
- 68:leaf=0.00558015658,cover=0
- 34:[Ecc<1.91022825] yes=69,no=70,missing=69,gain=2.15702772,cover=52
- 69:leaf=0.0222824402,cover=0
- 70:leaf=-0.000557567284,cover=0
- 8:[Curv5<0.233002663] yes=17,no=18,missing=17,gain=4.9888382,cover=90305
- 17:[Pol<76.8473129] yes=35,no=36,missing=35,gain=5.52824402,cover=88170
- 35:[Ecc<4.73840666] yes=71,no=72,missing=71,gain=2.65052938,cover=27118
- 71:leaf=0.000152921028,cover=0
- 72:leaf=-0.0024751178,cover=0
- 36:[Pol<96.8070755] yes=73,no=74,missing=74,gain=5.14384842,cover=61052
- 73:leaf=0.00183803053,cover=0
- 74:leaf=0.000686274027,cover=0
- 18:[Ecc<1.62447274] yes=37,no=38,missing=37,gain=0.688737154,cover=2135
- 37:[Sulc0<-0.383002371] yes=75,no=76,missing=75,gain=0.962552786,cover=347
- 75:leaf=-0.0145027805,cover=0
- 76:leaf=-0.00317097991,cover=0
- 38:[Sulc0<0.74744761] yes=77,no=78,missing=78,gain=0.613505483,cover=1788
- 77:leaf=-0.00152798847,cover=0
- 78:leaf=0.00516175665,cover=0
- 4:[LGI5<2.13090348] yes=9,no=10,missing=10,gain=4.57614899,cover=13372
- 9:[Ecc<2.19188094] yes=19,no=20,missing=20,gain=3.67707729,cover=1726
- 19:[Pol<113.913933] yes=39,no=40,missing=39,gain=2.44819498,cover=700
- 39:[PialCurv5<0.0447484925] yes=79,no=80,missing=80,gain=2.98256111,cover=556
- 79:leaf=0.00334001961,cover=0
- 80:leaf=0.0109989112,cover=0
- 40:[Ecc<0.353712648] yes=81,no=82,missing=81,gain=1.26565194,cover=144
- 81:leaf=0.0125317601,cover=0
- 82:leaf=-0.00280475407,cover=0
- 20:[Pol<113.394409] yes=41,no=42,missing=41,gain=2.17483783,cover=1026
- 41:[Ecc<7.1378541] yes=83,no=84,missing=84,gain=1.09664965,cover=773
- 83:leaf=-0.000917448022,cover=0
- 84:leaf=-0.00812555663,cover=0
- 42:[Curv5<-0.0752395913] yes=85,no=86,missing=85,gain=0.984949827,cover=253
- 85:leaf=0.00948647689,cover=0
- 86:leaf=0.00213838927,cover=0
- 10:[Sulc0<-0.271910518] yes=21,no=22,missing=21,gain=3.57286644,cover=11646
- 21:[PialArea5<0.906120181] yes=43,no=44,missing=43,gain=8.89103985,cover=6447
- 43:[Ecc<2.54464626] yes=87,no=88,missing=88,gain=5.52024078,cover=2414
- 87:leaf=-0.00241172244,cover=0
- 88:leaf=-0.00742516061,cover=0
- 44:[LGI5<2.18291569] yes=89,no=90,missing=89,gain=2.94455981,cover=4033
- 89:leaf=-0.0025783286,cover=0
- 90:leaf=0.000479703274,cover=0
- 22:[Pol<100.090813] yes=45,no=46,missing=45,gain=3.74614358,cover=5199
- 45:[Area5<0.864337862] yes=91,no=92,missing=91,gain=1.4943583,cover=2233
- 91:leaf=-0.00129349751,cover=0
- 92:leaf=-0.00798001047,cover=0
- 46:[PialArea5<0.864470184] yes=93,no=94,missing=93,gain=3.76700735,cover=2966
- 93:leaf=0.000476462999,cover=0
- 94:leaf=0.00582612818,cover=0
- 2:[Sulc0<-0.720188618] yes=5,no=6,missing=5,gain=5.3102808,cover=4983995
- 5:[LGI5<3.34776258] yes=11,no=12,missing=11,gain=11.0266218,cover=931555
- 11:[Ecc<5.85121489] yes=23,no=24,missing=24,gain=12.3612442,cover=853739
- 23:[Curv5<-0.206445083] yes=47,no=48,missing=47,gain=10.7389803,cover=578226
- 47:[PialCurv5<-0.106427588] yes=95,no=96,missing=95,gain=9.40761185,cover=292585
- 95:leaf=-0.000342711661,cover=0
- 96:leaf=0.000613338489,cover=0
- 48:[PialCurv5<-0.136031076] yes=97,no=98,missing=97,gain=23.5735683,cover=285641
- 97:leaf=0.00234795036,cover=0
- 98:leaf=8.61971566e-05,cover=0
- 24:[LGI5<2.67457628] yes=49,no=50,missing=49,gain=24.6981201,cover=275513
- 49:[Pol<174.523148] yes=99,no=100,missing=99,gain=9.05374908,cover=65209
- 99:leaf=-0.00154101953,cover=0
- 100:leaf=0.000110002817,cover=0
- 50:[PialCurv5<-0.14160423] yes=101,no=102,missing=101,gain=8.4900198,cover=210304
- 101:leaf=0.000233003899,cover=0
- 102:leaf=-0.000424364116,cover=0
- 12:[Ecc<10.147254] yes=25,no=26,missing=25,gain=3.136693,cover=77816
- 25:[PialArea5<1.57955706] yes=51,no=52,missing=51,gain=2.50239897,cover=7354
- 51:[Pol<42.7478409] yes=103,no=104,missing=104,gain=2.44266391,cover=7278
- 103:leaf=-7.00860573e-06,cover=0
- 104:leaf=-0.00198420393,cover=0
- 52:[Pol<174.523148] yes=105,no=106,missing=106,gain=3.70191169,cover=76
- 105:leaf=0.00321575627,cover=0
- 106:leaf=0.0317075104,cover=0
- 26:[LGI5<3.74316525] yes=53,no=54,missing=54,gain=2.77672386,cover=70462
- 53:[PialArea5<1.4350239] yes=107,no=108,missing=108,gain=2.26365089,cover=60169
- 107:leaf=0.000647238398,cover=0
- 108:leaf=0.00310625834,cover=0
- 54:[Pol<128.951508] yes=109,no=110,missing=109,gain=2.5635016,cover=10293
- 109:leaf=-0.000964496867,cover=0
- 110:leaf=0.000614456309,cover=0
- 6:[Curv5<-0.223784685] yes=13,no=14,missing=13,gain=17.2654705,cover=4052440
- 13:[PialCurv5<-0.120663248] yes=27,no=28,missing=27,gain=42.2601013,cover=280733
- 27:[Pol<147.599014] yes=55,no=56,missing=56,gain=13.7717733,cover=211257
- 55:[Sulc0<0.272107065] yes=111,no=112,missing=111,gain=7.57138491,cover=138141
- 111:leaf=0.000364090869,cover=0
- 112:leaf=-0.00463375216,cover=0
- 56:[Area5<0.557224929] yes=113,no=114,missing=114,gain=4.24781656,cover=73116
- 113:leaf=0.000191120344,cover=0
- 114:leaf=-0.000718612282,cover=0
- 28:[MidArea5<0.72893405] yes=57,no=58,missing=57,gain=27.8824081,cover=69476
- 57:[Sulc0<-0.439186513] yes=115,no=116,missing=115,gain=7.82542801,cover=31045
- 115:leaf=-0.000364510342,cover=0
- 116:leaf=0.00123193674,cover=0
- 58:[PialCurv5<-0.101551421] yes=117,no=118,missing=117,gain=15.6975403,cover=38431
- 117:leaf=0.00174228474,cover=0
- 118:leaf=0.00400572224,cover=0
- 14:[PialCurv5<-0.144106165] yes=29,no=30,missing=29,gain=52.9690666,cover=3771707
- 29:[Curv5<-0.19738704] yes=59,no=60,missing=59,gain=24.7677116,cover=18327
- 59:[PialCurv5<-0.159167215] yes=119,no=120,missing=119,gain=5.73058128,cover=10648
- 119:leaf=0.00310412212,cover=0
- 120:leaf=0.000434292335,cover=0
- 60:[Sulc0<0.013685069] yes=121,no=122,missing=121,gain=15.3681107,cover=7679
- 121:leaf=0.00554279936,cover=0
- 122:leaf=-0.00222067325,cover=0
- 30:[Pol<141.081833] yes=61,no=62,missing=61,gain=13.8527784,cover=3753380
- 61:[Sulc0<-0.166708246] yes=123,no=124,missing=123,gain=37.0091019,cover=3063635
- 123:leaf=-0.000324707042,cover=0
- 124:leaf=4.83103177e-05,cover=0
- 62:[Ecc<0.943656743] yes=125,no=126,missing=125,gain=28.630167,cover=689745
- 125:leaf=-0.000884755515,cover=0
- 126:leaf=0.000275221042,cover=0
-booster[326]:
-0:[PialArea5<1.15332794] yes=1,no=2,missing=2,gain=5.29472494,cover=5124388
- 1:[Curv5<-0.287682682] yes=3,no=4,missing=3,gain=6.60279989,cover=4700981
- 3:[Area5<0.613672853] yes=7,no=8,missing=8,gain=7.92114544,cover=170523
- 7:[Sulc0<-0.469276249] yes=15,no=16,missing=15,gain=3.10748935,cover=121839
- 15:[PialCurv5<0.000298873958] yes=31,no=32,missing=32,gain=2.54956245,cover=101092
- 31:[LGI5<2.21018219] yes=63,no=64,missing=64,gain=2.19061303,cover=100997
- 63:leaf=0.00131768861,cover=0
- 64:leaf=-7.20462995e-05,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=66,gain=0.740129471,cover=95
- 65:leaf=-0.00540975668,cover=0
- 66:leaf=-0.0154452119,cover=0
- 16:[PialArea5<0.467676282] yes=33,no=34,missing=34,gain=3.75125504,cover=20747
- 33:[Ecc<20.7119312] yes=67,no=68,missing=67,gain=3.6322422,cover=1793
- 67:leaf=-0.00281103863,cover=0
- 68:leaf=0.00246783323,cover=0
- 34:[Ecc<7.69572639] yes=69,no=70,missing=69,gain=3.48251295,cover=18954
- 69:leaf=0.00186142407,cover=0
- 70:leaf=0.000389704102,cover=0
- 8:[LGI5<2.57263851] yes=17,no=18,missing=17,gain=5.0184021,cover=48684
- 17:[Ecc<3.94116735] yes=35,no=36,missing=35,gain=2.43921661,cover=8886
- 35:[Area5<0.69896996] yes=71,no=72,missing=72,gain=3.38015938,cover=4242
- 71:leaf=0.00216598832,cover=0
- 72:leaf=0.00607120572,cover=0
- 36:[Pol<40.9012032] yes=73,no=74,missing=74,gain=5.34738684,cover=4644
- 73:leaf=-0.00159440155,cover=0
- 74:leaf=0.00217481586,cover=0
- 18:[Ecc<6.70300007] yes=37,no=38,missing=37,gain=3.56210852,cover=39798
- 37:[Sulc0<-0.451341361] yes=75,no=76,missing=75,gain=3.51040792,cover=7336
- 75:leaf=-0.000741881144,cover=0
- 76:leaf=0.00315063237,cover=0
- 38:[Sulc0<-0.0862998366] yes=77,no=78,missing=78,gain=4.36284256,cover=32462
- 77:leaf=0.000930668903,cover=0
- 78:leaf=-0.00207156176,cover=0
- 4:[Sulc0<-0.332174033] yes=9,no=10,missing=9,gain=9.17891979,cover=4530458
- 9:[Pol<10.3232107] yes=19,no=20,missing=19,gain=17.9248466,cover=1763412
- 19:[Curv5<-0.204921171] yes=39,no=40,missing=39,gain=12.179966,cover=139078
- 39:[Area5<0.742118597] yes=79,no=80,missing=79,gain=4.98186779,cover=57691
- 79:leaf=3.7963564e-05,cover=0
- 80:leaf=-0.00143668894,cover=0
- 40:[PialCurv5<-0.123133563] yes=81,no=82,missing=81,gain=16.0379238,cover=81387
- 81:leaf=0.00302105304,cover=0
- 82:leaf=0.00059873343,cover=0
- 20:[Area5<0.548651993] yes=41,no=42,missing=41,gain=22.5117378,cover=1624334
- 41:[Curv5<-0.144993886] yes=83,no=84,missing=83,gain=10.2683144,cover=342767
- 83:leaf=5.26977528e-05,cover=0
- 84:leaf=0.000714977621,cover=0
- 42:[Ecc<0.406764686] yes=85,no=86,missing=86,gain=19.6454735,cover=1281567
- 85:leaf=0.000748115126,cover=0
- 86:leaf=-0.000296850892,cover=0
- 10:[PialCurv5<-0.0542625114] yes=21,no=22,missing=21,gain=14.996253,cover=2767046
- 21:[Curv5<-0.0860676765] yes=43,no=44,missing=43,gain=116.704552,cover=327346
- 43:[Curv5<-0.195883974] yes=87,no=88,missing=87,gain=16.6955719,cover=281882
- 87:leaf=0.000634537952,cover=0
- 88:leaf=-0.000253679667,cover=0
- 44:[PialArea5<0.601145923] yes=89,no=90,missing=89,gain=63.8444214,cover=45464
- 89:leaf=-0.00189564598,cover=0
- 90:leaf=0.00346270576,cover=0
- 22:[Curv5<-0.127358407] yes=45,no=46,missing=45,gain=90.8848419,cover=2439700
- 45:[MidArea5<0.698706985] yes=91,no=92,missing=91,gain=41.5771484,cover=24365
- 91:leaf=0.000637737336,cover=0
- 92:leaf=0.00481220568,cover=0
- 46:[Curv5<-0.0413376503] yes=93,no=94,missing=93,gain=30.8911266,cover=2415335
- 93:leaf=-0.000552257756,cover=0
- 94:leaf=1.96072087e-05,cover=0
- 2:[PialCurv5<-0.0693148375] yes=5,no=6,missing=5,gain=5.55337429,cover=423407
- 5:[Curv5<-0.102400392] yes=11,no=12,missing=12,gain=42.9454765,cover=359659
- 11:[Area5<0.690371037] yes=23,no=24,missing=23,gain=7.17964602,cover=350634
- 23:[Sulc0<-0.808473051] yes=47,no=48,missing=47,gain=8.90330029,cover=109083
- 47:[MidArea5<1.1557827] yes=95,no=96,missing=95,gain=3.78071642,cover=69227
- 95:leaf=0.000105638544,cover=0
- 96:leaf=0.00310513447,cover=0
- 48:[LGI5<3.84897733] yes=97,no=98,missing=97,gain=7.31948853,cover=39856
- 97:leaf=0.00106295769,cover=0
- 98:leaf=0.0181197617,cover=0
- 24:[PialCurv5<-0.108766198] yes=49,no=50,missing=49,gain=3.97879076,cover=241551
- 49:[Curv5<-0.139824241] yes=99,no=100,missing=99,gain=47.4111137,cover=123187
- 99:leaf=-0.000316240912,cover=0
- 100:leaf=0.00761497021,cover=0
- 50:[Curv5<-0.179045901] yes=101,no=102,missing=101,gain=12.5860739,cover=118364
- 101:leaf=0.00111456437,cover=0
- 102:leaf=-8.19091802e-05,cover=0
- 12:[PialCurv5<-0.0789950639] yes=25,no=26,missing=25,gain=13.1498413,cover=9025
- 25:[Pol<138.276962] yes=51,no=52,missing=52,gain=9.49688721,cover=4403
- 51:[Ecc<3.22716212] yes=103,no=104,missing=104,gain=8.93437958,cover=3141
- 103:leaf=0.00821021292,cover=0
- 104:leaf=0.00238734647,cover=0
- 52:[Ecc<3.41847086] yes=105,no=106,missing=105,gain=13.3005447,cover=1262
- 105:leaf=0.0255730096,cover=0
- 106:leaf=0.00764480233,cover=0
- 26:[Curv5<-0.0773924068] yes=53,no=54,missing=53,gain=5.68443394,cover=4622
- 53:[Pol<46.5024796] yes=107,no=108,missing=107,gain=4.26819992,cover=3835
- 107:leaf=-0.00109504687,cover=0
- 108:leaf=0.00232470268,cover=0
- 54:[Pol<127.133438] yes=109,no=110,missing=109,gain=1.96105766,cover=787
- 109:leaf=0.00401467318,cover=0
- 110:leaf=0.0094765937,cover=0
- 6:[Area5<0.732334435] yes=13,no=14,missing=13,gain=22.3121395,cover=63748
- 13:[Ecc<1.21076584] yes=27,no=28,missing=27,gain=7.15904999,cover=16232
- 27:[Pol<175.068527] yes=55,no=56,missing=56,gain=6.68049383,cover=2452
- 55:[LGI5<2.52671862] yes=111,no=112,missing=111,gain=4.09946442,cover=2434
- 111:leaf=0.00121896458,cover=0
- 112:leaf=-0.00472196471,cover=0
- 56:[Sulc0<-0.702361405] yes=113,no=114,missing=114,gain=6.28196049,cover=18
- 113:leaf=-0.000129776003,cover=0
- 114:leaf=0.0574360378,cover=0
- 28:[PialCurv5<-0.0472753309] yes=57,no=58,missing=58,gain=5.80692673,cover=13780
- 57:[Sulc0<-0.769821882] yes=115,no=116,missing=115,gain=5.17465496,cover=8893
- 115:leaf=-0.0035796368,cover=0
- 116:leaf=-0.000828572025,cover=0
- 58:[Pol<107.66053] yes=117,no=118,missing=118,gain=6.82793236,cover=4887
- 117:leaf=-0.00201300555,cover=0
- 118:leaf=-0.00577418087,cover=0
- 14:[Curv5<-0.129194111] yes=29,no=30,missing=29,gain=18.7801685,cover=47516
- 29:[Sulc0<-0.79536891] yes=59,no=60,missing=59,gain=4.2382679,cover=4835
- 59:[Area5<0.797084928] yes=119,no=120,missing=120,gain=2.39351678,cover=786
- 119:leaf=-0.00238732132,cover=0
- 120:leaf=0.00322948466,cover=0
- 60:[PialCurv5<-0.0529128574] yes=121,no=122,missing=121,gain=2.8922863,cover=4049
- 121:leaf=0.00312245963,cover=0
- 122:leaf=0.00622004177,cover=0
- 30:[Pol<34.3003769] yes=61,no=62,missing=61,gain=5.75759268,cover=42681
- 61:[Ecc<3.54469991] yes=123,no=124,missing=123,gain=4.22751284,cover=10236
- 123:leaf=0.00198055571,cover=0
- 124:leaf=-0.00141941383,cover=0
- 62:[Ecc<9.75650311] yes=125,no=126,missing=125,gain=4.53467035,cover=32445
- 125:leaf=0.000659042795,cover=0
- 126:leaf=-0.000638355501,cover=0
-booster[327]:
-0:[LGI5<3.13786864] yes=1,no=2,missing=2,gain=5.1054697,cover=5124388
- 1:[Ecc<30.4150848] yes=3,no=4,missing=4,gain=15.0512371,cover=3954668
- 3:[Ecc<10.2861843] yes=7,no=8,missing=7,gain=19.2383022,cover=3758636
- 7:[Pol<32.323391] yes=15,no=16,missing=15,gain=10.8338766,cover=3059970
- 15:[Ecc<1.46579576] yes=31,no=32,missing=31,gain=29.4203911,cover=341994
- 31:[Ecc<0.618862808] yes=63,no=64,missing=63,gain=5.46474266,cover=75201
- 63:leaf=-3.67024222e-05,cover=0
- 64:leaf=-0.000928178546,cover=0
- 32:[Area5<0.750726104] yes=65,no=66,missing=65,gain=29.3474369,cover=266793
- 65:leaf=0.00083334808,cover=0
- 66:leaf=-0.000335383374,cover=0
- 16:[Curv5<-0.0273730159] yes=33,no=34,missing=33,gain=16.7348557,cover=2717976
- 33:[Pol<74.7525482] yes=67,no=68,missing=67,gain=21.785347,cover=1543249
- 67:leaf=-0.000433250156,cover=0
- 68:leaf=-2.32720467e-05,cover=0
- 34:[Pol<62.0115929] yes=69,no=70,missing=69,gain=64.0835648,cover=1174727
- 69:leaf=0.00246238499,cover=0
- 70:leaf=4.63852157e-05,cover=0
- 8:[LGI5<2.89127874] yes=17,no=18,missing=17,gain=28.0846024,cover=698666
- 17:[LGI5<2.43054438] yes=35,no=36,missing=35,gain=24.2159386,cover=279489
- 35:[Pol<128.334747] yes=71,no=72,missing=71,gain=9.22297668,cover=5784
- 71:leaf=-0.00121718622,cover=0
- 72:leaf=-0.00557097467,cover=0
- 36:[Sulc0<-0.580759466] yes=73,no=74,missing=73,gain=21.9412117,cover=273705
- 73:leaf=-0.000455514441,cover=0
- 74:leaf=0.00090940512,cover=0
- 18:[Curv5<0.0778492987] yes=37,no=38,missing=37,gain=15.0146933,cover=419177
- 37:[Sulc0<0.143142253] yes=75,no=76,missing=75,gain=33.8764801,cover=301329
- 75:leaf=-5.53229547e-05,cover=0
- 76:leaf=0.00125624251,cover=0
- 38:[Sulc0<0.676033437] yes=77,no=78,missing=77,gain=19.5898819,cover=117848
- 77:leaf=-0.00101405696,cover=0
- 78:leaf=0.000287115894,cover=0
- 4:[LGI5<3.06122994] yes=9,no=10,missing=9,gain=15.5262117,cover=196032
- 9:[Pol<88.5531387] yes=19,no=20,missing=19,gain=17.3388157,cover=148260
- 19:[Pol<25.2957573] yes=39,no=40,missing=40,gain=23.2223511,cover=86564
- 39:[Area5<0.698189139] yes=79,no=80,missing=79,gain=8.67784977,cover=34896
- 79:leaf=-0.000858121028,cover=0
- 80:leaf=0.000721247867,cover=0
- 40:[Curv5<0.169394374] yes=81,no=82,missing=81,gain=10.7263718,cover=51668
- 81:leaf=-0.00208179164,cover=0
- 82:leaf=-5.06063407e-05,cover=0
- 20:[Sulc0<0.33585754] yes=41,no=42,missing=41,gain=19.8927975,cover=61696
- 41:[PialArea5<0.736284733] yes=83,no=84,missing=83,gain=13.2561207,cover=35006
- 83:leaf=-0.0031916101,cover=0
- 84:leaf=-0.000400820514,cover=0
- 42:[LGI5<2.95653391] yes=85,no=86,missing=85,gain=10.1707344,cover=26690
- 85:leaf=0.001923937,cover=0
- 86:leaf=-3.32516356e-05,cover=0
- 10:[Pol<150.62207] yes=21,no=22,missing=21,gain=6.34996653,cover=47772
- 21:[PialArea5<0.643814564] yes=43,no=44,missing=43,gain=4.22555685,cover=39586
- 43:[PialCurv5<-0.0154925911] yes=87,no=88,missing=87,gain=9.66889954,cover=15555
- 87:leaf=-0.00588092022,cover=0
- 88:leaf=0.000268022675,cover=0
- 44:[Sulc0<0.732260227] yes=89,no=90,missing=89,gain=5.94520378,cover=24031
- 89:leaf=0.000903852575,cover=0
- 90:leaf=0.0049813916,cover=0
- 22:[Ecc<42.1016579] yes=45,no=46,missing=46,gain=3.51965141,cover=8186
- 45:[Area5<0.706109285] yes=91,no=92,missing=91,gain=4.50083303,cover=5790
- 91:leaf=-0.00284877978,cover=0
- 92:leaf=-5.3859585e-05,cover=0
- 46:[Curv5<-0.297558427] yes=93,no=94,missing=93,gain=2.68316126,cover=2396
- 93:leaf=0.0076298262,cover=0
- 94:leaf=0.000322218606,cover=0
- 2:[Pol<157.965515] yes=5,no=6,missing=5,gain=10.270833,cover=1169720
- 5:[PialCurv5<-0.125671759] yes=11,no=12,missing=12,gain=9.39844894,cover=993816
- 11:[Curv5<-0.18985194] yes=23,no=24,missing=23,gain=14.5934191,cover=101895
- 23:[Ecc<7.54628181] yes=47,no=48,missing=47,gain=6.97615671,cover=94803
- 47:[Pol<44.6807365] yes=95,no=96,missing=96,gain=1.78376389,cover=5638
- 95:leaf=-0.0011049629,cover=0
- 96:leaf=-0.00327626592,cover=0
- 48:[LGI5<3.60428405] yes=97,no=98,missing=97,gain=4.79917479,cover=89165
- 97:leaf=0.000100576726,cover=0
- 98:leaf=0.00117656903,cover=0
- 24:[Curv5<-0.0795110464] yes=49,no=50,missing=50,gain=8.75998688,cover=7092
- 49:[PialCurv5<-0.135003537] yes=99,no=100,missing=99,gain=3.33102989,cover=6818
- 99:leaf=0.00404626271,cover=0
- 100:leaf=0.00182684779,cover=0
- 50:[Pol<54.5053368] yes=101,no=102,missing=101,gain=3.24549198,cover=274
- 101:leaf=-0.0134500386,cover=0
- 102:leaf=-0.00214292458,cover=0
- 12:[Ecc<25.5461979] yes=25,no=26,missing=25,gain=8.84880161,cover=891921
- 25:[Pol<130.822815] yes=51,no=52,missing=52,gain=37.6495743,cover=550329
- 51:[Curv5<0.0534323379] yes=103,no=104,missing=103,gain=24.9071541,cover=441876
- 103:leaf=0.000197800211,cover=0
- 104:leaf=-0.000561460038,cover=0
- 52:[Ecc<13.4950199] yes=105,no=106,missing=106,gain=136.307495,cover=108453
- 105:leaf=0.00178387761,cover=0
- 106:leaf=-0.00223042909,cover=0
- 26:[Pol<130.198486] yes=53,no=54,missing=53,gain=30.2897739,cover=341592
- 53:[LGI5<3.26095963] yes=107,no=108,missing=107,gain=18.2329407,cover=289198
- 107:leaf=-0.000862697256,cover=0
- 108:leaf=3.36599587e-05,cover=0
- 54:[Curv5<-0.00141534733] yes=109,no=110,missing=109,gain=28.8955879,cover=52394
- 109:leaf=0.000318093284,cover=0
- 110:leaf=0.00286331843,cover=0
- 6:[Ecc<42.1016579] yes=13,no=14,missing=13,gain=8.28042412,cover=175904
- 13:[Curv5<0.162240714] yes=27,no=28,missing=27,gain=5.12179565,cover=162867
- 27:[PialArea5<0.559226274] yes=55,no=56,missing=55,gain=3.95015812,cover=159927
- 55:[Area5<0.704541981] yes=111,no=112,missing=111,gain=8.27396202,cover=4833
- 111:leaf=0.000403630693,cover=0
- 112:leaf=0.00515950657,cover=0
- 56:[Sulc0<-0.0862998366] yes=113,no=114,missing=113,gain=3.55103254,cover=155094
- 113:leaf=0.000236038046,cover=0
- 114:leaf=-0.000571372686,cover=0
- 28:[Ecc<15.121048] yes=57,no=58,missing=57,gain=5.44710302,cover=2940
- 57:[LGI5<3.45167398] yes=115,no=116,missing=115,gain=1.92845964,cover=2731
- 115:leaf=-0.00306961103,cover=0
- 116:leaf=0.000597838371,cover=0
- 58:[Sulc0<0.454035848] yes=117,no=118,missing=117,gain=2.42060614,cover=209
- 117:leaf=0.00818341132,cover=0
- 118:leaf=-0.00642385706,cover=0
- 14:[PialCurv5<-0.123971827] yes=29,no=30,missing=29,gain=9.79253197,cover=13037
- 29:[Area5<0.476400614] yes=59,no=60,missing=60,gain=6.15497732,cover=3239
- 59:[LGI5<3.29780769] yes=119,no=120,missing=119,gain=0.729566574,cover=20
- 119:leaf=0.0404063538,cover=0
- 120:leaf=0.0176444687,cover=0
- 60:[Area5<0.545738399] yes=121,no=122,missing=122,gain=2.42403984,cover=3219
- 121:leaf=0.00352445175,cover=0
- 122:leaf=-0.00149382267,cover=0
- 30:[MidArea5<0.781777322] yes=61,no=62,missing=61,gain=7.4023304,cover=9798
- 61:[LGI5<3.56741142] yes=123,no=124,missing=123,gain=6.45074844,cover=4088
- 123:leaf=0.0051292628,cover=0
- 124:leaf=0.000714993221,cover=0
- 62:[Sulc0<0.110320561] yes=125,no=126,missing=125,gain=2.98586082,cover=5710
- 125:leaf=0.00216994993,cover=0
- 126:leaf=-0.000121230645,cover=0
-booster[328]:
-0:[PialArea5<0.811158121] yes=1,no=2,missing=2,gain=5.23335409,cover=5124388
- 1:[Area5<0.739104271] yes=3,no=4,missing=3,gain=23.9467163,cover=2722535
- 3:[Ecc<38.0136108] yes=7,no=8,missing=7,gain=9.56610298,cover=2225627
- 7:[MidArea5<0.710933506] yes=15,no=16,missing=15,gain=11.8015709,cover=2127752
- 15:[Area5<0.695856333] yes=31,no=32,missing=32,gain=13.0887976,cover=1904765
- 31:[PialArea5<0.739180207] yes=63,no=64,missing=63,gain=15.7487173,cover=1486973
- 63:leaf=-0.000197529094,cover=0
- 64:leaf=0.000237901331,cover=0
- 32:[Pol<56.1920547] yes=65,no=66,missing=65,gain=16.5137444,cover=417792
- 65:leaf=0.00179321493,cover=0
- 66:leaf=0.000130561224,cover=0
- 16:[Curv5<0.0473068655] yes=33,no=34,missing=33,gain=16.024704,cover=222987
- 33:[Sulc0<0.299089104] yes=67,no=68,missing=68,gain=15.2715302,cover=189287
- 67:leaf=-0.000385727675,cover=0
- 68:leaf=0.00135110924,cover=0
- 34:[PialCurv5<0.141046807] yes=69,no=70,missing=70,gain=10.5611839,cover=33700
- 69:leaf=-0.00198047259,cover=0
- 70:leaf=1.63056593e-05,cover=0
- 8:[Pol<28.4081879] yes=17,no=18,missing=17,gain=25.0867577,cover=97875
- 17:[PialArea5<0.70906347] yes=35,no=36,missing=35,gain=6.67331314,cover=14130
- 35:[Area5<0.671631575] yes=71,no=72,missing=71,gain=4.32204437,cover=6119
- 71:leaf=0.00149673095,cover=0
- 72:leaf=0.00420535961,cover=0
- 36:[PialCurv5<0.0331302322] yes=73,no=74,missing=73,gain=5.04904413,cover=8011
- 73:leaf=0.00102305005,cover=0
- 74:leaf=-0.00212253933,cover=0
- 18:[Pol<132.742767] yes=37,no=38,missing=37,gain=11.0641022,cover=83745
- 37:[Sulc0<0.915739596] yes=75,no=76,missing=76,gain=21.1714401,cover=67494
- 75:leaf=-0.00197048974,cover=0
- 76:leaf=-0.000178246162,cover=0
- 38:[Curv5<0.0257103238] yes=77,no=78,missing=77,gain=12.5023031,cover=16251
- 77:leaf=-0.000364292559,cover=0
- 78:leaf=0.00341572496,cover=0
- 4:[Pol<50.9985542] yes=9,no=10,missing=9,gain=30.638155,cover=496908
- 9:[LGI5<2.69973111] yes=19,no=20,missing=19,gain=14.7847214,cover=36818
- 19:[Ecc<2.8577323] yes=39,no=40,missing=40,gain=39.8190231,cover=3344
- 39:[Area5<0.753010809] yes=79,no=80,missing=79,gain=4.52524567,cover=1355
- 79:leaf=0.00216312357,cover=0
- 80:leaf=-0.00389705598,cover=0
- 40:[Pol<11.2407846] yes=81,no=82,missing=82,gain=15.1336441,cover=1989
- 81:leaf=0.00325432024,cover=0
- 82:leaf=0.0124603836,cover=0
- 20:[Ecc<11.0302963] yes=41,no=42,missing=41,gain=14.5695896,cover=33474
- 41:[Pol<19.2006226] yes=83,no=84,missing=83,gain=21.3400784,cover=4599
- 83:leaf=-0.00291666319,cover=0
- 84:leaf=0.00579104898,cover=0
- 42:[Sulc0<0.308185816] yes=85,no=86,missing=85,gain=23.2931366,cover=28875
- 85:leaf=0.00393159874,cover=0
- 86:leaf=0.000827734824,cover=0
- 10:[Curv5<0.0191024225] yes=21,no=22,missing=21,gain=29.460474,cover=460090
- 21:[Pol<147.599014] yes=43,no=44,missing=43,gain=24.8556442,cover=50643
- 43:[Pol<72.6247101] yes=87,no=88,missing=87,gain=13.1252747,cover=40420
- 87:leaf=0.000399858545,cover=0
- 88:leaf=-0.00195798045,cover=0
- 44:[PialArea5<0.699586272] yes=89,no=90,missing=89,gain=11.9801826,cover=10223
- 89:leaf=0.00416853977,cover=0
- 90:leaf=0.000226571996,cover=0
- 22:[Sulc0<0.317313671] yes=45,no=46,missing=46,gain=16.3444862,cover=409447
- 45:[PialArea5<0.676429033] yes=91,no=92,missing=91,gain=24.2546883,cover=127235
- 91:leaf=0.00144600193,cover=0
- 92:leaf=6.51479932e-05,cover=0
- 46:[Pol<91.5616074] yes=93,no=94,missing=93,gain=37.6997108,cover=282212
- 93:leaf=-0.000674105191,cover=0
- 94:leaf=0.000524491246,cover=0
- 2:[Area5<0.705328763] yes=5,no=6,missing=5,gain=15.0637398,cover=2401853
- 5:[Curv5<-0.0708468556] yes=11,no=12,missing=12,gain=40.8514709,cover=1361426
- 11:[Sulc0<-0.650102437] yes=23,no=24,missing=23,gain=18.2662029,cover=1232392
- 23:[Area5<0.504816413] yes=47,no=48,missing=47,gain=11.1708679,cover=710118
- 47:[Curv5<-0.234010845] yes=95,no=96,missing=95,gain=6.6521101,cover=89038
- 95:leaf=-1.49513717e-05,cover=0
- 96:leaf=0.000849977077,cover=0
- 48:[PialArea5<1.01690364] yes=97,no=98,missing=97,gain=11.7346277,cover=621080
- 97:leaf=-0.000355321652,cover=0
- 98:leaf=8.33413142e-05,cover=0
- 24:[Ecc<3.60812569] yes=49,no=50,missing=50,gain=37.8546867,cover=522274
- 49:[LGI5<2.52320862] yes=99,no=100,missing=100,gain=13.5887842,cover=92747
- 99:leaf=-0.000272494653,cover=0
- 100:leaf=-0.00168034085,cover=0
- 50:[Pol<55.3432045] yes=101,no=102,missing=101,gain=34.975853,cover=429527
- 101:leaf=-0.000223955823,cover=0
- 102:leaf=0.000779313035,cover=0
- 12:[Pol<44.6807365] yes=25,no=26,missing=26,gain=51.2043533,cover=129034
- 25:[PialCurv5<-0.0330938511] yes=51,no=52,missing=51,gain=23.8861618,cover=22745
- 51:[Sulc0<0.0770083591] yes=103,no=104,missing=104,gain=14.0870247,cover=7130
- 103:leaf=0.000403283397,cover=0
- 104:leaf=0.00705758436,cover=0
- 52:[Ecc<17.7876587] yes=105,no=106,missing=106,gain=16.0148125,cover=15615
- 105:leaf=0.000138120304,cover=0
- 106:leaf=-0.00331712118,cover=0
- 26:[PialCurv5<-0.058241725] yes=53,no=54,missing=53,gain=34.3096619,cover=106289
- 53:[Area5<0.548651993] yes=107,no=108,missing=108,gain=10.8111267,cover=7987
- 107:leaf=-0.00381259248,cover=0
- 108:leaf=0.00502271159,cover=0
- 54:[Area5<0.645846248] yes=109,no=110,missing=109,gain=25.5314407,cover=98302
- 109:leaf=0.0027433366,cover=0
- 110:leaf=0.000789698155,cover=0
- 6:[Curv5<-0.2435821] yes=13,no=14,missing=13,gain=15.6293659,cover=1040427
- 13:[PialCurv5<-0.129174799] yes=27,no=28,missing=27,gain=11.9630394,cover=58968
- 27:[Pol<14.1659222] yes=55,no=56,missing=55,gain=7.16145706,cover=48358
- 55:[Ecc<14.0810061] yes=111,no=112,missing=112,gain=8.46320534,cover=12274
- 111:leaf=-0.00163146539,cover=0
- 112:leaf=0.00112755224,cover=0
- 56:[PialArea5<1.16111541] yes=113,no=114,missing=113,gain=3.96300125,cover=36084
- 113:leaf=0.00108036026,cover=0
- 114:leaf=-4.46625272e-05,cover=0
- 28:[PialArea5<1.10654831] yes=57,no=58,missing=57,gain=3.47704124,cover=10610
- 57:[LGI5<2.70988083] yes=115,no=116,missing=115,gain=2.92761803,cover=4680
- 115:leaf=0.00533687789,cover=0
- 116:leaf=0.00249320338,cover=0
- 58:[Ecc<20.7119312] yes=117,no=118,missing=118,gain=1.83210468,cover=5930
- 117:leaf=0.00108882843,cover=0
- 118:leaf=0.00377218286,cover=0
- 14:[PialArea5<1.00930154] yes=29,no=30,missing=29,gain=14.4901619,cover=981459
- 29:[Pol<30.3635597] yes=59,no=60,missing=59,gain=16.5337143,cover=461408
- 59:[Ecc<4.67068386] yes=119,no=120,missing=119,gain=13.5374947,cover=64834
- 119:leaf=0.00261824904,cover=0
- 120:leaf=0.000164098805,cover=0
- 60:[Pol<152.092255] yes=121,no=122,missing=121,gain=14.9750404,cover=396574
- 121:leaf=-0.000602832937,cover=0
- 122:leaf=0.000207944991,cover=0
- 30:[Sulc0<-0.487093836] yes=61,no=62,missing=61,gain=6.44661236,cover=520051
- 61:[Ecc<2.19188094] yes=123,no=124,missing=123,gain=11.5350075,cover=309263
- 123:leaf=0.000760562078,cover=0
- 124:leaf=-0.000209484715,cover=0
- 62:[Pol<128.334747] yes=125,no=126,missing=125,gain=13.2478008,cover=210788
- 125:leaf=-3.2326363e-05,cover=0
- 126:leaf=0.000799819943,cover=0
-booster[329]:
-0:[Sulc0<-1.15707839] yes=1,no=2,missing=1,gain=5.14120293,cover=5124388
- 1:[PialCurv5<-0.11578764] yes=3,no=4,missing=4,gain=6.08136654,cover=60049
- 3:[Area5<0.694293797] yes=7,no=8,missing=7,gain=5.24432373,cover=48712
- 7:[LGI5<2.54917789] yes=15,no=16,missing=15,gain=2.74983096,cover=37062
- 15:[Curv5<-0.292340577] yes=31,no=32,missing=31,gain=2.15159726,cover=24187
- 31:[Pol<153.554306] yes=63,no=64,missing=63,gain=0.957251132,cover=5809
- 63:leaf=0.000306291826,cover=0
- 64:leaf=0.00186149147,cover=0
- 32:[PialCurv5<-0.145424455] yes=65,no=66,missing=65,gain=3.53155994,cover=18378
- 65:leaf=-0.00141192065,cover=0
- 66:leaf=4.51567175e-05,cover=0
- 16:[PialCurv5<-0.14160423] yes=33,no=34,missing=33,gain=1.81494808,cover=12875
- 33:[Curv5<-0.223784685] yes=67,no=68,missing=67,gain=1.89246285,cover=9225
- 67:leaf=-0.000825093128,cover=0
- 68:leaf=0.00438119005,cover=0
- 34:[LGI5<3.27544355] yes=69,no=70,missing=70,gain=1.43163681,cover=3650
- 69:leaf=-0.0026304014,cover=0
- 70:leaf=-0.000375594449,cover=0
- 8:[LGI5<2.67457628] yes=17,no=18,missing=17,gain=4.71945381,cover=11650
- 17:[Ecc<1.10530448] yes=35,no=36,missing=35,gain=2.46512651,cover=5363
- 35:[Pol<46.5024796] yes=71,no=72,missing=72,gain=1.11463618,cover=522
- 71:leaf=-0.00262362394,cover=0
- 72:leaf=0.00311923237,cover=0
- 36:[Area5<0.854415178] yes=73,no=74,missing=74,gain=1.86118793,cover=4841
- 73:leaf=0.00183184899,cover=0
- 74:leaf=0.00517993188,cover=0
- 18:[PialArea5<0.95820266] yes=37,no=38,missing=37,gain=2.02011299,cover=6287
- 37:[Curv5<-0.303613424] yes=75,no=76,missing=75,gain=1.34865046,cover=1102
- 75:leaf=-0.00616456708,cover=0
- 76:leaf=-0.00139829377,cover=0
- 38:[LGI5<3.20360112] yes=77,no=78,missing=77,gain=1.59286726,cover=5185
- 77:leaf=-0.000630342809,cover=0
- 78:leaf=0.00112559472,cover=0
- 4:[Ecc<8.41855335] yes=9,no=10,missing=9,gain=3.02051544,cover=11337
- 9:[Pol<145.397461] yes=19,no=20,missing=20,gain=2.31212044,cover=10702
- 19:[MidArea5<0.874306321] yes=39,no=40,missing=39,gain=2.36341572,cover=8738
- 39:[Ecc<0.729281187] yes=79,no=80,missing=80,gain=2.39998794,cover=3067
- 79:leaf=-0.00254446315,cover=0
- 80:leaf=0.000611777999,cover=0
- 40:[LGI5<2.13090348] yes=81,no=82,missing=82,gain=3.11896896,cover=5671
- 81:leaf=0.00561113749,cover=0
- 82:leaf=-0.00213897345,cover=0
- 20:[Ecc<3.29132295] yes=41,no=42,missing=42,gain=2.32304192,cover=1964
- 41:[Curv5<-0.16496937] yes=83,no=84,missing=83,gain=4.28820038,cover=1371
- 83:leaf=-0.000807497767,cover=0
- 84:leaf=-0.0080838874,cover=0
- 42:[MidArea5<0.791754067] yes=85,no=86,missing=86,gain=1.89051151,cover=593
- 85:leaf=-0.00177227554,cover=0
- 86:leaf=-0.00781452004,cover=0
- 10:[Curv5<-0.148390457] yes=21,no=22,missing=22,gain=2.25937486,cover=635
- 21:[Area5<0.644818127] yes=43,no=44,missing=43,gain=0.86848402,cover=571
- 43:[MidArea5<1.06072605] yes=87,no=88,missing=87,gain=0.212753057,cover=73
- 87:leaf=-0.00360991806,cover=0
- 88:leaf=-0.0174221825,cover=0
- 44:[Curv5<-0.292340577] yes=89,no=90,missing=90,gain=1.2846452,cover=498
- 89:leaf=0.0160004627,cover=0
- 90:leaf=0.00113768724,cover=0
- 22:[LGI5<2.76843596] yes=45,no=46,missing=45,gain=0.805123568,cover=64
- 45:leaf=0.0303368159,cover=0
- 46:[Pol<12.2267933] yes=91,no=92,missing=91,gain=0.555543303,cover=60
- 91:leaf=0.000139621101,cover=0
- 92:leaf=0.011496678,cover=0
- 2:[LGI5<2.36851335] yes=5,no=6,missing=5,gain=6.3513689,cover=5064339
- 5:[Ecc<7.4459548] yes=11,no=12,missing=11,gain=9.92691898,cover=626783
- 11:[Ecc<1.21076584] yes=23,no=24,missing=23,gain=7.14265823,cover=606991
- 23:[Pol<149.072266] yes=47,no=48,missing=47,gain=25.9829369,cover=175056
- 47:[Curv5<-0.153417632] yes=93,no=94,missing=94,gain=24.8621368,cover=128282
- 93:leaf=-0.000448337843,cover=0
- 94:leaf=0.000946091488,cover=0
- 48:[LGI5<2.2730217] yes=95,no=96,missing=95,gain=5.12640572,cover=46774
- 95:leaf=-0.00171192386,cover=0
- 96:leaf=-0.000648762274,cover=0
- 24:[Area5<0.626857519] yes=49,no=50,missing=49,gain=14.0168438,cover=431935
- 49:[PialCurv5<-0.131946102] yes=97,no=98,missing=97,gain=13.1819019,cover=185109
- 97:leaf=-0.000227325625,cover=0
- 98:leaf=0.000836508058,cover=0
- 50:[Pol<162.313202] yes=99,no=100,missing=99,gain=21.178978,cover=246826
- 99:leaf=-4.54152978e-05,cover=0
- 100:leaf=0.00223431597,cover=0
- 12:[PialCurv5<0.493508637] yes=25,no=26,missing=26,gain=4.96136522,cover=19792
- 25:[Pol<91.5616074] yes=51,no=52,missing=51,gain=4.00474167,cover=19718
- 51:[Sulc0<-0.0637059584] yes=101,no=102,missing=101,gain=2.26115894,cover=4137
- 101:leaf=-0.00425886316,cover=0
- 102:leaf=-0.00165135658,cover=0
- 52:[Ecc<10.569519] yes=103,no=104,missing=103,gain=5.49433231,cover=15581
- 103:leaf=-0.000318367529,cover=0
- 104:leaf=-0.00346717425,cover=0
- 26:[LGI5<2.36078882] yes=53,no=54,missing=54,gain=2.23658276,cover=74
- 53:[Area5<0.567154288] yes=105,no=106,missing=105,gain=0.306268573,cover=56
- 105:leaf=-0.0043989839,cover=0
- 106:leaf=0.00787224807,cover=0
- 54:leaf=0.0267728511,cover=0
- 6:[Ecc<3.29132295] yes=13,no=14,missing=13,gain=9.85441589,cover=4437556
- 13:[LGI5<2.61550069] yes=27,no=28,missing=28,gain=34.9079895,cover=656328
- 27:[Pol<41.8258972] yes=55,no=56,missing=55,gain=16.1186047,cover=573087
- 55:[Ecc<1.73852015] yes=107,no=108,missing=108,gain=56.6845245,cover=103743
- 107:leaf=-0.000554517144,cover=0
- 108:leaf=0.00179347047,cover=0
- 56:[Ecc<1.96654522] yes=109,no=110,missing=110,gain=42.6848755,cover=469344
- 109:leaf=0.000236931999,cover=0
- 110:leaf=-0.000725292542,cover=0
- 28:[LGI5<3.03694534] yes=57,no=58,missing=57,gain=9.764534,cover=83241
- 57:[Pol<43.7633247] yes=111,no=112,missing=111,gain=6.85274124,cover=82464
- 111:leaf=-0.000347693072,cover=0
- 112:leaf=-0.00144645467,cover=0
- 58:[Pol<143.237381] yes=113,no=114,missing=114,gain=15.2590485,cover=777
- 113:leaf=0.0097204959,cover=0
- 114:leaf=-0.00482243486,cover=0
- 14:[PialCurv5<0.110155433] yes=29,no=30,missing=29,gain=10.542985,cover=3781228
- 29:[Sulc0<0.506771445] yes=59,no=60,missing=59,gain=29.1159096,cover=2703865
- 59:[MidArea5<0.584310353] yes=115,no=116,missing=115,gain=21.0388603,cover=2607092
- 115:leaf=-0.000606020854,cover=0
- 116:leaf=6.79581208e-05,cover=0
- 60:[PialCurv5<-0.0347327143] yes=117,no=118,missing=118,gain=18.2914391,cover=96773
- 117:leaf=-0.00269088987,cover=0
- 118:leaf=0.00105064688,cover=0
- 30:[PialArea5<0.555011809] yes=61,no=62,missing=61,gain=30.6909466,cover=1077363
- 61:[Pol<121.397697] yes=119,no=120,missing=119,gain=20.6183014,cover=791292
- 119:leaf=-4.5320714e-05,cover=0
- 120:leaf=0.000775706198,cover=0
- 62:[Area5<0.650824547] yes=121,no=122,missing=121,gain=20.6090317,cover=286071
- 121:leaf=-0.00220587081,cover=0
- 122:leaf=-0.000451160216,cover=0
-booster[330]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=2,gain=4.92011881,cover=5124388
- 1:[PialCurv5<0.426807076] yes=3,no=4,missing=4,gain=4.97145033,cover=202946
- 3:[Area5<0.607942343] yes=7,no=8,missing=7,gain=5.4328661,cover=168945
- 7:[PialCurv5<-0.00569582684] yes=15,no=16,missing=16,gain=1.67648196,cover=31837
- 15:[LGI5<2.79683423] yes=31,no=32,missing=31,gain=1.93782544,cover=852
- 31:[Curv5<0.0877084062] yes=63,no=64,missing=63,gain=2.18000364,cover=512
- 63:leaf=-0.00168689271,cover=0
- 64:leaf=-0.00834310055,cover=0
- 32:[PialCurv5<-0.0472753309] yes=65,no=66,missing=65,gain=3.04478359,cover=340
- 65:leaf=-0.00195608544,cover=0
- 66:leaf=0.00955803879,cover=0
- 16:[Curv5<-0.0730527416] yes=33,no=34,missing=33,gain=3.52400398,cover=30985
- 33:[Area5<0.476400614] yes=67,no=68,missing=67,gain=2.03065896,cover=131
- 67:leaf=0.0145687712,cover=0
- 68:leaf=0.00210718019,cover=0
- 34:[Pol<66.6374893] yes=69,no=70,missing=69,gain=2.44514418,cover=30854
- 69:leaf=0.00344382972,cover=0
- 70:leaf=-0.000264965784,cover=0
- 8:[MidArea5<0.421422303] yes=17,no=18,missing=17,gain=6.22413445,cover=137108
- 17:[Area5<0.635019779] yes=35,no=36,missing=36,gain=3.20569086,cover=950
- 35:[Ecc<10.147254] yes=71,no=72,missing=71,gain=1.75573468,cover=716
- 71:leaf=0.000660042395,cover=0
- 72:leaf=0.00564722577,cover=0
- 36:[Ecc<43.8470497] yes=73,no=74,missing=73,gain=1.25593376,cover=234
- 73:leaf=0.0111700548,cover=0
- 74:leaf=0.00110242481,cover=0
- 18:[Pol<103.31839] yes=37,no=38,missing=37,gain=5.20531368,cover=136158
- 37:[Pol<91.5616074] yes=75,no=76,missing=76,gain=7.4693532,cover=95925
- 75:leaf=0.000814443862,cover=0
- 76:leaf=-9.08950969e-05,cover=0
- 38:[Ecc<16.5318356] yes=77,no=78,missing=77,gain=2.99399662,cover=40233
- 77:leaf=0.00122413726,cover=0
- 78:leaf=0.000287643052,cover=0
- 4:[Curv5<0.20983994] yes=9,no=10,missing=9,gain=4.42294502,cover=34001
- 9:[Pol<68.1421661] yes=19,no=20,missing=20,gain=2.07709169,cover=13005
- 19:[Sulc0<1.25822949] yes=39,no=40,missing=40,gain=0.850469589,cover=339
- 39:[PialCurv5<0.493508637] yes=79,no=80,missing=79,gain=0.749947309,cover=262
- 79:leaf=0.00233159517,cover=0
- 80:leaf=0.00807956699,cover=0
- 40:[Pol<39.9674568] yes=81,no=82,missing=81,gain=0.372762352,cover=77
- 81:leaf=-0.00653165346,cover=0
- 82:leaf=0.00072177843,cover=0
- 20:[LGI5<3.37729335] yes=41,no=42,missing=41,gain=1.49443388,cover=12666
- 41:[Curv5<0.141257599] yes=83,no=84,missing=83,gain=2.08180141,cover=11140
- 83:leaf=-0.00631978502,cover=0
- 84:leaf=-0.00124540261,cover=0
- 42:[Curv5<0.18040961] yes=85,no=86,missing=85,gain=1.85454941,cover=1526
- 85:leaf=0.00259011798,cover=0
- 86:leaf=-0.00101309991,cover=0
- 10:[LGI5<3.06122994] yes=21,no=22,missing=21,gain=1.92897797,cover=20996
- 21:[Sulc0<-0.0862998366] yes=43,no=44,missing=43,gain=2.12901044,cover=17581
- 43:[LGI5<2.47264814] yes=87,no=88,missing=88,gain=2.03160787,cover=275
- 87:leaf=0.000942571554,cover=0
- 88:leaf=0.00980128348,cover=0
- 44:[Sulc0<0.915739596] yes=89,no=90,missing=89,gain=1.76331615,cover=17306
- 89:leaf=0.000122688129,cover=0
- 90:leaf=-0.00110364333,cover=0
- 22:[LGI5<3.62495422] yes=45,no=46,missing=46,gain=2.20522881,cover=3415
- 45:[PialCurv5<0.493508637] yes=91,no=92,missing=92,gain=1.63290095,cover=3084
- 91:leaf=0.000443060417,cover=0
- 92:leaf=0.00274602696,cover=0
- 46:[MidArea5<0.474339783] yes=93,no=94,missing=93,gain=0.548658907,cover=331
- 93:leaf=-0.00452649407,cover=0
- 94:leaf=-0.000445559126,cover=0
- 2:[Curv5<0.195079193] yes=5,no=6,missing=6,gain=6.80800581,cover=4921442
- 5:[LGI5<3.56741142] yes=11,no=12,missing=11,gain=5.99835873,cover=4820988
- 11:[Sulc0<-0.0326132737] yes=23,no=24,missing=23,gain=7.13550282,cover=4609185
- 23:[PialArea5<0.764178395] yes=47,no=48,missing=47,gain=13.1580238,cover=3032579
- 47:[Ecc<1.96654522] yes=95,no=96,missing=95,gain=23.2307549,cover=714779
- 95:leaf=0.000220953865,cover=0
- 96:leaf=-0.000405365747,cover=0
- 48:[Area5<0.877147377] yes=97,no=98,missing=97,gain=12.0864439,cover=2317800
- 97:leaf=4.02115948e-05,cover=0
- 98:leaf=-0.000756373745,cover=0
- 24:[Curv5<0.0534323379] yes=49,no=50,missing=49,gain=26.1851921,cover=1576606
- 49:[Ecc<8.29616165] yes=99,no=100,missing=99,gain=30.7845612,cover=603180
- 99:leaf=-0.00021164729,cover=0
- 100:leaf=0.000580565596,cover=0
- 50:[Area5<0.621834755] yes=101,no=102,missing=101,gain=30.5524559,cover=973426
- 101:leaf=-0.00126946322,cover=0
- 102:leaf=1.46491891e-06,cover=0
- 12:[Curv5<-0.163374811] yes=25,no=26,missing=25,gain=11.5258579,cover=211803
- 25:[Sulc0<0.299089104] yes=51,no=52,missing=52,gain=9.70309734,cover=55298
- 51:[Area5<0.628069878] yes=103,no=104,missing=103,gain=2.97192574,cover=54575
- 103:leaf=0.000957788259,cover=0
- 104:leaf=0.000174673653,cover=0
- 52:[Area5<0.626857519] yes=105,no=106,missing=106,gain=2.29661655,cover=723
- 105:leaf=-0.00184799766,cover=0
- 106:leaf=-0.00763497734,cover=0
- 26:[Ecc<24.3269672] yes=53,no=54,missing=53,gain=8.81157684,cover=156505
- 53:[MidArea5<1.07671547] yes=107,no=108,missing=107,gain=8.88700294,cover=78623
- 107:leaf=-0.000903343491,cover=0
- 108:leaf=0.00490147155,cover=0
- 54:[LGI5<3.64692807] yes=109,no=110,missing=109,gain=14.5621223,cover=77882
- 109:leaf=-0.000950581685,cover=0
- 110:leaf=0.000448172505,cover=0
- 6:[PialArea5<0.624898493] yes=13,no=14,missing=13,gain=2.97869015,cover=100454
- 13:[PialCurv5<0.493508637] yes=27,no=28,missing=27,gain=2.78104544,cover=99642
- 27:[PialCurv5<0.394910008] yes=55,no=56,missing=56,gain=3.14725399,cover=94715
- 55:[Area5<0.582201123] yes=111,no=112,missing=111,gain=3.78990006,cover=74448
- 111:leaf=-0.00160761643,cover=0
- 112:leaf=-0.000250430166,cover=0
- 56:[Ecc<5.78819752] yes=113,no=114,missing=114,gain=2.38503647,cover=20267
- 113:leaf=-0.000504504424,cover=0
- 114:leaf=-0.00158946391,cover=0
- 28:[Curv5<0.233002663] yes=57,no=58,missing=58,gain=3.15910339,cover=4927
- 57:[Ecc<2.91795349] yes=115,no=116,missing=115,gain=2.48958135,cover=2503
- 115:leaf=0.00615661172,cover=0
- 116:leaf=0.00136840239,cover=0
- 58:[Area5<0.652759671] yes=117,no=118,missing=117,gain=1.19546533,cover=2424
- 117:leaf=0.000503887888,cover=0
- 118:leaf=-0.00171728805,cover=0
- 14:[Area5<0.663006425] yes=29,no=30,missing=30,gain=1.96538186,cover=812
- 29:[Ecc<8.06448936] yes=59,no=60,missing=59,gain=2.10128307,cover=134
- 59:[Pol<64.3762589] yes=119,no=120,missing=119,gain=1.08300316,cover=100
- 119:leaf=-0.00723676523,cover=0
- 120:leaf=0.00663590198,cover=0
- 60:[Pol<141.081833] yes=121,no=122,missing=122,gain=0.762676716,cover=34
- 121:leaf=0.0209446531,cover=0
- 122:leaf=-0.00418656645,cover=0
- 30:[PialCurv5<0.285888344] yes=61,no=62,missing=61,gain=2.10527968,cover=678
- 61:[MidArea5<0.914227545] yes=123,no=124,missing=123,gain=1.03434205,cover=431
- 123:leaf=0.00220920076,cover=0
- 124:leaf=0.00792529993,cover=0
- 62:[Pol<80.2322083] yes=125,no=126,missing=126,gain=0.663183331,cover=247
- 125:leaf=-0.0120296646,cover=0
- 126:leaf=-0.00149147201,cover=0
-booster[331]:
-0:[LGI5<3.13142419] yes=1,no=2,missing=2,gain=4.97774887,cover=5124388
- 1:[Ecc<30.4150848] yes=3,no=4,missing=3,gain=14.6743717,cover=3934651
- 3:[Ecc<10.426198] yes=7,no=8,missing=7,gain=16.6334839,cover=3742800
- 7:[Curv5<0.0100963581] yes=15,no=16,missing=15,gain=11.3193274,cover=3070328
- 15:[PialArea5<0.753297985] yes=31,no=32,missing=32,gain=35.4570618,cover=2053030
- 31:[Area5<0.582201123] yes=63,no=64,missing=63,gain=32.7162209,cover=373851
- 63:leaf=-4.73131622e-05,cover=0
- 64:leaf=-0.000982886064,cover=0
- 32:[PialCurv5<0.0519027263] yes=65,no=66,missing=66,gain=21.9793854,cover=1679179
- 65:leaf=9.78859134e-06,cover=0
- 66:leaf=0.00164008129,cover=0
- 16:[Pol<65.8802414] yes=33,no=34,missing=33,gain=48.4611053,cover=1017298
- 33:[Sulc0<-0.115756653] yes=67,no=68,missing=67,gain=55.2315483,cover=34376
- 67:leaf=0.00330408639,cover=0
- 68:leaf=-0.00105514412,cover=0
- 34:[Area5<0.700531542] yes=69,no=70,missing=70,gain=14.5601377,cover=982922
- 69:leaf=-9.70705514e-05,cover=0
- 70:leaf=0.000291188684,cover=0
- 8:[LGI5<2.89660096] yes=17,no=18,missing=18,gain=25.7784042,cover=672472
- 17:[LGI5<2.44639945] yes=35,no=36,missing=36,gain=23.0132713,cover=278655
- 35:[Sulc0<0.0770083591] yes=71,no=72,missing=71,gain=11.9531879,cover=6653
- 71:leaf=-0.00524181454,cover=0
- 72:leaf=-0.000755132816,cover=0
- 36:[Sulc0<-0.457356662] yes=73,no=74,missing=74,gain=19.7618484,cover=272002
- 73:leaf=-0.000163998542,cover=0
- 74:leaf=0.000920330116,cover=0
- 18:[PialCurv5<0.216171265] yes=37,no=38,missing=38,gain=13.6269598,cover=393817
- 37:[Sulc0<0.56283927] yes=75,no=76,missing=75,gain=23.6045933,cover=335418
- 75:leaf=2.97601019e-07,cover=0
- 76:leaf=0.00142799236,cover=0
- 38:[Sulc0<0.74744761] yes=77,no=78,missing=77,gain=8.30539322,cover=58399
- 77:leaf=-0.00125611713,cover=0
- 78:leaf=-6.18474878e-05,cover=0
- 4:[LGI5<3.00812316] yes=9,no=10,missing=9,gain=13.6731625,cover=191851
- 9:[Pol<85.4004211] yes=19,no=20,missing=19,gain=12.7199898,cover=117635
- 19:[Pol<21.2328167] yes=39,no=40,missing=40,gain=24.7956047,cover=69734
- 39:[LGI5<2.62853003] yes=79,no=80,missing=79,gain=7.35103655,cover=25282
- 79:leaf=-0.00336556742,cover=0
- 80:leaf=0.000295290432,cover=0
- 40:[Area5<0.702101529] yes=81,no=82,missing=81,gain=11.2733841,cover=44452
- 81:leaf=-0.0030422206,cover=0
- 82:leaf=-0.00133259676,cover=0
- 20:[Sulc0<0.33585754] yes=41,no=42,missing=41,gain=24.8181477,cover=47901
- 41:[PialArea5<0.696357906] yes=83,no=84,missing=83,gain=9.69623184,cover=26640
- 83:leaf=-0.00391641725,cover=0
- 84:leaf=-0.000798140827,cover=0
- 42:[Pol<123.059357] yes=85,no=86,missing=85,gain=9.43102741,cover=21261
- 85:leaf=0.000493884028,cover=0
- 86:leaf=0.00281507359,cover=0
- 10:[Area5<0.711689949] yes=21,no=22,missing=22,gain=4.94827271,cover=74216
- 21:[Ecc<42.1016579] yes=43,no=44,missing=43,gain=4.12424564,cover=34070
- 43:[Pol<145.397461] yes=87,no=88,missing=87,gain=4.03265095,cover=23706
- 87:leaf=-0.000296129117,cover=0
- 88:leaf=-0.00179777038,cover=0
- 44:[PialArea5<0.613238215] yes=89,no=90,missing=89,gain=13.6043463,cover=10364
- 89:leaf=-0.00190540683,cover=0
- 90:leaf=0.00187312055,cover=0
- 22:[Sulc0<0.915739596] yes=45,no=46,missing=46,gain=3.49852562,cover=40146
- 45:[PialArea5<0.643814564] yes=91,no=92,missing=91,gain=2.68608522,cover=33883
- 91:leaf=-0.00060388149,cover=0
- 92:leaf=0.000524906558,cover=0
- 46:[PialCurv5<0.255337358] yes=93,no=94,missing=93,gain=10.1041756,cover=6263
- 93:leaf=0.00391673017,cover=0
- 94:leaf=-0.0001421981,cover=0
- 2:[Area5<0.584141672] yes=5,no=6,missing=6,gain=10.4514503,cover=1189737
- 5:[Curv5<0.00780903921] yes=11,no=12,missing=11,gain=12.6465178,cover=86840
- 11:[Ecc<8.01039791] yes=23,no=24,missing=23,gain=12.6982222,cover=76337
- 23:[Sulc0<-0.152423486] yes=47,no=48,missing=48,gain=3.99803972,cover=5386
- 47:[PialArea5<1.10075188] yes=95,no=96,missing=95,gain=3.37515807,cover=4944
- 95:leaf=-0.00149994472,cover=0
- 96:leaf=0.00614206539,cover=0
- 48:[LGI5<3.23945832] yes=97,no=98,missing=98,gain=1.77156639,cover=442
- 97:leaf=-0.00391473621,cover=0
- 98:leaf=-0.0105895279,cover=0
- 24:[Pol<41.8258972] yes=49,no=50,missing=49,gain=12.736248,cover=70951
- 49:[Curv5<-0.0816265643] yes=99,no=100,missing=100,gain=7.57532692,cover=18133
- 99:leaf=-8.99818915e-05,cover=0
- 100:leaf=-0.00519953249,cover=0
- 50:[Pol<122.504936] yes=101,no=102,missing=101,gain=9.20995712,cover=52818
- 101:leaf=0.00213375106,cover=0
- 102:leaf=0.000748797262,cover=0
- 12:[PialArea5<0.39986974] yes=25,no=26,missing=25,gain=6.6285634,cover=10503
- 25:[Sulc0<1.06550956] yes=51,no=52,missing=52,gain=4.01526976,cover=5563
- 51:[Pol<84.7687759] yes=103,no=104,missing=103,gain=5.41097116,cover=4208
- 103:leaf=0.00382471876,cover=0
- 104:leaf=-0.000289941905,cover=0
- 52:[Curv5<0.186949074] yes=105,no=106,missing=105,gain=4.39688206,cover=1355
- 105:leaf=-0.00617995858,cover=0
- 106:leaf=-0.000242289374,cover=0
- 26:[Sulc0<0.966456771] yes=53,no=54,missing=53,gain=16.5420609,cover=4940
- 53:[Area5<0.483568966] yes=107,no=108,missing=107,gain=4.46978903,cover=4676
- 107:leaf=-0.0075073014,cover=0
- 108:leaf=-0.00141033938,cover=0
- 54:[Curv5<0.137416571] yes=109,no=110,missing=109,gain=5.49279976,cover=264
- 109:leaf=-0.017574925,cover=0
- 110:leaf=0.00311764865,cover=0
- 6:[Area5<0.877147377] yes=13,no=14,missing=13,gain=7.80196571,cover=1102897
- 13:[Pol<170.749283] yes=27,no=28,missing=27,gain=7.59013271,cover=1078509
- 27:[Sulc0<0.795422614] yes=55,no=56,missing=55,gain=8.60399818,cover=1000607
- 55:[PialCurv5<0.064168714] yes=111,no=112,missing=112,gain=11.7401352,cover=858270
- 111:leaf=-0.000126164115,cover=0
- 112:leaf=-0.000528812758,cover=0
- 56:[Pol<100.090813] yes=113,no=114,missing=113,gain=21.2622375,cover=142337
- 113:leaf=-0.000268488802,cover=0
- 114:leaf=0.00101994339,cover=0
- 28:[MidArea5<0.811158717] yes=57,no=58,missing=57,gain=7.73859978,cover=77902
- 57:[Curv5<0.139330834] yes=115,no=116,missing=115,gain=7.62301445,cover=36908
- 115:leaf=0.00107504975,cover=0
- 116:leaf=-0.00143853552,cover=0
- 58:[Sulc0<-0.563680887] yes=117,no=118,missing=117,gain=4.75313282,cover=40994
- 117:leaf=0.00032189014,cover=0
- 118:leaf=-0.000764651224,cover=0
- 14:[LGI5<3.78836131] yes=29,no=30,missing=30,gain=5.01839733,cover=24388
- 29:[PialArea5<0.355263293] yes=59,no=60,missing=59,gain=4.13146305,cover=22683
- 59:[LGI5<3.3215456] yes=119,no=120,missing=119,gain=3.02462292,cover=137
- 119:leaf=0.000220205504,cover=0
- 120:leaf=0.0152987335,cover=0
- 60:[Curv5<0.169394374] yes=121,no=122,missing=121,gain=3.35989904,cover=22546
- 121:leaf=0.000623290834,cover=0
- 122:leaf=-0.002608852,cover=0
- 30:[PialCurv5<-0.0227819066] yes=61,no=62,missing=62,gain=4.63178253,cover=1705
- 61:[Sulc0<0.454035848] yes=123,no=124,missing=123,gain=2.32807755,cover=560
- 123:leaf=0.000244749739,cover=0
- 124:leaf=-0.0175611936,cover=0
- 62:[LGI5<3.84897733] yes=125,no=126,missing=125,gain=3.01782799,cover=1145
- 125:leaf=0.00903055724,cover=0
- 126:leaf=0.00346851978,cover=0
-booster[332]:
-0:[Curv5<-0.275784403] yes=1,no=2,missing=2,gain=4.94958735,cover=5124388
- 1:[PialCurv5<-0.142826259] yes=3,no=4,missing=4,gain=10.4311924,cover=242979
- 3:[Curv5<-0.350989401] yes=7,no=8,missing=7,gain=8.32758617,cover=176728
- 7:[PialArea5<0.632563293] yes=15,no=16,missing=15,gain=2.13794947,cover=33635
- 15:[Pol<84.1277542] yes=31,no=32,missing=31,gain=2.80376005,cover=9026
- 31:[Ecc<36.5542564] yes=63,no=64,missing=64,gain=2.21673632,cover=4950
- 63:leaf=-0.000994906761,cover=0
- 64:leaf=0.00349620474,cover=0
- 32:[Pol<119.777687] yes=65,no=66,missing=65,gain=4.27635098,cover=4076
- 65:leaf=0.00430256268,cover=0
- 66:leaf=0.000236461972,cover=0
- 16:[Ecc<0.729281187] yes=33,no=34,missing=34,gain=1.94436932,cover=24609
- 33:[LGI5<2.24172258] yes=67,no=68,missing=67,gain=0.82022661,cover=501
- 67:leaf=0.00300527294,cover=0
- 68:leaf=-0.00290615484,cover=0
- 34:[LGI5<2.57675576] yes=69,no=70,missing=69,gain=2.04513645,cover=24108
- 69:leaf=0.00177470443,cover=0
- 70:leaf=0.000747068669,cover=0
- 8:[Area5<0.631603718] yes=17,no=18,missing=17,gain=6.44979906,cover=143093
- 17:[LGI5<2.88525915] yes=35,no=36,missing=35,gain=3.00354528,cover=98959
- 35:[PialCurv5<-0.156767949] yes=71,no=72,missing=71,gain=3.29790974,cover=63039
- 71:leaf=-0.000848722935,cover=0
- 72:leaf=-9.42413535e-05,cover=0
- 36:[Area5<0.489361584] yes=73,no=74,missing=74,gain=3.22548008,cover=35920
- 73:leaf=0.00133435824,cover=0
- 74:leaf=-0.00017345637,cover=0
- 18:[Pol<9.44515038] yes=37,no=38,missing=37,gain=3.0691216,cover=44134
- 37:[Ecc<9.75650311] yes=75,no=76,missing=75,gain=2.82806587,cover=6615
- 75:leaf=-0.00147249631,cover=0
- 76:leaf=0.000641885446,cover=0
- 38:[Sulc0<0.0608992092] yes=77,no=78,missing=77,gain=2.8410387,cover=37519
- 77:leaf=0.000569862372,cover=0
- 78:leaf=-0.00433994737,cover=0
- 4:[Area5<0.513795495] yes=9,no=10,missing=10,gain=7.1935463,cover=66251
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=19,gain=4.35860634,cover=20109
- 19:[Area5<0.453641325] yes=39,no=40,missing=39,gain=2.80227995,cover=1476
- 39:[Ecc<0.729281187] yes=79,no=80,missing=79,gain=1.40372038,cover=744
- 79:leaf=0.00399769424,cover=0
- 80:leaf=-0.0053389552,cover=0
- 40:[Pol<12.2267933] yes=81,no=82,missing=81,gain=1.56762326,cover=732
- 81:leaf=-0.00938653015,cover=0
- 82:leaf=0.000147510145,cover=0
- 20:[Sulc0<-0.34506914] yes=41,no=42,missing=41,gain=2.92814088,cover=18633
- 41:[LGI5<2.22170687] yes=83,no=84,missing=84,gain=2.69357777,cover=17153
- 83:leaf=0.00202140096,cover=0
- 84:leaf=-0.000203976553,cover=0
- 42:[Ecc<41.2560654] yes=85,no=86,missing=85,gain=2.64684963,cover=1480
- 85:leaf=0.00178018771,cover=0
- 86:leaf=0.0108217029,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=22,gain=8.33599854,cover=46142
- 21:[Area5<0.652759671] yes=43,no=44,missing=43,gain=4.00843,cover=19253
- 43:[Ecc<2.97906685] yes=87,no=88,missing=87,gain=1.73862624,cover=13145
- 87:leaf=-0.00117679394,cover=0
- 88:leaf=0.000147188068,cover=0
- 44:[Ecc<20.3925476] yes=89,no=90,missing=89,gain=1.73383713,cover=6108
- 89:leaf=0.000959810335,cover=0
- 90:leaf=0.00312304706,cover=0
- 22:[Pol<157.965515] yes=45,no=46,missing=45,gain=11.2981281,cover=26889
- 45:[LGI5<3.37729335] yes=91,no=92,missing=91,gain=5.3456955,cover=17132
- 91:leaf=0.00265583489,cover=0
- 92:leaf=-0.00119469827,cover=0
- 46:[LGI5<2.3969903] yes=93,no=94,missing=93,gain=4.04194212,cover=9757
- 93:leaf=0.00368748279,cover=0
- 94:leaf=3.19919286e-06,cover=0
- 2:[PialCurv5<-0.175695807] yes=5,no=6,missing=6,gain=11.9910793,cover=4881409
- 5:[Curv5<-0.234010845] yes=11,no=12,missing=11,gain=5.52506638,cover=15331
- 11:[MidArea5<1.1557827] yes=23,no=24,missing=23,gain=2.24364352,cover=11214
- 23:[PialCurv5<-0.190801308] yes=47,no=48,missing=47,gain=2.0041678,cover=11115
- 47:[Area5<0.877147377] yes=95,no=96,missing=95,gain=2.44839716,cover=3100
- 95:leaf=0.00171274587,cover=0
- 96:leaf=0.0100845443,cover=0
- 48:[PialArea5<0.795950115] yes=97,no=98,missing=97,gain=1.89991987,cover=8015
- 97:leaf=-0.000610825315,cover=0
- 98:leaf=0.0010129041,cover=0
- 24:[Sulc0<-0.776109517] yes=49,no=50,missing=49,gain=1.13619828,cover=99
- 49:[PialArea5<1.48916721] yes=99,no=100,missing=99,gain=0.106133461,cover=49
- 99:leaf=-0.00938232895,cover=0
- 100:leaf=-0.0151151866,cover=0
- 50:[Pol<36.2100182] yes=101,no=102,missing=101,gain=0.66238457,cover=50
- 101:leaf=0.00416807691,cover=0
- 102:leaf=-0.00713218888,cover=0
- 12:[Curv5<-0.0795110464] yes=25,no=26,missing=25,gain=5.57420063,cover=4117
- 25:[MidArea5<0.628216386] yes=51,no=52,missing=51,gain=3.42747688,cover=3886
- 51:[Ecc<0.353712648] yes=103,no=104,missing=103,gain=0.822879493,cover=771
- 103:leaf=0.0206334554,cover=0
- 104:leaf=0.000282704917,cover=0
- 52:[Ecc<16.0247612] yes=105,no=106,missing=106,gain=5.13134956,cover=3115
- 105:leaf=0.00527521642,cover=0
- 106:leaf=0.000515200314,cover=0
- 26:[Ecc<0.999059319] yes=53,no=54,missing=53,gain=3.5566318,cover=231
- 53:leaf=0.0190170594,cover=0
- 54:[PialArea5<0.658944428] yes=107,no=108,missing=108,gain=2.66844392,cover=217
- 107:leaf=-0.00126501115,cover=0
- 108:leaf=-0.0124199744,cover=0
- 6:[PialArea5<1.26501572] yes=13,no=14,missing=13,gain=6.31476021,cover=4866078
- 13:[Sulc0<-0.285426885] yes=27,no=28,missing=27,gain=8.83612537,cover=4670445
- 27:[Ecc<5.08081961] yes=55,no=56,missing=56,gain=14.7000446,cover=2015750
- 55:[Area5<0.714924753] yes=109,no=110,missing=110,gain=20.3335629,cover=978623
- 109:leaf=0.000127775696,cover=0
- 110:leaf=-0.000515433028,cover=0
- 56:[LGI5<2.47959709] yes=111,no=112,missing=111,gain=39.0905533,cover=1037127
- 111:leaf=-0.0012191094,cover=0
- 112:leaf=-0.000141133904,cover=0
- 28:[PialCurv5<-0.0529128574] yes=57,no=58,missing=58,gain=11.5326691,cover=2654695
- 57:[Curv5<-0.0860676765] yes=113,no=114,missing=114,gain=99.9456253,cover=288084
- 113:leaf=-6.30650611e-05,cover=0
- 114:leaf=0.00252912333,cover=0
- 58:[Curv5<-0.12365336] yes=115,no=116,missing=115,gain=80.1254501,cover=2366611
- 115:leaf=0.00291576865,cover=0
- 116:leaf=-3.24287212e-05,cover=0
- 14:[Curv5<-0.0752395913] yes=29,no=30,missing=30,gain=3.89020586,cover=195633
- 29:[Area5<0.635019779] yes=59,no=60,missing=59,gain=3.77829885,cover=188069
- 59:[LGI5<2.79683423] yes=117,no=118,missing=118,gain=6.6816144,cover=15936
- 117:leaf=0.000644524873,cover=0
- 118:leaf=0.00433379458,cover=0
- 60:[PialCurv5<-0.115016438] yes=119,no=120,missing=119,gain=3.86567116,cover=172133
- 119:leaf=-0.00016863615,cover=0
- 120:leaf=0.0003262182,cover=0
- 30:[PialCurv5<-0.058241725] yes=61,no=62,missing=61,gain=12.509613,cover=7564
- 61:[Area5<0.683950484] yes=121,no=122,missing=122,gain=8.27041435,cover=1327
- 121:leaf=-0.00729961647,cover=0
- 122:leaf=0.00696832687,cover=0
- 62:[Pol<161.595886] yes=123,no=124,missing=124,gain=6.76987171,cover=6237
- 123:leaf=0.00102417974,cover=0
- 124:leaf=-0.00417824788,cover=0
-booster[333]:
-0:[Area5<0.380439579] yes=1,no=2,missing=2,gain=4.90355635,cover=5124388
- 1:[PialCurv5<-0.0347327143] yes=3,no=4,missing=4,gain=2.45092487,cover=20016
- 3:[MidArea5<0.524661958] yes=7,no=8,missing=7,gain=2.40334702,cover=19620
- 7:[PialArea5<0.686586082] yes=15,no=16,missing=16,gain=4.93437338,cover=7930
- 15:[MidArea5<0.498434067] yes=31,no=32,missing=31,gain=2.75594711,cover=6980
- 31:[PialArea5<0.632563293] yes=61,no=62,missing=62,gain=4.17716646,cover=4832
- 61:leaf=0.00110403763,cover=0
- 62:leaf=0.00516872061,cover=0
- 32:[PialCurv5<-0.175695807] yes=63,no=64,missing=63,gain=2.15710044,cover=2148
- 63:leaf=-0.00474584568,cover=0
- 64:leaf=0.000160921903,cover=0
- 16:[PialArea5<0.715215623] yes=33,no=34,missing=34,gain=0.859869957,cover=950
- 33:[MidArea5<0.515777051] yes=65,no=66,missing=66,gain=0.744176865,cover=786
- 65:leaf=0.00584069686,cover=0
- 66:leaf=0.00274817646,cover=0
- 34:[Pol<80.8913651] yes=67,no=68,missing=67,gain=0.327932835,cover=164
- 67:leaf=0.0113099394,cover=0
- 68:leaf=0.00646229973,cover=0
- 8:[PialArea5<0.721636832] yes=17,no=18,missing=17,gain=4.00900745,cover=11690
- 17:[PialCurv5<-0.116576619] yes=35,no=36,missing=35,gain=3.5745945,cover=2142
- 35:[PialArea5<0.693130434] yes=69,no=70,missing=70,gain=1.03093958,cover=1529
- 69:leaf=-0.00530630257,cover=0
- 70:leaf=-0.00215635472,cover=0
- 36:[Ecc<0.406764686] yes=71,no=72,missing=72,gain=0.775025487,cover=613
- 71:leaf=0.0125388531,cover=0
- 72:leaf=0.00138036732,cover=0
- 18:[MidArea5<0.545424342] yes=37,no=38,missing=37,gain=6.15276766,cover=9548
- 37:[PialArea5<0.739180207] yes=73,no=74,missing=74,gain=1.43182278,cover=1043
- 73:leaf=0.00311814691,cover=0
- 74:leaf=0.00702627096,cover=0
- 38:[PialArea5<0.747707367] yes=75,no=76,missing=75,gain=4.15498352,cover=8505
- 75:leaf=-0.00223405263,cover=0
- 76:leaf=0.000861668785,cover=0
- 4:[PialArea5<0.715215623] yes=9,no=10,missing=9,gain=0.78728354,cover=396
- 9:[LGI5<2.13090348] yes=19,no=20,missing=19,gain=0.592231154,cover=386
- 19:leaf=-0.0132483905,cover=0
- 20:[Pol<131.443253] yes=39,no=40,missing=39,gain=1.12260365,cover=372
- 39:[Ecc<32.0879669] yes=77,no=78,missing=77,gain=0.6725142,cover=336
- 77:leaf=-0.00488624675,cover=0
- 78:leaf=0.00147815677,cover=0
- 40:[Curv5<-0.191348091] yes=79,no=80,missing=79,gain=0.152023077,cover=36
- 79:leaf=-0.00180546218,cover=0
- 80:leaf=0.00663201232,cover=0
- 10:[Pol<125.308708] yes=21,no=22,missing=21,gain=0.148898572,cover=10
- 21:[Ecc<0.783076942] yes=41,no=42,missing=41,gain=0.175188482,cover=7
- 41:leaf=0.000575037848,cover=0
- 42:leaf=0.0179596748,cover=0
- 22:[Pol<136.095428] yes=43,no=44,missing=43,gain=0.000823638286,cover=3
- 43:leaf=-0.000447064638,cover=0
- 44:leaf=0.000916516816,cover=0
- 2:[Sulc0<-1.03844893] yes=5,no=6,missing=5,gain=5.0948081,cover=5104372
- 5:[Area5<0.765896857] yes=11,no=12,missing=11,gain=3.7438674,cover=177772
- 11:[PialCurv5<-0.08490628] yes=23,no=24,missing=24,gain=3.30304146,cover=161156
- 23:[LGI5<2.13090348] yes=45,no=46,missing=45,gain=2.23181772,cover=155743
- 45:[Pol<76.1517639] yes=81,no=82,missing=82,gain=3.5006268,cover=2408
- 81:leaf=-0.000277365762,cover=0
- 82:leaf=-0.0041819918,cover=0
- 46:[LGI5<2.25075769] yes=83,no=84,missing=83,gain=1.63844252,cover=153335
- 83:leaf=0.000233964864,cover=0
- 84:leaf=-0.000326372974,cover=0
- 24:[PialArea5<0.824056447] yes=47,no=48,missing=48,gain=3.54782152,cover=5413
- 47:[LGI5<2.24172258] yes=85,no=86,missing=85,gain=2.35125613,cover=448
- 85:leaf=-0.00326594687,cover=0
- 86:leaf=0.00489057181,cover=0
- 48:[LGI5<2.16230083] yes=87,no=88,missing=88,gain=4.15540457,cover=4965
- 87:leaf=0.00301727024,cover=0
- 88:leaf=-0.0023602182,cover=0
- 12:[Ecc<1.15906882] yes=25,no=26,missing=25,gain=2.42979479,cover=16616
- 25:[Pol<31.3444195] yes=49,no=50,missing=50,gain=1.51762068,cover=645
- 49:[Curv5<-0.222158164] yes=89,no=90,missing=89,gain=0.956594467,cover=287
- 89:leaf=-0.00132424547,cover=0
- 90:leaf=-0.00737836445,cover=0
- 50:[LGI5<2.43692279] yes=91,no=92,missing=91,gain=1.33920014,cover=358
- 91:leaf=0.00207934808,cover=0
- 92:leaf=-0.00416060118,cover=0
- 26:[LGI5<2.68917012] yes=51,no=52,missing=51,gain=2.88538051,cover=15971
- 51:[Sulc0<-1.24864507] yes=93,no=94,missing=94,gain=1.94508648,cover=6409
- 93:leaf=0.00357168913,cover=0
- 94:leaf=0.00104279269,cover=0
- 52:[PialCurv5<-0.0819871053] yes=95,no=96,missing=95,gain=1.94282174,cover=9562
- 95:leaf=-7.36554211e-05,cover=0
- 96:leaf=0.005448882,cover=0
- 6:[PialArea5<1.39628088] yes=13,no=14,missing=13,gain=6.38942099,cover=4926600
- 13:[LGI5<2.35279679] yes=27,no=28,missing=27,gain=5.8411417,cover=4861441
- 27:[Ecc<7.39671755] yes=53,no=54,missing=54,gain=7.27512646,cover=504217
- 53:[Ecc<1.26157856] yes=97,no=98,missing=97,gain=8.67562866,cover=487772
- 97:leaf=-0.000122564597,cover=0
- 98:leaf=0.000335489545,cover=0
- 54:[Sulc0<0.915739596] yes=99,no=100,missing=99,gain=2.60191441,cover=16445
- 99:leaf=-0.000911050942,cover=0
- 100:leaf=0.00960847922,cover=0
- 28:[Ecc<3.29132295] yes=55,no=56,missing=56,gain=10.1299334,cover=4357224
- 55:[LGI5<2.51629615] yes=101,no=102,missing=102,gain=29.5222054,cover=648564
- 101:leaf=3.10902651e-05,cover=0
- 102:leaf=-0.000691208406,cover=0
- 56:[Sulc0<-0.603582025] yes=103,no=104,missing=103,gain=9.6692543,cover=3708660
- 103:leaf=-0.00016263545,cover=0
- 104:leaf=5.01804534e-05,cover=0
- 14:[Ecc<2.25101852] yes=29,no=30,missing=29,gain=4.08219528,cover=65159
- 29:[LGI5<2.56078315] yes=57,no=58,missing=57,gain=9.14000702,cover=9154
- 57:[Area5<0.987501919] yes=105,no=106,missing=105,gain=7.1670475,cover=8149
- 105:leaf=0.0023439615,cover=0
- 106:leaf=-0.00501084281,cover=0
- 58:[Ecc<0.618862808] yes=107,no=108,missing=107,gain=2.85920811,cover=1005
- 107:leaf=0.00381743978,cover=0
- 108:leaf=-0.00405669119,cover=0
- 30:[Ecc<4.73840666] yes=59,no=60,missing=59,gain=3.47898579,cover=56005
- 59:[LGI5<2.89127874] yes=109,no=110,missing=109,gain=5.1194005,cover=22194
- 109:leaf=-4.41475976e-07,cover=0
- 110:leaf=-0.00405242899,cover=0
- 60:[LGI5<2.47631311] yes=111,no=112,missing=111,gain=6.87029314,cover=33811
- 111:leaf=-0.00206882297,cover=0
- 112:leaf=0.000843837217,cover=0
-booster[334]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=1,gain=4.73465872,cover=5124388
- 1:[LGI5<2.92895722] yes=3,no=4,missing=4,gain=3.36015129,cover=60049
- 3:[Sulc0<0.624357879] yes=7,no=8,missing=7,gain=3.39684844,cover=37011
- 7:[Ecc<9.75650311] yes=15,no=16,missing=15,gain=3.45653176,cover=11215
- 15:[Area5<0.554568231] yes=31,no=32,missing=31,gain=4.58962107,cover=10490
- 31:[Pol<87.3220139] yes=63,no=64,missing=63,gain=1.27117467,cover=1863
- 63:leaf=0.00614170078,cover=0
- 64:leaf=-0.00137987291,cover=0
- 32:[Ecc<1.3629595] yes=65,no=66,missing=66,gain=2.53980446,cover=8627
- 65:leaf=-0.00053413125,cover=0
- 66:leaf=0.00193600764,cover=0
- 16:[Area5<0.573932528] yes=33,no=34,missing=33,gain=1.08919585,cover=725
- 33:[LGI5<2.66988635] yes=67,no=68,missing=67,gain=1.79499292,cover=131
- 67:leaf=0.00877904613,cover=0
- 68:leaf=-0.0030888964,cover=0
- 34:[PialCurv5<0.493508637] yes=69,no=70,missing=70,gain=0.978791237,cover=594
- 69:leaf=-0.00255634799,cover=0
- 70:leaf=-0.00845232047,cover=0
- 8:[Pol<71.8249207] yes=17,no=18,missing=18,gain=2.53667092,cover=25796
- 17:[LGI5<2.90190363] yes=35,no=36,missing=35,gain=1.4226222,cover=398
- 35:[MidArea5<0.421422303] yes=71,no=72,missing=72,gain=1.25493646,cover=346
- 71:leaf=0.00843418296,cover=0
- 72:leaf=0.00233733491,cover=0
- 36:[Curv5<0.266060919] yes=73,no=74,missing=73,gain=1.18398404,cover=52
- 73:leaf=0.00189571304,cover=0
- 74:leaf=-0.0134738013,cover=0
- 18:[Ecc<2.6675415] yes=37,no=38,missing=38,gain=1.89578271,cover=25398
- 37:[LGI5<2.45602322] yes=75,no=76,missing=75,gain=1.61266255,cover=228
- 75:leaf=-0.00270621898,cover=0
- 76:leaf=0.00679950882,cover=0
- 38:[Sulc0<1.16950965] yes=77,no=78,missing=77,gain=1.63526177,cover=25170
- 77:leaf=-0.000200619455,cover=0
- 78:leaf=-0.00252057868,cover=0
- 4:[LGI5<3.12489319] yes=9,no=10,missing=9,gain=2.6995039,cover=23038
- 9:[PialCurv5<0.265012205] yes=19,no=20,missing=19,gain=3.77847672,cover=8173
- 19:[Curv5<0.186949074] yes=39,no=40,missing=39,gain=2.22428417,cover=2402
- 39:[Area5<0.504816413] yes=79,no=80,missing=80,gain=2.4593544,cover=1825
- 79:leaf=-0.00598128466,cover=0
- 80:leaf=0.00449684495,cover=0
- 40:[Sulc0<0.540103436] yes=81,no=82,missing=82,gain=1.60193586,cover=577
- 81:leaf=0.00906564016,cover=0
- 82:leaf=-0.000214393483,cover=0
- 20:[Ecc<21.7409172] yes=41,no=42,missing=41,gain=1.98242164,cover=5771
- 41:[PialArea5<0.245474651] yes=83,no=84,missing=84,gain=2.56086206,cover=3155
- 83:leaf=0.00376984174,cover=0
- 84:leaf=0.000767366379,cover=0
- 42:[LGI5<2.94529939] yes=85,no=86,missing=85,gain=3.52334332,cover=2616
- 85:leaf=0.00789394882,cover=0
- 86:leaf=-0.000488962978,cover=0
- 10:[Ecc<8.7927618] yes=21,no=22,missing=22,gain=2.09662056,cover=14865
- 21:[Sulc0<0.869075775] yes=43,no=44,missing=43,gain=1.264691,cover=338
- 43:[Pol<107.129471] yes=87,no=88,missing=88,gain=1.5648191,cover=176
- 87:leaf=0.00168155029,cover=0
- 88:leaf=-0.0108420989,cover=0
- 44:[Curv5<0.177453667] yes=89,no=90,missing=90,gain=0.282605886,cover=162
- 89:leaf=-0.00303121051,cover=0
- 90:leaf=-0.00782098714,cover=0
- 22:[Ecc<15.7955055] yes=45,no=46,missing=45,gain=1.97586417,cover=14527
- 45:[Pol<103.851685] yes=91,no=92,missing=92,gain=4.66592598,cover=3284
- 91:leaf=0.000713273301,cover=0
- 92:leaf=0.00534466654,cover=0
- 46:[Ecc<30.4150848] yes=93,no=94,missing=93,gain=2.15431571,cover=11243
- 93:leaf=-0.000293886376,cover=0
- 94:leaf=0.0011105045,cover=0
- 2:[PialArea5<0.917384863] yes=5,no=6,missing=5,gain=5.22142363,cover=5064339
- 5:[Pol<177.729218] yes=11,no=12,missing=12,gain=9.01839161,cover=3491507
- 11:[LGI5<3.56741142] yes=23,no=24,missing=24,gain=8.96079063,cover=3452050
- 23:[Sulc0<-0.101085678] yes=47,no=48,missing=47,gain=9.37019634,cover=3289054
- 47:[Ecc<6.47151232] yes=95,no=96,missing=95,gain=18.2409878,cover=1467023
- 95:leaf=2.345338e-05,cover=0
- 96:leaf=-0.000334811775,cover=0
- 48:[PialCurv5<0.074624911] yes=97,no=98,missing=97,gain=24.3968945,cover=1822031
- 97:leaf=0.000324181718,cover=0
- 98:leaf=-7.44609715e-05,cover=0
- 24:[Pol<51.9018669] yes=49,no=50,missing=50,gain=14.5476904,cover=162996
- 49:[PialArea5<0.563414931] yes=99,no=100,missing=99,gain=11.3845253,cover=35343
- 99:leaf=0.0033146136,cover=0
- 100:leaf=0.000203071904,cover=0
- 50:[PialCurv5<0.196748361] yes=101,no=102,missing=101,gain=8.75145531,cover=127653
- 101:leaf=-0.000905173307,cover=0
- 102:leaf=3.59436017e-05,cover=0
- 12:[Area5<0.716575325] yes=25,no=26,missing=26,gain=6.01547527,cover=39457
- 25:[Ecc<0.943656743] yes=51,no=52,missing=52,gain=2.8605485,cover=32416
- 51:[Ecc<0.353712648] yes=103,no=104,missing=103,gain=0.847749949,cover=2861
- 103:leaf=0.000255670049,cover=0
- 104:leaf=-0.00163713121,cover=0
- 52:[Sulc0<-0.0788570642] yes=105,no=106,missing=105,gain=3.51668525,cover=29555
- 105:leaf=0.000806172087,cover=0
- 106:leaf=-0.000692531932,cover=0
- 26:[MidArea5<0.72893405] yes=53,no=54,missing=53,gain=6.03165245,cover=7041
- 53:[PialCurv5<0.074624911] yes=107,no=108,missing=107,gain=3.47053337,cover=3151
- 107:leaf=0.00546167558,cover=0
- 108:leaf=0.00213050726,cover=0
- 54:[Ecc<21.0377083] yes=109,no=110,missing=109,gain=3.50481176,cover=3890
- 109:leaf=6.84239558e-06,cover=0
- 110:leaf=0.0038794619,cover=0
- 6:[Sulc0<0.15957281] yes=13,no=14,missing=14,gain=7.21999264,cover=1572832
- 13:[Area5<0.827407002] yes=27,no=28,missing=27,gain=8.42377949,cover=1533369
- 27:[Curv5<-0.024997253] yes=55,no=56,missing=56,gain=6.71792793,cover=1412393
- 55:[PialCurv5<0.00860458333] yes=111,no=112,missing=112,gain=8.3378315,cover=1359928
- 111:leaf=5.31527585e-05,cover=0
- 112:leaf=0.00124814967,cover=0
- 56:[PialCurv5<-0.0133872591] yes=113,no=114,missing=113,gain=46.7132187,cover=52465
- 113:leaf=0.00407764222,cover=0
- 114:leaf=-5.3009876e-06,cover=0
- 28:[PialArea5<1.25128293] yes=57,no=58,missing=57,gain=7.76175404,cover=120976
- 57:[Pol<50.9985542] yes=115,no=116,missing=116,gain=8.89060783,cover=63905
- 115:leaf=-2.79888245e-05,cover=0
- 116:leaf=-0.00122417754,cover=0
- 58:[Ecc<1.15906882] yes=117,no=118,missing=117,gain=3.48506141,cover=57071
- 117:leaf=-0.00329112308,cover=0
- 118:leaf=0.000121938181,cover=0
- 14:[Area5<0.768806875] yes=29,no=30,missing=29,gain=6.46410275,cover=39463
- 29:[Pol<163.028091] yes=59,no=60,missing=59,gain=8.15634346,cover=17243
- 59:[Sulc0<0.717745602] yes=119,no=120,missing=120,gain=5.9148922,cover=15404
- 119:leaf=0.00179765827,cover=0
- 120:leaf=0.0244025961,cover=0
- 60:[LGI5<2.96218491] yes=121,no=122,missing=121,gain=4.29302979,cover=1839
- 121:leaf=0.00700782379,cover=0
- 122:leaf=-0.0023522242,cover=0
- 30:[LGI5<3.78836131] yes=61,no=62,missing=62,gain=6.08024597,cover=22220
- 61:[Ecc<21.3640327] yes=123,no=124,missing=123,gain=4.4946456,cover=21775
- 123:leaf=0.00120841793,cover=0
- 124:leaf=-0.000391696405,cover=0
- 62:[Ecc<36.5542564] yes=125,no=126,missing=125,gain=2.67638588,cover=445
- 125:leaf=0.00977622159,cover=0
- 126:leaf=0.00201745681,cover=0
-booster[335]:
-0:[Curv5<-0.26661092] yes=1,no=2,missing=2,gain=4.88342714,cover=5124388
- 1:[PialCurv5<-0.137075767] yes=3,no=4,missing=3,gain=15.4393196,cover=303029
- 3:[Curv5<-0.331971258] yes=7,no=8,missing=7,gain=7.52336454,cover=231943
- 7:[Pol<143.959366] yes=15,no=16,missing=15,gain=2.08156919,cover=52007
- 15:[Pol<53.6550331] yes=31,no=32,missing=31,gain=5.22317696,cover=38258
- 31:[Sulc0<-0.0862998366] yes=63,no=64,missing=64,gain=3.2143836,cover=25140
- 63:leaf=0.000227109907,cover=0
- 64:leaf=0.00504570594,cover=0
- 32:[MidArea5<0.603350997] yes=65,no=66,missing=65,gain=4.43112087,cover=13118
- 65:leaf=0.0005906687,cover=0
- 66:leaf=0.00242887973,cover=0
- 16:[LGI5<2.21018219] yes=33,no=34,missing=33,gain=1.95866668,cover=13749
- 33:[LGI5<2.13090348] yes=67,no=68,missing=67,gain=0.716565847,cover=144
- 67:leaf=0.000443880301,cover=0
- 68:leaf=0.00809970777,cover=0
- 34:[Ecc<7.7481575] yes=69,no=70,missing=69,gain=1.40530241,cover=13605
- 69:leaf=-0.000724004989,cover=0
- 70:leaf=0.000327829737,cover=0
- 8:[Area5<0.642765105] yes=17,no=18,missing=17,gain=10.1283035,cover=179936
- 17:[PialCurv5<-0.154837668] yes=35,no=36,missing=35,gain=4.41912174,cover=127641
- 35:[Sulc0<-0.145219594] yes=71,no=72,missing=71,gain=4.75875378,cover=73879
- 71:leaf=-0.000594089506,cover=0
- 72:leaf=-0.00368864322,cover=0
- 36:[Sulc0<-0.751221538] yes=73,no=74,missing=73,gain=3.8727169,cover=53762
- 73:leaf=-0.000367909292,cover=0
- 74:leaf=0.000517391076,cover=0
- 18:[Pol<11.2407846] yes=37,no=38,missing=37,gain=2.75806451,cover=52295
- 37:[Ecc<13.3064203] yes=75,no=76,missing=75,gain=3.82922435,cover=9515
- 75:leaf=-0.0011031609,cover=0
- 76:leaf=0.00097791804,cover=0
- 38:[MidArea5<0.731918395] yes=77,no=78,missing=77,gain=2.38195562,cover=42780
- 77:leaf=-0.00059885846,cover=0
- 78:leaf=0.000717307848,cover=0
- 4:[Area5<0.517926872] yes=9,no=10,missing=9,gain=9.4026432,cover=71086
- 9:[Pol<66.6374893] yes=19,no=20,missing=19,gain=4.52306986,cover=21741
- 19:[PialArea5<0.621054947] yes=39,no=40,missing=39,gain=3.47176504,cover=6223
- 39:[LGI5<3.62495422] yes=79,no=80,missing=79,gain=2.00779629,cover=657
- 79:leaf=-0.00520783756,cover=0
- 80:leaf=0.00785459485,cover=0
- 40:[Sulc0<-0.586468518] yes=81,no=82,missing=81,gain=2.57714081,cover=5566
- 81:leaf=-0.00125993963,cover=0
- 82:leaf=0.00155248481,cover=0
- 20:[Ecc<41.2560654] yes=41,no=42,missing=42,gain=6.044384,cover=15518
- 41:[Pol<117.137611] yes=83,no=84,missing=84,gain=2.81324363,cover=15425
- 83:leaf=0.00163006037,cover=0
- 84:leaf=-4.23319852e-06,cover=0
- 42:[Curv5<-0.350989401] yes=85,no=86,missing=86,gain=2.64705086,cover=93
- 85:leaf=-0.00584837189,cover=0
- 86:leaf=0.016736431,cover=0
- 10:[Pol<40.9012032] yes=21,no=22,missing=22,gain=8.78383827,cover=49345
- 21:[Area5<0.652759671] yes=43,no=44,missing=44,gain=4.44870615,cover=19153
- 43:[Ecc<3.35458159] yes=87,no=88,missing=87,gain=1.61389899,cover=12536
- 87:leaf=-0.00107795722,cover=0
- 88:leaf=0.000184334858,cover=0
- 44:[Ecc<20.7119312] yes=89,no=90,missing=90,gain=2.11713886,cover=6617
- 89:leaf=0.000995146693,cover=0
- 90:leaf=0.00326311332,cover=0
- 22:[Pol<157.965515] yes=45,no=46,missing=45,gain=9.84230042,cover=30192
- 45:[LGI5<2.27925944] yes=91,no=92,missing=91,gain=5.7090683,cover=19735
- 91:leaf=0.00557615189,cover=0
- 92:leaf=0.00218093558,cover=0
- 46:[LGI5<2.41022825] yes=93,no=94,missing=93,gain=3.69927692,cover=10457
- 93:leaf=0.00340738078,cover=0
- 94:leaf=0.000206674056,cover=0
- 2:[PialCurv5<-0.171137348] yes=5,no=6,missing=6,gain=14.9401321,cover=4821359
- 5:[Curv5<-0.218969986] yes=11,no=12,missing=11,gain=8.35858059,cover=17144
- 11:[LGI5<2.92895722] yes=23,no=24,missing=24,gain=3.54471874,cover=13540
- 23:[Area5<0.987501919] yes=47,no=48,missing=48,gain=2.33993149,cover=8914
- 47:[Area5<0.864337862] yes=95,no=96,missing=96,gain=1.84100139,cover=8869
- 95:leaf=0.000246662035,cover=0
- 96:leaf=0.00468636071,cover=0
- 48:[MidArea5<1.1557827] yes=97,no=98,missing=98,gain=0.150019169,cover=45
- 97:leaf=-0.00598020246,cover=0
- 98:leaf=-0.0129222469,cover=0
- 24:[Ecc<22.4429302] yes=49,no=50,missing=49,gain=3.4866848,cover=4626
- 49:[PialCurv5<-0.181738108] yes=99,no=100,missing=100,gain=2.13680267,cover=3313
- 99:leaf=0.00442643976,cover=0
- 100:leaf=0.00183546322,cover=0
- 50:[Sulc0<-1.12931466] yes=101,no=102,missing=102,gain=0.827606082,cover=1313
- 101:leaf=-0.00641075103,cover=0
- 102:leaf=8.58920321e-05,cover=0
- 12:[Sulc0<-0.047846999] yes=25,no=26,missing=25,gain=7.32946205,cover=3604
- 25:[MidArea5<0.628216386] yes=51,no=52,missing=51,gain=5.0838623,cover=3187
- 51:[Ecc<9.38688755] yes=103,no=104,missing=104,gain=2.70379305,cover=709
- 103:leaf=-0.000940604543,cover=0
- 104:leaf=0.00654485542,cover=0
- 52:[Curv5<-0.0620335713] yes=105,no=106,missing=105,gain=5.24003792,cover=2478
- 105:leaf=0.00588259147,cover=0
- 106:leaf=-0.00773064373,cover=0
- 26:[Pol<57.0350037] yes=53,no=54,missing=53,gain=2.39662123,cover=417
- 53:[LGI5<3.20360112] yes=107,no=108,missing=107,gain=1.35465193,cover=76
- 107:leaf=-0.0163460802,cover=0
- 108:leaf=-0.00284222583,cover=0
- 54:[Area5<0.802302957] yes=109,no=110,missing=109,gain=1.39663672,cover=341
- 109:leaf=0.000268852542,cover=0
- 110:leaf=-0.0101418654,cover=0
- 6:[PialArea5<0.450022906] yes=13,no=14,missing=14,gain=6.4153285,cover=4804215
- 13:[Pol<82.2009888] yes=27,no=28,missing=28,gain=15.9933681,cover=663818
- 27:[Ecc<40.3354568] yes=55,no=56,missing=55,gain=13.4027405,cover=82013
- 55:[Curv5<0.124281213] yes=111,no=112,missing=112,gain=8.17360687,cover=66027
- 111:leaf=0.00190804934,cover=0
- 112:leaf=0.000714340014,cover=0
- 56:[Pol<49.2074432] yes=113,no=114,missing=113,gain=5.60368109,cover=15986
- 113:leaf=0.00184872583,cover=0
- 114:leaf=-0.000888633658,cover=0
- 28:[Pol<112.359543] yes=57,no=58,missing=57,gain=20.0293617,cover=581805
- 57:[Curv5<0.0257103238] yes=115,no=116,missing=115,gain=13.972456,cover=461652
- 115:leaf=-0.00284731505,cover=0
- 116:leaf=-8.72970413e-05,cover=0
- 58:[Area5<0.603367925] yes=117,no=118,missing=118,gain=7.76251602,cover=120153
- 117:leaf=-0.000215137989,cover=0
- 118:leaf=0.000805526215,cover=0
- 14:[Curv5<0.0974604636] yes=29,no=30,missing=30,gain=11.5947809,cover=4140397
- 29:[Sulc0<-0.00954892673] yes=59,no=60,missing=59,gain=16.6623497,cover=3674262
- 59:[Area5<0.600206077] yes=119,no=120,missing=119,gain=14.3690434,cover=2771200
- 119:leaf=0.000127470164,cover=0
- 120:leaf=-0.000136712013,cover=0
- 60:[Ecc<2.8577323] yes=121,no=122,missing=121,gain=20.8763428,cover=903062
- 121:leaf=-0.00136425614,cover=0
- 122:leaf=0.000213239327,cover=0
- 30:[Area5<0.877147377] yes=61,no=62,missing=61,gain=14.542428,cover=466135
- 61:[Sulc0<0.433680743] yes=123,no=124,missing=124,gain=18.6258736,cover=453297
- 123:leaf=-6.45381224e-05,cover=0
- 124:leaf=-0.000720700424,cover=0
- 62:[Sulc0<-0.0172607526] yes=125,no=126,missing=125,gain=4.38147163,cover=12838
- 125:leaf=-0.00117241719,cover=0
- 126:leaf=0.00171758456,cover=0
-booster[336]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=4.59545088,cover=5124388
- 1:[Sulc0<-1.15707839] yes=3,no=4,missing=3,gain=4.58620214,cover=5104371
- 3:[PialCurv5<-0.11578764] yes=7,no=8,missing=8,gain=5.56657934,cover=59654
- 7:[Area5<0.694293797] yes=15,no=16,missing=15,gain=4.99062014,cover=48326
- 15:[LGI5<2.54917789] yes=31,no=32,missing=31,gain=2.71957779,cover=36800
- 31:[Curv5<-0.292340577] yes=63,no=64,missing=64,gain=1.98826671,cover=24187
- 63:leaf=0.000633319083,cover=0
- 64:leaf=-0.000427810912,cover=0
- 32:[PialCurv5<-0.14160423] yes=65,no=66,missing=65,gain=1.78039265,cover=12613
- 65:leaf=-0.000706692808,cover=0
- 66:leaf=-0.00202777586,cover=0
- 16:[LGI5<2.67457628] yes=33,no=34,missing=33,gain=3.87005806,cover=11526
- 33:[Ecc<1.10530448] yes=67,no=68,missing=68,gain=2.13765907,cover=5363
- 67:leaf=-0.00134702551,cover=0
- 68:leaf=0.00201868615,cover=0
- 34:[PialArea5<0.95820266] yes=69,no=70,missing=69,gain=1.89339089,cover=6163
- 69:leaf=-0.00206874683,cover=0
- 70:leaf=0.00025349186,cover=0
- 8:[Ecc<8.41855335] yes=17,no=18,missing=17,gain=2.71691227,cover=11328
- 17:[Curv5<-0.198884338] yes=35,no=36,missing=36,gain=2.19641113,cover=10699
- 35:[LGI5<2.50273752] yes=71,no=72,missing=72,gain=4.55954552,cover=6161
- 71:leaf=-0.00023460458,cover=0
- 72:leaf=-0.00341042387,cover=0
- 36:[Pol<137.578873] yes=73,no=74,missing=74,gain=2.42773247,cover=4538
- 73:leaf=-0.00181820511,cover=0
- 74:leaf=-0.00456262659,cover=0
- 18:[Curv5<-0.148390457] yes=37,no=38,missing=37,gain=2.04635286,cover=629
- 37:[Ecc<8.6295805] yes=75,no=76,missing=76,gain=0.809268355,cover=566
- 75:leaf=0.0142320348,cover=0
- 76:leaf=0.000534723804,cover=0
- 38:[LGI5<2.76843596] yes=77,no=78,missing=77,gain=0.746855736,cover=63
- 77:leaf=0.029150743,cover=0
- 78:leaf=0.00848920178,cover=0
- 4:[PialArea5<1.48916721] yes=9,no=10,missing=9,gain=5.34862423,cover=5044717
- 9:[LGI5<2.23211861] yes=19,no=20,missing=19,gain=5.4022994,cover=5008256
- 19:[Area5<0.692729533] yes=39,no=40,missing=39,gain=4.7464962,cover=133696
- 39:[Ecc<1.3629595] yes=79,no=80,missing=79,gain=5.20325756,cover=105185
- 79:leaf=4.76518289e-05,cover=0
- 80:leaf=0.000763559423,cover=0
- 40:[LGI5<2.13090348] yes=81,no=82,missing=81,gain=6.77279234,cover=28511
- 81:leaf=0.00171028113,cover=0
- 82:leaf=-0.000557084917,cover=0
- 20:[Pol<96.2546158] yes=41,no=42,missing=41,gain=5.12435341,cover=4874560
- 41:[Ecc<32.6813126] yes=83,no=84,missing=83,gain=29.7678299,cover=2245587
- 83:leaf=0.000114397859,cover=0
- 84:leaf=-0.000468934973,cover=0
- 42:[Ecc<15.3430929] yes=85,no=86,missing=85,gain=17.7628441,cover=2628973
- 85:leaf=2.26032989e-05,cover=0
- 86:leaf=-0.000277934392,cover=0
- 10:[PialCurv5<-0.0441194475] yes=21,no=22,missing=21,gain=4.35043621,cover=36461
- 21:[Curv5<-0.0943295062] yes=43,no=44,missing=44,gain=7.24033689,cover=35505
- 43:[PialCurv5<-0.0877386853] yes=87,no=88,missing=87,gain=3.91650105,cover=34451
- 87:leaf=0.000818075729,cover=0
- 88:leaf=-0.000598744489,cover=0
- 44:[Pol<137.578873] yes=89,no=90,missing=90,gain=4.35833645,cover=1054
- 89:leaf=0.00269449898,cover=0
- 90:leaf=0.00974229351,cover=0
- 22:[Pol<87.3220139] yes=45,no=46,missing=45,gain=1.78851843,cover=956
- 45:[Ecc<1.57116413] yes=91,no=92,missing=92,gain=1.93887651,cover=632
- 91:leaf=-0.00630876934,cover=0
- 92:leaf=0.000324436784,cover=0
- 46:[LGI5<3.60428405] yes=93,no=94,missing=93,gain=1.44027615,cover=324
- 93:leaf=-0.00654283864,cover=0
- 94:leaf=0.00770734996,cover=0
- 2:[Ecc<26.4278679] yes=5,no=6,missing=5,gain=5.65135145,cover=20017
- 5:[Pol<97.9094925] yes=11,no=12,missing=11,gain=6.41362381,cover=12462
- 11:[PialArea5<0.785624862] yes=23,no=24,missing=23,gain=6.12905407,cover=5141
- 23:[MidArea5<0.535488486] yes=47,no=48,missing=48,gain=4.9865551,cover=3295
- 47:[Area5<0.59157455] yes=95,no=96,missing=95,gain=1.46787906,cover=642
- 95:leaf=0.00348171825,cover=0
- 96:leaf=-0.00169147458,cover=0
- 48:[Ecc<17.7876587] yes=97,no=98,missing=98,gain=4.59236717,cover=2653
- 97:leaf=-0.00270206667,cover=0
- 98:leaf=-0.00688777119,cover=0
- 24:[Sulc0<-0.0172607526] yes=49,no=50,missing=49,gain=6.63221884,cover=1846
- 49:[Area5<0.682363749] yes=99,no=100,missing=100,gain=3.2186389,cover=1738
- 99:leaf=0.00148272223,cover=0
- 100:leaf=-0.00292614917,cover=0
- 50:[Pol<55.3432045] yes=101,no=102,missing=101,gain=1.97364569,cover=108
- 101:leaf=0.00125770119,cover=0
- 102:leaf=0.0159420427,cover=0
- 12:[Ecc<15.5679035] yes=25,no=26,missing=25,gain=3.79155922,cover=7321
- 25:[Area5<0.63275224] yes=51,no=52,missing=52,gain=1.69095612,cover=1573
- 51:[Sulc0<0.392869562] yes=103,no=104,missing=104,gain=2.55416012,cover=324
- 103:leaf=0.00206924975,cover=0
- 104:leaf=0.0118271597,cover=0
- 52:[Sulc0<-0.574995995] yes=105,no=106,missing=106,gain=1.63741219,cover=1249
- 105:leaf=-0.00354977627,cover=0
- 106:leaf=0.0016167023,cover=0
- 26:[Sulc0<0.0294309072] yes=53,no=54,missing=53,gain=4.79690647,cover=5748
- 53:[Area5<0.735260904] yes=107,no=108,missing=107,gain=4.85666609,cover=3457
- 107:leaf=0.00121558376,cover=0
- 108:leaf=-0.00308619114,cover=0
- 54:[PialCurv5<0.0171581414] yes=109,no=110,missing=110,gain=3.99372196,cover=2291
- 109:leaf=-0.00842454098,cover=0
- 110:leaf=-0.0020487525,cover=0
- 6:[Sulc0<0.849368811] yes=13,no=14,missing=13,gain=2.43062162,cover=7555
- 13:[Pol<135.419098] yes=27,no=28,missing=27,gain=3.82803345,cover=6187
- 27:[PialCurv5<-0.153030112] yes=55,no=56,missing=55,gain=1.94607806,cover=3995
- 55:[Ecc<27.7987404] yes=111,no=112,missing=112,gain=0.0816202164,cover=36
- 111:leaf=0.00353329885,cover=0
- 112:leaf=0.0113569153,cover=0
- 56:[Sulc0<0.134837523] yes=113,no=114,missing=114,gain=2.01422811,cover=3959
- 113:leaf=-0.00272853952,cover=0
- 114:leaf=-0.000332612748,cover=0
- 28:[Sulc0<0.218763664] yes=57,no=58,missing=57,gain=2.66010094,cover=2192
- 57:[PialCurv5<-0.0555995218] yes=115,no=116,missing=116,gain=3.15773344,cover=1843
- 115:leaf=0.00120256678,cover=0
- 116:leaf=0.00611289032,cover=0
- 58:[PialArea5<1.00196755] yes=117,no=118,missing=118,gain=1.69431758,cover=349
- 117:leaf=-0.00167660636,cover=0
- 118:leaf=-0.0188637767,cover=0
- 14:[Curv5<0.149355054] yes=29,no=30,missing=29,gain=3.44398689,cover=1368
- 29:[Curv5<0.0300692953] yes=59,no=60,missing=59,gain=1.97624636,cover=867
- 59:[Ecc<37.2796402] yes=119,no=120,missing=120,gain=0.393632531,cover=21
- 119:leaf=0.00480136136,cover=0
- 120:leaf=-0.0133892018,cover=0
- 60:[Area5<0.780320704] yes=121,no=122,missing=121,gain=2.12483501,cover=846
- 121:leaf=0.00762041891,cover=0
- 122:leaf=0.00248818449,cover=0
- 30:[Area5<0.628069878] yes=61,no=62,missing=61,gain=1.39579773,cover=501
- 61:[PialCurv5<0.260145098] yes=123,no=124,missing=123,gain=0.695466161,cover=92
- 123:leaf=-0.0165199824,cover=0
- 124:leaf=-0.00463146577,cover=0
- 62:[Pol<95.050293] yes=125,no=126,missing=125,gain=1.16282141,cover=409
- 125:leaf=-0.000858752173,cover=0
- 126:leaf=0.00695291488,cover=0
-booster[337]:
-0:[Curv5<-0.279226273] yes=1,no=2,missing=1,gain=4.46208429,cover=5124388
- 1:[PialCurv5<-0.154837668] yes=3,no=4,missing=4,gain=6.62738228,cover=222962
- 3:[Curv5<-0.39144522] yes=7,no=8,missing=7,gain=8.86812878,cover=127322
- 7:[PialArea5<0.546516836] yes=15,no=16,missing=15,gain=2.25621128,cover=15775
- 15:[LGI5<2.43374896] yes=31,no=32,missing=31,gain=2.42139792,cover=3432
- 31:[Ecc<1.15906882] yes=63,no=64,missing=63,gain=1.47160196,cover=444
- 63:leaf=-0.0111454837,cover=0
- 64:leaf=-0.00239612651,cover=0
- 32:[LGI5<2.47631311] yes=65,no=66,missing=66,gain=2.76540446,cover=2988
- 65:leaf=0.00905295927,cover=0
- 66:leaf=0.000200843191,cover=0
- 16:[Pol<53.6550331] yes=33,no=34,missing=33,gain=2.4660244,cover=12343
- 33:[Sulc0<-0.115756653] yes=67,no=68,missing=67,gain=2.6799674,cover=6913
- 67:leaf=0.000650479691,cover=0
- 68:leaf=0.0082196882,cover=0
- 34:[Pol<143.237381] yes=69,no=70,missing=69,gain=5.80349827,cover=5430
- 69:leaf=0.00373962894,cover=0
- 70:leaf=0.000464034121,cover=0
- 8:[Ecc<7.18838644] yes=17,no=18,missing=17,gain=4.82155132,cover=111547
- 17:[LGI5<3.14439583] yes=35,no=36,missing=35,gain=5.57607794,cover=51450
- 35:[Sulc0<-0.487093836] yes=71,no=72,missing=72,gain=4.38365746,cover=50664
- 71:leaf=-0.000585516449,cover=0
- 72:leaf=0.00132702652,cover=0
- 36:[Ecc<5.72519016] yes=73,no=74,missing=73,gain=1.87343597,cover=786
- 73:leaf=-0.00961877778,cover=0
- 74:leaf=-0.00348603423,cover=0
- 18:[Ecc<32.6813126] yes=37,no=38,missing=37,gain=6.39317083,cover=60097
- 37:[PialArea5<0.813682437] yes=75,no=76,missing=75,gain=2.60021567,cover=52704
- 75:leaf=-3.58916259e-05,cover=0
- 76:leaf=0.000666658394,cover=0
- 38:[Sulc0<0.0689564943] yes=77,no=78,missing=78,gain=3.34093332,cover=7393
- 77:leaf=-0.000954920077,cover=0
- 78:leaf=-0.00511557609,cover=0
- 4:[Pol<44.6807365] yes=9,no=10,missing=10,gain=6.73737335,cover=95640
- 9:[Area5<0.630444467] yes=19,no=20,missing=19,gain=6.64460182,cover=35228
- 19:[Area5<0.380439579] yes=39,no=40,missing=39,gain=1.55134344,cover=23336
- 39:[PialCurv5<-0.123971827] yes=79,no=80,missing=79,gain=1.63658345,cover=407
- 79:leaf=0.0012310493,cover=0
- 80:leaf=0.0101776142,cover=0
- 40:[MidArea5<0.512587845] yes=81,no=82,missing=82,gain=2.32528901,cover=22929
- 81:leaf=-0.00622152817,cover=0
- 82:leaf=-0.000516007829,cover=0
- 20:[Ecc<18.8860435] yes=41,no=42,missing=41,gain=3.75827026,cover=11892
- 41:[PialArea5<0.813682437] yes=83,no=84,missing=83,gain=1.69359064,cover=9347
- 83:leaf=-0.00201138714,cover=0
- 84:leaf=0.000663300452,cover=0
- 42:[MidArea5<0.96394527] yes=85,no=86,missing=86,gain=4.40121841,cover=2545
- 85:leaf=0.00209514168,cover=0
- 86:leaf=0.0104715414,cover=0
- 10:[Pol<153.554306] yes=21,no=22,missing=21,gain=8.84583282,cover=60412
- 21:[Area5<0.521939099] yes=43,no=44,missing=44,gain=9.83928871,cover=35551
- 43:[Curv5<-0.39144522] yes=87,no=88,missing=87,gain=4.00573063,cover=16291
- 87:leaf=-0.00222074543,cover=0
- 88:leaf=0.000684882281,cover=0
- 44:[Sulc0<0.263311565] yes=89,no=90,missing=89,gain=6.92176819,cover=19260
- 89:leaf=0.00222693663,cover=0
- 90:leaf=-0.00665435055,cover=0
- 22:[LGI5<2.21018219] yes=45,no=46,missing=45,gain=2.9759891,cover=24861
- 45:[LGI5<2.16230083] yes=91,no=92,missing=92,gain=1.53527284,cover=341
- 91:leaf=0.000609201496,cover=0
- 92:leaf=0.00746772811,cover=0
- 46:[Ecc<10.147254] yes=93,no=94,missing=93,gain=3.27382135,cover=24520
- 93:leaf=-0.00053473562,cover=0
- 94:leaf=0.00062156393,cover=0
- 2:[PialCurv5<-0.175695807] yes=5,no=6,missing=5,gain=7.73303223,cover=4901426
- 5:[Curv5<-0.254102558] yes=11,no=12,missing=11,gain=6.04388618,cover=16923
- 11:[PialCurv5<-0.190801308] yes=23,no=24,missing=23,gain=1.70350742,cover=9175
- 23:[Area5<0.623097897] yes=47,no=48,missing=48,gain=1.12892878,cover=2552
- 47:[Area5<0.529385149] yes=95,no=96,missing=95,gain=0.732327819,cover=1047
- 95:leaf=0.00169077294,cover=0
- 96:leaf=-0.00102279149,cover=0
- 48:[PialArea5<0.613238215] yes=97,no=98,missing=98,gain=1.09684324,cover=1505
- 97:leaf=-0.00512670446,cover=0
- 98:leaf=0.00241125841,cover=0
- 24:[LGI5<2.33061647] yes=49,no=50,missing=49,gain=1.20731604,cover=6623
- 49:[Ecc<8.48579407] yes=99,no=100,missing=100,gain=0.732751071,cover=405
- 99:leaf=0.00210066419,cover=0
- 100:leaf=0.0174079519,cover=0
- 50:[PialArea5<0.940168262] yes=101,no=102,missing=101,gain=1.15933681,cover=6218
- 101:leaf=-0.000874022779,cover=0
- 102:leaf=0.000590430107,cover=0
- 12:[Curv5<-0.0773924068] yes=25,no=26,missing=25,gain=3.80960369,cover=7748
- 25:[Area5<0.593548477] yes=51,no=52,missing=51,gain=3.18963814,cover=7523
- 51:[Ecc<4.67068386] yes=103,no=104,missing=103,gain=1.71400845,cover=2278
- 103:leaf=0.00242275256,cover=0
- 104:leaf=-0.000385950261,cover=0
- 52:[Ecc<2.73602629] yes=105,no=106,missing=105,gain=3.13158989,cover=5245
- 105:leaf=0.00660488708,cover=0
- 106:leaf=0.00254566106,cover=0
- 26:[Ecc<1.3629595] yes=53,no=54,missing=53,gain=3.33215952,cover=225
- 53:[Pol<83.4982376] yes=107,no=108,missing=108,gain=1.67955089,cover=41
- 107:leaf=-0.00610133214,cover=0
- 108:leaf=0.0151605476,cover=0
- 54:[PialArea5<0.643814564] yes=109,no=110,missing=109,gain=2.17213607,cover=184
- 109:leaf=-0.00237675128,cover=0
- 110:leaf=-0.0133257778,cover=0
- 6:[Sulc0<-0.87967056] yes=13,no=14,missing=13,gain=5.76080847,cover=4884503
- 13:[LGI5<3.3215456] yes=27,no=28,missing=28,gain=7.08517838,cover=409447
- 27:[Pol<136.792099] yes=55,no=56,missing=55,gain=6.32753754,cover=374220
- 55:[Pol<71.8249207] yes=111,no=112,missing=111,gain=4.40903139,cover=245453
- 111:leaf=-0.000198643727,cover=0
- 112:leaf=0.000387630978,cover=0
- 56:[Area5<0.573932528] yes=113,no=114,missing=113,gain=5.46645451,cover=128767
- 113:leaf=-0.000192721374,cover=0
- 114:leaf=-0.00084570871,cover=0
- 28:[Curv5<-0.138079464] yes=57,no=58,missing=58,gain=2.10070562,cover=35227
- 57:[Pol<18.1680222] yes=115,no=116,missing=115,gain=2.25706983,cover=34345
- 115:leaf=-0.000139390075,cover=0
- 116:leaf=0.000715039147,cover=0
- 58:[Area5<0.700531542] yes=117,no=118,missing=118,gain=2.1720593,cover=882
- 117:leaf=-0.00109368621,cover=0
- 118:leaf=0.00443405611,cover=0
- 14:[LGI5<2.36851335] yes=29,no=30,missing=29,gain=8.99318981,cover=4475056
- 29:[Ecc<7.4459548] yes=59,no=60,missing=59,gain=8.20333576,cover=499696
- 59:[Curv5<0.153449878] yes=119,no=120,missing=119,gain=6.74662876,cover=481723
- 119:leaf=0.000311877142,cover=0
- 120:leaf=-0.000258109329,cover=0
- 60:[PialCurv5<0.493508637] yes=121,no=122,missing=121,gain=4.49814463,cover=17973
- 121:leaf=-0.000897230406,cover=0
- 122:leaf=0.011373709,cover=0
- 30:[Pol<140.372742] yes=61,no=62,missing=61,gain=9.50708199,cover=3975360
- 61:[Sulc0<-0.108384088] yes=123,no=124,missing=123,gain=20.5152931,cover=3117851
- 123:leaf=-0.000219341367,cover=0
- 124:leaf=4.22535632e-05,cover=0
- 62:[Ecc<13.1181517] yes=125,no=126,missing=125,gain=21.4010048,cover=857509
- 125:leaf=0.000332717405,cover=0
- 126:leaf=-0.000175418143,cover=0
-booster[338]:
-0:[PialArea5<0.946096778] yes=1,no=2,missing=1,gain=4.68335485,cover=5124388
- 1:[MidArea5<1.07671547] yes=3,no=4,missing=3,gain=8.5443716,cover=3752000
- 3:[Pol<177.729218] yes=7,no=8,missing=7,gain=7.79251432,cover=3751502
- 7:[Curv5<-0.0133169871] yes=15,no=16,missing=15,gain=8.18301773,cover=3707627
- 15:[Area5<0.670794368] yes=31,no=32,missing=32,gain=24.668808,cover=1648880
- 31:[Curv5<-0.0837168768] yes=63,no=64,missing=63,gain=25.3220196,cover=1157741
- 63:leaf=-0.000107477455,cover=0
- 64:leaf=0.000489953614,cover=0
- 32:[PialCurv5<-0.0948967114] yes=65,no=66,missing=66,gain=39.407341,cover=491139
- 65:leaf=0.000366126507,cover=0
- 66:leaf=-0.000673500646,cover=0
- 16:[PialCurv5<0.0171581414] yes=33,no=34,missing=33,gain=28.6487808,cover=2058747
- 33:[MidArea5<0.610527694] yes=67,no=68,missing=68,gain=27.7621422,cover=153610
- 67:leaf=-0.000603462046,cover=0
- 68:leaf=0.00103620149,cover=0
- 34:[PialArea5<0.617149889] yes=69,no=70,missing=69,gain=20.1956768,cover=1905137
- 69:leaf=8.76524064e-05,cover=0
- 70:leaf=-0.000261257024,cover=0
- 8:[Area5<0.7084831] yes=17,no=18,missing=17,gain=5.43769884,cover=43875
- 17:[Ecc<1.31300318] yes=35,no=36,missing=35,gain=2.75407505,cover=34586
- 35:[Area5<0.596935391] yes=71,no=72,missing=72,gain=0.712073803,cover=3478
- 71:leaf=-0.00027060305,cover=0
- 72:leaf=-0.00170146674,cover=0
- 36:[Sulc0<0.20153527] yes=73,no=74,missing=73,gain=2.72678542,cover=31108
- 73:leaf=0.000576159509,cover=0
- 74:leaf=-0.00215287087,cover=0
- 18:[PialArea5<0.686586082] yes=37,no=38,missing=37,gain=4.19828892,cover=9289
- 37:[PialCurv5<0.0987490341] yes=75,no=76,missing=75,gain=3.20564556,cover=3526
- 75:leaf=0.00451390026,cover=0
- 76:leaf=0.00149540801,cover=0
- 38:[Ecc<20.3925476] yes=77,no=78,missing=77,gain=3.06257343,cover=5763
- 77:leaf=0.000239990564,cover=0
- 78:leaf=0.00296708336,cover=0
- 4:[LGI5<2.89660096] yes=9,no=10,missing=9,gain=3.71969318,cover=498
- 9:[Ecc<3.8768425] yes=19,no=20,missing=20,gain=1.58967292,cover=326
- 19:[LGI5<2.32613516] yes=39,no=40,missing=40,gain=1.32036448,cover=252
- 39:[LGI5<2.26652193] yes=79,no=80,missing=79,gain=0.304850727,cover=86
- 79:leaf=0.00530318869,cover=0
- 80:leaf=-0.0014932889,cover=0
- 40:[PialCurv5<0.0331302322] yes=81,no=82,missing=82,gain=1.29043913,cover=166
- 81:leaf=-0.000833207567,cover=0
- 82:leaf=0.0100586945,cover=0
- 20:[Pol<124.172195] yes=41,no=42,missing=42,gain=0.792841256,cover=74
- 41:[Sulc0<0.433680743] yes=83,no=84,missing=83,gain=0.292836607,cover=57
- 83:leaf=-0.00456850324,cover=0
- 84:leaf=0.00265422696,cover=0
- 42:[Pol<134.081207] yes=85,no=86,missing=86,gain=0.0993043184,cover=17
- 85:leaf=-0.0077013257,cover=0
- 86:leaf=-0.0168701541,cover=0
- 10:[LGI5<3.24660802] yes=21,no=22,missing=21,gain=3.18594456,cover=172
- 21:[LGI5<3.00232744] yes=43,no=44,missing=44,gain=0.642638206,cover=96
- 43:[Pol<96.8070755] yes=87,no=88,missing=88,gain=0.0994634628,cover=28
- 87:leaf=0.008242663,cover=0
- 88:leaf=0.0260850918,cover=0
- 44:[Curv5<0.14511615] yes=89,no=90,missing=90,gain=0.186893463,cover=68
- 89:leaf=0.0135101182,cover=0
- 90:leaf=0.0212193709,cover=0
- 22:[PialCurv5<0.171042696] yes=45,no=46,missing=45,gain=0.814356983,cover=76
- 45:[Ecc<39.5502243] yes=91,no=92,missing=91,gain=0.437057495,cover=37
- 91:leaf=0.0137907956,cover=0
- 92:leaf=0.00228327024,cover=0
- 46:[PialArea5<0.753297985] yes=93,no=94,missing=93,gain=0.416036516,cover=39
- 93:leaf=0.0118124625,cover=0
- 94:leaf=-0.00243851636,cover=0
- 2:[Area5<0.987501919] yes=5,no=6,missing=6,gain=5.87427664,cover=1372388
- 5:[MidArea5<1.21578133] yes=11,no=12,missing=12,gain=5.87808275,cover=1359436
- 11:[Curv5<-0.024997253] yes=23,no=24,missing=24,gain=4.77512646,cover=1346764
- 23:[PialCurv5<0.00860458333] yes=47,no=48,missing=48,gain=7.42036772,cover=1290565
- 47:[Area5<0.64784193] yes=95,no=96,missing=95,gain=6.80778503,cover=1276747
- 95:leaf=0.000236987951,cover=0
- 96:leaf=-2.3201228e-05,cover=0
- 48:[Area5<0.68633163] yes=97,no=98,missing=98,gain=13.4036074,cover=13818
- 97:leaf=-0.00220745127,cover=0
- 98:leaf=0.00192090496,cover=0
- 24:[PialCurv5<-0.0154925911] yes=49,no=50,missing=49,gain=65.2554474,cover=56199
- 49:[PialCurv5<-0.113441773] yes=99,no=100,missing=99,gain=12.7082138,cover=7089
- 99:leaf=0.0324463472,cover=0
- 100:leaf=0.00485013705,cover=0
- 50:[PialCurv5<-0.00372259994] yes=101,no=102,missing=101,gain=6.68101263,cover=49110
- 101:leaf=0.00146050495,cover=0
- 102:leaf=-0.000332699827,cover=0
- 12:[Area5<0.723411918] yes=25,no=26,missing=25,gain=3.34321928,cover=12672
- 25:[Sulc0<-0.987509191] yes=51,no=52,missing=52,gain=3.13230181,cover=1158
- 51:[Curv5<-0.161761403] yes=103,no=104,missing=103,gain=2.4044838,cover=483
- 103:leaf=0.00184977951,cover=0
- 104:leaf=-0.00962744374,cover=0
- 52:[Pol<175.068527] yes=105,no=106,missing=106,gain=1.9589901,cover=675
- 105:leaf=0.0053485618,cover=0
- 106:leaf=0.0189043321,cover=0
- 26:[Sulc0<-0.0326132737] yes=53,no=54,missing=54,gain=2.45452785,cover=11514
- 53:[Ecc<2.97906685] yes=107,no=108,missing=107,gain=2.23293829,cover=11497
- 107:leaf=0.0022460958,cover=0
- 108:leaf=0.000520260481,cover=0
- 54:[LGI5<2.89660096] yes=109,no=110,missing=109,gain=1.07054448,cover=17
- 109:leaf=0.0348725729,cover=0
- 110:leaf=0.00868802331,cover=0
- 6:[LGI5<3.08610082] yes=13,no=14,missing=13,gain=4.31642771,cover=12952
- 13:[LGI5<2.3865335] yes=27,no=28,missing=28,gain=5.50567913,cover=9382
- 27:[Pol<107.66053] yes=55,no=56,missing=56,gain=5.06020594,cover=2237
- 55:[Ecc<3.16401935] yes=111,no=112,missing=112,gain=9.42233181,cover=1311
- 111:leaf=0.000679781311,cover=0
- 112:leaf=0.0118823303,cover=0
- 56:[Ecc<1.31300318] yes=113,no=114,missing=114,gain=4.13326454,cover=926
- 113:leaf=0.0073991688,cover=0
- 114:leaf=-0.00336492993,cover=0
- 28:[PialCurv5<-0.0487009101] yes=57,no=58,missing=58,gain=7.32437706,cover=7145
- 57:[Pol<169.412277] yes=115,no=116,missing=116,gain=3.99702954,cover=4714
- 115:leaf=-0.00143753178,cover=0
- 116:leaf=0.00471212016,cover=0
- 58:[Curv5<0.0915888697] yes=117,no=118,missing=117,gain=4.5147953,cover=2431
- 117:leaf=-0.00539586227,cover=0
- 118:leaf=0.000455861969,cover=0
- 14:[PialArea5<1.18617713] yes=29,no=30,missing=29,gain=3.969275,cover=3570
- 29:[Pol<163.028091] yes=59,no=60,missing=59,gain=2.0026207,cover=477
- 59:[Sulc0<-0.0250212289] yes=119,no=120,missing=119,gain=2.02525568,cover=459
- 119:leaf=-0.00323730381,cover=0
- 120:leaf=0.00557162752,cover=0
- 60:[Ecc<16.5318356] yes=121,no=122,missing=121,gain=0.0111477375,cover=18
- 121:leaf=0.00566626806,cover=0
- 122:leaf=0.021191448,cover=0
- 30:[Ecc<30.959959] yes=61,no=62,missing=61,gain=2.35234952,cover=3093
- 61:[PialCurv5<-0.14160423] yes=123,no=124,missing=123,gain=2.00627446,cover=2529
- 123:leaf=-0.00393663859,cover=0
- 124:leaf=0.000942109269,cover=0
- 62:[Curv5<-0.200394869] yes=125,no=126,missing=125,gain=2.86232233,cover=564
- 125:leaf=-0.0138051929,cover=0
- 126:leaf=-0.00188881403,cover=0
-booster[339]:
-0:[Area5<0.44435063] yes=1,no=2,missing=2,gain=4.47247839,cover=5124388
- 1:[Ecc<0.513775289] yes=3,no=4,missing=4,gain=4.14946032,cover=100082
- 3:[LGI5<2.29656005] yes=7,no=8,missing=7,gain=1.35617375,cover=4703
- 7:[Sulc0<-0.93782407] yes=15,no=16,missing=15,gain=1.57235765,cover=1525
- 15:[MidArea5<0.566005528] yes=31,no=32,missing=31,gain=1.75759172,cover=628
- 31:[Curv5<-0.207981065] yes=63,no=64,missing=64,gain=1.67409897,cover=108
- 63:leaf=0.00177199242,cover=0
- 64:leaf=0.0161534511,cover=0
- 32:[PialCurv5<-0.156767949] yes=65,no=66,missing=65,gain=0.61293757,cover=520
- 65:leaf=-0.00551639916,cover=0
- 66:leaf=-0.000871896278,cover=0
- 16:[LGI5<2.16230083] yes=33,no=34,missing=33,gain=1.5286231,cover=897
- 33:[Curv5<-0.225438625] yes=67,no=68,missing=67,gain=1.60547614,cover=81
- 67:leaf=-0.0179310627,cover=0
- 68:leaf=-0.00376256672,cover=0
- 34:[Ecc<0.295587689] yes=69,no=70,missing=69,gain=1.12319851,cover=816
- 69:leaf=-0.0054754517,cover=0
- 70:leaf=-0.0016191412,cover=0
- 8:[Sulc0<-1.10615158] yes=17,no=18,missing=17,gain=1.83340394,cover=3178
- 17:[LGI5<2.32613516] yes=35,no=36,missing=36,gain=1.68242693,cover=273
- 35:[Curv5<-0.319950402] yes=71,no=72,missing=71,gain=1.81075644,cover=34
- 71:leaf=0.0226458777,cover=0
- 72:leaf=-0.00178675377,cover=0
- 36:[Curv5<-0.194365487] yes=73,no=74,missing=74,gain=0.481194973,cover=239
- 73:leaf=-0.00514256395,cover=0
- 74:leaf=-0.0127111627,cover=0
- 18:[Pol<30.3635597] yes=37,no=38,missing=37,gain=1.03822196,cover=2905
- 37:[PialArea5<0.974509239] yes=75,no=76,missing=75,gain=0.838804901,cover=591
- 75:leaf=0.00120503909,cover=0
- 76:leaf=0.00879678596,cover=0
- 38:[PialArea5<0.651661396] yes=77,no=78,missing=77,gain=1.07638848,cover=2314
- 77:leaf=0.00192462117,cover=0
- 78:leaf=-0.00109223498,cover=0
- 4:[Sulc0<-0.0250212289] yes=9,no=10,missing=9,gain=3.86974621,cover=95379
- 9:[Sulc0<-0.835429311] yes=19,no=20,missing=19,gain=3.26201344,cover=90831
- 19:[Ecc<4.13769388] yes=39,no=40,missing=40,gain=3.49573684,cover=37388
- 39:[PialArea5<0.898016751] yes=79,no=80,missing=79,gain=3.43394518,cover=30772
- 79:leaf=-0.000351302995,cover=0
- 80:leaf=0.00104113587,cover=0
- 40:[PialArea5<0.533624351] yes=81,no=82,missing=82,gain=2.50881791,cover=6616
- 81:leaf=-0.00534721976,cover=0
- 82:leaf=0.00130363635,cover=0
- 20:[Curv5<-0.192867488] yes=41,no=42,missing=42,gain=2.96198177,cover=53443
- 41:[LGI5<3.39750218] yes=83,no=84,missing=84,gain=3.44539809,cover=34327
- 83:leaf=0.000375822623,cover=0
- 84:leaf=0.0039942502,cover=0
- 42:[Ecc<6.41291761] yes=85,no=86,missing=85,gain=3.39104271,cover=19116
- 85:leaf=0.00155152299,cover=0
- 86:leaf=-0.000127321386,cover=0
- 10:[Ecc<2.73602629] yes=21,no=22,missing=22,gain=4.03287506,cover=4548
- 21:[Pol<114.432869] yes=43,no=44,missing=43,gain=1.08572793,cover=123
- 43:[LGI5<2.37224698] yes=87,no=88,missing=88,gain=1.11131287,cover=55
- 87:leaf=0.00633364636,cover=0
- 88:leaf=-0.0103249326,cover=0
- 44:[LGI5<2.37589788] yes=89,no=90,missing=89,gain=1.02938843,cover=68
- 89:leaf=0.00377921923,cover=0
- 90:leaf=0.0166723859,cover=0
- 22:[MidArea5<0.468026847] yes=45,no=46,missing=46,gain=2.24048686,cover=4425
- 45:[LGI5<3.39750218] yes=91,no=92,missing=91,gain=2.07278681,cover=2458
- 91:leaf=-0.000853909005,cover=0
- 92:leaf=0.00330081838,cover=0
- 46:[PialCurv5<-0.00955641083] yes=93,no=94,missing=94,gain=2.30085707,cover=1967
- 93:leaf=-0.00180765823,cover=0
- 94:leaf=-0.00659936015,cover=0
- 2:[PialArea5<1.11947823] yes=5,no=6,missing=5,gain=4.75784588,cover=5024306
- 5:[Sulc0<-0.389213681] yes=11,no=12,missing=11,gain=7.901196,cover=4501310
- 11:[Pol<19.2006226] yes=23,no=24,missing=24,gain=15.9877176,cover=1585649
- 23:[Curv5<-0.203415334] yes=47,no=48,missing=47,gain=20.7439919,cover=237765
- 47:[Area5<0.727793753] yes=95,no=96,missing=95,gain=4.38137293,cover=129495
- 95:leaf=-5.46797492e-05,cover=0
- 96:leaf=-0.000950074929,cover=0
- 48:[PialCurv5<-0.132898524] yes=97,no=98,missing=97,gain=27.4248619,cover=108270
- 97:leaf=0.00429840712,cover=0
- 98:leaf=0.000596009835,cover=0
- 24:[Area5<0.587948382] yes=49,no=50,missing=50,gain=14.4771442,cover=1347884
- 49:[PialCurv5<-0.0779728889] yes=99,no=100,missing=99,gain=15.5380955,cover=468603
- 99:leaf=-0.000103466424,cover=0
- 100:leaf=0.000603917928,cover=0
- 50:[Ecc<0.406764686] yes=101,no=102,missing=102,gain=25.7518215,cover=879281
- 101:leaf=0.00112850929,cover=0
- 102:leaf=-0.000350576302,cover=0
- 12:[Curv5<-0.198884338] yes=25,no=26,missing=25,gain=15.2219257,cover=2915661
- 25:[PialCurv5<-0.105644517] yes=51,no=52,missing=51,gain=31.7773552,cover=102238
- 51:[Pol<118.712891] yes=103,no=104,missing=103,gain=13.7062054,cover=77999
- 103:leaf=0.00113005971,cover=0
- 104:leaf=-0.000307267561,cover=0
- 52:[PialArea5<0.793370187] yes=105,no=106,missing=105,gain=19.9501648,cover=24239
- 105:leaf=0.000402782083,cover=0
- 106:leaf=0.00334717007,cover=0
- 26:[PialCurv5<-0.125671759] yes=53,no=54,missing=53,gain=25.7422009,cover=2813423
- 53:[PialArea5<0.686586082] yes=107,no=108,missing=107,gain=15.2813873,cover=9326
- 107:leaf=-0.00127917423,cover=0
- 108:leaf=0.00367497467,cover=0
- 54:[Pol<63.605114] yes=109,no=110,missing=109,gain=8.18916702,cover=2804097
- 109:leaf=-0.000210671569,cover=0
- 110:leaf=3.06557304e-05,cover=0
- 6:[PialCurv5<-0.0644776821] yes=13,no=14,missing=14,gain=6.96986866,cover=522996
- 13:[Curv5<-0.0860676765] yes=27,no=28,missing=28,gain=47.2149811,cover=450119
- 27:[Curv5<-0.104371414] yes=55,no=56,missing=55,gain=7.12441301,cover=444653
- 55:[Area5<0.690371037] yes=111,no=112,missing=111,gain=5.10145187,cover=432951
- 111:leaf=0.000362406427,cover=0
- 112:leaf=-1.5577134e-06,cover=0
- 56:[PialCurv5<-0.0877386853] yes=113,no=114,missing=113,gain=22.3604355,cover=11702
- 113:leaf=0.00618844293,cover=0
- 114:leaf=0.000378751894,cover=0
- 28:[PialCurv5<-0.0779728889] yes=57,no=58,missing=57,gain=11.0337715,cover=5466
- 57:[Ecc<7.64592981] yes=115,no=116,missing=115,gain=12.0773926,cover=2067
- 115:leaf=0.010327368,cover=0
- 116:leaf=0.00212975312,cover=0
- 58:[Curv5<-0.0598238073] yes=117,no=118,missing=117,gain=6.68050098,cover=3399
- 117:leaf=0.00218826509,cover=0
- 118:leaf=0.00862286892,cover=0
- 14:[Area5<0.704541981] yes=29,no=30,missing=29,gain=24.1567917,cover=72877
- 29:[PialCurv5<-0.0209923834] yes=59,no=60,missing=59,gain=7.71637154,cover=11789
- 59:[Curv5<-0.156904668] yes=119,no=120,missing=120,gain=4.87889194,cover=9982
- 119:leaf=0.000735846057,cover=0
- 120:leaf=-0.00231829961,cover=0
- 60:[Pol<116.615585] yes=121,no=122,missing=121,gain=5.49315071,cover=1807
- 121:leaf=-0.00297206012,cover=0
- 122:leaf=-0.00853554253,cover=0
- 30:[Curv5<-0.129194111] yes=61,no=62,missing=61,gain=27.3563576,cover=61088
- 61:[Sulc0<-0.79536891] yes=123,no=124,missing=124,gain=5.2833271,cover=5033
- 123:leaf=-0.000201252798,cover=0
- 124:leaf=0.00430103345,cover=0
- 62:[Pol<37.1539459] yes=125,no=126,missing=125,gain=7.02858543,cover=56055
- 125:leaf=-0.00119394844,cover=0
- 126:leaf=9.21317696e-05,cover=0
-booster[340]:
-0:[PialArea5<0.869586051] yes=1,no=2,missing=1,gain=4.57551622,cover=5124388
- 1:[Area5<0.797084928] yes=3,no=4,missing=3,gain=12.321497,cover=3188477
- 3:[LGI5<3.56741142] yes=7,no=8,missing=8,gain=8.28211594,cover=3048186
- 7:[Ecc<0.221054599] yes=15,no=16,missing=16,gain=7.7529006,cover=2909096
- 15:[Area5<0.557224929] yes=31,no=32,missing=31,gain=10.9812527,cover=11695
- 31:[LGI5<2.56467891] yes=63,no=64,missing=63,gain=2.77029276,cover=4259
- 63:leaf=-0.00107964501,cover=0
- 64:leaf=0.0046332241,cover=0
- 32:[LGI5<2.44319153] yes=65,no=66,missing=65,gain=10.859354,cover=7436
- 65:leaf=0.00358449272,cover=0
- 66:leaf=-0.000688461645,cover=0
- 16:[MidArea5<0.750180483] yes=33,no=34,missing=34,gain=6.19275856,cover=2897401
- 33:[Area5<0.727793753] yes=67,no=68,missing=67,gain=17.9299412,cover=2603784
- 67:leaf=-7.62208001e-05,cover=0
- 68:leaf=0.000288466952,cover=0
- 34:[PialCurv5<-0.0789950639] yes=69,no=70,missing=70,gain=16.1060562,cover=293617
- 69:leaf=0.000538552704,cover=0
- 70:leaf=-0.000433872279,cover=0
- 8:[Pol<47.409153] yes=17,no=18,missing=18,gain=12.0085258,cover=139090
- 17:[Sulc0<0.443755656] yes=35,no=36,missing=35,gain=11.479126,cover=23833
- 35:[PialCurv5<-0.0644776821] yes=71,no=72,missing=72,gain=7.18110371,cover=20678
- 71:leaf=0.00143438543,cover=0
- 72:leaf=-0.000522073649,cover=0
- 36:[PialArea5<0.834082127] yes=73,no=74,missing=73,gain=2.78058624,cover=3155
- 73:leaf=0.00321795302,cover=0
- 74:leaf=0.0158862807,cover=0
- 18:[PialCurv5<0.208232641] yes=37,no=38,missing=37,gain=9.34513474,cover=115257
- 37:[Area5<0.580209434] yes=75,no=76,missing=76,gain=9.81017685,cover=86406
- 75:leaf=0.000579093758,cover=0
- 76:leaf=-0.00109731278,cover=0
- 38:[MidArea5<0.623027146] yes=77,no=78,missing=77,gain=5.12243128,cover=28851
- 77:leaf=0.000386208732,cover=0
- 78:leaf=-0.00162029918,cover=0
- 4:[PialArea5<0.772500634] yes=9,no=10,missing=10,gain=14.8402338,cover=140291
- 9:[LGI5<2.30690479] yes=19,no=20,missing=20,gain=9.87858009,cover=106536
- 19:[Ecc<1.31300318] yes=39,no=40,missing=40,gain=2.90174913,cover=3442
- 39:[Area5<0.894858658] yes=79,no=80,missing=79,gain=4.18647051,cover=600
- 79:leaf=-0.00848324504,cover=0
- 80:leaf=3.72367031e-05,cover=0
- 40:[PialArea5<0.571868718] yes=81,no=82,missing=81,gain=2.15809393,cover=2842
- 81:leaf=-0.00299245096,cover=0
- 82:leaf=-0.000162947967,cover=0
- 20:[Pol<123.615685] yes=41,no=42,missing=41,gain=8.32234001,cover=103094
- 41:[Curv5<0.0213092454] yes=83,no=84,missing=83,gain=8.49953175,cover=90718
- 83:leaf=-0.0016460534,cover=0
- 84:leaf=0.000735634763,cover=0
- 42:[Curv5<-0.0752395913] yes=85,no=86,missing=85,gain=7.20584106,cover=12376
- 85:leaf=0.00677233329,cover=0
- 86:leaf=0.00170889148,cover=0
- 10:[Pol<46.5024796] yes=21,no=22,missing=22,gain=7.5301857,cover=33755
- 21:[Ecc<2.19188094] yes=43,no=44,missing=44,gain=3.87743902,cover=5569
- 43:[Curv5<-0.0553030409] yes=87,no=88,missing=88,gain=1.56654477,cover=144
- 87:leaf=-0.00266551599,cover=0
- 88:leaf=-0.0133456858,cover=0
- 44:[Pol<13.2006302] yes=89,no=90,missing=89,gain=2.61040497,cover=5425
- 89:leaf=-0.000457206275,cover=0
- 90:leaf=0.00204956392,cover=0
- 22:[MidArea5<1.00466764] yes=45,no=46,missing=45,gain=3.82972956,cover=28186
- 45:[Pol<117.668175] yes=91,no=92,missing=92,gain=2.51746845,cover=27702
- 91:leaf=-0.00131515786,cover=0
- 92:leaf=-0.000352328556,cover=0
- 46:[PialCurv5<-0.0472753309] yes=93,no=94,missing=94,gain=1.32227731,cover=484
- 93:leaf=-0.00741785904,cover=0
- 94:leaf=0.00419455813,cover=0
- 2:[PialCurv5<0.0851107761] yes=5,no=6,missing=5,gain=9.16547298,cover=1935911
- 5:[Area5<0.770300686] yes=11,no=12,missing=11,gain=8.65566158,cover=1918576
- 11:[Sulc0<0.118391842] yes=23,no=24,missing=23,gain=15.3610382,cover=1541727
- 23:[Sulc0<-0.79536891] yes=47,no=48,missing=47,gain=11.1140823,cover=1499570
- 47:[Ecc<20.0856266] yes=95,no=96,missing=95,gain=6.19320297,cover=484362
- 95:leaf=-0.000169718463,cover=0
- 96:leaf=0.000531601021,cover=0
- 48:[Ecc<23.5513935] yes=97,no=98,missing=97,gain=16.4667244,cover=1015208
- 97:leaf=0.000255974504,cover=0
- 98:leaf=-0.000303341163,cover=0
- 24:[PialCurv5<0.00652291393] yes=49,no=50,missing=49,gain=6.53852272,cover=42157
- 49:[Curv5<-0.00402251538] yes=99,no=100,missing=100,gain=28.7655468,cover=29209
- 99:leaf=0.00107842358,cover=0
- 100:leaf=0.00793401152,cover=0
- 50:[Pol<78.8803177] yes=101,no=102,missing=101,gain=15.6983852,cover=12948
- 101:leaf=-0.00159506057,cover=0
- 102:leaf=0.00188745244,cover=0
- 12:[PialArea5<1.08978546] yes=25,no=26,missing=25,gain=10.3663292,cover=376849
- 25:[Pol<55.3432045] yes=51,no=52,missing=52,gain=7.81760025,cover=163067
- 51:[LGI5<2.53428411] yes=103,no=104,missing=103,gain=5.4252553,cover=56919
- 103:leaf=0.00179948867,cover=0
- 104:leaf=-0.000124996281,cover=0
- 52:[Ecc<5.53207445] yes=105,no=106,missing=105,gain=14.9409046,cover=106148
- 105:leaf=-0.00185521808,cover=0
- 106:leaf=-0.000408763299,cover=0
- 26:[Curv5<-0.222158164] yes=53,no=54,missing=53,gain=4.28816652,cover=213782
- 53:[PialCurv5<-0.109546423] yes=107,no=108,missing=107,gain=8.05402374,cover=26517
- 107:leaf=0.00045873053,cover=0
- 108:leaf=0.00443975814,cover=0
- 54:[Pol<38.1036148] yes=109,no=110,missing=110,gain=5.43445587,cover=187265
- 109:leaf=-0.000331531948,cover=0
- 110:leaf=0.000212947256,cover=0
- 6:[Ecc<7.39671755] yes=13,no=14,missing=13,gain=12.0515041,cover=17335
- 13:[Pol<99.0100403] yes=27,no=28,missing=27,gain=7.53226089,cover=9360
- 27:[Sulc0<-0.609302223] yes=55,no=56,missing=55,gain=4.08307457,cover=5282
- 55:[LGI5<2.21018219] yes=111,no=112,missing=112,gain=2.79334974,cover=188
- 111:leaf=0.0164755359,cover=0
- 112:leaf=-0.00537515385,cover=0
- 56:[MidArea5<0.836669922] yes=113,no=114,missing=113,gain=3.72021866,cover=5094
- 113:leaf=0.00567928841,cover=0
- 114:leaf=0.00288674701,cover=0
- 28:[LGI5<3.35709596] yes=57,no=58,missing=57,gain=3.15951061,cover=4078
- 57:[LGI5<2.60638428] yes=115,no=116,missing=116,gain=3.11463952,cover=4075
- 115:leaf=0.00151213224,cover=0
- 116:leaf=-0.0017877355,cover=0
- 58:leaf=0.0452248007,cover=0
- 14:[LGI5<3.28291535] yes=29,no=30,missing=29,gain=5.08155394,cover=7975
- 29:[Sulc0<0.830503881] yes=59,no=60,missing=60,gain=7.29991579,cover=5825
- 59:[Curv5<0.0344051942] yes=117,no=118,missing=117,gain=4.14852762,cover=5769
- 117:leaf=0.000376274256,cover=0
- 118:leaf=-0.00233126036,cover=0
- 60:[MidArea5<0.85417223] yes=119,no=120,missing=119,gain=1.83514977,cover=56
- 119:leaf=0.0365935005,cover=0
- 120:leaf=0.0123458263,cover=0
- 30:[Curv5<-0.0752395913] yes=61,no=62,missing=61,gain=2.79379511,cover=2150
- 61:[LGI5<3.30554914] yes=121,no=122,missing=122,gain=4.21091557,cover=56
- 121:leaf=-0.00767859025,cover=0
- 122:leaf=0.0216634776,cover=0
- 62:[Sulc0<-0.0326132737] yes=123,no=124,missing=123,gain=2.46920562,cover=2094
- 123:leaf=-0.00141425163,cover=0
- 124:leaf=0.00254726643,cover=0
-booster[341]:
-0:[PialArea5<0.811158121] yes=1,no=2,missing=2,gain=4.36093426,cover=5124388
- 1:[Area5<0.759248734] yes=3,no=4,missing=3,gain=21.5810776,cover=2722535
- 3:[MidArea5<0.710933506] yes=7,no=8,missing=7,gain=9.40330791,cover=2409036
- 7:[Area5<0.702883124] yes=15,no=16,missing=16,gain=15.7329025,cover=2109396
- 15:[PialArea5<0.739180207] yes=31,no=32,missing=31,gain=15.0177279,cover=1625410
- 31:[Ecc<39.5502243] yes=63,no=64,missing=63,gain=10.2101727,cover=1369726
- 63:leaf=-0.000172246728,cover=0
- 64:leaf=-0.000948835164,cover=0
- 32:[Sulc0<0.254506379] yes=65,no=66,missing=65,gain=14.5195065,cover=255684
- 65:leaf=0.000173209861,cover=0
- 66:leaf=0.00322909281,cover=0
- 16:[Sulc0<0.383163035] yes=33,no=34,missing=33,gain=30.6744003,cover=483986
- 33:[Pol<76.1517639] yes=67,no=68,missing=67,gain=33.9496803,cover=197896
- 67:leaf=0.0020689636,cover=0
- 68:leaf=0.000364975538,cover=0
- 34:[Pol<121.948479] yes=69,no=70,missing=69,gain=25.3509102,cover=286090
- 69:leaf=-0.000288991054,cover=0
- 70:leaf=0.00132635294,cover=0
- 8:[Pol<114.432869] yes=17,no=18,missing=17,gain=11.9956465,cover=299640
- 17:[Ecc<12.5441074] yes=35,no=36,missing=35,gain=14.7223825,cover=162627
- 35:[Pol<86.0952454] yes=71,no=72,missing=71,gain=15.462429,cover=104608
- 71:leaf=-0.00085032871,cover=0
- 72:leaf=0.000438807823,cover=0
- 36:[Pol<58.6768646] yes=73,no=74,missing=73,gain=40.443512,cover=58019
- 73:leaf=-0.000243009577,cover=0
- 74:leaf=0.00270860177,cover=0
- 18:[Pol<149.795395] yes=37,no=38,missing=37,gain=24.1418705,cover=137013
- 37:[Sulc0<-0.0788570642] yes=75,no=76,missing=75,gain=13.8538475,cover=95418
- 75:leaf=-0.00191137067,cover=0
- 76:leaf=-0.000669056957,cover=0
- 38:[LGI5<2.91823459] yes=77,no=78,missing=77,gain=6.95672369,cover=41595
- 77:leaf=0.00100153068,cover=0
- 78:leaf=-0.000295354577,cover=0
- 4:[Pol<49.2074432] yes=9,no=10,missing=9,gain=17.2663574,cover=313499
- 9:[Ecc<3.03937531] yes=19,no=20,missing=20,gain=8.44293785,cover=21408
- 19:[Ecc<0.406764686] yes=39,no=40,missing=39,gain=4.83867741,cover=718
- 39:[LGI5<2.31684756] yes=79,no=80,missing=79,gain=3.36970377,cover=99
- 79:leaf=-0.00824231561,cover=0
- 80:leaf=0.0122125875,cover=0
- 40:[LGI5<2.19753051] yes=81,no=82,missing=81,gain=2.73568726,cover=619
- 81:leaf=0.00294083986,cover=0
- 82:leaf=-0.00659406697,cover=0
- 20:[LGI5<2.6558373] yes=41,no=42,missing=41,gain=32.9532242,cover=20690
- 41:[Pol<13.2006302] yes=83,no=84,missing=84,gain=15.832737,cover=779
- 83:leaf=0.00261203386,cover=0
- 84:leaf=0.0174049772,cover=0
- 42:[Ecc<10.8716469] yes=85,no=86,missing=85,gain=12.1357174,cover=19911
- 85:leaf=-0.00151041034,cover=0
- 86:leaf=0.00201235386,cover=0
- 10:[PialArea5<0.689872265] yes=21,no=22,missing=21,gain=16.5196018,cover=292091
- 21:[Curv5<0.116796501] yes=43,no=44,missing=43,gain=21.3201389,cover=206084
- 43:[Pol<114.966316] yes=87,no=88,missing=87,gain=19.8268814,cover=85306
- 87:leaf=0.000624590612,cover=0
- 88:leaf=0.00233103684,cover=0
- 44:[PialArea5<0.550757647] yes=89,no=90,missing=90,gain=18.279335,cover=120778
- 89:leaf=0.000381777994,cover=0
- 90:leaf=-0.0011211232,cover=0
- 22:[Sulc0<-0.338601172] yes=45,no=46,missing=46,gain=5.35012436,cover=86007
- 45:[Curv5<-0.117843308] yes=91,no=92,missing=91,gain=13.5115223,cover=6960
- 91:leaf=0.00241296133,cover=0
- 92:leaf=-0.0028543442,cover=0
- 46:[LGI5<2.98459172] yes=93,no=94,missing=93,gain=7.99435377,cover=79047
- 93:leaf=0.000230855818,cover=0
- 94:leaf=-0.000781133946,cover=0
- 2:[Area5<0.72690624] yes=5,no=6,missing=5,gain=13.0693989,cover=2401853
- 5:[Sulc0<0.20153527] yes=11,no=12,missing=12,gain=26.1029701,cover=1587492
- 11:[Pol<59.5955544] yes=23,no=24,missing=24,gain=18.2540112,cover=1563229
- 23:[PialCurv5<-0.0501225069] yes=47,no=48,missing=48,gain=20.3275776,cover=601239
- 47:[Curv5<-0.0860676765] yes=95,no=96,missing=95,gain=49.5699615,cover=530130
- 95:leaf=-8.57336636e-05,cover=0
- 96:leaf=0.00279757893,cover=0
- 48:[Ecc<6.52965975] yes=97,no=98,missing=98,gain=33.3922768,cover=71109
- 97:leaf=0.000655823329,cover=0
- 98:leaf=-0.00165585603,cover=0
- 24:[Pol<118.712891] yes=49,no=50,missing=49,gain=50.0347977,cover=961990
- 49:[Ecc<12.1917515] yes=99,no=100,missing=99,gain=141.305115,cover=215593
- 99:leaf=0.000668214518,cover=0
- 100:leaf=0.00759583339,cover=0
- 50:[Ecc<8.23836613] yes=101,no=102,missing=101,gain=36.0697556,cover=746397
- 101:leaf=-0.000220858943,cover=0
- 102:leaf=0.00049690163,cover=0
- 12:[Pol<49.2074432] yes=25,no=26,missing=26,gain=6.3214798,cover=24263
- 25:[PialCurv5<-0.00569582684] yes=51,no=52,missing=51,gain=18.839468,cover=5507
- 51:[LGI5<3.07984829] yes=103,no=104,missing=104,gain=16.0695515,cover=2308
- 103:leaf=-0.000918348262,cover=0
- 104:leaf=0.0074690464,cover=0
- 52:[Sulc0<0.732260227] yes=105,no=106,missing=105,gain=4.82128668,cover=3199
- 105:leaf=-0.00230969046,cover=0
- 106:leaf=0.036562413,cover=0
- 26:[Pol<126.540802] yes=53,no=54,missing=53,gain=10.8427696,cover=18756
- 53:[Ecc<10.2861843] yes=107,no=108,missing=108,gain=17.5568504,cover=8271
- 107:leaf=0.00104246603,cover=0
- 108:leaf=0.00566647667,cover=0
- 54:[Ecc<44.7855835] yes=109,no=110,missing=109,gain=4.80852556,cover=10485
- 109:leaf=0.000574314035,cover=0
- 110:leaf=0.00319492561,cover=0
- 6:[PialArea5<0.981038809] yes=13,no=14,missing=13,gain=12.3439388,cover=814361
- 13:[LGI5<3.00812316] yes=27,no=28,missing=27,gain=14.0572548,cover=299700
- 27:[Area5<0.822840035] yes=55,no=56,missing=55,gain=11.5490103,cover=167352
- 55:[Pol<147.599014] yes=111,no=112,missing=112,gain=9.24721622,cover=149745
- 111:leaf=-7.15617207e-05,cover=0
- 112:leaf=0.00110940565,cover=0
- 56:[Sulc0<0.762988985] yes=113,no=114,missing=114,gain=7.61151218,cover=17607
- 113:leaf=-0.0013392698,cover=0
- 114:leaf=0.0156732034,cover=0
- 28:[Ecc<27.327179] yes=57,no=58,missing=57,gain=11.1121082,cover=132348
- 57:[Sulc0<-0.401674598] yes=115,no=116,missing=115,gain=9.05690002,cover=80779
- 115:leaf=-0.000292516634,cover=0
- 116:leaf=-0.00145870156,cover=0
- 58:[LGI5<3.56741142] yes=117,no=118,missing=117,gain=4.84681129,cover=51569
- 117:leaf=3.39019352e-05,cover=0
- 118:leaf=-0.00127654138,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=5.21363449,cover=514661
- 29:[Curv5<-0.0179657843] yes=59,no=60,missing=59,gain=6.38894987,cover=502224
- 59:[PialCurv5<0.0240441076] yes=119,no=120,missing=119,gain=8.49287605,cover=477137
- 119:leaf=-2.52397541e-07,cover=0
- 120:leaf=0.00233255024,cover=0
- 60:[PialCurv5<-0.00763805071] yes=121,no=122,missing=121,gain=35.6845169,cover=25087
- 121:leaf=0.00548390346,cover=0
- 122:leaf=7.22676486e-05,cover=0
- 30:[LGI5<3.08610082] yes=61,no=62,missing=61,gain=3.74316692,cover=12437
- 61:[LGI5<2.3865335] yes=123,no=124,missing=123,gain=4.40388012,cover=8929
- 123:leaf=0.000485306693,cover=0
- 124:leaf=-0.00213479693,cover=0
- 62:[Curv5<0.00319097727] yes=125,no=126,missing=125,gain=3.34238935,cover=3508
- 125:leaf=-0.000199390764,cover=0
- 126:leaf=0.00433136523,cover=0
-booster[342]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=2,gain=4.52580166,cover=5124388
- 1:[LGI5<2.92358446] yes=3,no=4,missing=3,gain=3.15557289,cover=40033
- 3:[LGI5<2.48603988] yes=7,no=8,missing=7,gain=2.89376497,cover=24703
- 7:[PialCurv5<0.0377402082] yes=15,no=16,missing=16,gain=1.83849883,cover=8886
- 15:[Sulc0<-0.351394534] yes=31,no=32,missing=31,gain=1.10530508,cover=150
- 31:[LGI5<2.22170687] yes=63,no=64,missing=63,gain=0.58021158,cover=69
- 63:leaf=-0.00902838539,cover=0
- 64:leaf=0.00233197864,cover=0
- 32:[Area5<0.589787364] yes=65,no=66,missing=65,gain=0.94779253,cover=81
- 65:leaf=-0.015790442,cover=0
- 66:leaf=-0.00441667857,cover=0
- 16:[PialCurv5<0.141046807] yes=33,no=34,missing=33,gain=3.90322185,cover=8736
- 33:[PialArea5<0.245474651] yes=67,no=68,missing=67,gain=1.97493315,cover=513
- 67:leaf=0.00836054049,cover=0
- 68:leaf=0.00215031835,cover=0
- 34:[Area5<0.453641325] yes=69,no=70,missing=70,gain=1.41201794,cover=8223
- 69:leaf=-0.00479454221,cover=0
- 70:leaf=0.000809499703,cover=0
- 8:[Pol<52.7894325] yes=17,no=18,missing=17,gain=2.94252801,cover=15817
- 17:[Pol<30.3635597] yes=35,no=36,missing=35,gain=0.345701218,cover=83
- 35:[Pol<15.1533136] yes=71,no=72,missing=71,gain=0.977796078,cover=31
- 71:leaf=0.00111347146,cover=0
- 72:leaf=0.0196217038,cover=0
- 36:[Pol<34.3003769] yes=73,no=74,missing=73,gain=0.157463133,cover=52
- 73:leaf=-4.96678877e-05,cover=0
- 74:leaf=0.00755698001,cover=0
- 18:[Pol<105.995506] yes=37,no=38,missing=37,gain=1.82013965,cover=15734
- 37:[Pol<95.6227875] yes=75,no=76,missing=75,gain=2.86764765,cover=13313
- 75:leaf=0.000401166122,cover=0
- 76:leaf=-0.00109916157,cover=0
- 38:[LGI5<2.56467891] yes=77,no=78,missing=77,gain=2.69338584,cover=2421
- 77:leaf=-0.00158423558,cover=0
- 78:leaf=0.00206668931,cover=0
- 4:[LGI5<3.11839271] yes=9,no=10,missing=10,gain=2.34617567,cover=15330
- 9:[LGI5<3.00232744] yes=19,no=20,missing=19,gain=2.05654526,cover=5406
- 19:[Pol<111.846848] yes=39,no=40,missing=40,gain=3.63718414,cover=2537
- 39:[Area5<0.559839368] yes=79,no=80,missing=79,gain=2.5768106,cover=2371
- 79:leaf=0.00649806112,cover=0
- 80:leaf=-5.37256783e-05,cover=0
- 40:[PialCurv5<0.426807076] yes=81,no=82,missing=81,gain=1.65246248,cover=166
- 81:leaf=0.0106335487,cover=0
- 82:leaf=-0.00142495893,cover=0
- 20:[Area5<0.63275224] yes=41,no=42,missing=41,gain=1.68706894,cover=2869
- 41:[Ecc<21.7409172] yes=83,no=84,missing=83,gain=2.47777128,cover=1243
- 83:leaf=0.00390976621,cover=0
- 84:leaf=-0.000571974902,cover=0
- 42:[PialCurv5<0.329096764] yes=85,no=86,missing=85,gain=2.00640106,cover=1626
- 85:leaf=0.00563550321,cover=0
- 86:leaf=0.00211911532,cover=0
- 10:[Ecc<9.0678978] yes=21,no=22,missing=21,gain=1.4308517,cover=9924
- 21:[Sulc0<0.915739596] yes=43,no=44,missing=44,gain=0.943076372,cover=316
- 43:[Pol<104.929901] yes=87,no=88,missing=87,gain=0.838746667,cover=153
- 87:leaf=0.00191710785,cover=0
- 88:leaf=-0.00751414523,cover=0
- 44:[Ecc<8.41855335] yes=89,no=90,missing=89,gain=0.128341794,cover=163
- 89:leaf=-0.00680653704,cover=0
- 90:leaf=-0.00389429228,cover=0
- 22:[Ecc<16.2597466] yes=45,no=46,missing=45,gain=1.92955232,cover=9608
- 45:[Pol<84.7687759] yes=91,no=92,missing=91,gain=2.03572965,cover=2170
- 91:leaf=0.00739679346,cover=0
- 92:leaf=0.00161683594,cover=0
- 46:[LGI5<3.1767621] yes=93,no=94,missing=93,gain=2.12314272,cover=7438
- 93:leaf=-0.0020325298,cover=0
- 94:leaf=0.000660374702,cover=0
- 2:[PialArea5<0.806151748] yes=5,no=6,missing=5,gain=4.74115086,cover=5084355
- 5:[Area5<0.770300686] yes=11,no=12,missing=11,gain=21.1606388,cover=2642469
- 11:[Ecc<0.353712648] yes=23,no=24,missing=24,gain=8.94464016,cover=2407325
- 23:[Area5<0.661233962] yes=47,no=48,missing=47,gain=11.7261944,cover=27946
- 47:[Pol<144.670364] yes=95,no=96,missing=96,gain=5.29272318,cover=21588
- 95:leaf=0.000949435693,cover=0
- 96:leaf=-0.000623587694,cover=0
- 48:[Sulc0<-0.475189745] yes=97,no=98,missing=97,gain=6.89998055,cover=6358
- 97:leaf=0.00443549128,cover=0
- 98:leaf=0.00113448408,cover=0
- 24:[MidArea5<0.710933506] yes=49,no=50,missing=50,gain=8.34344196,cover=2379379
- 49:[Area5<0.690371037] yes=99,no=100,missing=99,gain=16.7276592,cover=2075243
- 99:leaf=-0.000168199986,cover=0
- 100:leaf=0.000134551126,cover=0
- 50:[Ecc<2.97906685] yes=101,no=102,missing=101,gain=12.4561853,cover=304136
- 101:leaf=-0.00121320551,cover=0
- 102:leaf=-0.00023121752,cover=0
- 12:[Pol<49.2074432] yes=25,no=26,missing=26,gain=11.953599,cover=235144
- 25:[Sulc0<0.364060968] yes=51,no=52,missing=52,gain=7.19700623,cover=15598
- 51:[Pol<16.156723] yes=103,no=104,missing=104,gain=20.0154076,cover=6609
- 103:leaf=-2.9833629e-05,cover=0
- 104:leaf=0.00549713755,cover=0
- 52:[LGI5<3.35709596] yes=105,no=106,missing=106,gain=2.52604246,cover=8989
- 105:leaf=0.000148951047,cover=0
- 106:leaf=0.00186770095,cover=0
- 26:[PialArea5<0.672997355] yes=53,no=54,missing=54,gain=10.5725517,cover=219546
- 53:[Curv5<0.122410901] yes=107,no=108,missing=107,gain=16.7067261,cover=147390
- 107:leaf=0.00117000286,cover=0
- 108:leaf=9.29186135e-05,cover=0
- 54:[Pol<137.578873] yes=109,no=110,missing=109,gain=6.05115509,cover=72156
- 109:leaf=-0.000374381198,cover=0
- 110:leaf=0.00094074657,cover=0
- 6:[Area5<0.705328763] yes=13,no=14,missing=13,gain=12.7886658,cover=2441886
- 13:[Curv5<-0.0642315522] yes=27,no=28,missing=27,gain=36.1450043,cover=1389840
- 27:[Sulc0<-0.650102437] yes=55,no=56,missing=55,gain=15.0053673,cover=1270803
- 55:[Curv5<-0.206445083] yes=111,no=112,missing=112,gain=10.3806915,cover=722188
- 111:leaf=-0.000245846837,cover=0
- 112:leaf=0.000137374096,cover=0
- 56:[Ecc<3.60812569] yes=113,no=114,missing=113,gain=31.6606483,cover=548615
- 113:leaf=-0.000546448864,cover=0
- 114:leaf=0.000442575401,cover=0
- 28:[Pol<44.6807365] yes=57,no=58,missing=57,gain=51.2437668,cover=119037
- 57:[PialCurv5<-0.0280297659] yes=115,no=116,missing=116,gain=21.0113907,cover=20955
- 115:leaf=0.00102682447,cover=0
- 116:leaf=-0.0023589849,cover=0
- 58:[Area5<0.652759671] yes=117,no=118,missing=117,gain=25.0626526,cover=98082
- 117:leaf=0.00278384029,cover=0
- 118:leaf=0.000976325944,cover=0
- 14:[PialArea5<0.991309822] yes=29,no=30,missing=29,gain=13.0585594,cover=1052046
- 29:[PialCurv5<-0.102360219] yes=59,no=60,missing=59,gain=15.1214056,cover=449917
- 59:[Curv5<-0.102400392] yes=119,no=120,missing=120,gain=27.7127209,cover=67885
- 119:leaf=0.000277922576,cover=0
- 120:leaf=0.00886921119,cover=0
- 60:[Curv5<-0.179045901] yes=121,no=122,missing=122,gain=17.3598766,cover=382032
- 121:leaf=0.00177549291,cover=0
- 122:leaf=-0.000463367265,cover=0
- 30:[Curv5<-0.245563462] yes=61,no=62,missing=61,gain=5.16582155,cover=602129
- 61:[PialCurv5<-0.136031076] yes=123,no=124,missing=124,gain=5.35860109,cover=39575
- 123:leaf=0.000248508673,cover=0
- 124:leaf=0.00153270387,cover=0
- 62:[Area5<0.854415178] yes=125,no=126,missing=125,gain=5.16393852,cover=562554
- 125:leaf=8.52934972e-05,cover=0
- 126:leaf=-0.000372448907,cover=0
-booster[343]:
-0:[PialArea5<0.413606972] yes=1,no=2,missing=1,gain=4.46226883,cover=5124388
- 1:[Pol<86.0952454] yes=3,no=4,missing=3,gain=10.9197693,cover=503473
- 3:[Ecc<9.27846909] yes=7,no=8,missing=7,gain=10.8021488,cover=84366
- 7:[Ecc<2.13501525] yes=15,no=16,missing=16,gain=9.72664642,cover=14892
- 15:[LGI5<2.2730217] yes=31,no=32,missing=31,gain=3.93861556,cover=2969
- 31:[Area5<0.615061462] yes=63,no=64,missing=63,gain=4.6367979,cover=766
- 63:leaf=0.000347007357,cover=0
- 64:leaf=-0.00743951974,cover=0
- 32:[Pol<53.6550331] yes=65,no=66,missing=66,gain=2.48151255,cover=2203
- 65:leaf=-0.00338894315,cover=0
- 66:leaf=0.00113920949,cover=0
- 16:[Area5<0.626857519] yes=33,no=34,missing=34,gain=5.30470467,cover=11923
- 33:[LGI5<2.47631311] yes=67,no=68,missing=67,gain=4.23174858,cover=3982
- 67:leaf=0.00449976884,cover=0
- 68:leaf=0.000264606322,cover=0
- 34:[PialCurv5<0.212141559] yes=69,no=70,missing=69,gain=6.25005722,cover=7941
- 69:leaf=0.00511850649,cover=0
- 70:leaf=0.00220352015,cover=0
- 8:[PialCurv5<-0.0379593484] yes=17,no=18,missing=17,gain=6.83178616,cover=69474
- 17:[Pol<74.0505524] yes=35,no=36,missing=36,gain=2.96549654,cover=788
- 35:[Pol<64.3762589] yes=71,no=72,missing=71,gain=1.88970387,cover=509
- 71:leaf=-0.00381456176,cover=0
- 72:leaf=0.0030056946,cover=0
- 36:[Ecc<34.5416374] yes=73,no=74,missing=74,gain=3.07527065,cover=279
- 73:leaf=-0.00661891093,cover=0
- 74:leaf=-0.0244478304,cover=0
- 18:[Curv5<0.118689038] yes=37,no=38,missing=37,gain=10.119626,cover=68686
- 37:[Pol<72.6247101] yes=75,no=76,missing=75,gain=13.3613281,cover=12217
- 75:leaf=0.00457072817,cover=0
- 76:leaf=0.000784774136,cover=0
- 38:[Pol<53.6550331] yes=77,no=78,missing=77,gain=6.75168514,cover=56469
- 77:leaf=0.00256105629,cover=0
- 78:leaf=4.42688724e-05,cover=0
- 4:[Pol<108.184875] yes=9,no=10,missing=9,gain=14.8496609,cover=419107
- 9:[Ecc<6.03867722] yes=19,no=20,missing=19,gain=11.8706894,cover=302382
- 19:[Area5<0.596935391] yes=39,no=40,missing=39,gain=8.51454163,cover=81775
- 39:[PialCurv5<-0.00763805071] yes=79,no=80,missing=80,gain=3.13234663,cover=16280
- 79:leaf=-0.00528211845,cover=0
- 80:leaf=-0.000552749727,cover=0
- 40:[Sulc0<-0.312649339] yes=81,no=82,missing=82,gain=11.6638842,cover=65495
- 81:leaf=0.00989899319,cover=0
- 82:leaf=0.000572901219,cover=0
- 20:[Ecc<25.1292973] yes=41,no=42,missing=41,gain=13.3462324,cover=220607
- 41:[Sulc0<0.354630351] yes=83,no=84,missing=83,gain=9.23296356,cover=183160
- 83:leaf=-0.00225899904,cover=0
- 84:leaf=-0.0004423543,cover=0
- 42:[Area5<0.67507118] yes=85,no=86,missing=86,gain=5.04022026,cover=37447
- 85:leaf=-0.000183601471,cover=0
- 86:leaf=0.000998647767,cover=0
- 10:[PialCurv5<0.270000219] yes=21,no=22,missing=21,gain=6.79355717,cover=116725
- 21:[Ecc<1.15906882] yes=43,no=44,missing=44,gain=9.4485836,cover=58230
- 43:[Pol<124.172195] yes=87,no=88,missing=87,gain=6.8634963,cover=8200
- 87:leaf=0.00378371938,cover=0
- 88:leaf=-0.00114406424,cover=0
- 44:[Sulc0<-0.0788570642] yes=89,no=90,missing=89,gain=6.83102989,cover=50030
- 89:leaf=0.0029935285,cover=0
- 90:leaf=0.000970281602,cover=0
- 22:[Ecc<7.03401423] yes=45,no=46,missing=45,gain=3.77193213,cover=58495
- 45:[Sulc0<0.732260227] yes=91,no=92,missing=91,gain=2.61483216,cover=26022
- 91:leaf=-0.000130656728,cover=0
- 92:leaf=-0.00168948888,cover=0
- 46:[Ecc<16.5318356] yes=93,no=94,missing=93,gain=10.1519642,cover=32473
- 93:leaf=0.00139750738,cover=0
- 94:leaf=-0.000370964088,cover=0
- 2:[Curv5<0.0857537538] yes=5,no=6,missing=5,gain=11.6166315,cover=4620915
- 5:[Sulc0<0.464385748] yes=11,no=12,missing=11,gain=19.2511425,cover=3910984
- 11:[Pol<116.093399] yes=23,no=24,missing=24,gain=12.0855112,cover=3751267
- 23:[Pol<66.6374893] yes=47,no=48,missing=47,gain=38.7981911,cover=2046096
- 47:[Ecc<6.81643343] yes=95,no=96,missing=95,gain=26.3607712,cover=1367647
- 95:leaf=0.00016494529,cover=0
- 96:leaf=-0.000275975006,cover=0
- 48:[Ecc<10.7180347] yes=97,no=98,missing=97,gain=159.771011,cover=678449
- 97:leaf=9.31725954e-05,cover=0
- 98:leaf=0.00239324593,cover=0
- 24:[Pol<127.728462] yes=49,no=50,missing=49,gain=26.1169605,cover=1705171
- 49:[Sulc0<-0.0637059584] yes=99,no=100,missing=99,gain=26.8426895,cover=276276
- 99:leaf=-0.000982259866,cover=0
- 100:leaf=1.12834532e-05,cover=0
- 50:[Ecc<13.1181517] yes=101,no=102,missing=101,gain=32.696125,cover=1428895
- 101:leaf=0.000148969804,cover=0
- 102:leaf=-0.000361927639,cover=0
- 12:[Curv5<-0.112134233] yes=25,no=26,missing=26,gain=19.3972721,cover=159717
- 25:[Pol<154.27803] yes=51,no=52,missing=52,gain=10.3382034,cover=2369
- 51:[PialArea5<0.811158121] yes=103,no=104,missing=103,gain=5.69953346,cover=2200
- 103:leaf=-0.00627041468,cover=0
- 104:leaf=-0.000291880657,cover=0
- 52:[MidArea5<0.707922041] yes=105,no=106,missing=105,gain=8.41010666,cover=169
- 105:leaf=0.0294097122,cover=0
- 106:leaf=0.00217023143,cover=0
- 26:[PialCurv5<0.0666604191] yes=53,no=54,missing=53,gain=18.9637184,cover=157348
- 53:[PialArea5<0.537928462] yes=107,no=108,missing=108,gain=10.0419044,cover=44473
- 107:leaf=-0.000226661752,cover=0
- 108:leaf=0.00182537118,cover=0
- 54:[Pol<88.5531387] yes=109,no=110,missing=110,gain=18.7276077,cover=112875
- 109:leaf=-0.000474871835,cover=0
- 110:leaf=0.000829217199,cover=0
- 6:[Pol<129.571716] yes=13,no=14,missing=14,gain=17.777317,cover=709931
- 13:[Ecc<14.0810061] yes=27,no=28,missing=27,gain=25.1221409,cover=621738
- 27:[Pol<80.8913651] yes=55,no=56,missing=55,gain=15.3716879,cover=432890
- 55:[Ecc<7.49602938] yes=111,no=112,missing=111,gain=27.3994446,cover=61138
- 111:leaf=0.00171762297,cover=0
- 112:leaf=-0.000399419543,cover=0
- 56:[Sulc0<0.0294309072] yes=113,no=114,missing=114,gain=18.4822159,cover=371752
- 113:leaf=-0.000993889524,cover=0
- 114:leaf=-4.87244142e-05,cover=0
- 28:[Pol<43.7633247] yes=57,no=58,missing=58,gain=26.7815018,cover=188848
- 57:[PialCurv5<0.0904879719] yes=115,no=116,missing=115,gain=36.5683517,cover=8731
- 115:leaf=0.0118649872,cover=0
- 116:leaf=0.000873740297,cover=0
- 58:[Sulc0<0.762988985] yes=117,no=118,missing=117,gain=25.8728294,cover=180117
- 117:leaf=-0.0014452755,cover=0
- 118:leaf=-0.000239609231,cover=0
- 14:[Ecc<26.874506] yes=29,no=30,missing=30,gain=26.0425568,cover=88193
- 29:[Ecc<1.26157856] yes=59,no=60,missing=59,gain=10.0712452,cover=80725
- 59:[Sulc0<-0.325671464] yes=119,no=120,missing=119,gain=10.3129416,cover=12359
- 119:leaf=-0.00292821554,cover=0
- 120:leaf=3.65302803e-05,cover=0
- 60:[Ecc<7.4459548] yes=121,no=122,missing=121,gain=26.2202644,cover=68366
- 121:leaf=0.00190654246,cover=0
- 122:leaf=-0.000214352302,cover=0
- 30:[PialCurv5<0.074624911] yes=61,no=62,missing=61,gain=9.52373505,cover=7468
- 61:[PialCurv5<-0.144106165] yes=123,no=124,missing=124,gain=2.58715248,cover=305
- 123:leaf=-0.00858377665,cover=0
- 124:leaf=0.0129401907,cover=0
- 62:[Sulc0<0.235979095] yes=125,no=126,missing=125,gain=5.36842155,cover=7163
- 125:leaf=0.00783721916,cover=0
- 126:leaf=0.00253662257,cover=0
-booster[344]:
-0:[Curv5<-0.269494504] yes=1,no=2,missing=1,gain=4.61206245,cover=5124388
- 1:[PialCurv5<-0.137075767] yes=3,no=4,missing=4,gain=11.7242126,cover=283012
- 3:[Ecc<7.18838644] yes=7,no=8,missing=7,gain=6.45655632,cover=219466
- 7:[Sulc0<-0.463317156] yes=15,no=16,missing=15,gain=8.62157631,cover=104867
- 15:[LGI5<2.58517122] yes=31,no=32,missing=31,gain=5.78306675,cover=98532
- 31:[Curv5<-0.319950402] yes=63,no=64,missing=63,gain=4.19602919,cover=66038
- 63:leaf=0.000564058602,cover=0
- 64:leaf=-0.00034352747,cover=0
- 32:[MidArea5<0.48507002] yes=65,no=66,missing=66,gain=4.26604652,cover=32494
- 65:leaf=0.00597064523,cover=0
- 66:leaf=-0.000969090033,cover=0
- 16:[PialCurv5<-0.167439327] yes=33,no=34,missing=33,gain=2.46579075,cover=6335
- 33:[Ecc<4.20590305] yes=67,no=68,missing=67,gain=2.75190306,cover=3604
- 67:leaf=0.00348007376,cover=0
- 68:leaf=-1.03764978e-05,cover=0
- 34:[PialArea5<0.524996102] yes=69,no=70,missing=69,gain=2.39328957,cover=2731
- 69:leaf=0.00982123706,cover=0
- 70:leaf=0.00235328451,cover=0
- 8:[Area5<0.683950484] yes=17,no=18,missing=17,gain=5.76619768,cover=114599
- 17:[Curv5<-0.319950402] yes=35,no=36,missing=35,gain=3.77643943,cover=96431
- 35:[PialArea5<0.705942631] yes=71,no=72,missing=71,gain=2.73049259,cover=35648
- 71:leaf=-2.0158157e-05,cover=0
- 72:leaf=0.000880711246,cover=0
- 36:[Sulc0<0.101211272] yes=73,no=74,missing=73,gain=3.90445948,cover=60783
- 73:leaf=-7.60040421e-05,cover=0
- 74:leaf=-0.00468515186,cover=0
- 18:[PialCurv5<-0.181738108] yes=37,no=38,missing=37,gain=2.96674156,cover=18168
- 37:[LGI5<2.41354537] yes=75,no=76,missing=75,gain=5.05113983,cover=4745
- 75:leaf=0.0155227249,cover=0
- 76:leaf=-0.000146765553,cover=0
- 38:[Pol<153.554306] yes=77,no=78,missing=77,gain=1.7583952,cover=13423
- 77:leaf=0.0018698544,cover=0
- 78:leaf=0.000640473911,cover=0
- 4:[Area5<0.532936037] yes=9,no=10,missing=10,gain=7.24277115,cover=63546
- 9:[Pol<66.6374893] yes=19,no=20,missing=19,gain=4.63894176,cover=23532
- 19:[PialArea5<0.613238215] yes=39,no=40,missing=39,gain=3.07344937,cover=7194
- 39:[LGI5<3.62495422] yes=79,no=80,missing=79,gain=1.64912033,cover=654
- 79:leaf=-0.00478765881,cover=0
- 80:leaf=0.00687553827,cover=0
- 40:[Area5<0.380439579] yes=81,no=82,missing=82,gain=1.96915078,cover=6540
- 81:leaf=0.00316176261,cover=0
- 82:leaf=-0.00083078671,cover=0
- 20:[Ecc<41.2560654] yes=41,no=42,missing=41,gain=7.34277344,cover=16338
- 41:[LGI5<2.48283219] yes=83,no=84,missing=84,gain=3.32384372,cover=16222
- 83:leaf=0.0011333318,cover=0
- 84:leaf=-0.000302827422,cover=0
- 42:[LGI5<3.14439583] yes=85,no=86,missing=85,gain=2.79497099,cover=116
- 85:leaf=0.00578117371,cover=0
- 86:leaf=0.0214124378,cover=0
- 10:[Pol<40.9012032] yes=21,no=22,missing=22,gain=6.82997131,cover=40014
- 21:[Area5<0.652759671] yes=43,no=44,missing=43,gain=3.64392114,cover=15889
- 43:[Ecc<1.79549146] yes=87,no=88,missing=87,gain=1.57521951,cover=10130
- 87:leaf=-0.00159403333,cover=0
- 88:leaf=0.000101106001,cover=0
- 44:[Ecc<1.05247808] yes=89,no=90,missing=89,gain=1.63076687,cover=5759
- 89:leaf=-0.00336547638,cover=0
- 90:leaf=0.00155101949,cover=0
- 22:[Pol<157.965515] yes=45,no=46,missing=45,gain=7.91625595,cover=24125
- 45:[LGI5<3.27544355] yes=91,no=92,missing=91,gain=5.23435211,cover=15711
- 91:leaf=0.00268607936,cover=0
- 92:leaf=-0.000479541224,cover=0
- 46:[LGI5<2.3969903] yes=93,no=94,missing=93,gain=3.51123381,cover=8414
- 93:leaf=0.00388673367,cover=0
- 94:leaf=0.000188334889,cover=0
- 2:[PialCurv5<-0.171137348] yes=5,no=6,missing=6,gain=11.2385664,cover=4841376
- 5:[Curv5<-0.234010845] yes=11,no=12,missing=11,gain=8.16610146,cover=18798
- 11:[LGI5<2.95653391] yes=23,no=24,missing=23,gain=2.01182127,cover=13117
- 23:[PialArea5<1.48916721] yes=47,no=48,missing=48,gain=1.62547123,cover=8853
- 47:[LGI5<2.35279679] yes=95,no=96,missing=95,gain=1.48253942,cover=8792
- 95:leaf=0.00194311084,cover=0
- 96:leaf=-8.51805889e-05,cover=0
- 48:[Ecc<7.85193825] yes=97,no=98,missing=97,gain=0.91915369,cover=61
- 97:leaf=-0.0109690884,cover=0
- 98:leaf=0.00415651407,cover=0
- 24:[Ecc<23.1745358] yes=49,no=50,missing=49,gain=2.62599468,cover=4264
- 49:[PialCurv5<-0.181738108] yes=99,no=100,missing=100,gain=2.01168633,cover=3095
- 99:leaf=0.00377194141,cover=0
- 100:leaf=0.00115773024,cover=0
- 50:[Ecc<48.8682671] yes=101,no=102,missing=102,gain=0.775967121,cover=1169
- 101:leaf=-0.000789403159,cover=0
- 102:leaf=0.00829556864,cover=0
- 12:[Sulc0<-0.047846999] yes=25,no=26,missing=25,gain=5.37974548,cover=5681
- 25:[Area5<0.589787364] yes=51,no=52,missing=51,gain=4.28970909,cover=5194
- 51:[PialArea5<0.436710119] yes=103,no=104,missing=103,gain=1.33762097,cover=1590
- 103:leaf=-0.0142915417,cover=0
- 104:leaf=0.00123479124,cover=0
- 52:[Area5<0.726017833] yes=105,no=106,missing=106,gain=3.54691887,cover=3604
- 105:leaf=0.00561816245,cover=0
- 106:leaf=0.00245866459,cover=0
- 26:[Curv5<-0.156904668] yes=53,no=54,missing=54,gain=2.1245811,cover=487
- 53:[Ecc<33.9075584] yes=107,no=108,missing=107,gain=1.12945521,cover=270
- 107:leaf=0.00336497533,cover=0
- 108:leaf=-0.00321043725,cover=0
- 54:[Pol<43.7633247] yes=109,no=110,missing=109,gain=1.6430676,cover=217
- 109:leaf=-0.0160188861,cover=0
- 110:leaf=-0.00400954625,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=5.94049263,cover=4822578
- 13:[Ecc<0.353712648] yes=27,no=28,missing=27,gain=1.82309914,cover=25138
- 27:[Curv5<-0.180574343] yes=55,no=56,missing=56,gain=1.43739343,cover=496
- 55:[Ecc<0.221054599] yes=111,no=112,missing=111,gain=0.699666977,cover=369
- 111:leaf=-0.000123960403,cover=0
- 112:leaf=-0.0051025264,cover=0
- 56:[PialCurv5<-0.103163145] yes=113,no=114,missing=113,gain=0.917660773,cover=127
- 113:leaf=0.00779335573,cover=0
- 114:leaf=-0.000941398088,cover=0
- 28:[Curv5<-0.0708468556] yes=57,no=58,missing=58,gain=1.90577126,cover=24642
- 57:[PialCurv5<0.0308136549] yes=115,no=116,missing=116,gain=1.41949701,cover=23663
- 115:leaf=0.000913340715,cover=0
- 116:leaf=-0.0105590215,cover=0
- 58:[Pol<46.5024796] yes=117,no=118,missing=117,gain=2.41032314,cover=979
- 117:leaf=-0.0100267371,cover=0
- 118:leaf=-0.000640571292,cover=0
- 14:[Curv5<-0.0530214235] yes=29,no=30,missing=29,gain=6.19734287,cover=4797440
- 29:[PialArea5<0.643814564] yes=59,no=60,missing=60,gain=21.3073883,cover=2336517
- 59:[Pol<139.671173] yes=119,no=120,missing=120,gain=10.8970528,cover=74520
- 119:leaf=-0.00124780391,cover=0
- 120:leaf=0.000173119653,cover=0
- 60:[PialCurv5<-0.00569582684] yes=121,no=122,missing=122,gain=18.6337013,cover=2261997
- 121:leaf=-7.45297802e-05,cover=0
- 122:leaf=0.000829458411,cover=0
- 30:[PialCurv5<-0.0330938511] yes=61,no=62,missing=61,gain=70.1353226,cover=2460923
- 61:[PialArea5<0.705942631] yes=123,no=124,missing=124,gain=47.6501465,cover=90317
- 123:leaf=-0.000210673272,cover=0
- 124:leaf=0.00222019129,cover=0
- 62:[Curv5<-0.0156469513] yes=125,no=126,missing=125,gain=17.5215034,cover=2370606
- 125:leaf=-0.000406167324,cover=0
- 126:leaf=3.05204667e-05,cover=0
-booster[345]:
-0:[Area5<0.509397149] yes=1,no=2,missing=2,gain=4.37219477,cover=5124388
- 1:[Sulc0<0.0451717228] yes=3,no=4,missing=4,gain=5.9885211,cover=303029
- 3:[Pol<21.2328167] yes=7,no=8,missing=8,gain=5.08302355,cover=289371
- 7:[PialCurv5<-0.210138425] yes=15,no=16,missing=15,gain=3.89176679,cover=21067
- 15:[LGI5<3.15728688] yes=31,no=32,missing=31,gain=5.06526327,cover=834
- 31:[LGI5<2.85285616] yes=63,no=64,missing=63,gain=2.32772207,cover=611
- 63:leaf=0.00254955306,cover=0
- 64:leaf=0.00880808197,cover=0
- 32:[Ecc<37.2796402] yes=65,no=66,missing=66,gain=2.06875515,cover=223
- 65:leaf=-0.00551144918,cover=0
- 66:leaf=0.00841619726,cover=0
- 16:[PialArea5<0.813682437] yes=33,no=34,missing=34,gain=4.62063742,cover=20233
- 33:[PialCurv5<-0.137075767] yes=67,no=68,missing=67,gain=4.02053642,cover=11097
- 67:leaf=-0.000476726418,cover=0
- 68:leaf=-0.00238949619,cover=0
- 34:[PialCurv5<-0.0607835948] yes=69,no=70,missing=69,gain=2.10492253,cover=9136
- 69:leaf=0.000249810866,cover=0
- 70:leaf=-0.00799923297,cover=0
- 8:[Ecc<17.5281601] yes=17,no=18,missing=18,gain=11.2698584,cover=268304
- 17:[Pol<143.959366] yes=35,no=36,missing=35,gain=7.32043171,cover=258910
- 35:[Pol<65.1286774] yes=71,no=72,missing=71,gain=5.53593159,cover=161401
- 71:leaf=-2.57098764e-05,cover=0
- 72:leaf=0.000621816725,cover=0
- 36:[PialArea5<0.991309822] yes=73,no=74,missing=73,gain=7.34119797,cover=97509
- 73:leaf=-0.000233628205,cover=0
- 74:leaf=0.00144174672,cover=0
- 18:[Pol<118.191307] yes=37,no=38,missing=37,gain=5.64619064,cover=9394
- 37:[LGI5<3.94193578] yes=75,no=76,missing=75,gain=5.6505127,cover=3073
- 75:leaf=0.00408098055,cover=0
- 76:leaf=-0.0101000741,cover=0
- 38:[PialCurv5<-0.0441194475] yes=77,no=78,missing=78,gain=6.48909569,cover=6321
- 77:leaf=0.00131032313,cover=0
- 78:leaf=-0.0136844385,cover=0
- 4:[Ecc<8.01039791] yes=9,no=10,missing=9,gain=3.00900221,cover=13658
- 9:[LGI5<2.77946544] yes=19,no=20,missing=20,gain=3.0056591,cover=4225
- 19:[Sulc0<0.940059185] yes=39,no=40,missing=39,gain=1.51953125,cover=3568
- 39:[PialCurv5<-0.0789950639] yes=79,no=80,missing=80,gain=1.14867878,cover=3547
- 79:leaf=-0.0039044905,cover=0
- 80:leaf=-0.00112437957,cover=0
- 40:[Pol<89.1530609] yes=81,no=82,missing=82,gain=0.787856102,cover=21
- 81:leaf=0.022117123,cover=0
- 82:leaf=0.00283614034,cover=0
- 20:[Pol<92.7492142] yes=41,no=42,missing=42,gain=2.59239721,cover=657
- 41:[Ecc<5.85121489] yes=83,no=84,missing=83,gain=2.42220354,cover=333
- 83:leaf=-0.00912053883,cover=0
- 84:leaf=0.000578921463,cover=0
- 42:[Curv5<-0.247622609] yes=85,no=86,missing=86,gain=1.19033718,cover=324
- 85:leaf=0.00176223915,cover=0
- 86:leaf=-0.00914211385,cover=0
- 10:[Sulc0<0.717745602] yes=21,no=22,missing=21,gain=4.25254583,cover=9433
- 21:[Pol<47.409153] yes=43,no=44,missing=44,gain=4.32740736,cover=7804
- 43:[Curv5<-0.0816265643] yes=87,no=88,missing=87,gain=6.65655756,cover=404
- 87:leaf=0.000262895832,cover=0
- 88:leaf=-0.0128627839,cover=0
- 44:[LGI5<2.99594808] yes=89,no=90,missing=89,gain=3.02903771,cover=7400
- 89:leaf=-0.000923438463,cover=0
- 90:leaf=0.00118083181,cover=0
- 22:[PialArea5<0.38075453] yes=45,no=46,missing=46,gain=8.40654945,cover=1629
- 45:[Ecc<15.3430929] yes=91,no=92,missing=91,gain=3.23494244,cover=1274
- 91:leaf=0.00603011204,cover=0
- 92:leaf=-0.00169825216,cover=0
- 46:[Curv5<0.157731384] yes=93,no=94,missing=93,gain=6.52664471,cover=355
- 93:leaf=-0.0114469184,cover=0
- 94:leaf=0.013367096,cover=0
- 2:[Pol<25.2957573] yes=5,no=6,missing=6,gain=5.21203756,cover=4821359
- 5:[Ecc<1.31300318] yes=11,no=12,missing=11,gain=15.4407501,cover=518418
- 11:[Sulc0<0.00591620663] yes=23,no=24,missing=24,gain=4.69858456,cover=42329
- 23:[Ecc<0.513775289] yes=47,no=48,missing=47,gain=3.70154095,cover=42106
- 47:[Area5<0.822840035] yes=95,no=96,missing=96,gain=1.44732261,cover=13579
- 95:leaf=-7.06702076e-06,cover=0
- 96:leaf=-0.0051911138,cover=0
- 48:[PialCurv5<0.178517133] yes=97,no=98,missing=97,gain=3.24883556,cover=28527
- 97:leaf=-0.00109641254,cover=0
- 98:leaf=0.00718297577,cover=0
- 24:[LGI5<2.55302763] yes=49,no=50,missing=50,gain=1.38836479,cover=223
- 49:[LGI5<2.51629615] yes=99,no=100,missing=99,gain=0.59119153,cover=202
- 99:leaf=-0.00760014309,cover=0
- 100:leaf=0.00103628275,cover=0
- 50:[Curv5<0.149355054] yes=101,no=102,missing=101,gain=0.158941746,cover=21
- 101:leaf=-0.0218060501,cover=0
- 102:leaf=-0.00644105813,cover=0
- 12:[Ecc<3.67199802] yes=25,no=26,missing=25,gain=15.9179106,cover=476089
- 25:[Curv5<-0.169727564] yes=51,no=52,missing=51,gain=26.294075,cover=80499
- 51:[PialArea5<1.16111541] yes=103,no=104,missing=104,gain=9.52708149,cover=54847
- 103:leaf=0.000822771341,cover=0
- 104:leaf=-0.000505832722,cover=0
- 52:[Sulc0<-0.493071198] yes=105,no=106,missing=105,gain=14.0305443,cover=25652
- 105:leaf=0.00271917298,cover=0
- 106:leaf=-0.000362618652,cover=0
- 26:[PialCurv5<0.131570891] yes=53,no=54,missing=53,gain=8.44453716,cover=395590
- 53:[Curv5<0.0595101416] yes=107,no=108,missing=108,gain=14.5972385,cover=391377
- 107:leaf=7.69965627e-05,cover=0
- 108:leaf=0.00269401376,cover=0
- 54:[Curv5<0.120553598] yes=109,no=110,missing=109,gain=7.33473825,cover=4213
- 109:leaf=-0.00398962246,cover=0
- 110:leaf=0.000211718027,cover=0
- 6:[Sulc0<-0.43309778] yes=13,no=14,missing=13,gain=12.3684444,cover=4302941
- 13:[Ecc<1.96654522] yes=27,no=28,missing=28,gain=22.8074284,cover=1334068
- 27:[Pol<68.895668] yes=55,no=56,missing=55,gain=16.4269428,cover=328418
- 55:[PialArea5<1.25128293] yes=111,no=112,missing=111,gain=19.1222401,cover=96359
- 111:leaf=-0.000610339863,cover=0
- 112:leaf=0.00151309778,cover=0
- 56:[Pol<155.012512] yes=113,no=114,missing=113,gain=22.9818249,cover=232059
- 113:leaf=0.000770283397,cover=0
- 114:leaf=-0.000301720895,cover=0
- 28:[Pol<157.965515] yes=57,no=58,missing=57,gain=29.7405663,cover=1005650
- 57:[PialCurv5<-0.102360219] yes=115,no=116,missing=115,gain=41.4669876,cover=660199
- 115:leaf=-0.00011255897,cover=0
- 116:leaf=-0.000909098831,cover=0
- 58:[Ecc<6.2938199] yes=117,no=118,missing=117,gain=16.9955406,cover=345451
- 117:leaf=0.000618064776,cover=0
- 118:leaf=-0.000136502655,cover=0
- 14:[Curv5<-0.163374811] yes=29,no=30,missing=29,gain=14.0964775,cover=2968873
- 29:[PialCurv5<-0.0800075978] yes=59,no=60,missing=59,gain=72.3135605,cover=201743
- 59:[LGI5<2.91278505] yes=119,no=120,missing=119,gain=19.6443348,cover=175541
- 119:leaf=0.00067544973,cover=0
- 120:leaf=-0.00039329828,cover=0
- 60:[MidArea5<0.761092186] yes=121,no=122,missing=121,gain=24.35186,cover=26202
- 121:leaf=0.00155511021,cover=0
- 122:leaf=0.00463357056,cover=0
- 30:[PialCurv5<-0.11266306] yes=61,no=62,missing=61,gain=26.4351654,cover=2767130
- 61:[PialArea5<0.730471373] yes=123,no=124,missing=123,gain=16.6772041,cover=9527
- 123:leaf=-0.000642739004,cover=0
- 124:leaf=0.00396515708,cover=0
- 62:[Curv5<-0.0507577434] yes=125,no=126,missing=125,gain=11.5975084,cover=2757603
- 125:leaf=-0.000226929013,cover=0
- 126:leaf=3.74713891e-05,cover=0
-booster[346]:
-0:[PialArea5<0.884929597] yes=1,no=2,missing=2,gain=4.33044672,cover=5124388
- 1:[Area5<0.808195949] yes=3,no=4,missing=3,gain=8.37994766,cover=3308575
- 3:[LGI5<3.56741142] yes=7,no=8,missing=8,gain=7.70256948,cover=3199507
- 7:[Ecc<33.9075584] yes=15,no=16,missing=15,gain=5.92346954,cover=3052788
- 15:[Pol<95.050293] yes=31,no=32,missing=31,gain=12.3887167,cover=2844922
- 31:[Ecc<13.3064203] yes=63,no=64,missing=64,gain=52.7883759,cover=1089863
- 63:leaf=-9.27607471e-05,cover=0
- 64:leaf=0.000689953973,cover=0
- 32:[Ecc<15.121048] yes=65,no=66,missing=65,gain=33.4598999,cover=1755059
- 65:leaf=4.38240977e-06,cover=0
- 66:leaf=-0.000574139296,cover=0
- 16:[Pol<124.172195] yes=33,no=34,missing=33,gain=32.7319336,cover=207866
- 33:[Pol<29.3809395] yes=67,no=68,missing=67,gain=18.5499687,cover=160136
- 67:leaf=0.000464677723,cover=0
- 68:leaf=-0.000896007696,cover=0
- 34:[LGI5<3.37729335] yes=69,no=70,missing=69,gain=23.4107246,cover=47730
- 69:leaf=0.000283791887,cover=0
- 70:leaf=0.00298845046,cover=0
- 8:[Pol<47.409153] yes=17,no=18,missing=18,gain=11.4144897,cover=146719
- 17:[Sulc0<0.443755656] yes=35,no=36,missing=36,gain=11.3621988,cover=25984
- 35:[PialCurv5<-0.0656740367] yes=71,no=72,missing=71,gain=7.58156586,cover=22615
- 71:leaf=0.00137872202,cover=0
- 72:leaf=-0.000534542836,cover=0
- 36:[PialArea5<0.834082127] yes=73,no=74,missing=74,gain=2.75893879,cover=3369
- 73:leaf=0.00305167609,cover=0
- 74:leaf=0.0133081106,cover=0
- 18:[PialCurv5<0.208232641] yes=37,no=38,missing=37,gain=8.59572601,cover=120735
- 37:[Sulc0<0.0294309072] yes=75,no=76,missing=76,gain=10.3234825,cover=91105
- 75:leaf=-0.000147577957,cover=0
- 76:leaf=-0.00125235936,cover=0
- 38:[PialArea5<0.507580996] yes=77,no=78,missing=77,gain=4.89847422,cover=29630
- 77:leaf=0.00038971199,cover=0
- 78:leaf=-0.0014746316,cover=0
- 4:[PialArea5<0.772500634] yes=9,no=10,missing=9,gain=14.1700068,cover=109068
- 9:[LGI5<2.3349762] yes=19,no=20,missing=19,gain=10.1640053,cover=79885
- 19:[Sulc0<0.244668111] yes=39,no=40,missing=39,gain=2.40943813,cover=3670
- 39:[PialArea5<0.365779996] yes=79,no=80,missing=80,gain=4.93728113,cover=2721
- 79:leaf=0.0366488174,cover=0
- 80:leaf=-0.00269942172,cover=0
- 40:[Curv5<0.0736173838] yes=81,no=82,missing=82,gain=1.46510077,cover=949
- 81:leaf=0.0122844977,cover=0
- 82:leaf=1.78648188e-05,cover=0
- 20:[Area5<0.924216449] yes=41,no=42,missing=42,gain=7.2521801,cover=76215
- 41:[Pol<125.881905] yes=83,no=84,missing=83,gain=6.91019344,cover=68496
- 83:leaf=0.000534452614,cover=0
- 84:leaf=0.0022120506,cover=0
- 42:[Curv5<-0.066452302] yes=85,no=86,missing=85,gain=3.77838326,cover=7719
- 85:leaf=0.0106114056,cover=0
- 86:leaf=0.00217009592,cover=0
- 10:[Pol<50.9985542] yes=21,no=22,missing=21,gain=6.13629436,cover=29183
- 21:[Ecc<10.7180347] yes=43,no=44,missing=43,gain=3.33374929,cover=5626
- 43:[Pol<21.2328167] yes=87,no=88,missing=87,gain=4.39294052,cover=1237
- 87:leaf=-0.00301768514,cover=0
- 88:leaf=0.00397304539,cover=0
- 44:[Sulc0<0.235979095] yes=89,no=90,missing=89,gain=5.21062946,cover=4389
- 89:leaf=0.00421067886,cover=0
- 90:leaf=0.000453933462,cover=0
- 22:[MidArea5<1.03476131] yes=45,no=46,missing=45,gain=4.48632812,cover=23557
- 45:[PialArea5<0.816499233] yes=91,no=92,missing=91,gain=3.00748253,cover=23169
- 91:leaf=-0.000276579114,cover=0
- 92:leaf=-0.00144474814,cover=0
- 46:[PialCurv5<-0.0472753309] yes=93,no=94,missing=93,gain=1.22666264,cover=388
- 93:leaf=-0.00768574467,cover=0
- 94:leaf=0.00506770145,cover=0
- 2:[Sulc0<-0.557882011] yes=5,no=6,missing=6,gain=7.55606365,cover=1815813
- 5:[Curv5<-0.132798299] yes=11,no=12,missing=11,gain=19.2903271,cover=1018651
- 11:[PialCurv5<-0.0693148375] yes=23,no=24,missing=23,gain=14.6413345,cover=868901
- 23:[Ecc<20.0856266] yes=47,no=48,missing=47,gain=11.6823587,cover=846251
- 47:[PialArea5<1.01305103] yes=95,no=96,missing=95,gain=14.472517,cover=759025
- 95:leaf=-0.000497451401,cover=0
- 96:leaf=-4.62560347e-05,cover=0
- 48:[Curv5<-0.245563462] yes=97,no=98,missing=97,gain=8.36001873,cover=87226
- 97:leaf=0.00104187138,cover=0
- 98:leaf=2.499111e-05,cover=0
- 24:[Area5<0.580209434] yes=49,no=50,missing=49,gain=5.97585869,cover=22650
- 49:[PialCurv5<-0.0441194475] yes=99,no=100,missing=99,gain=3.03101659,cover=3686
- 99:leaf=-9.35130083e-05,cover=0
- 100:leaf=-0.00406186422,cover=0
- 50:[PialArea5<1.00930154] yes=101,no=102,missing=101,gain=5.8508606,cover=18964
- 101:leaf=0.00263800542,cover=0
- 102:leaf=0.000819746347,cover=0
- 12:[PialCurv5<-0.10074953] yes=25,no=26,missing=25,gain=131.276779,cover=149750
- 25:[PialCurv5<-0.137075767] yes=51,no=52,missing=51,gain=18.2410889,cover=8689
- 51:[Curv5<-0.0730527416] yes=103,no=104,missing=104,gain=19.4802666,cover=434
- 103:leaf=0.0128552085,cover=0
- 104:leaf=0.0480388515,cover=0
- 52:[Area5<0.653711498] yes=105,no=106,missing=105,gain=10.6145096,cover=8255
- 105:leaf=0.00340264454,cover=0
- 106:leaf=0.00720474357,cover=0
- 26:[LGI5<2.49262404] yes=53,no=54,missing=53,gain=17.7306938,cover=141061
- 53:[Ecc<4.87342644] yes=107,no=108,missing=108,gain=17.2696686,cover=62685
- 107:leaf=0.00100878126,cover=0
- 108:leaf=-0.0019618317,cover=0
- 54:[Pol<12.2267933] yes=109,no=110,missing=109,gain=25.807991,cover=78376
- 109:leaf=0.0018512134,cover=0
- 110:leaf=-0.000742948323,cover=0
- 6:[Ecc<3.73767829] yes=13,no=14,missing=14,gain=23.7015228,cover=797162
- 13:[PialCurv5<0.0262785293] yes=27,no=28,missing=28,gain=24.5517082,cover=88786
- 27:[Pol<60.4070244] yes=55,no=56,missing=55,gain=17.4972591,cover=76636
- 55:[Ecc<1.46579576] yes=111,no=112,missing=111,gain=10.9973555,cover=19065
- 111:leaf=-0.0012210334,cover=0
- 112:leaf=0.00128461479,cover=0
- 56:[LGI5<2.35684347] yes=113,no=114,missing=113,gain=18.9464645,cover=57571
- 113:leaf=0.000245842355,cover=0
- 114:leaf=-0.00187134894,cover=0
- 28:[Pol<105.995506] yes=57,no=58,missing=57,gain=9.97815609,cover=12150
- 57:[Area5<0.877147377] yes=115,no=116,missing=115,gain=5.87817764,cover=7486
- 115:leaf=0.00313986256,cover=0
- 116:leaf=-0.00119422609,cover=0
- 58:[Ecc<2.6050899] yes=117,no=118,missing=117,gain=6.22657776,cover=4664
- 117:leaf=-0.00219077221,cover=0
- 118:leaf=0.00146331522,cover=0
- 14:[Pol<42.7478409] yes=29,no=30,missing=30,gain=27.8161736,cover=708376
- 29:[Pol<26.4235344] yes=59,no=60,missing=59,gain=16.0256252,cover=170845
- 59:[Ecc<25.5461979] yes=119,no=120,missing=119,gain=15.8250751,cover=95382
- 119:leaf=0.000945266744,cover=0
- 120:leaf=-0.000371947797,cover=0
- 60:[LGI5<3.35709596] yes=121,no=122,missing=121,gain=14.8115444,cover=75463
- 121:leaf=-0.00113034772,cover=0
- 122:leaf=0.00078751921,cover=0
- 30:[Area5<0.678346932] yes=61,no=62,missing=61,gain=24.5138359,cover=537531
- 61:[Pol<150.62207] yes=123,no=124,missing=123,gain=31.6962776,cover=133029
- 123:leaf=0.00163080939,cover=0
- 124:leaf=3.22774176e-05,cover=0
- 62:[LGI5<2.95653391] yes=125,no=126,missing=125,gain=21.7261314,cover=404502
- 125:leaf=0.000600643107,cover=0
- 126:leaf=-0.000133727663,cover=0
-booster[347]:
-0:[PialArea5<0.331288606] yes=1,no=2,missing=2,gain=4.38037539,cover=5124388
- 1:[Area5<0.720017433] yes=3,no=4,missing=3,gain=4.15920448,cover=180427
- 3:[Curv5<0.128008828] yes=7,no=8,missing=8,gain=3.43462682,cover=158031
- 7:[Sulc0<0.717745602] yes=15,no=16,missing=15,gain=4.05705404,cover=14670
- 15:[Ecc<7.64592981] yes=31,no=32,missing=31,gain=2.50426745,cover=7195
- 31:[Ecc<7.1378541] yes=63,no=64,missing=64,gain=3.28949308,cover=2427
- 63:leaf=0.000693990034,cover=0
- 64:leaf=0.00658685574,cover=0
- 32:[Ecc<20.0856266] yes=65,no=66,missing=65,gain=2.02084827,cover=4768
- 65:leaf=-0.00118443114,cover=0
- 66:leaf=0.00128697616,cover=0
- 16:[LGI5<2.77389717] yes=33,no=34,missing=33,gain=7.2569561,cover=7475
- 33:[MidArea5<0.460721314] yes=67,no=68,missing=67,gain=3.92543125,cover=818
- 67:leaf=-0.00805987231,cover=0
- 68:leaf=-0.000490130798,cover=0
- 34:[Ecc<15.5679035] yes=69,no=70,missing=69,gain=4.47108459,cover=6657
- 69:leaf=0.00455944659,cover=0
- 70:leaf=0.00151719863,cover=0
- 8:[Sulc0<0.517823458] yes=17,no=18,missing=18,gain=3.62454438,cover=143361
- 17:[Area5<0.584141672] yes=35,no=36,missing=35,gain=4.9374218,cover=28354
- 35:[PialCurv5<-0.00763805071] yes=71,no=72,missing=71,gain=2.60393333,cover=7499
- 71:leaf=-0.00826111343,cover=0
- 72:leaf=-0.000404745719,cover=0
- 36:[Ecc<1.15906882] yes=73,no=74,missing=74,gain=4.00443506,cover=20855
- 73:leaf=-0.00128853077,cover=0
- 74:leaf=0.00119067018,cover=0
- 18:[PialCurv5<0.147539601] yes=37,no=38,missing=38,gain=3.70642233,cover=115007
- 37:[Sulc0<0.624357879] yes=75,no=76,missing=75,gain=4.79494953,cover=5377
- 75:leaf=-0.00175369252,cover=0
- 76:leaf=0.00197966839,cover=0
- 38:[Pol<137.578873] yes=77,no=78,missing=78,gain=3.05772591,cover=109630
- 77:leaf=-9.96109957e-05,cover=0
- 78:leaf=-0.00643147528,cover=0
- 4:[Curv5<0.0756113976] yes=9,no=10,missing=10,gain=2.35745955,cover=22396
- 9:[LGI5<2.83041978] yes=19,no=20,missing=20,gain=1.01659143,cover=59
- 19:[Ecc<11.3532677] yes=39,no=40,missing=39,gain=1.20943379,cover=31
- 39:[Sulc0<0.636906147] yes=79,no=80,missing=80,gain=0.218910515,cover=21
- 79:leaf=-0.0100083826,cover=0
- 80:leaf=0.00240668771,cover=0
- 40:leaf=-0.0286774617,cover=0
- 20:[PialCurv5<0.208232641] yes=41,no=42,missing=41,gain=0.528251231,cover=28
- 41:[Sulc0<0.495946974] yes=81,no=82,missing=81,gain=0.262046248,cover=22
- 81:leaf=-0.0157656278,cover=0
- 82:leaf=-0.00261070859,cover=0
- 42:leaf=0.010125543,cover=0
- 10:[PialCurv5<0.297166049] yes=21,no=22,missing=21,gain=2.50765371,cover=22337
- 21:[LGI5<3.70550299] yes=43,no=44,missing=43,gain=2.00867367,cover=7286
- 43:[Pol<109.773643] yes=83,no=84,missing=83,gain=1.91550493,cover=7110
- 83:leaf=0.00130635442,cover=0
- 84:leaf=0.0044676261,cover=0
- 44:[Ecc<19.4699688] yes=85,no=86,missing=86,gain=2.26100826,cover=176
- 85:leaf=-0.00191762764,cover=0
- 86:leaf=0.0105266906,cover=0
- 22:[Area5<0.818724692] yes=45,no=46,missing=46,gain=2.1963141,cover=15051
- 45:[Sulc0<0.812575758] yes=87,no=88,missing=87,gain=1.5254252,cover=14382
- 87:leaf=0.00121863047,cover=0
- 88:leaf=8.04150259e-05,cover=0
- 46:[LGI5<3.29043651] yes=89,no=90,missing=90,gain=1.69155431,cover=669
- 89:leaf=0.00224822434,cover=0
- 90:leaf=0.00916718971,cover=0
- 2:[Curv5<0.114925429] yes=5,no=6,missing=6,gain=6.04909611,cover=4943961
- 5:[Sulc0<0.676033437] yes=11,no=12,missing=11,gain=13.2858248,cover=4228398
- 11:[LGI5<3.84897733] yes=23,no=24,missing=24,gain=7.96512127,cover=4110038
- 23:[Pol<104.38549] yes=47,no=48,missing=47,gain=8.74311924,cover=4080425
- 47:[Ecc<12.7231894] yes=91,no=92,missing=91,gain=30.7061424,cover=2066082
- 91:leaf=-4.853664e-05,cover=0
- 92:leaf=0.000372843584,cover=0
- 48:[Ecc<17.0169544] yes=93,no=94,missing=93,gain=23.8032017,cover=2014343
- 93:leaf=1.88729045e-05,cover=0
- 94:leaf=-0.000404351857,cover=0
- 24:[Pol<147.599014] yes=49,no=50,missing=49,gain=17.1352863,cover=29613
- 49:[PialArea5<0.655307472] yes=95,no=96,missing=95,gain=10.0447063,cover=20616
- 95:leaf=-0.0034304529,cover=0
- 96:leaf=-0.000942535175,cover=0
- 50:[PialCurv5<-0.0209923834] yes=97,no=98,missing=97,gain=5.86457825,cover=8997
- 97:leaf=0.000568706659,cover=0
- 98:leaf=0.00475994777,cover=0
- 12:[Area5<0.57817024] yes=25,no=26,missing=26,gain=19.2659111,cover=118360
- 25:[Sulc0<0.830503881] yes=51,no=52,missing=51,gain=14.3725939,cover=2203
- 51:[PialArea5<0.705942631] yes=99,no=100,missing=100,gain=2.75823498,cover=1357
- 99:leaf=-0.00112491124,cover=0
- 100:leaf=0.0220184736,cover=0
- 52:[Pol<87.9431763] yes=101,no=102,missing=101,gain=5.64750481,cover=846
- 101:leaf=-0.0141484914,cover=0
- 102:leaf=-0.00581360562,cover=0
- 26:[Pol<93.3357697] yes=53,no=54,missing=54,gain=16.5560608,cover=116157
- 53:[PialCurv5<0.0798129067] yes=103,no=104,missing=103,gain=12.5475616,cover=50477
- 103:leaf=0.00221890211,cover=0
- 104:leaf=-0.000329911796,cover=0
- 54:[PialCurv5<0.141046807] yes=105,no=106,missing=105,gain=6.98300934,cover=65680
- 105:leaf=0.00184087083,cover=0
- 106:leaf=0.000764077704,cover=0
- 6:[Sulc0<0.474820405] yes=13,no=14,missing=14,gain=15.7943153,cover=715563
- 13:[Pol<97.9094925] yes=27,no=28,missing=27,gain=15.2686338,cover=345250
- 27:[Area5<0.65839982] yes=55,no=56,missing=56,gain=15.000289,cover=127035
- 55:[Ecc<1.96654522] yes=107,no=108,missing=107,gain=5.70372915,cover=40575
- 107:leaf=0.000789306709,cover=0
- 108:leaf=-0.00059305731,cover=0
- 56:[Pol<53.6550331] yes=109,no=110,missing=109,gain=9.03401756,cover=86460
- 109:leaf=0.0029833673,cover=0
- 110:leaf=0.000782139075,cover=0
- 28:[Pol<114.966316] yes=57,no=58,missing=57,gain=13.3871346,cover=218215
- 57:[PialCurv5<0.157381535] yes=111,no=112,missing=111,gain=9.32059097,cover=104795
- 111:leaf=-0.00163606019,cover=0
- 112:leaf=-0.000354247488,cover=0
- 58:[Ecc<1.15906882] yes=113,no=114,missing=113,gain=9.77422714,cover=113420
- 113:leaf=-0.00107049069,cover=0
- 114:leaf=0.000389349094,cover=0
- 14:[PialArea5<0.524996102] yes=29,no=30,missing=30,gain=17.5114002,cover=370313
- 29:[Pol<106.604004] yes=59,no=60,missing=59,gain=11.4346657,cover=332896
- 59:[Area5<0.924216449] yes=115,no=116,missing=116,gain=8.70607376,cover=231007
- 115:leaf=-0.000475195906,cover=0
- 116:leaf=0.00320541789,cover=0
- 60:[PialCurv5<0.322157294] yes=117,no=118,missing=117,gain=9.59759998,cover=101889
- 117:leaf=0.000512320141,cover=0
- 118:leaf=-0.000536173466,cover=0
- 30:[MidArea5<0.888195574] yes=61,no=62,missing=61,gain=13.0641937,cover=37417
- 61:[Pol<92.7492142] yes=119,no=120,missing=119,gain=12.030899,cover=36670
- 119:leaf=-0.00269372552,cover=0
- 120:leaf=-0.00082476734,cover=0
- 62:[PialCurv5<0.178517133] yes=121,no=122,missing=121,gain=2.35593987,cover=747
- 121:leaf=0.00934785511,cover=0
- 122:leaf=0.00326237315,cover=0
-booster[348]:
-0:[PialArea5<0.370812863] yes=1,no=2,missing=1,gain=4.2710309,cover=5124388
- 1:[Pol<89.1530609] yes=3,no=4,missing=3,gain=6.52736664,cover=323045
- 3:[Ecc<8.48579407] yes=7,no=8,missing=7,gain=12.3535309,cover=68521
- 7:[Ecc<2.13501525] yes=15,no=16,missing=16,gain=7.200737,cover=9906
- 15:[Ecc<0.783076942] yes=31,no=32,missing=31,gain=3.00127888,cover=1998
- 31:[Sulc0<-0.0401471928] yes=63,no=64,missing=63,gain=2.42542553,cover=459
- 63:leaf=0.00582061848,cover=0
- 64:leaf=-0.00174063095,cover=0
- 32:[Pol<57.0350037] yes=65,no=66,missing=66,gain=3.13017964,cover=1539
- 65:leaf=-0.00726686558,cover=0
- 66:leaf=-0.000616624893,cover=0
- 16:[Area5<0.483568966] yes=33,no=34,missing=34,gain=5.32641792,cover=7908
- 33:[LGI5<2.47631311] yes=67,no=68,missing=67,gain=1.17588806,cover=131
- 67:leaf=0.000369180168,cover=0
- 68:leaf=-0.0100441491,cover=0
- 34:[PialCurv5<0.309146255] yes=69,no=70,missing=69,gain=5.64089394,cover=7777
- 69:leaf=0.0041175629,cover=0
- 70:leaf=0.00132600486,cover=0
- 8:[Sulc0<0.830503881] yes=17,no=18,missing=17,gain=5.19980621,cover=58615
- 17:[LGI5<3.56741142] yes=35,no=36,missing=35,gain=5.18211365,cover=22823
- 35:[LGI5<3.30554914] yes=71,no=72,missing=71,gain=8.46072197,cover=21654
- 71:leaf=0.00114988303,cover=0
- 72:leaf=-0.00168081594,cover=0
- 36:[Pol<77.5287857] yes=73,no=74,missing=73,gain=9.00284195,cover=1169
- 73:leaf=0.008288051,cover=0
- 74:leaf=-0.000499709859,cover=0
- 18:[PialCurv5<0.101587482] yes=37,no=38,missing=37,gain=4.19632769,cover=35792
- 37:[LGI5<2.86381269] yes=75,no=76,missing=75,gain=3.81503916,cover=826
- 75:leaf=-0.00720954081,cover=0
- 76:leaf=0.00455279974,cover=0
- 38:[LGI5<3.70550299] yes=77,no=78,missing=77,gain=4.01543951,cover=34966
- 77:leaf=-0.000262551446,cover=0
- 78:leaf=0.00197867095,cover=0
- 4:[Pol<103.851685] yes=9,no=10,missing=9,gain=10.8981543,cover=254524
- 9:[Ecc<6.35379457] yes=19,no=20,missing=19,gain=12.5570183,cover=151571
- 19:[Area5<0.596935391] yes=39,no=40,missing=39,gain=4.66646099,cover=40927
- 39:[PialCurv5<-0.00763805071] yes=79,no=80,missing=80,gain=2.65869951,cover=9520
- 79:leaf=-0.0074784602,cover=0
- 80:leaf=-0.000332590716,cover=0
- 40:[Sulc0<0.624357879] yes=81,no=82,missing=81,gain=6.39384747,cover=31407
- 81:leaf=0.00140412094,cover=0
- 82:leaf=-5.75217673e-05,cover=0
- 20:[Ecc<21.7409172] yes=41,no=42,missing=41,gain=13.8224258,cover=110644
- 41:[LGI5<3.15728688] yes=83,no=84,missing=83,gain=5.07387352,cover=87726
- 83:leaf=-0.000586209237,cover=0
- 84:leaf=-0.0015481119,cover=0
- 42:[LGI5<2.68420529] yes=85,no=86,missing=86,gain=2.28593373,cover=22918
- 85:leaf=-0.00308914646,cover=0
- 86:leaf=0.000673765608,cover=0
- 10:[Ecc<0.889730632] yes=21,no=22,missing=21,gain=5.93232822,cover=102953
- 21:[Pol<128.334747] yes=43,no=44,missing=43,gain=4.49995375,cover=5529
- 43:[Area5<0.748478889] yes=87,no=88,missing=88,gain=3.12894845,cover=680
- 87:leaf=0.0022739803,cover=0
- 88:leaf=0.0319653414,cover=0
- 44:[LGI5<2.13090348] yes=89,no=90,missing=89,gain=4.36014891,cover=4849
- 89:leaf=-0.0128966868,cover=0
- 90:leaf=-0.0014703921,cover=0
- 22:[Pol<123.059357] yes=45,no=46,missing=45,gain=10.0672817,cover=97424
- 45:[Ecc<16.2597466] yes=91,no=92,missing=91,gain=6.98440409,cover=85153
- 91:leaf=0.000617610232,cover=0
- 92:leaf=-0.000423505582,cover=0
- 46:[Area5<0.651789546] yes=93,no=94,missing=93,gain=3.25989342,cover=12271
- 93:leaf=0.00122676778,cover=0
- 94:leaf=0.00289400201,cover=0
- 2:[Curv5<0.0896491781] yes=5,no=6,missing=5,gain=7.14968729,cover=4801343
- 5:[Sulc0<0.540103436] yes=11,no=12,missing=11,gain=16.6020374,cover=3964020
- 11:[Pol<114.432869] yes=23,no=24,missing=23,gain=8.39146996,cover=3839269
- 23:[Pol<66.6374893] yes=47,no=48,missing=47,gain=29.6982269,cover=2073778
- 47:[Ecc<6.81643343] yes=95,no=96,missing=96,gain=25.3346958,cover=1384778
- 95:leaf=0.000169591018,cover=0
- 96:leaf=-0.000260410452,cover=0
- 48:[Ecc<10.426198] yes=97,no=98,missing=98,gain=111.260971,cover=689000
- 97:leaf=6.61733284e-05,cover=0
- 98:leaf=0.00184030086,cover=0
- 24:[Pol<132.742767] yes=49,no=50,missing=49,gain=20.9323864,cover=1765491
- 49:[Area5<0.587948382] yes=99,no=100,missing=99,gain=28.7312374,cover=449888
- 99:leaf=0.000417382515,cover=0
- 100:leaf=-0.000577799743,cover=0
- 50:[Ecc<13.1181517] yes=101,no=102,missing=101,gain=22.5388222,cover=1315603
- 101:leaf=0.000166473605,cover=0
- 102:leaf=-0.00027078492,cover=0
- 12:[Ecc<40.3354568] yes=25,no=26,missing=25,gain=14.118166,cover=124751
- 25:[PialCurv5<0.193043977] yes=51,no=52,missing=51,gain=12.2315445,cover=94928
- 51:[Area5<0.57817024] yes=103,no=104,missing=103,gain=9.84754562,cover=86879
- 103:leaf=-0.00174322433,cover=0
- 104:leaf=0.00115602626,cover=0
- 52:[Area5<0.628069878] yes=105,no=106,missing=105,gain=3.44498587,cover=8049
- 105:leaf=-0.00410293229,cover=0
- 106:leaf=-0.000639592938,cover=0
- 26:[Pol<34.3003769] yes=53,no=54,missing=53,gain=12.2735147,cover=29823
- 53:[PialCurv5<0.0354230702] yes=107,no=108,missing=107,gain=7.96329594,cover=3384
- 107:leaf=0.00808602106,cover=0
- 108:leaf=0.00142188906,cover=0
- 54:[Sulc0<0.940059185] yes=109,no=110,missing=110,gain=9.36738491,cover=26439
- 109:leaf=-0.00102527288,cover=0
- 110:leaf=0.00225132122,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=13,gain=16.5669098,cover=837323
- 13:[Pol<83.4982376] yes=27,no=28,missing=28,gain=29.1603241,cover=364408
- 27:[Area5<0.639429986] yes=55,no=56,missing=56,gain=17.79142,cover=41376
- 55:[LGI5<2.96780801] yes=111,no=112,missing=111,gain=8.15676308,cover=8848
- 111:leaf=-0.00104378851,cover=0
- 112:leaf=0.00493017351,cover=0
- 56:[LGI5<2.21018219] yes=113,no=114,missing=113,gain=13.3834267,cover=32528
- 113:leaf=-0.00467603235,cover=0
- 114:leaf=0.00205562916,cover=0
- 28:[Pol<125.308708] yes=57,no=58,missing=57,gain=12.9542522,cover=323032
- 57:[PialCurv5<0.157381535] yes=115,no=116,missing=115,gain=16.7564697,cover=275737
- 115:leaf=-0.000892322336,cover=0
- 116:leaf=3.15798497e-05,cover=0
- 58:[Ecc<1.3629595] yes=117,no=118,missing=118,gain=22.4669304,cover=47295
- 117:leaf=-0.000855740916,cover=0
- 118:leaf=0.00147012004,cover=0
- 14:[Area5<0.864337862] yes=29,no=30,missing=29,gain=20.7340508,cover=472915
- 29:[PialArea5<0.563414931] yes=59,no=60,missing=60,gain=18.2561169,cover=459787
- 59:[Pol<108.715256] yes=119,no=120,missing=119,gain=24.5828838,cover=367695
- 119:leaf=-0.000547951553,cover=0
- 120:leaf=0.000301306223,cover=0
- 60:[PialCurv5<0.0904879719] yes=121,no=122,missing=122,gain=12.3640022,cover=92092
- 121:leaf=0.00134614331,cover=0
- 122:leaf=-0.00116682518,cover=0
- 30:[PialCurv5<0.303062648] yes=61,no=62,missing=61,gain=7.88824654,cover=13128
- 61:[Pol<95.050293] yes=123,no=124,missing=124,gain=6.34538841,cover=9857
- 123:leaf=0.00130487408,cover=0
- 124:leaf=0.00390274264,cover=0
- 62:[Curv5<0.169394374] yes=125,no=126,missing=125,gain=2.03635526,cover=3271
- 125:leaf=0.000485810451,cover=0
- 126:leaf=-0.002073223,cover=0
-booster[349]:
-0:[PialArea5<0.81902951] yes=1,no=2,missing=2,gain=4.29204941,cover=5124388
- 1:[Area5<0.755546272] yes=3,no=4,missing=4,gain=17.0449142,cover=2785087
- 3:[PialArea5<0.463276565] yes=7,no=8,missing=8,gain=7.36776733,cover=2434758
- 7:[Curv5<0.0235087723] yes=15,no=16,missing=15,gain=18.3233185,cover=653857
- 15:[Area5<0.654657125] yes=31,no=32,missing=31,gain=13.7184753,cover=15655
- 31:[PialCurv5<0.0771882981] yes=63,no=64,missing=64,gain=8.01348877,cover=13489
- 63:leaf=-0.00163966685,cover=0
- 64:leaf=0.00144223007,cover=0
- 32:[Curv5<-0.0156469513] yes=65,no=66,missing=65,gain=3.93146133,cover=2166
- 65:leaf=-0.00819284935,cover=0
- 66:leaf=-0.0037398641,cover=0
- 16:[Sulc0<-0.202991232] yes=33,no=34,missing=33,gain=17.8023911,cover=638202
- 33:[LGI5<2.2730217] yes=67,no=68,missing=68,gain=8.80978394,cover=21898
- 67:leaf=-0.000509334088,cover=0
- 68:leaf=0.00199831696,cover=0
- 34:[Pol<82.8478928] yes=69,no=70,missing=69,gain=14.2135525,cover=616304
- 69:leaf=0.000673190865,cover=0
- 70:leaf=-4.56040179e-05,cover=0
- 8:[PialCurv5<0.0771882981] yes=17,no=18,missing=18,gain=18.7897606,cover=1780901
- 17:[Sulc0<0.364060968] yes=35,no=36,missing=35,gain=35.4537163,cover=1153900
- 35:[Sulc0<-0.0637059584] yes=71,no=72,missing=71,gain=9.52458191,cover=1082302
- 71:leaf=-0.000180366347,cover=0
- 72:leaf=0.000159031857,cover=0
- 36:[Curv5<-0.114048101] yes=73,no=74,missing=73,gain=26.8813133,cover=71598
- 73:leaf=-0.00349536794,cover=0
- 74:leaf=0.00126194698,cover=0
- 18:[Ecc<6.98131132] yes=37,no=38,missing=37,gain=20.8365326,cover=627001
- 37:[Pol<79.5617371] yes=75,no=76,missing=76,gain=12.7641392,cover=256711
- 75:leaf=0.000953923911,cover=0
- 76:leaf=-0.000143890924,cover=0
- 38:[Area5<0.631603718] yes=77,no=78,missing=77,gain=34.4436035,cover=370290
- 77:leaf=-0.00237414311,cover=0
- 78:leaf=-0.000470648491,cover=0
- 4:[Pol<50.9985542] yes=9,no=10,missing=9,gain=15.8817205,cover=350329
- 9:[Ecc<2.97906685] yes=19,no=20,missing=20,gain=9.04683495,cover=27072
- 19:[Ecc<0.406764686] yes=39,no=40,missing=39,gain=4.61575127,cover=883
- 39:[LGI5<2.31684756] yes=79,no=80,missing=79,gain=2.83055258,cover=113
- 79:leaf=-0.00741497381,cover=0
- 80:leaf=0.0104923537,cover=0
- 40:[LGI5<2.19753051] yes=81,no=82,missing=81,gain=2.31259298,cover=770
- 81:leaf=0.0021217044,cover=0
- 82:leaf=-0.00597660383,cover=0
- 20:[LGI5<2.62853003] yes=41,no=42,missing=41,gain=34.4103165,cover=26189
- 41:[Pol<13.2006302] yes=83,no=84,missing=83,gain=17.8834381,cover=838
- 83:leaf=0.00150194473,cover=0
- 84:leaf=0.0168694761,cover=0
- 42:[Ecc<11.6821251] yes=85,no=86,missing=85,gain=8.35441208,cover=25351
- 85:leaf=-0.000868842297,cover=0
- 86:leaf=0.00166793505,cover=0
- 10:[Curv5<0.0213092454] yes=21,no=22,missing=21,gain=18.4140778,cover=323257
- 21:[Pol<125.881905] yes=43,no=44,missing=43,gain=17.7774277,cover=36260
- 43:[Pol<95.050293] yes=87,no=88,missing=88,gain=15.1664238,cover=21739
- 87:leaf=-0.00046014809,cover=0
- 88:leaf=-0.00310146296,cover=0
- 44:[Ecc<6.87229633] yes=89,no=90,missing=89,gain=10.6283388,cover=14521
- 89:leaf=-0.0024285242,cover=0
- 90:leaf=0.00110874732,cover=0
- 22:[Curv5<0.155577481] yes=45,no=46,missing=45,gain=11.1888437,cover=286997
- 45:[PialArea5<0.632563293] yes=91,no=92,missing=91,gain=17.2072754,cover=234307
- 91:leaf=0.000852490135,cover=0
- 92:leaf=-9.73278384e-06,cover=0
- 46:[PialArea5<0.463276565] yes=93,no=94,missing=94,gain=5.84329367,cover=52690
- 93:leaf=2.47001499e-05,cover=0
- 94:leaf=-0.0011029843,cover=0
- 2:[PialCurv5<0.104427323] yes=5,no=6,missing=6,gain=9.7901535,cover=2339301
- 5:[Area5<0.695856333] yes=11,no=12,missing=11,gain=10.0016232,cover=2318231
- 11:[Curv5<-0.0922861248] yes=23,no=24,missing=23,gain=32.3042908,cover=1216788
- 23:[PialCurv5<-0.0410871245] yes=47,no=48,missing=48,gain=30.1236324,cover=1069731
- 47:[LGI5<2.84729719] yes=95,no=96,missing=95,gain=12.0913763,cover=1043106
- 95:leaf=-0.00011367345,cover=0
- 96:leaf=0.000253602513,cover=0
- 48:[Area5<0.582201123] yes=97,no=98,missing=98,gain=26.7744522,cover=26625
- 97:leaf=-0.00200171745,cover=0
- 98:leaf=0.00238251383,cover=0
- 24:[PialCurv5<-0.062031392] yes=49,no=50,missing=49,gain=64.7657776,cover=147057
- 49:[Sulc0<-0.528458416] yes=99,no=100,missing=100,gain=12.3037796,cover=21398
- 99:leaf=0.00195079297,cover=0
- 100:leaf=0.00438501732,cover=0
- 50:[Pol<57.0350037] yes=101,no=102,missing=101,gain=42.2918358,cover=125659
- 101:leaf=-0.00114672212,cover=0
- 102:leaf=0.000944517669,cover=0
- 12:[Curv5<-0.2435821] yes=25,no=26,missing=26,gain=13.4266987,cover=1101443
- 25:[PialCurv5<-0.126528949] yes=51,no=52,missing=51,gain=11.4638462,cover=67916
- 51:[Pol<14.1659222] yes=103,no=104,missing=104,gain=6.6694622,cover=57523
- 103:leaf=-0.000599964231,cover=0
- 104:leaf=0.00064560835,cover=0
- 52:[PialArea5<1.10075188] yes=105,no=106,missing=105,gain=4.68767166,cover=10393
- 105:leaf=0.00331723061,cover=0
- 106:leaf=0.00118196872,cover=0
- 26:[PialCurv5<-0.151339546] yes=53,no=54,missing=54,gain=14.4317713,cover=1033527
- 53:[Curv5<-0.211220503] yes=107,no=108,missing=107,gain=22.3032761,cover=13545
- 107:leaf=0.000270302786,cover=0
- 108:leaf=0.0048345048,cover=0
- 54:[PialArea5<0.987776101] yes=109,no=110,missing=109,gain=13.393939,cover=1019982
- 109:leaf=-0.000350684655,cover=0
- 110:leaf=1.71349166e-05,cover=0
- 6:[Ecc<7.4459548] yes=13,no=14,missing=13,gain=17.2730141,cover=21070
- 13:[Pol<96.8070755] yes=27,no=28,missing=27,gain=6.57122231,cover=11218
- 27:[MidArea5<0.838749886] yes=55,no=56,missing=55,gain=3.4572258,cover=5847
- 55:[Pol<39.0368156] yes=111,no=112,missing=112,gain=3.28642273,cover=3593
- 111:leaf=-0.00326033053,cover=0
- 112:leaf=0.00487784669,cover=0
- 56:[Sulc0<-0.592216015] yes=113,no=114,missing=113,gain=3.80463099,cover=2254
- 113:leaf=-0.00956324767,cover=0
- 114:leaf=0.00244880258,cover=0
- 28:[Area5<0.729573667] yes=57,no=58,missing=57,gain=3.94232464,cover=5371
- 57:[Area5<0.504816413] yes=115,no=116,missing=115,gain=1.82842064,cover=1488
- 115:leaf=0.0220794342,cover=0
- 116:leaf=0.0032219484,cover=0
- 58:[LGI5<3.36766768] yes=117,no=118,missing=118,gain=2.88504457,cover=3883
- 117:leaf=0.000318701699,cover=0
- 118:leaf=0.0428045131,cover=0
- 14:[Curv5<0.0407969989] yes=29,no=30,missing=29,gain=5.12308693,cover=9852
- 29:[Sulc0<-0.145219594] yes=59,no=60,missing=59,gain=4.4264679,cover=3249
- 59:[LGI5<3.33878016] yes=119,no=120,missing=119,gain=1.40176713,cover=715
- 119:leaf=-0.00333353854,cover=0
- 120:leaf=0.00226287404,cover=0
- 60:[Pol<92.7492142] yes=121,no=122,missing=121,gain=2.33681107,cover=2534
- 121:leaf=0.00478619197,cover=0
- 122:leaf=0.00130835839,cover=0
- 30:[MidArea5<1.03476131] yes=61,no=62,missing=61,gain=3.7181704,cover=6603
- 61:[LGI5<3.78836131] yes=123,no=124,missing=123,gain=2.23089886,cover=6310
- 123:leaf=-0.00158994203,cover=0
- 124:leaf=0.00535150198,cover=0
- 62:[Curv5<0.0716206133] yes=125,no=126,missing=125,gain=1.31795835,cover=293
- 125:leaf=-0.00242477027,cover=0
- 126:leaf=0.00595354475,cover=0
-booster[350]:
-0:[Curv5<0.266060919] yes=1,no=2,missing=1,gain=4.29725504,cover=5124388
- 1:[PialArea5<0.267248243] yes=3,no=4,missing=3,gain=5.92740393,cover=5104371
- 3:[Area5<0.707692921] yes=7,no=8,missing=8,gain=2.36692142,cover=34365
- 7:[Sulc0<0.540103436] yes=15,no=16,missing=15,gain=2.41640091,cover=31129
- 15:[Ecc<9.75650311] yes=31,no=32,missing=31,gain=2.87311649,cover=3786
- 31:[Ecc<1.3629595] yes=63,no=64,missing=63,gain=3.12549686,cover=3234
- 63:leaf=-0.000192666659,cover=0
- 64:leaf=0.00325445714,cover=0
- 32:[Ecc<10.7180347] yes=65,no=66,missing=65,gain=0.873379529,cover=552
- 65:leaf=-0.00864814129,cover=0
- 66:leaf=-0.00105996151,cover=0
- 16:[Ecc<11.1913614] yes=33,no=34,missing=33,gain=3.75663805,cover=27343
- 33:[Sulc0<1.02827847] yes=67,no=68,missing=67,gain=2.77287745,cover=14691
- 67:leaf=7.76581874e-05,cover=0
- 68:leaf=-0.00198521861,cover=0
- 34:[Sulc0<0.703387856] yes=69,no=70,missing=69,gain=3.04274702,cover=12652
- 69:leaf=-0.00148041104,cover=0
- 70:leaf=0.00123422802,cover=0
- 8:[MidArea5<0.468026847] yes=17,no=18,missing=17,gain=3.20059776,cover=3236
- 17:[LGI5<3.31338549] yes=35,no=36,missing=35,gain=0.498213291,cover=276
- 35:[Ecc<42.9490852] yes=71,no=72,missing=72,gain=0.516303062,cover=209
- 71:leaf=0.00666677672,cover=0
- 72:leaf=0.012321623,cover=0
- 36:[Sulc0<0.995960534] yes=73,no=74,missing=73,gain=0.374414057,cover=67
- 73:leaf=0.0102452943,cover=0
- 74:leaf=0.00126579765,cover=0
- 18:[Ecc<38.0136108] yes=37,no=38,missing=37,gain=2.17717242,cover=2960
- 37:[PialCurv5<0.101587482] yes=75,no=76,missing=76,gain=1.81052637,cover=2336
- 75:leaf=0.0105969794,cover=0
- 76:leaf=0.00193260971,cover=0
- 38:[Pol<55.3432045] yes=77,no=78,missing=77,gain=0.896748424,cover=624
- 77:leaf=0.00435623759,cover=0
- 78:leaf=-0.00180767511,cover=0
- 4:[Area5<0.509397149] yes=9,no=10,missing=9,gain=4.40910196,cover=5070006
- 9:[Sulc0<0.762988985] yes=19,no=20,missing=20,gain=8.93761063,cover=300817
- 19:[Pol<21.2328167] yes=39,no=40,missing=39,gain=4.20005035,cover=300106
- 39:[PialCurv5<-0.210138425] yes=79,no=80,missing=79,gain=3.63848782,cover=21189
- 79:leaf=0.00274165417,cover=0
- 80:leaf=-0.000614419696,cover=0
- 40:[Ecc<17.5281601] yes=81,no=82,missing=82,gain=8.37976456,cover=278917
- 81:leaf=0.000189336497,cover=0
- 82:leaf=0.00150922674,cover=0
- 20:[Curv5<0.151368812] yes=41,no=42,missing=41,gain=4.96279812,cover=711
- 41:[LGI5<3.23945832] yes=83,no=84,missing=84,gain=4.59720707,cover=537
- 83:leaf=-0.00397041487,cover=0
- 84:leaf=-0.0134108886,cover=0
- 42:[PialArea5<0.427728564] yes=85,no=86,missing=86,gain=1.9713304,cover=174
- 85:leaf=0.000541346613,cover=0
- 86:leaf=0.0224103518,cover=0
- 10:[PialCurv5<0.493508637] yes=21,no=22,missing=21,gain=4.68980598,cover=4769189
- 21:[PialCurv5<0.382664889] yes=43,no=44,missing=44,gain=6.83337736,cover=4758030
- 43:[PialArea5<0.450022906] yes=87,no=88,missing=87,gain=9.08592987,cover=4672541
- 87:leaf=0.00018933657,cover=0
- 88:leaf=-3.22495871e-05,cover=0
- 44:[Sulc0<0.574602425] yes=89,no=90,missing=90,gain=4.12655973,cover=85489
- 89:leaf=5.25904652e-05,cover=0
- 90:leaf=-0.000694692309,cover=0
- 22:[Sulc0<0.0689564943] yes=45,no=46,missing=45,gain=8.07974625,cover=11159
- 45:[PialArea5<0.409017563] yes=91,no=92,missing=91,gain=3.0139637,cover=960
- 91:leaf=0.00894245878,cover=0
- 92:leaf=0.0031758321,cover=0
- 46:[PialArea5<0.472106963] yes=93,no=94,missing=94,gain=4.72201681,cover=10199
- 93:leaf=0.000393453491,cover=0
- 94:leaf=0.00627116254,cover=0
- 2:[Ecc<3.73767829] yes=5,no=6,missing=5,gain=2.64893913,cover=20017
- 5:[Area5<0.529385149] yes=11,no=12,missing=12,gain=2.72504759,cover=9183
- 11:[Pol<96.2546158] yes=23,no=24,missing=24,gain=3.06975794,cover=858
- 23:[LGI5<2.28518939] yes=47,no=48,missing=48,gain=1.97148418,cover=178
- 47:[Ecc<1.68457866] yes=95,no=96,missing=96,gain=0.55291152,cover=13
- 95:leaf=0.00526976725,cover=0
- 96:leaf=0.0273096655,cover=0
- 48:[Ecc<1.51801682] yes=97,no=98,missing=98,gain=1.13369334,cover=165
- 97:leaf=0.00826898403,cover=0
- 98:leaf=-0.00185288268,cover=0
- 24:[Ecc<1.85215485] yes=49,no=50,missing=49,gain=1.51751614,cover=680
- 49:[Area5<0.489361584] yes=99,no=100,missing=100,gain=2.04470301,cover=72
- 99:leaf=0.0177511629,cover=0
- 100:leaf=-0.00292634731,cover=0
- 50:[Sulc0<0.0689564943] yes=101,no=102,missing=101,gain=1.60007572,cover=608
- 101:leaf=-0.0110828364,cover=0
- 102:leaf=-0.00496235676,cover=0
- 12:[LGI5<2.13090348] yes=25,no=26,missing=25,gain=1.46292186,cover=8325
- 25:[PialCurv5<0.382664889] yes=51,no=52,missing=52,gain=0.287438154,cover=76
- 51:[Ecc<2.97906685] yes=103,no=104,missing=103,gain=0.050048992,cover=40
- 103:leaf=0.00362117006,cover=0
- 104:leaf=-0.000708378677,cover=0
- 52:[Pol<106.604004] yes=105,no=106,missing=105,gain=0.158335328,cover=36
- 105:leaf=0.0099511873,cover=0
- 106:leaf=-0.0015605212,cover=0
- 26:[Sulc0<0.235979095] yes=53,no=54,missing=53,gain=0.953696251,cover=8249
- 53:[Ecc<0.353712648] yes=107,no=108,missing=108,gain=0.773303032,cover=3068
- 107:leaf=0.00209711376,cover=0
- 108:leaf=-0.00200108415,cover=0
- 54:[Ecc<1.68457866] yes=109,no=110,missing=110,gain=1.06723189,cover=5181
- 109:leaf=-0.0036549475,cover=0
- 110:leaf=-0.000552891986,cover=0
- 6:[Ecc<22.0897732] yes=13,no=14,missing=13,gain=3.22608638,cover=10834
- 13:[Ecc<13.3064203] yes=27,no=28,missing=27,gain=6.8707037,cover=7682
- 27:[LGI5<3.16380119] yes=55,no=56,missing=55,gain=4.30229235,cover=7412
- 55:[Ecc<8.87956142] yes=111,no=112,missing=111,gain=3.50726271,cover=7057
- 111:leaf=4.00594545e-05,cover=0
- 112:leaf=0.00453746645,cover=0
- 56:[Ecc<8.48579407] yes=113,no=114,missing=114,gain=2.34058309,cover=355
- 113:leaf=0.00443629408,cover=0
- 114:leaf=-0.0069774352,cover=0
- 28:[Pol<128.334747] yes=57,no=58,missing=57,gain=1.7887888,cover=270
- 57:[Sulc0<0.995960534] yes=115,no=116,missing=115,gain=1.16281509,cover=225
- 115:leaf=0.00808009133,cover=0
- 116:leaf=0.0170614477,cover=0
- 58:[PialArea5<0.360595763] yes=117,no=118,missing=117,gain=0.0999064222,cover=45
- 117:leaf=-0.00271304813,cover=0
- 118:leaf=0.00203690236,cover=0
- 14:[LGI5<2.59789038] yes=29,no=30,missing=29,gain=2.02211761,cover=3152
- 29:[PialArea5<0.245474651] yes=59,no=60,missing=59,gain=0.317331791,cover=57
- 59:[Area5<0.639429986] yes=119,no=120,missing=120,gain=0.0425403118,cover=46
- 119:leaf=-0.00778404251,cover=0
- 120:leaf=-0.0135343811,cover=0
- 60:[Area5<0.674147427] yes=121,no=122,missing=121,gain=0.0428209007,cover=11
- 121:leaf=-0.000286527735,cover=0
- 122:leaf=-0.00638846634,cover=0
- 30:[Area5<0.833255887] yes=61,no=62,missing=62,gain=1.56276202,cover=3095
- 61:[MidArea5<0.509283841] yes=123,no=124,missing=123,gain=2.46968746,cover=3052
- 123:leaf=-0.001817488,cover=0
- 124:leaf=0.00225522695,cover=0
- 62:[PialCurv5<0.270000219] yes=125,no=126,missing=126,gain=0.681792498,cover=43
- 125:leaf=-0.00338903116,cover=0
- 126:leaf=-0.0161772668,cover=0
-booster[351]:
-0:[Curv5<-0.292340577] yes=1,no=2,missing=2,gain=4.08960009,cover=5124388
- 1:[PialArea5<0.736284733] yes=3,no=4,missing=3,gain=3.39398527,cover=160410
- 3:[Ecc<12.9325523] yes=7,no=8,missing=7,gain=2.59871531,cover=43955
- 7:[LGI5<3.27544355] yes=15,no=16,missing=15,gain=1.89059281,cover=27924
- 15:[Area5<0.818724692] yes=31,no=32,missing=32,gain=1.74982452,cover=26753
- 31:[PialCurv5<-0.210138425] yes=63,no=64,missing=63,gain=1.68347883,cover=26740
- 63:leaf=0.00100086385,cover=0
- 64:leaf=3.48015747e-05,cover=0
- 32:[Ecc<7.34691238] yes=65,no=66,missing=66,gain=0.483728766,cover=13
- 65:leaf=-0.00884398818,cover=0
- 66:leaf=0.020663185,cover=0
- 16:[Pol<134.743088] yes=33,no=34,missing=34,gain=3.69943833,cover=1171
- 33:[PialCurv5<-0.111886919] yes=67,no=68,missing=67,gain=2.55535603,cover=831
- 67:leaf=-0.0027858126,cover=0
- 68:leaf=-0.0131210303,cover=0
- 34:[LGI5<3.64692807] yes=69,no=70,missing=70,gain=0.956088126,cover=340
- 69:leaf=0.0018697558,cover=0
- 70:leaf=0.0124398461,cover=0
- 8:[Area5<0.536314785] yes=17,no=18,missing=17,gain=2.53587103,cover=16031
- 17:[Pol<25.2957573] yes=35,no=36,missing=35,gain=2.02489948,cover=8582
- 35:[Sulc0<-0.265099555] yes=71,no=72,missing=71,gain=3.91550779,cover=3077
- 71:leaf=-0.00156992674,cover=0
- 72:leaf=0.00533831073,cover=0
- 36:[PialArea5<0.550757647] yes=73,no=74,missing=73,gain=2.31339097,cover=5505
- 73:leaf=-0.00116528594,cover=0
- 74:leaf=0.00114745309,cover=0
- 18:[Pol<5.08026028] yes=37,no=38,missing=38,gain=3.58945179,cover=7449
- 37:[PialCurv5<-0.14160423] yes=75,no=76,missing=75,gain=1.66010773,cover=396
- 75:leaf=0.00217006868,cover=0
- 76:leaf=0.0124816587,cover=0
- 38:[LGI5<2.78495932] yes=77,no=78,missing=77,gain=2.80706406,cover=7053
- 77:leaf=-0.00585737824,cover=0
- 78:leaf=-0.00133615348,cover=0
- 4:[Pol<24.282547] yes=9,no=10,missing=10,gain=3.90501595,cover=116455
- 9:[PialArea5<1.25128293] yes=19,no=20,missing=19,gain=2.37551928,cover=36608
- 19:[Ecc<1.10530448] yes=39,no=40,missing=39,gain=2.38888955,cover=34533
- 39:[Area5<0.539561152] yes=79,no=80,missing=79,gain=1.02924991,cover=2841
- 79:leaf=-0.000376620766,cover=0
- 80:leaf=-0.00227998081,cover=0
- 40:[Ecc<1.73852015] yes=81,no=82,missing=81,gain=1.95462215,cover=31692
- 81:leaf=0.00170903781,cover=0
- 82:leaf=8.42619993e-05,cover=0
- 20:[PialCurv5<-0.11032705] yes=41,no=42,missing=42,gain=1.72275853,cover=2075
- 41:[Area5<0.792350233] yes=83,no=84,missing=83,gain=1.57937431,cover=1976
- 83:leaf=-0.00272661005,cover=0
- 84:leaf=0.000757491798,cover=0
- 42:[Ecc<3.10160303] yes=85,no=86,missing=86,gain=1.46771288,cover=99
- 85:leaf=-0.00586237013,cover=0
- 86:leaf=0.00814571511,cover=0
- 10:[Pol<146.864227] yes=21,no=22,missing=21,gain=8.22498798,cover=79847
- 21:[Pol<52.7894325] yes=43,no=44,missing=43,gain=4.01729584,cover=42734
- 43:[Ecc<22.8050022] yes=87,no=88,missing=88,gain=7.81370306,cover=18968
- 87:leaf=0.00045295959,cover=0
- 88:leaf=0.0168428943,cover=0
- 44:[MidArea5<0.725911021] yes=89,no=90,missing=89,gain=4.29367447,cover=23766
- 89:leaf=0.000943924766,cover=0
- 90:leaf=0.00231630495,cover=0
- 22:[LGI5<2.21018219] yes=45,no=46,missing=45,gain=5.39094973,cover=37113
- 45:[PialArea5<1.08978546] yes=91,no=92,missing=91,gain=2.66512871,cover=471
- 91:leaf=0.00383820734,cover=0
- 92:leaf=0.014762721,cover=0
- 46:[Ecc<10.7180347] yes=93,no=94,missing=93,gain=5.18446302,cover=36642
- 93:leaf=-0.000606641348,cover=0
- 94:leaf=0.000583218643,cover=0
- 2:[PialArea5<1.18617713] yes=5,no=6,missing=5,gain=4.81412888,cover=4963978
- 5:[Sulc0<-0.407819748] yes=11,no=12,missing=11,gain=6.43867731,cover=4627290
- 11:[Pol<17.1471634] yes=23,no=24,missing=24,gain=14.7802086,cover=1625738
- 23:[Curv5<-0.18985194] yes=47,no=48,missing=47,gain=18.5836735,cover=215784
- 47:[Pol<2.97048163] yes=95,no=96,missing=95,gain=3.37650061,cover=121244
- 95:leaf=0.000525123789,cover=0
- 96:leaf=-0.000232758,cover=0
- 48:[PialCurv5<-0.120663248] yes=97,no=98,missing=97,gain=28.7787971,cover=94540
- 97:leaf=0.00377140637,cover=0
- 98:leaf=0.000552468176,cover=0
- 24:[Area5<0.557224929] yes=49,no=50,missing=50,gain=18.6546345,cover=1409954
- 49:[LGI5<3.31338549] yes=99,no=100,missing=99,gain=8.43076897,cover=353034
- 99:leaf=0.000119408149,cover=0
- 100:leaf=0.00186684227,cover=0
- 50:[Ecc<0.45941934] yes=101,no=102,missing=102,gain=18.5850296,cover=1056920
- 101:leaf=0.000699793512,cover=0
- 102:leaf=-0.000311063865,cover=0
- 12:[Curv5<-0.207981065] yes=25,no=26,missing=25,gain=13.7600594,cover=3001552
- 25:[PialCurv5<-0.104861222] yes=51,no=52,missing=51,gain=31.6936722,cover=82282
- 51:[Pol<148.336472] yes=103,no=104,missing=103,gain=10.5503302,cover=64182
- 103:leaf=0.000636412995,cover=0
- 104:leaf=-0.000686918094,cover=0
- 52:[MidArea5<0.733414948] yes=105,no=106,missing=105,gain=14.5601997,cover=18100
- 105:leaf=0.00117712154,cover=0
- 106:leaf=0.00401925994,cover=0
- 26:[PialCurv5<-0.130080611] yes=53,no=54,missing=53,gain=23.6365585,cover=2919270
- 53:[MidArea5<0.698706985] yes=107,no=108,missing=107,gain=8.80680847,cover=10361
- 107:leaf=0.000671048125,cover=0
- 108:leaf=0.00362565042,cover=0
- 54:[Pol<63.605114] yes=109,no=110,missing=109,gain=8.58595943,cover=2908909
- 109:leaf=-0.000206539713,cover=0
- 110:leaf=3.21435291e-05,cover=0
- 6:[PialCurv5<-0.119053185] yes=13,no=14,missing=13,gain=3.91039515,cover=336688
- 13:[Curv5<-0.161761403] yes=27,no=28,missing=27,gain=24.7283897,cover=98946
- 27:[Area5<0.630444467] yes=55,no=56,missing=56,gain=4.05016899,cover=95624
- 55:[MidArea5<1.12090862] yes=111,no=112,missing=111,gain=4.10400248,cover=11797
- 111:leaf=0.000509182108,cover=0
- 112:leaf=0.00780529669,cover=0
- 56:[Ecc<2.97906685] yes=113,no=114,missing=113,gain=3.76451206,cover=83827
- 113:leaf=-0.000990153407,cover=0
- 114:leaf=-0.000181133175,cover=0
- 28:[Sulc0<-0.37669614] yes=57,no=58,missing=58,gain=5.06508827,cover=3322
- 57:[Area5<0.733255386] yes=115,no=116,missing=116,gain=4.30648613,cover=3137
- 115:leaf=0.0025099942,cover=0
- 116:leaf=0.00624950696,cover=0
- 58:[MidArea5<1.21578133] yes=117,no=118,missing=118,gain=2.83377457,cover=185
- 117:leaf=-0.000947664026,cover=0
- 118:leaf=-0.0169228204,cover=0
- 14:[Sulc0<-1.15707839] yes=29,no=30,missing=30,gain=7.19619226,cover=237742
- 29:[Area5<0.808195949] yes=59,no=60,missing=60,gain=2.61510658,cover=6620
- 59:[LGI5<2.46263766] yes=119,no=120,missing=119,gain=2.74772978,cover=6018
- 119:leaf=-0.000879439001,cover=0
- 120:leaf=-0.00312699354,cover=0
- 60:[Sulc0<-1.24864507] yes=121,no=122,missing=121,gain=1.59396267,cover=602
- 121:leaf=0.00628640875,cover=0
- 122:leaf=0.000325606175,cover=0
- 30:[PialCurv5<-0.072655201] yes=61,no=62,missing=61,gain=6.21581554,cover=231122
- 61:[Curv5<-0.102400392] yes=123,no=124,missing=124,gain=25.8232155,cover=177256
- 123:leaf=0.000365566142,cover=0
- 124:leaf=0.00383416424,cover=0
- 62:[Area5<0.740087628] yes=125,no=126,missing=125,gain=20.20084,cover=53866
- 125:leaf=-0.00169358903,cover=0
- 126:leaf=0.000463848846,cover=0
-booster[352]:
-0:[PialArea5<0.806151748] yes=1,no=2,missing=1,gain=4.24282885,cover=5124388
- 1:[Area5<0.733255386] yes=3,no=4,missing=3,gain=18.4363937,cover=2682502
- 3:[Ecc<0.513775289] yes=7,no=8,missing=8,gain=7.56039143,cover=2128145
- 7:[Area5<0.648839295] yes=15,no=16,missing=15,gain=22.1881218,cover=55294
- 15:[Pol<144.670364] yes=31,no=32,missing=32,gain=9.41733742,cover=41244
- 31:[Sulc0<0.474820405] yes=63,no=64,missing=64,gain=5.25299358,cover=21774
- 63:leaf=0.000625841552,cover=0
- 64:leaf=-0.0199713409,cover=0
- 32:[Sulc0<-0.319176674] yes=65,no=66,missing=65,gain=2.50993633,cover=19470
- 65:leaf=-0.00121505733,cover=0
- 66:leaf=0.000163783916,cover=0
- 16:[Pol<147.599014] yes=33,no=34,missing=34,gain=19.7297382,cover=14050
- 33:[Sulc0<-0.0562447868] yes=67,no=68,missing=67,gain=11.3023643,cover=6432
- 67:leaf=0.00478402479,cover=0
- 68:leaf=-0.00358309853,cover=0
- 34:[PialArea5<0.613238215] yes=69,no=70,missing=70,gain=5.00599241,cover=7618
- 69:leaf=0.00158905913,cover=0
- 70:leaf=-0.000994922593,cover=0
- 8:[Sulc0<-0.0326132737] yes=17,no=18,missing=17,gain=7.14238739,cover=2072851
- 17:[Pol<128.951508] yes=35,no=36,missing=35,gain=22.4203644,cover=850636
- 35:[Ecc<14.28263] yes=71,no=72,missing=71,gain=51.0978889,cover=489921
- 71:leaf=-0.000653599214,cover=0
- 72:leaf=0.000870413904,cover=0
- 36:[Ecc<11.5171156] yes=73,no=74,missing=73,gain=44.7575493,cover=360715
- 73:leaf=0.000365162443,cover=0
- 74:leaf=-0.00096173241,cover=0
- 18:[Curv5<0.0534323379] yes=37,no=38,missing=37,gain=24.7670288,cover=1222215
- 37:[Pol<116.093399] yes=75,no=76,missing=75,gain=41.2420311,cover=317029
- 75:leaf=0.000753175875,cover=0
- 76:leaf=-0.000440229021,cover=0
- 38:[PialArea5<0.597118378] yes=77,no=78,missing=77,gain=30.0270538,cover=905186
- 77:leaf=-7.70457773e-05,cover=0
- 78:leaf=-0.000975715287,cover=0
- 4:[Pol<53.6550331] yes=9,no=10,missing=9,gain=26.4174309,cover=554357
- 9:[LGI5<2.69973111] yes=19,no=20,missing=19,gain=15.6391525,cover=45171
- 19:[Ecc<2.8577323] yes=39,no=40,missing=40,gain=34.865036,cover=4072
- 39:[Area5<0.753010809] yes=79,no=80,missing=79,gain=3.43541479,cover=1632
- 79:leaf=0.00128076936,cover=0
- 80:leaf=-0.00334330508,cover=0
- 40:[Ecc<9.0678978] yes=81,no=82,missing=81,gain=17.3045044,cover=2440
- 81:leaf=0.0105879111,cover=0
- 82:leaf=0.000955654425,cover=0
- 20:[Ecc<11.6821251] yes=41,no=42,missing=41,gain=8.69842529,cover=41099
- 41:[Pol<17.1471634] yes=83,no=84,missing=83,gain=19.9444427,cover=5560
- 83:leaf=-0.00239143777,cover=0
- 84:leaf=0.00473359507,cover=0
- 42:[Sulc0<0.244668111] yes=85,no=86,missing=85,gain=22.499651,cover=35539
- 85:leaf=0.00366516155,cover=0
- 86:leaf=0.000678345154,cover=0
- 10:[Curv5<0.0191024225] yes=21,no=22,missing=21,gain=28.7089272,cover=509186
- 21:[Pol<143.237381] yes=43,no=44,missing=43,gain=27.0978947,cover=55483
- 43:[Pol<72.6247101] yes=87,no=88,missing=88,gain=11.6243439,cover=42324
- 87:leaf=0.000224125441,cover=0
- 88:leaf=-0.00195985916,cover=0
- 44:[PialArea5<0.679818809] yes=89,no=90,missing=89,gain=10.602313,cover=13159
- 89:leaf=0.00392133323,cover=0
- 90:leaf=0.000324761,cover=0
- 22:[Sulc0<0.32645905] yes=45,no=46,missing=45,gain=17.6568985,cover=453703
- 45:[PialArea5<0.676429033] yes=91,no=92,missing=91,gain=22.8482342,cover=147695
- 91:leaf=0.00127213181,cover=0
- 92:leaf=2.55125524e-05,cover=0
- 46:[Pol<89.7623749] yes=93,no=94,missing=93,gain=32.908802,cover=306008
- 93:leaf=-0.00071718503,cover=0
- 94:leaf=0.000387360225,cover=0
- 2:[Area5<0.740087628] yes=5,no=6,missing=5,gain=10.4059858,cover=2441886
- 5:[Sulc0<0.176289052] yes=11,no=12,missing=12,gain=22.4287796,cover=1751911
- 11:[PialCurv5<0.0824522972] yes=23,no=24,missing=24,gain=15.1824074,cover=1712209
- 23:[Pol<63.605114] yes=47,no=48,missing=47,gain=14.1170301,cover=1701350
- 47:[Ecc<6.98131132] yes=95,no=96,missing=95,gain=20.0940208,cover=694734
- 95:leaf=0.000147245286,cover=0
- 96:leaf=-0.000392449758,cover=0
- 48:[Pol<118.712891] yes=97,no=98,missing=97,gain=47.7476044,cover=1006616
- 97:leaf=0.000880530861,cover=0
- 98:leaf=2.05144879e-05,cover=0
- 24:[Ecc<7.49602938] yes=49,no=50,missing=49,gain=10.8517265,cover=10859
- 49:[PialArea5<1.02926981] yes=99,no=100,missing=99,gain=3.46901321,cover=7709
- 99:leaf=0.00318338582,cover=0
- 100:leaf=-0.00205147709,cover=0
- 50:[Pol<103.851685] yes=101,no=102,missing=101,gain=3.8174336,cover=3150
- 101:leaf=0.00161573105,cover=0
- 102:leaf=-0.00193894131,cover=0
- 12:[Curv5<0.0344051942] yes=25,no=26,missing=25,gain=8.26240349,cover=39702
- 25:[Pol<151.353775] yes=51,no=52,missing=51,gain=5.50979233,cover=36088
- 51:[Pol<42.7478409] yes=103,no=104,missing=104,gain=8.02729797,cover=30324
- 103:leaf=0.000308695016,cover=0
- 104:leaf=0.00223323307,cover=0
- 52:[Ecc<42.9490852] yes=105,no=106,missing=105,gain=5.51528454,cover=5764
- 105:leaf=-0.00129893969,cover=0
- 106:leaf=0.00180970063,cover=0
- 26:[PialCurv5<0.04242469] yes=53,no=54,missing=53,gain=10.8803434,cover=3614
- 53:[Sulc0<0.717745602] yes=107,no=108,missing=107,gain=1.45930433,cover=460
- 107:leaf=0.00570904231,cover=0
- 108:leaf=0.023468364,cover=0
- 54:[Ecc<17.7876587] yes=109,no=110,missing=110,gain=4.90056229,cover=3154
- 109:leaf=0.000719991396,cover=0
- 110:leaf=-0.00344662415,cover=0
- 6:[PialArea5<1.02926981] yes=13,no=14,missing=13,gain=9.61237335,cover=689975
- 13:[Pol<57.0350037] yes=27,no=28,missing=27,gain=9.80285263,cover=312627
- 27:[LGI5<2.56078315] yes=55,no=56,missing=55,gain=17.560379,cover=94788
- 55:[Ecc<2.3695333] yes=111,no=112,missing=112,gain=21.609354,cover=7641
- 111:leaf=-0.000912618998,cover=0
- 112:leaf=0.00453416724,cover=0
- 56:[PialCurv5<0.0240441076] yes=113,no=114,missing=113,gain=4.75127268,cover=87147
- 113:leaf=0.00012219917,cover=0
- 114:leaf=-0.000715386705,cover=0
- 28:[Curv5<-0.174421206] yes=57,no=58,missing=57,gain=12.1463127,cover=217839
- 57:[Pol<122.504936] yes=115,no=116,missing=115,gain=16.359251,cover=23254
- 115:leaf=0.00393497432,cover=0
- 116:leaf=5.03150295e-05,cover=0
- 58:[PialCurv5<-0.00763805071] yes=117,no=118,missing=117,gain=15.8689632,cover=194585
- 117:leaf=-0.00113104144,cover=0
- 118:leaf=-0.000224076561,cover=0
- 14:[Pol<40.9012032] yes=29,no=30,missing=29,gain=5.20414829,cover=377348
- 29:[Ecc<3.10160303] yes=59,no=60,missing=60,gain=13.1636238,cover=168708
- 59:[Curv5<-0.151772231] yes=119,no=120,missing=120,gain=21.1199398,cover=16584
- 119:leaf=0.000114505485,cover=0
- 120:leaf=0.00416036183,cover=0
- 60:[Ecc<9.27846909] yes=121,no=122,missing=121,gain=10.7965956,cover=152124
- 121:leaf=-0.000704652106,cover=0
- 122:leaf=0.000138409712,cover=0
- 30:[Pol<167.338547] yes=61,no=62,missing=61,gain=5.9313221,cover=208640
- 61:[Ecc<5.59685707] yes=123,no=124,missing=123,gain=11.7682428,cover=166646
- 123:leaf=-0.000243536619,cover=0
- 124:leaf=0.000649399764,cover=0
- 62:[Ecc<6.52965975] yes=125,no=126,missing=125,gain=16.0252743,cover=41994
- 125:leaf=0.0026252314,cover=0
- 126:leaf=-0.000635886914,cover=0
-booster[353]:
-0:[PialArea5<0.887534022] yes=1,no=2,missing=1,gain=3.97788024,cover=5124388
- 1:[Pol<176.117172] yes=3,no=4,missing=4,gain=6.98729706,cover=3328592
- 3:[PialArea5<0.476533443] yes=7,no=8,missing=7,gain=7.31847477,cover=3253708
- 7:[Curv5<0.0235087723] yes=15,no=16,missing=16,gain=19.3380451,cover=776294
- 15:[Area5<0.557224929] yes=31,no=32,missing=31,gain=15.1740646,cover=19409
- 31:[PialCurv5<0.0044251224] yes=63,no=64,missing=63,gain=5.58219814,cover=8726
- 63:leaf=-0.000830130593,cover=0
- 64:leaf=0.00183758442,cover=0
- 32:[Area5<0.688713074] yes=65,no=66,missing=65,gain=7.41475105,cover=10683
- 65:leaf=-0.00226230267,cover=0
- 66:leaf=-0.00643468136,cover=0
- 16:[Pol<121.397697] yes=33,no=34,missing=33,gain=18.7978096,cover=756885
- 33:[Pol<82.8478928] yes=67,no=68,missing=67,gain=20.5289669,cover=687484
- 67:leaf=0.000696173811,cover=0
- 68:leaf=-6.43635794e-05,cover=0
- 34:[Pol<156.492447] yes=69,no=70,missing=69,gain=11.1755333,cover=69401
- 69:leaf=0.00130586547,cover=0
- 70:leaf=-0.000114666262,cover=0
- 8:[Curv5<0.10516572] yes=17,no=18,missing=18,gain=11.8981915,cover=2477414
- 17:[Sulc0<-0.101085678] yes=35,no=36,missing=35,gain=14.7089386,cover=2166101
- 35:[PialCurv5<-0.111886919] yes=71,no=72,missing=71,gain=18.4303246,cover=1225741
- 71:leaf=0.00012299855,cover=0
- 72:leaf=-0.000291715696,cover=0
- 36:[LGI5<3.48966408] yes=73,no=74,missing=73,gain=20.8759117,cover=940360
- 73:leaf=0.000184716409,cover=0
- 74:leaf=-0.000591116375,cover=0
- 18:[Ecc<7.49602938] yes=37,no=38,missing=38,gain=11.3110256,cover=311313
- 37:[Pol<81.5476837] yes=75,no=76,missing=75,gain=13.4530716,cover=152809
- 75:leaf=0.00126595248,cover=0
- 76:leaf=-0.000232460981,cover=0
- 38:[Area5<0.854415178] yes=77,no=78,missing=77,gain=10.2613411,cover=158504
- 77:leaf=-0.000767416321,cover=0
- 78:leaf=0.000995588372,cover=0
- 4:[Ecc<1.10530448] yes=9,no=10,missing=10,gain=10.1724586,cover=74884
- 9:[MidArea5<0.722913623] yes=19,no=20,missing=19,gain=1.50042915,cover=9370
- 19:[LGI5<2.22170687] yes=39,no=40,missing=39,gain=0.810886621,cover=8231
- 39:[LGI5<2.18291569] yes=79,no=80,missing=80,gain=1.64618587,cover=850
- 79:leaf=-0.00160720537,cover=0
- 80:leaf=0.00278865127,cover=0
- 40:[LGI5<2.27925944] yes=81,no=82,missing=82,gain=2.87320161,cover=7381
- 81:leaf=-0.00355724781,cover=0
- 82:leaf=-0.00064359419,cover=0
- 20:[PialArea5<0.571868718] yes=41,no=42,missing=42,gain=1.96776819,cover=1139
- 41:[LGI5<2.39007568] yes=83,no=84,missing=83,gain=0.436436653,cover=20
- 83:leaf=0.0028060351,cover=0
- 84:leaf=0.0180599876,cover=0
- 42:[Sulc0<-0.667459846] yes=85,no=86,missing=86,gain=1.43328953,cover=1119
- 85:leaf=-0.00592004554,cover=0
- 86:leaf=-0.00194866711,cover=0
- 10:[Sulc0<-0.0788570642] yes=21,no=22,missing=21,gain=11.2921295,cover=65514
- 21:[PialArea5<0.605248392] yes=43,no=44,missing=43,gain=8.75900269,cover=54590
- 43:[Area5<0.722552657] yes=87,no=88,missing=88,gain=6.91189766,cover=11006
- 87:leaf=0.00170178141,cover=0
- 88:leaf=0.00525339972,cover=0
- 44:[PialCurv5<0.0695191324] yes=89,no=90,missing=89,gain=3.05688238,cover=43584
- 89:leaf=0.000768303231,cover=0
- 90:leaf=-0.000735380629,cover=0
- 22:[Ecc<7.90440989] yes=45,no=46,missing=45,gain=12.9905128,cover=10924
- 45:[Curv5<0.14511615] yes=91,no=92,missing=92,gain=7.19149017,cover=1879
- 91:leaf=-0.00686080242,cover=0
- 92:leaf=-0.00038346622,cover=0
- 46:[Ecc<20.3925476] yes=93,no=94,missing=93,gain=7.36996841,cover=9045
- 93:leaf=-0.000694011513,cover=0
- 94:leaf=0.00298693194,cover=0
- 2:[Sulc0<-0.557882011] yes=5,no=6,missing=5,gain=7.31463814,cover=1795796
- 5:[Curv5<-0.127358407] yes=11,no=12,missing=11,gain=16.804945,cover=1010223
- 11:[PialCurv5<-0.0668589398] yes=23,no=24,missing=23,gain=14.8882446,cover=879348
- 23:[Ecc<20.0856266] yes=47,no=48,missing=47,gain=10.8658009,cover=857545
- 47:[PialArea5<1.02926981] yes=95,no=96,missing=95,gain=13.1751108,cover=770565
- 95:leaf=-0.000448359089,cover=0
- 96:leaf=-2.79736596e-05,cover=0
- 48:[Curv5<-0.245563462] yes=97,no=98,missing=97,gain=7.61830616,cover=86980
- 97:leaf=0.00101276627,cover=0
- 98:leaf=3.80801757e-05,cover=0
- 24:[Area5<0.616426587] yes=49,no=50,missing=49,gain=6.22631264,cover=21803
- 49:[PialArea5<1.06921077] yes=99,no=100,missing=100,gain=3.48582339,cover=6215
- 99:leaf=0.000483628886,cover=0
- 100:leaf=-0.00234862301,cover=0
- 50:[PialArea5<1.15332794] yes=101,no=102,missing=101,gain=4.29261589,cover=15588
- 101:leaf=0.00225313264,cover=0
- 102:leaf=0.000434159592,cover=0
- 12:[PialCurv5<-0.0990834236] yes=25,no=26,missing=26,gain=103.254768,cover=130875
- 25:[PialCurv5<-0.137075767] yes=51,no=52,missing=51,gain=16.4768295,cover=7219
- 51:[Pol<157.965515] yes=103,no=104,missing=104,gain=19.41576,cover=342
- 103:leaf=0.00960287917,cover=0
- 104:leaf=0.0362500995,cover=0
- 52:[Area5<0.653711498] yes=105,no=106,missing=106,gain=10.4233398,cover=6877
- 105:leaf=0.00302393455,cover=0
- 106:leaf=0.00715441257,cover=0
- 26:[LGI5<2.48603988] yes=53,no=54,missing=54,gain=16.362381,cover=123656
- 53:[Ecc<4.87342644] yes=107,no=108,missing=107,gain=15.0546885,cover=53848
- 107:leaf=0.00106570695,cover=0
- 108:leaf=-0.00197380362,cover=0
- 54:[Pol<12.2267933] yes=109,no=110,missing=110,gain=21.3740845,cover=69808
- 109:leaf=0.00180556288,cover=0
- 110:leaf=-0.000700833218,cover=0
- 6:[Ecc<3.73767829] yes=13,no=14,missing=13,gain=22.4712601,cover=785573
- 13:[PialCurv5<0.0262785293] yes=27,no=28,missing=27,gain=21.3832626,cover=87260
- 27:[Pol<62.0115929] yes=55,no=56,missing=55,gain=15.4232044,cover=75421
- 55:[Ecc<1.31300318] yes=111,no=112,missing=111,gain=9.56518745,cover=20211
- 111:leaf=-0.00144942419,cover=0
- 112:leaf=0.000969866232,cover=0
- 56:[LGI5<2.30180311] yes=113,no=114,missing=114,gain=17.8162537,cover=55210
- 113:leaf=0.000969081128,cover=0
- 114:leaf=-0.00167646096,cover=0
- 28:[Pol<105.995506] yes=57,no=58,missing=57,gain=9.41482162,cover=11839
- 57:[Area5<0.877147377] yes=115,no=116,missing=115,gain=5.31918907,cover=7303
- 115:leaf=0.00300458423,cover=0
- 116:leaf=-0.00113531458,cover=0
- 58:[Ecc<2.6050899] yes=117,no=118,missing=117,gain=5.57520008,cover=4536
- 117:leaf=-0.00218954589,cover=0
- 118:leaf=0.00131651084,cover=0
- 14:[Pol<41.8258972] yes=29,no=30,missing=29,gain=24.433218,cover=698313
- 29:[Pol<26.4235344] yes=59,no=60,missing=59,gain=15.3409786,cover=164418
- 59:[Ecc<25.5461979] yes=119,no=120,missing=120,gain=14.1732855,cover=94439
- 119:leaf=0.000908707734,cover=0
- 120:leaf=-0.000343903841,cover=0
- 60:[LGI5<3.35709596] yes=121,no=122,missing=121,gain=13.5849991,cover=69979
- 121:leaf=-0.00112874794,cover=0
- 122:leaf=0.000772960484,cover=0
- 30:[Area5<0.675895274] yes=61,no=62,missing=61,gain=19.8803749,cover=533895
- 61:[Pol<153.554306] yes=123,no=124,missing=123,gain=27.3079071,cover=125443
- 123:leaf=0.00149801211,cover=0
- 124:leaf=-7.43928395e-05,cover=0
- 62:[LGI5<2.95653391] yes=125,no=126,missing=126,gain=18.8795204,cover=408452
- 125:leaf=0.000582857465,cover=0
- 126:leaf=-9.84024373e-05,cover=0
-booster[354]:
-0:[Curv5<0.245671451] yes=1,no=2,missing=2,gain=3.90032029,cover=5124388
- 1:[PialArea5<0.360595763] yes=3,no=4,missing=3,gain=5.75121832,cover=5084355
- 3:[Sulc0<0.32645905] yes=7,no=8,missing=7,gain=5.98319101,cover=254089
- 7:[Ecc<0.943656743] yes=15,no=16,missing=15,gain=7.03971195,cover=23664
- 15:[Pol<124.172195] yes=31,no=32,missing=31,gain=7.47260809,cover=4858
- 31:[Area5<0.748478889] yes=63,no=64,missing=64,gain=3.65574789,cover=863
- 63:leaf=0.00315697747,cover=0
- 64:leaf=0.0335851423,cover=0
- 32:[LGI5<2.13090348] yes=65,no=66,missing=65,gain=3.17418432,cover=3995
- 65:leaf=-0.011233395,cover=0
- 66:leaf=-0.00140845391,cover=0
- 16:[PialCurv5<0.0240441076] yes=33,no=34,missing=33,gain=6.3738842,cover=18806
- 33:[LGI5<3.74316525] yes=67,no=68,missing=68,gain=1.72686863,cover=1567
- 67:leaf=-0.001446518,cover=0
- 68:leaf=-0.0174742807,cover=0
- 34:[Sulc0<0.0530014001] yes=69,no=70,missing=69,gain=5.40158844,cover=17239
- 69:leaf=0.00312089385,cover=0
- 70:leaf=0.00115387409,cover=0
- 8:[Pol<90.361351] yes=17,no=18,missing=17,gain=5.30190229,cover=230425
- 17:[Ecc<8.6295805] yes=35,no=36,missing=35,gain=11.0859852,cover=57482
- 35:[PialCurv5<0.362132162] yes=71,no=72,missing=71,gain=7.17756844,cover=7133
- 71:leaf=0.00340062729,cover=0
- 72:leaf=-0.000142727993,cover=0
- 36:[LGI5<3.70550299] yes=73,no=74,missing=74,gain=5.62276077,cover=50349
- 73:leaf=0.000200938419,cover=0
- 74:leaf=0.00281258184,cover=0
- 18:[Pol<103.31839] yes=37,no=38,missing=37,gain=11.0118723,cover=172943
- 37:[Ecc<21.7409172] yes=75,no=76,missing=75,gain=9.02158356,cover=105293
- 75:leaf=-0.000501673319,cover=0
- 76:leaf=0.000762470241,cover=0
- 38:[Ecc<7.03401423] yes=77,no=78,missing=78,gain=4.12532377,cover=67650
- 77:leaf=-1.84111705e-05,cover=0
- 78:leaf=0.000801949413,cover=0
- 4:[PialCurv5<0.493508637] yes=9,no=10,missing=10,gain=7.06599617,cover=4830266
- 9:[Curv5<0.110890195] yes=19,no=20,missing=19,gain=6.56046009,cover=4826712
- 19:[Sulc0<0.676033437] yes=39,no=40,missing=39,gain=11.0117826,cover=4177793
- 39:[Ecc<24.7238369] yes=79,no=80,missing=79,gain=6.74122286,cover=4074364
- 79:leaf=2.49923905e-05,cover=0
- 80:leaf=-0.00016600154,cover=0
- 40:[Area5<0.582201123] yes=81,no=82,missing=81,gain=20.0660629,cover=103429
- 81:leaf=-0.00440454669,cover=0
- 82:leaf=0.000620941108,cover=0
- 20:[Sulc0<0.485350072] yes=41,no=42,missing=41,gain=15.0455475,cover=648919
- 41:[Pol<57.8577347] yes=83,no=84,missing=83,gain=15.032445,cover=342115
- 83:leaf=0.00208079605,cover=0
- 84:leaf=1.55010875e-05,cover=0
- 42:[Area5<0.924216449] yes=85,no=86,missing=85,gain=13.7827301,cover=306804
- 85:leaf=-0.000452669308,cover=0
- 86:leaf=0.00235567451,cover=0
- 10:[PialArea5<0.632563293] yes=21,no=22,missing=22,gain=3.66009712,cover=3554
- 21:[LGI5<3.62495422] yes=43,no=44,missing=44,gain=2.88615942,cover=3411
- 43:[Area5<0.521939099] yes=87,no=88,missing=87,gain=2.80336905,cover=3230
- 87:leaf=-0.00719570881,cover=0
- 88:leaf=0.00246380875,cover=0
- 44:[LGI5<3.74316525] yes=89,no=90,missing=89,gain=0.483888149,cover=181
- 89:leaf=-0.00705830986,cover=0
- 90:leaf=-0.00185580121,cover=0
- 22:[MidArea5<0.653349936] yes=45,no=46,missing=45,gain=2.74875832,cover=143
- 45:[Curv5<0.0736173838] yes=91,no=92,missing=92,gain=0.645448685,cover=48
- 91:leaf=0.0096298568,cover=0
- 92:leaf=0.0234057866,cover=0
- 46:[Pol<38.1036148] yes=93,no=94,missing=93,gain=1.64889431,cover=95
- 93:leaf=0.0191392675,cover=0
- 94:leaf=0.00194095855,cover=0
- 2:[PialArea5<0.524996102] yes=5,no=6,missing=5,gain=1.90854812,cover=40033
- 5:[PialCurv5<-0.00372259994] yes=11,no=12,missing=11,gain=1.68423319,cover=39572
- 11:[Sulc0<-0.237935558] yes=23,no=24,missing=24,gain=0.650370002,cover=40
- 23:[Ecc<7.90440989] yes=47,no=48,missing=47,gain=0.00893357769,cover=6
- 47:leaf=0.00470570754,cover=0
- 48:leaf=-0.000204172728,cover=0
- 24:[Pol<121.397697] yes=49,no=50,missing=49,gain=0.158351898,cover=34
- 49:leaf=-0.0138739226,cover=0
- 50:leaf=0.00345685193,cover=0
- 12:[Ecc<3.67199802] yes=25,no=26,missing=25,gain=1.55359364,cover=39532
- 25:[Area5<0.529385149] yes=51,no=52,missing=51,gain=3.15290976,cover=16388
- 51:[Ecc<2.25101852] yes=95,no=96,missing=96,gain=2.46318197,cover=953
- 95:leaf=0.00022111689,cover=0
- 96:leaf=-0.00533455657,cover=0
- 52:[LGI5<2.13090348] yes=97,no=98,missing=97,gain=1.93469858,cover=15435
- 97:leaf=0.00461833784,cover=0
- 98:leaf=-0.000777034031,cover=0
- 26:[Sulc0<-0.123243913] yes=53,no=54,missing=54,gain=4.05114222,cover=23144
- 53:[MidArea5<0.480047464] yes=99,no=100,missing=99,gain=1.23943353,cover=248
- 99:leaf=0.0101584522,cover=0
- 100:leaf=0.00300090737,cover=0
- 54:[Area5<0.827407002] yes=101,no=102,missing=102,gain=2.29562044,cover=22896
- 101:leaf=-0.000289708463,cover=0
- 102:leaf=-0.00773524214,cover=0
- 6:[LGI5<2.74668789] yes=13,no=14,missing=13,gain=1.27086139,cover=461
- 13:[Ecc<7.7481575] yes=27,no=28,missing=27,gain=0.83897531,cover=289
- 27:[MidArea5<0.790073812] yes=55,no=56,missing=55,gain=0.349204928,cover=278
- 55:[LGI5<2.44958925] yes=103,no=104,missing=104,gain=0.41197899,cover=234
- 103:leaf=0.00139709224,cover=0
- 104:leaf=-0.00278251409,cover=0
- 56:[Ecc<2.6050899] yes=105,no=106,missing=105,gain=0.380919635,cover=44
- 105:leaf=0.00102161337,cover=0
- 106:leaf=0.0109970225,cover=0
- 28:[Ecc<9.17092323] yes=57,no=58,missing=57,gain=0.124940336,cover=11
- 57:leaf=0.0151694668,cover=0
- 58:leaf=-0.00173327629,cover=0
- 14:[Pol<157.965515] yes=29,no=30,missing=29,gain=0.621832132,cover=172
- 29:[PialCurv5<0.315450013] yes=59,no=60,missing=59,gain=0.473217487,cover=121
- 59:[LGI5<2.89660096] yes=107,no=108,missing=108,gain=0.400653124,cover=94
- 107:leaf=-0.000452698208,cover=0
- 108:leaf=0.00780884549,cover=0
- 60:[Ecc<1.10530448] yes=109,no=110,missing=109,gain=0.0179891586,cover=27
- 109:leaf=0.00301452889,cover=0
- 110:leaf=0.0141214309,cover=0
- 30:[Ecc<9.0678978] yes=61,no=62,missing=61,gain=0.134059027,cover=51
- 61:[Ecc<1.15906882] yes=111,no=112,missing=112,gain=0.0374191329,cover=41
- 111:leaf=0.00426748721,cover=0
- 112:leaf=0.00120069587,cover=0
- 62:[Pol<177.729218] yes=113,no=114,missing=113,gain=0.0113544725,cover=10
- 113:leaf=-0.00404976681,cover=0
- 114:leaf=0.000837236643,cover=0
-booster[355]:
-0:[Area5<0.380439579] yes=1,no=2,missing=1,gain=3.80623436,cover=5124388
- 1:[PialCurv5<-0.0472753309] yes=3,no=4,missing=3,gain=1.99844098,cover=20016
- 3:[MidArea5<0.48507002] yes=7,no=8,missing=7,gain=2.44131422,cover=19537
- 7:[PialArea5<0.617149889] yes=15,no=16,missing=16,gain=5.10088062,cover=3717
- 15:[Pol<115.563423] yes=31,no=32,missing=31,gain=2.51156855,cover=3261
- 31:[Curv5<-0.186853081] yes=61,no=62,missing=62,gain=2.68631601,cover=1875
- 61:leaf=-0.000959863886,cover=0
- 62:leaf=0.00363845727,cover=0
- 32:[Pol<142.520569] yes=63,no=64,missing=63,gain=2.38261652,cover=1386
- 63:leaf=0.00447340636,cover=0
- 64:leaf=0.00021116031,cover=0
- 16:[Pol<63.605114] yes=33,no=34,missing=34,gain=0.929167747,cover=456
- 33:[Ecc<7.64592981] yes=65,no=66,missing=65,gain=0.326272517,cover=77
- 65:leaf=0.000445056066,cover=0
- 66:leaf=0.0094157299,cover=0
- 34:[Curv5<-0.146701202] yes=67,no=68,missing=68,gain=0.801561356,cover=379
- 67:leaf=0.00716869999,cover=0
- 68:leaf=0.0156859495,cover=0
- 8:[PialArea5<0.651661396] yes=17,no=18,missing=17,gain=2.4562602,cover=15820
- 17:[PialCurv5<-0.130080611] yes=35,no=36,missing=35,gain=1.49772918,cover=1430
- 35:[Ecc<8.01039791] yes=69,no=70,missing=69,gain=0.859219551,cover=775
- 69:leaf=-0.00386088225,cover=0
- 70:leaf=0.000127546591,cover=0
- 36:[Pol<174.523148] yes=71,no=72,missing=71,gain=0.844726443,cover=655
- 71:leaf=0.000605358451,cover=0
- 72:leaf=-0.00958713796,cover=0
- 18:[MidArea5<0.512587845] yes=37,no=38,missing=37,gain=4.79203033,cover=14390
- 37:[PialArea5<0.669517875] yes=73,no=74,missing=73,gain=1.78024578,cover=1225
- 73:leaf=0.00162080105,cover=0
- 74:leaf=0.00544665661,cover=0
- 38:[PialArea5<0.702764034] yes=75,no=76,missing=76,gain=2.62164068,cover=13165
- 75:leaf=-0.00120173802,cover=0
- 76:leaf=0.000721556426,cover=0
- 4:[LGI5<3.06739473] yes=9,no=10,missing=9,gain=0.838523388,cover=479
- 9:[LGI5<2.13090348] yes=19,no=20,missing=20,gain=0.956346393,cover=341
- 19:leaf=-0.0130968485,cover=0
- 20:[Pol<132.742767] yes=39,no=40,missing=40,gain=0.564281881,cover=326
- 39:[Curv5<-0.129194111] yes=77,no=78,missing=77,gain=0.69690609,cover=287
- 77:leaf=-0.00568545004,cover=0
- 78:leaf=4.85742894e-05,cover=0
- 40:[Ecc<3.48115921] yes=79,no=80,missing=80,gain=0.307339907,cover=39
- 79:leaf=-0.000917253084,cover=0
- 80:leaf=0.00821141712,cover=0
- 10:[Curv5<-0.136312515] yes=21,no=22,missing=21,gain=1.56562555,cover=138
- 21:[Pol<80.2322083] yes=41,no=42,missing=41,gain=1.25377238,cover=24
- 41:[Ecc<14.694541] yes=81,no=82,missing=81,gain=0.0231574774,cover=10
- 81:leaf=0.00445281295,cover=0
- 82:leaf=0.0192643721,cover=0
- 42:[Ecc<12.3665791] yes=83,no=84,missing=83,gain=0.0588414818,cover=14
- 83:leaf=-0.00848183222,cover=0
- 84:leaf=-0.00161308167,cover=0
- 22:[Curv5<0.0655679703] yes=43,no=44,missing=43,gain=1.93225765,cover=114
- 43:[Ecc<26.4278679] yes=85,no=86,missing=85,gain=0.539310932,cover=39
- 85:leaf=-0.0212217607,cover=0
- 86:leaf=-0.0079115415,cover=0
- 44:[Ecc<7.90440989] yes=87,no=88,missing=87,gain=0.271549135,cover=75
- 87:leaf=-0.0147421733,cover=0
- 88:leaf=-0.00258990447,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=6,gain=4.00501347,cover=5104372
- 5:[Curv5<0.15992938] yes=11,no=12,missing=11,gain=2.28095031,cover=19835
- 11:[Curv5<0.110890195] yes=23,no=24,missing=24,gain=2.29319668,cover=2335
- 23:[LGI5<2.77389717] yes=45,no=46,missing=45,gain=1.67437911,cover=270
- 45:[PialCurv5<0.160740122] yes=89,no=90,missing=89,gain=1.02030087,cover=76
- 89:leaf=-0.0123824952,cover=0
- 90:leaf=-8.739646e-05,cover=0
- 46:[Ecc<17.0169544] yes=91,no=92,missing=91,gain=1.95646131,cover=194
- 91:leaf=0.0079317661,cover=0
- 92:leaf=-0.00295883766,cover=0
- 24:[PialCurv5<0.362132162] yes=47,no=48,missing=47,gain=0.852827549,cover=2065
- 47:[Pol<97.3566132] yes=93,no=94,missing=93,gain=1.24447727,cover=1756
- 93:leaf=0.00435469812,cover=0
- 94:leaf=0.00167272391,cover=0
- 48:[Sulc0<1.06550956] yes=95,no=96,missing=95,gain=2.28448224,cover=309
- 95:leaf=0.00262558716,cover=0
- 96:leaf=-0.00763542904,cover=0
- 12:[MidArea5<0.421422303] yes=25,no=26,missing=26,gain=3.06447744,cover=17500
- 25:[Area5<0.610838115] yes=49,no=50,missing=49,gain=7.01888514,cover=8592
- 49:[PialCurv5<0.128475845] yes=97,no=98,missing=97,gain=2.582582,cover=7311
- 97:leaf=0.00601057243,cover=0
- 98:leaf=0.000422816694,cover=0
- 50:[Pol<82.8478928] yes=99,no=100,missing=99,gain=1.4713726,cover=1281
- 99:leaf=0.00915726088,cover=0
- 100:leaf=0.00396133121,cover=0
- 26:[Area5<0.651789546] yes=51,no=52,missing=51,gain=3.34814787,cover=8908
- 51:[LGI5<2.47631311] yes=101,no=102,missing=102,gain=1.50857258,cover=3637
- 101:leaf=0.000579280488,cover=0
- 102:leaf=-0.00185579807,cover=0
- 52:[MidArea5<0.439916283] yes=103,no=104,missing=103,gain=7.3243413,cover=5271
- 103:leaf=0.00515172305,cover=0
- 104:leaf=-0.000108402841,cover=0
- 6:[PialArea5<0.81902951] yes=13,no=14,missing=13,gain=4.27515984,cover=5084537
- 13:[Area5<0.776627541] yes=27,no=28,missing=28,gain=16.0786285,cover=2748100
- 27:[Ecc<38.0136108] yes=53,no=54,missing=54,gain=7.47929811,cover=2540182
- 53:[MidArea5<0.710933506] yes=105,no=106,missing=105,gain=11.0903597,cover=2413706
- 105:leaf=-1.85150348e-05,cover=0
- 106:leaf=-0.000322733191,cover=0
- 54:[Pol<31.3444195] yes=107,no=108,missing=108,gain=25.1333218,cover=126476
- 107:leaf=0.00118219864,cover=0
- 108:leaf=-0.000760175288,cover=0
- 28:[LGI5<2.25958419] yes=55,no=56,missing=56,gain=7.17649841,cover=207918
- 55:[PialCurv5<0.0240441076] yes=109,no=110,missing=109,gain=3.48304129,cover=3588
- 109:leaf=-0.00473598018,cover=0
- 110:leaf=-0.00100280053,cover=0
- 56:[PialArea5<0.70906347] yes=111,no=112,missing=111,gain=6.72530365,cover=204330
- 111:leaf=0.000598402228,cover=0
- 112:leaf=-3.21286134e-05,cover=0
- 14:[Area5<0.788037419] yes=29,no=30,missing=29,gain=8.54722977,cover=2336437
- 29:[PialCurv5<0.0851107761] yes=57,no=58,missing=58,gain=14.6166792,cover=2027915
- 57:[Sulc0<0.210163057] yes=113,no=114,missing=114,gain=11.7333097,cover=2007586
- 113:leaf=4.92730942e-05,cover=0
- 114:leaf=0.000845583563,cover=0
- 58:[Ecc<7.64592981] yes=115,no=116,missing=115,gain=16.7869473,cover=20329
- 115:leaf=0.00264042965,cover=0
- 116:leaf=-0.000269723649,cover=0
- 30:[PialArea5<1.16111541] yes=59,no=60,missing=59,gain=6.75870371,cover=308522
- 59:[Pol<50.1003532] yes=117,no=118,missing=117,gain=9.93361855,cover=176524
- 117:leaf=0.000140405784,cover=0
- 118:leaf=-0.000662034145,cover=0
- 60:[Pol<167.338547] yes=119,no=120,missing=120,gain=4.90695238,cover=131998
- 119:leaf=0.000175914247,cover=0
- 120:leaf=-0.000805427611,cover=0
-booster[356]:
-0:[Curv5<-0.26661092] yes=1,no=2,missing=2,gain=3.71939373,cover=5124388
- 1:[PialCurv5<-0.137075767] yes=3,no=4,missing=3,gain=11.5338669,cover=303029
- 3:[Curv5<-0.350989401] yes=7,no=8,missing=8,gain=6.05572796,cover=231943
- 7:[PialArea5<0.632563293] yes=15,no=16,missing=15,gain=1.91245413,cover=34666
- 15:[Pol<87.9431763] yes=31,no=32,missing=32,gain=2.68506813,cover=9191
- 31:[LGI5<2.86381269] yes=63,no=64,missing=63,gain=2.21348262,cover=5121
- 63:leaf=-0.00181824528,cover=0
- 64:leaf=0.000260544504,cover=0
- 32:[Pol<119.777687] yes=65,no=66,missing=65,gain=4.5048213,cover=4070
- 65:leaf=0.00456452416,cover=0
- 66:leaf=0.000183647979,cover=0
- 16:[Ecc<0.729281187] yes=33,no=34,missing=34,gain=1.65749598,cover=25475
- 33:[LGI5<2.48283219] yes=67,no=68,missing=67,gain=0.809445858,cover=525
- 67:leaf=-0.000791491882,cover=0
- 68:leaf=-0.00528478343,cover=0
- 34:[LGI5<2.57675576] yes=69,no=70,missing=69,gain=1.60705233,cover=24950
- 69:leaf=0.0015355784,cover=0
- 70:leaf=0.000640638813,cover=0
- 8:[Area5<0.636136949] yes=17,no=18,missing=17,gain=7.43633747,cover=197277
- 17:[LGI5<2.8746686] yes=35,no=36,missing=35,gain=3.79222488,cover=136737
- 35:[PialCurv5<-0.156767949] yes=71,no=72,missing=71,gain=2.89331436,cover=87565
- 71:leaf=-0.000776776287,cover=0
- 72:leaf=-0.000200431867,cover=0
- 36:[Ecc<5.46745825] yes=73,no=74,missing=73,gain=3.40925193,cover=49172
- 73:leaf=-0.00229271012,cover=0
- 74:leaf=0.000113503716,cover=0
- 18:[Pol<7.58674097] yes=37,no=38,missing=37,gain=3.54491591,cover=60540
- 37:[Ecc<9.75650311] yes=75,no=76,missing=75,gain=2.50185537,cover=7085
- 75:leaf=-0.00148311874,cover=0
- 76:leaf=0.000425912294,cover=0
- 38:[Sulc0<-0.108384088] yes=77,no=78,missing=78,gain=2.81851768,cover=53455
- 77:leaf=0.000544527487,cover=0
- 78:leaf=-0.00205015671,cover=0
- 4:[Area5<0.517926872] yes=9,no=10,missing=9,gain=7.58594894,cover=71086
- 9:[Pol<66.6374893] yes=19,no=20,missing=20,gain=3.30910969,cover=21741
- 19:[PialArea5<0.597118378] yes=39,no=40,missing=39,gain=2.71572733,cover=6223
- 39:[LGI5<3.62495422] yes=79,no=80,missing=79,gain=1.61017323,cover=522
- 79:leaf=-0.00514962804,cover=0
- 80:leaf=0.00681013614,cover=0
- 40:[PialArea5<0.95820266] yes=81,no=82,missing=82,gain=2.13815045,cover=5701
- 81:leaf=-0.000233539031,cover=0
- 82:leaf=-0.00268230005,cover=0
- 20:[Ecc<41.2560654] yes=41,no=42,missing=42,gain=4.96250868,cover=15518
- 41:[LGI5<2.22170687] yes=83,no=84,missing=84,gain=2.50316381,cover=15425
- 83:leaf=0.00232145214,cover=0
- 84:leaf=7.20579119e-05,cover=0
- 42:[Curv5<-0.350989401] yes=85,no=86,missing=86,gain=2.27406836,cover=93
- 85:leaf=-0.00572732789,cover=0
- 86:leaf=0.0151922852,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=22,gain=6.84259796,cover=49345
- 21:[Area5<0.652759671] yes=43,no=44,missing=43,gain=3.33447266,cover=20120
- 43:[PialCurv5<-0.123133563] yes=87,no=88,missing=87,gain=1.57833683,cover=13198
- 87:leaf=0.000349296432,cover=0
- 88:leaf=-0.00076263037,cover=0
- 44:[Ecc<1.26157856] yes=89,no=90,missing=89,gain=1.96154404,cover=6922
- 89:leaf=-0.0026259264,cover=0
- 90:leaf=0.00143170846,cover=0
- 22:[Pol<151.353775] yes=45,no=46,missing=45,gain=7.65096664,cover=29225
- 45:[LGI5<3.27544355] yes=91,no=92,missing=91,gain=3.77843475,cover=15968
- 91:leaf=0.00251324917,cover=0
- 92:leaf=-0.000421898207,cover=0
- 46:[LGI5<2.40037155] yes=93,no=94,missing=93,gain=4.6646452,cover=13257
- 93:leaf=0.00349576469,cover=0
- 94:leaf=0.000359170022,cover=0
- 2:[PialCurv5<-0.171137348] yes=5,no=6,missing=6,gain=10.9073391,cover=4821359
- 5:[Curv5<-0.22713457] yes=11,no=12,missing=11,gain=6.01660824,cover=17144
- 11:[LGI5<2.92895722] yes=23,no=24,missing=23,gain=2.23763013,cover=12500
- 23:[Area5<0.987501919] yes=47,no=48,missing=48,gain=1.86557519,cover=8245
- 47:[Area5<0.864337862] yes=95,no=96,missing=95,gain=1.40574348,cover=8203
- 95:leaf=0.000140790158,cover=0
- 96:leaf=0.00413966505,cover=0
- 48:[MidArea5<1.1557827] yes=97,no=98,missing=98,gain=0.118968248,cover=42
- 97:leaf=-0.00577265536,cover=0
- 98:leaf=-0.0121248243,cover=0
- 24:[Ecc<23.1745358] yes=49,no=50,missing=49,gain=2.44714355,cover=4255
- 49:[Ecc<6.58772182] yes=99,no=100,missing=100,gain=1.92532873,cover=3128
- 99:leaf=-0.00157810922,cover=0
- 100:leaf=0.0027213064,cover=0
- 50:[LGI5<2.93978119] yes=101,no=102,missing=101,gain=0.594842613,cover=1127
- 101:leaf=0.00862829201,cover=0
- 102:leaf=-0.000534901395,cover=0
- 12:[Ecc<21.0377083] yes=25,no=26,missing=25,gain=5.5182085,cover=4644
- 25:[MidArea5<0.628216386] yes=51,no=52,missing=51,gain=5.17248535,cover=3878
- 51:[LGI5<2.91278505] yes=103,no=104,missing=104,gain=2.05213475,cover=871
- 103:leaf=-0.000995542388,cover=0
- 104:leaf=0.00525515107,cover=0
- 52:[Curv5<-0.198884338] yes=105,no=106,missing=105,gain=3.01515961,cover=3007
- 105:leaf=0.00319555448,cover=0
- 106:leaf=0.00641172519,cover=0
- 26:[Curv5<-0.0816265643] yes=53,no=54,missing=53,gain=2.2098496,cover=766
- 53:[Area5<0.77338779] yes=107,no=108,missing=107,gain=2.17252564,cover=663
- 107:leaf=0.00162589399,cover=0
- 108:leaf=-0.00496418169,cover=0
- 54:[PialArea5<0.643814564] yes=109,no=110,missing=110,gain=3.50463295,cover=103
- 109:leaf=-0.00145008799,cover=0
- 110:leaf=-0.0210399702,cover=0
- 6:[Sulc0<-1.03844893] yes=13,no=14,missing=13,gain=5.27766657,cover=4804215
- 13:[Pol<138.276962] yes=27,no=28,missing=28,gain=3.71222925,cover=121962
- 27:[Ecc<2.73602629] yes=55,no=56,missing=55,gain=4.16059732,cover=86770
- 55:[Pol<112.359543] yes=111,no=112,missing=111,gain=5.66619682,cover=46556
- 111:leaf=-0.000672838942,cover=0
- 112:leaf=0.00114211906,cover=0
- 56:[Ecc<15.7955055] yes=113,no=114,missing=113,gain=5.87851477,cover=40214
- 113:leaf=0.000523735594,cover=0
- 114:leaf=-0.000950304617,cover=0
- 28:[Sulc0<-1.19305253] yes=57,no=58,missing=57,gain=3.43562984,cover=35192
- 57:[PialCurv5<-0.101551421] yes=115,no=116,missing=116,gain=2.55160427,cover=4818
- 115:leaf=-0.00161270669,cover=0
- 116:leaf=-0.00532209454,cover=0
- 58:[Ecc<20.0856266] yes=117,no=118,missing=117,gain=2.62009716,cover=30374
- 117:leaf=-0.000667304615,cover=0
- 118:leaf=0.0017906446,cover=0
- 14:[PialArea5<1.18617713] yes=29,no=30,missing=29,gain=5.8246727,cover=4682253
- 29:[Curv5<-0.0366821773] yes=59,no=60,missing=59,gain=6.09796095,cover=4396832
- 59:[Area5<0.617766261] yes=119,no=120,missing=119,gain=22.6074066,cover=2082480
- 119:leaf=0.000140855598,cover=0
- 120:leaf=-0.00020423175,cover=0
- 60:[PialCurv5<-0.0133872591] yes=121,no=122,missing=121,gain=42.6635551,cover=2314352
- 121:leaf=0.000956531323,cover=0
- 122:leaf=-1.50610649e-05,cover=0
- 30:[Area5<0.924216449] yes=61,no=62,missing=61,gain=4.5303421,cover=285421
- 61:[MidArea5<1.1557827] yes=123,no=124,missing=123,gain=6.83923483,cover=268105
- 123:leaf=0.000192117295,cover=0
- 124:leaf=0.00116502214,cover=0
- 62:[LGI5<2.67457628] yes=125,no=126,missing=126,gain=2.35294104,cover=17316
- 125:leaf=-0.00148459396,cover=0
- 126:leaf=-0.00019954062,cover=0
-booster[357]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=2,gain=3.6689806,cover=5124388
- 1:[Area5<0.680766582] yes=3,no=4,missing=3,gain=2.84719682,cover=100082
- 3:[Curv5<0.0736173838] yes=7,no=8,missing=8,gain=1.44950843,cover=73874
- 7:[LGI5<2.85840034] yes=15,no=16,missing=16,gain=1.05393457,cover=827
- 15:[Pol<104.929901] yes=31,no=32,missing=31,gain=1.71048927,cover=373
- 31:[Area5<0.420677572] yes=63,no=64,missing=63,gain=1.20513201,cover=216
- 63:leaf=-0.000671502668,cover=0
- 64:leaf=-0.00905809365,cover=0
- 32:[Pol<114.966316] yes=65,no=66,missing=65,gain=0.638916135,cover=157
- 65:leaf=0.00511441985,cover=0
- 66:leaf=-0.00192168786,cover=0
- 16:[PialCurv5<0.0904879719] yes=33,no=34,missing=34,gain=1.08180904,cover=454
- 33:[LGI5<2.91823459] yes=67,no=68,missing=67,gain=1.58183086,cover=261
- 67:leaf=0.0104383342,cover=0
- 68:leaf=-0.00357775134,cover=0
- 34:[LGI5<3.26095963] yes=69,no=70,missing=69,gain=0.591757655,cover=193
- 69:leaf=0.00530154072,cover=0
- 70:leaf=-0.000219553272,cover=0
- 8:[Curv5<0.147363082] yes=17,no=18,missing=17,gain=2.00230861,cover=73047
- 17:[Area5<0.453641325] yes=35,no=36,missing=36,gain=1.63125491,cover=9189
- 35:[PialCurv5<0.0354230702] yes=71,no=72,missing=72,gain=1.51338065,cover=84
- 71:leaf=0.0164177865,cover=0
- 72:leaf=-0.00795419794,cover=0
- 36:[PialCurv5<0.493508637] yes=73,no=74,missing=73,gain=1.48105383,cover=9105
- 73:leaf=0.000971948088,cover=0
- 74:leaf=-0.00672187284,cover=0
- 18:[MidArea5<0.421422303] yes=37,no=38,missing=38,gain=1.51956713,cover=63858
- 37:[Area5<0.610838115] yes=75,no=76,missing=75,gain=8.96314335,cover=14796
- 75:leaf=0.000122744459,cover=0
- 76:leaf=0.004426762,cover=0
- 38:[LGI5<2.62417936] yes=77,no=78,missing=77,gain=2.38636971,cover=49062
- 77:leaf=0.000340751343,cover=0
- 78:leaf=-0.000365683605,cover=0
- 4:[MidArea5<0.451744556] yes=9,no=10,missing=9,gain=4.15330219,cover=26208
- 9:[PialCurv5<0.493508637] yes=19,no=20,missing=19,gain=2.40813303,cover=445
- 19:[LGI5<3.31338549] yes=39,no=40,missing=39,gain=0.77758646,cover=348
- 39:[Curv5<0.15992938] yes=79,no=80,missing=79,gain=0.710295677,cover=260
- 79:leaf=0.0171855092,cover=0
- 80:leaf=0.00796468463,cover=0
- 40:[PialCurv5<0.45140323] yes=81,no=82,missing=81,gain=0.439086318,cover=88
- 81:leaf=0.00222052145,cover=0
- 82:leaf=0.0145545229,cover=0
- 20:[LGI5<3.23225117] yes=41,no=42,missing=41,gain=1.24595201,cover=97
- 41:[MidArea5<0.439916283] yes=83,no=84,missing=83,gain=0.646944523,cover=73
- 83:leaf=-0.00988242682,cover=0
- 84:leaf=-0.000465183053,cover=0
- 42:[LGI5<3.36766768] yes=85,no=86,missing=85,gain=0.931968451,cover=24
- 85:leaf=0.0182940718,cover=0
- 86:leaf=-0.000959407014,cover=0
- 10:[Ecc<2.8577323] yes=21,no=22,missing=22,gain=3.24851608,cover=25763
- 21:[Pol<70.3717499] yes=43,no=44,missing=43,gain=2.23673916,cover=299
- 43:[Sulc0<0.193122864] yes=87,no=88,missing=87,gain=0.192276955,cover=15
- 87:leaf=-0.0210984871,cover=0
- 88:leaf=-0.0077798753,cover=0
- 44:[Ecc<0.513775289] yes=89,no=90,missing=90,gain=1.35735893,cover=284
- 89:leaf=-0.00907471124,cover=0
- 90:leaf=0.00757522136,cover=0
- 22:[Curv5<0.245671451] yes=45,no=46,missing=45,gain=2.50012898,cover=25464
- 45:[PialCurv5<0.154069737] yes=91,no=92,missing=92,gain=2.48069859,cover=24722
- 91:leaf=0.002624179,cover=0
- 92:leaf=0.000559869281,cover=0
- 46:[LGI5<3.3215456] yes=93,no=94,missing=93,gain=0.65153718,cover=742
- 93:leaf=-0.0027904145,cover=0
- 94:leaf=0.00182126614,cover=0
- 2:[Curv5<0.141257599] yes=5,no=6,missing=6,gain=5.18492985,cover=5024306
- 5:[PialArea5<0.529292643] yes=11,no=12,missing=11,gain=7.74582291,cover=4506912
- 11:[Area5<0.628069878] yes=23,no=24,missing=24,gain=33.195034,cover=465416
- 23:[Ecc<4.13769388] yes=47,no=48,missing=47,gain=10.4971485,cover=99585
- 47:[Pol<110.811417] yes=95,no=96,missing=95,gain=4.377635,cover=33450
- 95:leaf=-0.000564962102,cover=0
- 96:leaf=0.000596697151,cover=0
- 48:[Ecc<12.3665791] yes=97,no=98,missing=97,gain=11.6959152,cover=66135
- 97:leaf=-0.00158561103,cover=0
- 98:leaf=-0.000251815363,cover=0
- 24:[Curv5<0.0257103238] yes=49,no=50,missing=49,gain=30.7500134,cover=365831
- 49:[Pol<128.334747] yes=99,no=100,missing=99,gain=10.2122517,cover=14050
- 99:leaf=-0.00253272103,cover=0
- 100:leaf=0.000868262548,cover=0
- 50:[Sulc0<0.317313671] yes=101,no=102,missing=102,gain=35.0097351,cover=351781
- 101:leaf=0.00140541967,cover=0
- 102:leaf=0.000236493404,cover=0
- 12:[Curv5<0.0595101416] yes=25,no=26,missing=25,gain=15.6381006,cover=4041496
- 25:[Sulc0<0.345196545] yes=51,no=52,missing=51,gain=28.0596695,cover=3587814
- 51:[Ecc<24.7238369] yes=103,no=104,missing=103,gain=9.0517931,cover=3441775
- 103:leaf=2.43105806e-05,cover=0
- 104:leaf=-0.000230502032,cover=0
- 52:[Area5<0.753010809] yes=105,no=106,missing=105,gain=21.3303204,cover=146039
- 105:leaf=0.00111004931,cover=0
- 106:leaf=-0.000193803498,cover=0
- 26:[Area5<0.703760326] yes=53,no=54,missing=54,gain=30.9273415,cover=453682
- 53:[Pol<132.083344] yes=107,no=108,missing=107,gain=7.62055588,cover=146472
- 107:leaf=-0.00105683587,cover=0
- 108:leaf=-0.00012653989,cover=0
- 54:[PialCurv5<0.0695191324] yes=109,no=110,missing=109,gain=25.9821339,cover=307210
- 109:leaf=0.00162695476,cover=0
- 110:leaf=-0.000132283007,cover=0
- 6:[Sulc0<-0.137935251] yes=13,no=14,missing=14,gain=6.90831089,cover=517394
- 13:[LGI5<2.47631311] yes=27,no=28,missing=27,gain=15.9628201,cover=24316
- 27:[LGI5<2.25958419] yes=55,no=56,missing=56,gain=4.5520854,cover=14811
- 55:[Ecc<1.85215485] yes=111,no=112,missing=112,gain=2.33454943,cover=3552
- 111:leaf=-0.00301280967,cover=0
- 112:leaf=-0.000416603143,cover=0
- 56:[Ecc<0.353712648] yes=113,no=114,missing=113,gain=5.64026403,cover=11259
- 113:leaf=0.00403182628,cover=0
- 114:leaf=-0.000188226695,cover=0
- 28:[Ecc<8.87956142] yes=57,no=58,missing=57,gain=7.96391487,cover=9505
- 57:[Ecc<3.10160303] yes=115,no=116,missing=115,gain=13.2390251,cover=6558
- 115:leaf=0.000846778974,cover=0
- 116:leaf=0.00534832571,cover=0
- 58:[PialCurv5<0.010724308] yes=117,no=118,missing=117,gain=3.71359706,cover=2947
- 117:leaf=0.0110159321,cover=0
- 118:leaf=-0.000181809519,cover=0
- 14:[PialArea5<0.472106963] yes=29,no=30,missing=30,gain=5.77373123,cover=493078
- 29:[Sulc0<0.636906147] yes=59,no=60,missing=60,gain=8.24370193,cover=382924
- 59:[Area5<0.603367925] yes=119,no=120,missing=120,gain=12.1815042,cover=199566
- 119:leaf=-0.000914962438,cover=0
- 120:leaf=0.000265467621,cover=0
- 60:[Ecc<25.5461979] yes=121,no=122,missing=121,gain=5.88029385,cover=183358
- 121:leaf=-0.000537987275,cover=0
- 122:leaf=7.24373022e-05,cover=0
- 30:[MidArea5<0.91065979] yes=61,no=62,missing=61,gain=5.58374119,cover=110154
- 61:[PialCurv5<0.45140323] yes=123,no=124,missing=123,gain=5.35035419,cover=109345
- 123:leaf=-0.000581187604,cover=0
- 124:leaf=0.00293790898,cover=0
- 62:[PialCurv5<0.255337358] yes=125,no=126,missing=125,gain=1.33786058,cover=809
- 125:leaf=0.00510182744,cover=0
- 126:leaf=0.000829329249,cover=0
-booster[358]:
-0:[Sulc0<-0.82173413] yes=1,no=2,missing=2,gain=3.71927691,cover=5124388
- 1:[LGI5<3.33878016] yes=3,no=4,missing=3,gain=8.47048187,cover=666107
- 3:[Curv5<0.0146088367] yes=7,no=8,missing=8,gain=5.41422319,cover=609944
- 7:[Pol<132.742767] yes=15,no=16,missing=15,gain=5.03171539,cover=609637
- 15:[Pol<71.8249207] yes=31,no=32,missing=31,gain=6.3802104,cover=386777
- 31:[Ecc<2.6050899] yes=61,no=62,missing=61,gain=5.52497721,cover=332110
- 61:leaf=-0.00037327566,cover=0
- 62:leaf=3.97335389e-05,cover=0
- 32:[Ecc<3.67199802] yes=63,no=64,missing=63,gain=12.8684139,cover=54667
- 63:leaf=0.000693929614,cover=0
- 64:leaf=-0.00195022661,cover=0
- 16:[Area5<0.573932528] yes=33,no=34,missing=33,gain=6.47029972,cover=222860
- 33:[PialArea5<0.911882102] yes=65,no=66,missing=65,gain=6.13489437,cover=107843
- 65:leaf=-0.000371616654,cover=0
- 66:leaf=0.000402631616,cover=0
- 34:[PialArea5<0.683221579] yes=67,no=68,missing=67,gain=7.52529716,cover=115017
- 67:leaf=0.00391532062,cover=0
- 68:leaf=-0.000647188455,cover=0
- 8:[LGI5<3.20360112] yes=17,no=18,missing=17,gain=3.86942768,cover=307
- 17:[PialArea5<0.662493944] yes=35,no=36,missing=36,gain=3.04628372,cover=303
- 35:[Curv5<0.0655679703] yes=69,no=70,missing=69,gain=1.83385503,cover=137
- 69:leaf=0.00159068895,cover=0
- 70:leaf=-0.0113002835,cover=0
- 36:[LGI5<2.18291569] yes=71,no=72,missing=72,gain=1.86330318,cover=166
- 71:leaf=-0.00113861274,cover=0
- 72:leaf=-0.0145953642,cover=0
- 18:leaf=0.0369617529,cover=0
- 4:[Sulc0<-1.05304158] yes=9,no=10,missing=9,gain=1.79521751,cover=56163
- 9:[Curv5<-0.160152137] yes=19,no=20,missing=19,gain=2.3382585,cover=15797
- 19:[Pol<20.2198563] yes=37,no=38,missing=37,gain=2.14016938,cover=15525
- 37:[Ecc<23.1745358] yes=73,no=74,missing=73,gain=2.46852946,cover=7177
- 73:leaf=-0.00122888468,cover=0
- 74:leaf=0.000901719497,cover=0
- 38:[Ecc<5.72519016] yes=75,no=76,missing=75,gain=3.38987207,cover=8348
- 75:leaf=-0.0140318666,cover=0
- 76:leaf=0.000558982021,cover=0
- 20:[Pol<13.2006302] yes=39,no=40,missing=39,gain=1.44540524,cover=272
- 39:[LGI5<3.44046211] yes=77,no=78,missing=78,gain=0.506851733,cover=120
- 77:leaf=-0.00514801545,cover=0
- 78:leaf=0.00233675377,cover=0
- 40:[Area5<0.639429986] yes=79,no=80,missing=79,gain=0.758289576,cover=152
- 79:leaf=-0.00652357657,cover=0
- 80:leaf=0.00867204275,cover=0
- 10:[PialCurv5<-0.120663248] yes=21,no=22,missing=21,gain=1.98758745,cover=40366
- 21:[Curv5<-0.19738704] yes=41,no=42,missing=41,gain=1.78375912,cover=26638
- 41:[Pol<11.2407846] yes=81,no=82,missing=82,gain=1.58125114,cover=24680
- 81:leaf=-0.000181435884,cover=0
- 82:leaf=0.000955517869,cover=0
- 42:[PialCurv5<-0.135003537] yes=83,no=84,missing=83,gain=1.68976545,cover=1958
- 83:leaf=0.00487431278,cover=0
- 84:leaf=0.00149981957,cover=0
- 22:[Ecc<6.98131132] yes=43,no=44,missing=44,gain=1.87865555,cover=13728
- 43:[LGI5<3.50441384] yes=85,no=86,missing=85,gain=1.74131322,cover=261
- 85:leaf=0.00601784606,cover=0
- 86:leaf=-0.00557914423,cover=0
- 44:[Ecc<11.8489361] yes=87,no=88,missing=87,gain=2.05645776,cover=13467
- 87:leaf=-0.0013750979,cover=0
- 88:leaf=0.000345505745,cover=0
- 2:[LGI5<2.30180311] yes=5,no=6,missing=5,gain=7.16540384,cover=4458281
- 5:[LGI5<2.26652193] yes=11,no=12,missing=12,gain=5.92260456,cover=245608
- 11:[LGI5<2.24172258] yes=23,no=24,missing=23,gain=6.12642288,cover=157050
- 23:[Area5<0.749596059] yes=45,no=46,missing=45,gain=5.23241043,cover=111759
- 45:[Curv5<0.0974604636] yes=89,no=90,missing=89,gain=3.78558064,cover=102363
- 89:leaf=0.000562813657,cover=0
- 90:leaf=-0.00016075118,cover=0
- 46:[Ecc<0.295587689] yes=91,no=92,missing=91,gain=3.84185815,cover=9396
- 91:leaf=0.00578723988,cover=0
- 92:leaf=-0.000989976688,cover=0
- 24:[Ecc<1.31300318] yes=47,no=48,missing=47,gain=8.89877701,cover=45291
- 47:[Pol<157.965515] yes=93,no=94,missing=93,gain=13.494873,cover=13576
- 93:leaf=-0.000548392709,cover=0
- 94:leaf=-0.00417205272,cover=0
- 48:[Pol<141.081833] yes=95,no=96,missing=95,gain=6.27855206,cover=31715
- 95:leaf=-0.000234047577,cover=0
- 96:leaf=0.00173076615,cover=0
- 12:[Ecc<4.13769388] yes=25,no=26,missing=25,gain=9.47422981,cover=88558
- 25:[Area5<0.659308732] yes=49,no=50,missing=50,gain=4.97782326,cover=64922
- 49:[Ecc<1.15906882] yes=97,no=98,missing=97,gain=3.99911118,cover=39662
- 97:leaf=-7.42577176e-05,cover=0
- 98:leaf=0.000960696954,cover=0
- 50:[Sulc0<-0.00176540145] yes=99,no=100,missing=99,gain=4.12935066,cover=25260
- 99:leaf=0.00178967626,cover=0
- 100:leaf=0.000201594346,cover=0
- 26:[Sulc0<-0.332174033] yes=51,no=52,missing=51,gain=11.110939,cover=23636
- 51:[PialCurv5<-0.0704385936] yes=101,no=102,missing=102,gain=10.9782944,cover=7968
- 101:leaf=-0.00030435287,cover=0
- 102:leaf=-0.00411925372,cover=0
- 52:[PialCurv5<0.0616685152] yes=103,no=104,missing=103,gain=2.92851067,cover=15668
- 103:leaf=0.00149072555,cover=0
- 104:leaf=3.96396208e-05,cover=0
- 6:[Pol<136.792099] yes=13,no=14,missing=13,gain=7.67827988,cover=4212673
- 13:[PialCurv5<-0.111886919] yes=27,no=28,missing=27,gain=14.9900732,cover=3217390
- 27:[Curv5<-0.160152137] yes=53,no=54,missing=54,gain=74.9796753,cover=336490
- 53:[Sulc0<-0.626357138] yes=105,no=106,missing=105,gain=9.7683754,cover=313288
- 105:leaf=-0.000205856588,cover=0
- 106:leaf=0.000352564763,cover=0
- 54:[MidArea5<0.694149137] yes=107,no=108,missing=108,gain=25.5571289,cover=23202
- 107:leaf=0.000600504631,cover=0
- 108:leaf=0.00415919442,cover=0
- 28:[Curv5<-0.198884338] yes=55,no=56,missing=55,gain=28.0470085,cover=2880900
- 55:[MidArea5<0.773718297] yes=109,no=110,missing=110,gain=32.7065277,cover=72381
- 109:leaf=-0.00013331369,cover=0
- 110:leaf=0.00199331413,cover=0
- 56:[Sulc0<-0.145219594] yes=111,no=112,missing=111,gain=41.4867172,cover=2808519
- 111:leaf=-0.000387483102,cover=0
- 112:leaf=2.94001311e-05,cover=0
- 14:[Ecc<13.1181517] yes=29,no=30,missing=29,gain=19.1557961,cover=995283
- 29:[Sulc0<0.184694022] yes=57,no=58,missing=57,gain=40.5411606,cover=595228
- 57:[Sulc0<-0.43309778] yes=113,no=114,missing=113,gain=28.0489159,cover=587849
- 113:leaf=6.86638305e-05,cover=0
- 114:leaf=0.00077471754,cover=0
- 58:[Curv5<0.128008828] yes=115,no=116,missing=115,gain=12.8001289,cover=7379
- 115:leaf=-0.00613576965,cover=0
- 116:leaf=-0.00180619338,cover=0
- 30:[Sulc0<0.281104684] yes=59,no=60,missing=59,gain=38.8590317,cover=400055
- 59:[Pol<148.336472] yes=117,no=118,missing=117,gain=47.7225266,cover=357509
- 117:leaf=-0.00139982847,cover=0
- 118:leaf=-7.39840698e-06,cover=0
- 60:[Ecc<19.4699688] yes=119,no=120,missing=119,gain=19.3553467,cover=42546
- 119:leaf=-0.00150661822,cover=0
- 120:leaf=0.0016910265,cover=0
-booster[359]:
-0:[PialArea5<0.859420419] yes=1,no=2,missing=2,gain=3.83307767,cover=5124388
- 1:[Area5<0.797084928] yes=3,no=4,missing=3,gain=9.71269989,cover=3108132
- 3:[MidArea5<0.745626688] yes=7,no=8,missing=7,gain=7.06584454,cover=2971583
- 7:[Area5<0.715747833] yes=15,no=16,missing=15,gain=12.5303984,cover=2665696
- 15:[PialArea5<0.780359626] yes=31,no=32,missing=32,gain=16.0321274,cover=2110281
- 31:[LGI5<2.30690479] yes=63,no=64,missing=64,gain=7.64020443,cover=1756784
- 63:leaf=0.000202203824,cover=0
- 64:leaf=-0.000176390517,cover=0
- 32:[Curv5<-0.0642315522] yes=65,no=66,missing=66,gain=29.9919891,cover=353497
- 65:leaf=3.5147521e-05,cover=0
- 66:leaf=0.00134732143,cover=0
- 16:[Pol<45.5953903] yes=33,no=34,missing=33,gain=26.9319801,cover=555415
- 33:[LGI5<2.69470191] yes=67,no=68,missing=67,gain=12.6197472,cover=22587
- 67:leaf=0.00504246214,cover=0
- 68:leaf=0.00143365934,cover=0
- 34:[Pol<136.095428] yes=69,no=70,missing=69,gain=27.5986404,cover=532828
- 69:leaf=5.71079454e-06,cover=0
- 70:leaf=0.00133063225,cover=0
- 8:[PialCurv5<-0.0829703882] yes=17,no=18,missing=18,gain=13.73843,cover=305887
- 17:[Curv5<-0.110226393] yes=35,no=36,missing=35,gain=25.5722542,cover=47295
- 35:[PialCurv5<-0.104067586] yes=71,no=72,missing=72,gain=3.60183191,cover=44284
- 71:leaf=0.000482666743,cover=0
- 72:leaf=-0.000517685607,cover=0
- 36:[Area5<0.72690624] yes=73,no=74,missing=73,gain=5.32461929,cover=3011
- 73:leaf=0.0069821747,cover=0
- 74:leaf=0.00277129072,cover=0
- 18:[LGI5<3.06122994] yes=37,no=38,missing=38,gain=9.67082214,cover=258592
- 37:[Pol<30.3635597] yes=75,no=76,missing=75,gain=11.6235142,cover=167764
- 75:leaf=0.00158378191,cover=0
- 76:leaf=-0.00029680747,cover=0
- 38:[Ecc<25.5461979] yes=77,no=78,missing=77,gain=14.9934349,cover=90828
- 77:leaf=-0.00139643799,cover=0
- 78:leaf=-9.82680504e-05,cover=0
- 4:[PialArea5<0.744910836] yes=9,no=10,missing=9,gain=8.63260078,cover=136549
- 9:[LGI5<2.30180311] yes=19,no=20,missing=19,gain=8.17271519,cover=97489
- 19:[Sulc0<-0.0172607526] yes=39,no=40,missing=39,gain=2.84887838,cover=2801
- 39:[Pol<157.22821] yes=79,no=80,missing=79,gain=2.75875568,cover=1370
- 79:leaf=-0.00453599729,cover=0
- 80:leaf=0.0020803106,cover=0
- 40:[Ecc<0.889730632] yes=81,no=82,missing=81,gain=3.96750021,cover=1431
- 81:leaf=-0.0210703947,cover=0
- 82:leaf=-0.000134912189,cover=0
- 20:[Sulc0<0.540103436] yes=41,no=42,missing=41,gain=8.96228218,cover=94688
- 41:[LGI5<2.45932961] yes=83,no=84,missing=84,gain=6.97180748,cover=34986
- 83:leaf=-0.00011689782,cover=0
- 84:leaf=0.00168448279,cover=0
- 42:[Pol<98.4687576] yes=85,no=86,missing=85,gain=12.3184443,cover=59702
- 85:leaf=-0.000259348715,cover=0
- 86:leaf=0.00120263861,cover=0
- 10:[Pol<49.2074432] yes=21,no=22,missing=22,gain=4.85176802,cover=39060
- 21:[Ecc<9.88196182] yes=43,no=44,missing=44,gain=3.3691287,cover=6514
- 43:[Pol<15.1533136] yes=87,no=88,missing=87,gain=3.97584462,cover=1297
- 87:leaf=-0.00310592796,cover=0
- 88:leaf=0.00291640754,cover=0
- 44:[Sulc0<0.20153527] yes=89,no=90,missing=89,gain=5.67645836,cover=5217
- 89:leaf=0.00428264262,cover=0
- 90:leaf=0.000562114117,cover=0
- 22:[MidArea5<1.00466764] yes=45,no=46,missing=45,gain=3.72573209,cover=32546
- 45:[Curv5<-0.155295327] yes=91,no=92,missing=92,gain=2.63034773,cover=32061
- 91:leaf=0.0018980148,cover=0
- 92:leaf=-0.000648948539,cover=0
- 46:[LGI5<2.48283219] yes=93,no=94,missing=93,gain=1.43196368,cover=485
- 93:leaf=0.00103546481,cover=0
- 94:leaf=0.00647173217,cover=0
- 2:[Sulc0<-0.569364369] yes=5,no=6,missing=6,gain=8.06563187,cover=2016256
- 5:[Curv5<-0.114048101] yes=11,no=12,missing=11,gain=15.5260267,cover=1075607
- 11:[PialCurv5<-0.0656740367] yes=23,no=24,missing=23,gain=11.3346949,cover=976680
- 23:[Area5<0.509397149] yes=47,no=48,missing=47,gain=10.9545097,cover=946257
- 47:[Curv5<-0.206445083] yes=95,no=96,missing=96,gain=6.03237152,cover=67062
- 95:leaf=0.00016637081,cover=0
- 96:leaf=0.00119058555,cover=0
- 48:[PialArea5<1.03340518] yes=97,no=98,missing=97,gain=14.2799549,cover=879195
- 97:leaf=-0.000403983955,cover=0
- 98:leaf=1.72158161e-06,cover=0
- 24:[PialArea5<1.13904655] yes=49,no=50,missing=49,gain=7.33124733,cover=30423
- 49:[Area5<0.580209434] yes=99,no=100,missing=100,gain=7.02508545,cover=22877
- 99:leaf=-0.000504038762,cover=0
- 100:leaf=0.00172201078,cover=0
- 50:[Area5<0.744179189] yes=101,no=102,missing=101,gain=9.03117275,cover=7546
- 101:leaf=-0.00180506229,cover=0
- 102:leaf=0.00179332681,cover=0
- 12:[PialCurv5<-0.08490628] yes=25,no=26,missing=25,gain=74.821701,cover=98927
- 25:[PialCurv5<-0.137075767] yes=51,no=52,missing=51,gain=18.6102753,cover=10408
- 51:[Pol<156.492447] yes=103,no=104,missing=104,gain=29.8540306,cover=222
- 103:leaf=0.00513661606,cover=0
- 104:leaf=0.043321982,cover=0
- 52:[Area5<0.667375207] yes=105,no=106,missing=106,gain=12.4115829,cover=10186
- 105:leaf=0.0020195446,cover=0
- 106:leaf=0.00561755197,cover=0
- 26:[LGI5<2.40692019] yes=53,no=54,missing=53,gain=14.8183908,cover=88519
- 53:[Ecc<4.60336304] yes=107,no=108,missing=108,gain=13.4321289,cover=28948
- 107:leaf=0.0013058784,cover=0
- 108:leaf=-0.00295393239,cover=0
- 54:[Pol<12.2267933] yes=109,no=110,missing=110,gain=12.7035627,cover=59571
- 109:leaf=0.00152068934,cover=0
- 110:leaf=-0.00064807845,cover=0
- 6:[Ecc<3.73767829] yes=13,no=14,missing=14,gain=23.6378517,cover=940649
- 13:[PialCurv5<0.0262785293] yes=27,no=28,missing=27,gain=24.095438,cover=111287
- 27:[Pol<60.4070244] yes=55,no=56,missing=55,gain=18.2108593,cover=95159
- 55:[Ecc<1.68457866] yes=111,no=112,missing=111,gain=13.2383938,cover=22955
- 111:leaf=-0.000930078444,cover=0
- 112:leaf=0.00148393004,cover=0
- 56:[LGI5<2.28518939] yes=113,no=114,missing=113,gain=18.0537071,cover=72204
- 113:leaf=0.00102905056,cover=0
- 114:leaf=-0.00149484747,cover=0
- 28:[Pol<105.995506] yes=57,no=58,missing=57,gain=9.88373661,cover=16128
- 57:[Area5<0.877147377] yes=115,no=116,missing=116,gain=5.68503952,cover=9800
- 115:leaf=0.00266053854,cover=0
- 116:leaf=-0.00134349556,cover=0
- 58:[Ecc<2.6050899] yes=117,no=118,missing=118,gain=5.27294064,cover=6328
- 117:leaf=-0.00174246531,cover=0
- 118:leaf=0.00114407693,cover=0
- 14:[Pol<44.6807365] yes=29,no=30,missing=30,gain=29.9797535,cover=829362
- 29:[Pol<24.282547] yes=59,no=60,missing=60,gain=15.3193941,cover=205379
- 59:[Ecc<25.1292973] yes=119,no=120,missing=119,gain=18.0683327,cover=98880
- 119:leaf=0.000995812588,cover=0
- 120:leaf=-0.000381021033,cover=0
- 60:[LGI5<3.35709596] yes=121,no=122,missing=121,gain=14.3853111,cover=106499
- 121:leaf=-0.000946382468,cover=0
- 122:leaf=0.000617385434,cover=0
- 30:[Area5<0.684738636] yes=61,no=62,missing=61,gain=29.4885292,cover=623983
- 61:[Pol<152.827332] yes=123,no=124,missing=123,gain=27.8684311,cover=185867
- 123:leaf=0.00138365617,cover=0
- 124:leaf=8.29730052e-05,cover=0
- 62:[LGI5<2.95653391] yes=125,no=126,missing=125,gain=19.5238991,cover=438116
- 125:leaf=0.000514864572,cover=0
- 126:leaf=-0.000153959831,cover=0
-booster[360]:
-0:[Curv5<-0.297558427] yes=1,no=2,missing=1,gain=3.63302326,cover=5124388
- 1:[PialArea5<0.721636832] yes=3,no=4,missing=4,gain=2.72176051,cover=140394
- 3:[Ecc<12.9325523] yes=7,no=8,missing=7,gain=2.40245295,cover=36404
- 7:[LGI5<3.27544355] yes=15,no=16,missing=16,gain=1.7066884,cover=23089
- 15:[PialCurv5<-0.210138425] yes=31,no=32,missing=31,gain=1.56123018,cover=22124
- 31:[Pol<17.1471634] yes=63,no=64,missing=63,gain=3.47554421,cover=5371
- 63:leaf=0.00398541754,cover=0
- 64:leaf=0.000473432941,cover=0
- 32:[Area5<0.814937592] yes=65,no=66,missing=65,gain=1.52228081,cover=16753
- 65:leaf=2.69748944e-05,cover=0
- 66:leaf=0.0186334364,cover=0
- 16:[Pol<134.743088] yes=33,no=34,missing=33,gain=2.96340704,cover=965
- 33:[PialCurv5<-0.117370568] yes=67,no=68,missing=68,gain=2.13577533,cover=697
- 67:leaf=-0.00271836179,cover=0
- 68:leaf=-0.0124512697,cover=0
- 34:[PialCurv5<-0.151339546] yes=69,no=70,missing=69,gain=1.05264568,cover=268
- 69:leaf=0.00484791026,cover=0
- 70:leaf=-0.00173043052,cover=0
- 8:[Area5<0.536314785] yes=17,no=18,missing=17,gain=1.71990895,cover=13315
- 17:[Pol<25.2957573] yes=35,no=36,missing=35,gain=1.98589742,cover=7515
- 35:[Sulc0<-0.265099555] yes=71,no=72,missing=71,gain=3.50596833,cover=2702
- 71:leaf=-0.00176472426,cover=0
- 72:leaf=0.00494822161,cover=0
- 36:[Area5<0.509397149] yes=73,no=74,missing=73,gain=1.63927746,cover=4813
- 73:leaf=0.00103805016,cover=0
- 74:leaf=-0.00100052555,cover=0
- 18:[Pol<5.90224934] yes=37,no=38,missing=37,gain=2.15405393,cover=5800
- 37:[PialCurv5<-0.14160423] yes=75,no=76,missing=76,gain=1.47741163,cover=356
- 75:leaf=0.00139537291,cover=0
- 76:leaf=0.0122192195,cover=0
- 38:[LGI5<2.78495932] yes=77,no=78,missing=77,gain=2.21805906,cover=5444
- 77:leaf=-0.00574398227,cover=0
- 78:leaf=-0.00130624208,cover=0
- 4:[PialCurv5<-0.0426128618] yes=9,no=10,missing=9,gain=3.50524616,cover=103990
- 9:[Pol<24.282547] yes=19,no=20,missing=20,gain=3.37807512,cover=103801
- 19:[LGI5<2.73607373] yes=39,no=40,missing=39,gain=1.8981216,cover=32685
- 39:[Ecc<3.67199802] yes=79,no=80,missing=79,gain=3.67088437,cover=11648
- 79:leaf=0.000123242484,cover=0
- 80:leaf=-0.00172838033,cover=0
- 40:[Ecc<21.0377083] yes=81,no=82,missing=82,gain=1.38025653,cover=21037
- 81:leaf=-7.34427522e-05,cover=0
- 82:leaf=0.000753706146,cover=0
- 20:[Pol<146.864227] yes=41,no=42,missing=41,gain=5.86000347,cover=71116
- 41:[Curv5<-0.39144522] yes=83,no=84,missing=83,gain=3.4904604,cover=38365
- 83:leaf=0.00257421611,cover=0
- 84:leaf=0.000861143693,cover=0
- 42:[LGI5<2.21018219] yes=85,no=86,missing=85,gain=4.57355785,cover=32751
- 85:leaf=0.00533044292,cover=0
- 86:leaf=2.89588534e-05,cover=0
- 10:[PialArea5<0.836640656] yes=21,no=22,missing=21,gain=1.16714621,cover=189
- 21:[Sulc0<-0.574995995] yes=43,no=44,missing=43,gain=1.02455509,cover=97
- 43:[Pol<109.773643] yes=87,no=88,missing=88,gain=0.589728296,cover=58
- 87:leaf=0.00490269251,cover=0
- 88:leaf=-0.00592461182,cover=0
- 44:[Pol<26.4235344] yes=89,no=90,missing=89,gain=0.491943121,cover=39
- 89:leaf=0.00144416513,cover=0
- 90:leaf=-0.0116865691,cover=0
- 22:[MidArea5<1.07671547] yes=45,no=46,missing=45,gain=0.661883831,cover=92
- 45:[Area5<0.639429986] yes=91,no=92,missing=91,gain=0.255858898,cover=88
- 91:leaf=-0.014320123,cover=0
- 92:leaf=-0.00847043004,cover=0
- 46:[Ecc<5.14592695] yes=93,no=94,missing=93,gain=0.345696121,cover=4
- 93:leaf=0.0153805381,cover=0
- 94:leaf=-0.0108461771,cover=0
- 2:[Area5<0.420677572] yes=5,no=6,missing=5,gain=4.1696887,cover=4983994
- 5:[Ecc<0.353712648] yes=11,no=12,missing=11,gain=2.223773,cover=48628
- 11:[Curv5<-0.180574343] yes=23,no=24,missing=23,gain=0.676626563,cover=998
- 23:[Ecc<0.221054599] yes=47,no=48,missing=48,gain=0.857522011,cover=737
- 47:[Sulc0<-0.976720333] yes=95,no=96,missing=95,gain=0.250175536,cover=187
- 95:leaf=0.00463025039,cover=0
- 96:leaf=-0.00049076922,cover=0
- 48:[Area5<0.380439579] yes=97,no=98,missing=97,gain=1.27988291,cover=550
- 97:leaf=-0.00801001396,cover=0
- 98:leaf=-0.00230890769,cover=0
- 24:[PialCurv5<-0.103163145] yes=49,no=50,missing=49,gain=1.11106479,cover=261
- 49:[PialCurv5<-0.11422696] yes=99,no=100,missing=99,gain=0.722944558,cover=81
- 99:leaf=-0.00275472039,cover=0
- 100:leaf=0.00789383333,cover=0
- 50:[LGI5<2.30180311] yes=101,no=102,missing=101,gain=1.23936164,cover=180
- 101:leaf=-0.00775917992,cover=0
- 102:leaf=0.00102287321,cover=0
- 12:[PialArea5<0.943111241] yes=25,no=26,missing=26,gain=1.90616703,cover=47630
- 25:[Pol<150.62207] yes=51,no=52,missing=51,gain=1.85784483,cover=45611
- 51:[LGI5<2.13090348] yes=103,no=104,missing=103,gain=4.48271132,cover=34443
- 103:leaf=0.00535136834,cover=0
- 104:leaf=0.000549007789,cover=0
- 52:[Ecc<5.08081961] yes=105,no=106,missing=105,gain=2.3404634,cover=11168
- 105:leaf=-0.000498826499,cover=0
- 106:leaf=0.00127442996,cover=0
- 26:[Curv5<-0.245563462] yes=53,no=54,missing=54,gain=2.04435706,cover=2019
- 53:[Area5<0.380439579] yes=107,no=108,missing=107,gain=1.05921018,cover=826
- 107:leaf=0.00369142159,cover=0
- 108:leaf=-0.000795732834,cover=0
- 54:[Ecc<4.20590305] yes=109,no=110,missing=109,gain=1.27012873,cover=1193
- 109:leaf=0.00407114765,cover=0
- 110:leaf=-0.000252017722,cover=0
- 6:[Sulc0<-0.726142108] yes=13,no=14,missing=13,gain=4.36717224,cover=4935366
- 13:[LGI5<3.33878016] yes=27,no=28,missing=27,gain=8.77306938,cover=860974
- 27:[Ecc<5.59685707] yes=55,no=56,missing=55,gain=10.5585947,cover=791048
- 55:[Curv5<-0.212755695] yes=111,no=112,missing=111,gain=6.70635986,cover=545369
- 111:leaf=-0.000248886616,cover=0
- 112:leaf=0.000107543347,cover=0
- 56:[LGI5<2.67457628] yes=113,no=114,missing=113,gain=18.8459702,cover=245679
- 113:leaf=-0.0011651552,cover=0
- 114:leaf=-0.000171409047,cover=0
- 28:[PialCurv5<-0.11266306] yes=57,no=58,missing=57,gain=2.52021551,cover=69926
- 57:[Curv5<-0.175970852] yes=115,no=116,missing=115,gain=4.5002861,cover=49931
- 115:leaf=0.000514828833,cover=0
- 116:leaf=0.00291165384,cover=0
- 58:[MidArea5<0.969680429] yes=117,no=118,missing=117,gain=2.65990567,cover=19995
- 117:leaf=-0.000357493846,cover=0
- 118:leaf=0.00103507307,cover=0
- 14:[Pol<136.792099] yes=29,no=30,missing=29,gain=9.54609394,cover=4074392
- 29:[Sulc0<-0.166708246] yes=59,no=60,missing=59,gain=15.5940714,cover=3165491
- 59:[Pol<97.3566132] yes=119,no=120,missing=119,gain=60.7027702,cover=1092928
- 119:leaf=3.38964383e-05,cover=0
- 120:leaf=-0.000821617839,cover=0
- 60:[Curv5<0.0534323379] yes=121,no=122,missing=121,gain=25.6549721,cover=2072563
- 121:leaf=0.000285892369,cover=0
- 122:leaf=-8.1362763e-05,cover=0
- 30:[Ecc<13.1181517] yes=61,no=62,missing=61,gain=23.5388451,cover=908901
- 61:[Sulc0<0.15957281] yes=123,no=124,missing=124,gain=40.5354233,cover=546821
- 123:leaf=0.000416862516,cover=0
- 124:leaf=-0.00289391633,cover=0
- 62:[Sulc0<0.281104684] yes=125,no=126,missing=125,gain=35.7096596,cover=362080
- 125:leaf=-0.000340818486,cover=0
- 126:leaf=0.00120254047,cover=0
-booster[361]:
-0:[PialArea5<0.390391022] yes=1,no=2,missing=2,gain=3.68269825,cover=5124388
- 1:[Curv5<0.128008828] yes=3,no=4,missing=3,gain=7.00243473,cover=403112
- 3:[PialCurv5<0.010724308] yes=7,no=8,missing=8,gain=8.97309113,cover=61909
- 7:[Pol<104.38549] yes=15,no=16,missing=15,gain=3.98999977,cover=4170
- 15:[LGI5<2.43054438] yes=31,no=32,missing=31,gain=4.33887959,cover=2301
- 31:[LGI5<2.41354537] yes=63,no=64,missing=63,gain=2.37441349,cover=354
- 63:leaf=-0.0066414508,cover=0
- 64:leaf=-0.0199379828,cover=0
- 32:[LGI5<3.62495422] yes=65,no=66,missing=65,gain=3.65283322,cover=1947
- 65:leaf=-0.00161583431,cover=0
- 66:leaf=-0.0124006728,cover=0
- 16:[Pol<128.951508] yes=33,no=34,missing=33,gain=1.75899482,cover=1869
- 33:[LGI5<2.13090348] yes=67,no=68,missing=68,gain=2.6410284,cover=877
- 67:leaf=0.0241134744,cover=0
- 68:leaf=0.00140333013,cover=0
- 34:[Sulc0<0.20153527] yes=69,no=70,missing=70,gain=2.28465486,cover=992
- 69:leaf=-0.000813490886,cover=0
- 70:leaf=-0.0124695739,cover=0
- 8:[Pol<74.7525482] yes=17,no=18,missing=17,gain=12.1813259,cover=57739
- 17:[LGI5<3.56741142] yes=35,no=36,missing=36,gain=5.00341988,cover=3545
- 35:[PialCurv5<0.291493237] yes=71,no=72,missing=71,gain=3.74352551,cover=3134
- 71:leaf=0.00346740405,cover=0
- 72:leaf=-0.00284484867,cover=0
- 36:[Ecc<38.7725143] yes=73,no=74,missing=73,gain=8.41133976,cover=411
- 73:leaf=0.0138598112,cover=0
- 74:leaf=-0.00129571802,cover=0
- 18:[LGI5<3.30554914] yes=37,no=38,missing=37,gain=5.14323711,cover=54194
- 37:[PialCurv5<0.270000219] yes=75,no=76,missing=75,gain=4.42279053,cover=44423
- 75:leaf=0.00105363678,cover=0
- 76:leaf=-0.000319395418,cover=0
- 38:[Sulc0<0.732260227] yes=77,no=78,missing=77,gain=15.7744703,cover=9771
- 77:leaf=-0.00321924314,cover=0
- 78:leaf=0.00101756654,cover=0
- 4:[Sulc0<0.485350072] yes=9,no=10,missing=10,gain=6.54326963,cover=341203
- 9:[Area5<0.660333693] yes=19,no=20,missing=19,gain=12.8930187,cover=76390
- 19:[Area5<0.554568231] yes=39,no=40,missing=40,gain=5.6682229,cover=52373
- 39:[PialCurv5<-0.0314326771] yes=79,no=80,missing=79,gain=1.75472975,cover=5495
- 79:leaf=-0.00899160001,cover=0
- 80:leaf=-0.00138827565,cover=0
- 40:[Ecc<8.41855335] yes=81,no=82,missing=81,gain=5.05584574,cover=46878
- 81:leaf=0.0004175473,cover=0
- 82:leaf=-0.00104972615,cover=0
- 20:[Curv5<0.157731384] yes=41,no=42,missing=41,gain=4.79387283,cover=24017
- 41:[Ecc<8.11897564] yes=83,no=84,missing=83,gain=6.83547211,cover=7097
- 83:leaf=0.00395407248,cover=0
- 84:leaf=0.000841884117,cover=0
- 42:[Ecc<1.15906882] yes=85,no=86,missing=86,gain=3.54040575,cover=16920
- 85:leaf=-0.00231588515,cover=0
- 86:leaf=0.00112493837,cover=0
- 10:[Area5<0.839165807] yes=21,no=22,missing=21,gain=4.61133623,cover=264813
- 21:[PialArea5<0.281252682] yes=43,no=44,missing=43,gain=4.11488771,cover=262601
- 43:[LGI5<2.92895722] yes=87,no=88,missing=87,gain=3.45884657,cover=50522
- 87:leaf=-1.77044021e-05,cover=0
- 88:leaf=0.000824386836,cover=0
- 44:[Pol<103.851685] yes=89,no=90,missing=89,gain=4.4309864,cover=212079
- 89:leaf=-0.000327584741,cover=0
- 90:leaf=0.000169933817,cover=0
- 22:[Area5<0.924216449] yes=45,no=46,missing=46,gain=1.63302851,cover=2212
- 45:[PialCurv5<0.371846795] yes=91,no=92,missing=91,gain=1.36713266,cover=1977
- 91:leaf=0.00290962216,cover=0
- 92:leaf=0.000262013345,cover=0
- 46:[PialCurv5<0.220156521] yes=93,no=94,missing=94,gain=1.60620308,cover=235
- 93:leaf=-0.00830637757,cover=0
- 94:leaf=0.00730386004,cover=0
- 2:[Curv5<0.0935273841] yes=5,no=6,missing=6,gain=7.01614046,cover=4721276
- 5:[Sulc0<0.586347759] yes=11,no=12,missing=11,gain=12.2892084,cover=3996087
- 11:[Ecc<9.27846909] yes=23,no=24,missing=23,gain=8.00824642,cover=3890895
- 23:[Curv5<0.0100963581] yes=47,no=48,missing=47,gain=14.9880486,cover=2421034
- 47:[PialArea5<0.727568209] yes=95,no=96,missing=95,gain=23.6604004,cover=2045581
- 95:leaf=-0.00053040788,cover=0
- 96:leaf=-4.12318477e-05,cover=0
- 48:[Pol<69.6327286] yes=97,no=98,missing=97,gain=32.9391441,cover=375453
- 97:leaf=0.0016909549,cover=0
- 98:leaf=8.31603465e-05,cover=0
- 24:[Pol<47.409153] yes=49,no=50,missing=49,gain=27.4973221,cover=1469861
- 49:[Area5<0.691945016] yes=99,no=100,missing=99,gain=27.2828941,cover=460341
- 99:leaf=-0.000667757529,cover=0
- 100:leaf=0.00010869078,cover=0
- 50:[Pol<97.3566132] yes=101,no=102,missing=101,gain=91.1551895,cover=1009520
- 101:leaf=0.00106816122,cover=0
- 102:leaf=-3.44121217e-05,cover=0
- 12:[Ecc<42.1016579] yes=25,no=26,missing=26,gain=13.3390789,cover=105192
- 25:[Area5<0.562355936] yes=51,no=52,missing=52,gain=12.5022869,cover=83579
- 51:[Sulc0<0.966456771] yes=103,no=104,missing=104,gain=12.5634251,cover=1593
- 103:leaf=-0.00240857783,cover=0
- 104:leaf=-0.020803934,cover=0
- 52:[PialCurv5<0.0798129067] yes=105,no=106,missing=105,gain=12.9379234,cover=81986
- 105:leaf=0.00218456588,cover=0
- 106:leaf=0.00060683419,cover=0
- 26:[MidArea5<0.653349936] yes=53,no=54,missing=53,gain=8.12105751,cover=21613
- 53:[LGI5<3.67381835] yes=107,no=108,missing=107,gain=5.82871914,cover=6512
- 107:leaf=-0.00249679922,cover=0
- 108:leaf=0.00281811156,cover=0
- 54:[Sulc0<0.940059185] yes=109,no=110,missing=109,gain=4.44503498,cover=15101
- 109:leaf=-0.000142064833,cover=0
- 110:leaf=0.00344800833,cover=0
- 6:[Ecc<11.1913614] yes=13,no=14,missing=14,gain=13.8088474,cover=725189
- 13:[Pol<80.8913651] yes=27,no=28,missing=27,gain=12.4728537,cover=450313
- 27:[Ecc<8.55626965] yes=55,no=56,missing=55,gain=12.4054861,cover=47288
- 55:[Area5<0.669105887] yes=111,no=112,missing=111,gain=14.479229,cover=33489
- 111:leaf=-3.53423966e-05,cover=0
- 112:leaf=0.00211063307,cover=0
- 56:[LGI5<3.35709596] yes=113,no=114,missing=113,gain=5.22572088,cover=13799
- 113:leaf=-0.000242807742,cover=0
- 114:leaf=-0.0044974857,cover=0
- 28:[PialCurv5<0.157381535] yes=57,no=58,missing=57,gain=6.64821482,cover=403025
- 57:[Pol<118.191307] yes=115,no=116,missing=116,gain=13.199688,cover=93443
- 115:leaf=-0.000847684219,cover=0
- 116:leaf=0.000431682769,cover=0
- 58:[Curv5<0.199476883] yes=117,no=118,missing=117,gain=7.81100321,cover=309582
- 117:leaf=0.000126397004,cover=0
- 118:leaf=-0.000664748892,cover=0
- 14:[Pol<114.966316] yes=29,no=30,missing=29,gain=20.8064289,cover=274876
- 29:[Pol<40.9012032] yes=59,no=60,missing=60,gain=19.9045486,cover=185394
- 59:[PialCurv5<0.113078766] yes=119,no=120,missing=119,gain=20.7301331,cover=5861
- 119:leaf=0.00812300388,cover=0
- 120:leaf=0.000654804229,cover=0
- 60:[Sulc0<0.995960534] yes=121,no=122,missing=121,gain=21.2835732,cover=179533
- 121:leaf=-0.00110607326,cover=0
- 122:leaf=0.000245100673,cover=0
- 30:[PialArea5<0.621054947] yes=61,no=62,missing=61,gain=17.8974171,cover=89482
- 61:[Curv5<0.162240714] yes=123,no=124,missing=123,gain=9.20398617,cover=76907
- 123:leaf=0.000710448658,cover=0
- 124:leaf=-0.000806256779,cover=0
- 62:[Sulc0<0.762988985] yes=125,no=126,missing=125,gain=9.05537605,cover=12575
- 125:leaf=-0.00183518883,cover=0
- 126:leaf=0.00491653243,cover=0
-booster[362]:
-0:[Curv5<-0.26661092] yes=1,no=2,missing=1,gain=3.85994172,cover=5124388
- 1:[PialCurv5<-0.142826259] yes=3,no=4,missing=4,gain=10.2343178,cover=303029
- 3:[Curv5<-0.350989401] yes=7,no=8,missing=7,gain=6.38165236,cover=208850
- 7:[LGI5<2.40363431] yes=15,no=16,missing=16,gain=1.80088472,cover=33635
- 15:[Area5<0.598585367] yes=31,no=32,missing=31,gain=4.54965734,cover=3708
- 31:[Ecc<5.46745825] yes=63,no=64,missing=64,gain=1.9016211,cover=3250
- 63:leaf=-0.000481268129,cover=0
- 64:leaf=-0.00349811255,cover=0
- 32:[PialCurv5<-0.210138425] yes=65,no=66,missing=65,gain=2.55699921,cover=458
- 65:leaf=0.00834735483,cover=0
- 66:leaf=0.000843675632,cover=0
- 16:[LGI5<2.57263851] yes=33,no=34,missing=33,gain=4.29451847,cover=29927
- 33:[Ecc<1.15906882] yes=67,no=68,missing=68,gain=4.97277832,cover=5677
- 67:leaf=-0.00218455796,cover=0
- 68:leaf=0.0025014712,cover=0
- 34:[PialArea5<1.06921077] yes=69,no=70,missing=69,gain=1.87548077,cover=24250
- 69:leaf=0.000532982231,cover=0
- 70:leaf=-0.00181967008,cover=0
- 8:[Area5<0.633885562] yes=17,no=18,missing=17,gain=6.05232286,cover=175215
- 17:[Area5<0.513795495] yes=35,no=36,missing=35,gain=3.36888123,cover=119031
- 35:[Ecc<4.33753681] yes=71,no=72,missing=71,gain=7.2332859,cover=38125
- 71:leaf=-0.000627156987,cover=0
- 72:leaf=0.000750757521,cover=0
- 36:[PialArea5<0.715215623] yes=73,no=74,missing=73,gain=3.81255817,cover=80906
- 73:leaf=-0.00146924367,cover=0
- 74:leaf=-0.000402492296,cover=0
- 18:[Pol<9.44515038] yes=37,no=38,missing=37,gain=2.50189877,cover=56184
- 37:[Ecc<12.7231894] yes=75,no=76,missing=75,gain=1.67661333,cover=8292
- 75:leaf=-0.00107119314,cover=0
- 76:leaf=0.000395056646,cover=0
- 38:[MidArea5<0.730430186] yes=77,no=78,missing=77,gain=2.16490078,cover=47892
- 77:leaf=-0.000528052449,cover=0
- 78:leaf=0.000542202732,cover=0
- 4:[Sulc0<-0.673217118] yes=9,no=10,missing=10,gain=6.59971333,cover=94179
- 9:[LGI5<2.48931384] yes=19,no=20,missing=20,gain=4.56966448,cover=58886
- 19:[Pol<57.8577347] yes=39,no=40,missing=39,gain=4.30131721,cover=26051
- 39:[LGI5<2.36851335] yes=79,no=80,missing=80,gain=2.3631165,cover=10086
- 79:leaf=-0.000744393095,cover=0
- 80:leaf=0.000790065737,cover=0
- 40:[Area5<0.504816413] yes=81,no=82,missing=81,gain=4.41926956,cover=15965
- 81:leaf=0.000524103292,cover=0
- 82:leaf=0.00219416083,cover=0
- 20:[Area5<0.619086087] yes=41,no=42,missing=41,gain=7.55347586,cover=32835
- 41:[PialCurv5<-0.119053185] yes=83,no=84,missing=83,gain=3.9313817,cover=19914
- 83:leaf=-0.000377145421,cover=0
- 84:leaf=-0.00215507229,cover=0
- 42:[PialCurv5<-0.0441194475] yes=85,no=86,missing=85,gain=2.62808847,cover=12921
- 85:leaf=0.000887083297,cover=0
- 86:leaf=-0.00820401311,cover=0
- 10:[Curv5<-0.350989401] yes=21,no=22,missing=22,gain=8.48475075,cover=35293
- 21:[Ecc<3.35458159] yes=43,no=44,missing=44,gain=2.07757139,cover=3845
- 43:[Pol<97.3566132] yes=87,no=88,missing=87,gain=2.78625321,cover=206
- 87:leaf=-0.0100021763,cover=0
- 88:leaf=0.00231959485,cover=0
- 44:[LGI5<2.32613516] yes=89,no=90,missing=89,gain=2.42606115,cover=3639
- 89:leaf=0.00677187229,cover=0
- 90:leaf=-0.00101308466,cover=0
- 22:[Ecc<1.79549146] yes=45,no=46,missing=46,gain=4.85780525,cover=31448
- 45:[Area5<0.4695113] yes=91,no=92,missing=91,gain=0.938616753,cover=1357
- 91:leaf=-0.00300774327,cover=0
- 92:leaf=-0.000355307566,cover=0
- 46:[PialCurv5<-0.119850777] yes=93,no=94,missing=94,gain=4.60963821,cover=30091
- 93:leaf=0.00110398838,cover=0
- 94:leaf=0.00240929215,cover=0
- 2:[PialCurv5<-0.167439327] yes=5,no=6,missing=6,gain=10.2294779,cover=4821359
- 5:[Curv5<-0.22713457] yes=11,no=12,missing=12,gain=11.8998365,cover=23809
- 11:[PialCurv5<-0.181738108] yes=23,no=24,missing=23,gain=2.70017529,cover=17693
- 23:[LGI5<2.95092106] yes=47,no=48,missing=47,gain=1.66159844,cover=4720
- 47:[Area5<0.864337862] yes=95,no=96,missing=95,gain=2.06709242,cover=3159
- 95:leaf=0.000464652578,cover=0
- 96:leaf=0.00690367445,cover=0
- 48:[LGI5<3.21041465] yes=97,no=98,missing=98,gain=2.5976119,cover=1561
- 97:leaf=0.00479429215,cover=0
- 98:leaf=0.000714754278,cover=0
- 24:[Curv5<-0.247622609] yes=49,no=50,missing=49,gain=1.84997463,cover=12973
- 49:[Area5<0.489361584] yes=99,no=100,missing=99,gain=1.12223744,cover=8343
- 99:leaf=0.00116421108,cover=0
- 100:leaf=-0.000659737212,cover=0
- 50:[Area5<0.987501919] yes=101,no=102,missing=101,gain=1.39096582,cover=4630
- 101:leaf=0.000864260772,cover=0
- 102:leaf=-0.00993808266,cover=0
- 12:[Ecc<21.0377083] yes=25,no=26,missing=25,gain=5.5586834,cover=6116
- 25:[MidArea5<0.628216386] yes=51,no=52,missing=52,gain=6.10285759,cover=5213
- 51:[Ecc<9.38688755] yes=103,no=104,missing=103,gain=2.66991425,cover=1137
- 103:leaf=-0.000785367272,cover=0
- 104:leaf=0.00565435179,cover=0
- 52:[Curv5<-0.198884338] yes=105,no=106,missing=106,gain=4.82974625,cover=4076
- 105:leaf=0.00308462768,cover=0
- 106:leaf=0.0066200234,cover=0
- 26:[Curv5<-0.0816265643] yes=53,no=54,missing=53,gain=2.34305143,cover=903
- 53:[Area5<0.72867924] yes=107,no=108,missing=107,gain=1.68693137,cover=789
- 107:leaf=0.00242771721,cover=0
- 108:leaf=-0.0022015979,cover=0
- 54:[PialArea5<0.643814564] yes=109,no=110,missing=110,gain=3.59189343,cover=114
- 109:leaf=-0.00150039804,cover=0
- 110:leaf=-0.0207260307,cover=0
- 6:[PialArea5<0.450022906] yes=13,no=14,missing=13,gain=4.72892141,cover=4797550
- 13:[PialCurv5<-0.00763805071] yes=27,no=28,missing=27,gain=13.4214287,cover=663800
- 27:[LGI5<3.78836131] yes=55,no=56,missing=56,gain=3.20008183,cover=7421
- 55:[Ecc<1.91022825] yes=111,no=112,missing=111,gain=2.69708443,cover=7299
- 111:leaf=-0.000134290705,cover=0
- 112:leaf=-0.00240312214,cover=0
- 56:[Pol<130.822815] yes=113,no=114,missing=113,gain=6.19908237,cover=122
- 113:leaf=-0.0142420186,cover=0
- 114:leaf=0.0192128811,cover=0
- 28:[Pol<80.8913651] yes=57,no=58,missing=57,gain=11.9372616,cover=656379
- 57:[Curv5<0.107059956] yes=115,no=116,missing=115,gain=15.0319138,cover=70768
- 115:leaf=0.00235983939,cover=0
- 116:leaf=0.000416283641,cover=0
- 58:[Pol<112.359543] yes=117,no=118,missing=117,gain=14.4199286,cover=585611
- 117:leaf=-6.65255284e-05,cover=0
- 118:leaf=0.000553358812,cover=0
- 14:[Curv5<0.0778492987] yes=29,no=30,missing=29,gain=9.68752575,cover=4133750
- 29:[Sulc0<0.392869562] yes=59,no=60,missing=59,gain=17.7297401,cover=3493227
- 59:[Area5<0.604913712] yes=119,no=120,missing=120,gain=10.507843,cover=3308866
- 119:leaf=0.000133198497,cover=0
- 120:leaf=-7.8440069e-05,cover=0
- 60:[PialCurv5<0.175003663] yes=121,no=122,missing=122,gain=14.867403,cover=184361
- 121:leaf=0.000570154283,cover=0
- 122:leaf=-0.00162465672,cover=0
- 30:[Pol<48.3047981] yes=61,no=62,missing=61,gain=14.0691805,cover=640523
- 61:[PialCurv5<0.0987490341] yes=123,no=124,missing=123,gain=26.0372581,cover=21782
- 123:leaf=0.00415002042,cover=0
- 124:leaf=7.51860134e-05,cover=0
- 62:[LGI5<2.95092106] yes=125,no=126,missing=125,gain=15.9043884,cover=618741
- 125:leaf=-7.56854861e-05,cover=0
- 126:leaf=-0.000609906972,cover=0
-booster[363]:
-0:[PialArea5<0.898016751] yes=1,no=2,missing=2,gain=3.88734031,cover=5124388
- 1:[PialArea5<0.511941612] yes=3,no=4,missing=3,gain=6.28643608,cover=3408659
- 3:[Area5<0.619086087] yes=7,no=8,missing=8,gain=20.7117786,cover=949259
- 7:[Ecc<7.08616447] yes=15,no=16,missing=15,gain=6.82676506,cover=164747
- 15:[LGI5<2.92358446] yes=31,no=32,missing=31,gain=6.35896158,cover=93859
- 31:[Pol<121.397697] yes=63,no=64,missing=63,gain=3.46698475,cover=92758
- 63:leaf=-0.000384841551,cover=0
- 64:leaf=0.000299425214,cover=0
- 32:[Pol<130.822815] yes=65,no=66,missing=65,gain=6.57920885,cover=1101
- 65:leaf=0.00195479346,cover=0
- 66:leaf=0.0125779426,cover=0
- 16:[LGI5<2.46595764] yes=33,no=34,missing=33,gain=13.6816559,cover=70888
- 33:[Sulc0<0.184694022] yes=67,no=68,missing=67,gain=9.210289,cover=2722
- 67:leaf=-0.0100059276,cover=0
- 68:leaf=-0.00279923133,cover=0
- 34:[PialCurv5<0.0193316489] yes=69,no=70,missing=70,gain=7.48684406,cover=68166
- 69:leaf=-0.00194446766,cover=0
- 70:leaf=-0.000448519277,cover=0
- 8:[Pol<119.248337] yes=17,no=18,missing=18,gain=27.6329536,cover=784512
- 17:[Curv5<0.0168606453] yes=35,no=36,missing=35,gain=27.7887707,cover=689999
- 35:[Pol<87.9431763] yes=71,no=72,missing=72,gain=11.698101,cover=7266
- 71:leaf=-0.000927067071,cover=0
- 72:leaf=-0.00494170235,cover=0
- 36:[Pol<82.8478928] yes=73,no=74,missing=73,gain=21.7982216,cover=682733
- 73:leaf=0.000730471394,cover=0
- 74:leaf=-1.99552724e-05,cover=0
- 18:[Curv5<0.166947007] yes=37,no=38,missing=37,gain=11.9472084,cover=94513
- 37:[PialCurv5<0.00236006663] yes=75,no=76,missing=76,gain=7.43885422,cover=65613
- 75:leaf=-0.00090874033,cover=0
- 76:leaf=0.00148521177,cover=0
- 38:[Ecc<30.4150848] yes=77,no=78,missing=77,gain=5.02890921,cover=28900
- 77:leaf=4.30052387e-05,cover=0
- 78:leaf=0.00461689709,cover=0
- 4:[Curv5<0.0615303926] yes=9,no=10,missing=9,gain=12.0289259,cover=2459400
- 9:[Sulc0<0.32645905] yes=19,no=20,missing=20,gain=21.9798145,cover=1912248
- 19:[PialCurv5<-0.111886919] yes=39,no=40,missing=40,gain=10.868391,cover=1753271
- 39:[Curv5<-0.185332045] yes=79,no=80,missing=79,gain=41.2024803,cover=449774
- 79:leaf=-2.34277559e-05,cover=0
- 80:leaf=0.00149105699,cover=0
- 40:[Area5<0.596935391] yes=81,no=82,missing=82,gain=22.2324066,cover=1303497
- 81:leaf=0.000217519148,cover=0
- 82:leaf=-0.000257998385,cover=0
- 20:[Area5<0.716575325] yes=41,no=42,missing=41,gain=18.3331318,cover=158977
- 41:[Curv5<-0.153417632] yes=83,no=84,missing=84,gain=14.9047966,cover=80893
- 83:leaf=-0.00307373935,cover=0
- 84:leaf=0.00118752324,cover=0
- 42:[LGI5<3.48966408] yes=85,no=86,missing=85,gain=8.46482944,cover=78084
- 85:leaf=0.000229805737,cover=0
- 86:leaf=-0.00118983025,cover=0
- 10:[Area5<0.694293797] yes=21,no=22,missing=21,gain=18.1967907,cover=547152
- 21:[Curv5<0.110890195] yes=43,no=44,missing=43,gain=9.6176796,cover=156469
- 43:[PialArea5<0.788206637] yes=87,no=88,missing=88,gain=6.31254959,cover=100861
- 87:leaf=-0.00107030338,cover=0
- 88:leaf=0.00254398398,cover=0
- 44:[PialArea5<0.676429033] yes=89,no=90,missing=89,gain=10.5395594,cover=55608
- 89:leaf=-0.000339491497,cover=0
- 90:leaf=0.00338153052,cover=0
- 22:[PialCurv5<0.074624911] yes=45,no=46,missing=45,gain=23.9135132,cover=390683
- 45:[Pol<73.3354874] yes=91,no=92,missing=91,gain=36.3115387,cover=29240
- 91:leaf=0.00408401759,cover=0
- 92:leaf=0.000171619817,cover=0
- 46:[LGI5<2.95092106] yes=93,no=94,missing=93,gain=21.4737415,cover=361443
- 93:leaf=0.000118064017,cover=0
- 94:leaf=-0.00066328817,cover=0
- 2:[Sulc0<0.110320561] yes=5,no=6,missing=6,gain=7.24255896,cover=1715729
- 5:[Area5<0.846071243] yes=11,no=12,missing=12,gain=7.03510666,cover=1650390
- 11:[Curv5<-0.0156469513] yes=23,no=24,missing=23,gain=6.43829727,cover=1563895
- 23:[PialCurv5<0.0128733069] yes=47,no=48,missing=47,gain=8.3661623,cover=1515860
- 47:[Area5<0.644818127] yes=95,no=96,missing=96,gain=5.87761831,cover=1497145
- 95:leaf=0.000182664182,cover=0
- 96:leaf=-3.19990941e-05,cover=0
- 48:[Pol<96.2546158] yes=97,no=98,missing=97,gain=8.24802876,cover=18715
- 97:leaf=0.00211436674,cover=0
- 98:leaf=1.40214806e-05,cover=0
- 24:[PialCurv5<-0.00763805071] yes=49,no=50,missing=50,gain=40.2406311,cover=48035
- 49:[Area5<0.600206077] yes=99,no=100,missing=100,gain=13.1257019,cover=6767
- 99:leaf=-0.0134226773,cover=0
- 100:leaf=0.00448312843,cover=0
- 50:[Ecc<8.41855335] yes=101,no=102,missing=102,gain=13.0618773,cover=41268
- 101:leaf=0.000806073775,cover=0
- 102:leaf=-0.000996161136,cover=0
- 12:[PialArea5<1.25128293] yes=25,no=26,missing=25,gain=7.33339834,cover=86495
- 25:[Pol<47.409153] yes=51,no=52,missing=52,gain=8.02447033,cover=41381
- 51:[Ecc<12.7231894] yes=103,no=104,missing=103,gain=4.11196947,cover=16049
- 103:leaf=-0.000743354962,cover=0
- 104:leaf=0.000862222107,cover=0
- 52:[LGI5<2.38303256] yes=105,no=106,missing=105,gain=3.85902596,cover=25332
- 105:leaf=0.000132865374,cover=0
- 106:leaf=-0.00167610403,cover=0
- 26:[Pol<52.7894325] yes=53,no=54,missing=53,gain=4.09327698,cover=45114
- 53:[LGI5<3.06739473] yes=107,no=108,missing=107,gain=4.98900986,cover=32492
- 107:leaf=-0.000629415212,cover=0
- 108:leaf=0.00076828181,cover=0
- 54:[Pol<171.401581] yes=109,no=110,missing=109,gain=4.39393902,cover=12622
- 109:leaf=0.00133201492,cover=0
- 110:leaf=-0.000850436918,cover=0
- 6:[Area5<0.765896857] yes=13,no=14,missing=13,gain=6.30435658,cover=65339
- 13:[Pol<163.830338] yes=27,no=28,missing=27,gain=5.20424843,cover=30829
- 27:[PialCurv5<0.0044251224] yes=55,no=56,missing=55,gain=6.02797127,cover=27999
- 55:[Curv5<-0.00633975025] yes=111,no=112,missing=112,gain=19.2738571,cover=19630
- 111:leaf=0.00140865101,cover=0
- 112:leaf=0.00834389776,cover=0
- 56:[Curv5<-0.0343657099] yes=113,no=114,missing=113,gain=8.66083908,cover=8369
- 113:leaf=0.00433904445,cover=0
- 114:leaf=-0.000441746175,cover=0
- 28:[Curv5<-0.146701202] yes=57,no=58,missing=57,gain=3.70024776,cover=2830
- 57:[LGI5<2.81919122] yes=115,no=116,missing=115,gain=3.48108482,cover=666
- 115:leaf=0.0181454401,cover=0
- 116:leaf=0.00148429873,cover=0
- 58:[LGI5<3.51961541] yes=117,no=118,missing=118,gain=2.808846,cover=2164
- 117:leaf=-0.00102807966,cover=0
- 118:leaf=-0.0054746992,cover=0
- 14:[LGI5<3.78836131] yes=29,no=30,missing=30,gain=6.18039942,cover=34510
- 29:[MidArea5<0.93444854] yes=59,no=60,missing=59,gain=4.04061222,cover=33870
- 59:[Pol<143.959366] yes=119,no=120,missing=119,gain=1.84592581,cover=24329
- 119:leaf=-0.00052052096,cover=0
- 120:leaf=0.000628002745,cover=0
- 60:[Ecc<24.7238369] yes=121,no=122,missing=122,gain=3.04713082,cover=9541
- 121:leaf=0.0021205896,cover=0
- 122:leaf=0.000242823735,cover=0
- 30:[Ecc<32.6813126] yes=61,no=62,missing=61,gain=2.85412455,cover=640
- 61:[Pol<76.1517639] yes=123,no=124,missing=123,gain=3.43562031,cover=278
- 123:leaf=0.0183832441,cover=0
- 124:leaf=0.00553553179,cover=0
- 62:[PialCurv5<0.064168714] yes=125,no=126,missing=125,gain=1.82909107,cover=362
- 125:leaf=0.000843366259,cover=0
- 126:leaf=0.0125777675,cover=0
-booster[364]:
-0:[PialArea5<0.931472182] yes=1,no=2,missing=2,gain=3.56639409,cover=5124388
- 1:[MidArea5<1.06072605] yes=3,no=4,missing=3,gain=6.32420921,cover=3651638
- 3:[LGI5<3.84897733] yes=7,no=8,missing=7,gain=6.29855919,cover=3651080
- 7:[Pol<177.729218] yes=15,no=16,missing=16,gain=6.18744659,cover=3618390
- 15:[Sulc0<-0.244882882] yes=31,no=32,missing=31,gain=6.37230492,cover=3577191
- 31:[Ecc<5.72519016] yes=63,no=64,missing=63,gain=16.8640575,cover=1285405
- 63:leaf=4.64536715e-05,cover=0
- 64:leaf=-0.000317622762,cover=0
- 32:[Curv5<0.0554658733] yes=65,no=66,missing=65,gain=9.82166672,cover=2291786
- 65:leaf=0.000151399596,cover=0
- 66:leaf=-6.08306218e-05,cover=0
- 16:[Area5<0.7084831] yes=33,no=34,missing=34,gain=4.30657578,cover=41199
- 33:[LGI5<2.81359315] yes=67,no=68,missing=67,gain=3.05226994,cover=32498
- 67:leaf=-0.000164503508,cover=0
- 68:leaf=0.000804632262,cover=0
- 34:[MidArea5<0.759348273] yes=69,no=70,missing=69,gain=2.69845963,cover=8701
- 69:leaf=0.00234050653,cover=0
- 70:leaf=0.000561734952,cover=0
- 8:[Sulc0<0.717745602] yes=17,no=18,missing=17,gain=14.3222055,cover=32690
- 17:[Pol<146.864227] yes=35,no=36,missing=35,gain=11.0650864,cover=25505
- 35:[MidArea5<0.603350997] yes=71,no=72,missing=71,gain=4.07002831,cover=19679
- 71:leaf=-0.00311665144,cover=0
- 72:leaf=-0.00143505051,cover=0
- 36:[Curv5<-0.0109836133] yes=73,no=74,missing=73,gain=10.7320604,cover=5826
- 73:leaf=-0.000208239609,cover=0
- 74:leaf=0.00606650813,cover=0
- 18:[PialCurv5<-0.0330938511] yes=37,no=38,missing=37,gain=4.7024498,cover=7185
- 37:[MidArea5<0.608749926] yes=75,no=76,missing=76,gain=0.241384029,cover=23
- 75:leaf=-0.00976429787,cover=0
- 76:leaf=-0.0239940751,cover=0
- 38:[Ecc<25.1292973] yes=77,no=78,missing=77,gain=4.33873701,cover=7162
- 77:leaf=-0.000339796155,cover=0
- 78:leaf=0.00223559723,cover=0
- 4:[LGI5<2.89660096] yes=9,no=10,missing=10,gain=2.55568361,cover=558
- 9:[Ecc<3.8768425] yes=19,no=20,missing=19,gain=1.76224148,cover=360
- 19:[LGI5<2.47959709] yes=39,no=40,missing=40,gain=1.10418105,cover=276
- 39:[Curv5<0.0798443258] yes=79,no=80,missing=79,gain=0.898611128,cover=203
- 79:leaf=-0.00110262597,cover=0
- 80:leaf=0.00560656982,cover=0
- 40:[Pol<114.432869] yes=81,no=82,missing=82,gain=1.13912892,cover=73
- 81:leaf=7.22291807e-05,cover=0
- 82:leaf=0.0138358837,cover=0
- 20:[Pol<134.081207] yes=41,no=42,missing=41,gain=0.926818013,cover=84
- 41:[Ecc<5.72519016] yes=83,no=84,missing=83,gain=0.357876301,cover=76
- 83:leaf=-0.00518008415,cover=0
- 84:leaf=0.00160680979,cover=0
- 42:leaf=-0.0187240504,cover=0
- 10:[LGI5<3.23225117] yes=21,no=22,missing=21,gain=2.80612993,cover=198
- 21:[Curv5<0.107059956] yes=43,no=44,missing=44,gain=0.584425926,cover=100
- 43:[PialCurv5<0.054317683] yes=85,no=86,missing=85,gain=0.150402665,cover=30
- 85:leaf=0.0143052116,cover=0
- 86:leaf=0.00631579524,cover=0
- 44:[Sulc0<0.74744761] yes=87,no=88,missing=88,gain=0.343580246,cover=70
- 87:leaf=0.00650508329,cover=0
- 88:leaf=0.0194257349,cover=0
- 22:[PialCurv5<0.178517133] yes=45,no=46,missing=45,gain=0.834382534,cover=98
- 45:[Ecc<41.2560654] yes=89,no=90,missing=89,gain=0.637459517,cover=57
- 89:leaf=0.0101744756,cover=0
- 90:leaf=-0.00296705565,cover=0
- 46:[PialCurv5<0.241144046] yes=91,no=92,missing=91,gain=0.25937143,cover=41
- 91:leaf=-0.00431906525,cover=0
- 92:leaf=0.00398508366,cover=0
- 2:[Sulc0<0.176289052] yes=5,no=6,missing=6,gain=4.89138889,cover=1472750
- 5:[Area5<0.987501919] yes=11,no=12,missing=12,gain=6.00669384,cover=1442798
- 11:[MidArea5<1.21578133] yes=23,no=24,missing=24,gain=5.08106041,cover=1430765
- 23:[Area5<0.827407002] yes=47,no=48,missing=47,gain=4.33411121,cover=1418094
- 47:[Sulc0<-0.557882011] yes=93,no=94,missing=94,gain=4.49298573,cover=1317838
- 93:leaf=2.90234584e-06,cover=0
- 94:leaf=0.000191962929,cover=0
- 48:[PialArea5<1.23851824] yes=95,no=96,missing=96,gain=3.49338651,cover=100256
- 95:leaf=-0.000525208772,cover=0
- 96:leaf=6.94628834e-05,cover=0
- 24:[Area5<0.701312602] yes=49,no=50,missing=49,gain=3.03469133,cover=12671
- 49:[Ecc<2.73602629] yes=97,no=98,missing=98,gain=1.83285713,cover=635
- 97:leaf=0.00166612759,cover=0
- 98:leaf=0.00704312092,cover=0
- 50:[LGI5<2.81359315] yes=99,no=100,missing=100,gain=1.95858645,cover=12036
- 99:leaf=0.00130637328,cover=0
- 100:leaf=-7.49510364e-05,cover=0
- 12:[MidArea5<1.06072605] yes=25,no=26,missing=25,gain=3.58910608,cover=12033
- 25:[Ecc<2.31110334] yes=51,no=52,missing=52,gain=1.61967611,cover=1085
- 51:[Pol<121.948479] yes=101,no=102,missing=101,gain=1.45706797,cover=415
- 101:leaf=-0.00335120293,cover=0
- 102:leaf=0.00300467736,cover=0
- 52:[Ecc<14.28263] yes=103,no=104,missing=103,gain=2.37025118,cover=670
- 103:leaf=-0.00631130254,cover=0
- 104:leaf=0.00355858332,cover=0
- 26:[Pol<163.028091] yes=53,no=54,missing=54,gain=2.25257468,cover=10948
- 53:[Pol<116.093399] yes=105,no=106,missing=105,gain=2.84884834,cover=9976
- 105:leaf=-0.000505461066,cover=0
- 106:leaf=-0.00242205686,cover=0
- 54:[Ecc<34.5416374] yes=107,no=108,missing=107,gain=4.9713788,cover=972
- 107:leaf=0.00254652882,cover=0
- 108:leaf=-0.0107728103,cover=0
- 6:[LGI5<3.74316525] yes=13,no=14,missing=14,gain=5.52485561,cover=29952
- 13:[Ecc<21.3640327] yes=27,no=28,missing=27,gain=2.99916482,cover=28919
- 27:[PialCurv5<-0.123971827] yes=55,no=56,missing=56,gain=5.56899929,cover=7623
- 55:[Pol<101.159882] yes=109,no=110,missing=109,gain=1.6518383,cover=28
- 109:leaf=0.0274002198,cover=0
- 110:leaf=-0.00923990179,cover=0
- 56:[Pol<71.8249207] yes=111,no=112,missing=111,gain=3.59226274,cover=7595
- 111:leaf=-0.00122986804,cover=0
- 112:leaf=0.00179748295,cover=0
- 28:[LGI5<2.8746686] yes=57,no=58,missing=57,gain=5.71862793,cover=21296
- 57:[Pol<104.929901] yes=113,no=114,missing=113,gain=7.98580647,cover=2702
- 113:leaf=-0.00350479013,cover=0
- 114:leaf=0.00267081591,cover=0
- 58:[Ecc<36.5542564] yes=115,no=116,missing=116,gain=3.44990468,cover=18594
- 115:leaf=-0.000276753301,cover=0
- 116:leaf=0.00112038886,cover=0
- 14:[Ecc<41.2560654] yes=29,no=30,missing=29,gain=5.41665888,cover=1033
- 29:[Pol<21.2328167] yes=59,no=60,missing=59,gain=1.60626602,cover=624
- 59:[Curv5<0.0278947372] yes=117,no=118,missing=118,gain=0.892838955,cover=6
- 117:leaf=-0.00672028679,cover=0
- 118:leaf=0.038612213,cover=0
- 60:[Sulc0<0.299089104] yes=119,no=120,missing=119,gain=1.71381092,cover=618
- 119:leaf=0.00454751542,cover=0
- 120:leaf=0.00986467581,cover=0
- 30:[Pol<16.156723] yes=61,no=62,missing=62,gain=2.88907766,cover=409
- 61:[Area5<0.761842728] yes=121,no=122,missing=121,gain=3.68270755,cover=30
- 121:leaf=0.0361794941,cover=0
- 122:leaf=0.000757704955,cover=0
- 62:[Area5<0.827407002] yes=123,no=124,missing=123,gain=1.74776912,cover=379
- 123:leaf=-0.0033702862,cover=0
- 124:leaf=0.00437901868,cover=0
-booster[365]:
-0:[Curv5<-0.275784403] yes=1,no=2,missing=1,gain=3.70620155,cover=5124388
- 1:[PialCurv5<-0.149745584] yes=3,no=4,missing=4,gain=5.6592617,cover=242979
- 3:[Curv5<-0.39144522] yes=7,no=8,missing=7,gain=6.65099669,cover=153123
- 7:[LGI5<3.60428405] yes=15,no=16,missing=15,gain=1.76905203,cover=16275
- 15:[Ecc<1.15906882] yes=31,no=32,missing=31,gain=1.71515179,cover=15917
- 31:[LGI5<2.49934268] yes=63,no=64,missing=63,gain=3.12567186,cover=517
- 63:leaf=0.000248521392,cover=0
- 64:leaf=-0.00918574445,cover=0
- 32:[PialArea5<1.00930154] yes=65,no=66,missing=66,gain=1.99183655,cover=15400
- 65:leaf=0.00124943862,cover=0
- 66:leaf=-0.00168025051,cover=0
- 16:[Area5<0.66211915] yes=33,no=34,missing=33,gain=1.19202185,cover=358
- 33:[Ecc<36.5542564] yes=67,no=68,missing=68,gain=1.07254875,cover=328
- 67:leaf=-0.00436092494,cover=0
- 68:leaf=0.00491623068,cover=0
- 34:[Pol<18.1680222] yes=69,no=70,missing=69,gain=0.12069118,cover=30
- 69:leaf=-0.00609959383,cover=0
- 70:leaf=0.00751567632,cover=0
- 8:[Ecc<7.18838644] yes=17,no=18,missing=17,gain=5.18835735,cover=136848
- 17:[LGI5<3.15728688] yes=35,no=36,missing=36,gain=4.74071693,cover=64335
- 35:[Sulc0<-0.475189745] yes=71,no=72,missing=71,gain=4.36891985,cover=63444
- 71:leaf=-0.000484547083,cover=0
- 72:leaf=0.00132555608,cover=0
- 36:[Ecc<5.66086149] yes=73,no=74,missing=73,gain=1.85010576,cover=891
- 73:leaf=-0.00902475417,cover=0
- 74:leaf=-0.00300512766,cover=0
- 18:[Ecc<32.0879669] yes=37,no=38,missing=37,gain=5.7894311,cover=72513
- 37:[Area5<0.682363749] yes=75,no=76,missing=76,gain=2.68448997,cover=62940
- 75:leaf=0.000212274652,cover=0
- 76:leaf=0.00109651999,cover=0
- 38:[Sulc0<0.0850813463] yes=77,no=78,missing=78,gain=3.33632493,cover=9573
- 77:leaf=-0.00072369416,cover=0
- 78:leaf=-0.00459918007,cover=0
- 4:[Area5<0.643796742] yes=9,no=10,missing=10,gain=5.06286144,cover=89856
- 9:[Pol<67.3859482] yes=19,no=20,missing=19,gain=5.67430305,cover=71620
- 19:[PialCurv5<-0.0758950338] yes=39,no=40,missing=39,gain=2.51872754,cover=28620
- 39:[Area5<0.462054074] yes=79,no=80,missing=80,gain=1.57691336,cover=28016
- 79:leaf=-0.00118557212,cover=0
- 80:leaf=-2.31206977e-05,cover=0
- 40:[LGI5<2.87999082] yes=81,no=82,missing=81,gain=2.73848271,cover=604
- 81:leaf=-0.00689246738,cover=0
- 82:leaf=-0.000160753785,cover=0
- 20:[Pol<110.811417] yes=41,no=42,missing=42,gain=7.21057081,cover=43000
- 41:[Area5<0.4695113] yes=83,no=84,missing=84,gain=5.64623165,cover=5297
- 83:leaf=0.00040230999,cover=0
- 84:leaf=0.00373602216,cover=0
- 42:[PialArea5<0.584843099] yes=85,no=86,missing=85,gain=3.31406188,cover=37703
- 85:leaf=-0.00221467786,cover=0
- 86:leaf=0.000519436551,cover=0
- 10:[PialCurv5<-0.08490628] yes=21,no=22,missing=21,gain=2.62870884,cover=18236
- 21:[PialArea5<1.18617713] yes=43,no=44,missing=43,gain=3.07504368,cover=17608
- 43:[Sulc0<0.272107065] yes=87,no=88,missing=87,gain=2.4636879,cover=13797
- 87:leaf=0.00175404304,cover=0
- 88:leaf=-0.0084022833,cover=0
- 44:[Ecc<21.0377083] yes=89,no=90,missing=89,gain=2.60835886,cover=3811
- 89:leaf=-0.000233464336,cover=0
- 90:leaf=0.005151283,cover=0
- 22:[Ecc<6.35379457] yes=45,no=46,missing=46,gain=1.89588881,cover=628
- 45:[Pol<50.1003532] yes=91,no=92,missing=91,gain=2.2905302,cover=170
- 91:leaf=0.00819703285,cover=0
- 92:leaf=-0.00335265952,cover=0
- 46:[LGI5<2.77389717] yes=93,no=94,missing=93,gain=1.28973985,cover=458
- 93:leaf=0.00223473157,cover=0
- 94:leaf=-0.00479911035,cover=0
- 2:[PialCurv5<-0.175695807] yes=5,no=6,missing=5,gain=6.82373762,cover=4881409
- 5:[Ecc<22.4429302] yes=11,no=12,missing=11,gain=2.71743011,cover=15331
- 11:[LGI5<2.93978119] yes=23,no=24,missing=24,gain=5.12283421,cover=13407
- 23:[Ecc<4.46987629] yes=47,no=48,missing=48,gain=2.97200441,cover=9641
- 47:[MidArea5<1.09619975] yes=95,no=96,missing=95,gain=2.78722429,cover=3860
- 95:leaf=0.00194109359,cover=0
- 96:leaf=-0.00812996831,cover=0
- 48:[Area5<0.864337862] yes=97,no=98,missing=97,gain=5.67712021,cover=5781
- 97:leaf=-0.000373110845,cover=0
- 98:leaf=0.00717333052,cover=0
- 24:[Curv5<-0.2435821] yes=49,no=50,missing=50,gain=3.84120941,cover=3766
- 49:[PialCurv5<-0.190801308] yes=99,no=100,missing=99,gain=1.55070138,cover=2436
- 99:leaf=0.00361289573,cover=0
- 100:leaf=0.000855390565,cover=0
- 50:[MidArea5<1.07671547] yes=101,no=102,missing=101,gain=3.40304089,cover=1330
- 101:leaf=0.00557991676,cover=0
- 102:leaf=-0.00634338195,cover=0
- 12:[Area5<0.767325044] yes=25,no=26,missing=25,gain=1.81716192,cover=1924
- 25:[Curv5<-0.106344692] yes=51,no=52,missing=51,gain=1.73400676,cover=1595
- 51:[Area5<0.661233962] yes=103,no=104,missing=104,gain=1.14808345,cover=1486
- 103:leaf=-0.00101076835,cover=0
- 104:leaf=0.00176913477,cover=0
- 52:[PialArea5<0.643814564] yes=105,no=106,missing=105,gain=1.51332939,cover=109
- 105:leaf=-0.00186929223,cover=0
- 106:leaf=-0.0143135386,cover=0
- 26:[LGI5<3.02536297] yes=53,no=54,missing=53,gain=1.49895954,cover=329
- 53:[Sulc0<-0.920149088] yes=107,no=108,missing=108,gain=0.689240932,cover=71
- 107:leaf=0.00504889293,cover=0
- 108:leaf=-0.0119617572,cover=0
- 54:[Ecc<27.7987404] yes=109,no=110,missing=109,gain=0.7657727,cover=258
- 109:leaf=0.00157368591,cover=0
- 110:leaf=-0.00420168368,cover=0
- 6:[Sulc0<-0.87967056] yes=13,no=14,missing=13,gain=4.36959648,cover=4866078
- 13:[LGI5<3.3215456] yes=27,no=28,missing=27,gain=5.91962433,cover=401710
- 27:[Pol<136.792099] yes=55,no=56,missing=56,gain=4.88917255,cover=367345
- 55:[Ecc<13.8847265] yes=111,no=112,missing=112,gain=3.30969167,cover=241129
- 111:leaf=-4.32138513e-05,cover=0
- 112:leaf=-0.000729814172,cover=0
- 56:[Area5<0.864337862] yes=113,no=114,missing=113,gain=4.85454559,cover=126216
- 113:leaf=-0.000508892117,cover=0
- 114:leaf=0.00303837587,cover=0
- 28:[Pol<18.1680222] yes=57,no=58,missing=57,gain=1.7523191,cover=34365
- 57:[Ecc<6.76014757] yes=115,no=116,missing=116,gain=1.60355508,cover=12046
- 115:leaf=0.00433356641,cover=0
- 116:leaf=-0.000105483996,cover=0
- 58:[Curv5<-0.174421206] yes=117,no=118,missing=118,gain=1.61508322,cover=22319
- 117:leaf=0.000594636716,cover=0
- 118:leaf=0.00217328896,cover=0
- 14:[LGI5<2.36851335] yes=29,no=30,missing=29,gain=7.00117683,cover=4464368
- 29:[Ecc<10.569519] yes=59,no=60,missing=60,gain=6.79060745,cover=498717
- 59:[Curv5<0.147363082] yes=119,no=120,missing=120,gain=4.80288219,cover=496600
- 119:leaf=0.000251330173,cover=0
- 120:leaf=-0.000204406912,cover=0
- 60:[Pol<125.881905] yes=121,no=122,missing=122,gain=3.07212877,cover=2117
- 121:leaf=-0.00140976592,cover=0
- 122:leaf=-0.00558071164,cover=0
- 30:[Pol<140.372742] yes=61,no=62,missing=61,gain=8.47460556,cover=3965651
- 61:[Sulc0<-0.130613819] yes=123,no=124,missing=123,gain=14.9864368,cover=3112263
- 123:leaf=-0.000196808469,cover=0
- 124:leaf=2.83319732e-05,cover=0
- 62:[Area5<0.700531542] yes=125,no=126,missing=125,gain=12.1438627,cover=853388
- 125:leaf=-2.48981705e-05,cover=0
- 126:leaf=0.000366372551,cover=0
-booster[366]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=1,gain=3.52213955,cover=5124388
- 1:[Area5<0.660333693] yes=3,no=4,missing=4,gain=3.06519818,cover=140394
- 3:[Pol<51.9018669] yes=7,no=8,missing=7,gain=1.32148385,cover=78964
- 7:[Pol<18.1680222] yes=15,no=16,missing=16,gain=1.54315138,cover=494
- 15:[LGI5<3.44046211] yes=31,no=32,missing=31,gain=0.525947988,cover=72
- 31:[Area5<0.604913712] yes=63,no=64,missing=63,gain=0.218659312,cover=60
- 63:leaf=0.00169022696,cover=0
- 64:leaf=-0.00442989962,cover=0
- 32:[PialCurv5<0.212141559] yes=65,no=66,missing=66,gain=0.526346266,cover=12
- 65:leaf=0.00738359103,cover=0
- 66:leaf=-0.0176627263,cover=0
- 16:[Ecc<2.8577323] yes=33,no=34,missing=34,gain=1.02085257,cover=422
- 33:[Sulc0<-0.0172607526] yes=67,no=68,missing=67,gain=0.379722267,cover=67
- 67:leaf=0.00279414048,cover=0
- 68:leaf=-0.00481973542,cover=0
- 34:[LGI5<3.60428405] yes=69,no=70,missing=70,gain=0.674154997,cover=355
- 69:leaf=0.00401377073,cover=0
- 70:leaf=0.010735333,cover=0
- 8:[LGI5<2.61980247] yes=17,no=18,missing=17,gain=1.55326736,cover=78470
- 17:[Pol<88.5531387] yes=35,no=36,missing=35,gain=3.35311604,cover=33947
- 35:[LGI5<2.16230083] yes=71,no=72,missing=71,gain=1.77377629,cover=1328
- 71:leaf=-0.00566867506,cover=0
- 72:leaf=0.00313644344,cover=0
- 36:[Ecc<8.35574818] yes=73,no=74,missing=74,gain=2.74435711,cover=32619
- 73:leaf=0.000289002637,cover=0
- 74:leaf=-0.00173496292,cover=0
- 18:[LGI5<2.74134016] yes=37,no=38,missing=37,gain=4.29912186,cover=44523
- 37:[Curv5<0.099404186] yes=75,no=76,missing=76,gain=2.67541122,cover=8999
- 75:leaf=-0.00565780187,cover=0
- 76:leaf=-0.000980841229,cover=0
- 38:[Pol<101.159882] yes=77,no=78,missing=78,gain=3.89479375,cover=35524
- 77:leaf=-0.000259132328,cover=0
- 78:leaf=0.000891357311,cover=0
- 4:[MidArea5<0.439916283] yes=9,no=10,missing=9,gain=6.82247353,cover=61430
- 9:[PialCurv5<0.493508637] yes=19,no=20,missing=19,gain=2.45227909,cover=576
- 19:[Ecc<9.50052643] yes=39,no=40,missing=39,gain=0.982467651,cover=447
- 39:[Sulc0<0.812575758] yes=79,no=80,missing=79,gain=1.20273113,cover=201
- 79:leaf=0.0155028701,cover=0
- 80:leaf=0.00731909135,cover=0
- 40:[LGI5<2.81919122] yes=81,no=82,missing=82,gain=0.942452192,cover=246
- 81:leaf=-0.00718932925,cover=0
- 82:leaf=0.00625154842,cover=0
- 20:[LGI5<3.15084362] yes=41,no=42,missing=42,gain=1.75842369,cover=129
- 41:[LGI5<3.08610082] yes=83,no=84,missing=83,gain=0.954927862,cover=83
- 83:leaf=-0.0027141131,cover=0
- 84:leaf=-0.0209393334,cover=0
- 42:[LGI5<3.36766768] yes=85,no=86,missing=85,gain=0.556189775,cover=46
- 85:leaf=0.0136627704,cover=0
- 86:leaf=0.00259506004,cover=0
- 10:[Curv5<0.245671451] yes=21,no=22,missing=22,gain=3.43928909,cover=60854
- 21:[Curv5<0.0655679703] yes=43,no=44,missing=43,gain=3.47114849,cover=58771
- 43:[Sulc0<0.995960534] yes=87,no=88,missing=87,gain=1.60770845,cover=132
- 87:leaf=-0.00979097839,cover=0
- 88:leaf=0.0056859157,cover=0
- 44:[Sulc0<0.574602425] yes=89,no=90,missing=89,gain=3.67657614,cover=58639
- 89:leaf=0.0017198032,cover=0
- 90:leaf=0.000415657705,cover=0
- 22:[Ecc<2.6675415] yes=45,no=46,missing=46,gain=0.966919065,cover=2083
- 45:[Pol<100.090813] yes=91,no=92,missing=91,gain=1.7259407,cover=127
- 91:leaf=0.0087679429,cover=0
- 92:leaf=-0.00282559823,cover=0
- 46:[PialArea5<0.245474651] yes=93,no=94,missing=93,gain=0.621403694,cover=1956
- 93:leaf=-0.0038420544,cover=0
- 94:leaf=-0.00141828961,cover=0
- 2:[PialArea5<0.793370187] yes=5,no=6,missing=5,gain=4.81114388,cover=4983994
- 5:[Area5<0.739104271] yes=11,no=12,missing=11,gain=19.0690098,cover=2441747
- 11:[Ecc<36.5542564] yes=23,no=24,missing=23,gain=9.29034328,cover=1976961
- 23:[MidArea5<0.70642072] yes=47,no=48,missing=47,gain=9.1454792,cover=1880318
- 47:[Area5<0.690371037] yes=95,no=96,missing=96,gain=11.1863823,cover=1691240
- 95:leaf=-0.000140161355,cover=0
- 96:leaf=0.000151986067,cover=0
- 48:[Curv5<0.0473068655] yes=97,no=98,missing=98,gain=14.2669706,cover=189078
- 97:leaf=-0.000218587447,cover=0
- 98:leaf=-0.00132213975,cover=0
- 24:[Pol<26.4235344] yes=49,no=50,missing=49,gain=22.856144,cover=96643
- 49:[PialArea5<0.613238215] yes=99,no=100,missing=99,gain=5.63249588,cover=12485
- 99:leaf=0.00363544305,cover=0
- 100:leaf=0.000890251365,cover=0
- 50:[LGI5<3.64692807] yes=101,no=102,missing=102,gain=11.8729134,cover=84158
- 101:leaf=-0.00108431838,cover=0
- 102:leaf=0.00100491883,cover=0
- 12:[Pol<53.6550331] yes=25,no=26,missing=25,gain=21.5033073,cover=464786
- 25:[Sulc0<0.354630351] yes=51,no=52,missing=51,gain=15.9378738,cover=36714
- 51:[Pol<14.1659222] yes=103,no=104,missing=104,gain=20.0948944,cover=15931
- 103:leaf=0.000303886569,cover=0
- 104:leaf=0.00396624953,cover=0
- 52:[Ecc<32.6813126] yes=105,no=106,missing=105,gain=6.21854496,cover=20783
- 105:leaf=0.00325037609,cover=0
- 106:leaf=0.00021020358,cover=0
- 26:[Pol<136.792099] yes=53,no=54,missing=53,gain=18.4788589,cover=428072
- 53:[Curv5<0.0168606453] yes=107,no=108,missing=107,gain=31.9073906,cover=393234
- 107:leaf=-0.00160036923,cover=0
- 108:leaf=0.000157854796,cover=0
- 54:[Ecc<1.46579576] yes=109,no=110,missing=110,gain=19.6852722,cover=34838
- 109:leaf=-0.0024797786,cover=0
- 110:leaf=0.00161538727,cover=0
- 6:[Area5<0.714924753] yes=13,no=14,missing=13,gain=11.199069,cover=2542247
- 13:[Curv5<-0.0507577434] yes=27,no=28,missing=27,gain=26.5052547,cover=1567591
- 27:[LGI5<2.84729719] yes=55,no=56,missing=55,gain=11.0064754,cover=1440906
- 55:[Pol<120.317558] yes=111,no=112,missing=111,gain=13.6867905,cover=958432
- 111:leaf=0.000147074359,cover=0
- 112:leaf=-0.000231073747,cover=0
- 56:[Pol<57.0350037] yes=113,no=114,missing=114,gain=33.9362946,cover=482474
- 113:leaf=-0.000223640891,cover=0
- 114:leaf=0.000623034197,cover=0
- 28:[Pol<47.409153] yes=57,no=58,missing=57,gain=54.4680405,cover=126685
- 57:[PialCurv5<-0.019163372] yes=115,no=116,missing=115,gain=24.5543098,cover=25140
- 115:leaf=0.00108639966,cover=0
- 116:leaf=-0.00230406341,cover=0
- 58:[Area5<0.675895274] yes=117,no=118,missing=118,gain=23.7158966,cover=101545
- 117:leaf=0.0023025095,cover=0
- 118:leaf=0.000730819651,cover=0
- 14:[PialArea5<0.890138209] yes=29,no=30,missing=29,gain=11.9799709,cover=974656
- 29:[LGI5<3.05514836] yes=59,no=60,missing=59,gain=8.16998863,cover=200706
- 59:[Pol<42.7478409] yes=119,no=120,missing=120,gain=6.36885166,cover=122596
- 119:leaf=0.000852305908,cover=0
- 120:leaf=-0.00030711302,cover=0
- 60:[Ecc<25.1292973] yes=121,no=122,missing=122,gain=9.45484352,cover=78110
- 121:leaf=-0.00135605398,cover=0
- 122:leaf=-0.000254137762,cover=0
- 30:[Pol<143.959366] yes=61,no=62,missing=61,gain=7.61024094,cover=773950
- 61:[Pol<117.137611] yes=123,no=124,missing=123,gain=10.9095898,cover=592061
- 123:leaf=6.64650588e-06,cover=0
- 124:leaf=-0.000568509859,cover=0
- 62:[Curv5<-0.127358407] yes=125,no=126,missing=125,gain=14.3890572,cover=181889
- 125:leaf=-7.65631339e-05,cover=0
- 126:leaf=0.00083452242,cover=0
-booster[367]:
-0:[Curv5<-0.287682682] yes=1,no=2,missing=1,gain=3.42326784,cover=5124388
- 1:[Area5<0.601796865] yes=3,no=4,missing=4,gain=3.13334131,cover=180427
- 3:[Ecc<1.62447274] yes=7,no=8,missing=7,gain=2.19667935,cover=115861
- 7:[LGI5<2.49595737] yes=15,no=16,missing=15,gain=2.4925313,cover=16909
- 15:[PialCurv5<-0.210138425] yes=31,no=32,missing=31,gain=1.76729834,cover=13652
- 31:[LGI5<2.46595764] yes=63,no=64,missing=64,gain=6.22682142,cover=474
- 63:leaf=-0.000539355387,cover=0
- 64:leaf=0.0125626018,cover=0
- 32:[PialArea5<0.769840837] yes=65,no=66,missing=65,gain=1.68954158,cover=13178
- 65:leaf=-0.00114849443,cover=0
- 66:leaf=8.91976597e-05,cover=0
- 16:[LGI5<2.5416429] yes=33,no=34,missing=33,gain=1.26781988,cover=3257
- 33:[PialArea5<0.516320646] yes=67,no=68,missing=68,gain=1.35951471,cover=1268
- 67:leaf=0.017629439,cover=0
- 68:leaf=-0.00307399943,cover=0
- 34:[PialCurv5<-0.153030112] yes=69,no=70,missing=69,gain=1.17520547,cover=1989
- 69:leaf=-0.00189914205,cover=0
- 70:leaf=0.00058862014,cover=0
- 8:[LGI5<2.57263851] yes=17,no=18,missing=17,gain=2.39245033,cover=98952
- 17:[LGI5<2.42399812] yes=35,no=36,missing=35,gain=3.98733258,cover=32126
- 35:[PialCurv5<-0.126528949] yes=71,no=72,missing=72,gain=3.34825039,cover=16320
- 71:leaf=-0.000301590393,cover=0
- 72:leaf=0.00195527985,cover=0
- 36:[Pol<139.671173] yes=73,no=74,missing=73,gain=6.35654211,cover=15806
- 73:leaf=0.00196699239,cover=0
- 74:leaf=-5.05198514e-05,cover=0
- 18:[LGI5<2.69470191] yes=37,no=38,missing=37,gain=5.92690277,cover=66826
- 37:[Sulc0<-0.202991232] yes=75,no=76,missing=75,gain=8.96722221,cover=10826
- 75:leaf=-0.00144780451,cover=0
- 76:leaf=0.00474075833,cover=0
- 38:[PialArea5<0.699586272] yes=77,no=78,missing=77,gain=2.58418941,cover=56000
- 77:leaf=-0.000319363753,cover=0
- 78:leaf=0.000413703703,cover=0
- 4:[PialArea5<1.17753279] yes=9,no=10,missing=9,gain=3.61422491,cover=64566
- 9:[LGI5<2.57263851] yes=19,no=20,missing=19,gain=4.29401302,cover=57875
- 19:[PialArea5<0.934356034] yes=39,no=40,missing=39,gain=2.676054,cover=11129
- 39:[Ecc<4.07113361] yes=79,no=80,missing=79,gain=3.43519688,cover=5290
- 79:leaf=0.00393940462,cover=0
- 80:leaf=0.00131609046,cover=0
- 40:[Ecc<1.10530448] yes=81,no=82,missing=81,gain=1.52304661,cover=5839
- 81:leaf=-0.00141834933,cover=0
- 82:leaf=0.00106323382,cover=0
- 20:[Ecc<6.70300007] yes=41,no=42,missing=41,gain=3.02783847,cover=46746
- 41:[Sulc0<-0.451341361] yes=83,no=84,missing=84,gain=2.59160161,cover=8605
- 83:leaf=-0.000700164528,cover=0
- 84:leaf=0.00242375047,cover=0
- 42:[Sulc0<-0.0862998366] yes=85,no=86,missing=85,gain=3.94842386,cover=38141
- 85:leaf=0.000702403195,cover=0
- 86:leaf=-0.00195608148,cover=0
- 10:[PialCurv5<-0.181738108] yes=21,no=22,missing=21,gain=2.16379499,cover=6691
- 21:[LGI5<3.11198854] yes=43,no=44,missing=43,gain=1.27428126,cover=1162
- 43:[Area5<0.799647689] yes=87,no=88,missing=87,gain=1.03535068,cover=947
- 87:leaf=-0.00276920921,cover=0
- 88:leaf=0.000967986067,cover=0
- 44:[Pol<17.1471634] yes=89,no=90,missing=89,gain=0.629061937,cover=215
- 89:leaf=-0.00840961561,cover=0
- 90:leaf=-0.00292112189,cover=0
- 22:[Area5<0.833255887] yes=45,no=46,missing=46,gain=2.40478945,cover=5529
- 45:[PialCurv5<-0.11578764] yes=91,no=92,missing=91,gain=1.49569571,cover=5131
- 91:leaf=-0.000731052947,cover=0
- 92:leaf=0.00247895042,cover=0
- 46:[Ecc<3.8768425] yes=93,no=94,missing=93,gain=1.13808608,cover=398
- 93:leaf=0.0110429497,cover=0
- 94:leaf=0.00258390349,cover=0
- 2:[PialArea5<1.10654831] yes=5,no=6,missing=5,gain=3.89072776,cover=4943961
- 5:[Sulc0<-0.332174033] yes=11,no=12,missing=11,gain=6.32191277,cover=4392237
- 11:[Pol<26.4235344] yes=23,no=24,missing=23,gain=13.685957,cover=1650058
- 23:[Ecc<14.694541] yes=47,no=48,missing=47,gain=19.4492073,cover=272748
- 47:[Ecc<1.68457866] yes=95,no=96,missing=96,gain=29.4112701,cover=183974
- 95:leaf=-0.000589919568,cover=0
- 96:leaf=0.000877405168,cover=0
- 48:[Pol<6.72755051] yes=97,no=98,missing=98,gain=16.3008842,cover=88774
- 97:leaf=0.000556626939,cover=0
- 98:leaf=-0.000872540695,cover=0
- 24:[Area5<0.603367925] yes=49,no=50,missing=49,gain=24.0216255,cover=1377310
- 49:[PialCurv5<-0.0789950639] yes=99,no=100,missing=99,gain=18.3604832,cover=562902
- 99:leaf=-8.34043531e-05,cover=0
- 100:leaf=0.000566922652,cover=0
- 50:[PialArea5<0.529292643] yes=101,no=102,missing=101,gain=25.2872658,cover=814408
- 101:leaf=0.001639136,cover=0
- 102:leaf=-0.000377780583,cover=0
- 12:[PialCurv5<-0.058241725] yes=25,no=26,missing=25,gain=10.4331446,cover=2742179
- 25:[Curv5<-0.0902613774] yes=51,no=52,missing=51,gain=103.844994,cover=289749
- 51:[Curv5<-0.186853081] yes=103,no=104,missing=103,gain=13.1414461,cover=250111
- 103:leaf=0.000450819643,cover=0
- 104:leaf=-0.000322249893,cover=0
- 52:[PialArea5<0.601145923] yes=105,no=106,missing=106,gain=51.6437378,cover=39638
- 105:leaf=-0.0016688559,cover=0
- 106:leaf=0.00343260891,cover=0
- 26:[Curv5<-0.132798299] yes=53,no=54,missing=53,gain=78.6232605,cover=2452430
- 53:[MidArea5<0.680376351] yes=107,no=108,missing=107,gain=35.5884476,cover=23625
- 107:leaf=0.000314618053,cover=0
- 108:leaf=0.00433946168,cover=0
- 54:[Curv5<-0.0530214235] yes=109,no=110,missing=109,gain=23.6541328,cover=2428805
- 109:leaf=-0.000532626174,cover=0
- 110:leaf=1.08345221e-05,cover=0
- 6:[PialCurv5<-0.0693148375] yes=13,no=14,missing=13,gain=7.29492283,cover=551724
- 13:[Curv5<-0.0860676765] yes=27,no=28,missing=27,gain=42.846489,cover=455215
- 27:[Curv5<-0.104371414] yes=55,no=56,missing=56,gain=10.6752424,cover=451037
- 55:[Area5<0.532936037] yes=111,no=112,missing=111,gain=6.78510475,cover=441572
- 111:leaf=0.00172679033,cover=0
- 112:leaf=9.48660017e-05,cover=0
- 56:[PialCurv5<-0.0877386853] yes=113,no=114,missing=113,gain=14.7665119,cover=9465
- 113:leaf=0.00548293348,cover=0
- 114:leaf=0.000752179883,cover=0
- 28:[Ecc<3.41847086] yes=57,no=58,missing=57,gain=9.12179947,cover=4178
- 57:[PialCurv5<-0.0965851992] yes=115,no=116,missing=116,gain=10.4569321,cover=982
- 115:leaf=0.0190102104,cover=0
- 116:leaf=0.00665767491,cover=0
- 58:[Curv5<-0.066452302] yes=117,no=118,missing=117,gain=4.94381142,cover=3196
- 117:leaf=0.00277562952,cover=0
- 118:leaf=0.00725940755,cover=0
- 14:[Area5<0.7084831] yes=29,no=30,missing=29,gain=25.6374283,cover=96509
- 29:[Curv5<-0.156904668] yes=59,no=60,missing=59,gain=9.69438934,cover=18420
- 59:[LGI5<2.99035311] yes=119,no=120,missing=120,gain=2.11349344,cover=2795
- 119:leaf=0.000294141297,cover=0
- 120:leaf=0.00484491047,cover=0
- 60:[Ecc<1.31300318] yes=121,no=122,missing=121,gain=7.88759995,cover=15625
- 121:leaf=-5.97205508e-06,cover=0
- 122:leaf=-0.00295884884,cover=0
- 30:[Curv5<-0.130991504] yes=61,no=62,missing=61,gain=30.8256149,cover=78089
- 61:[Sulc0<-0.592216015] yes=123,no=124,missing=123,gain=8.42144585,cover=7459
- 123:leaf=0.00125572621,cover=0
- 124:leaf=0.00464586029,cover=0
- 62:[Pol<42.7478409] yes=125,no=126,missing=125,gain=7.14226007,cover=70630
- 125:leaf=-0.000957782788,cover=0
- 126:leaf=0.000131068882,cover=0
-booster[368]:
-0:[Area5<0.453641325] yes=1,no=2,missing=1,gain=3.36774683,cover=5124388
- 1:[Ecc<0.513775289] yes=3,no=4,missing=4,gain=3.56863236,cover=120099
- 3:[LGI5<2.29656005] yes=7,no=8,missing=7,gain=1.485116,cover=5798
- 7:[Sulc0<-0.93782407] yes=15,no=16,missing=16,gain=1.25897336,cover=1860
- 15:[MidArea5<0.566005528] yes=31,no=32,missing=31,gain=1.60778868,cover=735
- 31:[Curv5<-0.207981065] yes=63,no=64,missing=63,gain=1.39703417,cover=108
- 63:leaf=0.00183234958,cover=0
- 64:leaf=0.0149739487,cover=0
- 32:[PialCurv5<-0.156767949] yes=65,no=66,missing=65,gain=0.693369985,cover=627
- 65:leaf=-0.00538597163,cover=0
- 66:leaf=-0.00076694676,cover=0
- 16:[LGI5<2.16230083] yes=33,no=34,missing=33,gain=1.5429554,cover=1125
- 33:[Curv5<-0.180574343] yes=67,no=68,missing=67,gain=2.05189586,cover=106
- 67:leaf=-0.0154890763,cover=0
- 68:leaf=-0.00159128231,cover=0
- 34:[Ecc<0.295587689] yes=69,no=70,missing=70,gain=1.20327806,cover=1019
- 69:leaf=-0.00477562239,cover=0
- 70:leaf=-0.00122643996,cover=0
- 8:[Sulc0<-1.10615158] yes=17,no=18,missing=17,gain=1.43421996,cover=3938
- 17:[LGI5<2.32613516] yes=35,no=36,missing=35,gain=1.32734811,cover=307
- 35:[Curv5<-0.310856104] yes=71,no=72,missing=71,gain=2.01367855,cover=37
- 71:leaf=0.0220610742,cover=0
- 72:leaf=-0.00261739851,cover=0
- 36:[Curv5<-0.20189926] yes=73,no=74,missing=73,gain=0.461078882,cover=270
- 73:leaf=-0.00416926434,cover=0
- 74:leaf=-0.0110133225,cover=0
- 18:[PialArea5<0.647521853] yes=37,no=38,missing=37,gain=1.0652386,cover=3631
- 37:[Curv5<-0.156904668] yes=75,no=76,missing=75,gain=0.843754709,cover=443
- 75:leaf=2.37812765e-05,cover=0
- 76:leaf=0.00438358402,cover=0
- 38:[Curv5<-0.0507577434] yes=77,no=78,missing=78,gain=1.4336946,cover=3188
- 77:leaf=-0.000357549434,cover=0
- 78:leaf=-0.0141337831,cover=0
- 4:[Sulc0<0.00591620663] yes=9,no=10,missing=9,gain=3.10245514,cover=114301
- 9:[PialCurv5<-0.0965851992] yes=19,no=20,missing=20,gain=3.09101295,cover=109272
- 19:[Ecc<1.68457866] yes=39,no=40,missing=39,gain=4.22311211,cover=88485
- 39:[Pol<162.313202] yes=79,no=80,missing=80,gain=2.34563637,cover=30323
- 79:leaf=-0.000135469832,cover=0
- 80:leaf=-0.00231039501,cover=0
- 40:[PialCurv5<-0.137075767] yes=81,no=82,missing=81,gain=2.90346146,cover=58162
- 81:leaf=0.000838825654,cover=0
- 82:leaf=0.000131715424,cover=0
- 20:[Ecc<2.91795349] yes=41,no=42,missing=41,gain=4.13653326,cover=20787
- 41:[Curv5<-0.319950402] yes=83,no=84,missing=84,gain=3.84287071,cover=13171
- 83:leaf=-0.00801907014,cover=0
- 84:leaf=0.00154070824,cover=0
- 42:[Pol<161.595886] yes=85,no=86,missing=85,gain=2.5593729,cover=7616
- 85:leaf=-0.00032969538,cover=0
- 86:leaf=0.00254743244,cover=0
- 10:[Ecc<2.79805064] yes=21,no=22,missing=22,gain=3.68929195,cover=5029
- 21:[Pol<114.432869] yes=43,no=44,missing=44,gain=2.12581134,cover=160
- 43:[LGI5<2.37589788] yes=87,no=88,missing=87,gain=1.1762259,cover=86
- 87:leaf=0.00564168347,cover=0
- 88:leaf=-0.00630148128,cover=0
- 44:[LGI5<2.37589788] yes=89,no=90,missing=90,gain=0.76650095,cover=74
- 89:leaf=0.00550180115,cover=0
- 90:leaf=0.0164213311,cover=0
- 22:[MidArea5<0.474339783] yes=45,no=46,missing=45,gain=2.74665737,cover=4869
- 45:[LGI5<3.39750218] yes=91,no=92,missing=92,gain=1.97706926,cover=2839
- 91:leaf=-0.000675140356,cover=0
- 92:leaf=0.00307453191,cover=0
- 46:[Ecc<5.78819752] yes=93,no=94,missing=94,gain=1.92444992,cover=2030
- 93:leaf=-0.00639136229,cover=0
- 94:leaf=-0.00192421582,cover=0
- 2:[Curv5<-0.39144522] yes=5,no=6,missing=5,gain=3.71956491,cover=5004289
- 5:[PialCurv5<-0.117370568] yes=11,no=12,missing=11,gain=2.61631465,cover=15674
- 11:[LGI5<2.26652193] yes=23,no=24,missing=24,gain=2.39827538,cover=14459
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=1.22866797,cover=343
- 47:[Pol<12.2267933] yes=95,no=96,missing=95,gain=0.606923103,cover=103
- 95:leaf=0.0187624749,cover=0
- 96:leaf=0.00787021499,cover=0
- 48:[Area5<0.654657125] yes=97,no=98,missing=98,gain=0.735934258,cover=240
- 97:leaf=0.00247610616,cover=0
- 98:leaf=0.0157474782,cover=0
- 24:[PialArea5<1.00930154] yes=49,no=50,missing=50,gain=1.65794945,cover=14116
- 49:[MidArea5<0.605162561] yes=99,no=100,missing=99,gain=2.40189791,cover=13390
- 99:leaf=0.000201295712,cover=0
- 100:leaf=0.0015547591,cover=0
- 50:[Pol<20.2198563] yes=101,no=102,missing=101,gain=1.87676966,cover=726
- 101:leaf=-0.0043656216,cover=0
- 102:leaf=0.000755809539,cover=0
- 12:[Pol<126.540802] yes=25,no=26,missing=25,gain=1.6329881,cover=1215
- 25:[Pol<123.615685] yes=51,no=52,missing=52,gain=5.63948441,cover=895
- 51:[Ecc<9.27846909] yes=103,no=104,missing=103,gain=1.25008774,cover=861
- 103:leaf=0.000242969516,cover=0
- 104:leaf=-0.00373877026,cover=0
- 52:[Ecc<7.4459548] yes=105,no=106,missing=105,gain=5.10505915,cover=34
- 105:leaf=0.0401198454,cover=0
- 106:leaf=0.00169362721,cover=0
- 26:[LGI5<3.15728688] yes=53,no=54,missing=53,gain=0.931939363,cover=320
- 53:[LGI5<2.32613516] yes=107,no=108,missing=107,gain=0.949343443,cover=274
- 107:leaf=0.00556861842,cover=0
- 108:leaf=-0.00638661254,cover=0
- 54:[PialArea5<0.651661396] yes=109,no=110,missing=109,gain=0.355504692,cover=46
- 109:leaf=0.00629513711,cover=0
- 110:leaf=-0.00233028736,cover=0
- 6:[PialArea5<0.418112278] yes=13,no=14,missing=13,gain=3.76478696,cover=4988615
- 13:[Curv5<0.0278947372] yes=27,no=28,missing=27,gain=8.70479584,cover=520464
- 27:[Area5<0.653711498] yes=55,no=56,missing=55,gain=7.89493608,cover=5426
- 55:[LGI5<3.30554914] yes=111,no=112,missing=111,gain=4.62613964,cover=4556
- 111:leaf=-0.000305250054,cover=0
- 112:leaf=-0.0044969623,cover=0
- 56:[LGI5<3.03694534] yes=113,no=114,missing=114,gain=3.34591293,cover=870
- 113:leaf=-0.00282448321,cover=0
- 114:leaf=-0.00905953627,cover=0
- 28:[Curv5<0.122410901] yes=57,no=58,missing=57,gain=9.36532211,cover=515038
- 57:[Pol<72.6247101] yes=115,no=116,missing=115,gain=11.8341331,cover=74831
- 115:leaf=0.00323295454,cover=0
- 116:leaf=0.000503226009,cover=0
- 58:[Sulc0<0.528918922] yes=117,no=118,missing=117,gain=8.36032295,cover=440207
- 117:leaf=0.000386888365,cover=0
- 118:leaf=-8.99712322e-05,cover=0
- 14:[MidArea5<0.559431195] yes=29,no=30,missing=30,gain=11.0005302,cover=4468151
- 29:[PialCurv5<-0.0542625114] yes=59,no=60,missing=59,gain=11.0744028,cover=164136
- 59:[PialCurv5<-0.131946102] yes=119,no=120,missing=119,gain=3.83860207,cover=16631
- 119:leaf=-0.000431630149,cover=0
- 120:leaf=-0.00212260964,cover=0
- 60:[Ecc<3.41847086] yes=121,no=122,missing=121,gain=7.12264729,cover=147505
- 121:leaf=0.000244121169,cover=0
- 122:leaf=-0.000514482381,cover=0
- 30:[Curv5<0.133649558] yes=61,no=62,missing=61,gain=7.10749149,cover=4304015
- 61:[PialArea5<0.542192638] yes=123,no=124,missing=123,gain=15.1896343,cover=4075640
- 123:leaf=0.000386078958,cover=0
- 124:leaf=-1.75614732e-05,cover=0
- 62:[Sulc0<0.517823458] yes=125,no=126,missing=125,gain=6.56187105,cover=228375
- 125:leaf=-7.28482555e-05,cover=0
- 126:leaf=-0.00062701467,cover=0
-booster[369]:
-0:[PialArea5<0.849116743] yes=1,no=2,missing=1,gain=3.4308989,cover=5124388
- 1:[Area5<0.808195949] yes=3,no=4,missing=3,gain=9.84402084,cover=3025564
- 3:[MidArea5<0.742612839] yes=7,no=8,missing=8,gain=7.32097816,cover=2926149
- 7:[Area5<0.72514528] yes=15,no=16,missing=15,gain=12.5499907,cover=2627014
- 15:[PialArea5<0.780359626] yes=31,no=32,missing=31,gain=13.2378674,cover=2173560
- 31:[MidArea5<0.703235805] yes=63,no=64,missing=63,gain=7.03111553,cover=1867356
- 63:leaf=-9.66618172e-05,cover=0
- 64:leaf=-0.000469647668,cover=0
- 32:[Curv5<-0.0708468556] yes=65,no=66,missing=65,gain=26.318306,cover=306204
- 65:leaf=2.97838269e-05,cover=0
- 66:leaf=0.00129974145,cover=0
- 16:[Sulc0<0.383163035] yes=33,no=34,missing=34,gain=27.7280655,cover=453454
- 33:[Pol<71.8249207] yes=67,no=68,missing=67,gain=31.2533569,cover=178355
- 67:leaf=0.00223528384,cover=0
- 68:leaf=0.000415345887,cover=0
- 34:[Pol<119.248337] yes=69,no=70,missing=69,gain=24.1805153,cover=275099
- 69:leaf=-0.000277264946,cover=0
- 70:leaf=0.00113697944,cover=0
- 8:[PialCurv5<-0.0789950639] yes=17,no=18,missing=18,gain=13.6288567,cover=299135
- 17:[Curv5<-0.112134233] yes=35,no=36,missing=35,gain=19.2703457,cover=42737
- 35:[PialCurv5<-0.105644517] yes=71,no=72,missing=71,gain=2.78051472,cover=38914
- 71:leaf=0.00051133649,cover=0
- 72:leaf=-0.000381569203,cover=0
- 36:[Area5<0.72690624] yes=73,no=74,missing=73,gain=4.36979103,cover=3823
- 73:leaf=0.00558665907,cover=0
- 74:leaf=0.00220367382,cover=0
- 18:[Sulc0<0.915739596] yes=37,no=38,missing=37,gain=8.58538628,cover=256398
- 37:[LGI5<3.02536297] yes=75,no=76,missing=76,gain=8.29325676,cover=256224
- 75:leaf=-0.000206825018,cover=0
- 76:leaf=-0.000792324019,cover=0
- 38:[LGI5<3.25380015] yes=77,no=78,missing=77,gain=4.24728012,cover=174
- 77:leaf=0.0223242771,cover=0
- 78:leaf=0.00539266318,cover=0
- 4:[LGI5<2.3349762] yes=9,no=10,missing=9,gain=7.73874378,cover=99415
- 9:[Ecc<1.46579576] yes=19,no=20,missing=19,gain=2.06491995,cover=4771
- 19:[MidArea5<0.628216386] yes=39,no=40,missing=40,gain=7.7960906,cover=1064
- 39:[Pol<80.8913651] yes=79,no=80,missing=79,gain=0.751121998,cover=13
- 79:leaf=-0.00426475424,cover=0
- 80:leaf=0.0368734114,cover=0
- 40:[Area5<0.987501919] yes=81,no=82,missing=81,gain=1.79007339,cover=1051
- 81:leaf=-0.00527038705,cover=0
- 82:leaf=-0.000739370473,cover=0
- 20:[PialArea5<0.550757647] yes=41,no=42,missing=41,gain=2.76891613,cover=3707
- 41:[Curv5<0.110890195] yes=83,no=84,missing=83,gain=4.81290674,cover=909
- 83:leaf=-0.0115662031,cover=0
- 84:leaf=-0.00173596106,cover=0
- 42:[LGI5<2.18291569] yes=85,no=86,missing=86,gain=1.62411523,cover=2798
- 85:leaf=0.00364027219,cover=0
- 86:leaf=-0.000552613172,cover=0
- 10:[PialArea5<0.772500634] yes=21,no=22,missing=21,gain=6.77554131,cover=94644
- 21:[PialCurv5<0.280504435] yes=43,no=44,missing=43,gain=6.05357361,cover=76215
- 43:[Sulc0<1.25822949] yes=87,no=88,missing=88,gain=9.66382408,cover=56733
- 87:leaf=0.00093613955,cover=0
- 88:leaf=0.00590270525,cover=0
- 44:[PialArea5<0.331288606] yes=89,no=90,missing=89,gain=2.95424366,cover=19482
- 89:leaf=0.00270194095,cover=0
- 90:leaf=-0.00013850721,cover=0
- 22:[MidArea5<0.996604145] yes=45,no=46,missing=45,gain=2.3745234,cover=18429
- 45:[Pol<54.5053368] yes=91,no=92,missing=91,gain=1.86467004,cover=18121
- 91:leaf=0.000577203406,cover=0
- 92:leaf=-0.000648808316,cover=0
- 46:[PialCurv5<-0.0395349935] yes=93,no=94,missing=93,gain=1.8420136,cover=308
- 93:leaf=-0.0183015373,cover=0
- 94:leaf=0.0046947985,cover=0
- 2:[PialCurv5<0.0851107761] yes=5,no=6,missing=5,gain=6.72401857,cover=2098824
- 5:[Area5<0.924216449] yes=11,no=12,missing=12,gain=6.60924339,cover=2076166
- 11:[Ecc<45.751255] yes=23,no=24,missing=24,gain=6.19384718,cover=2049347
- 23:[MidArea5<1.1557827] yes=47,no=48,missing=47,gain=5.17209339,cover=2025700
- 47:[Sulc0<-0.620624542] yes=95,no=96,missing=95,gain=5.66478825,cover=2001087
- 95:leaf=-5.61473607e-05,cover=0
- 96:leaf=0.000112264432,cover=0
- 48:[Area5<0.678346932] yes=97,no=98,missing=98,gain=4.29992628,cover=24613
- 97:leaf=0.00391690759,cover=0
- 98:leaf=0.000622549967,cover=0
- 24:[Pol<106.604004] yes=49,no=50,missing=50,gain=6.55820799,cover=23647
- 49:[PialCurv5<-0.0209923834] yes=99,no=100,missing=99,gain=5.64038324,cover=14768
- 99:leaf=0.000997617026,cover=0
- 100:leaf=-0.00100149959,cover=0
- 50:[Pol<148.336472] yes=101,no=102,missing=101,gain=9.16850853,cover=8879
- 101:leaf=0.00485998718,cover=0
- 102:leaf=0.00104764081,cover=0
- 12:[Ecc<12.1917515] yes=25,no=26,missing=25,gain=8.73311615,cover=26819
- 25:[PialArea5<1.57955706] yes=51,no=52,missing=51,gain=8.6257906,cover=18205
- 51:[Sulc0<-0.63852036] yes=103,no=104,missing=104,gain=4.49620056,cover=14929
- 103:leaf=-0.000974372495,cover=0
- 104:leaf=-0.00271084369,cover=0
- 52:[Pol<149.072266] yes=105,no=106,missing=105,gain=9.86753941,cover=3276
- 105:leaf=0.000187663405,cover=0
- 106:leaf=0.0106789442,cover=0
- 26:[Curv5<0.0595101416] yes=53,no=54,missing=53,gain=3.45467782,cover=8614
- 53:[LGI5<2.68917012] yes=107,no=108,missing=107,gain=2.46126318,cover=8518
- 107:leaf=-0.00649990141,cover=0
- 108:leaf=0.000568335352,cover=0
- 54:[LGI5<3.01963663] yes=109,no=110,missing=109,gain=1.13411307,cover=96
- 109:leaf=0.0163036864,cover=0
- 110:leaf=0.00521279266,cover=0
- 6:[Ecc<7.39671755] yes=13,no=14,missing=13,gain=12.0241251,cover=22658
- 13:[Pol<99.5532455] yes=27,no=28,missing=28,gain=7.12211227,cover=11859
- 27:[Sulc0<-0.552155435] yes=55,no=56,missing=56,gain=4.00843239,cover=6650
- 55:[Area5<0.64983958] yes=111,no=112,missing=111,gain=3.57838798,cover=416
- 111:leaf=-0.0101295067,cover=0
- 112:leaf=0.000870805408,cover=0
- 56:[Curv5<0.0278947372] yes=113,no=114,missing=113,gain=4.76789284,cover=6234
- 113:leaf=0.00529851299,cover=0
- 114:leaf=0.00239490997,cover=0
- 28:[LGI5<3.36766768] yes=57,no=58,missing=58,gain=2.79360271,cover=5209
- 57:[MidArea5<0.791754067] yes=115,no=116,missing=115,gain=2.36591983,cover=5206
- 115:leaf=0.0035330113,cover=0
- 116:leaf=0.000202240699,cover=0
- 58:leaf=0.0423903875,cover=0
- 14:[Pol<165.239029] yes=29,no=30,missing=29,gain=4.90512705,cover=10799
- 29:[Curv5<0.0344051942] yes=59,no=60,missing=59,gain=4.08606243,cover=9926
- 59:[Sulc0<-0.181880832] yes=117,no=118,missing=117,gain=2.54184389,cover=3551
- 117:leaf=-0.00188988447,cover=0
- 118:leaf=0.00192179566,cover=0
- 60:[LGI5<3.42912889] yes=119,no=120,missing=119,gain=2.94009662,cover=6375
- 119:leaf=-0.00124376151,cover=0
- 120:leaf=0.00155544747,cover=0
- 30:[Ecc<7.90440989] yes=61,no=62,missing=61,gain=1.3215642,cover=873
- 61:[Sulc0<-0.338601172] yes=121,no=122,missing=121,gain=0.959966898,cover=44
- 121:leaf=-0.0171616822,cover=0
- 122:leaf=-0.001289109,cover=0
- 62:[Ecc<21.0377083] yes=123,no=124,missing=123,gain=1.09178019,cover=829
- 123:leaf=-0.00403517066,cover=0
- 124:leaf=0.00202219002,cover=0
-booster[370]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=2,gain=3.30933595,cover=5124388
- 1:[PialCurv5<0.45140323] yes=3,no=4,missing=3,gain=2.02673268,cover=80066
- 3:[Curv5<0.266060919] yes=7,no=8,missing=7,gain=2.25402451,cover=65599
- 7:[Area5<0.760524631] yes=15,no=16,missing=16,gain=2.05738926,cover=61212
- 15:[Ecc<1.3629595] yes=31,no=32,missing=31,gain=1.81547785,cover=60088
- 31:[LGI5<2.13090348] yes=63,no=64,missing=63,gain=3.5165062,cover=1737
- 63:leaf=-0.0119355218,cover=0
- 64:leaf=-0.00064868544,cover=0
- 32:[Sulc0<0.423605621] yes=65,no=66,missing=65,gain=4.05366325,cover=58351
- 65:leaf=0.00212241872,cover=0
- 66:leaf=0.000414675626,cover=0
- 16:[Curv5<0.124281213] yes=33,no=34,missing=34,gain=1.94701982,cover=1124
- 33:[LGI5<2.99594808] yes=67,no=68,missing=67,gain=0.305090666,cover=23
- 67:leaf=-0.0162940435,cover=0
- 68:leaf=-0.00428106915,cover=0
- 34:[Area5<0.877147377] yes=69,no=70,missing=70,gain=1.38100243,cover=1101
- 69:leaf=0.00271447841,cover=0
- 70:leaf=0.0170944352,cover=0
- 8:[Ecc<33.2971039] yes=17,no=18,missing=17,gain=2.11828566,cover=4387
- 17:[Ecc<3.73767829] yes=35,no=36,missing=36,gain=1.28651738,cover=3890
- 35:[Pol<87.9431763] yes=71,no=72,missing=71,gain=1.51073408,cover=1640
- 71:leaf=0.0091040479,cover=0
- 72:leaf=-0.00154889445,cover=0
- 36:[Sulc0<0.551384151] yes=73,no=74,missing=73,gain=1.74326336,cover=2250
- 73:leaf=0.00310899178,cover=0
- 74:leaf=-0.000233557847,cover=0
- 18:[LGI5<2.81919122] yes=37,no=38,missing=37,gain=0.78975296,cover=497
- 37:[PialCurv5<0.353309482] yes=75,no=76,missing=76,gain=0.0802741647,cover=77
- 75:leaf=-0.000556047307,cover=0
- 76:leaf=0.00265082973,cover=0
- 38:[Area5<0.545738399] yes=77,no=78,missing=77,gain=0.548232317,cover=420
- 77:leaf=-0.00758992229,cover=0
- 78:leaf=-0.00347739528,cover=0
- 4:[Curv5<0.20983994] yes=9,no=10,missing=9,gain=2.74891782,cover=14467
- 9:[Sulc0<0.966456771] yes=19,no=20,missing=20,gain=1.34293151,cover=3737
- 19:[Ecc<18.3223667] yes=39,no=40,missing=39,gain=1.48044932,cover=2025
- 39:[LGI5<3.12489319] yes=79,no=80,missing=79,gain=0.677227259,cover=1602
- 79:leaf=-0.000857235806,cover=0
- 80:leaf=-0.00423160521,cover=0
- 40:[LGI5<3.4634192] yes=81,no=82,missing=82,gain=0.941970944,cover=423
- 81:leaf=0.00144936994,cover=0
- 82:leaf=0.0105101485,cover=0
- 20:[Pol<81.5476837] yes=41,no=42,missing=42,gain=1.32895112,cover=1712
- 41:[Ecc<33.2971039] yes=83,no=84,missing=83,gain=1.40635109,cover=298
- 83:leaf=0.0046666977,cover=0
- 84:leaf=-0.00227757846,cover=0
- 42:[LGI5<3.3215456] yes=85,no=86,missing=86,gain=2.0602088,cover=1414
- 85:leaf=-0.00221997057,cover=0
- 86:leaf=-0.00743218279,cover=0
- 10:[LGI5<2.99594808] yes=21,no=22,missing=21,gain=1.90787685,cover=10730
- 21:[LGI5<2.96218491] yes=43,no=44,missing=43,gain=2.38332438,cover=8673
- 43:[LGI5<2.92358446] yes=87,no=88,missing=88,gain=1.40122211,cover=8351
- 87:leaf=-9.49663445e-05,cover=0
- 88:leaf=0.00343084382,cover=0
- 44:[PialArea5<0.245474651] yes=89,no=90,missing=89,gain=1.15847087,cover=322
- 89:leaf=-0.00705206487,cover=0
- 90:leaf=-0.00102358579,cover=0
- 22:[LGI5<3.60428405] yes=45,no=46,missing=45,gain=2.19406271,cover=2057
- 45:[Area5<0.554568231] yes=91,no=92,missing=91,gain=1.37513757,cover=1914
- 91:leaf=-0.00049452699,cover=0
- 92:leaf=0.00272336323,cover=0
- 46:[MidArea5<0.474339783] yes=93,no=94,missing=93,gain=0.68708241,cover=143
- 93:leaf=-0.00653826445,cover=0
- 94:leaf=0.00114705449,cover=0
- 2:[Curv5<0.22365725] yes=5,no=6,missing=6,gain=4.22125912,cover=5044322
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=5.41963673,cover=4987499
- 11:[PialCurv5<0.382664889] yes=23,no=24,missing=23,gain=4.76677275,cover=4982134
- 23:[PialArea5<0.450022906] yes=47,no=48,missing=47,gain=7.28074169,cover=4916959
- 47:[PialCurv5<-0.00763805071] yes=95,no=96,missing=95,gain=13.7173347,cover=475443
- 95:leaf=-0.00173525885,cover=0
- 96:leaf=0.000227180528,cover=0
- 48:[Curv5<0.0778492987] yes=97,no=98,missing=97,gain=12.1374903,cover=4441516
- 97:leaf=1.72585969e-05,cover=0
- 98:leaf=-0.000220601243,cover=0
- 24:[Sulc0<0.193122864] yes=49,no=50,missing=49,gain=5.33077717,cover=65175
- 49:[Curv5<0.190557376] yes=99,no=100,missing=99,gain=2.60447216,cover=4643
- 99:leaf=0.00236126524,cover=0
- 100:leaf=-7.62000263e-06,cover=0
- 50:[PialArea5<0.559226274] yes=101,no=102,missing=102,gain=5.2553544,cover=60532
- 101:leaf=-0.000602373155,cover=0
- 102:leaf=0.00374914124,cover=0
- 12:[Sulc0<0.812575758] yes=25,no=26,missing=25,gain=4.26181793,cover=5365
- 25:[Pol<96.2546158] yes=51,no=52,missing=51,gain=2.91678905,cover=3093
- 51:[Pol<3.6072247] yes=103,no=104,missing=103,gain=2.09047794,cover=975
- 103:leaf=0.0412125364,cover=0
- 104:leaf=0.0049036569,cover=0
- 52:[Pol<138.971481] yes=105,no=106,missing=105,gain=2.42612553,cover=2118
- 105:leaf=0.00105925754,cover=0
- 106:leaf=0.00588661805,cover=0
- 26:[PialArea5<0.498393416] yes=53,no=54,missing=53,gain=4.65069675,cover=2272
- 53:[Ecc<16.0247612] yes=107,no=108,missing=107,gain=2.30060816,cover=2248
- 107:leaf=-0.00177686161,cover=0
- 108:leaf=0.00142997259,cover=0
- 54:[Ecc<8.48579407] yes=109,no=110,missing=109,gain=2.22238493,cover=24
- 109:leaf=0.0306915231,cover=0
- 110:leaf=-0.00221128389,cover=0
- 6:[PialArea5<0.524996102] yes=13,no=14,missing=13,gain=2.119699,cover=56823
- 13:[Sulc0<0.392869562] yes=27,no=28,missing=27,gain=2.39709473,cover=55507
- 27:[Area5<0.554568231] yes=55,no=56,missing=55,gain=1.70027542,cover=25712
- 55:[LGI5<2.4272728] yes=111,no=112,missing=111,gain=1.757442,cover=1895
- 111:leaf=-0.00379619165,cover=0
- 112:leaf=-0.00075066404,cover=0
- 56:[Sulc0<-0.43309778] yes=113,no=114,missing=113,gain=1.43966007,cover=23817
- 113:leaf=-0.00598764932,cover=0
- 114:leaf=-0.000690825342,cover=0
- 28:[LGI5<2.69973111] yes=57,no=58,missing=57,gain=2.52560258,cover=29795
- 57:[Sulc0<1.06550956] yes=115,no=116,missing=115,gain=2.21053529,cover=18186
- 115:leaf=0.000265965675,cover=0
- 116:leaf=-0.00393972034,cover=0
- 58:[Ecc<30.959959] yes=117,no=118,missing=118,gain=1.98869824,cover=11609
- 117:leaf=-0.00133069942,cover=0
- 118:leaf=-1.21520015e-05,cover=0
- 14:[LGI5<2.98459172] yes=29,no=30,missing=29,gain=2.17688537,cover=1316
- 29:[Pol<86.0952454] yes=59,no=60,missing=59,gain=1.15307784,cover=1098
- 59:[Ecc<5.91357183] yes=119,no=120,missing=120,gain=0.895449221,cover=146
- 119:leaf=-0.00136966619,cover=0
- 120:leaf=-0.0107383933,cover=0
- 60:[PialCurv5<0.134718806] yes=121,no=122,missing=121,gain=0.6237095,cover=952
- 121:leaf=0.0051208064,cover=0
- 122:leaf=0.000849081145,cover=0
- 30:[Pol<152.092255] yes=61,no=62,missing=62,gain=2.62589097,cover=218
- 61:[Area5<0.640637577] yes=123,no=124,missing=123,gain=1.53185987,cover=149
- 123:leaf=0.0186998975,cover=0
- 124:leaf=0.00684563303,cover=0
- 62:[Sulc0<0.0294309072] yes=125,no=126,missing=125,gain=0.20353508,cover=69
- 125:leaf=-0.00524803391,cover=0
- 126:leaf=0.00024981334,cover=0
-booster[371]:
-0:[Area5<0.380439579] yes=1,no=2,missing=2,gain=3.27347708,cover=5124388
- 1:[PialCurv5<-0.0347327143] yes=3,no=4,missing=3,gain=1.71558094,cover=20016
- 3:[MidArea5<0.48507002] yes=7,no=8,missing=7,gain=2.27138186,cover=19620
- 7:[PialArea5<0.605248392] yes=15,no=16,missing=16,gain=4.6844368,cover=3762
- 15:[MidArea5<0.460721314] yes=31,no=32,missing=31,gain=2.71525574,cover=3085
- 31:[PialCurv5<-0.210138425] yes=61,no=62,missing=61,gain=2.05051041,cover=2223
- 61:leaf=-0.00109951652,cover=0
- 62:leaf=0.00267132767,cover=0
- 32:[Curv5<-0.215837389] yes=63,no=64,missing=63,gain=1.27683568,cover=862
- 63:leaf=-0.00290616113,cover=0
- 64:leaf=0.00105345168,cover=0
- 16:[Pol<61.2046547] yes=33,no=34,missing=34,gain=1.11733341,cover=677
- 33:[Ecc<3.80337262] yes=65,no=66,missing=65,gain=0.291321218,cover=110
- 65:leaf=-0.000887118105,cover=0
- 66:leaf=0.00450207619,cover=0
- 34:[MidArea5<0.474339783] yes=67,no=68,missing=67,gain=0.949118614,cover=567
- 67:leaf=0.00918812957,cover=0
- 68:leaf=0.00490181055,cover=0
- 8:[PialArea5<0.651661396] yes=17,no=18,missing=17,gain=2.26771736,cover=15858
- 17:[PialCurv5<-0.130080611] yes=35,no=36,missing=35,gain=1.30165958,cover=1440
- 35:[Ecc<8.01039791] yes=69,no=70,missing=69,gain=0.755909443,cover=775
- 69:leaf=-0.00367953512,cover=0
- 70:leaf=6.17608675e-05,cover=0
- 36:[Pol<174.523148] yes=71,no=72,missing=71,gain=0.739006817,cover=665
- 71:leaf=0.000473466149,cover=0
- 72:leaf=-0.0090574529,cover=0
- 18:[MidArea5<0.512587845] yes=37,no=38,missing=38,gain=4.34098244,cover=14418
- 37:[PialArea5<0.669517875] yes=73,no=74,missing=73,gain=1.61475658,cover=1225
- 73:leaf=0.00151408929,cover=0
- 74:leaf=0.00515769189,cover=0
- 38:[PialArea5<0.702764034] yes=75,no=76,missing=75,gain=2.37512803,cover=13193
- 75:leaf=-0.00116348534,cover=0
- 76:leaf=0.000660504273,cover=0
- 4:[LGI5<3.06739473] yes=9,no=10,missing=9,gain=0.606696486,cover=396
- 9:[LGI5<2.13090348] yes=19,no=20,missing=20,gain=0.746602893,cover=274
- 19:leaf=-0.0121488599,cover=0
- 20:[Pol<131.443253] yes=39,no=40,missing=40,gain=0.484590679,cover=260
- 39:[Sulc0<0.433680743] yes=77,no=78,missing=78,gain=0.728528559,cover=230
- 77:leaf=-0.00320069375,cover=0
- 78:leaf=0.00304203643,cover=0
- 40:[Curv5<-0.191348091] yes=79,no=80,missing=80,gain=0.210485667,cover=30
- 79:leaf=-0.00112426642,cover=0
- 80:leaf=0.00783965085,cover=0
- 10:[Curv5<-0.136312515] yes=21,no=22,missing=21,gain=0.570550919,cover=122
- 21:[Ecc<20.0856266] yes=41,no=42,missing=42,gain=0.358368546,cover=14
- 41:[Ecc<14.694541] yes=81,no=82,missing=81,gain=0.000661462545,cover=4
- 81:leaf=0.00446544914,cover=0
- 82:leaf=0.0161362868,cover=0
- 42:[Sulc0<0.176289052] yes=83,no=84,missing=84,gain=0.00311628915,cover=10
- 83:leaf=-0.000521788024,cover=0
- 84:leaf=-0.00235136854,cover=0
- 22:[Curv5<0.0655679703] yes=43,no=44,missing=43,gain=1.22477651,cover=108
- 43:[Ecc<39.5502243] yes=85,no=86,missing=85,gain=0.380243301,cover=33
- 85:leaf=-0.0171054322,cover=0
- 86:leaf=-0.00271915458,cover=0
- 44:[Ecc<7.90440989] yes=87,no=88,missing=88,gain=0.24958992,cover=75
- 87:leaf=-0.0139913214,cover=0
- 88:leaf=-0.0023487201,cover=0
- 2:[Sulc0<-1.15707839] yes=5,no=6,missing=5,gain=3.31346416,cover=5104372
- 5:[PialCurv5<-0.11032705] yes=11,no=12,missing=12,gain=4.8029604,cover=59335
- 11:[Area5<0.682363749] yes=23,no=24,missing=23,gain=4.09075975,cover=50983
- 23:[LGI5<2.58517122] yes=45,no=46,missing=45,gain=2.05837727,cover=36877
- 45:[LGI5<2.13090348] yes=89,no=90,missing=89,gain=2.23401356,cover=25702
- 89:leaf=-0.00274772989,cover=0
- 90:leaf=-0.000136475748,cover=0
- 46:[PialCurv5<-0.145424455] yes=91,no=92,missing=92,gain=2.01026821,cover=11175
- 91:leaf=-0.000560643268,cover=0
- 92:leaf=-0.00198284397,cover=0
- 24:[LGI5<2.67457628] yes=47,no=48,missing=47,gain=3.05761909,cover=14106
- 47:[Ecc<1.26157856] yes=93,no=94,missing=94,gain=2.62841463,cover=6889
- 93:leaf=-0.00126038759,cover=0
- 94:leaf=0.00166011543,cover=0
- 48:[PialArea5<0.95820266] yes=95,no=96,missing=95,gain=1.85419309,cover=7217
- 95:leaf=-0.00183968153,cover=0
- 96:leaf=0.000201595874,cover=0
- 12:[Ecc<8.41855335] yes=25,no=26,missing=25,gain=2.97504091,cover=8352
- 25:[Ecc<3.35458159] yes=49,no=50,missing=50,gain=3.0245266,cover=7933
- 49:[Curv5<-0.161761403] yes=97,no=98,missing=97,gain=2.54008317,cover=6304
- 97:leaf=-0.000813892053,cover=0
- 98:leaf=-0.00377794146,cover=0
- 50:[Pol<59.5955544] yes=99,no=100,missing=100,gain=2.5164423,cover=1629
- 99:leaf=-0.00246783043,cover=0
- 100:leaf=-0.00697459886,cover=0
- 26:[Curv5<-0.20189926] yes=51,no=52,missing=51,gain=1.70935583,cover=419
- 51:[LGI5<3.53458858] yes=101,no=102,missing=102,gain=0.388300776,cover=149
- 101:leaf=0.000573001395,cover=0
- 102:leaf=-0.00454598665,cover=0
- 52:[LGI5<2.89660096] yes=103,no=104,missing=103,gain=2.98486018,cover=270
- 103:leaf=0.0305199809,cover=0
- 104:leaf=0.00388708315,cover=0
- 6:[LGI5<2.23211861] yes=13,no=14,missing=13,gain=3.95646572,cover=5045037
- 13:[Pol<78.2110443] yes=27,no=28,missing=27,gain=4.68226624,cover=132611
- 27:[Pol<40.9012032] yes=53,no=54,missing=54,gain=6.02854586,cover=38407
- 53:[Ecc<1.62447274] yes=105,no=106,missing=105,gain=4.79568624,cover=15206
- 105:leaf=-0.000125265287,cover=0
- 106:leaf=0.00169796252,cover=0
- 54:[PialArea5<0.715215623] yes=107,no=108,missing=107,gain=8.47055435,cover=23201
- 107:leaf=-0.00277981372,cover=0
- 108:leaf=-0.000261983892,cover=0
- 28:[PialCurv5<0.189327508] yes=55,no=56,missing=55,gain=5.66861057,cover=94204
- 55:[PialArea5<0.529292643] yes=109,no=110,missing=109,gain=4.54739666,cover=79082
- 109:leaf=0.00167894328,cover=0
- 110:leaf=0.000493531465,cover=0
- 56:[Sulc0<-0.338601172] yes=111,no=112,missing=111,gain=3.83221769,cover=15122
- 111:leaf=-0.00392744178,cover=0
- 112:leaf=-0.00024493481,cover=0
- 14:[PialArea5<1.48916721] yes=29,no=30,missing=29,gain=3.6799221,cover=4912426
- 29:[Ecc<3.10160303] yes=57,no=58,missing=57,gain=4.3237834,cover=4876778
- 57:[LGI5<2.51969218] yes=113,no=114,missing=113,gain=32.0469475,cover=902818
- 113:leaf=4.89289305e-05,cover=0
- 114:leaf=-0.000673812989,cover=0
- 58:[Sulc0<-0.620624542] yes=115,no=116,missing=116,gain=6.23485994,cover=3973960
- 115:leaf=-0.00011926263,cover=0
- 116:leaf=4.29194915e-05,cover=0
- 30:[PialCurv5<-0.154837668] yes=59,no=60,missing=60,gain=3.51195884,cover=35648
- 59:[LGI5<2.58096433] yes=117,no=118,missing=117,gain=3.11806798,cover=846
- 117:leaf=0.00177290838,cover=0
- 118:leaf=-0.00474480307,cover=0
- 60:[Area5<0.610838115] yes=119,no=120,missing=119,gain=3.2795949,cover=34802
- 119:leaf=0.00335197384,cover=0
- 120:leaf=0.000493213593,cover=0
-booster[372]:
-0:[Curv5<-0.26661092] yes=1,no=2,missing=1,gain=3.21490598,cover=5124388
- 1:[PialCurv5<-0.132898524] yes=3,no=4,missing=4,gain=9.00141335,cover=303029
- 3:[Ecc<7.18838644] yes=7,no=8,missing=7,gain=4.90441465,cover=246065
- 7:[Sulc0<-0.457356662] yes=15,no=16,missing=15,gain=6.33249283,cover=118924
- 15:[LGI5<2.58517122] yes=31,no=32,missing=31,gain=5.13734102,cover=112256
- 31:[Curv5<-0.319950402] yes=63,no=64,missing=64,gain=3.26090312,cover=75982
- 63:leaf=0.000532327627,cover=0
- 64:leaf=-0.000240547539,cover=0
- 32:[MidArea5<0.48507002] yes=65,no=66,missing=66,gain=3.63642311,cover=36274
- 65:leaf=0.00551246246,cover=0
- 66:leaf=-0.000822199974,cover=0
- 16:[LGI5<2.77389717] yes=33,no=34,missing=33,gain=2.24061775,cover=6668
- 33:[LGI5<2.62853003] yes=67,no=68,missing=68,gain=4.2279067,cover=5121
- 67:leaf=0.000838696433,cover=0
- 68:leaf=0.00395150529,cover=0
- 34:[PialCurv5<-0.167439327] yes=69,no=70,missing=69,gain=1.58198178,cover=1547
- 69:leaf=-0.00199810578,cover=0
- 70:leaf=0.00119813369,cover=0
- 8:[Area5<0.685542226] yes=17,no=18,missing=17,gain=4.76329565,cover=127141
- 17:[LGI5<2.41354537] yes=35,no=36,missing=35,gain=3.15373898,cover=106805
- 35:[Area5<0.453641325] yes=71,no=72,missing=72,gain=2.10306311,cover=1637
- 71:leaf=0.00306672254,cover=0
- 72:leaf=-0.00269201072,cover=0
- 36:[LGI5<2.46931005] yes=73,no=74,missing=73,gain=3.55168319,cover=105168
- 73:leaf=0.0026751,cover=0
- 74:leaf=0.000109763605,cover=0
- 18:[LGI5<2.5453887] yes=37,no=38,missing=37,gain=2.88960457,cover=20336
- 37:[Pol<160.869751] yes=75,no=76,missing=75,gain=3.3469243,cover=735
- 75:leaf=0.00545723317,cover=0
- 76:leaf=-0.00386991096,cover=0
- 38:[PialCurv5<-0.181738108] yes=77,no=78,missing=77,gain=3.26777506,cover=19601
- 77:leaf=-0.000336729718,cover=0
- 78:leaf=0.00118618913,cover=0
- 4:[Pol<68.1421661] yes=9,no=10,missing=10,gain=6.81789494,cover=56964
- 9:[Ecc<3.10160303] yes=19,no=20,missing=19,gain=4.51045132,cover=23920
- 19:[PialCurv5<-0.0999256745] yes=39,no=40,missing=40,gain=4.07681465,cover=6666
- 39:[PialCurv5<-0.119053185] yes=79,no=80,missing=79,gain=1.62597728,cover=6031
- 79:leaf=-7.63163698e-05,cover=0
- 80:leaf=-0.00185765792,cover=0
- 40:[Ecc<2.31110334] yes=81,no=82,missing=82,gain=2.17903519,cover=635
- 81:leaf=-0.00316821644,cover=0
- 82:leaf=-0.0100130783,cover=0
- 20:[LGI5<2.56865931] yes=41,no=42,missing=41,gain=3.53529763,cover=17254
- 41:[LGI5<2.32164335] yes=83,no=84,missing=83,gain=2.28692818,cover=2905
- 83:leaf=-0.00170040783,cover=0
- 84:leaf=0.00261600432,cover=0
- 42:[Curv5<-0.331971258] yes=85,no=86,missing=85,gain=2.49781442,cover=14349
- 85:leaf=-0.001328566,cover=0
- 86:leaf=0.000473359047,cover=0
- 10:[Pol<155.757294] yes=21,no=22,missing=21,gain=6.0800457,cover=33044
- 21:[MidArea5<0.673991144] yes=43,no=44,missing=44,gain=8.4407959,cover=20933
- 43:[Ecc<12.0179253] yes=87,no=88,missing=87,gain=1.90305912,cover=9828
- 87:leaf=0.000928400201,cover=0
- 88:leaf=-0.00102963811,cover=0
- 44:[Ecc<41.2560654] yes=89,no=90,missing=90,gain=3.57617569,cover=11105
- 89:leaf=0.00255370955,cover=0
- 90:leaf=0.0110287583,cover=0
- 22:[Sulc0<-0.439186513] yes=45,no=46,missing=45,gain=3.57290196,cover=12111
- 45:[LGI5<2.46931005] yes=91,no=92,missing=92,gain=3.11348891,cover=10290
- 91:leaf=0.0014123799,cover=0
- 92:leaf=-0.000575805199,cover=0
- 46:[PialCurv5<-0.0363363102] yes=93,no=94,missing=93,gain=2.87206364,cover=1821
- 93:leaf=0.00261128554,cover=0
- 94:leaf=-0.0120638134,cover=0
- 2:[PialCurv5<-0.167439327] yes=5,no=6,missing=5,gain=8.87009239,cover=4821359
- 5:[Curv5<-0.22713457] yes=11,no=12,missing=11,gain=10.3891649,cover=23809
- 11:[PialCurv5<-0.181738108] yes=23,no=24,missing=23,gain=2.24722576,cover=17693
- 23:[PialArea5<1.31770575] yes=47,no=48,missing=47,gain=1.56771827,cover=4720
- 47:[LGI5<2.95653391] yes=95,no=96,missing=96,gain=1.36859274,cover=4580
- 95:leaf=0.000828355376,cover=0
- 96:leaf=0.00266978238,cover=0
- 48:[Pol<36.2100182] yes=97,no=98,missing=98,gain=0.550112426,cover=140
- 97:leaf=-0.00165777083,cover=0
- 98:leaf=-0.00827312563,cover=0
- 24:[Curv5<-0.251844287] yes=49,no=50,missing=50,gain=1.66415083,cover=12973
- 49:[Sulc0<-0.305269122] yes=99,no=100,missing=100,gain=0.868898153,cover=6827
- 99:leaf=-0.000429234904,cover=0
- 100:leaf=-0.00345012243,cover=0
- 50:[Ecc<9.27846909] yes=101,no=102,missing=101,gain=1.55714738,cover=6146
- 101:leaf=9.16243516e-05,cover=0
- 102:leaf=0.00185240747,cover=0
- 12:[PialCurv5<-0.190801308] yes=25,no=26,missing=25,gain=5.04691696,cover=6116
- 25:[Curv5<-0.102400392] yes=51,no=52,missing=51,gain=3.0735333,cover=1612
- 51:[Area5<0.726017833] yes=103,no=104,missing=103,gain=2.76133561,cover=1379
- 103:leaf=0.00301432377,cover=0
- 104:leaf=-0.00156945107,cover=0
- 52:[Ecc<0.999059319] yes=105,no=106,missing=105,gain=2.57799649,cover=233
- 105:leaf=0.0122533068,cover=0
- 106:leaf=-0.0065501756,cover=0
- 26:[Area5<0.589787364] yes=53,no=54,missing=53,gain=5.8054142,cover=4504
- 53:[MidArea5<0.489716202] yes=107,no=108,missing=108,gain=1.46020007,cover=1551
- 107:leaf=0.00506396452,cover=0
- 108:leaf=0.000514919055,cover=0
- 54:[Pol<160.153915] yes=109,no=110,missing=109,gain=4.735672,cover=2953
- 109:leaf=0.00424274569,cover=0
- 110:leaf=0.0111171035,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=13,gain=4.33055162,cover=4797550
- 13:[LGI5<2.71502113] yes=27,no=28,missing=27,gain=1.48249435,cover=24261
- 27:[LGI5<2.47264814] yes=55,no=56,missing=56,gain=3.62201643,cover=21050
- 55:[Curv5<-0.0686563179] yes=111,no=112,missing=111,gain=2.15332222,cover=15972
- 111:leaf=0.000504217169,cover=0
- 112:leaf=-0.00439003576,cover=0
- 56:[Curv5<-0.206445083] yes=113,no=114,missing=114,gain=3.08292532,cover=5078
- 113:leaf=0.000807455101,cover=0
- 114:leaf=0.00327609852,cover=0
- 28:[PialCurv5<-0.137075767] yes=57,no=58,missing=57,gain=2.24846387,cover=3211
- 57:[Ecc<9.38688755] yes=115,no=116,missing=115,gain=2.1471889,cover=887
- 115:leaf=-0.000363918254,cover=0
- 116:leaf=0.00459524011,cover=0
- 58:[Pol<147.599014] yes=117,no=118,missing=118,gain=3.04485941,cover=2324
- 117:leaf=-0.000567993789,cover=0
- 118:leaf=-0.00664067268,cover=0
- 14:[Sulc0<-0.966370046] yes=29,no=30,missing=29,gain=4.57658005,cover=4773289
- 29:[Pol<136.792099] yes=59,no=60,missing=59,gain=4.02048254,cover=209121
- 59:[Ecc<2.79805064] yes=119,no=120,missing=120,gain=3.37079334,cover=143273
- 119:leaf=-0.000324816647,cover=0
- 120:leaf=0.000161340693,cover=0
- 60:[Curv5<-0.163374811] yes=121,no=122,missing=121,gain=3.97646713,cover=65848
- 121:leaf=-0.000448483479,cover=0
- 122:leaf=-0.00181070622,cover=0
- 30:[PialArea5<1.16111541] yes=61,no=62,missing=61,gain=5.80440474,cover=4564168
- 61:[Sulc0<-0.244882882] yes=123,no=124,missing=123,gain=5.40230656,cover=4253718
- 123:leaf=-9.07021094e-05,cover=0
- 124:leaf=2.39473829e-05,cover=0
- 62:[Ecc<2.25101852] yes=125,no=126,missing=125,gain=6.35317659,cover=310450
- 125:leaf=0.000793237239,cover=0
- 126:leaf=0.000114708397,cover=0
-booster[373]:
-0:[PialArea5<0.806151748] yes=1,no=2,missing=2,gain=3.28105426,cover=5124388
- 1:[Area5<0.770300686] yes=3,no=4,missing=3,gain=13.9946804,cover=2682502
- 3:[MidArea5<0.713920057] yes=7,no=8,missing=8,gain=7.25447655,cover=2447066
- 7:[Area5<0.702883124] yes=15,no=16,missing=15,gain=13.3859692,cover=2164349
- 15:[PialArea5<0.739180207] yes=31,no=32,missing=32,gain=12.148613,cover=1624705
- 31:[LGI5<2.42065382] yes=63,no=64,missing=63,gain=9.20070457,cover=1372714
- 63:leaf=7.42609918e-05,cover=0
- 64:leaf=-0.000240562673,cover=0
- 32:[Sulc0<0.254506379] yes=65,no=66,missing=66,gain=14.3126335,cover=251991
- 65:leaf=0.000153494053,cover=0
- 66:leaf=0.00296323048,cover=0
- 16:[Pol<133.406311] yes=33,no=34,missing=33,gain=25.7961864,cover=539644
- 33:[Curv5<0.0146088367] yes=67,no=68,missing=67,gain=25.7967262,cover=495600
- 67:leaf=-0.00160989107,cover=0
- 68:leaf=0.000147677987,cover=0
- 34:[Ecc<24.7238369] yes=69,no=70,missing=69,gain=10.1652889,cover=44044
- 69:leaf=0.000990212779,cover=0
- 70:leaf=0.00301683554,cover=0
- 8:[Pol<114.432869] yes=17,no=18,missing=18,gain=8.94173336,cover=282717
- 17:[Ecc<13.4950199] yes=35,no=36,missing=35,gain=10.4506521,cover=156489
- 35:[Pol<85.4004211] yes=71,no=72,missing=71,gain=15.8287029,cover=102022
- 71:leaf=-0.000820371264,cover=0
- 72:leaf=0.000480693532,cover=0
- 36:[PialCurv5<0.0447484925] yes=73,no=74,missing=73,gain=27.981884,cover=54467
- 73:leaf=0.00157693832,cover=0
- 74:leaf=-0.000692550675,cover=0
- 18:[Pol<149.795395] yes=37,no=38,missing=37,gain=17.4345741,cover=126228
- 37:[Sulc0<-0.0326132737] yes=75,no=76,missing=75,gain=13.2553825,cover=89896
- 75:leaf=-0.00174111,cover=0
- 76:leaf=-0.000502073672,cover=0
- 38:[LGI5<2.90731096] yes=77,no=78,missing=77,gain=6.42430401,cover=36332
- 77:leaf=0.00103919092,cover=0
- 78:leaf=-0.000298105035,cover=0
- 4:[Pol<49.2074432] yes=9,no=10,missing=9,gain=7.41438103,cover=235436
- 9:[Ecc<2.97906685] yes=19,no=20,missing=20,gain=5.42753124,cover=15610
- 19:[Ecc<0.406764686] yes=39,no=40,missing=39,gain=2.48543668,cover=500
- 39:[LGI5<2.31192279] yes=79,no=80,missing=80,gain=1.97408772,cover=75
- 79:leaf=-0.00899522286,cover=0
- 80:leaf=0.00930121914,cover=0
- 40:[LGI5<2.19753051] yes=81,no=82,missing=81,gain=1.92302561,cover=425
- 81:leaf=0.00202582171,cover=0
- 82:leaf=-0.00677127624,cover=0
- 20:[LGI5<2.62853003] yes=41,no=42,missing=41,gain=17.9049454,cover=15110
- 41:[Ecc<9.75650311] yes=83,no=84,missing=83,gain=8.88013649,cover=465
- 83:leaf=0.0138573973,cover=0
- 84:leaf=-0.00666043488,cover=0
- 42:[LGI5<3.35709596] yes=85,no=86,missing=86,gain=5.82543278,cover=14645
- 85:leaf=0.000535237545,cover=0
- 86:leaf=0.00264563225,cover=0
- 10:[PialArea5<0.672997355] yes=21,no=22,missing=21,gain=8.5176239,cover=219826
- 21:[Curv5<0.122410901] yes=43,no=44,missing=43,gain=12.7356405,cover=147670
- 43:[Pol<112.359543] yes=87,no=88,missing=87,gain=11.8618507,cover=62535
- 87:leaf=0.000568574818,cover=0
- 88:leaf=0.00207783422,cover=0
- 44:[PialArea5<0.550757647] yes=89,no=90,missing=89,gain=11.3349714,cover=85135
- 89:leaf=0.000355697324,cover=0
- 90:leaf=-0.00111026538,cover=0
- 22:[LGI5<2.99035311] yes=45,no=46,missing=45,gain=4.98280954,cover=72156
- 45:[Sulc0<-0.338601172] yes=91,no=92,missing=91,gain=5.57173395,cover=41161
- 91:leaf=-0.0014925705,cover=0
- 92:leaf=0.000374024763,cover=0
- 46:[Pol<136.792099] yes=93,no=94,missing=93,gain=6.00186825,cover=30995
- 93:leaf=-0.00100269658,cover=0
- 94:leaf=0.000780933013,cover=0
- 2:[Area5<0.740087628] yes=5,no=6,missing=5,gain=9.48754311,cover=2441886
- 5:[Sulc0<0.176289052] yes=11,no=12,missing=12,gain=16.4893951,cover=1751911
- 11:[Pol<63.605114] yes=23,no=24,missing=23,gain=11.9594879,cover=1712209
- 23:[Ecc<6.98131132] yes=47,no=48,missing=47,gain=17.088953,cover=696401
- 47:[Curv5<-0.18985194] yes=95,no=96,missing=96,gain=17.0353394,cover=377323
- 95:leaf=-0.000164428056,cover=0
- 96:leaf=0.000509171688,cover=0
- 48:[PialCurv5<-0.101551421] yes=97,no=98,missing=98,gain=40.5595779,cover=319078
- 97:leaf=0.000224533331,cover=0
- 98:leaf=-0.000903067761,cover=0
- 24:[Pol<118.712891] yes=49,no=50,missing=49,gain=44.9402008,cover=1015808
- 49:[Ecc<12.1917515] yes=99,no=100,missing=100,gain=77.7501984,cover=206687
- 99:leaf=0.000685974257,cover=0
- 100:leaf=0.00665741367,cover=0
- 50:[Ecc<8.23836613] yes=101,no=102,missing=101,gain=32.0226212,cover=809121
- 101:leaf=-0.000228778095,cover=0
- 102:leaf=0.000416679046,cover=0
- 12:[Curv5<0.0344051942] yes=25,no=26,missing=25,gain=6.95262909,cover=39702
- 25:[Pol<150.62207] yes=51,no=52,missing=51,gain=5.35499001,cover=36088
- 51:[LGI5<3.04290652] yes=103,no=104,missing=104,gain=6.51939392,cover=30080
- 103:leaf=0.000797674526,cover=0
- 104:leaf=0.00227429322,cover=0
- 52:[Ecc<44.7855835] yes=105,no=106,missing=105,gain=4.45292473,cover=6008
- 105:leaf=-0.000925503788,cover=0
- 106:leaf=0.00205492787,cover=0
- 26:[PialCurv5<0.04242469] yes=53,no=54,missing=53,gain=9.68140411,cover=3614
- 53:[Sulc0<0.762988985] yes=107,no=108,missing=107,gain=1.28990078,cover=460
- 107:leaf=0.00538158417,cover=0
- 108:leaf=0.023630634,cover=0
- 54:[Ecc<17.7876587] yes=109,no=110,missing=109,gain=4.33892727,cover=3154
- 109:leaf=0.000628776324,cover=0
- 110:leaf=-0.00329185021,cover=0
- 6:[PialArea5<0.908809483] yes=13,no=14,missing=13,gain=7.8438983,cover=689975
- 13:[Pol<43.7633247] yes=27,no=28,missing=27,gain=7.17993069,cover=139585
- 27:[PialCurv5<0.0240441076] yes=55,no=56,missing=56,gain=3.99031115,cover=24998
- 55:[Curv5<0.012354264] yes=111,no=112,missing=111,gain=11.7396603,cover=15279
- 111:leaf=0.000361043378,cover=0
- 112:leaf=0.00499158585,cover=0
- 56:[Area5<0.794681609] yes=113,no=114,missing=113,gain=6.90033054,cover=9719
- 113:leaf=-0.00146550778,cover=0
- 114:leaf=0.00131589104,cover=0
- 28:[Curv5<-0.174421206] yes=57,no=58,missing=58,gain=9.9499855,cover=114587
- 57:[Ecc<13.8847265] yes=115,no=116,missing=115,gain=3.25635147,cover=6820
- 115:leaf=0.00240843976,cover=0
- 116:leaf=0.00021778667,cover=0
- 58:[LGI5<2.94529939] yes=117,no=118,missing=118,gain=8.83020782,cover=107767
- 117:leaf=-0.000332378288,cover=0
- 118:leaf=-0.00124389702,cover=0
- 14:[Curv5<-0.2376284] yes=29,no=30,missing=29,gain=4.97963142,cover=550390
- 29:[PialCurv5<-0.129174799] yes=59,no=60,missing=59,gain=5.13526869,cover=37335
- 59:[Pol<14.1659222] yes=119,no=120,missing=119,gain=2.77936935,cover=30190
- 119:leaf=-0.000544500479,cover=0
- 120:leaf=0.000534614781,cover=0
- 60:[Ecc<30.959959] yes=121,no=122,missing=122,gain=1.36151218,cover=7145
- 121:leaf=0.00154482562,cover=0
- 122:leaf=0.00427434826,cover=0
- 30:[Pol<143.959366] yes=61,no=62,missing=61,gain=5.78219652,cover=513055
- 61:[Curv5<0.000893599819] yes=123,no=124,missing=124,gain=7.43477249,cover=396927
- 123:leaf=-0.000226195931,cover=0
- 124:leaf=0.000562972797,cover=0
- 62:[Curv5<-0.132798299] yes=125,no=126,missing=125,gain=13.3955574,cover=116128
- 125:leaf=-0.000253846723,cover=0
- 126:leaf=0.00082401809,cover=0
-booster[374]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=1,gain=3.18836427,cover=5124388
- 1:[LGI5<2.92358446] yes=3,no=4,missing=4,gain=2.10043049,cover=40033
- 3:[LGI5<2.48603988] yes=7,no=8,missing=7,gain=2.35184789,cover=24703
- 7:[PialCurv5<0.0377402082] yes=15,no=16,missing=15,gain=1.51575541,cover=8886
- 15:[Sulc0<-0.351394534] yes=31,no=32,missing=32,gain=0.971287489,cover=150
- 31:[LGI5<2.22170687] yes=63,no=64,missing=63,gain=0.488169193,cover=69
- 63:leaf=-0.00815752614,cover=0
- 64:leaf=0.00226302701,cover=0
- 32:[Area5<0.589787364] yes=65,no=66,missing=65,gain=0.680097342,cover=81
- 65:leaf=-0.0140267638,cover=0
- 66:leaf=-0.0043660095,cover=0
- 16:[PialCurv5<0.171042696] yes=33,no=34,missing=33,gain=3.12834096,cover=8736
- 33:[PialArea5<0.245474651] yes=67,no=68,missing=67,gain=2.28068638,cover=722
- 67:leaf=0.00706853438,cover=0
- 68:leaf=0.00143220369,cover=0
- 34:[Pol<117.668175] yes=69,no=70,missing=69,gain=1.30909967,cover=8014
- 69:leaf=0.000799962436,cover=0
- 70:leaf=-0.00155422452,cover=0
- 8:[Pol<52.7894325] yes=17,no=18,missing=17,gain=2.34959197,cover=15817
- 17:[Curv5<0.199476883] yes=35,no=36,missing=35,gain=0.33312583,cover=83
- 35:[PialCurv5<0.371846795] yes=71,no=72,missing=71,gain=0.835112214,cover=34
- 71:leaf=0.0157951992,cover=0
- 72:leaf=-0.00311905821,cover=0
- 36:[PialCurv5<0.297166049] yes=73,no=74,missing=73,gain=0.314660311,cover=49
- 73:leaf=-0.00690662628,cover=0
- 74:leaf=0.00653137034,cover=0
- 18:[PialCurv5<0.0824522972] yes=37,no=38,missing=38,gain=1.51387274,cover=15734
- 37:[LGI5<2.72022414] yes=75,no=76,missing=76,gain=4.71025467,cover=381
- 75:leaf=-0.00245509809,cover=0
- 76:leaf=0.00864946004,cover=0
- 38:[Curv5<0.067619428] yes=77,no=78,missing=78,gain=1.6517179,cover=15353
- 77:leaf=-0.0082819853,cover=0
- 78:leaf=-0.00029453609,cover=0
- 4:[Ecc<16.2597466] yes=9,no=10,missing=9,gain=2.31469917,cover=15330
- 9:[Sulc0<1.02827847] yes=19,no=20,missing=19,gain=2.42227268,cover=4935
- 19:[Pol<85.4004211] yes=39,no=40,missing=39,gain=1.83588791,cover=4006
- 39:[LGI5<3.55025291] yes=79,no=80,missing=80,gain=2.5347209,cover=385
- 79:leaf=0.00406758022,cover=0
- 80:leaf=0.0163743068,cover=0
- 40:[LGI5<3.15728688] yes=81,no=82,missing=82,gain=2.04146767,cover=3621
- 81:leaf=0.00304685021,cover=0
- 82:leaf=0.000658937788,cover=0
- 20:[LGI5<3.42912889] yes=41,no=42,missing=42,gain=1.99425757,cover=929
- 41:[Area5<0.593548477] yes=83,no=84,missing=84,gain=1.3997674,cover=831
- 83:leaf=0.00434695696,cover=0
- 84:leaf=-0.00204451173,cover=0
- 42:[Pol<93.3357697] yes=85,no=86,missing=85,gain=0.9054389,cover=98
- 85:leaf=0.0134716406,cover=0
- 86:leaf=0.00300237327,cover=0
- 10:[Sulc0<0.779008448] yes=21,no=22,missing=21,gain=2.79032135,cover=10395
- 21:[LGI5<2.95653391] yes=43,no=44,missing=43,gain=3.42756104,cover=1234
- 43:[Area5<0.631603718] yes=87,no=88,missing=87,gain=2.61661744,cover=68
- 87:leaf=0.0176237375,cover=0
- 88:leaf=-0.00195830222,cover=0
- 44:[LGI5<3.06739473] yes=89,no=90,missing=89,gain=2.10171223,cover=1166
- 89:leaf=-0.00662692636,cover=0
- 90:leaf=-0.00132501754,cover=0
- 22:[LGI5<3.30554914] yes=45,no=46,missing=45,gain=1.71310282,cover=9161
- 45:[LGI5<3.26095963] yes=91,no=92,missing=92,gain=2.21019673,cover=5483
- 91:leaf=0.000925726432,cover=0
- 92:leaf=0.00376688316,cover=0
- 46:[LGI5<3.34776258] yes=93,no=94,missing=94,gain=3.09254289,cover=3678
- 93:leaf=-0.00341119221,cover=0
- 94:leaf=0.000572328398,cover=0
- 2:[PialArea5<0.806151748] yes=5,no=6,missing=5,gain=3.52965975,cover=5084355
- 5:[Area5<0.759248734] yes=11,no=12,missing=11,gain=13.1372013,cover=2642469
- 11:[Ecc<39.5502243] yes=23,no=24,missing=23,gain=7.51849842,cover=2333872
- 23:[MidArea5<0.710933506] yes=47,no=48,missing=47,gain=8.24111938,cover=2240101
- 47:[Area5<0.690371037] yes=95,no=96,missing=96,gain=12.3729801,cover=1979181
- 95:leaf=-0.000113047128,cover=0
- 96:leaf=0.000159349613,cover=0
- 48:[Curv5<0.0513985939] yes=97,no=98,missing=98,gain=10.3282461,cover=260920
- 97:leaf=-0.000175921625,cover=0
- 98:leaf=-0.000972757698,cover=0
- 24:[Pol<30.3635597] yes=49,no=50,missing=49,gain=22.7433777,cover=93771
- 49:[PialArea5<0.621054947] yes=99,no=100,missing=99,gain=5.27991962,cover=14407
- 99:leaf=0.0032796436,cover=0
- 100:leaf=0.000840845227,cover=0
- 50:[Pol<132.742767] yes=101,no=102,missing=101,gain=13.5676689,cover=79364
- 101:leaf=-0.00116678514,cover=0
- 102:leaf=0.000513957697,cover=0
- 12:[Pol<53.6550331] yes=25,no=26,missing=25,gain=9.60252666,cover=308597
- 25:[PialCurv5<0.154069737] yes=51,no=52,missing=51,gain=8.70248508,cover=25788
- 51:[PialArea5<0.753297985] yes=103,no=104,missing=103,gain=6.96431541,cover=21129
- 103:leaf=0.00235527544,cover=0
- 104:leaf=0.000500331109,cover=0
- 52:[Curv5<0.0452247933] yes=105,no=106,missing=105,gain=2.61612129,cover=4659
- 105:leaf=0.0121271377,cover=0
- 106:leaf=-0.000877876766,cover=0
- 26:[PialArea5<0.632563293] yes=53,no=54,missing=53,gain=11.3201952,cover=282809
- 53:[Curv5<0.131767005] yes=107,no=108,missing=107,gain=18.1462822,cover=166354
- 107:leaf=0.000995985349,cover=0
- 108:leaf=-5.00948008e-05,cover=0
- 54:[Pol<140.372742] yes=109,no=110,missing=110,gain=7.59229708,cover=116455
- 109:leaf=-0.000346982095,cover=0
- 110:leaf=0.000904028886,cover=0
- 6:[Area5<0.642765105] yes=13,no=14,missing=13,gain=8.76889706,cover=2441886
- 13:[Curv5<-0.108295463] yes=27,no=28,missing=27,gain=55.0091209,cover=771420
- 27:[LGI5<2.86381269] yes=55,no=56,missing=55,gain=16.7373657,cover=697117
- 55:[LGI5<2.50273752] yes=111,no=112,missing=112,gain=8.39828873,cover=531982
- 111:leaf=6.44484971e-05,cover=0
- 112:leaf=-0.000342481595,cover=0
- 56:[PialCurv5<-0.0569176264] yes=113,no=114,missing=114,gain=21.3509445,cover=165135
- 113:leaf=0.000381674647,cover=0
- 114:leaf=0.00373028521,cover=0
- 28:[Pol<59.5955544] yes=57,no=58,missing=57,gain=26.937088,cover=74303
- 57:[Ecc<14.484726] yes=115,no=116,missing=115,gain=16.2512627,cover=17848
- 115:leaf=-0.00120799372,cover=0
- 116:leaf=0.00208454905,cover=0
- 58:[PialArea5<1.0376358] yes=117,no=118,missing=117,gain=15.4966202,cover=56455
- 117:leaf=0.00222729938,cover=0
- 118:leaf=-0.00111858465,cover=0
- 14:[Curv5<-0.245563462] yes=29,no=30,missing=29,gain=14.286973,cover=1670466
- 29:[PialCurv5<-0.123971827] yes=59,no=60,missing=59,gain=16.3939457,cover=130846
- 59:[PialArea5<1.16111541] yes=119,no=120,missing=119,gain=4.93440151,cover=113297
- 119:leaf=0.000435081689,cover=0
- 120:leaf=-0.000353843992,cover=0
- 60:[Sulc0<-0.632113814] yes=121,no=122,missing=121,gain=5.27835464,cover=17549
- 121:leaf=0.00122061791,cover=0
- 122:leaf=0.00300765387,cover=0
- 30:[PialCurv5<-0.151339546] yes=61,no=62,missing=61,gain=17.9247761,cover=1539620
- 61:[Curv5<-0.204921171] yes=123,no=124,missing=123,gain=34.2690086,cover=21697
- 123:leaf=0.000424497819,cover=0
- 124:leaf=0.00558156241,cover=0
- 62:[PialCurv5<0.104427323] yes=125,no=126,missing=126,gain=10.5008125,cover=1517923
- 125:leaf=-0.000104429084,cover=0
- 126:leaf=0.000938140904,cover=0
-booster[375]:
-0:[Area5<0.509397149] yes=1,no=2,missing=1,gain=3.18067241,cover=5124388
- 1:[PialCurv5<-0.00171623251] yes=3,no=4,missing=3,gain=4.90982723,cover=303029
- 3:[Curv5<-0.148390457] yes=7,no=8,missing=8,gain=6.13550949,cover=286840
- 7:[LGI5<3.01963663] yes=15,no=16,missing=16,gain=4.25053596,cover=236325
- 15:[PialArea5<0.991309822] yes=31,no=32,missing=31,gain=4.63580227,cover=215607
- 31:[Pol<143.959366] yes=63,no=64,missing=64,gain=3.53282022,cover=199711
- 63:leaf=0.000127851017,cover=0
- 64:leaf=-0.000307857554,cover=0
- 32:[Curv5<-0.245563462] yes=65,no=66,missing=65,gain=3.20031214,cover=15896
- 65:leaf=-2.63922466e-05,cover=0
- 66:leaf=0.00142568198,cover=0
- 16:[Pol<20.2198563] yes=33,no=34,missing=34,gain=4.05649567,cover=20718
- 33:[Ecc<6.64552498] yes=67,no=68,missing=67,gain=6.31975985,cover=3443
- 67:leaf=0.0174247753,cover=0
- 68:leaf=-0.00103654468,cover=0
- 34:[Ecc<7.90440989] yes=69,no=70,missing=69,gain=5.73998928,cover=17275
- 69:leaf=-0.00110046088,cover=0
- 70:leaf=0.00147281133,cover=0
- 8:[Pol<62.799984] yes=17,no=18,missing=18,gain=8.55631638,cover=50515
- 17:[LGI5<2.23211861] yes=35,no=36,missing=35,gain=7.8098321,cover=7733
- 35:[MidArea5<0.48507002] yes=71,no=72,missing=71,gain=2.84769344,cover=735
- 71:leaf=0.0218076482,cover=0
- 72:leaf=0.00352281588,cover=0
- 36:[Curv5<-0.0530214235] yes=73,no=74,missing=73,gain=7.71393824,cover=6998
- 73:leaf=-0.000697864743,cover=0
- 74:leaf=-0.00562895089,cover=0
- 18:[Sulc0<-0.801933944] yes=37,no=38,missing=38,gain=6.49431229,cover=42782
- 37:[Curv5<-0.0708468556] yes=75,no=76,missing=76,gain=1.74371016,cover=4771
- 75:leaf=-0.000609973737,cover=0
- 76:leaf=-0.00697942963,cover=0
- 38:[Ecc<6.81643343] yes=77,no=78,missing=77,gain=5.357687,cover=38011
- 77:leaf=0.00152100995,cover=0
- 78:leaf=0.000102242397,cover=0
- 4:[Pol<42.7478409] yes=9,no=10,missing=9,gain=10.1819429,cover=16189
- 9:[Ecc<3.22716212] yes=19,no=20,missing=19,gain=4.12432194,cover=331
- 19:[MidArea5<0.538059175] yes=39,no=40,missing=40,gain=0.519943118,cover=146
- 39:[Sulc0<-0.0637059584] yes=79,no=80,missing=79,gain=0.552108407,cover=60
- 79:leaf=0.00158556353,cover=0
- 80:leaf=-0.0204049256,cover=0
- 40:[Sulc0<-0.738139331] yes=81,no=82,missing=82,gain=0.540979266,cover=86
- 81:leaf=0.00366320647,cover=0
- 82:leaf=-0.00717335939,cover=0
- 20:[PialArea5<0.418112278] yes=41,no=42,missing=41,gain=4.49420738,cover=185
- 41:[Sulc0<0.423605621] yes=83,no=84,missing=83,gain=0.463265419,cover=46
- 83:leaf=-0.00677561993,cover=0
- 84:leaf=0.00327111944,cover=0
- 42:[PialCurv5<0.010724308] yes=85,no=86,missing=85,gain=1.00803375,cover=139
- 85:leaf=-0.0104571879,cover=0
- 86:leaf=-0.0211113654,cover=0
- 10:[PialArea5<0.520672619] yes=21,no=22,missing=21,gain=4.90145397,cover=15858
- 21:[Curv5<0.049365297] yes=43,no=44,missing=44,gain=3.9560554,cover=8722
- 43:[Ecc<25.1292973] yes=87,no=88,missing=87,gain=5.59332037,cover=3286
- 87:leaf=0.0022341453,cover=0
- 88:leaf=-0.00569452252,cover=0
- 44:[Ecc<4.00532722] yes=89,no=90,missing=89,gain=2.06935072,cover=5436
- 89:leaf=-0.00174700154,cover=0
- 90:leaf=0.000247796415,cover=0
- 22:[Ecc<6.52965975] yes=45,no=46,missing=45,gain=7.19620514,cover=7136
- 45:[Pol<137.578873] yes=91,no=92,missing=91,gain=5.19623661,cover=5137
- 91:leaf=0.000546757772,cover=0
- 92:leaf=-0.00292904652,cover=0
- 46:[Pol<118.712891] yes=93,no=94,missing=93,gain=3.50748634,cover=1999
- 93:leaf=-0.00206636288,cover=0
- 94:leaf=-0.00626680767,cover=0
- 2:[Pol<27.4246235] yes=5,no=6,missing=5,gain=3.91737866,cover=4821359
- 5:[Ecc<1.3629595] yes=11,no=12,missing=11,gain=13.2164907,cover=559009
- 11:[Sulc0<0.013685069] yes=23,no=24,missing=23,gain=4.8034668,cover=48032
- 23:[LGI5<2.25958419] yes=47,no=48,missing=47,gain=3.42791414,cover=47781
- 47:[Curv5<-0.0179657843] yes=95,no=96,missing=95,gain=5.07646942,cover=6656
- 95:leaf=5.18361339e-05,cover=0
- 96:leaf=0.00572462706,cover=0
- 48:[PialCurv5<0.01500447] yes=97,no=98,missing=98,gain=4.24380589,cover=41125
- 97:leaf=-0.000707744737,cover=0
- 98:leaf=-0.00327744754,cover=0
- 24:[LGI5<2.55302763] yes=49,no=50,missing=50,gain=1.28080893,cover=251
- 49:[Ecc<1.10530448] yes=99,no=100,missing=99,gain=0.667977333,cover=229
- 99:leaf=-0.0077094892,cover=0
- 100:leaf=-0.000838310109,cover=0
- 50:[Curv5<0.174639657] yes=101,no=102,missing=101,gain=0.12714529,cover=22
- 101:leaf=-0.0200778842,cover=0
- 102:leaf=-0.00422640052,cover=0
- 12:[Ecc<3.73767829] yes=25,no=26,missing=25,gain=18.8255882,cover=510977
- 25:[PialArea5<1.13904655] yes=51,no=52,missing=51,gain=30.5381947,cover=86718
- 51:[Area5<0.63275224] yes=103,no=104,missing=103,gain=28.0875969,cover=48601
- 103:leaf=0.000428950647,cover=0
- 104:leaf=0.00283583673,cover=0
- 52:[PialCurv5<-0.0347327143] yes=105,no=106,missing=106,gain=4.95282412,cover=38117
- 105:leaf=-0.000149890548,cover=0
- 106:leaf=-0.0068008611,cover=0
- 26:[PialCurv5<0.131570891] yes=53,no=54,missing=54,gain=7.45388937,cover=424259
- 53:[Curv5<0.067619428] yes=107,no=108,missing=108,gain=14.0888853,cover=419756
- 107:leaf=4.29896609e-05,cover=0
- 108:leaf=0.00281293085,cover=0
- 54:[Curv5<-0.0553030409] yes=109,no=110,missing=110,gain=6.28227139,cover=4503
- 109:leaf=0.0185497385,cover=0
- 110:leaf=-0.00214081095,cover=0
- 6:[Sulc0<-0.463317156] yes=13,no=14,missing=13,gain=9.15577221,cover=4262350
- 13:[Ecc<1.96654522] yes=27,no=28,missing=27,gain=21.41362,cover=1222962
- 27:[PialCurv5<-0.076943703] yes=55,no=56,missing=56,gain=17.3541698,cover=308902
- 55:[Curv5<-0.0881721899] yes=111,no=112,missing=112,gain=18.657074,cover=173913
- 111:leaf=-0.000181027892,cover=0
- 112:leaf=0.00377259194,cover=0
- 56:[PialCurv5<0.01500447] yes=113,no=114,missing=113,gain=19.5178699,cover=134989
- 113:leaf=0.000936978788,cover=0
- 114:leaf=-0.000588367635,cover=0
- 28:[Pol<157.965515] yes=57,no=58,missing=57,gain=30.1904202,cover=914060
- 57:[PialCurv5<-0.102360219] yes=115,no=116,missing=115,gain=37.4927864,cover=585926
- 115:leaf=-0.000128248823,cover=0
- 116:leaf=-0.000935271382,cover=0
- 58:[Ecc<6.2938199] yes=117,no=118,missing=117,gain=16.4944954,cover=328134
- 117:leaf=0.000629344489,cover=0
- 118:leaf=-0.000126395375,cover=0
- 14:[Curv5<-0.163374811] yes=29,no=30,missing=29,gain=12.066411,cover=3039388
- 29:[PialCurv5<-0.0868030339] yes=59,no=60,missing=59,gain=66.5030441,cover=226013
- 59:[LGI5<2.91278505] yes=119,no=120,missing=119,gain=17.5642548,cover=186125
- 119:leaf=0.000524210627,cover=0
- 120:leaf=-0.000454616034,cover=0
- 60:[MidArea5<0.761092186] yes=121,no=122,missing=121,gain=27.4085922,cover=39888
- 121:leaf=0.000998948468,cover=0
- 122:leaf=0.00362623739,cover=0
- 30:[PialCurv5<-0.107211173] yes=61,no=62,missing=61,gain=26.5219975,cover=2813375
- 61:[PialArea5<0.662493944] yes=123,no=124,missing=123,gain=13.0823917,cover=17122
- 123:leaf=-0.00145222188,cover=0
- 124:leaf=0.00251458562,cover=0
- 62:[Curv5<-0.0507577434] yes=125,no=126,missing=125,gain=11.5194731,cover=2796253
- 125:leaf=-0.000228810823,cover=0
- 126:leaf=2.93563262e-05,cover=0
-booster[376]:
-0:[PialArea5<0.937250912] yes=1,no=2,missing=2,gain=3.35455561,cover=5124388
- 1:[MidArea5<1.06072605] yes=3,no=4,missing=4,gain=5.94903374,cover=3691672
- 3:[LGI5<3.84897733] yes=7,no=8,missing=8,gain=5.92979002,cover=3691099
- 7:[Pol<177.729218] yes=15,no=16,missing=15,gain=5.50187826,cover=3658129
- 15:[Sulc0<-0.244882882] yes=31,no=32,missing=31,gain=5.51318836,cover=3616033
- 31:[Ecc<5.72519016] yes=63,no=64,missing=63,gain=14.7746029,cover=1313827
- 63:leaf=4.36800437e-05,cover=0
- 64:leaf=-0.000293280114,cover=0
- 32:[Curv5<0.0554658733] yes=65,no=66,missing=65,gain=10.1767321,cover=2302206
- 65:leaf=0.000150830878,cover=0
- 66:leaf=-6.44491447e-05,cover=0
- 16:[Sulc0<0.110320561] yes=33,no=34,missing=34,gain=3.87122488,cover=42096
- 33:[Area5<0.7084831] yes=67,no=68,missing=67,gain=4.19462442,cover=39762
- 67:leaf=0.000400300138,cover=0
- 68:leaf=0.00166271406,cover=0
- 34:[Curv5<-0.108295463] yes=69,no=70,missing=70,gain=2.75639629,cover=2334
- 69:leaf=0.00588805648,cover=0
- 70:leaf=-0.00183293305,cover=0
- 8:[Sulc0<0.676033437] yes=17,no=18,missing=17,gain=12.8028336,cover=32970
- 17:[Pol<147.599014] yes=35,no=36,missing=35,gain=10.0622177,cover=25153
- 35:[PialArea5<0.655307472] yes=71,no=72,missing=71,gain=4.52257156,cover=19342
- 71:leaf=-0.00271595526,cover=0
- 72:leaf=-0.00115884875,cover=0
- 36:[Curv5<-0.0133169871] yes=73,no=74,missing=73,gain=10.1561174,cover=5811
- 73:leaf=-0.000243639617,cover=0
- 74:leaf=0.00587476324,cover=0
- 18:[PialCurv5<-0.0314326771] yes=37,no=38,missing=37,gain=5.52480555,cover=7817
- 37:[MidArea5<0.608749926] yes=75,no=76,missing=76,gain=0.307665348,cover=31
- 75:leaf=-0.0101352278,cover=0
- 76:leaf=-0.0229467675,cover=0
- 38:[Ecc<25.1292973] yes=77,no=78,missing=77,gain=3.82720518,cover=7786
- 77:leaf=-0.000314611534,cover=0
- 78:leaf=0.00199269806,cover=0
- 4:[LGI5<2.89660096] yes=9,no=10,missing=9,gain=2.22476006,cover=573
- 9:[Ecc<3.8768425] yes=19,no=20,missing=19,gain=1.71186459,cover=371
- 19:[LGI5<2.47959709] yes=39,no=40,missing=40,gain=0.962224722,cover=286
- 39:[Curv5<0.0798443258] yes=79,no=80,missing=80,gain=0.67273134,cover=209
- 79:leaf=-0.000446529506,cover=0
- 80:leaf=0.00526743708,cover=0
- 40:[Pol<114.432869] yes=81,no=82,missing=82,gain=0.981309175,cover=77
- 81:leaf=0.000383102655,cover=0
- 82:leaf=0.0128636872,cover=0
- 20:[Pol<124.735107] yes=41,no=42,missing=41,gain=0.826856017,cover=85
- 41:[LGI5<2.34802985] yes=83,no=84,missing=83,gain=0.271170855,cover=68
- 83:leaf=0.00562202698,cover=0
- 84:leaf=-0.00238540978,cover=0
- 42:[PialCurv5<-0.0262977369] yes=85,no=86,missing=85,gain=0.135564327,cover=17
- 85:leaf=-0.0183019266,cover=0
- 86:leaf=-0.0079274755,cover=0
- 10:[LGI5<3.23225117] yes=21,no=22,missing=22,gain=2.49652433,cover=202
- 21:[Curv5<0.10516572] yes=43,no=44,missing=44,gain=0.502223969,cover=101
- 43:[PialArea5<0.795950115] yes=87,no=88,missing=87,gain=0.165347576,cover=29
- 87:leaf=0.00312744058,cover=0
- 88:leaf=0.0114163486,cover=0
- 44:[LGI5<2.99035311] yes=89,no=90,missing=89,gain=0.308609009,cover=72
- 89:leaf=0.0240521431,cover=0
- 90:leaf=0.0148614375,cover=0
- 22:[Sulc0<1.02827847] yes=45,no=46,missing=45,gain=0.926335514,cover=101
- 45:[Sulc0<0.830503881] yes=91,no=92,missing=91,gain=0.0866754055,cover=18
- 91:leaf=0.018372301,cover=0
- 92:leaf=0.00932350755,cover=0
- 46:[PialArea5<0.769840837] yes=93,no=94,missing=93,gain=0.537298203,cover=83
- 93:leaf=0.00960893929,cover=0
- 94:leaf=-0.000567589595,cover=0
- 2:[Area5<0.827407002] yes=5,no=6,missing=5,gain=4.17688799,cover=1432716
- 5:[Sulc0<0.732260227] yes=11,no=12,missing=12,gain=4.04986286,cover=1305772
- 11:[MidArea5<1.21578133] yes=23,no=24,missing=24,gain=3.61585093,cover=1305736
- 23:[Pol<74.0505524] yes=47,no=48,missing=47,gain=3.96048951,cover=1300840
- 47:[Curv5<-0.00141534733] yes=95,no=96,missing=95,gain=5.79362106,cover=695332
- 95:leaf=-1.54255158e-05,cover=0
- 96:leaf=0.00104596314,cover=0
- 48:[Pol<116.615585] yes=97,no=98,missing=97,gain=19.786005,cover=605508
- 97:leaf=0.000978078577,cover=0
- 98:leaf=7.71871346e-05,cover=0
- 24:[Curv5<-0.19738704] yes=49,no=50,missing=50,gain=7.16047049,cover=4896
- 49:[Area5<0.687129855] yes=99,no=100,missing=99,gain=3.57715702,cover=1908
- 99:leaf=0.00464403396,cover=0
- 100:leaf=-0.00178273825,cover=0
- 50:[PialCurv5<-0.0748331472] yes=101,no=102,missing=101,gain=5.66728497,cover=2988
- 101:leaf=0.00375895086,cover=0
- 102:leaf=-0.00306529272,cover=0
- 12:[Area5<0.797084928] yes=25,no=26,missing=25,gain=2.27076721,cover=36
- 25:[Ecc<32.6813126] yes=51,no=52,missing=52,gain=0.807264328,cover=28
- 51:[Ecc<17.0169544] yes=103,no=104,missing=103,gain=0.0649474263,cover=2
- 103:leaf=0.00286037917,cover=0
- 104:leaf=-0.0106529444,cover=0
- 52:[Pol<42.7478409] yes=105,no=106,missing=105,gain=0.413045883,cover=26
- 105:leaf=0.0348709598,cover=0
- 106:leaf=0.0188135095,cover=0
- 26:[LGI5<3.25380015] yes=53,no=54,missing=53,gain=0.328574449,cover=8
- 53:[Ecc<38.0136108] yes=107,no=108,missing=107,gain=0.0945098847,cover=3
- 107:leaf=0.0104759177,cover=0
- 108:leaf=-0.00430841139,cover=0
- 54:[Sulc0<0.74744761] yes=109,no=110,missing=109,gain=0.127028376,cover=5
- 109:leaf=0.00160429475,cover=0
- 110:leaf=-0.0164703876,cover=0
- 6:[LGI5<3.10571551] yes=13,no=14,missing=13,gain=4.75044918,cover=126944
- 13:[PialArea5<1.16911256] yes=27,no=28,missing=27,gain=3.39363146,cover=87881
- 27:[LGI5<2.37953305] yes=55,no=56,missing=55,gain=2.85304928,cover=31158
- 55:[Ecc<1.96654522] yes=111,no=112,missing=111,gain=3.07730556,cover=3269
- 111:leaf=0.00254461705,cover=0
- 112:leaf=-0.000623067084,cover=0
- 56:[Area5<0.987501919] yes=113,no=114,missing=114,gain=3.67740631,cover=27889
- 113:leaf=-0.000831849873,cover=0
- 114:leaf=-0.0030068669,cover=0
- 28:[Pol<168.718765] yes=57,no=58,missing=57,gain=4.47683048,cover=56723
- 57:[Pol<127.728462] yes=115,no=116,missing=115,gain=6.09422684,cover=52438
- 115:leaf=-0.00025637541,cover=0
- 116:leaf=0.00139083539,cover=0
- 58:[Ecc<6.52965975] yes=117,no=118,missing=117,gain=15.8576155,cover=4285
- 117:leaf=0.00726775965,cover=0
- 118:leaf=-0.00276296749,cover=0
- 14:[Pol<110.287491] yes=29,no=30,missing=29,gain=4.38804626,cover=39063
- 29:[Ecc<11.1913614] yes=59,no=60,missing=59,gain=6.72206497,cover=23524
- 59:[Pol<84.7687759] yes=119,no=120,missing=119,gain=5.18962955,cover=6218
- 119:leaf=-0.000953182287,cover=0
- 120:leaf=0.0085863797,cover=0
- 60:[Pol<58.6768646] yes=121,no=122,missing=122,gain=4.15934181,cover=17306
- 121:leaf=0.00102136831,cover=0
- 122:leaf=0.00481168134,cover=0
- 30:[Ecc<27.327179] yes=61,no=62,missing=61,gain=3.28116751,cover=15539
- 61:[Sulc0<-0.383002371] yes=123,no=124,missing=123,gain=3.53683209,cover=9836
- 123:leaf=1.96922338e-06,cover=0
- 124:leaf=-0.00189428276,cover=0
- 62:[Pol<119.248337] yes=125,no=126,missing=125,gain=4.19995117,cover=5703
- 125:leaf=-0.00658420566,cover=0
- 126:leaf=0.000809831661,cover=0
-booster[377]:
-0:[PialArea5<0.34410578] yes=1,no=2,missing=1,gain=3.2194407,cover=5124388
- 1:[Curv5<0.126145482] yes=3,no=4,missing=3,gain=3.74784088,cover=222961
- 3:[Sulc0<0.703387856] yes=7,no=8,missing=8,gain=3.93837309,cover=20813
- 7:[LGI5<3.24660802] yes=15,no=16,missing=15,gain=3.40451121,cover=10076
- 15:[Pol<95.050293] yes=31,no=32,missing=31,gain=4.65590763,cover=8536
- 31:[Ecc<8.06448936] yes=63,no=64,missing=63,gain=3.09830141,cover=3056
- 63:leaf=0.00528662233,cover=0
- 64:leaf=0.00128044037,cover=0
- 32:[Ecc<7.59607029] yes=65,no=66,missing=65,gain=2.52520037,cover=5480
- 65:leaf=0.000693769194,cover=0
- 66:leaf=-0.00145264051,cover=0
- 16:[Ecc<23.1745358] yes=33,no=34,missing=33,gain=2.74526644,cover=1540
- 33:[Ecc<15.121048] yes=67,no=68,missing=67,gain=4.41687393,cover=1203
- 67:leaf=0.000203886186,cover=0
- 68:leaf=-0.00588708138,cover=0
- 34:[LGI5<3.84897733] yes=69,no=70,missing=69,gain=2.53533363,cover=337
- 69:leaf=0.000967544212,cover=0
- 70:leaf=0.0213639736,cover=0
- 8:[LGI5<2.77946544] yes=17,no=18,missing=18,gain=5.86057281,cover=10737
- 17:[Curv5<0.0896491781] yes=35,no=36,missing=35,gain=3.95042515,cover=1351
- 35:[LGI5<2.66519833] yes=71,no=72,missing=71,gain=3.74806023,cover=214
- 71:leaf=0.000848844473,cover=0
- 72:leaf=-0.0128342882,cover=0
- 36:[PialArea5<0.267248243] yes=73,no=74,missing=73,gain=2.34441614,cover=1137
- 73:leaf=-0.00986579247,cover=0
- 74:leaf=0.000133097565,cover=0
- 18:[Ecc<16.2597466] yes=37,no=38,missing=37,gain=5.39704132,cover=9386
- 37:[Pol<101.695656] yes=75,no=76,missing=76,gain=3.8144846,cover=2515
- 75:leaf=0.00273466646,cover=0
- 76:leaf=0.0071319202,cover=0
- 38:[LGI5<3.00812316] yes=77,no=78,missing=77,gain=3.47465849,cover=6871
- 77:leaf=0.00311726914,cover=0
- 78:leaf=0.000546066323,cover=0
- 4:[Pol<51.9018669] yes=9,no=10,missing=10,gain=3.43618011,cover=202148
- 9:[LGI5<2.59361267] yes=19,no=20,missing=20,gain=3.95600772,cover=1366
- 19:[Ecc<0.669936359] yes=39,no=40,missing=39,gain=0.805073142,cover=200
- 39:[Sulc0<-0.338601172] yes=79,no=80,missing=80,gain=0.369967908,cover=62
- 79:leaf=0.00919492729,cover=0
- 80:leaf=-0.000885497255,cover=0
- 40:[Ecc<1.10530448] yes=81,no=82,missing=81,gain=0.722272992,cover=138
- 81:leaf=-0.0113823386,cover=0
- 82:leaf=-0.00352110597,cover=0
- 20:[Ecc<6.41291761] yes=41,no=42,missing=41,gain=1.08601046,cover=1166
- 41:[LGI5<2.76843596] yes=83,no=84,missing=84,gain=0.840565681,cover=99
- 83:leaf=0.0059050573,cover=0
- 84:leaf=0.0165232588,cover=0
- 42:[LGI5<3.62495422] yes=85,no=86,missing=86,gain=0.901791096,cover=1067
- 85:leaf=0.00274845771,cover=0
- 86:leaf=0.00741098821,cover=0
- 10:[Area5<0.767325044] yes=21,no=22,missing=21,gain=3.26485133,cover=200782
- 21:[Sulc0<0.495946974] yes=43,no=44,missing=43,gain=3.07800651,cover=193840
- 43:[Area5<0.672473609] yes=87,no=88,missing=87,gain=5.01015663,cover=34908
- 87:leaf=0.000226580218,cover=0
- 88:leaf=0.00185211562,cover=0
- 44:[Ecc<0.618862808] yes=89,no=90,missing=89,gain=3.28190541,cover=158932
- 89:leaf=-0.0149180535,cover=0
- 90:leaf=-2.50333087e-05,cover=0
- 22:[Area5<0.894858658] yes=45,no=46,missing=45,gain=2.1055398,cover=6942
- 45:[Ecc<42.9490852] yes=91,no=92,missing=92,gain=1.73065543,cover=6825
- 91:leaf=0.0012857269,cover=0
- 92:leaf=-0.00167688471,cover=0
- 46:[LGI5<3.3215456] yes=93,no=94,missing=93,gain=2.52504325,cover=117
- 93:leaf=0.000941633421,cover=0
- 94:leaf=0.0156196458,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=5,gain=4.99758244,cover=4901427
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=12,gain=6.75392199,cover=4843834
- 11:[Ecc<33.9075584] yes=23,no=24,missing=23,gain=4.24149847,cover=4841574
- 23:[Pol<103.31839] yes=47,no=48,missing=47,gain=9.62517166,cover=4484675
- 47:[Ecc<13.6880245] yes=95,no=96,missing=95,gain=37.2089996,cover=2246435
- 95:leaf=-3.30518451e-05,cover=0
- 96:leaf=0.000441693148,cover=0
- 48:[Ecc<17.0169544] yes=97,no=98,missing=97,gain=33.2141953,cover=2238240
- 97:leaf=2.3493265e-05,cover=0
- 98:leaf=-0.000486501114,cover=0
- 24:[Pol<121.948479] yes=49,no=50,missing=49,gain=44.3620338,cover=356899
- 49:[PialCurv5<-0.0501225069] yes=99,no=100,missing=99,gain=23.3858604,cover=242212
- 99:leaf=0.000403161946,cover=0
- 100:leaf=-0.00080595183,cover=0
- 50:[Curv5<0.012354264] yes=101,no=102,missing=101,gain=20.7360477,cover=114687
- 101:leaf=0.000363775704,cover=0
- 102:leaf=0.0022764192,cover=0
- 12:[PialArea5<0.632563293] yes=25,no=26,missing=26,gain=2.23903131,cover=2260
- 25:[Area5<0.521939099] yes=51,no=52,missing=51,gain=2.42748547,cover=2121
- 51:[Curv5<0.0736173838] yes=103,no=104,missing=103,gain=1.03780675,cover=63
- 103:leaf=-0.0199216157,cover=0
- 104:leaf=-0.0039692251,cover=0
- 52:[Pol<3.6072247] yes=105,no=106,missing=105,gain=2.20673656,cover=2058
- 105:leaf=0.0397441983,cover=0
- 106:leaf=0.00254724617,cover=0
- 26:[MidArea5<0.707922041] yes=53,no=54,missing=53,gain=2.42927361,cover=139
- 53:[Sulc0<0.29007864] yes=107,no=108,missing=108,gain=1.05780315,cover=95
- 107:leaf=0.0104304412,cover=0
- 108:leaf=0.0237579551,cover=0
- 54:[Pol<30.3635597] yes=109,no=110,missing=109,gain=0.773440421,cover=44
- 109:leaf=0.0144713093,cover=0
- 110:leaf=-0.00358217512,cover=0
- 6:[PialArea5<0.550757647] yes=13,no=14,missing=13,gain=2.27709579,cover=57593
- 13:[Pol<167.338547] yes=27,no=28,missing=27,gain=1.91761351,cover=56054
- 27:[MidArea5<0.610527694] yes=55,no=56,missing=56,gain=1.83747792,cover=51497
- 55:[Sulc0<0.383163035] yes=111,no=112,missing=112,gain=1.61974764,cover=49408
- 111:leaf=-0.000654718722,cover=0
- 112:leaf=-8.19960624e-05,cover=0
- 56:[LGI5<3.36766768] yes=113,no=114,missing=114,gain=1.63266015,cover=2089
- 113:leaf=-0.00134845462,cover=0
- 114:leaf=-0.00551009132,cover=0
- 28:[LGI5<2.93433285] yes=57,no=58,missing=57,gain=2.50890112,cover=4557
- 57:[LGI5<2.72552347] yes=115,no=116,missing=115,gain=5.29254341,cover=2621
- 115:leaf=-0.00200566184,cover=0
- 116:leaf=0.00284752948,cover=0
- 58:[LGI5<3.58443618] yes=117,no=118,missing=117,gain=0.803870678,cover=1936
- 117:leaf=-0.00301005854,cover=0
- 118:leaf=0.00454733381,cover=0
- 14:[Area5<0.65839982] yes=29,no=30,missing=30,gain=1.98883665,cover=1539
- 29:[LGI5<2.93433285] yes=59,no=60,missing=60,gain=1.99632454,cover=397
- 59:[Sulc0<-0.650102437] yes=119,no=120,missing=119,gain=0.791613698,cover=312
- 119:leaf=-0.00950867869,cover=0
- 120:leaf=0.00311467913,cover=0
- 60:[Pol<125.881905] yes=121,no=122,missing=121,gain=2.06629324,cover=85
- 121:leaf=0.01934921,cover=0
- 122:leaf=0.00372772082,cover=0
- 30:[PialCurv5<0.154069737] yes=61,no=62,missing=61,gain=1.02690089,cover=1142
- 61:[Pol<173.942612] yes=123,no=124,missing=123,gain=0.451141596,cover=153
- 123:leaf=0.00302995672,cover=0
- 124:leaf=0.0108182821,cover=0
- 62:[Pol<70.3717499] yes=125,no=126,missing=126,gain=0.849223971,cover=989
- 125:leaf=0.0105347512,cover=0
- 126:leaf=-0.000425753184,cover=0
-booster[378]:
-0:[Sulc0<1.25822949] yes=1,no=2,missing=2,gain=2.98056936,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=3,gain=4.09813356,cover=5104371
- 3:[Pol<96.2546158] yes=7,no=8,missing=7,gain=8.35491753,cover=4736187
- 7:[Ecc<14.0810061] yes=15,no=16,missing=15,gain=32.1787109,cover=2151632
- 15:[Ecc<7.34691238] yes=31,no=32,missing=31,gain=63.1028976,cover=1624124
- 31:[Ecc<4.13769388] yes=59,no=60,missing=59,gain=38.3099518,cover=1139034
- 59:leaf=-7.26288927e-05,cover=0
- 60:leaf=0.000514160085,cover=0
- 32:[PialCurv5<-0.106427588] yes=61,no=62,missing=61,gain=46.0277596,cover=485090
- 61:leaf=0.000430712302,cover=0
- 62:leaf=-0.00075841893,cover=0
- 16:[Pol<43.7633247] yes=33,no=34,missing=33,gain=81.6899948,cover=527508
- 33:[Area5<0.747392178] yes=63,no=64,missing=63,gain=24.4340725,cover=238636
- 63:leaf=-0.000572118501,cover=0
- 64:leaf=0.000564069836,cover=0
- 34:[Curv5<0.0386843979] yes=65,no=66,missing=65,gain=244.485657,cover=288872
- 65:leaf=0.00266988762,cover=0
- 66:leaf=-0.000270097225,cover=0
- 8:[Ecc<16.5318356] yes=17,no=18,missing=17,gain=28.912323,cover=2584555
- 17:[LGI5<2.74668789] yes=35,no=36,missing=35,gain=58.2500534,cover=2133705
- 35:[Ecc<4.33753681] yes=67,no=68,missing=67,gain=19.7680817,cover=1443725
- 67:leaf=2.9562003e-05,cover=0
- 68:leaf=-0.000340478844,cover=0
- 36:[Pol<162.313202] yes=69,no=70,missing=69,gain=28.2925835,cover=689980
- 69:leaf=0.00057686877,cover=0
- 70:leaf=-0.000189712911,cover=0
- 18:[Pol<159.435425] yes=37,no=38,missing=37,gain=31.5075283,cover=450850
- 37:[Sulc0<0.41245693] yes=71,no=72,missing=71,gain=67.0171051,cover=320195
- 71:leaf=-0.00134005351,cover=0
- 72:leaf=0.00011300086,cover=0
- 38:[Ecc<24.7238369] yes=73,no=74,missing=74,gain=18.5338783,cover=130655
- 73:leaf=0.000737380004,cover=0
- 74:leaf=-0.000473017863,cover=0
- 4:[Pol<121.948479] yes=9,no=10,missing=9,gain=39.4527016,cover=368184
- 9:[PialCurv5<-0.0501225069] yes=19,no=20,missing=20,gain=20.2702141,cover=253030
- 19:[Curv5<-0.0837168768] yes=39,no=40,missing=39,gain=24.4819565,cover=50624
- 39:[PialCurv5<-0.0680129603] yes=75,no=76,missing=76,gain=9.24414062,cover=46140
- 75:leaf=0.000352006609,cover=0
- 76:leaf=-0.00156443228,cover=0
- 40:[Sulc0<0.40262419] yes=77,no=78,missing=77,gain=23.9309006,cover=4484
- 77:leaf=0.00520055508,cover=0
- 78:leaf=-0.00641556783,cover=0
- 20:[Curv5<-0.0390223041] yes=41,no=42,missing=41,gain=21.7506447,cover=202406
- 41:[PialCurv5<0.224192142] yes=79,no=80,missing=79,gain=5.79421234,cover=20003
- 79:leaf=-0.00232275971,cover=0
- 80:leaf=0.0310749058,cover=0
- 42:[PialCurv5<-0.0154925911] yes=81,no=82,missing=81,gain=38.5657806,cover=182403
- 81:leaf=0.00321653672,cover=0
- 82:leaf=-0.000704182719,cover=0
- 10:[PialCurv5<-0.136031076] yes=21,no=22,missing=21,gain=18.3949547,cover=115154
- 21:[Curv5<-0.203415334] yes=43,no=44,missing=43,gain=3.98405361,cover=17259
- 43:[Sulc0<-0.0936657563] yes=83,no=84,missing=84,gain=2.67520428,cover=16376
- 83:leaf=-0.000766473764,cover=0
- 84:leaf=-0.00239151111,cover=0
- 44:[LGI5<3.1767621] yes=85,no=86,missing=85,gain=3.43009853,cover=883
- 85:leaf=0.00586622534,cover=0
- 86:leaf=-0.00040402665,cover=0
- 22:[Curv5<0.0235087723] yes=45,no=46,missing=45,gain=12.7809982,cover=97895
- 45:[PialArea5<0.669517875] yes=87,no=88,missing=87,gain=17.8820915,cover=82735
- 87:leaf=-0.0021907913,cover=0
- 88:leaf=0.000816821877,cover=0
- 46:[Pol<132.742767] yes=89,no=90,missing=89,gain=13.7242813,cover=15160
- 89:leaf=0.000653806492,cover=0
- 90:leaf=0.00366398389,cover=0
- 2:[Ecc<21.7409172] yes=5,no=6,missing=6,gain=7.04328299,cover=20017
- 5:[Curv5<0.101325236] yes=11,no=12,missing=11,gain=1.2751503,cover=1440
- 11:[Pol<92.7492142] yes=23,no=24,missing=24,gain=0.327816725,cover=14
- 23:leaf=-0.00549521763,cover=0
- 24:leaf=-0.0226171706,cover=0
- 12:[PialCurv5<0.45140323] yes=25,no=26,missing=25,gain=1.20366859,cover=1426
- 25:[PialArea5<0.370812863] yes=47,no=48,missing=47,gain=1.39133465,cover=1058
- 47:[Pol<83.4982376] yes=91,no=92,missing=92,gain=1.7949307,cover=604
- 91:leaf=-0.011890416,cover=0
- 92:leaf=0.000461001415,cover=0
- 48:[Area5<0.661233962] yes=93,no=94,missing=93,gain=1.21521974,cover=454
- 93:leaf=-0.0120558469,cover=0
- 94:leaf=-0.00301083969,cover=0
- 26:[Curv5<0.266060919] yes=49,no=50,missing=49,gain=0.550292015,cover=368
- 49:[LGI5<2.46595764] yes=95,no=96,missing=96,gain=0.239066601,cover=318
- 95:leaf=0.0043523293,cover=0
- 96:leaf=-0.00600464595,cover=0
- 50:[Area5<0.600206077] yes=97,no=98,missing=97,gain=0.590388119,cover=50
- 97:leaf=0.00580258062,cover=0
- 98:leaf=-0.00492452178,cover=0
- 6:[Curv5<0.147363082] yes=13,no=14,missing=13,gain=6.04711866,cover=18577
- 13:[Area5<0.603367925] yes=27,no=28,missing=28,gain=4.43027401,cover=4425
- 27:[PialArea5<0.267248243] yes=51,no=52,missing=52,gain=2.51226735,cover=115
- 51:[Ecc<35.8605728] yes=99,no=100,missing=99,gain=0.252668023,cover=11
- 99:leaf=0.00154558127,cover=0
- 100:leaf=0.0188583285,cover=0
- 52:[PialArea5<0.355263293] yes=101,no=102,missing=101,gain=1.22942209,cover=104
- 101:leaf=-0.0158594381,cover=0
- 102:leaf=-0.0048048445,cover=0
- 28:[Area5<0.808195949] yes=53,no=54,missing=54,gain=3.6218071,cover=4310
- 53:[Pol<106.604004] yes=103,no=104,missing=103,gain=2.15252066,cover=3379
- 103:leaf=0.00231583859,cover=0
- 104:leaf=-0.00275830901,cover=0
- 54:[PialArea5<0.669517875] yes=105,no=106,missing=105,gain=2.89910984,cover=931
- 105:leaf=0.00635749241,cover=0
- 106:leaf=-0.00356189837,cover=0
- 14:[PialCurv5<0.113078766] yes=29,no=30,missing=29,gain=3.68901825,cover=14152
- 29:[LGI5<3.31338549] yes=55,no=56,missing=55,gain=5.32317257,cover=178
- 55:[Area5<0.694293797] yes=107,no=108,missing=107,gain=1.26365471,cover=79
- 107:leaf=0.0107458709,cover=0
- 108:leaf=0.0238188561,cover=0
- 56:[Curv5<0.216179401] yes=109,no=110,missing=109,gain=1.13473332,cover=99
- 109:leaf=0.00262994203,cover=0
- 110:leaf=-0.010007848,cover=0
- 30:[PialCurv5<0.193043977] yes=57,no=58,missing=57,gain=1.70163453,cover=13974
- 57:[Ecc<26.874506] yes=111,no=112,missing=112,gain=2.92208958,cover=490
- 111:leaf=0.0117657725,cover=0
- 112:leaf=-0.00364552182,cover=0
- 58:[LGI5<3.09244633] yes=113,no=114,missing=113,gain=1.59649944,cover=13484
- 113:leaf=0.00158775877,cover=0
- 114:leaf=0.00013449922,cover=0
-booster[379]:
-0:[PialArea5<0.39986974] yes=1,no=2,missing=1,gain=3.24113274,cover=5124388
- 1:[Pol<89.1530609] yes=3,no=4,missing=3,gain=6.60028791,cover=443423
- 3:[Ecc<9.27846909] yes=7,no=8,missing=7,gain=13.1671886,cover=96755
- 7:[Ecc<2.13501525] yes=15,no=16,missing=16,gain=6.12639236,cover=19749
- 15:[Pol<53.6550331] yes=31,no=32,missing=31,gain=3.42722416,cover=3176
- 31:[Area5<0.666510165] yes=63,no=64,missing=63,gain=5.29909801,cover=513
- 63:leaf=-0.00126787915,cover=0
- 64:leaf=-0.0132042887,cover=0
- 32:[Area5<0.690371037] yes=65,no=66,missing=65,gain=4.00435686,cover=2663
- 65:leaf=-0.000164346697,cover=0
- 66:leaf=0.00757867843,cover=0
- 16:[Area5<0.637240529] yes=33,no=34,missing=34,gain=5.32839012,cover=16573
- 33:[Area5<0.483568966] yes=67,no=68,missing=68,gain=3.2514596,cover=6020
- 67:leaf=-0.00477381004,cover=0
- 68:leaf=0.00108452386,cover=0
- 34:[PialCurv5<0.250690639] yes=69,no=70,missing=69,gain=4.54673767,cover=10553
- 69:leaf=0.00391188776,cover=0
- 70:leaf=0.00181300286,cover=0
- 8:[Pol<77.5287857] yes=17,no=18,missing=17,gain=6.11027145,cover=77006
- 17:[Curv5<0.139330834] yes=35,no=36,missing=35,gain=8.1633997,cover=27088
- 35:[PialCurv5<-0.0693148375] yes=71,no=72,missing=72,gain=5.16592884,cover=7996
- 71:leaf=-0.0039153886,cover=0
- 72:leaf=0.00241098134,cover=0
- 36:[Pol<53.6550331] yes=73,no=74,missing=73,gain=2.88803434,cover=19092
- 73:leaf=0.00205321703,cover=0
- 74:leaf=3.30220209e-05,cover=0
- 18:[LGI5<3.31338549] yes=37,no=38,missing=37,gain=3.7523303,cover=49918
- 37:[LGI5<3.26095963] yes=75,no=76,missing=76,gain=2.28989315,cover=36094
- 75:leaf=2.25601379e-05,cover=0
- 76:leaf=0.00149957684,cover=0
- 38:[PialCurv5<0.147539601] yes=77,no=78,missing=78,gain=10.4312553,cover=13824
- 77:leaf=-0.00482193939,cover=0
- 78:leaf=-0.000357075885,cover=0
- 4:[Pol<104.929901] yes=9,no=10,missing=9,gain=10.1061077,cover=346668
- 9:[Ecc<6.03867722] yes=19,no=20,missing=19,gain=14.5325127,cover=210653
- 19:[Area5<0.619086087] yes=39,no=40,missing=39,gain=5.47057199,cover=56329
- 39:[PialCurv5<-0.00763805071] yes=79,no=80,missing=80,gain=2.07371116,cover=19066
- 79:leaf=-0.00478049926,cover=0
- 80:leaf=-0.000131841211,cover=0
- 40:[Sulc0<-0.0562447868] yes=81,no=82,missing=81,gain=8.51004124,cover=37263
- 81:leaf=0.00612964807,cover=0
- 82:leaf=0.000742047036,cover=0
- 20:[Ecc<23.5513935] yes=41,no=42,missing=41,gain=14.6580257,cover=154324
- 41:[Sulc0<0.528918922] yes=83,no=84,missing=83,gain=7.48089409,cover=126549
- 83:leaf=-0.00169842318,cover=0
- 84:leaf=-0.000525281182,cover=0
- 42:[Area5<0.760524631] yes=85,no=86,missing=86,gain=2.62528491,cover=27775
- 85:leaf=0.000425783364,cover=0
- 86:leaf=0.00195924193,cover=0
- 10:[Curv5<0.15992938] yes=21,no=22,missing=21,gain=5.53262615,cover=136015
- 21:[Ecc<15.5679035] yes=43,no=44,missing=43,gain=6.43825436,cover=56374
- 43:[Pol<143.959366] yes=87,no=88,missing=87,gain=10.0893707,cover=32141
- 87:leaf=0.00163641409,cover=0
- 88:leaf=-0.000617949932,cover=0
- 44:[Sulc0<0.795422614] yes=89,no=90,missing=89,gain=7.74894047,cover=24233
- 89:leaf=-0.000955320429,cover=0
- 90:leaf=0.000865522423,cover=0
- 22:[Ecc<14.484726] yes=45,no=46,missing=45,gain=2.84361339,cover=79641
- 45:[LGI5<2.73607373] yes=91,no=92,missing=91,gain=7.48448086,cover=63783
- 91:leaf=-3.59634032e-05,cover=0
- 92:leaf=0.00129199855,cover=0
- 46:[Pol<124.735107] yes=93,no=94,missing=93,gain=7.01254702,cover=15858
- 93:leaf=-0.00101501017,cover=0
- 94:leaf=0.0016597372,cover=0
- 2:[Curv5<0.0935273841] yes=5,no=6,missing=5,gain=6.07067347,cover=4680965
- 5:[Sulc0<0.636906147] yes=11,no=12,missing=11,gain=11.2981386,cover=3992029
- 11:[Ecc<9.27846909] yes=23,no=24,missing=23,gain=6.89031887,cover=3913780
- 23:[Curv5<0.0100963581] yes=47,no=48,missing=47,gain=14.0204372,cover=2423008
- 47:[PialArea5<0.727568209] yes=95,no=96,missing=95,gain=20.5405407,cover=2045499
- 95:leaf=-0.000495972519,cover=0
- 96:leaf=-4.01011348e-05,cover=0
- 48:[Pol<67.3859482] yes=97,no=98,missing=98,gain=28.9003506,cover=377509
- 97:leaf=0.00174879364,cover=0
- 98:leaf=0.000101658166,cover=0
- 24:[Pol<47.409153] yes=49,no=50,missing=49,gain=21.1967201,cover=1490772
- 49:[Area5<0.685542226] yes=99,no=100,missing=100,gain=24.0263939,cover=463092
- 99:leaf=-0.000635855307,cover=0
- 100:leaf=9.86361556e-05,cover=0
- 50:[Pol<100.628822] yes=101,no=102,missing=101,gain=71.3667908,cover=1027680
- 101:leaf=0.0009233944,cover=0
- 102:leaf=-3.29167851e-05,cover=0
- 12:[Area5<0.562355936] yes=25,no=26,missing=26,gain=14.7530575,cover=78249
- 25:[Sulc0<0.966456771] yes=51,no=52,missing=51,gain=11.2007341,cover=1215
- 51:[PialArea5<0.702764034] yes=103,no=104,missing=103,gain=2.77264929,cover=1074
- 103:leaf=-0.00339877605,cover=0
- 104:leaf=0.0190142151,cover=0
- 52:[Pol<97.3566132] yes=105,no=106,missing=105,gain=1.61177254,cover=141
- 105:leaf=-0.0203469433,cover=0
- 106:leaf=-0.0053286925,cover=0
- 26:[Ecc<42.1016579] yes=53,no=54,missing=53,gain=12.3674545,cover=77034
- 53:[PialCurv5<0.141046807] yes=107,no=108,missing=107,gain=10.784811,cover=59872
- 107:leaf=0.00157219416,cover=0
- 108:leaf=0.00019850336,cover=0
- 54:[Sulc0<0.966456771] yes=109,no=110,missing=110,gain=7.11239147,cover=17162
- 109:leaf=-0.000838538457,cover=0
- 110:leaf=0.00248755934,cover=0
- 6:[Ecc<11.5171156] yes=13,no=14,missing=13,gain=11.8960676,cover=688936
- 13:[Pol<80.8913651] yes=27,no=28,missing=27,gain=10.9658184,cover=436794
- 27:[Ecc<8.55626965] yes=55,no=56,missing=55,gain=11.2912683,cover=47523
- 55:[Ecc<0.889730632] yes=111,no=112,missing=112,gain=12.3804626,cover=32893
- 111:leaf=-0.00311235315,cover=0
- 112:leaf=0.00145573204,cover=0
- 56:[LGI5<3.35709596] yes=113,no=114,missing=113,gain=4.84296227,cover=14630
- 113:leaf=-0.000204813274,cover=0
- 114:leaf=-0.00410439027,cover=0
- 28:[PialCurv5<0.15079549] yes=57,no=58,missing=57,gain=6.74439383,cover=389271
- 57:[PialArea5<0.563414931] yes=115,no=116,missing=115,gain=10.8776875,cover=82327
- 115:leaf=-5.96840073e-05,cover=0
- 116:leaf=-0.00126515946,cover=0
- 58:[Curv5<0.141257599] yes=117,no=118,missing=117,gain=6.46167898,cover=306944
- 117:leaf=0.000275389873,cover=0
- 118:leaf=-0.000184624674,cover=0
- 14:[Pol<131.443253] yes=29,no=30,missing=29,gain=19.43186,cover=252142
- 29:[Pol<40.9012032] yes=59,no=60,missing=59,gain=16.2772636,cover=225587
- 59:[PialCurv5<0.113078766] yes=119,no=120,missing=119,gain=18.2901077,cover=5678
- 119:leaf=0.00783625431,cover=0
- 120:leaf=0.000673200178,cover=0
- 60:[Sulc0<0.762988985] yes=121,no=122,missing=122,gain=15.1182938,cover=219909
- 121:leaf=-0.000994903618,cover=0
- 122:leaf=-0.000155133006,cover=0
- 30:[Ecc<24.7238369] yes=61,no=62,missing=61,gain=16.1912785,cover=26555
- 61:[PialCurv5<0.110155433] yes=123,no=124,missing=123,gain=7.9061141,cover=18887
- 123:leaf=0.00283350889,cover=0
- 124:leaf=-0.000308778632,cover=0
- 62:[PialCurv5<0.0798129067] yes=125,no=126,missing=125,gain=8.2823658,cover=7668
- 125:leaf=0.0111590559,cover=0
- 126:leaf=0.00247086887,cover=0
-booster[380]:
-0:[PialArea5<0.309935868] yes=1,no=2,missing=1,gain=3.13231897,cover=5124388
- 1:[Area5<0.67915231] yes=3,no=4,missing=4,gain=2.44892025,cover=120099
- 3:[LGI5<2.62417936] yes=7,no=8,missing=7,gain=1.2323842,cover=85188
- 7:[Ecc<3.67199802] yes=15,no=16,missing=15,gain=3.14770079,cover=34479
- 15:[Curv5<0.266060919] yes=31,no=32,missing=31,gain=1.70148969,cover=11565
- 31:[Pol<128.334747] yes=63,no=64,missing=63,gain=1.71478248,cover=7951
- 63:leaf=0.000496892724,cover=0
- 64:leaf=-0.00120244152,cover=0
- 32:[Area5<0.476400614] yes=65,no=66,missing=65,gain=1.54036975,cover=3614
- 65:leaf=-0.00601457292,cover=0
- 66:leaf=-0.00101024797,cover=0
- 16:[Sulc0<0.68960917] yes=33,no=34,missing=33,gain=3.84818649,cover=22914
- 33:[Ecc<8.35574818] yes=67,no=68,missing=67,gain=2.71702576,cover=11510
- 67:leaf=0.00153566594,cover=0
- 68:leaf=-0.0014478158,cover=0
- 34:[Pol<89.1530609] yes=69,no=70,missing=69,gain=1.71851707,cover=11404
- 69:leaf=0.00268322183,cover=0
- 70:leaf=-0.000114957911,cover=0
- 8:[LGI5<2.74134016] yes=17,no=18,missing=17,gain=3.45870233,cover=50709
- 17:[Curv5<0.099404186] yes=35,no=36,missing=35,gain=2.25994158,cover=9371
- 35:[Ecc<1.26157856] yes=71,no=72,missing=72,gain=4.51394844,cover=275
- 71:leaf=0.0260728095,cover=0
- 72:leaf=-0.00665402506,cover=0
- 36:[Sulc0<1.02827847] yes=73,no=74,missing=74,gain=2.27845621,cover=9096
- 73:leaf=-0.000521069043,cover=0
- 74:leaf=-0.00319139333,cover=0
- 18:[Pol<102.778297] yes=37,no=38,missing=38,gain=3.29603195,cover=41338
- 37:[PialArea5<0.267248243] yes=75,no=76,missing=75,gain=2.41012645,cover=31424
- 75:leaf=0.00042245994,cover=0
- 76:leaf=-0.000467935111,cover=0
- 38:[Ecc<16.5318356] yes=77,no=78,missing=77,gain=4.49073887,cover=9914
- 77:leaf=0.00195609941,cover=0
- 78:leaf=-0.000174575878,cover=0
- 4:[MidArea5<0.451744556] yes=9,no=10,missing=9,gain=4.59948921,cover=34911
- 9:[PialCurv5<0.493508637] yes=19,no=20,missing=19,gain=2.12481403,cover=509
- 19:[Sulc0<0.732260227] yes=39,no=40,missing=39,gain=0.55838871,cover=407
- 39:[Curv5<0.157731384] yes=79,no=80,missing=79,gain=1.46920943,cover=60
- 79:leaf=0.0280786958,cover=0
- 80:leaf=0.00758307148,cover=0
- 40:[PialCurv5<0.193043977] yes=81,no=82,missing=82,gain=0.486449242,cover=347
- 81:leaf=0.000987317646,cover=0
- 82:leaf=0.00681230007,cover=0
- 20:[LGI5<3.23225117] yes=41,no=42,missing=41,gain=1.07930064,cover=102
- 41:[LGI5<3.07984829] yes=83,no=84,missing=83,gain=0.594079792,cover=77
- 83:leaf=-0.00129671616,cover=0
- 84:leaf=-0.0110223889,cover=0
- 42:[LGI5<3.36766768] yes=85,no=86,missing=86,gain=0.744877875,cover=25
- 85:leaf=0.0168505665,cover=0
- 86:leaf=-0.000117468044,cover=0
- 10:[PialCurv5<0.154069737] yes=21,no=22,missing=21,gain=3.10790753,cover=34402
- 21:[Ecc<8.17402458] yes=43,no=44,missing=43,gain=1.98122835,cover=2190
- 43:[Curv5<0.15992938] yes=87,no=88,missing=87,gain=1.44120216,cover=466
- 87:leaf=0.00749770878,cover=0
- 88:leaf=0.00180624798,cover=0
- 44:[Sulc0<0.890415967] yes=89,no=90,missing=90,gain=1.3185029,cover=1724
- 89:leaf=0.000440467673,cover=0
- 90:leaf=0.00326064974,cover=0
- 22:[Ecc<2.8577323] yes=45,no=46,missing=46,gain=2.07741356,cover=32212
- 45:[LGI5<2.44958925] yes=91,no=92,missing=91,gain=2.95998144,cover=343
- 91:leaf=-0.00148476183,cover=0
- 92:leaf=0.00800413545,cover=0
- 46:[LGI5<2.60638428] yes=93,no=94,missing=93,gain=2.08370447,cover=31869
- 93:leaf=-0.000450511987,cover=0
- 94:leaf=0.000568785588,cover=0
- 2:[PialArea5<0.859420419] yes=5,no=6,missing=5,gain=3.67953515,cover=5004289
- 5:[Area5<0.833255887] yes=11,no=12,missing=11,gain=8.01340771,cover=2988033
- 11:[LGI5<3.48966408] yes=23,no=24,missing=23,gain=7.4220295,cover=2933572
- 23:[Ecc<0.221054599] yes=47,no=48,missing=48,gain=6.39850998,cover=2737463
- 47:[Area5<0.557224929] yes=95,no=96,missing=95,gain=8.95057392,cover=11204
- 95:leaf=-0.000699255092,cover=0
- 96:leaf=0.00223453692,cover=0
- 48:[MidArea5<0.745626688] yes=97,no=98,missing=98,gain=4.68754005,cover=2726259
- 97:leaf=-1.24952221e-05,cover=0
- 98:leaf=-0.000218624817,cover=0
- 24:[Area5<0.584141672] yes=49,no=50,missing=50,gain=8.29394436,cover=196109
- 49:[Sulc0<0.966456771] yes=99,no=100,missing=100,gain=9.29457474,cover=18863
- 99:leaf=0.000761429605,cover=0
- 100:leaf=-0.0101290559,cover=0
- 50:[Pol<47.409153] yes=101,no=102,missing=102,gain=6.80574703,cover=177246
- 101:leaf=0.000242961993,cover=0
- 102:leaf=-0.000593043456,cover=0
- 12:[Ecc<6.2938199] yes=25,no=26,missing=26,gain=12.0230961,cover=54461
- 25:[PialCurv5<0.119354174] yes=51,no=52,missing=51,gain=6.73847723,cover=13268
- 51:[Curv5<-0.066452302] yes=103,no=104,missing=104,gain=7.92663956,cover=5955
- 103:leaf=0.00184616062,cover=0
- 104:leaf=-0.00286315172,cover=0
- 52:[LGI5<2.33061647] yes=105,no=106,missing=105,gain=3.06671214,cover=7313
- 105:leaf=-0.00178354292,cover=0
- 106:leaf=0.000778506626,cover=0
- 26:[Pol<97.3566132] yes=53,no=54,missing=53,gain=9.78719997,cover=41193
- 53:[LGI5<3.74316525] yes=107,no=108,missing=108,gain=3.54142094,cover=24415
- 107:leaf=0.000180153089,cover=0
- 108:leaf=0.0025777102,cover=0
- 54:[Area5<0.894858658] yes=109,no=110,missing=110,gain=4.52298927,cover=16778
- 109:leaf=0.00151084701,cover=0
- 110:leaf=0.00359602203,cover=0
- 6:[Area5<0.794681609] yes=13,no=14,missing=14,gain=6.26120424,cover=2016256
- 13:[Sulc0<-0.620624542] yes=27,no=28,missing=27,gain=7.87288141,cover=1758550
- 27:[Curv5<-0.141545609] yes=55,no=56,missing=55,gain=16.523222,cover=871205
- 55:[LGI5<3.34776258] yes=111,no=112,missing=112,gain=9.76769161,cover=744249
- 111:leaf=-0.000170740226,cover=0
- 112:leaf=0.000491765852,cover=0
- 56:[PialCurv5<-0.104067586] yes=113,no=114,missing=113,gain=85.3624878,cover=126956
- 113:leaf=0.00544204284,cover=0
- 114:leaf=0.00016016826,cover=0
- 28:[Ecc<3.67199802] yes=57,no=58,missing=58,gain=19.7189732,cover=887345
- 57:[Curv5<-0.0390223041] yes=115,no=116,missing=115,gain=19.8083935,cover=122742
- 115:leaf=-0.000710398133,cover=0
- 116:leaf=0.000911360083,cover=0
- 58:[Pol<44.6807365] yes=117,no=118,missing=117,gain=33.6538773,cover=764603
- 117:leaf=-0.000297850958,cover=0
- 118:leaf=0.00046984764,cover=0
- 14:[PialArea5<1.29873812] yes=29,no=30,missing=29,gain=5.02520847,cover=257706
- 29:[Ecc<11.1913614] yes=59,no=60,missing=59,gain=4.99008369,cover=193269
- 59:[Area5<0.877147377] yes=119,no=120,missing=120,gain=9.88561344,cover=101966
- 119:leaf=-0.000323381479,cover=0
- 120:leaf=-0.00161247852,cover=0
- 60:[Pol<32.323391] yes=121,no=122,missing=121,gain=7.40144253,cover=91303
- 121:leaf=0.000637978897,cover=0
- 122:leaf=-0.000340606319,cover=0
- 30:[Pol<171.401581] yes=61,no=62,missing=61,gain=3.27499795,cover=64437
- 61:[Ecc<6.58772182] yes=123,no=124,missing=123,gain=5.0716114,cover=59944
- 123:leaf=-0.000142786754,cover=0
- 124:leaf=0.000778036192,cover=0
- 62:[Ecc<6.52965975] yes=125,no=126,missing=125,gain=9.57722759,cover=4493
- 125:leaf=0.00638465537,cover=0
- 126:leaf=-0.00181464758,cover=0
-booster[381]:
-0:[Area5<0.476400614] yes=1,no=2,missing=1,gain=3.17323017,cover=5124388
- 1:[PialCurv5<0.000298873958] yes=3,no=4,missing=3,gain=3.93796444,cover=180427
- 3:[Curv5<-0.161761403] yes=7,no=8,missing=8,gain=4.89139938,cover=174201
- 7:[Ecc<1.57116413] yes=15,no=16,missing=15,gain=4.0667367,cover=140749
- 15:[Pol<157.22821] yes=31,no=32,missing=32,gain=4.32358551,cover=47962
- 31:[PialCurv5<-0.105644517] yes=63,no=64,missing=63,gain=3.06875896,cover=44141
- 63:leaf=-0.000341401348,cover=0
- 64:leaf=0.000648303656,cover=0
- 32:[LGI5<2.50608969] yes=65,no=66,missing=65,gain=0.757259846,cover=3821
- 65:leaf=-0.00217525777,cover=0
- 66:leaf=-0.000263195572,cover=0
- 16:[PialCurv5<-0.139269829] yes=33,no=34,missing=33,gain=2.97973871,cover=92787
- 33:[LGI5<2.30690479] yes=67,no=68,missing=68,gain=4.14036751,cover=40911
- 67:leaf=-0.000696850009,cover=0
- 68:leaf=0.000823455397,cover=0
- 34:[LGI5<2.36851335] yes=69,no=70,missing=69,gain=9.7668066,cover=51876
- 69:leaf=0.00104248559,cover=0
- 70:leaf=-0.00041774218,cover=0
- 8:[Curv5<0.012354264] yes=17,no=18,missing=17,gain=5.06458378,cover=33452
- 17:[Sulc0<-0.815117955] yes=35,no=36,missing=36,gain=3.49321079,cover=32873
- 35:[LGI5<2.79683423] yes=71,no=72,missing=71,gain=2.16708088,cover=4985
- 71:leaf=-0.000444257952,cover=0
- 72:leaf=0.010458733,cover=0
- 36:[LGI5<2.6558373] yes=73,no=74,missing=73,gain=5.29006767,cover=27888
- 73:leaf=0.00150403287,cover=0
- 74:leaf=-6.10362185e-05,cover=0
- 18:[Sulc0<0.68960917] yes=37,no=38,missing=38,gain=3.19473863,cover=579
- 37:[PialArea5<0.662493944] yes=75,no=76,missing=75,gain=2.23408937,cover=538
- 75:leaf=-0.00164194906,cover=0
- 76:leaf=-0.0118088266,cover=0
- 38:[Curv5<0.081820026] yes=77,no=78,missing=77,gain=1.19699144,cover=41
- 77:leaf=-0.0218474809,cover=0
- 78:leaf=-0.00183362945,cover=0
- 4:[PialArea5<0.511941612] yes=9,no=10,missing=9,gain=5.87245655,cover=6226
- 9:[LGI5<3.39750218] yes=19,no=20,missing=20,gain=2.16175914,cover=3520
- 19:[Curv5<0.122410901] yes=39,no=40,missing=39,gain=2.23426938,cover=3227
- 39:[Ecc<26.874506] yes=79,no=80,missing=79,gain=5.46791553,cover=1901
- 79:leaf=0.0018278975,cover=0
- 80:leaf=-0.00808868464,cover=0
- 40:[Ecc<4.00532722] yes=81,no=82,missing=81,gain=1.32137179,cover=1326
- 81:leaf=-0.00398304034,cover=0
- 82:leaf=-0.000572210818,cover=0
- 20:[Sulc0<0.56283927] yes=41,no=42,missing=41,gain=3.83977938,cover=293
- 41:[Curv5<0.141257599] yes=83,no=84,missing=84,gain=2.67480612,cover=141
- 83:leaf=0.00724404305,cover=0
- 84:leaf=0.0260046124,cover=0
- 42:[PialCurv5<0.250690639] yes=85,no=86,missing=85,gain=3.57802773,cover=152
- 85:leaf=-0.0107590798,cover=0
- 86:leaf=0.0049190158,cover=0
- 10:[Ecc<6.22534323] yes=21,no=22,missing=21,gain=5.27009487,cover=2706
- 21:[LGI5<2.51629615] yes=43,no=44,missing=43,gain=2.20947266,cover=1884
- 43:[Ecc<3.41847086] yes=87,no=88,missing=87,gain=2.34532142,cover=1482
- 87:leaf=-0.00119810912,cover=0
- 88:leaf=-0.00611324981,cover=0
- 44:[Sulc0<0.0214736983] yes=89,no=90,missing=89,gain=2.78424358,cover=402
- 89:leaf=0.00411693333,cover=0
- 90:leaf=-0.00602618186,cover=0
- 22:[Pol<27.4246235] yes=45,no=46,missing=45,gain=2.36702633,cover=822
- 45:[Curv5<-0.0226651002] yes=91,no=92,missing=91,gain=0.0604777336,cover=17
- 91:leaf=-0.029236434,cover=0
- 92:leaf=-0.0170675199,cover=0
- 46:[Ecc<17.0169544] yes=93,no=94,missing=93,gain=0.776852608,cover=805
- 93:leaf=-0.00647418201,cover=0
- 94:leaf=-0.00253201229,cover=0
- 2:[Curv5<-0.39144522] yes=5,no=6,missing=5,gain=3.81451058,cover=4943961
- 5:[LGI5<2.32613516] yes=11,no=12,missing=11,gain=2.00705695,cover=14139
- 11:[Pol<15.1533136] yes=23,no=24,missing=23,gain=1.11582661,cover=611
- 23:[Ecc<1.57116413] yes=47,no=48,missing=47,gain=0.922686815,cover=44
- 47:[PialArea5<0.769840837] yes=95,no=96,missing=95,gain=0.252749443,cover=39
- 95:leaf=0.0193162467,cover=0
- 96:leaf=0.0100485729,cover=0
- 48:[Sulc0<-1.15707839] yes=97,no=98,missing=97,gain=0.00517189503,cover=5
- 97:leaf=-0.00186612015,cover=0
- 98:leaf=-0.00861828495,cover=0
- 24:[Pol<132.083344] yes=49,no=50,missing=49,gain=0.785198927,cover=567
- 49:[Area5<0.595263004] yes=99,no=100,missing=99,gain=1.66097617,cover=349
- 99:leaf=8.49731168e-06,cover=0
- 100:leaf=0.00933708437,cover=0
- 50:[Ecc<5.85121489] yes=101,no=102,missing=101,gain=1.35427976,cover=218
- 101:leaf=0.00754879741,cover=0
- 102:leaf=-0.00166336808,cover=0
- 12:[PialArea5<1.00930154] yes=25,no=26,missing=25,gain=2.06638098,cover=13528
- 25:[PialArea5<0.756055057] yes=51,no=52,missing=51,gain=1.92173934,cover=12766
- 51:[LGI5<2.3349762] yes=103,no=104,missing=104,gain=2.42714453,cover=8207
- 103:leaf=-0.0113325184,cover=0
- 104:leaf=0.000442556775,cover=0
- 52:[Ecc<1.15906882] yes=105,no=106,missing=105,gain=2.99560261,cover=4559
- 105:leaf=-0.00690066535,cover=0
- 106:leaf=0.00185130478,cover=0
- 26:[Ecc<3.80337262] yes=53,no=54,missing=53,gain=2.79290485,cover=762
- 53:[LGI5<2.54917789] yes=107,no=108,missing=107,gain=1.6661694,cover=80
- 107:leaf=-0.0147280591,cover=0
- 108:leaf=0.00181796716,cover=0
- 54:[LGI5<2.86381269] yes=109,no=110,missing=109,gain=1.28909993,cover=682
- 109:leaf=0.00132357201,cover=0
- 110:leaf=-0.00301929913,cover=0
- 6:[PialArea5<0.476533443] yes=13,no=14,missing=13,gain=3.9453454,cover=4929822
- 13:[Curv5<0.0235087723] yes=27,no=28,missing=28,gain=18.8039856,cover=779427
- 27:[Area5<0.654657125] yes=55,no=56,missing=55,gain=10.2286797,cover=15161
- 55:[PialCurv5<0.0771882981] yes=111,no=112,missing=112,gain=7.65821981,cover=12197
- 111:leaf=-0.00171208871,cover=0
- 112:leaf=0.00122501061,cover=0
- 56:[Sulc0<-0.708302617] yes=113,no=114,missing=114,gain=5.01740456,cover=2964
- 113:leaf=0.0130996406,cover=0
- 114:leaf=-0.00452651968,cover=0
- 28:[Sulc0<-0.210027173] yes=57,no=58,missing=57,gain=14.4469347,cover=764266
- 57:[Pol<147.599014] yes=115,no=116,missing=115,gain=9.80856705,cover=24513
- 115:leaf=0.00237388094,cover=0
- 116:leaf=0.00037101307,cover=0
- 58:[Area5<0.596935391] yes=117,no=118,missing=117,gain=13.9543619,cover=739753
- 117:leaf=-0.000633016753,cover=0
- 118:leaf=0.00015374666,cover=0
- 14:[MidArea5<0.582346737] yes=29,no=30,missing=30,gain=12.77281,cover=4150395
- 29:[Ecc<3.22716212] yes=59,no=60,missing=59,gain=10.5251398,cover=136676
- 59:[Curv5<-0.0963523984] yes=119,no=120,missing=119,gain=4.75003481,cover=43573
- 119:leaf=-0.000959189725,cover=0
- 120:leaf=0.000385449239,cover=0
- 60:[Sulc0<-0.00176540145] yes=121,no=122,missing=121,gain=17.3109589,cover=93103
- 121:leaf=-0.00164866541,cover=0
- 122:leaf=-0.000253940962,cover=0
- 30:[Curv5<0.114925429] yes=61,no=62,missing=61,gain=9.42526245,cover=4013719
- 61:[PialArea5<0.567627013] yes=123,no=124,missing=123,gain=15.9838724,cover=3789319
- 123:leaf=0.000485092402,cover=0
- 124:leaf=-1.6404716e-05,cover=0
- 62:[Sulc0<0.474820405] yes=125,no=126,missing=125,gain=12.3589506,cover=224400
- 125:leaf=-6.18484701e-05,cover=0
- 126:leaf=-0.000845412666,cover=0
-booster[382]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=3.14626193,cover=5124388
- 1:[PialCurv5<0.0932018384] yes=3,no=4,missing=4,gain=9.28278923,cover=60049
- 3:[Ecc<9.38688755] yes=7,no=8,missing=7,gain=6.35983324,cover=57853
- 7:[LGI5<3.04290652] yes=15,no=16,missing=15,gain=7.79858208,cover=21967
- 15:[Area5<0.739104271] yes=31,no=32,missing=31,gain=2.05242395,cover=17578
- 31:[Sulc0<-0.00954892673] yes=63,no=64,missing=63,gain=2.14634395,cover=11692
- 63:leaf=0.000708877342,cover=0
- 64:leaf=-0.00977812428,cover=0
- 32:[Curv5<-0.143275946] yes=65,no=66,missing=65,gain=1.34025311,cover=5886
- 65:leaf=-0.00109732139,cover=0
- 66:leaf=0.000441721844,cover=0
- 16:[Sulc0<-0.271910518] yes=33,no=34,missing=33,gain=3.89635372,cover=4389
- 33:[Area5<0.624364853] yes=67,no=68,missing=68,gain=1.93045807,cover=3836
- 67:leaf=-0.00399589213,cover=0
- 68:leaf=-0.00100175221,cover=0
- 34:[Sulc0<0.244668111] yes=69,no=70,missing=69,gain=2.12533331,cover=553
- 69:leaf=-0.00565900421,cover=0
- 70:leaf=-0.0356802754,cover=0
- 8:[MidArea5<0.603350997] yes=17,no=18,missing=18,gain=4.41697884,cover=35886
- 17:[LGI5<2.44958925] yes=35,no=36,missing=35,gain=2.32969522,cover=877
- 35:[Ecc<9.75650311] yes=71,no=72,missing=72,gain=0.0276927948,cover=10
- 71:leaf=-0.0104728378,cover=0
- 72:leaf=-0.0276611932,cover=0
- 36:[Ecc<38.0136108] yes=73,no=74,missing=73,gain=1.0177331,cover=867
- 73:leaf=-0.00327100838,cover=0
- 74:leaf=0.000756759488,cover=0
- 18:[LGI5<3.38720298] yes=37,no=38,missing=37,gain=2.77832603,cover=35009
- 37:[PialCurv5<-0.0923183635] yes=75,no=76,missing=75,gain=2.0065403,cover=29025
- 75:leaf=0.000845660164,cover=0
- 76:leaf=0.00169643236,cover=0
- 38:[Sulc0<0.134837523] yes=77,no=78,missing=77,gain=1.40979779,cover=5984
- 77:leaf=-0.000101582693,cover=0
- 78:leaf=0.00591503177,cover=0
- 4:[Ecc<12.7231894] yes=9,no=10,missing=9,gain=5.59466982,cover=2196
- 9:[Sulc0<0.143142253] yes=19,no=20,missing=20,gain=2.65001583,cover=1563
- 19:[Sulc0<-0.27863887] yes=39,no=40,missing=40,gain=1.39106083,cover=1485
- 39:[LGI5<3.84897733] yes=79,no=80,missing=80,gain=0.881717622,cover=558
- 79:leaf=-0.001708825,cover=0
- 80:leaf=-0.0167033486,cover=0
- 40:[Curv5<0.131767005] yes=81,no=82,missing=81,gain=1.73577976,cover=927
- 81:leaf=-0.00632139249,cover=0
- 82:leaf=-0.00116438419,cover=0
- 20:[PialCurv5<0.216171265] yes=41,no=42,missing=41,gain=2.00775051,cover=78
- 41:[LGI5<3.07360435] yes=83,no=84,missing=83,gain=1.59930801,cover=50
- 83:leaf=-0.0239256378,cover=0
- 84:leaf=-0.00218538637,cover=0
- 42:[LGI5<2.95653391] yes=85,no=86,missing=85,gain=0.8406955,cover=28
- 85:leaf=0.00783500727,cover=0
- 86:leaf=-0.00927514583,cover=0
- 10:[Curv5<0.083802022] yes=21,no=22,missing=21,gain=1.30357957,cover=633
- 21:[PialCurv5<0.232516408] yes=43,no=44,missing=43,gain=2.06641579,cover=217
- 43:[LGI5<3.15084362] yes=87,no=88,missing=87,gain=1.28429389,cover=209
- 87:leaf=-0.00713884179,cover=0
- 88:leaf=0.000688621716,cover=0
- 44:[PialArea5<0.563414931] yes=89,no=90,missing=90,gain=0.333705783,cover=8
- 89:leaf=0.0056399717,cover=0
- 90:leaf=0.0284564942,cover=0
- 22:[Area5<0.721707046] yes=45,no=46,missing=45,gain=1.23480213,cover=416
- 45:[Area5<0.562355936] yes=91,no=92,missing=91,gain=0.744880438,cover=274
- 91:leaf=-0.0133513156,cover=0
- 92:leaf=0.00127603568,cover=0
- 46:[Sulc0<0.354630351] yes=93,no=94,missing=94,gain=1.55929184,cover=142
- 93:leaf=0.0125940023,cover=0
- 94:leaf=0.00200726185,cover=0
- 2:[Area5<0.509397149] yes=5,no=6,missing=6,gain=3.37791276,cover=5064339
- 5:[Sulc0<-0.0250212289] yes=11,no=12,missing=11,gain=4.56786537,cover=301489
- 11:[Pol<143.959366] yes=23,no=24,missing=23,gain=4.29606724,cover=284656
- 23:[Pol<62.799984] yes=47,no=48,missing=47,gain=6.47258472,cover=181772
- 47:[Curv5<-0.0461937301] yes=95,no=96,missing=95,gain=8.28442574,cover=64685
- 95:leaf=1.90615538e-05,cover=0
- 96:leaf=-0.0046921079,cover=0
- 48:[Curv5<-0.175970852] yes=97,no=98,missing=97,gain=8.55963612,cover=117087
- 97:leaf=0.000243679664,cover=0
- 98:leaf=0.00112778402,cover=0
- 24:[PialArea5<0.991309822] yes=49,no=50,missing=49,gain=5.81781149,cover=102884
- 49:[Ecc<20.3925476] yes=99,no=100,missing=99,gain=3.47302318,cover=95789
- 99:leaf=-0.000220444941,cover=0
- 100:leaf=0.00123290753,cover=0
- 50:[Ecc<0.836319208] yes=101,no=102,missing=101,gain=2.44308376,cover=7095
- 101:leaf=-0.00474216184,cover=0
- 102:leaf=0.00147022575,cover=0
- 12:[PialArea5<0.89536339] yes=25,no=26,missing=26,gain=5.00055504,cover=16833
- 25:[Ecc<8.01039791] yes=51,no=52,missing=51,gain=3.95138907,cover=16788
- 51:[LGI5<2.77389717] yes=103,no=104,missing=104,gain=2.62924337,cover=5731
- 103:leaf=-0.00117707672,cover=0
- 104:leaf=-0.00402662577,cover=0
- 52:[Pol<65.1286774] yes=105,no=106,missing=105,gain=3.69982648,cover=11057
- 105:leaf=-0.00207537808,cover=0
- 106:leaf=0.000367079367,cover=0
- 26:[Pol<86.7064972] yes=53,no=54,missing=53,gain=0.416836739,cover=45
- 53:leaf=-0.0263593402,cover=0
- 54:[Curv5<-0.136312515] yes=107,no=108,missing=107,gain=0.34864378,cover=35
- 107:leaf=-0.0150172357,cover=0
- 108:leaf=0.0045636734,cover=0
- 6:[Curv5<-0.0156469513] yes=13,no=14,missing=13,gain=4.38142252,cover=4762850
- 13:[PialArea5<0.593058109] yes=27,no=28,missing=27,gain=24.9717884,cover=2642614
- 27:[Pol<136.792099] yes=55,no=56,missing=55,gain=11.2951832,cover=49665
- 55:[Area5<0.666510165] yes=109,no=110,missing=110,gain=9.06633759,cover=38392
- 109:leaf=-0.00122050452,cover=0
- 110:leaf=-0.00323462603,cover=0
- 56:[Area5<0.67507118] yes=111,no=112,missing=111,gain=14.2183256,cover=11273
- 111:leaf=-0.000455157453,cover=0
- 112:leaf=0.00486924686,cover=0
- 28:[Ecc<8.97079182] yes=57,no=58,missing=57,gain=13.2632303,cover=2592949
- 57:[Pol<32.323391] yes=113,no=114,missing=113,gain=18.6581306,cover=1594024
- 113:leaf=0.000234891239,cover=0
- 114:leaf=-0.000206878205,cover=0
- 58:[Pol<40.9012032] yes=115,no=116,missing=116,gain=37.9308205,cover=998925
- 115:leaf=-0.000363209285,cover=0
- 116:leaf=0.000308677991,cover=0
- 14:[PialCurv5<0.00860458333] yes=29,no=30,missing=29,gain=39.5072212,cover=2120236
- 29:[PialArea5<0.790770054] yes=59,no=60,missing=59,gain=39.8363075,cover=134421
- 59:[LGI5<3.78836131] yes=117,no=118,missing=117,gain=16.2490349,cover=86707
- 117:leaf=0.000306735164,cover=0
- 118:leaf=-0.00587896397,cover=0
- 60:[Curv5<0.00546095846] yes=119,no=120,missing=119,gain=21.3100128,cover=47714
- 119:leaf=0.00137208716,cover=0
- 120:leaf=0.00372900628,cover=0
- 30:[PialArea5<0.605248392] yes=61,no=62,missing=61,gain=18.6063862,cover=1985815
- 61:[Area5<0.629274011] yes=121,no=122,missing=121,gain=25.1972923,cover=1261617
- 121:leaf=-0.000400738063,cover=0
- 122:leaf=0.000198761234,cover=0
- 62:[LGI5<2.93978119] yes=123,no=124,missing=123,gain=14.1793928,cover=724198
- 123:leaf=-3.17585982e-05,cover=0
- 124:leaf=-0.00048035878,cover=0
-booster[383]:
-0:[Curv5<-0.282992184] yes=1,no=2,missing=1,gain=3.03570223,cover=5124388
- 1:[PialCurv5<-0.156767949] yes=3,no=4,missing=4,gain=3.32950926,cover=202946
- 3:[Curv5<-0.39144522] yes=7,no=8,missing=7,gain=5.34573078,cover=113781
- 7:[LGI5<3.60428405] yes=15,no=16,missing=15,gain=1.79816532,cover=15572
- 15:[Ecc<1.15906882] yes=31,no=32,missing=31,gain=1.67571163,cover=15223
- 31:[LGI5<2.49934268] yes=63,no=64,missing=64,gain=2.47280312,cover=491
- 63:leaf=5.85245652e-06,cover=0
- 64:leaf=-0.00844782591,cover=0
- 32:[Ecc<1.46579576] yes=65,no=66,missing=65,gain=1.52141094,cover=14732
- 65:leaf=0.00443157041,cover=0
- 66:leaf=0.00097171712,cover=0
- 16:[Area5<0.66211915] yes=33,no=34,missing=34,gain=1.10924566,cover=349
- 33:[LGI5<3.94193578] yes=67,no=68,missing=67,gain=0.943585038,cover=319
- 67:leaf=-0.0044656815,cover=0
- 68:leaf=0.00436675176,cover=0
- 34:[Pol<18.1680222] yes=69,no=70,missing=70,gain=0.111567318,cover=30
- 69:leaf=-0.00603730977,cover=0
- 70:leaf=0.00699220179,cover=0
- 8:[Ecc<0.836319208] yes=17,no=18,missing=17,gain=3.49610448,cover=98209
- 17:[LGI5<2.18291569] yes=35,no=36,missing=36,gain=1.71089482,cover=3109
- 35:[PialCurv5<-0.175695807] yes=71,no=72,missing=71,gain=0.13688314,cover=69
- 71:leaf=0.0103254877,cover=0
- 72:leaf=0.00467917649,cover=0
- 36:[LGI5<2.29656005] yes=73,no=74,missing=73,gain=1.40512466,cover=3040
- 73:leaf=-0.00412400672,cover=0
- 74:leaf=-0.00142025051,cover=0
- 18:[Ecc<33.9075584] yes=37,no=38,missing=37,gain=3.4421382,cover=95100
- 37:[Ecc<7.18838644] yes=75,no=76,missing=75,gain=3.28812671,cover=89375
- 75:leaf=-0.00032013419,cover=0
- 76:leaf=0.00028773307,cover=0
- 38:[Pol<19.2006226] yes=77,no=78,missing=77,gain=2.2197659,cover=5725
- 77:leaf=0.000207336838,cover=0
- 78:leaf=-0.00192083698,cover=0
- 4:[Pol<29.3809395] yes=9,no=10,missing=10,gain=4.07014036,cover=89165
- 9:[Area5<0.629274011] yes=19,no=20,missing=20,gain=3.44263816,cover=25897
- 19:[PialArea5<0.593058109] yes=39,no=40,missing=40,gain=0.906856298,cover=17113
- 39:[PialCurv5<0.000298873958] yes=79,no=80,missing=80,gain=1.24682975,cover=265
- 79:leaf=-0.00418115919,cover=0
- 80:leaf=0.0117244646,cover=0
- 40:[PialArea5<0.934356034] yes=81,no=82,missing=81,gain=0.944675446,cover=16848
- 81:leaf=-0.000198563663,cover=0
- 82:leaf=-0.000980475685,cover=0
- 20:[Ecc<18.8860435] yes=41,no=42,missing=42,gain=3.0067668,cover=8784
- 41:[Ecc<3.73767829] yes=83,no=84,missing=83,gain=2.56300807,cover=6477
- 83:leaf=0.0017942338,cover=0
- 84:leaf=-0.00045614579,cover=0
- 42:[MidArea5<0.96394527] yes=85,no=86,missing=86,gain=3.09202719,cover=2307
- 85:leaf=0.00177850469,cover=0
- 86:leaf=0.00944772549,cover=0
- 10:[Pol<155.757294] yes=21,no=22,missing=21,gain=5.26019192,cover=63268
- 21:[Area5<0.494833142] yes=43,no=44,missing=44,gain=5.2467432,cover=42056
- 43:[LGI5<3.62495422] yes=87,no=88,missing=87,gain=3.67272019,cover=13762
- 87:leaf=9.73462156e-05,cover=0
- 88:leaf=0.0112664737,cover=0
- 44:[Sulc0<0.272107065] yes=89,no=90,missing=89,gain=4.68897438,cover=28294
- 89:leaf=0.00140538043,cover=0
- 90:leaf=-0.00582614029,cover=0
- 22:[PialArea5<1.28208315] yes=45,no=46,missing=45,gain=2.72836089,cover=21212
- 45:[PialArea5<0.567627013] yes=91,no=92,missing=91,gain=2.24941301,cover=20946
- 91:leaf=-0.00600392651,cover=0
- 92:leaf=0.000100773701,cover=0
- 46:[LGI5<2.30180311] yes=93,no=94,missing=94,gain=2.33904052,cover=266
- 93:leaf=0.0110431975,cover=0
- 94:leaf=-0.00637616171,cover=0
- 2:[Pol<25.2957573] yes=5,no=6,missing=5,gain=3.74422765,cover=4921442
- 5:[Ecc<1.79549146] yes=11,no=12,missing=12,gain=11.3504753,cover=485183
- 11:[PialCurv5<-0.0314326771] yes=23,no=24,missing=23,gain=8.50404072,cover=66247
- 23:[Curv5<-0.108295463] yes=47,no=48,missing=47,gain=4.9592638,cover=60440
- 47:[PialCurv5<-0.113441773] yes=95,no=96,missing=95,gain=3.44980812,cover=56182
- 95:leaf=-5.79628941e-05,cover=0
- 96:leaf=-0.000842300651,cover=0
- 48:[PialCurv5<-0.058241725] yes=97,no=98,missing=97,gain=3.76648951,cover=4258
- 97:leaf=0.00282307318,cover=0
- 98:leaf=-0.000150679189,cover=0
- 24:[LGI5<2.2730217] yes=49,no=50,missing=50,gain=9.66531467,cover=5807
- 49:[Area5<0.710077047] yes=99,no=100,missing=99,gain=3.53208351,cover=1131
- 99:leaf=0.000439491181,cover=0
- 100:leaf=0.00742704654,cover=0
- 50:[Sulc0<0.126604497] yes=101,no=102,missing=102,gain=3.19807053,cover=4676
- 101:leaf=-0.00312156579,cover=0
- 102:leaf=-0.0122110527,cover=0
- 12:[Ecc<3.67199802] yes=25,no=26,missing=25,gain=14.7604942,cover=418936
- 25:[PialArea5<1.0376358] yes=51,no=52,missing=51,gain=24.703516,cover=59069
- 51:[Area5<0.571740985] yes=103,no=104,missing=104,gain=23.132637,cover=21383
- 103:leaf=-0.000261874258,cover=0
- 104:leaf=0.0033616384,cover=0
- 52:[PialArea5<1.26501572] yes=105,no=106,missing=105,gain=4.79316568,cover=37686
- 105:leaf=0.000709157612,cover=0
- 106:leaf=-0.000421221106,cover=0
- 26:[PialCurv5<0.0695191324] yes=53,no=54,missing=54,gain=8.69756699,cover=359867
- 53:[Curv5<0.0386843979] yes=107,no=108,missing=108,gain=11.6239357,cover=348940
- 107:leaf=0.00010700593,cover=0
- 108:leaf=0.00242602429,cover=0
- 54:[Curv5<0.0756113976] yes=109,no=110,missing=109,gain=10.1343832,cover=10927
- 109:leaf=-0.00274031353,cover=0
- 110:leaf=0.000308427669,cover=0
- 6:[Pol<64.3762589] yes=13,no=14,missing=13,gain=8.43299961,cover=4436259
- 13:[LGI5<2.66988635] yes=27,no=28,missing=27,gain=32.2846642,cover=832229
- 27:[Area5<0.669950843] yes=55,no=56,missing=55,gain=52.7255173,cover=305630
- 55:[Sulc0<-0.15955846] yes=111,no=112,missing=112,gain=10.4984436,cover=164549
- 111:leaf=-0.000293371151,cover=0
- 112:leaf=-0.00259181741,cover=0
- 56:[Curv5<-0.0752395913] yes=113,no=114,missing=113,gain=36.0625191,cover=141081
- 113:leaf=0.000506278127,cover=0
- 114:leaf=0.00238499441,cover=0
- 28:[Ecc<13.6880245] yes=57,no=58,missing=57,gain=56.1262665,cover=526599
- 57:[Sulc0<-0.188964635] yes=115,no=116,missing=116,gain=64.8205109,cover=220176
- 115:leaf=-0.000662347185,cover=0
- 116:leaf=-0.00311750802,cover=0
- 58:[Pol<39.0368156] yes=117,no=118,missing=117,gain=34.5983315,cover=306423
- 117:leaf=-0.000676018826,cover=0
- 118:leaf=0.000431832828,cover=0
- 14:[Ecc<1.96654522] yes=29,no=30,missing=29,gain=13.660471,cover=3604030
- 29:[Pol<157.22821] yes=59,no=60,missing=60,gain=24.1877708,cover=455283
- 59:[LGI5<2.95653391] yes=119,no=120,missing=120,gain=13.9473972,cover=348368
- 119:leaf=0.000458655239,cover=0
- 120:leaf=0.0103466101,cover=0
- 60:[Ecc<1.31300318] yes=121,no=122,missing=121,gain=52.6904907,cover=106915
- 121:leaf=-0.0010179627,cover=0
- 122:leaf=0.00157399185,cover=0
- 30:[Ecc<3.16401935] yes=61,no=62,missing=61,gain=33.5010147,cover=3148747
- 61:[Area5<0.613672853] yes=123,no=124,missing=124,gain=61.9083519,cover=282173
- 123:leaf=0.000499793794,cover=0
- 124:leaf=-0.0010704447,cover=0
- 62:[Sulc0<-0.53419745] yes=125,no=126,missing=125,gain=15.1379404,cover=2866574
- 125:leaf=-0.000245966366,cover=0
- 126:leaf=7.37631417e-05,cover=0
-booster[384]:
-0:[PialArea5<0.955112517] yes=1,no=2,missing=2,gain=3.16779137,cover=5124388
- 1:[MidArea5<1.07671547] yes=3,no=4,missing=3,gain=5.86026859,cover=3812049
- 3:[Pol<176.117172] yes=7,no=8,missing=7,gain=5.46578979,cover=3811507
- 7:[Sulc0<-0.217071146] yes=15,no=16,missing=15,gain=5.43426895,cover=3716118
- 15:[Ecc<5.85121489] yes=31,no=32,missing=31,gain=14.8838024,cover=1428918
- 31:[Pol<61.2046547] yes=63,no=64,missing=64,gain=18.5159492,cover=778800
- 63:leaf=0.000476951536,cover=0
- 64:leaf=-9.77200689e-05,cover=0
- 32:[LGI5<2.61980247] yes=65,no=66,missing=65,gain=33.2596512,cover=650118
- 65:leaf=-0.00107823021,cover=0
- 66:leaf=-0.00012496399,cover=0
- 16:[LGI5<3.31338549] yes=33,no=34,missing=33,gain=9.55980492,cover=2287200
- 33:[Pol<62.0115929] yes=67,no=68,missing=67,gain=23.8554573,cover=1903213
- 67:leaf=-0.000512413855,cover=0
- 68:leaf=0.000115027527,cover=0
- 34:[Pol<50.1003532] yes=69,no=70,missing=69,gain=24.2211189,cover=383987
- 69:leaf=0.000769393111,cover=0
- 70:leaf=-0.000373668299,cover=0
- 8:[Ecc<1.3629595] yes=17,no=18,missing=17,gain=9.06557465,cover=95389
- 17:[PialArea5<0.669517875] yes=35,no=36,missing=36,gain=1.98803377,cover=12073
- 35:[Ecc<0.943656743] yes=71,no=72,missing=71,gain=2.01586342,cover=5687
- 71:leaf=-0.000713903573,cover=0
- 72:leaf=0.00166115537,cover=0
- 36:[Area5<0.612264991] yes=73,no=74,missing=74,gain=2.60018396,cover=6386
- 73:leaf=-0.000631003175,cover=0
- 74:leaf=-0.00266091223,cover=0
- 18:[Sulc0<-0.0788570642] yes=37,no=38,missing=37,gain=9.91777992,cover=83316
- 37:[PialArea5<0.636387587] yes=75,no=76,missing=75,gain=7.15755463,cover=71535
- 75:leaf=0.00182909181,cover=0
- 76:leaf=0.00052355387,cover=0
- 38:[Ecc<7.85193825] yes=77,no=78,missing=77,gain=12.915678,cover=11781
- 77:leaf=-0.00476441253,cover=0
- 78:leaf=-0.000115908522,cover=0
- 4:[LGI5<2.89660096] yes=9,no=10,missing=9,gain=2.29259157,cover=542
- 9:[Ecc<3.8768425] yes=19,no=20,missing=19,gain=1.4211309,cover=363
- 19:[PialCurv5<0.0331302322] yes=39,no=40,missing=40,gain=1.18634295,cover=283
- 39:[LGI5<2.56467891] yes=79,no=80,missing=79,gain=1.33951056,cover=89
- 79:leaf=-0.00212755613,cover=0
- 80:leaf=0.0192956086,cover=0
- 40:[LGI5<2.30180311] yes=81,no=82,missing=82,gain=1.11616826,cover=194
- 81:leaf=-0.00133554148,cover=0
- 82:leaf=0.00848684367,cover=0
- 20:[Pol<125.308708] yes=41,no=42,missing=41,gain=0.617973089,cover=80
- 41:[Pol<95.6227875] yes=83,no=84,missing=83,gain=0.195322156,cover=62
- 83:leaf=0.00327023235,cover=0
- 84:leaf=-0.00254725106,cover=0
- 42:[Pol<134.081207] yes=85,no=86,missing=86,gain=0.0592527986,cover=18
- 85:leaf=-0.00738294004,cover=0
- 86:leaf=-0.014749012,cover=0
- 10:[LGI5<3.24660802] yes=21,no=22,missing=21,gain=2.36542511,cover=179
- 21:[LGI5<2.99594808] yes=43,no=44,missing=43,gain=0.446696281,cover=101
- 43:[Pol<96.2546158] yes=87,no=88,missing=88,gain=0.0220556259,cover=22
- 87:leaf=0.00545163173,cover=0
- 88:leaf=0.0218479875,cover=0
- 44:[Pol<93.9093552] yes=89,no=90,missing=89,gain=0.134982109,cover=79
- 89:leaf=0.0200608317,cover=0
- 90:leaf=0.0117537146,cover=0
- 22:[Sulc0<1.25822949] yes=45,no=46,missing=45,gain=0.631539226,cover=78
- 45:[Ecc<46.7494621] yes=91,no=92,missing=91,gain=0.296718538,cover=46
- 91:leaf=0.00894739479,cover=0
- 92:leaf=-0.00069380895,cover=0
- 46:[PialArea5<0.753297985] yes=93,no=94,missing=93,gain=0.423124254,cover=32
- 93:leaf=0.00996786077,cover=0
- 94:leaf=-0.00469525531,cover=0
- 2:[Area5<0.987501919] yes=5,no=6,missing=5,gain=3.82586551,cover=1312339
- 5:[MidArea5<1.21578133] yes=11,no=12,missing=12,gain=3.83763647,cover=1299508
- 11:[Area5<0.476400614] yes=23,no=24,missing=23,gain=3.24907398,cover=1286836
- 23:[Sulc0<-0.389213681] yes=47,no=48,missing=47,gain=5.32705402,cover=11726
- 47:[Curv5<-0.241649449] yes=95,no=96,missing=96,gain=2.85396385,cover=11605
- 95:leaf=0.000140510034,cover=0
- 96:leaf=0.00171607826,cover=0
- 48:[Sulc0<-0.173886195] yes=97,no=98,missing=97,gain=1.68445921,cover=121
- 97:leaf=-0.00666155759,cover=0
- 98:leaf=-0.0220908821,cover=0
- 24:[LGI5<3.84897733] yes=49,no=50,missing=50,gain=3.17897129,cover=1275110
- 49:[Sulc0<-0.552155435] yes=99,no=100,missing=99,gain=2.67529821,cover=1269039
- 99:leaf=-4.62360003e-06,cover=0
- 100:leaf=0.000143962985,cover=0
- 50:[Pol<25.2957573] yes=101,no=102,missing=102,gain=9.90738583,cover=6071
- 101:leaf=-0.00247900584,cover=0
- 102:leaf=0.00230897358,cover=0
- 12:[Area5<0.723411918] yes=25,no=26,missing=25,gain=2.47321129,cover=12672
- 25:[Sulc0<-0.987509191] yes=51,no=52,missing=52,gain=2.5616765,cover=1158
- 51:[Curv5<-0.171285838] yes=103,no=104,missing=103,gain=2.10199714,cover=483
- 103:leaf=0.00173492974,cover=0
- 104:leaf=-0.00752315251,cover=0
- 52:[Pol<175.068527] yes=105,no=106,missing=106,gain=1.79094172,cover=675
- 105:leaf=0.00458666869,cover=0
- 106:leaf=0.0175397899,cover=0
- 26:[Sulc0<-0.0326132737] yes=53,no=54,missing=53,gain=2.25354671,cover=11514
- 53:[LGI5<2.23211861] yes=107,no=108,missing=107,gain=2.16731095,cover=11497
- 107:leaf=-0.00428131176,cover=0
- 108:leaf=0.000786600809,cover=0
- 54:[LGI5<2.89660096] yes=109,no=110,missing=109,gain=0.978521585,cover=17
- 109:leaf=0.0332302265,cover=0
- 110:leaf=0.00821293797,cover=0
- 6:[LGI5<3.08610082] yes=13,no=14,missing=13,gain=2.53054047,cover=12831
- 13:[LGI5<2.3865335] yes=27,no=28,missing=27,gain=4.15286446,cover=9270
- 27:[Pol<103.851685] yes=55,no=56,missing=55,gain=4.28456306,cover=2204
- 55:[Ecc<3.16401935] yes=111,no=112,missing=111,gain=8.75679398,cover=1222
- 111:leaf=0.000699005672,cover=0
- 112:leaf=0.0118557392,cover=0
- 56:[Ecc<1.46579576] yes=113,no=114,missing=113,gain=3.14819598,cover=982
- 113:leaf=0.00477804337,cover=0
- 114:leaf=-0.00300747319,cover=0
- 28:[PialCurv5<-0.0487009101] yes=57,no=58,missing=58,gain=5.95458221,cover=7066
- 57:[Pol<145.397461] yes=115,no=116,missing=115,gain=3.33441734,cover=4705
- 115:leaf=-0.00140713237,cover=0
- 116:leaf=0.00207833946,cover=0
- 58:[Ecc<3.48115921] yes=117,no=118,missing=117,gain=4.20737648,cover=2361
- 117:leaf=-0.00181802548,cover=0
- 118:leaf=-0.00604266301,cover=0
- 14:[PialArea5<1.17753279] yes=29,no=30,missing=29,gain=2.99016476,cover=3561
- 29:[Pol<163.028091] yes=59,no=60,missing=60,gain=1.90724277,cover=435
- 59:[Sulc0<-0.0250212289] yes=119,no=120,missing=120,gain=1.25307322,cover=418
- 119:leaf=-0.00271016709,cover=0
- 120:leaf=0.00471855653,cover=0
- 60:leaf=0.0201766472,cover=0
- 30:[PialCurv5<-0.135003537] yes=61,no=62,missing=61,gain=2.0267868,cover=3126
- 61:[Curv5<-0.129194111] yes=121,no=122,missing=122,gain=1.20537996,cover=359
- 121:leaf=-0.00323022204,cover=0
- 122:leaf=-0.0208755266,cover=0
- 62:[Ecc<30.959959] yes=123,no=124,missing=123,gain=2.04659176,cover=2767
- 123:leaf=0.000927811197,cover=0
- 124:leaf=-0.00250300928,cover=0
-booster[385]:
-0:[PialArea5<1.06442153] yes=1,no=2,missing=2,gain=2.95946431,cover=5124388
- 1:[MidArea5<1.1557827] yes=3,no=4,missing=3,gain=5.48765469,cover=4397951
- 3:[Ecc<1.21076584] yes=7,no=8,missing=7,gain=5.24802351,cover=4397518
- 7:[Pol<152.092255] yes=15,no=16,missing=15,gain=32.2190018,cover=324362
- 15:[Pol<64.3762589] yes=31,no=32,missing=31,gain=31.6072311,cover=239316
- 31:[Ecc<0.669936359] yes=63,no=64,missing=63,gain=10.2143841,cover=79262
- 63:leaf=-0.000126449362,cover=0
- 64:leaf=-0.00126367831,cover=0
- 32:[Curv5<-0.0708468556] yes=65,no=66,missing=65,gain=20.0432205,cover=160054
- 65:leaf=7.53061249e-05,cover=0
- 66:leaf=0.00124340819,cover=0
- 16:[Area5<0.735260904] yes=33,no=34,missing=33,gain=6.91292953,cover=85046
- 33:[LGI5<2.69973111] yes=67,no=68,missing=67,gain=5.15543556,cover=81089
- 67:leaf=-0.000884299923,cover=0
- 68:leaf=-0.00352812256,cover=0
- 34:[Ecc<0.353712648] yes=69,no=70,missing=70,gain=6.67765522,cover=3957
- 69:leaf=0.000530434481,cover=0
- 70:leaf=-0.00425208313,cover=0
- 8:[Pol<172.045227] yes=17,no=18,missing=17,gain=12.143446,cover=4073156
- 17:[Ecc<1.96654522] yes=35,no=36,missing=35,gain=10.7333136,cover=3864789
- 35:[Pol<74.0505524] yes=71,no=72,missing=71,gain=34.1082802,cover=229464
- 71:leaf=-0.000588697207,cover=0
- 72:leaf=0.000724051031,cover=0
- 36:[Sulc0<-0.516633809] yes=73,no=74,missing=73,gain=11.5820942,cover=3635325
- 73:leaf=-0.000222721297,cover=0
- 74:leaf=2.40852455e-06,cover=0
- 18:[Sulc0<0.0372688323] yes=37,no=38,missing=37,gain=8.93622971,cover=208367
- 37:[Area5<0.688713074] yes=75,no=76,missing=75,gain=8.48847961,cover=195530
- 75:leaf=0.000239039102,cover=0
- 76:leaf=0.0009573758,cover=0
- 38:[Ecc<10.2861843] yes=77,no=78,missing=77,gain=16.5358982,cover=12837
- 77:leaf=-0.00286914827,cover=0
- 78:leaf=0.000734087371,cover=0
- 4:[LGI5<2.97899532] yes=9,no=10,missing=9,gain=1.72258282,cover=433
- 9:[Ecc<4.00532722] yes=19,no=20,missing=20,gain=2.16392207,cover=291
- 19:[Pol<116.093399] yes=39,no=40,missing=39,gain=1.1376946,cover=229
- 39:[LGI5<2.34802985] yes=79,no=80,missing=79,gain=0.44995594,cover=143
- 79:leaf=-0.00107559189,cover=0
- 80:leaf=0.00483409176,cover=0
- 40:[PialCurv5<0.0851107761] yes=81,no=82,missing=82,gain=0.558477402,cover=86
- 81:leaf=0.00506495498,cover=0
- 82:leaf=0.0134560307,cover=0
- 20:[Pol<105.995506] yes=41,no=42,missing=42,gain=0.548414111,cover=62
- 41:[Curv5<0.0877084062] yes=83,no=84,missing=83,gain=0.148439273,cover=23
- 83:leaf=-0.00651670573,cover=0
- 84:leaf=0.00313484296,cover=0
- 42:[Pol<134.743088] yes=85,no=86,missing=86,gain=0.030367732,cover=39
- 85:leaf=-0.00740410713,cover=0
- 86:leaf=-0.0127161341,cover=0
- 10:[LGI5<3.01963663] yes=21,no=22,missing=21,gain=2.42538977,cover=142
- 21:[PialCurv5<-0.0245349593] yes=43,no=44,missing=43,gain=0.329641819,cover=56
- 43:leaf=-0.00572169712,cover=0
- 44:[PialArea5<0.879786193] yes=87,no=88,missing=87,gain=0.165367603,cover=55
- 87:leaf=0.0112723922,cover=0
- 88:leaf=0.0201998614,cover=0
- 22:[Sulc0<0.966456771] yes=45,no=46,missing=45,gain=0.394435048,cover=86
- 45:[Curv5<-0.0366821773] yes=89,no=90,missing=90,gain=0.131168723,cover=26
- 89:leaf=-0.00454004994,cover=0
- 90:leaf=0.0104990713,cover=0
- 46:[PialArea5<0.922987998] yes=91,no=92,missing=91,gain=0.440978229,cover=60
- 91:leaf=0.00610820763,cover=0
- 92:leaf=-0.00241893623,cover=0
- 2:[PialCurv5<-0.058241725] yes=5,no=6,missing=5,gain=6.88849354,cover=726437
- 5:[Curv5<-0.0816265643] yes=11,no=12,missing=12,gain=49.1217842,cover=628270
- 11:[Area5<0.814937592] yes=23,no=24,missing=23,gain=4.77396345,cover=618981
- 23:[Curv5<-0.102400392] yes=47,no=48,missing=47,gain=3.88204432,cover=524428
- 47:[LGI5<2.25075769] yes=93,no=94,missing=93,gain=3.16580248,cover=507877
- 93:leaf=0.000753936067,cover=0
- 94:leaf=0.000109439672,cover=0
- 48:[PialCurv5<-0.0779728889] yes=95,no=96,missing=95,gain=22.994442,cover=16551
- 95:leaf=0.00395097537,cover=0
- 96:leaf=-0.000230379199,cover=0
- 24:[Sulc0<-1.24864507] yes=49,no=50,missing=49,gain=4.24188089,cover=94553
- 49:[Ecc<1.96654522] yes=97,no=98,missing=97,gain=1.37100124,cover=904
- 97:leaf=-0.00291700475,cover=0
- 98:leaf=0.00379908527,cover=0
- 50:[Ecc<18.0513744] yes=99,no=100,missing=99,gain=3.9607091,cover=93649
- 99:leaf=-0.000418117648,cover=0
- 100:leaf=0.000407839165,cover=0
- 12:[PialCurv5<-0.076943703] yes=25,no=26,missing=25,gain=15.6123619,cover=9289
- 25:[LGI5<2.47631311] yes=51,no=52,missing=51,gain=12.2617607,cover=2425
- 51:[Area5<0.814937592] yes=101,no=102,missing=101,gain=8.04035568,cover=486
- 101:leaf=0.0170702729,cover=0
- 102:leaf=-0.000624577922,cover=0
- 52:[Area5<0.727793753] yes=103,no=104,missing=103,gain=7.72522545,cover=1939
- 103:leaf=0.00134403189,cover=0
- 104:leaf=0.00786620658,cover=0
- 26:[Curv5<-0.0461937301] yes=53,no=54,missing=54,gain=9.16659355,cover=6864
- 53:[Ecc<2.48523927] yes=105,no=106,missing=105,gain=4.68570328,cover=6398
- 105:leaf=0.00592668867,cover=0
- 106:leaf=0.00157753192,cover=0
- 54:[LGI5<2.33929968] yes=107,no=108,missing=107,gain=2.66307259,cover=466
- 107:leaf=0.0237924736,cover=0
- 108:leaf=0.00829402637,cover=0
- 6:[Area5<0.704541981] yes=13,no=14,missing=14,gain=28.7963028,cover=98167
- 13:[PialCurv5<-0.00171623251] yes=27,no=28,missing=28,gain=9.58339882,cover=16408
- 27:[LGI5<3.84897733] yes=55,no=56,missing=55,gain=5.87574959,cover=14662
- 55:[Curv5<-0.125495523] yes=109,no=110,missing=109,gain=5.53970528,cover=14638
- 109:leaf=-0.000322990352,cover=0
- 110:leaf=-0.00245869858,cover=0
- 56:[Pol<166.64444] yes=111,no=112,missing=111,gain=0.794966221,cover=24
- 111:leaf=0.0156514179,cover=0
- 112:leaf=0.0376309678,cover=0
- 28:[Ecc<2.91795349] yes=57,no=58,missing=58,gain=5.72708511,cover=1746
- 57:[LGI5<2.64191389] yes=113,no=114,missing=114,gain=2.54197145,cover=667
- 113:leaf=-0.00156095484,cover=0
- 114:leaf=-0.0211523399,cover=0
- 58:[Area5<0.692729533] yes=115,no=116,missing=115,gain=3.16915321,cover=1079
- 115:leaf=-0.00950391125,cover=0
- 116:leaf=-0.0031934313,cover=0
- 14:[Curv5<-0.119937547] yes=29,no=30,missing=29,gain=37.4519272,cover=81759
- 29:[Sulc0<-0.751221538] yes=59,no=60,missing=59,gain=5.78808212,cover=6467
- 59:[Area5<0.76451689] yes=117,no=118,missing=118,gain=2.70049024,cover=952
- 117:leaf=-0.00226154644,cover=0
- 118:leaf=0.00308719231,cover=0
- 60:[PialCurv5<-0.0501225069] yes=119,no=120,missing=120,gain=3.26838303,cover=5515
- 119:leaf=0.00306126871,cover=0
- 120:leaf=0.00550295785,cover=0
- 30:[Pol<38.1036148] yes=61,no=62,missing=62,gain=6.25092363,cover=75292
- 61:[LGI5<2.77389717] yes=121,no=122,missing=121,gain=7.31269836,cover=18951
- 121:leaf=-0.00279451278,cover=0
- 122:leaf=-0.000470464729,cover=0
- 62:[Curv5<-0.102400392] yes=123,no=124,missing=123,gain=5.49629927,cover=56341
- 123:leaf=0.00159820484,cover=0
- 124:leaf=-0.00011812296,cover=0
-booster[386]:
-0:[Curv5<-0.26661092] yes=1,no=2,missing=1,gain=3.08770776,cover=5124388
- 1:[PialCurv5<-0.137075767] yes=3,no=4,missing=3,gain=7.64531231,cover=303029
- 3:[Curv5<-0.319950402] yes=7,no=8,missing=8,gain=4.41338539,cover=231943
- 7:[PialArea5<1.17753279] yes=15,no=16,missing=15,gain=1.87835407,cover=69106
- 15:[Pol<131.443253] yes=31,no=32,missing=31,gain=1.65371132,cover=67382
- 31:[Pol<53.6550331] yes=63,no=64,missing=64,gain=4.91599751,cover=42590
- 63:leaf=0.000260683475,cover=0
- 64:leaf=0.00148139929,cover=0
- 32:[PialCurv5<-0.167439327] yes=65,no=66,missing=65,gain=1.70632041,cover=24792
- 65:leaf=-0.000232316248,cover=0
- 66:leaf=0.000641242194,cover=0
- 16:[LGI5<2.53029394] yes=33,no=34,missing=33,gain=2.46226931,cover=1724
- 33:[LGI5<2.21018219] yes=67,no=68,missing=68,gain=0.693250299,cover=567
- 67:leaf=0.00834348332,cover=0
- 68:leaf=0.000976215117,cover=0
- 34:[Area5<0.753010809] yes=69,no=70,missing=69,gain=2.4483397,cover=1157
- 69:leaf=-0.0041793054,cover=0
- 70:leaf=0.000745945144,cover=0
- 8:[Area5<0.643796742] yes=17,no=18,missing=17,gain=6.33897257,cover=162837
- 17:[PialCurv5<-0.154837668] yes=35,no=36,missing=35,gain=3.08129883,cover=114695
- 35:[Sulc0<-0.166708246] yes=71,no=72,missing=71,gain=3.9502182,cover=63940
- 71:leaf=-0.000505060714,cover=0
- 72:leaf=-0.00340707903,cover=0
- 36:[Pol<27.4246235] yes=73,no=74,missing=73,gain=2.77301526,cover=50755
- 73:leaf=-0.000681001344,cover=0
- 74:leaf=0.000174729663,cover=0
- 18:[PialCurv5<-0.210138425] yes=37,no=38,missing=37,gain=2.86898136,cover=48142
- 37:[PialArea5<1.28208315] yes=75,no=76,missing=75,gain=1.29988694,cover=1527
- 75:leaf=0.00286738644,cover=0
- 76:leaf=-0.00309069431,cover=0
- 38:[PialCurv5<-0.164281175] yes=77,no=78,missing=77,gain=1.75129294,cover=46615
- 77:leaf=-9.16844147e-05,cover=0
- 78:leaf=0.000534444291,cover=0
- 4:[Area5<0.517926872] yes=9,no=10,missing=9,gain=5.9016695,cover=71086
- 9:[Curv5<-0.350989401] yes=19,no=20,missing=19,gain=2.45183372,cover=21741
- 19:[Pol<28.4081879] yes=39,no=40,missing=39,gain=1.5813868,cover=2368
- 39:[Ecc<0.836319208] yes=79,no=80,missing=80,gain=2.21539187,cover=429
- 79:leaf=0.00515805092,cover=0
- 80:leaf=-0.00568875438,cover=0
- 40:[PialArea5<1.06442153] yes=81,no=82,missing=81,gain=1.60673976,cover=1939
- 81:leaf=-0.000812762708,cover=0
- 82:leaf=-0.0128789945,cover=0
- 20:[Sulc0<-0.338601172] yes=41,no=42,missing=41,gain=2.88944054,cover=19373
- 41:[LGI5<2.23211861] yes=83,no=84,missing=83,gain=2.14927483,cover=17945
- 83:leaf=0.0015548704,cover=0
- 84:leaf=-0.000249395118,cover=0
- 42:[Ecc<41.2560654] yes=85,no=86,missing=86,gain=2.73311734,cover=1428
- 85:leaf=0.00172375317,cover=0
- 86:leaf=0.0110234497,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=21,gain=4.87135887,cover=49345
- 21:[Area5<0.652759671] yes=43,no=44,missing=44,gain=2.07825089,cover=20120
- 43:[PialCurv5<-0.123133563] yes=87,no=88,missing=87,gain=1.39244926,cover=13198
- 87:leaf=0.000371573231,cover=0
- 88:leaf=-0.000672823808,cover=0
- 44:[Ecc<1.26157856] yes=89,no=90,missing=90,gain=1.5728476,cover=6922
- 89:leaf=-0.00245603011,cover=0
- 90:leaf=0.00117730023,cover=0
- 22:[LGI5<2.30180311] yes=45,no=46,missing=45,gain=6.84588051,cover=29225
- 45:[PialArea5<0.733388364] yes=91,no=92,missing=91,gain=2.17072487,cover=1935
- 91:leaf=0.00987867266,cover=0
- 92:leaf=0.00369963725,cover=0
- 46:[Sulc0<-0.751221538] yes=93,no=94,missing=94,gain=5.84112167,cover=27290
- 93:leaf=0.0001515802,cover=0
- 94:leaf=0.0016721884,cover=0
- 2:[PialCurv5<-0.167439327] yes=5,no=6,missing=5,gain=7.85336494,cover=4821359
- 5:[Curv5<-0.22713457] yes=11,no=12,missing=11,gain=8.7582283,cover=23809
- 11:[PialCurv5<-0.181738108] yes=23,no=24,missing=23,gain=1.99746406,cover=17693
- 23:[PialArea5<1.31770575] yes=47,no=48,missing=47,gain=1.40648985,cover=4720
- 47:[PialArea5<0.550757647] yes=95,no=96,missing=95,gain=1.32558179,cover=4580
- 95:leaf=-0.00403520092,cover=0
- 96:leaf=0.00149777625,cover=0
- 48:[Curv5<-0.261287659] yes=97,no=98,missing=97,gain=0.510629535,cover=140
- 97:leaf=0.00283998414,cover=0
- 98:leaf=-0.00507432502,cover=0
- 24:[Curv5<-0.247622609] yes=49,no=50,missing=49,gain=1.50324285,cover=12973
- 49:[Sulc0<-0.305269122] yes=99,no=100,missing=99,gain=1.07095814,cover=8343
- 99:leaf=-0.000277883752,cover=0
- 100:leaf=-0.00327295996,cover=0
- 50:[Area5<0.987501919] yes=101,no=102,missing=101,gain=1.2282536,cover=4630
- 101:leaf=0.000799740374,cover=0
- 102:leaf=-0.00935111102,cover=0
- 12:[Ecc<20.7119312] yes=25,no=26,missing=25,gain=4.72733116,cover=6116
- 25:[MidArea5<0.628216386] yes=51,no=52,missing=51,gain=4.98950768,cover=5200
- 51:[Ecc<9.38688755] yes=103,no=104,missing=103,gain=2.41887021,cover=1134
- 103:leaf=-0.000860044733,cover=0
- 104:leaf=0.00530922832,cover=0
- 52:[Curv5<-0.19738704] yes=105,no=106,missing=106,gain=3.86996078,cover=4066
- 105:leaf=0.00274196127,cover=0
- 106:leaf=0.00593702774,cover=0
- 26:[Curv5<-0.174421206] yes=53,no=54,missing=54,gain=1.9572922,cover=916
- 53:[MidArea5<0.885289252] yes=107,no=108,missing=107,gain=1.31874895,cover=565
- 107:leaf=0.00223873043,cover=0
- 108:leaf=-0.00379861752,cover=0
- 54:[Sulc0<-0.0326132737] yes=109,no=110,missing=110,gain=1.21766782,cover=351
- 109:leaf=-0.000715530477,cover=0
- 110:leaf=-0.00660258625,cover=0
- 6:[Sulc0<-1.03844893] yes=13,no=14,missing=13,gain=3.73821139,cover=4797550
- 13:[Area5<0.833255887] yes=27,no=28,missing=27,gain=2.59929228,cover=120792
- 27:[Pol<137.578873] yes=55,no=56,missing=56,gain=2.39985037,cover=115187
- 55:[Pol<114.966316] yes=111,no=112,missing=111,gain=3.39892292,cover=80706
- 111:leaf=-0.000269944809,cover=0
- 112:leaf=0.00113993173,cover=0
- 56:[Sulc0<-1.19305253] yes=113,no=114,missing=113,gain=3.18304825,cover=34481
- 113:leaf=-0.00190490007,cover=0
- 114:leaf=-0.000499317248,cover=0
- 28:[LGI5<2.69470191] yes=57,no=58,missing=57,gain=3.20593882,cover=5605
- 57:[PialArea5<1.28208315] yes=115,no=116,missing=116,gain=2.19716311,cover=2119
- 115:leaf=-0.000135454145,cover=0
- 116:leaf=0.00336141,cover=0
- 58:[Pol<22.2436924] yes=117,no=118,missing=117,gain=1.41274261,cover=3486
- 117:leaf=-0.000867794675,cover=0
- 118:leaf=0.00128093187,cover=0
- 14:[PialArea5<1.16111541] yes=29,no=30,missing=29,gain=4.92400265,cover=4676758
- 29:[Pol<25.2957573] yes=59,no=60,missing=60,gain=5.38696289,cover=4340097
- 59:[LGI5<2.73077893] yes=119,no=120,missing=119,gain=13.7963581,cover=320867
- 119:leaf=0.000674337905,cover=0
- 120:leaf=-3.98502161e-05,cover=0
- 60:[Pol<63.605114] yes=121,no=122,missing=121,gain=10.959486,cover=4019230
- 121:leaf=-0.000227588345,cover=0
- 122:leaf=-1.35614903e-06,cover=0
- 30:[PialCurv5<-0.119053185] yes=61,no=62,missing=62,gain=4.67096043,cover=336661
- 61:[Curv5<-0.161761403] yes=123,no=124,missing=123,gain=25.3486233,cover=79819
- 123:leaf=-0.000346921413,cover=0
- 124:leaf=0.0040231999,cover=0
- 62:[PialCurv5<-0.072655201] yes=125,no=126,missing=125,gain=7.46419811,cover=256842
- 125:leaf=0.000440292439,cover=0
- 126:leaf=-0.000174926565,cover=0
-booster[387]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=2.89959717,cover=5124388
- 1:[PialArea5<0.245474651] yes=3,no=4,missing=3,gain=2.90677977,cover=5104371
- 3:[MidArea5<0.439916283] yes=7,no=8,missing=7,gain=1.70214367,cover=19929
- 7:[Area5<0.643796742] yes=15,no=16,missing=15,gain=7.25937366,cover=13785
- 15:[MidArea5<0.421422303] yes=31,no=32,missing=31,gain=2.99750185,cover=12260
- 31:[Area5<0.610838115] yes=63,no=64,missing=63,gain=3.75055528,cover=9252
- 63:leaf=0.000573239871,cover=0
- 64:leaf=0.00361337583,cover=0
- 32:[Curv5<0.157731384] yes=65,no=66,missing=66,gain=1.66644299,cover=3008
- 65:leaf=0.00260411133,cover=0
- 66:leaf=-0.00126138772,cover=0
- 16:[Ecc<18.0513744] yes=33,no=34,missing=33,gain=1.57099819,cover=1525
- 33:[Area5<0.665633082] yes=67,no=68,missing=68,gain=1.72776318,cover=883
- 67:leaf=0.00432564784,cover=0
- 68:leaf=0.00961728487,cover=0
- 34:[Sulc0<0.74744761] yes=69,no=70,missing=69,gain=3.96852779,cover=642
- 69:leaf=-0.00837891549,cover=0
- 70:leaf=0.00372160785,cover=0
- 8:[Area5<0.669105887] yes=17,no=18,missing=17,gain=4.24350595,cover=6144
- 17:[Ecc<18.0513744] yes=35,no=36,missing=35,gain=0.960437775,cover=2124
- 35:[LGI5<3.44046211] yes=71,no=72,missing=71,gain=1.45592499,cover=1464
- 71:leaf=-0.00142478256,cover=0
- 72:leaf=0.00889892131,cover=0
- 36:[Pol<121.397697] yes=73,no=74,missing=74,gain=0.940853834,cover=660
- 73:leaf=-0.00387604162,cover=0
- 74:leaf=0.00535754813,cover=0
- 18:[MidArea5<0.451744556] yes=37,no=38,missing=37,gain=3.38361478,cover=4020
- 37:[LGI5<2.26652193] yes=75,no=76,missing=76,gain=0.963680267,cover=713
- 75:leaf=-0.0114795286,cover=0
- 76:leaf=0.00420324132,cover=0
- 38:[Area5<0.702101529] yes=77,no=78,missing=77,gain=2.15877295,cover=3307
- 77:leaf=-0.00102913368,cover=0
- 78:leaf=0.00152746507,cover=0
- 4:[Curv5<0.266060919] yes=9,no=10,missing=9,gain=2.9506042,cover=5084442
- 9:[Area5<0.536314785] yes=19,no=20,missing=19,gain=2.90636015,cover=5068126
- 19:[Sulc0<0.795422614] yes=39,no=40,missing=39,gain=7.97086716,cover=438787
- 39:[LGI5<3.24660802] yes=79,no=80,missing=79,gain=6.97461796,cover=437432
- 79:leaf=8.99808874e-05,cover=0
- 80:leaf=0.000984566403,cover=0
- 40:[Curv5<0.153449878] yes=81,no=82,missing=82,gain=6.98978281,cover=1355
- 81:leaf=-0.00652043521,cover=0
- 82:leaf=0.000869082112,cover=0
- 20:[Pol<27.4246235] yes=41,no=42,missing=41,gain=4.83175182,cover=4629339
- 41:[Ecc<1.21076584] yes=83,no=84,missing=83,gain=11.6158333,cover=541173
- 83:leaf=-0.000715838221,cover=0
- 84:leaf=0.000194274515,cover=0
- 42:[Sulc0<-0.357752919] yes=85,no=86,missing=85,gain=8.32619476,cover=4088166
- 85:leaf=-0.000126295679,cover=0
- 86:leaf=2.37612203e-05,cover=0
- 10:[LGI5<2.3349762] yes=21,no=22,missing=21,gain=1.7875607,cover=16316
- 21:[Ecc<1.68457866] yes=43,no=44,missing=43,gain=1.28894401,cover=3301
- 43:[Sulc0<-0.217071146] yes=87,no=88,missing=87,gain=0.559329271,cover=537
- 87:leaf=-0.0069529512,cover=0
- 88:leaf=-0.00307124807,cover=0
- 44:[Pol<87.9431763] yes=89,no=90,missing=90,gain=4.29212904,cover=2764
- 89:leaf=0.0189475231,cover=0
- 90:leaf=-0.00146531337,cover=0
- 22:[Ecc<3.80337262] yes=45,no=46,missing=45,gain=2.12441373,cover=13015
- 45:[Area5<0.529385149] yes=91,no=92,missing=91,gain=1.90056133,cover=6206
- 91:leaf=-0.00428785291,cover=0
- 92:leaf=-0.000838125125,cover=0
- 46:[Sulc0<-0.0250212289] yes=93,no=94,missing=93,gain=2.93527174,cover=6809
- 93:leaf=0.00550864404,cover=0
- 94:leaf=-8.54048267e-07,cover=0
- 2:[Pol<90.9627914] yes=5,no=6,missing=5,gain=4.50764704,cover=20017
- 5:[MidArea5<0.707922041] yes=11,no=12,missing=11,gain=5.77958632,cover=8456
- 11:[Ecc<31.520586] yes=23,no=24,missing=23,gain=5.98690701,cover=4474
- 23:[PialCurv5<0.101587482] yes=47,no=48,missing=47,gain=4.05841446,cover=3293
- 47:[Ecc<18.8860435] yes=95,no=96,missing=96,gain=7.04337692,cover=2120
- 95:leaf=-0.00253064069,cover=0
- 96:leaf=-0.00833216589,cover=0
- 48:[Area5<0.557224929] yes=97,no=98,missing=97,gain=1.85801101,cover=1173
- 97:leaf=0.0132991001,cover=0
- 98:leaf=-0.00171149673,cover=0
- 24:[PialCurv5<-0.0363363102] yes=49,no=50,missing=49,gain=3.37466168,cover=1181
- 49:[PialArea5<0.658944428] yes=99,no=100,missing=100,gain=0.551452637,cover=141
- 99:leaf=0.0123524172,cover=0
- 100:leaf=0.00544288196,cover=0
- 50:[Pol<5.08026028] yes=101,no=102,missing=101,gain=2.72496891,cover=1040
- 101:leaf=0.0241122078,cover=0
- 102:leaf=-0.000906920468,cover=0
- 12:[Sulc0<0.118391842] yes=25,no=26,missing=25,gain=6.77325916,cover=3982
- 25:[Area5<0.66211915] yes=51,no=52,missing=51,gain=2.94163537,cover=2865
- 51:[PialArea5<0.82654506] yes=103,no=104,missing=104,gain=1.04355752,cover=500
- 103:leaf=-0.00164548832,cover=0
- 104:leaf=0.00348828477,cover=0
- 52:[PialArea5<1.25128293] yes=105,no=106,missing=105,gain=2.15383291,cover=2365
- 105:leaf=-0.00240490399,cover=0
- 106:leaf=0.00575082935,cover=0
- 26:[Pol<62.0115929] yes=53,no=54,missing=54,gain=4.13080406,cover=1117
- 53:[PialArea5<0.928637981] yes=107,no=108,missing=107,gain=1.88957989,cover=919
- 107:leaf=0.000921862491,cover=0
- 108:leaf=0.00770032359,cover=0
- 54:[PialCurv5<0.101587482] yes=109,no=110,missing=109,gain=3.38474607,cover=198
- 109:leaf=0.0216599572,cover=0
- 110:leaf=0.00611755392,cover=0
- 6:[Ecc<15.5679035] yes=13,no=14,missing=13,gain=2.03462315,cover=11561
- 13:[Area5<0.631603718] yes=27,no=28,missing=27,gain=1.54219007,cover=1682
- 27:[Sulc0<0.528918922] yes=55,no=56,missing=56,gain=2.21695328,cover=329
- 55:[PialArea5<0.476533443] yes=111,no=112,missing=111,gain=1.96963334,cover=267
- 111:leaf=-0.0051225624,cover=0
- 112:leaf=0.0050441483,cover=0
- 56:[PialCurv5<0.216171265] yes=113,no=114,missing=113,gain=0.765774727,cover=62
- 113:leaf=0.0165202431,cover=0
- 114:leaf=0.00382599025,cover=0
- 28:[Sulc0<-0.574995995] yes=57,no=58,missing=57,gain=1.4540658,cover=1353
- 57:[PialArea5<0.974509239] yes=115,no=116,missing=115,gain=0.33156693,cover=179
- 115:leaf=-0.00550669432,cover=0
- 116:leaf=-0.00119580969,cover=0
- 58:[MidArea5<0.681940854] yes=117,no=118,missing=117,gain=1.24036801,cover=1174
- 117:leaf=0.000283044355,cover=0
- 118:leaf=0.00364003144,cover=0
- 14:[Sulc0<0.0372688323] yes=29,no=30,missing=29,gain=3.11835742,cover=9879
- 29:[Ecc<28.2834949] yes=59,no=60,missing=59,gain=2.19482803,cover=4929
- 59:[Area5<0.790145099] yes=119,no=120,missing=119,gain=3.14256835,cover=3818
- 119:leaf=0.000584743742,cover=0
- 120:leaf=-0.00405337382,cover=0
- 60:[Area5<0.745235085] yes=121,no=122,missing=121,gain=1.8113029,cover=1111
- 121:leaf=0.00146207644,cover=0
- 122:leaf=0.00615947461,cover=0
- 30:[Area5<0.675895274] yes=61,no=62,missing=61,gain=3.93078971,cover=4950
- 61:[Pol<169.412277] yes=123,no=124,missing=123,gain=2.56065607,cover=1182
- 123:leaf=-0.00409822725,cover=0
- 124:leaf=0.00794709381,cover=0
- 62:[MidArea5<0.776906967] yes=125,no=126,missing=125,gain=3.44087195,cover=3768
- 125:leaf=0.000496144581,cover=0
- 126:leaf=-0.00309344358,cover=0
-booster[388]:
-0:[PialArea5<0.82654506] yes=1,no=2,missing=1,gain=2.86570406,cover=5124388
- 1:[Area5<0.808195949] yes=3,no=4,missing=3,gain=10.4460163,cover=2845137
- 3:[MidArea5<0.73508203] yes=7,no=8,missing=8,gain=6.50567341,cover=2751724
- 7:[Area5<0.715747833] yes=15,no=16,missing=15,gain=11.8566799,cover=2487851
- 15:[PialArea5<0.756055057] yes=31,no=32,missing=31,gain=11.3850012,cover=1947123
- 31:[Ecc<2.13501525] yes=63,no=64,missing=63,gain=7.02075672,cover=1622146
- 63:leaf=0.000116969284,cover=0
- 64:leaf=-0.000180194649,cover=0
- 32:[Sulc0<0.263311565] yes=65,no=66,missing=65,gain=14.1092415,cover=324977
- 65:leaf=0.000137420648,cover=0
- 66:leaf=0.00239685061,cover=0
- 16:[Sulc0<0.383163035] yes=33,no=34,missing=33,gain=28.4477367,cover=540728
- 33:[Pol<76.8473129] yes=67,no=68,missing=67,gain=31.4429398,cover=214807
- 67:leaf=0.00181442627,cover=0
- 68:leaf=0.000319393468,cover=0
- 34:[Pol<118.191307] yes=69,no=70,missing=69,gain=23.2089443,cover=325921
- 69:leaf=-0.000280067994,cover=0
- 70:leaf=0.000954543531,cover=0
- 8:[Pol<34.3003769] yes=17,no=18,missing=18,gain=9.86699009,cover=263873
- 17:[LGI5<2.67938972] yes=35,no=36,missing=35,gain=11.7105417,cover=25493
- 35:[Ecc<1.31300318] yes=71,no=72,missing=71,gain=6.69613457,cover=3561
- 71:leaf=-0.00110663881,cover=0
- 72:leaf=0.00437138882,cover=0
- 36:[Ecc<10.569519] yes=73,no=74,missing=73,gain=7.89404106,cover=21932
- 73:leaf=-0.00137361581,cover=0
- 74:leaf=0.000781939481,cover=0
- 18:[Sulc0<0.915739596] yes=37,no=38,missing=37,gain=8.22691822,cover=238380
- 37:[PialCurv5<-0.076943703] yes=75,no=76,missing=76,gain=6.36506557,cover=238157
- 75:leaf=0.000373333576,cover=0
- 76:leaf=-0.000482995063,cover=0
- 38:[LGI5<3.14439583] yes=77,no=78,missing=77,gain=3.60822964,cover=223
- 77:leaf=0.0215291753,cover=0
- 78:leaf=0.00588097796,cover=0
- 4:[LGI5<2.3349762] yes=9,no=10,missing=9,gain=6.79466057,cover=93413
- 9:[Ecc<1.46579576] yes=19,no=20,missing=19,gain=1.9193244,cover=4440
- 19:[MidArea5<0.628216386] yes=39,no=40,missing=39,gain=6.99403906,cover=984
- 39:[Pol<80.8913651] yes=79,no=80,missing=80,gain=0.68183136,cover=13
- 79:leaf=-0.00423344364,cover=0
- 80:leaf=0.0348262861,cover=0
- 40:[Area5<0.987501919] yes=81,no=82,missing=81,gain=2.07817507,cover=971
- 81:leaf=-0.00532740029,cover=0
- 82:leaf=-0.000199400849,cover=0
- 20:[PialArea5<0.576038003] yes=41,no=42,missing=41,gain=2.56765366,cover=3456
- 41:[Curv5<0.101325236] yes=83,no=84,missing=83,gain=4.42602825,cover=1087
- 83:leaf=-0.0101874936,cover=0
- 84:leaf=-0.00148450956,cover=0
- 42:[LGI5<2.18291569] yes=85,no=86,missing=85,gain=1.20953918,cover=2369
- 85:leaf=0.0035700805,cover=0
- 86:leaf=-0.000306521863,cover=0
- 10:[Area5<0.987501919] yes=21,no=22,missing=21,gain=5.89066887,cover=88973
- 21:[Curv5<0.169394374] yes=43,no=44,missing=43,gain=3.95450497,cover=84664
- 43:[PialArea5<0.593058109] yes=87,no=88,missing=87,gain=6.95865154,cover=75542
- 87:leaf=0.00119958317,cover=0
- 88:leaf=0.000218971982,cover=0
- 44:[PialArea5<0.409017563] yes=89,no=90,missing=89,gain=2.81999922,cover=9122
- 89:leaf=0.000525913492,cover=0
- 90:leaf=-0.00125144224,cover=0
- 22:[Curv5<-0.0642315522] yes=45,no=46,missing=45,gain=2.21790314,cover=4309
- 45:[LGI5<2.36467862] yes=91,no=92,missing=92,gain=1.75182128,cover=97
- 91:leaf=-0.00184232183,cover=0
- 92:leaf=0.0136327511,cover=0
- 46:[Curv5<0.0756113976] yes=93,no=94,missing=93,gain=3.14164829,cover=4212
- 93:leaf=-0.000978266355,cover=0
- 94:leaf=0.00279561826,cover=0
- 2:[Area5<0.740087628] yes=5,no=6,missing=5,gain=7.70227098,cover=2279251
- 5:[Sulc0<0.151281953] yes=11,no=12,missing=12,gain=11.9089565,cover=1616216
- 11:[Sulc0<-0.849334478] yes=23,no=24,missing=24,gain=9.58939934,cover=1579247
- 23:[Ecc<20.0856266] yes=47,no=48,missing=47,gain=4.50044346,cover=408760
- 47:[Pol<34.3003769] yes=95,no=96,missing=95,gain=4.57405329,cover=382051
- 95:leaf=5.9466227e-05,cover=0
- 96:leaf=-0.000301517459,cover=0
- 48:[Pol<18.1680222] yes=97,no=98,missing=98,gain=5.03139782,cover=26709
- 97:leaf=-0.000100306781,cover=0
- 98:leaf=0.00128482445,cover=0
- 24:[Ecc<23.5513935] yes=49,no=50,missing=49,gain=11.9324493,cover=1170487
- 49:[Curv5<-0.0507577434] yes=99,no=100,missing=100,gain=12.8207684,cover=1008306
- 99:leaf=0.00015633188,cover=0
- 100:leaf=0.000743078475,cover=0
- 50:[PialCurv5<-0.0515215881] yes=101,no=102,missing=102,gain=21.0694427,cover=162181
- 101:leaf=3.19874889e-05,cover=0
- 102:leaf=-0.00141638622,cover=0
- 12:[Ecc<5.85121489] yes=25,no=26,missing=25,gain=4.48755264,cover=36969
- 25:[Area5<0.713311911] yes=51,no=52,missing=51,gain=2.96076345,cover=631
- 51:[LGI5<2.65113688] yes=103,no=104,missing=104,gain=1.80595016,cover=354
- 103:leaf=0.00573474867,cover=0
- 104:leaf=0.0134604173,cover=0
- 52:[LGI5<2.92358446] yes=105,no=106,missing=105,gain=1.87725925,cover=277
- 105:leaf=0.00057621795,cover=0
- 106:leaf=0.0251561552,cover=0
- 26:[LGI5<3.11839271] yes=53,no=54,missing=53,gain=4.88440704,cover=36338
- 53:[Pol<77.5287857] yes=107,no=108,missing=108,gain=19.0338402,cover=18257
- 107:leaf=-0.0017075988,cover=0
- 108:leaf=0.00161204359,cover=0
- 54:[Pol<125.881905] yes=109,no=110,missing=109,gain=12.4679852,cover=18081
- 109:leaf=0.00301297451,cover=0
- 110:leaf=0.000359994563,cover=0
- 6:[PialArea5<1.10654831] yes=13,no=14,missing=13,gain=6.73567009,cover=663035
- 13:[Pol<146.864227] yes=27,no=28,missing=28,gain=9.68947029,cover=387441
- 27:[Pol<117.137611] yes=55,no=56,missing=55,gain=16.0643673,cover=313071
- 55:[Curv5<-0.00141534733] yes=111,no=112,missing=111,gain=7.66564798,cover=226286
- 111:leaf=-0.000308484916,cover=0
- 112:leaf=0.000355343189,cover=0
- 56:[Ecc<32.6813126] yes=113,no=114,missing=113,gain=26.2985535,cover=86785
- 113:leaf=-0.00120765937,cover=0
- 114:leaf=0.00185571087,cover=0
- 28:[Ecc<13.4950199] yes=57,no=58,missing=57,gain=10.0876532,cover=74370
- 57:[Ecc<6.81643343] yes=115,no=116,missing=116,gain=12.6031885,cover=25330
- 115:leaf=-0.000567629468,cover=0
- 116:leaf=0.00183878746,cover=0
- 58:[PialCurv5<-0.0114707183] yes=117,no=118,missing=117,gain=5.86095428,cover=49040
- 117:leaf=-0.000398036791,cover=0
- 118:leaf=0.00102355087,cover=0
- 14:[Pol<38.1036148] yes=29,no=30,missing=29,gain=6.72184467,cover=275594
- 29:[Ecc<2.73602629] yes=59,no=60,missing=59,gain=10.3063412,cover=124733
- 59:[Curv5<-0.148390457] yes=119,no=120,missing=120,gain=11.7636213,cover=10085
- 119:leaf=0.000435295573,cover=0
- 120:leaf=0.00454291189,cover=0
- 60:[LGI5<2.6558373] yes=121,no=122,missing=121,gain=9.83834648,cover=114648
- 121:leaf=-0.00118114555,cover=0
- 122:leaf=-7.0259186e-05,cover=0
- 30:[Pol<164.532394] yes=61,no=62,missing=61,gain=13.0506325,cover=150861
- 61:[Ecc<5.27515984] yes=123,no=124,missing=123,gain=7.08937836,cover=114373
- 123:leaf=3.87239343e-05,cover=0
- 124:leaf=0.000863697787,cover=0
- 62:[Ecc<6.10119486] yes=125,no=126,missing=126,gain=17.8452072,cover=36488
- 125:leaf=0.00302521721,cover=0
- 126:leaf=-0.000857243955,cover=0
-booster[389]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=2,gain=2.86597276,cover=5124388
- 1:[Curv5<0.126145482] yes=3,no=4,missing=3,gain=3.3374722,cover=202946
- 3:[Sulc0<0.68960917] yes=7,no=8,missing=8,gain=3.31629324,cover=17880
- 7:[Ecc<7.7481575] yes=15,no=16,missing=15,gain=2.70014071,cover=8177
- 15:[Ecc<6.98131132] yes=31,no=32,missing=31,gain=3.96685886,cover=2883
- 31:[LGI5<2.74134016] yes=63,no=64,missing=64,gain=4.34349203,cover=2454
- 63:leaf=0.000979871489,cover=0
- 64:leaf=-0.00971098151,cover=0
- 32:[Pol<93.9093552] yes=65,no=66,missing=65,gain=6.5105443,cover=429
- 65:leaf=0.0183382407,cover=0
- 66:leaf=0.00273807789,cover=0
- 16:[Ecc<20.0856266] yes=33,no=34,missing=33,gain=2.85269904,cover=5294
- 33:[LGI5<3.74316525] yes=67,no=68,missing=68,gain=2.32946777,cover=4179
- 67:leaf=-0.0010387738,cover=0
- 68:leaf=-0.0113983983,cover=0
- 34:[Area5<0.616426587] yes=69,no=70,missing=69,gain=1.97202349,cover=1115
- 69:leaf=0.0041801515,cover=0
- 70:leaf=-8.97100908e-05,cover=0
- 8:[LGI5<2.77389717] yes=17,no=18,missing=18,gain=5.53674984,cover=9703
- 17:[Curv5<0.099404186] yes=35,no=36,missing=35,gain=4.37253761,cover=1185
- 35:[LGI5<2.67938972] yes=71,no=72,missing=71,gain=4.75098753,cover=311
- 71:leaf=-0.000365066429,cover=0
- 72:leaf=-0.012720014,cover=0
- 36:[PialArea5<0.281252682] yes=73,no=74,missing=73,gain=1.28639066,cover=874
- 73:leaf=-0.00541963009,cover=0
- 74:leaf=0.0007423684,cover=0
- 18:[Ecc<15.5679035] yes=37,no=38,missing=37,gain=4.50560856,cover=8518
- 37:[Pol<102.778297] yes=75,no=76,missing=76,gain=3.11721897,cover=2074
- 75:leaf=0.00287380884,cover=0
- 76:leaf=0.00748735014,cover=0
- 38:[LGI5<3.84897733] yes=77,no=78,missing=78,gain=2.80629349,cover=6444
- 77:leaf=0.00110614975,cover=0
- 78:leaf=0.00861380529,cover=0
- 4:[Area5<0.763170242] yes=9,no=10,missing=9,gain=3.15793228,cover=185066
- 9:[Sulc0<0.517823458] yes=19,no=20,missing=20,gain=2.56177664,cover=178257
- 19:[Area5<0.680766582] yes=39,no=40,missing=39,gain=4.2186451,cover=34106
- 39:[Ecc<8.41855335] yes=79,no=80,missing=79,gain=2.99829888,cover=29896
- 79:leaf=0.000474315108,cover=0
- 80:leaf=-0.000917523459,cover=0
- 40:[Ecc<9.27846909] yes=81,no=82,missing=81,gain=1.8059659,cover=4210
- 81:leaf=0.00263829553,cover=0
- 82:leaf=0.000389269087,cover=0
- 20:[PialCurv5<0.137877449] yes=41,no=42,missing=41,gain=3.23652434,cover=144151
- 41:[Sulc0<0.624357879] yes=83,no=84,missing=83,gain=4.65687084,cover=5373
- 83:leaf=-0.00179837644,cover=0
- 84:leaf=0.00191662309,cover=0
- 42:[Pol<136.792099] yes=85,no=86,missing=85,gain=2.87343478,cover=138778
- 85:leaf=-4.8232705e-05,cover=0
- 86:leaf=-0.00531963957,cover=0
- 10:[Area5<0.877147377] yes=21,no=22,missing=22,gain=1.68852139,cover=6809
- 21:[Curv5<0.199476883] yes=43,no=44,missing=43,gain=1.38917947,cover=6652
- 43:[Pol<136.095428] yes=87,no=88,missing=87,gain=1.25719404,cover=5457
- 87:leaf=0.0014339867,cover=0
- 88:leaf=-0.0130656604,cover=0
- 44:[Ecc<38.0136108] yes=89,no=90,missing=89,gain=1.02630317,cover=1195
- 89:leaf=0.000314491976,cover=0
- 90:leaf=-0.00316159497,cover=0
- 22:[LGI5<3.3215456] yes=45,no=46,missing=46,gain=2.55518341,cover=157
- 45:[Pol<86.7064972] yes=91,no=92,missing=91,gain=0.759491742,cover=105
- 91:leaf=-0.0113948202,cover=0
- 92:leaf=0.00308906101,cover=0
- 46:[MidArea5<0.677069247] yes=93,no=94,missing=93,gain=0.0344748497,cover=52
- 93:leaf=0.0154297343,cover=0
- 94:leaf=0.00265878439,cover=0
- 2:[Curv5<0.110890195] yes=5,no=6,missing=6,gain=4.18912649,cover=4921442
- 5:[Sulc0<0.732260227] yes=11,no=12,missing=11,gain=10.6907959,cover=4185561
- 11:[Ecc<24.7238369] yes=23,no=24,missing=23,gain=6.49766779,cover=4106930
- 23:[Ecc<9.75650311] yes=47,no=48,missing=47,gain=14.4680672,cover=3561609
- 47:[Curv5<0.0100963581] yes=95,no=96,missing=95,gain=11.0521584,cover=2575075
- 95:leaf=-8.6758504e-05,cover=0
- 96:leaf=0.00017885337,cover=0
- 48:[Pol<126.540802] yes=97,no=98,missing=97,gain=42.3759232,cover=986534
- 97:leaf=0.000469602004,cover=0
- 98:leaf=-0.000193382832,cover=0
- 24:[LGI5<3.34776258] yes=49,no=50,missing=49,gain=22.9226341,cover=545321
- 49:[Pol<2.30402422] yes=99,no=100,missing=100,gain=8.34497452,cover=366459
- 99:leaf=0.00103447156,cover=0
- 100:leaf=-0.000426562561,cover=0
- 50:[LGI5<3.41813922] yes=101,no=102,missing=101,gain=10.3545856,cover=178862
- 101:leaf=0.00100567716,cover=0
- 102:leaf=9.77307354e-05,cover=0
- 12:[Area5<0.596935391] yes=25,no=26,missing=25,gain=19.5045605,cover=78631
- 25:[Pol<87.9431763] yes=51,no=52,missing=51,gain=8.76315498,cover=2392
- 51:[Curv5<-0.0366821773] yes=103,no=104,missing=104,gain=7.3088398,cover=740
- 103:leaf=0.00574305281,cover=0
- 104:leaf=-0.0101149296,cover=0
- 52:[Sulc0<1.11117697] yes=105,no=106,missing=105,gain=4.37373066,cover=1652
- 105:leaf=-0.00128620316,cover=0
- 106:leaf=-0.0140595138,cover=0
- 26:[Pol<95.050293] yes=53,no=54,missing=53,gain=11.2274113,cover=76239
- 53:[PialCurv5<0.0824522972] yes=107,no=108,missing=107,gain=7.27575445,cover=35833
- 107:leaf=0.00225509959,cover=0
- 108:leaf=-0.000149397718,cover=0
- 54:[PialCurv5<0.141046807] yes=109,no=110,missing=109,gain=5.56235504,cover=40406
- 109:leaf=0.00209446554,cover=0
- 110:leaf=0.000866838556,cover=0
- 6:[Ecc<11.0302963] yes=13,no=14,missing=14,gain=13.0448542,cover=735881
- 13:[Sulc0<0.966456771] yes=27,no=28,missing=27,gain=10.1084995,cover=456298
- 27:[Pol<86.7064972] yes=55,no=56,missing=56,gain=7.70599079,cover=448844
- 55:[Ecc<7.7481575] yes=111,no=112,missing=111,gain=6.80371094,cover=68810
- 111:leaf=0.000945418898,cover=0
- 112:leaf=-8.43464732e-05,cover=0
- 56:[PialArea5<0.480917931] yes=113,no=114,missing=113,gain=5.1230526,cover=380034
- 113:leaf=0.000133018606,cover=0
- 114:leaf=-0.000245230505,cover=0
- 28:[Pol<102.778297] yes=57,no=58,missing=57,gain=3.02567387,cover=7454
- 57:[Area5<0.69896996] yes=115,no=116,missing=115,gain=2.48108864,cover=5845
- 115:leaf=-0.000256613625,cover=0
- 116:leaf=-0.00282477075,cover=0
- 58:[Curv5<0.166947007] yes=117,no=118,missing=117,gain=2.07391262,cover=1609
- 117:leaf=0.00203934498,cover=0
- 118:leaf=-0.00155435852,cover=0
- 14:[Pol<127.133438] yes=29,no=30,missing=29,gain=12.3026829,cover=279583
- 29:[Sulc0<0.795422614] yes=59,no=60,missing=59,gain=13.1935196,cover=248076
- 59:[Pol<45.5953903] yes=119,no=120,missing=120,gain=20.9182892,cover=128892
- 119:leaf=0.00289707584,cover=0
- 120:leaf=-0.000963491038,cover=0
- 60:[Pol<100.090813] yes=121,no=122,missing=121,gain=8.88536358,cover=119184
- 121:leaf=-0.00044105525,cover=0
- 122:leaf=0.000465166988,cover=0
- 30:[LGI5<3.58443618] yes=61,no=62,missing=62,gain=8.86378098,cover=31507
- 61:[Ecc<23.9349174] yes=123,no=124,missing=123,gain=8.44606495,cover=29236
- 123:leaf=-0.000201733346,cover=0
- 124:leaf=0.00172067399,cover=0
- 62:[Pol<135.419098] yes=125,no=126,missing=126,gain=3.702528,cover=2271
- 125:leaf=0.00146192487,cover=0
- 126:leaf=0.00550297741,cover=0
-booster[390]:
-0:[PialArea5<0.906120181] yes=1,no=2,missing=1,gain=2.93036914,cover=5124388
- 1:[PialCurv5<-0.115016438] yes=3,no=4,missing=4,gain=6.55559254,cover=3468986
- 3:[Curv5<-0.185332045] yes=7,no=8,missing=7,gain=41.7311821,cover=448771
- 7:[Curv5<-0.209697157] yes=15,no=16,missing=16,gain=6.01547146,cover=404470
- 15:[Curv5<-0.297558427] yes=31,no=32,missing=31,gain=5.52679539,cover=356515
- 31:[PialArea5<0.793370187] yes=63,no=64,missing=63,gain=2.37101984,cover=93786
- 63:leaf=5.3215801e-05,cover=0
- 64:leaf=0.000570303644,cover=0
- 32:[Sulc0<-0.63852036] yes=65,no=66,missing=65,gain=4.71204805,cover=262729
- 65:leaf=-0.000350857939,cover=0
- 66:leaf=9.32858311e-05,cover=0
- 16:[PialCurv5<-0.138158455] yes=33,no=34,missing=33,gain=13.4683542,cover=47955
- 33:[Area5<0.593548477] yes=67,no=68,missing=68,gain=5.03149033,cover=11402
- 67:leaf=0.00106303592,cover=0
- 68:leaf=0.00317331101,cover=0
- 34:[Pol<174.523148] yes=69,no=70,missing=69,gain=3.07881618,cover=36553
- 69:leaf=-6.03753979e-05,cover=0
- 70:leaf=0.00195168646,cover=0
- 8:[Area5<0.601796865] yes=17,no=18,missing=17,gain=24.279129,cover=44301
- 17:[Curv5<0.000893599819] yes=35,no=36,missing=35,gain=6.65948868,cover=24589
- 35:[PialCurv5<-0.129174799] yes=71,no=72,missing=71,gain=6.11888266,cover=24331
- 71:leaf=0.00167838822,cover=0
- 72:leaf=3.69781046e-05,cover=0
- 36:[MidArea5<0.480047464] yes=73,no=74,missing=73,gain=2.99372196,cover=258
- 73:leaf=-0.000289152114,cover=0
- 74:leaf=-0.0114717232,cover=0
- 18:[PialCurv5<-0.132898524] yes=37,no=38,missing=37,gain=9.60664368,cover=19712
- 37:[Pol<157.22821] yes=75,no=76,missing=76,gain=14.9692726,cover=5850
- 75:leaf=0.00345316785,cover=0
- 76:leaf=0.0101235462,cover=0
- 38:[Area5<0.782137334] yes=77,no=78,missing=77,gain=5.82137489,cover=13862
- 77:leaf=0.00245361566,cover=0
- 78:leaf=-0.00192302465,cover=0
- 4:[Curv5<-0.0553030409] yes=9,no=10,missing=9,gain=12.4798374,cover=3020215
- 9:[Area5<0.600206077] yes=19,no=20,missing=20,gain=20.7453728,cover=717192
- 19:[Pol<55.3432045] yes=39,no=40,missing=39,gain=19.3541317,cover=306158
- 39:[Sulc0<-0.173886195] yes=79,no=80,missing=79,gain=6.05059147,cover=45943
- 79:leaf=-0.00104307721,cover=0
- 80:leaf=0.00102462701,cover=0
- 40:[Ecc<15.3430929] yes=81,no=82,missing=81,gain=25.0743313,cover=260215
- 81:leaf=9.59132158e-05,cover=0
- 82:leaf=0.00187181064,cover=0
- 20:[Pol<152.827332] yes=41,no=42,missing=41,gain=21.4654579,cover=411034
- 41:[PialCurv5<-0.00955641083] yes=83,no=84,missing=83,gain=23.5858879,cover=325764
- 83:leaf=-0.000798935362,cover=0
- 84:leaf=0.000577512779,cover=0
- 42:[Ecc<1.21076584] yes=85,no=86,missing=85,gain=35.5566864,cover=85270
- 85:leaf=-0.00298744976,cover=0
- 86:leaf=0.000562470988,cover=0
- 10:[PialCurv5<-0.0347327143] yes=21,no=22,missing=21,gain=18.3281784,cover=2303023
- 21:[Pol<92.7492142] yes=43,no=44,missing=43,gain=23.2974167,cover=66266
- 43:[Ecc<14.9070177] yes=87,no=88,missing=87,gain=23.9123802,cover=30373
- 87:leaf=0.000921534782,cover=0
- 88:leaf=0.00397939421,cover=0
- 44:[Ecc<3.29132295] yes=89,no=90,missing=89,gain=20.2169285,cover=35893
- 89:leaf=0.00180893752,cover=0
- 90:leaf=-0.000800859358,cover=0
- 22:[PialArea5<0.559226274] yes=45,no=46,missing=45,gain=10.4159679,cover=2236757
- 45:[Pol<121.397697] yes=91,no=92,missing=91,gain=21.6468143,cover=1130615
- 91:leaf=-1.74703553e-06,cover=0
- 92:leaf=0.000628596172,cover=0
- 46:[Curv5<0.0595101416] yes=93,no=94,missing=93,gain=15.8709183,cover=1106142
- 93:leaf=1.40251259e-05,cover=0
- 94:leaf=-0.000379608216,cover=0
- 2:[Sulc0<0.176289052] yes=5,no=6,missing=6,gain=4.8681612,cover=1655402
- 5:[Area5<0.877147377] yes=11,no=12,missing=11,gain=5.32459593,cover=1615385
- 11:[Area5<0.626857519] yes=23,no=24,missing=23,gain=4.06370926,cover=1563650
- 23:[Curv5<-0.169727564] yes=47,no=48,missing=48,gain=13.388504,cover=347317
- 47:[Ecc<7.69572639] yes=95,no=96,missing=95,gain=9.55570412,cover=265061
- 95:leaf=-0.000123102829,cover=0
- 96:leaf=0.000603323278,cover=0
- 48:[PialCurv5<-0.11422696] yes=97,no=98,missing=97,gain=12.7619915,cover=82256
- 97:leaf=0.00303825946,cover=0
- 98:leaf=0.000595167687,cover=0
- 24:[Curv5<-0.254102558] yes=49,no=50,missing=49,gain=6.58215189,cover=1216333
- 49:[PialCurv5<-0.123971827] yes=99,no=100,missing=100,gain=7.16380596,cover=90607
- 99:leaf=0.000257719745,cover=0
- 100:leaf=0.00160865916,cover=0
- 50:[PialCurv5<-0.164281175] yes=101,no=102,missing=101,gain=7.64494944,cover=1125726
- 101:leaf=0.00170757901,cover=0
- 102:leaf=-2.81470111e-05,cover=0
- 12:[Ecc<13.4950199] yes=25,no=26,missing=25,gain=6.93216133,cover=51735
- 25:[PialArea5<1.25128293] yes=51,no=52,missing=52,gain=5.92355347,cover=37095
- 51:[PialCurv5<-0.0758950338] yes=103,no=104,missing=103,gain=4.99178028,cover=14560
- 103:leaf=-0.000595341728,cover=0
- 104:leaf=-0.0024543372,cover=0
- 52:[Pol<76.1517639] yes=105,no=106,missing=105,gain=6.42417622,cover=22535
- 105:leaf=-0.000722455909,cover=0
- 106:leaf=0.00142901891,cover=0
- 26:[Pol<16.156723] yes=53,no=54,missing=53,gain=3.70652819,cover=14640
- 53:[LGI5<2.68917012] yes=107,no=108,missing=107,gain=6.07818508,cover=3589
- 107:leaf=-0.0117704142,cover=0
- 108:leaf=0.00216929312,cover=0
- 54:[Curv5<-0.156904668] yes=109,no=110,missing=109,gain=2.26276183,cover=11051
- 109:leaf=-0.000802453782,cover=0
- 110:leaf=0.000639948237,cover=0
- 6:[Area5<0.768806875] yes=13,no=14,missing=13,gain=4.13110209,cover=40017
- 13:[Pol<163.830338] yes=27,no=28,missing=27,gain=6.65204811,cover=17704
- 27:[Sulc0<0.662694752] yes=55,no=56,missing=56,gain=4.2961359,cover=15962
- 55:[PialCurv5<0.01500447] yes=111,no=112,missing=111,gain=4.34030628,cover=15890
- 111:leaf=0.00190525129,cover=0
- 112:leaf=-1.56067981e-05,cover=0
- 56:[Curv5<0.0100963581] yes=113,no=114,missing=114,gain=3.13882637,cover=72
- 113:leaf=0.00380575168,cover=0
- 114:leaf=0.0247076768,cover=0
- 28:[LGI5<2.96218491] yes=57,no=58,missing=57,gain=3.30091095,cover=1742
- 57:[PialCurv5<-0.0982506946] yes=115,no=116,missing=115,gain=1.8077147,cover=113
- 115:leaf=0.0205639824,cover=0
- 116:leaf=0.0036068284,cover=0
- 58:[Ecc<42.9490852] yes=117,no=118,missing=117,gain=2.41477013,cover=1629
- 117:leaf=-0.00434172107,cover=0
- 118:leaf=-0.000488942373,cover=0
- 14:[MidArea5<0.918347359] yes=29,no=30,missing=29,gain=4.25146723,cover=22313
- 29:[PialCurv5<-0.125671759] yes=59,no=60,missing=59,gain=2.36236668,cover=13544
- 59:[Ecc<41.2560654] yes=119,no=120,missing=119,gain=1.14210868,cover=35
- 119:leaf=0.0167813879,cover=0
- 120:leaf=-0.00510836486,cover=0
- 60:[Pol<138.276962] yes=121,no=122,missing=122,gain=1.98165154,cover=13509
- 121:leaf=-0.000764435565,cover=0
- 122:leaf=0.000696211529,cover=0
- 30:[Ecc<23.1745358] yes=61,no=62,missing=62,gain=3.13492894,cover=8769
- 61:[Pol<109.248352] yes=123,no=124,missing=123,gain=3.69552135,cover=2494
- 123:leaf=0.00481416099,cover=0
- 124:leaf=0.000900319777,cover=0
- 62:[Curv5<0.0716206133] yes=125,no=126,missing=125,gain=2.54897547,cover=6275
- 125:leaf=0.000205802193,cover=0
- 126:leaf=0.00541862566,cover=0
-booster[391]:
-0:[PialArea5<0.793370187] yes=1,no=2,missing=2,gain=2.81051683,cover=5124388
- 1:[Area5<0.739104271] yes=3,no=4,missing=3,gain=14.9458799,cover=2582141
- 3:[Ecc<0.513775289] yes=7,no=8,missing=7,gain=6.91741991,cover=2108972
- 7:[Area5<0.648839295] yes=15,no=16,missing=15,gain=19.0843468,cover=52983
- 15:[Pol<144.670364] yes=31,no=32,missing=31,gain=7.77124643,cover=39112
- 31:[Sulc0<0.474820405] yes=63,no=64,missing=63,gain=4.45408058,cover=20315
- 63:leaf=0.000612089818,cover=0
- 64:leaf=-0.0183552485,cover=0
- 32:[Sulc0<-0.305269122] yes=65,no=66,missing=65,gain=2.30892658,cover=18797
- 65:leaf=-0.00111035898,cover=0
- 66:leaf=0.000257847569,cover=0
- 16:[Pol<146.122681] yes=33,no=34,missing=33,gain=17.1046143,cover=13871
- 33:[Sulc0<-0.43309778] yes=67,no=68,missing=67,gain=12.1781158,cover=6115
- 67:leaf=0.00611157296,cover=0
- 68:leaf=0.00163606775,cover=0
- 34:[LGI5<2.22170687] yes=69,no=70,missing=69,gain=5.10196066,cover=7756
- 69:leaf=0.00391867524,cover=0
- 70:leaf=2.29709894e-05,cover=0
- 8:[Sulc0<-0.0326132737] yes=17,no=18,missing=17,gain=6.40067863,cover=2055989
- 17:[Pol<128.951508] yes=35,no=36,missing=35,gain=18.9048958,cover=796079
- 35:[Ecc<14.9070177] yes=71,no=72,missing=71,gain=44.0856056,cover=462368
- 71:leaf=-0.000604517641,cover=0
- 72:leaf=0.000910763163,cover=0
- 36:[Ecc<8.17402458] yes=73,no=74,missing=73,gain=40.6731949,cover=333711
- 73:leaf=0.000511029735,cover=0
- 74:leaf=-0.000619533239,cover=0
- 18:[Curv5<0.0554658733] yes=37,no=38,missing=37,gain=15.8015766,cover=1259910
- 37:[Pol<116.093399] yes=75,no=76,missing=75,gain=33.3572159,cover=322477
- 75:leaf=0.000633035263,cover=0
- 76:leaf=-0.000436551782,cover=0
- 38:[PialArea5<0.621054947] yes=77,no=78,missing=77,gain=24.9520073,cover=937433
- 77:leaf=-6.28872294e-05,cover=0
- 78:leaf=-0.000983345788,cover=0
- 4:[Pol<53.6550331] yes=9,no=10,missing=9,gain=17.8331776,cover=473169
- 9:[Sulc0<0.33585754] yes=19,no=20,missing=19,gain=11.4747849,cover=36812
- 19:[Pol<14.1659222] yes=39,no=40,missing=39,gain=19.8856506,cover=15413
- 39:[Ecc<11.6821251] yes=79,no=80,missing=80,gain=16.2443905,cover=6007
- 79:leaf=-0.0016279394,cover=0
- 80:leaf=0.00405472517,cover=0
- 40:[Ecc<2.79805064] yes=81,no=82,missing=81,gain=12.6094894,cover=9406
- 81:leaf=-0.00178910082,cover=0
- 82:leaf=0.00435418636,cover=0
- 20:[Ecc<32.0879669] yes=41,no=42,missing=41,gain=5.36107922,cover=21399
- 41:[Pol<25.2957573] yes=83,no=84,missing=84,gain=2.68723583,cover=1675
- 83:leaf=-0.00991730671,cover=0
- 84:leaf=0.00354275084,cover=0
- 42:[PialCurv5<0.131570891] yes=85,no=86,missing=85,gain=2.92196202,cover=19724
- 85:leaf=0.000741469208,cover=0
- 86:leaf=-0.000533662911,cover=0
- 10:[Curv5<0.0191024225] yes=21,no=22,missing=21,gain=15.5349674,cover=436357
- 21:[Pol<146.864227] yes=43,no=44,missing=43,gain=20.029562,cover=41161
- 43:[Pol<73.3354874] yes=87,no=88,missing=88,gain=10.1176853,cover=32577
- 87:leaf=0.000576856895,cover=0
- 88:leaf=-0.00176283624,cover=0
- 44:[PialCurv5<-0.0656740367] yes=89,no=90,missing=89,gain=8.71384716,cover=8584
- 89:leaf=0.00405118428,cover=0
- 90:leaf=0.000411980844,cover=0
- 22:[Sulc0<0.317313671] yes=45,no=46,missing=45,gain=14.4873428,cover=395196
- 45:[Sulc0<-0.325671464] yes=91,no=92,missing=91,gain=12.3569813,cover=119382
- 91:leaf=-0.00157917943,cover=0
- 92:leaf=0.000798806665,cover=0
- 46:[Pol<89.7623749] yes=93,no=94,missing=93,gain=26.1321392,cover=275814
- 93:leaf=-0.000665804546,cover=0
- 94:leaf=0.000367971748,cover=0
- 2:[Area5<0.677535415] yes=5,no=6,missing=5,gain=10.9677753,cover=2542247
- 5:[Curv5<-0.0922861248] yes=11,no=12,missing=12,gain=40.3740082,cover=1155359
- 11:[PialCurv5<-0.0426128618] yes=23,no=24,missing=23,gain=14.291522,cover=1027960
- 23:[Ecc<3.29132295] yes=47,no=48,missing=47,gain=8.30832863,cover=1000120
- 47:[LGI5<2.63733578] yes=95,no=96,missing=95,gain=22.251009,cover=382298
- 95:leaf=-7.17146031e-05,cover=0
- 96:leaf=-0.00169034291,cover=0
- 48:[Sulc0<-0.714205623] yes=97,no=98,missing=97,gain=10.9780178,cover=617822
- 97:leaf=-0.000121200748,cover=0
- 98:leaf=0.000306637841,cover=0
- 24:[LGI5<2.86927843] yes=49,no=50,missing=49,gain=20.5339622,cover=27840
- 49:[Area5<0.564792395] yes=99,no=100,missing=99,gain=12.5168095,cover=21079
- 99:leaf=-0.00229529222,cover=0
- 100:leaf=0.000947008317,cover=0
- 50:[Pol<56.1920547] yes=101,no=102,missing=101,gain=7.57996368,cover=6761
- 101:leaf=0.00048668409,cover=0
- 102:leaf=0.00447330298,cover=0
- 12:[Pol<45.5953903] yes=25,no=26,missing=26,gain=44.5993233,cover=127399
- 25:[PialCurv5<-0.0501225069] yes=51,no=52,missing=51,gain=28.5320911,cover=19540
- 51:[Curv5<0.000893599819] yes=103,no=104,missing=104,gain=10.1590548,cover=5990
- 103:leaf=0.00190997578,cover=0
- 104:leaf=-0.0157061443,cover=0
- 52:[Ecc<15.7955055] yes=105,no=106,missing=105,gain=10.7561073,cover=13550
- 105:leaf=-0.000891564996,cover=0
- 106:leaf=-0.00372888451,cover=0
- 26:[PialCurv5<-0.0704385936] yes=53,no=54,missing=53,gain=29.7013855,cover=107859
- 53:[Pol<160.869751] yes=107,no=108,missing=107,gain=9.96279526,cover=9284
- 107:leaf=0.00489555532,cover=0
- 108:leaf=0.000752046937,cover=0
- 54:[PialArea5<1.02076101] yes=109,no=110,missing=110,gain=24.3955116,cover=98575
- 109:leaf=0.00134045223,cover=0
- 110:leaf=-0.0018657305,cover=0
- 6:[Curv5<-0.2435821] yes=13,no=14,missing=13,gain=10.729085,cover=1386888
- 13:[PialCurv5<-0.126528949] yes=27,no=28,missing=28,gain=10.6657248,cover=90638
- 27:[Pol<14.1659222] yes=55,no=56,missing=55,gain=5.78624392,cover=76359
- 55:[Ecc<14.0810061] yes=111,no=112,missing=111,gain=6.38280487,cover=18258
- 111:leaf=-0.00125349651,cover=0
- 112:leaf=0.000686599,cover=0
- 56:[PialArea5<1.11947823] yes=113,no=114,missing=113,gain=5.0268631,cover=58101
- 113:leaf=0.000803005998,cover=0
- 114:leaf=-0.000187386104,cover=0
- 28:[PialArea5<1.05506396] yes=57,no=58,missing=57,gain=5.18886757,cover=14279
- 57:[LGI5<2.70988083] yes=115,no=116,missing=115,gain=4.74373817,cover=5894
- 115:leaf=0.00531737879,cover=0
- 116:leaf=0.00204020902,cover=0
- 58:[Ecc<1.41371143] yes=117,no=118,missing=117,gain=2.62375402,cover=8385
- 117:leaf=-0.00215898431,cover=0
- 118:leaf=0.00117704552,cover=0
- 14:[PialCurv5<-0.151339546] yes=29,no=30,missing=30,gain=13.8074827,cover=1296250
- 29:[Curv5<-0.204921171] yes=59,no=60,missing=59,gain=19.5970879,cover=16269
- 59:[Curv5<-0.222158164] yes=119,no=120,missing=119,gain=2.91876793,cover=12905
- 119:leaf=6.82376549e-06,cover=0
- 120:leaf=0.00169559161,cover=0
- 60:[Pol<159.435425] yes=121,no=122,missing=122,gain=10.0399113,cover=3364
- 121:leaf=0.00382980308,cover=0
- 122:leaf=0.0128604947,cover=0
- 30:[PialArea5<0.987776101] yes=61,no=62,missing=61,gain=8.39034176,cover=1279981
- 61:[Pol<29.3809395] yes=123,no=124,missing=123,gain=18.0497742,cover=609509
- 123:leaf=0.000470233936,cover=0
- 124:leaf=-0.000350132468,cover=0
- 62:[PialCurv5<-0.105644517] yes=125,no=126,missing=125,gain=5.8117137,cover=670472
- 125:leaf=-0.000207090081,cover=0
- 126:leaf=0.000109509929,cover=0
-booster[392]:
-0:[LGI5<3.13142419] yes=1,no=2,missing=1,gain=2.77999282,cover=5124388
- 1:[Ecc<30.4150848] yes=3,no=4,missing=3,gain=9.59459305,cover=3934651
- 3:[Ecc<10.569519] yes=7,no=8,missing=8,gain=10.3268604,cover=3742800
- 7:[Sulc0<0.890415967] yes=15,no=16,missing=15,gain=8.72988605,cover=3085054
- 15:[PialArea5<0.454431564] yes=31,no=32,missing=31,gain=10.802248,cover=3053695
- 31:[Area5<0.596935391] yes=63,no=64,missing=63,gain=14.1685734,cover=325835
- 63:leaf=-0.000478903734,cover=0
- 64:leaf=0.000423415768,cover=0
- 32:[Pol<36.2100182] yes=65,no=66,missing=65,gain=10.5925112,cover=2727860
- 65:leaf=0.000219647423,cover=0
- 66:leaf=-6.41683437e-05,cover=0
- 16:[PialCurv5<0.371846795] yes=33,no=34,missing=33,gain=4.76557446,cover=31359
- 33:[Area5<0.854415178] yes=67,no=68,missing=68,gain=2.40284014,cover=18103
- 67:leaf=-0.0004083401,cover=0
- 68:leaf=0.0028438333,cover=0
- 34:[Sulc0<1.06550956] yes=69,no=70,missing=69,gain=3.11451054,cover=13256
- 69:leaf=-0.00108865404,cover=0
- 70:leaf=-0.00282243174,cover=0
- 8:[LGI5<2.89660096] yes=17,no=18,missing=17,gain=21.5105381,cover=657746
- 17:[LGI5<2.44639945] yes=35,no=36,missing=36,gain=20.6430321,cover=269864
- 35:[Pol<138.276962] yes=71,no=72,missing=71,gain=11.8354473,cover=6244
- 71:leaf=-0.00115890021,cover=0
- 72:leaf=-0.00650550751,cover=0
- 36:[PialCurv5<0.24610664] yes=73,no=74,missing=73,gain=15.1393051,cover=263620
- 73:leaf=0.000789304439,cover=0
- 74:leaf=-0.000261669804,cover=0
- 18:[PialCurv5<0.0798129067] yes=37,no=38,missing=37,gain=13.33848,cover=387882
- 37:[Sulc0<0.176289052] yes=75,no=76,missing=75,gain=24.6730118,cover=252445
- 75:leaf=4.23919982e-06,cover=0
- 76:leaf=0.00148121512,cover=0
- 38:[Sulc0<0.281104684] yes=77,no=78,missing=77,gain=16.2556,cover=135437
- 77:leaf=-0.00155511335,cover=0
- 78:leaf=-0.000156419919,cover=0
- 4:[LGI5<3.06122994] yes=9,no=10,missing=10,gain=12.3041153,cover=191851
- 9:[Pol<84.7687759] yes=19,no=20,missing=19,gain=10.5434628,cover=148260
- 19:[Pol<25.2957573] yes=39,no=40,missing=39,gain=16.2382908,cover=84208
- 39:[Area5<0.673304081] yes=79,no=80,missing=80,gain=7.58265114,cover=34896
- 79:leaf=-0.000967735541,cover=0
- 80:leaf=0.000530643389,cover=0
- 40:[Curv5<0.169394374] yes=81,no=82,missing=81,gain=8.67090988,cover=49312
- 81:leaf=-0.00174909236,cover=0
- 82:leaf=0.00022650641,cover=0
- 20:[Pol<151.353775] yes=41,no=42,missing=41,gain=16.7389774,cover=64052
- 41:[PialArea5<0.769840837] yes=83,no=84,missing=83,gain=11.7358513,cover=39599
- 83:leaf=8.4602143e-05,cover=0
- 84:leaf=0.00208186987,cover=0
- 42:[Sulc0<0.20153527] yes=85,no=86,missing=85,gain=10.3109121,cover=24453
- 85:leaf=-0.00144908426,cover=0
- 86:leaf=0.00182272738,cover=0
- 10:[Pol<148.336472] yes=21,no=22,missing=21,gain=5.60382509,cover=43591
- 21:[PialArea5<1.4350239] yes=43,no=44,missing=44,gain=3.31784105,cover=35641
- 43:[PialArea5<0.601145923] yes=87,no=88,missing=87,gain=2.00507307,cover=35538
- 87:leaf=0.000141099808,cover=0
- 88:leaf=0.000929695962,cover=0
- 44:[Sulc0<-0.776109517] yes=89,no=90,missing=90,gain=1.5683465,cover=103
- 89:leaf=-0.00154981308,cover=0
- 90:leaf=0.0129635334,cover=0
- 22:[Curv5<-0.258777469] yes=45,no=46,missing=45,gain=2.85198593,cover=7950
- 45:[Pol<168.023468] yes=91,no=92,missing=91,gain=8.79967117,cover=1251
- 91:leaf=0.007357636,cover=0
- 92:leaf=-0.00154568709,cover=0
- 46:[Area5<0.706906915] yes=93,no=94,missing=93,gain=5.02418709,cover=6699
- 93:leaf=-0.00258961064,cover=0
- 94:leaf=0.000149178624,cover=0
- 2:[Area5<0.584141672] yes=5,no=6,missing=5,gain=7.24742508,cover=1189737
- 5:[Curv5<0.00780903921] yes=11,no=12,missing=11,gain=8.57682037,cover=86840
- 11:[Ecc<8.17402458] yes=23,no=24,missing=24,gain=10.7947016,cover=76337
- 23:[Sulc0<-0.152423486] yes=47,no=48,missing=47,gain=3.52090359,cover=5977
- 47:[PialArea5<0.775119185] yes=95,no=96,missing=95,gain=4.15295601,cover=5453
- 95:leaf=0.000589827949,cover=0
- 96:leaf=-0.00222837646,cover=0
- 48:[Pol<90.9627914] yes=97,no=98,missing=97,gain=1.96806192,cover=524
- 97:leaf=-0.000702098652,cover=0
- 98:leaf=-0.00739335269,cover=0
- 24:[Pol<54.5053368] yes=49,no=50,missing=49,gain=9.48262596,cover=70360
- 49:[LGI5<3.35709596] yes=99,no=100,missing=100,gain=8.14936352,cover=22364
- 99:leaf=-0.000949366949,cover=0
- 100:leaf=0.000978289172,cover=0
- 50:[Pol<90.9627914] yes=101,no=102,missing=101,gain=10.2157116,cover=47996
- 101:leaf=0.00251157419,cover=0
- 102:leaf=0.000742419797,cover=0
- 12:[PialArea5<0.39986974] yes=25,no=26,missing=25,gain=5.04919338,cover=10503
- 25:[Sulc0<1.06550956] yes=51,no=52,missing=51,gain=3.21297669,cover=5563
- 51:[LGI5<3.45167398] yes=103,no=104,missing=103,gain=4.2843399,cover=4208
- 103:leaf=-0.00025785857,cover=0
- 104:leaf=0.00327729667,cover=0
- 52:[Curv5<0.195079193] yes=105,no=106,missing=105,gain=3.63684034,cover=1355
- 105:leaf=-0.00516584283,cover=0
- 106:leaf=0.000101720005,cover=0
- 26:[Sulc0<0.966456771] yes=53,no=54,missing=53,gain=10.317215,cover=4940
- 53:[Ecc<6.98131132] yes=107,no=108,missing=108,gain=3.9244442,cover=4676
- 107:leaf=0.00621276302,cover=0
- 108:leaf=-0.00185433344,cover=0
- 54:[Curv5<0.143178418] yes=109,no=110,missing=109,gain=4.06095314,cover=264
- 109:leaf=-0.0140244458,cover=0
- 110:leaf=0.0048424839,cover=0
- 6:[Pol<154.27803] yes=13,no=14,missing=13,gain=6.06761026,cover=1102897
- 13:[Sulc0<0.869075775] yes=27,no=28,missing=27,gain=8.01897907,cover=919704
- 27:[LGI5<3.84897733] yes=55,no=56,missing=56,gain=7.73171234,cover=801143
- 55:[Pol<86.7064972] yes=111,no=112,missing=111,gain=8.77241802,cover=776576
- 111:leaf=-3.65078849e-05,cover=0
- 112:leaf=-0.000375747943,cover=0
- 56:[Sulc0<0.551384151] yes=113,no=114,missing=113,gain=5.0893259,cover=24567
- 113:leaf=-0.00142410479,cover=0
- 114:leaf=0.000438711606,cover=0
- 28:[PialCurv5<0.134718806] yes=57,no=58,missing=58,gain=14.5411243,cover=118561
- 57:[Pol<103.851685] yes=115,no=116,missing=115,gain=5.88510513,cover=9214
- 115:leaf=0.0014040923,cover=0
- 116:leaf=0.00431576883,cover=0
- 58:[Ecc<10.0121937] yes=117,no=118,missing=117,gain=12.3554077,cover=109347
- 117:leaf=-0.00366523606,cover=0
- 118:leaf=0.000144748876,cover=0
- 14:[Ecc<45.751255] yes=29,no=30,missing=30,gain=4.68168974,cover=183193
- 29:[Sulc0<0.485350072] yes=59,no=60,missing=59,gain=4.07915258,cover=176977
- 59:[LGI5<3.15084362] yes=119,no=120,missing=119,gain=3.83181453,cover=176486
- 119:leaf=-0.000882946537,cover=0
- 120:leaf=0.000180251067,cover=0
- 60:[Curv5<-0.148390457] yes=121,no=122,missing=121,gain=2.3390491,cover=491
- 121:leaf=0.0111711314,cover=0
- 122:leaf=-0.00518675614,cover=0
- 30:[PialCurv5<-0.128275648] yes=61,no=62,missing=62,gain=4.57728624,cover=6216
- 61:[Sulc0<0.218763664] yes=123,no=124,missing=123,gain=1.72750473,cover=1101
- 123:leaf=-0.00166005909,cover=0
- 124:leaf=0.0144067034,cover=0
- 62:[MidArea5<0.781777322] yes=125,no=126,missing=125,gain=3.14894485,cover=5115
- 125:leaf=0.00345839234,cover=0
- 126:leaf=0.000972252805,cover=0
-booster[393]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=2,gain=2.81527209,cover=5124388
- 1:[LGI5<2.92895722] yes=3,no=4,missing=3,gain=1.71710396,cover=60049
- 3:[LGI5<2.48603988] yes=7,no=8,missing=8,gain=2.16052294,cover=37011
- 7:[PialCurv5<0.0377402082] yes=15,no=16,missing=16,gain=1.62888503,cover=13018
- 15:[Sulc0<-0.351394534] yes=31,no=32,missing=31,gain=1.24347019,cover=222
- 31:[LGI5<2.24172258] yes=63,no=64,missing=64,gain=0.845391035,cover=107
- 63:leaf=-0.00822162628,cover=0
- 64:leaf=0.00257052062,cover=0
- 32:[Area5<0.580209434] yes=65,no=66,missing=65,gain=0.779818058,cover=115
- 65:leaf=-0.0134427771,cover=0
- 66:leaf=-0.00441189436,cover=0
- 16:[PialCurv5<0.141046807] yes=33,no=34,missing=33,gain=2.00978684,cover=12796
- 33:[PialArea5<0.245474651] yes=67,no=68,missing=67,gain=2.27332687,cover=786
- 67:leaf=0.00706302235,cover=0
- 68:leaf=0.00131180766,cover=0
- 34:[Pol<117.668175] yes=69,no=70,missing=70,gain=1.57683873,cover=12010
- 69:leaf=0.000733633759,cover=0
- 70:leaf=-0.00134294678,cover=0
- 8:[Pol<71.0996552] yes=17,no=18,missing=18,gain=2.00721741,cover=23993
- 17:[LGI5<2.90190363] yes=35,no=36,missing=36,gain=1.02998173,cover=407
- 35:[MidArea5<0.421422303] yes=71,no=72,missing=71,gain=0.895284414,cover=356
- 71:leaf=0.0072725052,cover=0
- 72:leaf=0.00216916553,cover=0
- 36:[Pol<63.605114] yes=73,no=74,missing=74,gain=0.809585035,cover=51
- 73:leaf=0.00665150071,cover=0
- 74:leaf=-0.00710238516,cover=0
- 18:[Sulc0<1.02827847] yes=37,no=38,missing=38,gain=1.80752957,cover=23586
- 37:[Pol<107.129471] yes=75,no=76,missing=75,gain=1.72046876,cover=20460
- 75:leaf=-0.000232498438,cover=0
- 76:leaf=0.00105676218,cover=0
- 38:[Curv5<0.18040961] yes=77,no=78,missing=78,gain=1.55568957,cover=3126
- 77:leaf=0.000712035224,cover=0
- 78:leaf=-0.00194008427,cover=0
- 4:[LGI5<3.12489319] yes=9,no=10,missing=9,gain=2.16224813,cover=23038
- 9:[PialCurv5<0.265012205] yes=19,no=20,missing=19,gain=2.9170351,cover=8173
- 19:[Curv5<0.186949074] yes=39,no=40,missing=40,gain=1.82139778,cover=2402
- 39:[Area5<0.504816413] yes=79,no=80,missing=80,gain=2.11112118,cover=1825
- 79:leaf=-0.0058297622,cover=0
- 80:leaf=0.00387626304,cover=0
- 40:[Sulc0<1.11117697] yes=81,no=82,missing=82,gain=1.48228204,cover=577
- 81:leaf=0.00183544401,cover=0
- 82:leaf=-0.00395156816,cover=0
- 20:[Ecc<21.7409172] yes=41,no=42,missing=41,gain=1.69095159,cover=5771
- 41:[PialArea5<0.245474651] yes=83,no=84,missing=83,gain=2.03370953,cover=3155
- 83:leaf=0.00326175615,cover=0
- 84:leaf=0.000586176233,cover=0
- 42:[LGI5<2.94529939] yes=85,no=86,missing=85,gain=2.9410224,cover=2616
- 85:leaf=0.00705573708,cover=0
- 86:leaf=-0.000603188819,cover=0
- 10:[Ecc<8.7927618] yes=21,no=22,missing=21,gain=1.66098332,cover=14865
- 21:[Area5<0.707692921] yes=43,no=44,missing=44,gain=1.02055299,cover=338
- 43:[Pol<78.2110443] yes=87,no=88,missing=88,gain=0.694412351,cover=315
- 87:leaf=0.00852152798,cover=0
- 88:leaf=-0.00432030438,cover=0
- 44:[Sulc0<0.812575758] yes=89,no=90,missing=89,gain=0.265246779,cover=23
- 89:leaf=0.009545682,cover=0
- 90:leaf=-0.00291373534,cover=0
- 22:[Ecc<15.7955055] yes=45,no=46,missing=45,gain=1.73324275,cover=14527
- 45:[Pol<103.851685] yes=91,no=92,missing=91,gain=3.62969375,cover=3284
- 91:leaf=0.000555390783,cover=0
- 92:leaf=0.00464020809,cover=0
- 46:[Curv5<0.129884616] yes=93,no=94,missing=93,gain=1.99606478,cover=11243
- 93:leaf=-0.00208997936,cover=0
- 94:leaf=0.000307627866,cover=0
- 2:[PialCurv5<0.362132162] yes=5,no=6,missing=6,gain=3.20510364,cover=5064339
- 5:[Sulc0<1.25822949] yes=11,no=12,missing=11,gain=5.0302372,cover=4929843
- 11:[Ecc<33.9075584] yes=23,no=24,missing=23,gain=4.73300457,cover=4919516
- 23:[Pol<97.3566132] yes=47,no=48,missing=47,gain=6.61953974,cover=4565507
- 47:[Ecc<13.6880245] yes=95,no=96,missing=95,gain=28.584095,cover=2125766
- 95:leaf=-2.73071473e-05,cover=0
- 96:leaf=0.000396443356,cover=0
- 48:[Ecc<17.0169544] yes=97,no=98,missing=97,gain=28.8550549,cover=2439741
- 97:leaf=3.50896298e-05,cover=0
- 98:leaf=-0.00042431234,cover=0
- 24:[Pol<121.948479] yes=49,no=50,missing=50,gain=35.2225571,cover=354009
- 49:[PialCurv5<-0.0487009101] yes=99,no=100,missing=100,gain=20.2667942,cover=239232
- 99:leaf=0.000357704994,cover=0
- 100:leaf=-0.000762274896,cover=0
- 50:[Curv5<-0.00402251538] yes=101,no=102,missing=102,gain=16.3844624,cover=114777
- 101:leaf=0.000273447455,cover=0
- 102:leaf=0.00186251837,cover=0
- 12:[Area5<0.687129855] yes=25,no=26,missing=25,gain=6.0382638,cover=10327
- 25:[Ecc<28.2834949] yes=51,no=52,missing=52,gain=2.9795711,cover=2199
- 51:[PialArea5<0.349780142] yes=103,no=104,missing=103,gain=2.89217877,cover=192
- 103:leaf=-0.000392419053,cover=0
- 104:leaf=-0.0126982955,cover=0
- 52:[PialCurv5<0.189327508] yes=105,no=106,missing=106,gain=1.72857785,cover=2007
- 105:leaf=-0.0035578215,cover=0
- 106:leaf=9.13737676e-05,cover=0
- 26:[Curv5<0.153449878] yes=53,no=54,missing=53,gain=3.08565235,cover=8128
- 53:[Area5<0.822840035] yes=107,no=108,missing=108,gain=2.82082367,cover=4331
- 107:leaf=0.00194279035,cover=0
- 108:leaf=0.00496477261,cover=0
- 54:[PialCurv5<0.144311354] yes=109,no=110,missing=110,gain=2.73100734,cover=3797
- 109:leaf=0.00864456967,cover=0
- 110:leaf=0.00046673647,cover=0
- 6:[PialCurv5<0.493508637] yes=13,no=14,missing=13,gain=5.24197054,cover=134496
- 13:[Sulc0<0.586347759] yes=27,no=28,missing=28,gain=3.0559082,cover=122209
- 27:[Curv5<0.155577481] yes=55,no=56,missing=55,gain=3.0950582,cover=44347
- 55:[Area5<0.628069878] yes=111,no=112,missing=111,gain=1.74047661,cover=4621
- 111:leaf=-0.00125834194,cover=0
- 112:leaf=0.00159296417,cover=0
- 56:[PialArea5<0.404493898] yes=113,no=114,missing=113,gain=1.7056495,cover=39726
- 113:leaf=0.000145399754,cover=0
- 114:leaf=-0.000512303668,cover=0
- 28:[Ecc<26.874506] yes=57,no=58,missing=57,gain=5.33790398,cover=77862
- 57:[PialArea5<0.546516836] yes=115,no=116,missing=115,gain=4.02444553,cover=57769
- 115:leaf=-0.000813382328,cover=0
- 116:leaf=0.00396542903,cover=0
- 58:[Area5<0.624364853] yes=117,no=118,missing=117,gain=2.26716614,cover=20093
- 117:leaf=-0.00172795344,cover=0
- 118:leaf=0.000318093924,cover=0
- 14:[PialArea5<0.632563293] yes=29,no=30,missing=29,gain=3.84685278,cover=12287
- 29:[Sulc0<-0.0637059584] yes=59,no=60,missing=59,gain=2.88880897,cover=12141
- 59:[LGI5<2.26652193] yes=119,no=120,missing=120,gain=2.29317975,cover=690
- 119:leaf=-0.00143634097,cover=0
- 120:leaf=0.00536958035,cover=0
- 60:[LGI5<2.78495932] yes=121,no=122,missing=122,gain=2.53359175,cover=11451
- 121:leaf=-0.000138019299,cover=0
- 122:leaf=0.00138899032,cover=0
- 30:[MidArea5<0.707922041] yes=61,no=62,missing=61,gain=2.53381109,cover=146
- 61:[Curv5<0.141257599] yes=123,no=124,missing=123,gain=1.13330793,cover=100
- 123:leaf=0.00880925264,cover=0
- 124:leaf=0.0199803729,cover=0
- 62:[Pol<30.3635597] yes=125,no=126,missing=125,gain=0.706629038,cover=46
- 125:leaf=0.0137770316,cover=0
- 126:leaf=-0.00341586466,cover=0
-booster[394]:
-0:[PialArea5<0.355263293] yes=1,no=2,missing=1,gain=2.65555167,cover=5124388
- 1:[Curv5<0.128008828] yes=3,no=4,missing=3,gain=4.04906464,cover=262995
- 3:[Curv5<0.0574831441] yes=7,no=8,missing=8,gain=3.75819397,cover=29596
- 7:[LGI5<3.34776258] yes=15,no=16,missing=15,gain=3.30193925,cover=3076
- 15:[Area5<0.730491161] yes=31,no=32,missing=31,gain=2.59372115,cover=2603
- 31:[Pol<96.2546158] yes=61,no=62,missing=61,gain=2.43806672,cover=2563
- 61:leaf=0.00160981831,cover=0
- 62:leaf=-0.0014816256,cover=0
- 32:[Pol<91.5616074] yes=63,no=64,missing=64,gain=1.49811602,cover=40
- 63:leaf=-0.027665792,cover=0
- 64:leaf=-0.00632581208,cover=0
- 16:[Ecc<33.9075584] yes=33,no=34,missing=33,gain=3.70399046,cover=473
- 33:[Ecc<14.28263] yes=65,no=66,missing=66,gain=2.73249483,cover=350
- 65:leaf=0.00324029475,cover=0
- 66:leaf=-0.0092246253,cover=0
- 34:[Sulc0<0.795422614] yes=67,no=68,missing=68,gain=1.95730925,cover=123
- 67:leaf=-0.00291027129,cover=0
- 68:leaf=0.0097032357,cover=0
- 8:[Pol<141.081833] yes=17,no=18,missing=17,gain=2.9688282,cover=26520
- 17:[Ecc<4.33753681] yes=35,no=36,missing=35,gain=3.66408253,cover=25232
- 35:[LGI5<2.64649582] yes=69,no=70,missing=70,gain=1.96089745,cover=1150
- 69:leaf=0.00326477294,cover=0
- 70:leaf=0.0122180367,cover=0
- 36:[Sulc0<0.574602425] yes=71,no=72,missing=71,gain=3.03707886,cover=24082
- 71:leaf=-0.000155544229,cover=0
- 72:leaf=0.0011882328,cover=0
- 18:[LGI5<2.16230083] yes=37,no=38,missing=37,gain=1.40111637,cover=1288
- 37:[Area5<0.678346932] yes=73,no=74,missing=73,gain=1.66920257,cover=21
- 73:leaf=-0.0215279553,cover=0
- 74:leaf=0.00982456002,cover=0
- 38:[LGI5<2.47264814] yes=75,no=76,missing=75,gain=1.58425164,cover=1267
- 75:leaf=-3.16731712e-06,cover=0
- 76:leaf=-0.00378155569,cover=0
- 4:[Pol<53.6550331] yes=9,no=10,missing=9,gain=3.15988159,cover=233399
- 9:[LGI5<2.60212255] yes=19,no=20,missing=20,gain=4.50278568,cover=1715
- 19:[Ecc<0.669936359] yes=39,no=40,missing=40,gain=0.643727779,cover=259
- 39:[Pol<39.0368156] yes=77,no=78,missing=77,gain=0.435160249,cover=83
- 77:leaf=0.0025073837,cover=0
- 78:leaf=-0.00492511271,cover=0
- 40:[Ecc<1.10530448] yes=79,no=80,missing=79,gain=0.707021713,cover=176
- 79:leaf=-0.0103950212,cover=0
- 80:leaf=-0.00344433752,cover=0
- 20:[Ecc<33.9075584] yes=41,no=42,missing=41,gain=1.73959875,cover=1456
- 41:[Curv5<0.177453667] yes=81,no=82,missing=81,gain=1.89615774,cover=296
- 81:leaf=0.0116121173,cover=0
- 82:leaf=0.00342997047,cover=0
- 42:[Pol<34.3003769] yes=83,no=84,missing=83,gain=0.546345234,cover=1160
- 83:leaf=0.00074874144,cover=0
- 84:leaf=0.00312877935,cover=0
- 10:[Sulc0<0.676033437] yes=21,no=22,missing=21,gain=2.87810087,cover=231684
- 21:[Ecc<12.3665791] yes=43,no=44,missing=44,gain=11.6187439,cover=87389
- 43:[Area5<0.620557249] yes=85,no=86,missing=85,gain=6.51395035,cover=74443
- 85:leaf=-3.79408157e-05,cover=0
- 86:leaf=0.000917120837,cover=0
- 44:[Pol<119.248337] yes=87,no=88,missing=87,gain=7.08390951,cover=12946
- 87:leaf=-0.00153736561,cover=0
- 88:leaf=0.00194934662,cover=0
- 22:[PialCurv5<0.141046807] yes=45,no=46,missing=46,gain=5.73424768,cover=144295
- 45:[Pol<125.308708] yes=89,no=90,missing=89,gain=2.71492243,cover=4544
- 89:leaf=0.00152762583,cover=0
- 90:leaf=0.01152384,cover=0
- 46:[Pol<137.578873] yes=91,no=92,missing=92,gain=3.23857617,cover=139751
- 91:leaf=-0.0001156734,cover=0
- 92:leaf=-0.00638952432,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=6,gain=4.94267464,cover=4861393
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=5.39396238,cover=4810650
- 11:[LGI5<2.23211861] yes=23,no=24,missing=23,gain=3.29083872,cover=4808617
- 23:[Pol<78.2110443] yes=47,no=48,missing=48,gain=4.22990561,cover=133241
- 47:[Pol<40.9012032] yes=93,no=94,missing=93,gain=4.19062901,cover=42640
- 93:leaf=0.000404293649,cover=0
- 94:leaf=-0.0005977822,cover=0
- 48:[LGI5<2.16230083] yes=95,no=96,missing=96,gain=5.07975388,cover=90601
- 95:leaf=-0.000155856702,cover=0
- 96:leaf=0.000671633927,cover=0
- 24:[MidArea5<0.538059175] yes=49,no=50,missing=50,gain=3.57948852,cover=4675376
- 49:[PialArea5<0.705942631] yes=97,no=98,missing=98,gain=8.69871902,cover=200947
- 97:leaf=-0.000242720387,cover=0
- 98:leaf=0.00410710694,cover=0
- 50:[PialArea5<0.476533443] yes=99,no=100,missing=99,gain=7.11594868,cover=4474429
- 99:leaf=0.000227178287,cover=0
- 100:leaf=-1.93339729e-05,cover=0
- 12:[Pol<3.6072247] yes=25,no=26,missing=25,gain=1.94920206,cover=2033
- 25:leaf=0.0374626033,cover=0
- 26:[PialArea5<0.632563293] yes=51,no=52,missing=51,gain=1.85347891,cover=2030
- 51:[Area5<0.521939099] yes=101,no=102,missing=101,gain=2.40506148,cover=1891
- 101:leaf=-0.00785232801,cover=0
- 102:leaf=0.00240750238,cover=0
- 52:[MidArea5<0.70642072] yes=103,no=104,missing=103,gain=2.00284457,cover=139
- 103:leaf=0.0121711297,cover=0
- 104:leaf=-0.00062087283,cover=0
- 6:[PialArea5<0.559226274] yes=13,no=14,missing=13,gain=2.31234074,cover=50743
- 13:[Pol<90.9627914] yes=27,no=28,missing=27,gain=1.90777254,cover=49471
- 27:[MidArea5<0.502218068] yes=53,no=54,missing=53,gain=1.70113587,cover=9491
- 53:[Ecc<1.57116413] yes=105,no=106,missing=106,gain=0.466440082,cover=1721
- 105:leaf=0.000564328337,cover=0
- 106:leaf=-0.0016936789,cover=0
- 54:[Area5<0.792350233] yes=107,no=108,missing=107,gain=1.18051028,cover=7770
- 107:leaf=0.000547849282,cover=0
- 108:leaf=-0.0021506208,cover=0
- 28:[LGI5<3.02536297] yes=55,no=56,missing=55,gain=3.54626322,cover=39980
- 55:[LGI5<2.46595764] yes=109,no=110,missing=109,gain=2.12127304,cover=35763
- 109:leaf=-0.000907708716,cover=0
- 110:leaf=-0.000136420873,cover=0
- 56:[PialCurv5<0.157381535] yes=111,no=112,missing=111,gain=2.4145546,cover=4217
- 111:leaf=0.00247384422,cover=0
- 112:leaf=-0.00239009759,cover=0
- 14:[Area5<0.66211915] yes=29,no=30,missing=29,gain=1.9892081,cover=1272
- 29:[LGI5<2.92358446] yes=57,no=58,missing=57,gain=1.54555249,cover=325
- 57:[Sulc0<-0.650102437] yes=113,no=114,missing=114,gain=0.701679111,cover=249
- 113:leaf=-0.00830867048,cover=0
- 114:leaf=0.00365201058,cover=0
- 58:[Pol<125.881905] yes=115,no=116,missing=115,gain=1.54813695,cover=76
- 115:leaf=0.0185610708,cover=0
- 116:leaf=0.0042314562,cover=0
- 30:[PialCurv5<0.362132162] yes=59,no=60,missing=59,gain=1.04260278,cover=947
- 59:[MidArea5<0.885289252] yes=117,no=118,missing=118,gain=0.776400328,cover=779
- 117:leaf=0.000648596324,cover=0
- 118:leaf=0.00561172329,cover=0
- 60:[Sulc0<0.345196545] yes=119,no=120,missing=120,gain=0.797986269,cover=168
- 119:leaf=-0.000786740275,cover=0
- 120:leaf=-0.00820000563,cover=0
-booster[395]:
-0:[Area5<0.521939099] yes=1,no=2,missing=1,gain=2.63658738,cover=5124388
- 1:[Sulc0<0.0530014001] yes=3,no=4,missing=3,gain=6.79212618,cover=363078
- 3:[Curv5<-0.134546712] yes=7,no=8,missing=8,gain=4.03668976,cover=345741
- 7:[Ecc<11.8489361] yes=15,no=16,missing=15,gain=3.88915658,cover=288202
- 15:[PialArea5<0.998395085] yes=31,no=32,missing=31,gain=4.02851295,cover=262356
- 31:[Pol<143.959366] yes=63,no=64,missing=64,gain=3.69011211,cover=242013
- 63:leaf=0.000135759532,cover=0
- 64:leaf=-0.000269619981,cover=0
- 32:[Curv5<-0.218969986] yes=65,no=66,missing=65,gain=2.46655178,cover=20343
- 65:leaf=0.000265814713,cover=0
- 66:leaf=0.00138735853,cover=0
- 16:[Pol<23.2745647] yes=33,no=34,missing=34,gain=7.12346029,cover=25846
- 33:[Sulc0<-0.265099555] yes=67,no=68,missing=67,gain=2.61154032,cover=7748
- 67:leaf=-0.000797173416,cover=0
- 68:leaf=0.00332238944,cover=0
- 34:[Pol<81.5476837] yes=69,no=70,missing=69,gain=6.42877007,cover=18098
- 69:leaf=0.00268264231,cover=0
- 70:leaf=0.000618785096,cover=0
- 8:[Pol<62.0115929] yes=17,no=18,missing=18,gain=12.6168652,cover=57539
- 17:[Curv5<-0.048490826] yes=35,no=36,missing=35,gain=9.40556431,cover=7560
- 35:[LGI5<2.24172258] yes=71,no=72,missing=72,gain=3.96514368,cover=6128
- 71:leaf=0.00309831114,cover=0
- 72:leaf=-0.000940635451,cover=0
- 36:[PialArea5<0.900697351] yes=73,no=74,missing=74,gain=7.25585079,cover=1432
- 73:leaf=-0.00436799927,cover=0
- 74:leaf=-0.0254757609,cover=0
- 18:[PialCurv5<0.000298873958] yes=37,no=38,missing=37,gain=7.037076,cover=49979
- 37:[Sulc0<-0.801933944] yes=75,no=76,missing=76,gain=6.68068695,cover=38366
- 75:leaf=-0.000923066225,cover=0
- 76:leaf=0.00138250657,cover=0
- 38:[Ecc<6.58772182] yes=77,no=78,missing=77,gain=6.18511915,cover=11613
- 77:leaf=0.000241776157,cover=0
- 78:leaf=-0.00305327284,cover=0
- 4:[Ecc<7.95697832] yes=9,no=10,missing=10,gain=2.33645868,cover=17337
- 9:[LGI5<2.79054689] yes=19,no=20,missing=19,gain=2.80179596,cover=5505
- 19:[Sulc0<0.966456771] yes=39,no=40,missing=39,gain=1.37028933,cover=4808
- 39:[PialCurv5<-0.0569176264] yes=79,no=80,missing=79,gain=1.25994587,cover=4786
- 79:leaf=-0.00320162415,cover=0
- 80:leaf=-0.000965800777,cover=0
- 40:[Pol<89.1530609] yes=81,no=82,missing=81,gain=0.694677472,cover=22
- 81:leaf=0.0208575334,cover=0
- 82:leaf=0.00304420292,cover=0
- 20:[Pol<97.9094925] yes=41,no=42,missing=42,gain=2.18114614,cover=697
- 41:[Ecc<5.78819752] yes=83,no=84,missing=83,gain=2.12509632,cover=430
- 83:leaf=-0.0104074879,cover=0
- 84:leaf=-0.000885243993,cover=0
- 42:[LGI5<2.84729719] yes=85,no=86,missing=86,gain=1.75307846,cover=267
- 85:leaf=-0.001494959,cover=0
- 86:leaf=-0.0106412098,cover=0
- 10:[Ecc<8.6295805] yes=21,no=22,missing=21,gain=3.4063561,cover=11832
- 21:[Pol<118.191307] yes=43,no=44,missing=43,gain=3.25790048,cover=699
- 43:[Pol<80.2322083] yes=87,no=88,missing=88,gain=1.7683568,cover=590
- 87:leaf=-0.00163534121,cover=0
- 88:leaf=0.00564524252,cover=0
- 44:[LGI5<2.84729719] yes=89,no=90,missing=89,gain=1.65588844,cover=109
- 89:leaf=-0.0095184464,cover=0
- 90:leaf=0.00323906518,cover=0
- 22:[Sulc0<0.762988985] yes=45,no=46,missing=46,gain=2.39973021,cover=11133
- 45:[LGI5<2.96780801] yes=91,no=92,missing=91,gain=2.79013371,cover=9242
- 91:leaf=-0.00165970123,cover=0
- 92:leaf=0.000243075701,cover=0
- 46:[PialArea5<0.370812863] yes=93,no=94,missing=94,gain=4.54444218,cover=1891
- 93:leaf=-0.000959225581,cover=0
- 94:leaf=-0.00684163952,cover=0
- 2:[Curv5<-0.00866711512] yes=5,no=6,missing=5,gain=3.33853531,cover=4761310
- 5:[PialArea5<0.647521853] yes=11,no=12,missing=11,gain=27.168438,cover=2698533
- 11:[Sulc0<-0.644343197] yes=23,no=24,missing=24,gain=10.3428631,cover=109134
- 23:[Ecc<0.729281187] yes=47,no=48,missing=47,gain=6.37594843,cover=11924
- 47:[Curv5<-0.207981065] yes=95,no=96,missing=95,gain=5.57494307,cover=2649
- 95:leaf=0.0120645938,cover=0
- 96:leaf=0.00216874783,cover=0
- 48:[Pol<138.971481] yes=97,no=98,missing=97,gain=11.9962196,cover=9275
- 97:leaf=-0.00138442218,cover=0
- 98:leaf=0.00237057055,cover=0
- 24:[LGI5<3.09244633] yes=49,no=50,missing=49,gain=8.81532669,cover=97210
- 49:[Pol<133.406311] yes=99,no=100,missing=99,gain=11.5900726,cover=70170
- 99:leaf=-0.00168432505,cover=0
- 100:leaf=-0.000250416721,cover=0
- 50:[Pol<93.9093552] yes=101,no=102,missing=101,gain=22.5383301,cover=27040
- 101:leaf=0.00118355709,cover=0
- 102:leaf=-0.00170439319,cover=0
- 12:[PialCurv5<0.0262785293] yes=25,no=26,missing=25,gain=15.185008,cover=2589399
- 25:[Area5<0.640637577] yes=51,no=52,missing=51,gain=15.3352823,cover=2519447
- 51:[Curv5<-0.0983823985] yes=103,no=104,missing=103,gain=46.6385612,cover=855535
- 103:leaf=-1.33509402e-05,cover=0
- 104:leaf=0.00103882246,cover=0
- 52:[PialCurv5<-0.0501225069] yes=105,no=106,missing=105,gain=27.3388557,cover=1663912
- 105:leaf=1.16118224e-06,cover=0
- 106:leaf=-0.000454565365,cover=0
- 26:[Sulc0<0.0530014001] yes=53,no=54,missing=53,gain=23.796093,cover=69952
- 53:[Pol<105.995506] yes=107,no=108,missing=107,gain=16.7330494,cover=49646
- 107:leaf=0.00110796909,cover=0
- 108:leaf=-0.000732452725,cover=0
- 54:[Pol<102.241241] yes=109,no=110,missing=109,gain=8.4374733,cover=20306
- 109:leaf=0.00359429675,cover=0
- 110:leaf=0.00143294293,cover=0
- 6:[PialCurv5<0.0171581414] yes=13,no=14,missing=13,gain=35.0776176,cover=2062777
- 13:[PialArea5<0.761482477] yes=27,no=28,missing=27,gain=26.9285889,cover=146009
- 27:[LGI5<3.78836131] yes=55,no=56,missing=56,gain=15.515955,cover=87866
- 55:[Ecc<0.729281187] yes=111,no=112,missing=112,gain=12.4219456,cover=86782
- 111:leaf=0.00237661507,cover=0
- 112:leaf=0.000134063172,cover=0
- 56:[Pol<145.397461] yes=113,no=114,missing=113,gain=5.59757233,cover=1084
- 113:leaf=-0.0071981349,cover=0
- 114:leaf=0.00294154044,cover=0
- 28:[Curv5<0.00780903921] yes=57,no=58,missing=57,gain=26.7534904,cover=58143
- 57:[PialCurv5<-0.00171623251] yes=115,no=116,missing=116,gain=31.9949226,cover=35702
- 115:leaf=0.00248880801,cover=0
- 116:leaf=-0.00053355546,cover=0
- 58:[Area5<0.924216449] yes=117,no=118,missing=117,gain=18.5516281,cover=22441
- 117:leaf=0.00321892812,cover=0
- 118:leaf=-0.00541216182,cover=0
- 14:[PialArea5<0.617149889] yes=29,no=30,missing=29,gain=17.4878407,cover=1916768
- 29:[Area5<0.637240529] yes=59,no=60,missing=59,gain=22.8239956,cover=1289526
- 59:[Curv5<0.169394374] yes=119,no=120,missing=119,gain=11.3658342,cover=247056
- 119:leaf=-0.000630422379,cover=0
- 120:leaf=5.82379471e-05,cover=0
- 60:[PialCurv5<0.128475845] yes=121,no=122,missing=121,gain=32.9809799,cover=1042470
- 121:leaf=0.000777364301,cover=0
- 122:leaf=5.44320101e-05,cover=0
- 30:[Ecc<8.35574818] yes=61,no=62,missing=61,gain=13.4513416,cover=627242
- 61:[Pol<71.8249207] yes=123,no=124,missing=123,gain=44.0337105,cover=289707
- 123:leaf=0.00174665253,cover=0
- 124:leaf=-0.000204898533,cover=0
- 62:[Sulc0<0.624357879] yes=125,no=126,missing=125,gain=16.3357925,cover=337535
- 125:leaf=-0.000568231218,cover=0
- 126:leaf=0.000573154306,cover=0
-booster[396]:
-0:[PialArea5<0.849116743] yes=1,no=2,missing=2,gain=2.67695141,cover=5124388
- 1:[Area5<0.797084928] yes=3,no=4,missing=3,gain=8.11045837,cover=3025564
- 3:[Ecc<0.295587689] yes=7,no=8,missing=8,gain=5.83079815,cover=2892681
- 7:[Area5<0.674147427] yes=15,no=16,missing=15,gain=7.94990778,cover=21984
- 15:[LGI5<2.62853003] yes=31,no=32,missing=32,gain=4.67204046,cover=18097
- 31:[Area5<0.554568231] yes=63,no=64,missing=63,gain=4.93784666,cover=17610
- 63:leaf=-0.000558739703,cover=0
- 64:leaf=0.00114690943,cover=0
- 32:[Area5<0.586059749] yes=65,no=66,missing=66,gain=2.85587239,cover=487
- 65:leaf=-6.49171052e-05,cover=0
- 66:leaf=-0.00779984519,cover=0
- 16:[LGI5<2.44639945] yes=33,no=34,missing=33,gain=6.76856613,cover=3887
- 33:[Curv5<-0.0203319378] yes=67,no=68,missing=68,gain=8.38912964,cover=2892
- 67:leaf=0.00843957718,cover=0
- 68:leaf=0.00238959445,cover=0
- 34:[PialArea5<0.724588811] yes=69,no=70,missing=69,gain=5.36829519,cover=995
- 69:leaf=0.00239573489,cover=0
- 70:leaf=-0.00503261527,cover=0
- 8:[LGI5<2.13090348] yes=17,no=18,missing=17,gain=6.00450897,cover=2870697
- 17:[Pol<152.827332] yes=35,no=36,missing=36,gain=9.51060867,cover=11828
- 35:[Pol<86.0952454] yes=71,no=72,missing=72,gain=3.99544811,cover=9744
- 71:leaf=0.000241557354,cover=0
- 72:leaf=0.00241654553,cover=0
- 36:[MidArea5<0.512587845] yes=73,no=74,missing=73,gain=2.65321898,cover=2084
- 73:leaf=-0.00902892929,cover=0
- 74:leaf=-0.001541537,cover=0
- 18:[LGI5<2.16230083] yes=37,no=38,missing=37,gain=6.66866589,cover=2858869
- 37:[Pol<107.66053] yes=75,no=76,missing=75,gain=8.0039854,cover=12237
- 75:leaf=-0.00255239266,cover=0
- 76:leaf=6.92246977e-06,cover=0
- 38:[MidArea5<0.761092186] yes=77,no=78,missing=77,gain=5.68867683,cover=2846632
- 77:leaf=-3.66330278e-05,cover=0
- 78:leaf=-0.000349794311,cover=0
- 4:[Curv5<0.0300692953] yes=9,no=10,missing=10,gain=6.89033079,cover=132883
- 9:[Pol<124.172195] yes=19,no=20,missing=19,gain=8.18034744,cover=19007
- 19:[Pol<81.5476837] yes=39,no=40,missing=39,gain=10.0532207,cover=12149
- 39:[LGI5<2.61063838] yes=79,no=80,missing=79,gain=2.36624622,cover=5939
- 79:leaf=0.00204560813,cover=0
- 80:leaf=-0.000366590364,cover=0
- 40:[Ecc<2.13501525] yes=81,no=82,missing=81,gain=5.70670891,cover=6210
- 81:leaf=0.000562199042,cover=0
- 82:leaf=-0.00341590354,cover=0
- 20:[Curv5<-0.0752395913] yes=41,no=42,missing=41,gain=5.4065752,cover=6858
- 41:[Ecc<13.4950199] yes=83,no=84,missing=83,gain=12.492548,cover=2166
- 83:leaf=0.00641477713,cover=0
- 84:leaf=-0.00120234385,cover=0
- 42:[Ecc<5.66086149] yes=85,no=86,missing=85,gain=7.07740068,cover=4692
- 85:leaf=-0.00360388751,cover=0
- 86:leaf=0.000973806891,cover=0
- 10:[Curv5<0.155577481] yes=21,no=22,missing=21,gain=5.25566101,cover=113876
- 21:[Sulc0<1.16950965] yes=43,no=44,missing=44,gain=6.7562294,cover=91884
- 43:[Pol<94.4799194] yes=87,no=88,missing=87,gain=5.74682426,cover=88796
- 87:leaf=0.000172553162,cover=0
- 88:leaf=0.000977297197,cover=0
- 44:[Ecc<22.8050022] yes=89,no=90,missing=90,gain=3.59402561,cover=3088
- 89:leaf=-0.0025731863,cover=0
- 90:leaf=0.00348867523,cover=0
- 22:[MidArea5<0.900558591] yes=45,no=46,missing=45,gain=3.67035294,cover=21992
- 45:[PialArea5<0.445556581] yes=91,no=92,missing=91,gain=4.36481524,cover=21548
- 91:leaf=0.000356441946,cover=0
- 92:leaf=-0.00107370515,cover=0
- 46:[LGI5<3.26095963] yes=93,no=94,missing=93,gain=2.33840179,cover=444
- 93:leaf=0.00538042095,cover=0
- 94:leaf=-0.00776633108,cover=0
- 2:[PialCurv5<0.0851107761] yes=5,no=6,missing=6,gain=5.57636309,cover=2098824
- 5:[Area5<0.778322995] yes=11,no=12,missing=12,gain=5.51320076,cover=2076166
- 11:[Pol<68.895668] yes=23,no=24,missing=23,gain=7.40471888,cover=1737228
- 23:[Ecc<7.34691238] yes=47,no=48,missing=47,gain=10.2520638,cover=802331
- 47:[Curv5<-0.0530214235] yes=95,no=96,missing=96,gain=16.2344494,cover=444556
- 95:leaf=5.22810224e-05,cover=0
- 96:leaf=0.00147229957,cover=0
- 48:[PialCurv5<-0.0982506946] yes=97,no=98,missing=97,gain=19.8785686,cover=357775
- 97:leaf=0.000160935611,cover=0
- 98:leaf=-0.000586419657,cover=0
- 24:[Pol<118.191307] yes=49,no=50,missing=49,gain=39.992897,cover=934897
- 49:[Ecc<4.27275372] yes=99,no=100,missing=99,gain=69.2876282,cover=151876
- 99:leaf=1.26906334e-05,cover=0
- 100:leaf=0.00218144781,cover=0
- 50:[Ecc<7.95697832] yes=101,no=102,missing=101,gain=25.6130905,cover=783021
- 101:leaf=-0.00023644125,cover=0
- 102:leaf=0.000338315585,cover=0
- 12:[PialArea5<1.07423365] yes=25,no=26,missing=25,gain=5.55967236,cover=338938
- 25:[Pol<51.9018669] yes=51,no=52,missing=51,gain=8.90248966,cover=135237
- 51:[Curv5<-0.138079464] yes=103,no=104,missing=103,gain=6.45316124,cover=42440
- 103:leaf=-0.000654963253,cover=0
- 104:leaf=0.000645443099,cover=0
- 52:[Pol<145.397461] yes=105,no=106,missing=105,gain=9.27324867,cover=92797
- 105:leaf=-0.000987630803,cover=0
- 106:leaf=0.000120189325,cover=0
- 26:[Curv5<-0.222158164] yes=53,no=54,missing=53,gain=3.73171329,cover=203701
- 53:[PialCurv5<-0.11032705] yes=107,no=108,missing=108,gain=5.95354176,cover=24673
- 107:leaf=0.000408174703,cover=0
- 108:leaf=0.00387588562,cover=0
- 54:[PialCurv5<-0.142826259] yes=109,no=110,missing=110,gain=4.27264071,cover=179028
- 109:leaf=0.00152592105,cover=0
- 110:leaf=-0.000101552476,cover=0
- 6:[Ecc<7.39671755] yes=13,no=14,missing=13,gain=10.3450394,cover=22658
- 13:[Pol<99.5532455] yes=27,no=28,missing=27,gain=5.71471214,cover=11859
- 27:[Sulc0<-0.546384335] yes=55,no=56,missing=56,gain=3.64295387,cover=6650
- 55:[Ecc<1.26157856] yes=111,no=112,missing=111,gain=3.00993037,cover=444
- 111:leaf=-0.00686452864,cover=0
- 112:leaf=0.00162385928,cover=0
- 56:[Curv5<0.0278947372] yes=113,no=114,missing=113,gain=4.21665001,cover=6206
- 113:leaf=0.00491090911,cover=0
- 114:leaf=0.00217414717,cover=0
- 28:[LGI5<3.36766768] yes=57,no=58,missing=58,gain=2.56910801,cover=5209
- 57:[Area5<0.504816413] yes=115,no=116,missing=115,gain=2.07291412,cover=5206
- 115:leaf=0.0205132496,cover=0
- 116:leaf=0.000521750073,cover=0
- 58:leaf=0.0406593792,cover=0
- 14:[Pol<165.239029] yes=29,no=30,missing=29,gain=4.61081505,cover=10799
- 29:[LGI5<3.34776258] yes=59,no=60,missing=59,gain=3.63242507,cover=9926
- 59:[Sulc0<0.869075775] yes=117,no=118,missing=117,gain=5.77929497,cover=7862
- 117:leaf=-0.000600388506,cover=0
- 118:leaf=0.0147257885,cover=0
- 60:[Curv5<-0.0366821773] yes=119,no=120,missing=120,gain=5.21049786,cover=2064
- 119:leaf=0.0169213694,cover=0
- 120:leaf=0.00145667407,cover=0
- 30:[PialArea5<0.917384863] yes=61,no=62,missing=61,gain=1.22977972,cover=873
- 61:[Curv5<0.049365297] yes=121,no=122,missing=122,gain=1.13051987,cover=496
- 121:leaf=-0.000265885232,cover=0
- 122:leaf=-0.00517906668,cover=0
- 62:[Sulc0<-0.420901269] yes=123,no=124,missing=123,gain=0.818484306,cover=377
- 123:leaf=-0.0116609847,cover=0
- 124:leaf=-0.00495683542,cover=0
-booster[397]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=1,gain=2.59018087,cover=5124388
- 1:[Area5<0.719086528] yes=3,no=4,missing=3,gain=1.87842083,cover=100082
- 3:[Curv5<0.153449878] yes=7,no=8,missing=7,gain=1.33641672,cover=90908
- 7:[Curv5<0.0736173838] yes=15,no=16,missing=15,gain=2.00474048,cover=16487
- 15:[PialCurv5<0.24610664] yes=31,no=32,missing=32,gain=0.986464024,cover=849
- 31:[Pol<104.929901] yes=63,no=64,missing=63,gain=1.18039703,cover=744
- 63:leaf=-0.00378291286,cover=0
- 64:leaf=0.000478963368,cover=0
- 32:[Area5<0.557224929] yes=65,no=66,missing=66,gain=2.04145789,cover=105
- 65:leaf=-0.00210094033,cover=0
- 66:leaf=0.0126306238,cover=0
- 16:[Sulc0<1.06550956] yes=33,no=34,missing=34,gain=1.92783952,cover=15638
- 33:[Pol<76.1517639] yes=67,no=68,missing=68,gain=2.01789379,cover=13447
- 67:leaf=0.00388411665,cover=0
- 68:leaf=0.00081530615,cover=0
- 34:[LGI5<3.47596025] yes=69,no=70,missing=69,gain=1.80739784,cover=2191
- 69:leaf=-0.00137001125,cover=0
- 70:leaf=0.00222982559,cover=0
- 8:[Ecc<1.15906882] yes=17,no=18,missing=17,gain=1.49609792,cover=74421
- 17:[Area5<0.667375207] yes=35,no=36,missing=36,gain=2.2157855,cover=1476
- 35:[Area5<0.551487505] yes=71,no=72,missing=71,gain=1.17120695,cover=1395
- 71:leaf=0.00212822529,cover=0
- 72:leaf=-0.00167937798,cover=0
- 36:[LGI5<2.26652193] yes=73,no=74,missing=73,gain=0.832262754,cover=81
- 73:leaf=-0.0187397916,cover=0
- 74:leaf=-0.00657149404,cover=0
- 18:[Pol<124.735107] yes=37,no=38,missing=37,gain=3.65360403,cover=72945
- 37:[LGI5<2.13090348] yes=75,no=76,missing=76,gain=2.20836687,cover=71577
- 75:leaf=0.00413195742,cover=0
- 76:leaf=5.6763849e-05,cover=0
- 38:[LGI5<3.07360435] yes=77,no=78,missing=77,gain=2.29763269,cover=1368
- 77:leaf=0.00409546727,cover=0
- 78:leaf=-0.000287390285,cover=0
- 4:[LGI5<2.61550069] yes=9,no=10,missing=9,gain=1.54210496,cover=9174
- 9:[Sulc0<0.717745602] yes=19,no=20,missing=19,gain=1.29853392,cover=1558
- 19:[Pol<117.137611] yes=39,no=40,missing=39,gain=0.77966404,cover=412
- 39:[Ecc<2.91795349] yes=79,no=80,missing=79,gain=0.615945339,cover=400
- 79:leaf=0.00810327847,cover=0
- 80:leaf=0.0016252026,cover=0
- 40:[Sulc0<-0.413983464] yes=81,no=82,missing=81,gain=0.0152359009,cover=12
- 81:leaf=-0.00185841625,cover=0
- 82:leaf=-0.0106987273,cover=0
- 20:[Curv5<0.266060919] yes=41,no=42,missing=41,gain=0.668132126,cover=1146
- 41:[Ecc<8.7927618] yes=83,no=84,missing=83,gain=0.263462484,cover=1133
- 83:leaf=-0.000802159775,cover=0
- 84:leaf=-0.00259332079,cover=0
- 42:leaf=-0.0122255515,cover=0
- 10:[Ecc<8.48579407] yes=21,no=22,missing=21,gain=1.90133286,cover=7616
- 21:[PialCurv5<0.122354448] yes=43,no=44,missing=43,gain=0.959532261,cover=1137
- 43:[Pol<101.695656] yes=85,no=86,missing=85,gain=0.744672537,cover=36
- 85:leaf=0.0172499865,cover=0
- 86:leaf=0.00273082266,cover=0
- 44:[Sulc0<0.732260227] yes=87,no=88,missing=87,gain=0.595112801,cover=1101
- 87:leaf=0.00541761331,cover=0
- 88:leaf=0.00231402554,cover=0
- 22:[MidArea5<0.474339783] yes=45,no=46,missing=46,gain=1.26095676,cover=6479
- 45:[PialCurv5<0.394910008] yes=89,no=90,missing=89,gain=0.498344064,cover=202
- 89:leaf=0.00647561718,cover=0
- 90:leaf=0.00114526087,cover=0
- 46:[Pol<101.159882] yes=91,no=92,missing=91,gain=1.31555641,cover=6277
- 91:leaf=0.000400125253,cover=0
- 92:leaf=0.00218647462,cover=0
- 2:[PialArea5<0.788206637] yes=5,no=6,missing=5,gain=3.34721589,cover=5024306
- 5:[Area5<0.727793753] yes=11,no=12,missing=11,gain=15.1360779,cover=2442165
- 11:[Ecc<0.513775289] yes=23,no=24,missing=24,gain=6.39275742,cover=1858977
- 23:[Area5<0.648839295] yes=47,no=48,missing=47,gain=16.0909042,cover=50193
- 47:[Pol<144.670364] yes=93,no=94,missing=94,gain=6.42869616,cover=37350
- 93:leaf=0.000540210342,cover=0
- 94:leaf=-0.00077320711,cover=0
- 48:[Pol<153.554306] yes=95,no=96,missing=95,gain=15.2016258,cover=12843
- 95:leaf=0.00366537273,cover=0
- 96:leaf=0.000224779578,cover=0
- 24:[Ecc<39.5502243] yes=49,no=50,missing=50,gain=5.20267963,cover=1808784
- 49:[Sulc0<0.0214736983] yes=97,no=98,missing=97,gain=6.80024338,cover=1744213
- 97:leaf=-0.00022219005,cover=0
- 98:leaf=-2.41887483e-05,cover=0
- 50:[Pol<30.3635597] yes=99,no=100,missing=100,gain=20.6669216,cover=64571
- 99:leaf=0.00145775976,cover=0
- 100:leaf=-0.000966895022,cover=0
- 12:[Pol<53.6550331] yes=25,no=26,missing=25,gain=19.9271946,cover=583188
- 25:[LGI5<2.69973111] yes=51,no=52,missing=51,gain=11.558754,cover=44254
- 51:[Ecc<2.97906685] yes=101,no=102,missing=101,gain=32.0444679,cover=4075
- 101:leaf=-0.00143995543,cover=0
- 102:leaf=0.0075317407,cover=0
- 52:[Ecc<11.6821251] yes=103,no=104,missing=104,gain=8.82660961,cover=40179
- 103:leaf=-0.000936989789,cover=0
- 104:leaf=0.00123072637,cover=0
- 26:[Curv5<0.0100963581] yes=53,no=54,missing=53,gain=19.3478851,cover=538934
- 53:[Pol<146.122681] yes=105,no=106,missing=105,gain=21.3788509,cover=44628
- 105:leaf=-0.00149481255,cover=0
- 106:leaf=0.00112665421,cover=0
- 54:[Sulc0<0.383163035] yes=107,no=108,missing=107,gain=17.9249668,cover=494306
- 107:leaf=0.00056108291,cover=0
- 108:leaf=-5.73218567e-05,cover=0
- 6:[Area5<0.652759671] yes=13,no=14,missing=13,gain=10.2766399,cover=2582141
- 13:[Curv5<-0.0983823985] yes=27,no=28,missing=27,gain=45.2253876,cover=928462
- 27:[Ecc<8.97079182] yes=55,no=56,missing=55,gain=12.5165329,cover=840636
- 55:[PialArea5<1.00196755] yes=109,no=110,missing=109,gain=7.94910145,cover=637720
- 109:leaf=-0.000172389366,cover=0
- 110:leaf=0.00020900245,cover=0
- 56:[Pol<42.7478409] yes=111,no=112,missing=111,gain=28.7249813,cover=202916
- 111:leaf=-0.000360654172,cover=0
- 112:leaf=0.000864112284,cover=0
- 28:[Pol<60.4070244] yes=57,no=58,missing=57,gain=34.0893402,cover=87826
- 57:[PialCurv5<-0.058241725] yes=113,no=114,missing=113,gain=18.7629452,cover=21770
- 113:leaf=0.00160849676,cover=0
- 114:leaf=-0.00150578923,cover=0
- 58:[Pol<149.795395] yes=115,no=116,missing=115,gain=17.0184479,cover=66056
- 115:leaf=0.00237481319,cover=0
- 116:leaf=0.000666606007,cover=0
- 14:[Curv5<-0.245563462] yes=29,no=30,missing=29,gain=10.6872549,cover=1653679
- 29:[PialCurv5<-0.123971827] yes=59,no=60,missing=59,gain=13.3549652,cover=118951
- 59:[Pol<14.1659222] yes=117,no=118,missing=117,gain=4.91357517,cover=103328
- 117:leaf=-0.000421547884,cover=0
- 118:leaf=0.000398582983,cover=0
- 60:[Pol<29.3809395] yes=119,no=120,missing=119,gain=3.88910294,cover=15623
- 119:leaf=0.000822666741,cover=0
- 120:leaf=0.00242982898,cover=0
- 30:[PialCurv5<-0.151339546] yes=61,no=62,missing=62,gain=14.2728109,cover=1534728
- 61:[Curv5<-0.204921171] yes=121,no=122,missing=121,gain=25.1364441,cover=20962
- 121:leaf=0.000394453295,cover=0
- 122:leaf=0.0048503736,cover=0
- 62:[PialCurv5<0.122354448] yes=123,no=124,missing=123,gain=8.76132393,cover=1513766
- 123:leaf=-0.000107477324,cover=0
- 124:leaf=0.000933906005,cover=0
-booster[398]:
-0:[Area5<0.494833142] yes=1,no=2,missing=1,gain=2.75033522,cover=5124388
- 1:[PialCurv5<0.000298873958] yes=3,no=4,missing=3,gain=4.11489201,cover=242979
- 3:[Curv5<0.0100963581] yes=7,no=8,missing=7,gain=4.22167301,cover=232408
- 7:[Curv5<-0.115945198] yes=15,no=16,missing=16,gain=5.69125795,cover=231528
- 15:[PialArea5<0.747707367] yes=31,no=32,missing=31,gain=4.87144852,cover=212798
- 31:[PialCurv5<-0.139269829] yes=63,no=64,missing=63,gain=8.66125488,cover=76860
- 63:leaf=0.000494726177,cover=0
- 64:leaf=-0.000593979086,cover=0
- 32:[MidArea5<0.552703321] yes=65,no=66,missing=65,gain=5.56947565,cover=135938
- 65:leaf=0.00559492176,cover=0
- 66:leaf=0.000308108167,cover=0
- 16:[Pol<65.1286774] yes=33,no=34,missing=34,gain=5.9522543,cover=18730
- 33:[LGI5<2.23211861] yes=67,no=68,missing=67,gain=3.59655905,cover=3012
- 67:leaf=0.00497478293,cover=0
- 68:leaf=-0.00147994643,cover=0
- 34:[Sulc0<-0.79536891] yes=69,no=70,missing=70,gain=4.43289471,cover=15718
- 69:leaf=-0.00182400201,cover=0
- 70:leaf=0.00166243128,cover=0
- 8:[Sulc0<0.68960917] yes=17,no=18,missing=17,gain=3.72470903,cover=880
- 17:[PialArea5<0.730471373] yes=35,no=36,missing=35,gain=3.06077909,cover=830
- 35:[Ecc<0.943656743] yes=71,no=72,missing=71,gain=1.61955631,cover=760
- 71:leaf=0.00547258882,cover=0
- 72:leaf=-0.00226771971,cover=0
- 36:[PialArea5<0.879786193] yes=73,no=74,missing=73,gain=0.568984985,cover=70
- 73:leaf=-0.00979723316,cover=0
- 74:leaf=-0.0213075224,cover=0
- 18:[Curv5<0.0915888697] yes=37,no=38,missing=37,gain=0.978044987,cover=50
- 37:[Ecc<15.5679035] yes=75,no=76,missing=76,gain=0.527691364,cover=38
- 75:leaf=0.00330174156,cover=0
- 76:leaf=-0.021578243,cover=0
- 38:[PialArea5<0.413606972] yes=77,no=78,missing=77,gain=0.556606472,cover=12
- 77:leaf=-0.0107610328,cover=0
- 78:leaf=0.0101330383,cover=0
- 4:[PialArea5<0.520672619] yes=9,no=10,missing=9,gain=5.43018246,cover=10571
- 9:[PialCurv5<0.0824522972] yes=19,no=20,missing=19,gain=2.50641441,cover=5929
- 19:[LGI5<3.78836131] yes=39,no=40,missing=39,gain=5.12001276,cover=2245
- 39:[LGI5<3.58443618] yes=79,no=80,missing=80,gain=3.96568537,cover=2211
- 79:leaf=0.00145512226,cover=0
- 80:leaf=0.0141843697,cover=0
- 40:[Ecc<23.1745358] yes=81,no=82,missing=81,gain=1.12294769,cover=34
- 81:leaf=-0.00819002185,cover=0
- 82:leaf=-0.0267889705,cover=0
- 20:[LGI5<2.51629615] yes=41,no=42,missing=42,gain=2.0208323,cover=3684
- 41:[Ecc<5.14592695] yes=83,no=84,missing=83,gain=2.54241729,cover=1399
- 83:leaf=-0.00274978974,cover=0
- 84:leaf=0.00483537139,cover=0
- 42:[Ecc<15.121048] yes=85,no=86,missing=85,gain=2.23717451,cover=2285
- 85:leaf=0.00185738376,cover=0
- 86:leaf=-0.00127061061,cover=0
- 10:[Ecc<6.35379457] yes=21,no=22,missing=21,gain=6.29118156,cover=4642
- 21:[Pol<137.578873] yes=43,no=44,missing=43,gain=2.99357343,cover=3302
- 43:[Ecc<1.31300318] yes=87,no=88,missing=87,gain=2.38792467,cover=2394
- 87:leaf=-0.00246235612,cover=0
- 88:leaf=0.00102350186,cover=0
- 44:[LGI5<2.25958419] yes=89,no=90,missing=90,gain=1.64197588,cover=908
- 89:leaf=-0.0085565662,cover=0
- 90:leaf=-0.00247874949,cover=0
- 22:[Pol<27.4246235] yes=45,no=46,missing=46,gain=3.22937107,cover=1340
- 45:[LGI5<2.77389717] yes=91,no=92,missing=91,gain=0.387595654,cover=27
- 91:leaf=0.00473694829,cover=0
- 92:leaf=-0.0229516681,cover=0
- 46:[Ecc<16.5318356] yes=93,no=94,missing=94,gain=1.3773632,cover=1313
- 93:leaf=-0.0054649259,cover=0
- 94:leaf=-0.00154509116,cover=0
- 2:[PialArea5<0.427728564] yes=5,no=6,missing=5,gain=3.01762748,cover=4881409
- 5:[Curv5<0.0322575867] yes=11,no=12,missing=12,gain=8.89040375,cover=560287
- 11:[Area5<0.661233962] yes=23,no=24,missing=23,gain=8.74245644,cover=6880
- 23:[Ecc<0.618862808] yes=47,no=48,missing=47,gain=4.19176865,cover=5858
- 47:[Sulc0<-0.115756653] yes=95,no=96,missing=95,gain=3.04362917,cover=499
- 95:leaf=-0.00580539508,cover=0
- 96:leaf=0.0253419075,cover=0
- 48:[LGI5<3.30554914] yes=97,no=98,missing=97,gain=4.45266962,cover=5359
- 97:leaf=0.000169543506,cover=0
- 98:leaf=-0.00349348597,cover=0
- 24:[LGI5<3.03694534] yes=49,no=50,missing=49,gain=3.582757,cover=1022
- 49:[Pol<82.2009888] yes=99,no=100,missing=100,gain=6.7461977,cover=469
- 99:leaf=-0.0141769247,cover=0
- 100:leaf=0.00040597879,cover=0
- 50:[Ecc<27.7987404] yes=101,no=102,missing=102,gain=6.11103058,cover=553
- 101:leaf=-0.0115669258,cover=0
- 102:leaf=0.000851665449,cover=0
- 12:[Pol<86.7064972] yes=25,no=26,missing=25,gain=9.0112381,cover=553407
- 25:[Ecc<8.87956142] yes=51,no=52,missing=51,gain=12.4916105,cover=98338
- 51:[Ecc<2.13501525] yes=103,no=104,missing=104,gain=8.06435585,cover=17346
- 103:leaf=-0.00033759739,cover=0
- 104:leaf=0.00232504169,cover=0
- 52:[Curv5<0.10516572] yes=105,no=106,missing=105,gain=6.64673042,cover=80992
- 105:leaf=0.00156627304,cover=0
- 106:leaf=0.000134871152,cover=0
- 26:[Pol<110.287491] yes=53,no=54,missing=53,gain=11.4463444,cover=455069
- 53:[Sulc0<-0.285426885] yes=107,no=108,missing=107,gain=10.5595331,cover=345636
- 107:leaf=0.00514421938,cover=0
- 108:leaf=-0.000126204817,cover=0
- 54:[PialCurv5<0.270000219] yes=109,no=110,missing=110,gain=6.19010258,cover=109433
- 109:leaf=0.000835139479,cover=0
- 110:leaf=8.23326045e-05,cover=0
- 6:[MidArea5<0.566005528] yes=13,no=14,missing=13,gain=8.12810707,cover=4321122
- 13:[PialCurv5<-0.0154925911] yes=27,no=28,missing=27,gain=11.046711,cover=160902
- 27:[Sulc0<0.830503881] yes=55,no=56,missing=56,gain=4.46929169,cover=21794
- 55:[Ecc<4.40349627] yes=111,no=112,missing=111,gain=3.41585732,cover=21716
- 111:leaf=-0.000605227251,cover=0
- 112:leaf=-0.00188570225,cover=0
- 56:[LGI5<3.45167398] yes=113,no=114,missing=113,gain=2.36402512,cover=78
- 113:leaf=-0.0202442165,cover=0
- 114:leaf=-0.00244254479,cover=0
- 28:[Ecc<4.53598547] yes=57,no=58,missing=57,gain=4.74265099,cover=139108
- 57:[Pol<121.397697] yes=115,no=116,missing=115,gain=6.8178134,cover=49963
- 115:leaf=-0.000251855148,cover=0
- 116:leaf=0.000967519358,cover=0
- 58:[Sulc0<0.0530014001] yes=117,no=118,missing=117,gain=10.2553701,cover=89145
- 117:leaf=-0.00150746386,cover=0
- 118:leaf=-0.000159750794,cover=0
- 14:[Curv5<0.133649558] yes=29,no=30,missing=29,gain=6.10136986,cover=4160220
- 29:[PialArea5<0.537928462] yes=59,no=60,missing=59,gain=12.2778435,cover=3955381
- 59:[Pol<115.563423] yes=119,no=120,missing=119,gain=20.175045,cover=211370
- 119:leaf=0.000105363157,cover=0
- 120:leaf=0.00125839084,cover=0
- 60:[Curv5<0.0595101416] yes=121,no=122,missing=121,gain=12.2703323,cover=3744011
- 121:leaf=1.58852254e-05,cover=0
- 122:leaf=-0.000273064681,cover=0
- 30:[PialCurv5<-0.0314326771] yes=61,no=62,missing=61,gain=7.98202753,cover=204839
- 61:[Pol<157.965515] yes=123,no=124,missing=124,gain=12.0077972,cover=112
- 123:leaf=0.00295124855,cover=0
- 124:leaf=0.0395228975,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=5.64554453,cover=204727
- 125:leaf=-0.000312597811,cover=0
- 126:leaf=0.00198897696,cover=0
-booster[399]:
-0:[Area5<0.521939099] yes=1,no=2,missing=2,gain=2.57149816,cover=5124388
- 1:[Sulc0<0.0530014001] yes=3,no=4,missing=3,gain=5.99790096,cover=363078
- 3:[Pol<8.56911278] yes=7,no=8,missing=7,gain=3.76769924,cover=345741
- 7:[Curv5<-0.186853081] yes=15,no=16,missing=16,gain=3.80249095,cover=8880
- 15:[Ecc<25.5461979] yes=31,no=32,missing=31,gain=1.43542004,cover=7671
- 31:[PialCurv5<-0.181738108] yes=63,no=64,missing=64,gain=1.97963345,cover=5477
- 63:leaf=0.00253450614,cover=0
- 64:leaf=-0.000355397904,cover=0
- 32:[PialCurv5<-0.107211173] yes=65,no=66,missing=65,gain=2.16298175,cover=2194
- 65:leaf=-0.00179625209,cover=0
- 66:leaf=0.00713831931,cover=0
- 16:[PialArea5<1.22674179] yes=33,no=34,missing=33,gain=2.10057926,cover=1209
- 33:[Ecc<16.5318356] yes=67,no=68,missing=67,gain=1.53182983,cover=1191
- 67:leaf=-0.00422996283,cover=0
- 68:leaf=0.00243212329,cover=0
- 34:[Ecc<0.669936359] yes=69,no=70,missing=69,gain=0.028606534,cover=18
- 69:leaf=0.00215842738,cover=0
- 70:leaf=0.0135539742,cover=0
- 8:[LGI5<2.89660096] yes=17,no=18,missing=17,gain=4.65107584,cover=336861
- 17:[Ecc<7.08616447] yes=35,no=36,missing=36,gain=8.27710533,cover=298445
- 35:[Curv5<-0.155295327] yes=71,no=72,missing=71,gain=6.85003519,cover=271653
- 71:leaf=7.51194457e-05,cover=0
- 72:leaf=0.000662143342,cover=0
- 36:[Pol<87.9431763] yes=73,no=74,missing=74,gain=9.80526161,cover=26792
- 73:leaf=0.00112575898,cover=0
- 74:leaf=-0.00120436808,cover=0
- 18:[PialCurv5<-0.139269829] yes=37,no=38,missing=37,gain=3.65359402,cover=38416
- 37:[Ecc<2.8577323] yes=75,no=76,missing=76,gain=2.74299622,cover=16611
- 75:leaf=-0.00471290527,cover=0
- 76:leaf=0.00134591304,cover=0
- 38:[Pol<64.3762589] yes=77,no=78,missing=77,gain=3.95249391,cover=21805
- 77:leaf=-0.000654199976,cover=0
- 78:leaf=0.000771278632,cover=0
- 4:[Pol<105.995506] yes=9,no=10,missing=9,gain=2.17723989,cover=17337
- 9:[PialCurv5<-0.0209923834] yes=19,no=20,missing=20,gain=2.51252127,cover=10317
- 19:[Pol<74.0505524] yes=39,no=40,missing=39,gain=3.05817509,cover=3456
- 39:[Ecc<47.7892265] yes=79,no=80,missing=79,gain=1.2616024,cover=1762
- 79:leaf=-0.00115481683,cover=0
- 80:leaf=0.005649372,cover=0
- 40:[Sulc0<0.717745602] yes=81,no=82,missing=82,gain=3.64601326,cover=1694
- 81:leaf=-0.00343390927,cover=0
- 82:leaf=-0.0166487675,cover=0
- 20:[Ecc<32.0879669] yes=41,no=42,missing=41,gain=2.88111782,cover=6861
- 41:[Ecc<17.0169544] yes=83,no=84,missing=84,gain=3.43142462,cover=5900
- 83:leaf=-0.00107035355,cover=0
- 84:leaf=0.00155073882,cover=0
- 42:[Curv5<0.116796501] yes=85,no=86,missing=85,gain=6.73843861,cover=961
- 85:leaf=-0.0105644828,cover=0
- 86:leaf=-0.000837604923,cover=0
- 10:[Ecc<7.79996967] yes=21,no=22,missing=21,gain=2.70123935,cover=7020
- 21:[Ecc<6.70300007] yes=43,no=44,missing=43,gain=6.52201605,cover=1846
- 43:[Curv5<0.0365542509] yes=87,no=88,missing=87,gain=4.57621431,cover=1414
- 87:leaf=0.00327100279,cover=0
- 88:leaf=-0.00249592634,cover=0
- 44:[Pol<114.966316] yes=89,no=90,missing=89,gain=1.68939018,cover=432
- 89:leaf=-0.00308737671,cover=0
- 90:leaf=-0.00955195073,cover=0
- 22:[Pol<124.172195] yes=45,no=46,missing=45,gain=2.85502768,cover=5174
- 45:[LGI5<3.64692807] yes=91,no=92,missing=91,gain=5.40586567,cover=2922
- 91:leaf=0.00194542052,cover=0
- 92:leaf=-0.00925699249,cover=0
- 46:[Curv5<-0.230516881] yes=93,no=94,missing=93,gain=2.60242701,cover=2252
- 93:leaf=0.0026835904,cover=0
- 94:leaf=-0.00166798045,cover=0
- 2:[Ecc<1.15906882] yes=5,no=6,missing=5,gain=3.69923592,cover=4761310
- 5:[Pol<152.092255] yes=11,no=12,missing=12,gain=26.5427418,cover=283203
- 11:[Pol<51.9018669] yes=23,no=24,missing=23,gain=24.5469666,cover=209431
- 23:[Ecc<0.669936359] yes=47,no=48,missing=47,gain=10.189702,cover=68846
- 47:[Sulc0<-0.338601172] yes=95,no=96,missing=96,gain=5.24593449,cover=35440
- 95:leaf=4.30531509e-05,cover=0
- 96:leaf=-0.00307140732,cover=0
- 48:[PialArea5<1.13904655] yes=97,no=98,missing=98,gain=8.14602661,cover=33406
- 97:leaf=-0.00175188167,cover=0
- 98:leaf=4.46625309e-05,cover=0
- 24:[Area5<0.629274011] yes=49,no=50,missing=49,gain=17.9517822,cover=140585
- 49:[LGI5<2.34364653] yes=99,no=100,missing=99,gain=9.8473053,cover=75306
- 99:leaf=-0.000726710947,cover=0
- 100:leaf=0.00043453672,cover=0
- 50:[PialArea5<0.584843099] yes=101,no=102,missing=102,gain=17.6603909,cover=65279
- 101:leaf=0.00309856818,cover=0
- 102:leaf=0.000751523941,cover=0
- 12:[Ecc<0.353712648] yes=25,no=26,missing=26,gain=7.64292908,cover=73772
- 25:[LGI5<2.45281005] yes=51,no=52,missing=51,gain=5.0213685,cover=16769
- 51:[Sulc0<-0.557882011] yes=103,no=104,missing=103,gain=4.93627548,cover=12708
- 103:leaf=0.00134805671,cover=0
- 104:leaf=-0.000627150701,cover=0
- 52:[MidArea5<0.572281897] yes=105,no=106,missing=105,gain=2.16891146,cover=4061
- 105:leaf=0.000667778135,cover=0
- 106:leaf=-0.00218300708,cover=0
- 26:[Area5<0.731406808] yes=53,no=54,missing=54,gain=8.77970505,cover=57003
- 53:[Sulc0<-0.769821882] yes=107,no=108,missing=108,gain=5.69524574,cover=53226
- 107:leaf=-0.00230864296,cover=0
- 108:leaf=-0.000887844653,cover=0
- 54:[Area5<0.987501919] yes=109,no=110,missing=109,gain=3.48508263,cover=3777
- 109:leaf=-0.00409336248,cover=0
- 110:leaf=0.00112166686,cover=0
- 6:[Ecc<1.79549146] yes=13,no=14,missing=13,gain=13.2480288,cover=4478107
- 13:[Pol<71.8249207] yes=27,no=28,missing=27,gain=23.9509506,cover=190766
- 27:[PialArea5<0.718622029] yes=55,no=56,missing=55,gain=17.9179058,cover=69127
- 55:[PialCurv5<0.0695191324] yes=111,no=112,missing=112,gain=13.8159084,cover=7319
- 111:leaf=-0.00422300026,cover=0
- 112:leaf=0.000371367234,cover=0
- 56:[Area5<0.636136949] yes=113,no=114,missing=113,gain=5.47934914,cover=61808
- 113:leaf=-0.000597994833,cover=0
- 114:leaf=0.000352620234,cover=0
- 28:[Pol<97.3566132] yes=57,no=58,missing=57,gain=23.2025681,cover=121639
- 57:[LGI5<2.50608969] yes=115,no=116,missing=115,gain=6.62924957,cover=38360
- 115:leaf=0.00218161382,cover=0
- 116:leaf=0.000550514495,cover=0
- 58:[Pol<132.083344] yes=117,no=118,missing=118,gain=33.9984093,cover=83279
- 117:leaf=-0.0006412816,cover=0
- 118:leaf=0.00137924775,cover=0
- 14:[Ecc<2.97906685] yes=29,no=30,missing=29,gain=13.5045853,cover=4287341
- 29:[Pol<41.8258972] yes=59,no=60,missing=59,gain=63.2457619,cover=346750
- 59:[Curv5<-0.169727564] yes=119,no=120,missing=119,gain=61.9086761,cover=63186
- 119:leaf=0.000133640351,cover=0
- 120:leaf=0.00361169316,cover=0
- 60:[Area5<0.621834755] yes=121,no=122,missing=121,gain=37.4123688,cover=283564
- 121:leaf=0.000265969138,cover=0
- 122:leaf=-0.00100093882,cover=0
- 30:[Sulc0<-0.620624542] yes=61,no=62,missing=61,gain=7.07123804,cover=3940591
- 61:[Pol<171.401581] yes=123,no=124,missing=123,gain=12.0431709,cover=723354
- 123:leaf=-0.000214123851,cover=0
- 124:leaf=0.000373602525,cover=0
- 62:[Curv5<-0.161761403] yes=125,no=126,missing=125,gain=19.581543,cover=3217237
- 125:leaf=0.000355122,cover=0
- 126:leaf=-7.22754339e-06,cover=0
-booster[400]:
-0:[Area5<0.380439579] yes=1,no=2,missing=2,gain=2.53156114,cover=5124388
- 1:[PialCurv5<-0.181738108] yes=3,no=4,missing=4,gain=1.73968291,cover=20016
- 3:[Pol<116.093399] yes=7,no=8,missing=7,gain=2.57321835,cover=1777
- 7:[Curv5<-0.39144522] yes=15,no=16,missing=15,gain=1.61573625,cover=802
- 15:[LGI5<3.21041465] yes=31,no=32,missing=31,gain=0.738474429,cover=312
- 31:[Ecc<4.20590305] yes=63,no=64,missing=64,gain=0.939855218,cover=256
- 63:leaf=-0.00252074748,cover=0
- 64:leaf=0.00356907095,cover=0
- 32:[Ecc<24.7238369] yes=65,no=66,missing=65,gain=0.81976378,cover=56
- 65:leaf=-0.00848620757,cover=0
- 66:leaf=0.00586615968,cover=0
- 16:[Ecc<11.3532677] yes=33,no=34,missing=33,gain=0.858877182,cover=490
- 33:[Pol<40.9012032] yes=67,no=68,missing=67,gain=0.742388725,cover=455
- 67:leaf=-0.00020070633,cover=0
- 68:leaf=-0.00523011247,cover=0
- 34:[Ecc<15.7955055] yes=69,no=70,missing=69,gain=0.313313961,cover=35
- 69:leaf=-0.0168289449,cover=0
- 70:leaf=-0.00679811835,cover=0
- 8:[Pol<144.670364] yes=17,no=18,missing=17,gain=2.35723948,cover=975
- 17:[LGI5<2.70988083] yes=35,no=36,missing=35,gain=2.97598338,cover=502
- 35:[MidArea5<0.599643409] yes=71,no=72,missing=72,gain=1.80225265,cover=351
- 71:leaf=-0.000485535536,cover=0
- 72:leaf=0.011958397,cover=0
- 36:[Ecc<8.23836613] yes=73,no=74,missing=73,gain=1.97788572,cover=151
- 73:leaf=0.0140887918,cover=0
- 74:leaf=0.00255493424,cover=0
- 18:[Curv5<-0.143275946] yes=37,no=38,missing=37,gain=1.04154706,cover=473
- 37:[Curv5<-0.275784403] yes=75,no=76,missing=75,gain=0.953196526,cover=461
- 75:leaf=-0.00197664881,cover=0
- 76:leaf=0.00672390684,cover=0
- 38:leaf=-0.0156993102,cover=0
- 4:[MidArea5<0.524661958] yes=9,no=10,missing=9,gain=2.60991335,cover=18239
- 9:[PialArea5<0.679818809] yes=19,no=20,missing=19,gain=3.9139514,cover=6919
- 19:[MidArea5<0.49446398] yes=39,no=40,missing=40,gain=2.24371171,cover=5750
- 39:[PialArea5<0.621054947] yes=77,no=78,missing=77,gain=3.71890736,cover=3754
- 77:leaf=0.000877241604,cover=0
- 78:leaf=0.00483946688,cover=0
- 40:[PialArea5<0.658944428] yes=79,no=80,missing=79,gain=1.30536485,cover=1996
- 79:leaf=-0.00160693179,cover=0
- 80:leaf=0.000956032134,cover=0
- 20:[PialArea5<0.702764034] yes=41,no=42,missing=41,gain=0.901510239,cover=1169
- 41:[MidArea5<0.518836677] yes=81,no=82,missing=81,gain=0.698629856,cover=804
- 81:leaf=0.00417448673,cover=0
- 82:leaf=0.001010012,cover=0
- 42:[Curv5<-0.222158164] yes=83,no=84,missing=83,gain=0.516012669,cover=365
- 83:leaf=0.00690822769,cover=0
- 84:leaf=0.00136304379,cover=0
- 10:[PialArea5<0.705942631] yes=21,no=22,missing=21,gain=2.81236577,cover=11320
- 21:[PialCurv5<-0.123971827] yes=43,no=44,missing=43,gain=1.62921047,cover=1077
- 43:[Ecc<0.889730632] yes=85,no=86,missing=85,gain=0.806278467,cover=614
- 85:leaf=-0.00867424067,cover=0
- 86:leaf=-0.00318422611,cover=0
- 44:[Ecc<8.29616165] yes=87,no=88,missing=87,gain=0.459500372,cover=463
- 87:leaf=0.000424479193,cover=0
- 88:leaf=-0.00654408848,cover=0
- 22:[MidArea5<0.540548742] yes=45,no=46,missing=46,gain=3.12976575,cover=10243
- 45:[PialArea5<0.727568209] yes=89,no=90,missing=90,gain=2.70884991,cover=1201
- 89:leaf=0.00120112603,cover=0
- 90:leaf=0.00622801064,cover=0
- 46:[PialArea5<0.747707367] yes=91,no=92,missing=91,gain=2.82403636,cover=9042
- 91:leaf=-0.00152987638,cover=0
- 92:leaf=0.00063360756,cover=0
- 2:[Sulc0<-1.15707839] yes=5,no=6,missing=5,gain=2.65583086,cover=5104372
- 5:[PialCurv5<-0.116576619] yes=11,no=12,missing=12,gain=4.2999897,cover=59335
- 11:[MidArea5<0.832538009] yes=23,no=24,missing=23,gain=3.42832923,cover=47577
- 23:[Ecc<1.05247808] yes=47,no=48,missing=48,gain=1.50057149,cover=25301
- 47:[Curv5<-0.194365487] yes=93,no=94,missing=94,gain=2.16139293,cover=3490
- 93:leaf=0.000654592121,cover=0
- 94:leaf=-0.00680394936,cover=0
- 48:[Curv5<-0.297558427] yes=95,no=96,missing=95,gain=1.94933558,cover=21811
- 95:leaf=3.76097123e-05,cover=0
- 96:leaf=-0.000988762593,cover=0
- 24:[Ecc<4.8056078] yes=49,no=50,missing=49,gain=1.47784972,cover=22276
- 49:[Ecc<2.97906685] yes=97,no=98,missing=97,gain=3.24385691,cover=15069
- 97:leaf=6.51525334e-05,cover=0
- 98:leaf=0.00159702508,cover=0
- 50:[LGI5<2.49262404] yes=99,no=100,missing=100,gain=2.16868019,cover=7207
- 99:leaf=-0.00285712141,cover=0
- 100:leaf=2.9902254e-05,cover=0
- 12:[Ecc<10.147254] yes=25,no=26,missing=25,gain=1.90786791,cover=11758
- 25:[PialArea5<1.00558591] yes=51,no=52,missing=52,gain=1.93052101,cover=11125
- 51:[LGI5<2.27925944] yes=101,no=102,missing=101,gain=2.68172407,cover=2241
- 101:leaf=-0.00253562722,cover=0
- 102:leaf=0.00116217392,cover=0
- 52:[LGI5<2.50273752] yes=103,no=104,missing=104,gain=2.50381756,cover=8884
- 103:leaf=-0.00118477363,cover=0
- 104:leaf=-0.00311559043,cover=0
- 26:[Curv5<-0.158538193] yes=53,no=54,missing=53,gain=2.00552082,cover=633
- 53:[Pol<19.2006226] yes=105,no=106,missing=105,gain=0.778327048,cover=550
- 105:leaf=-0.00103266805,cover=0
- 106:leaf=0.00287774485,cover=0
- 54:[LGI5<2.77389717] yes=107,no=108,missing=108,gain=0.861589909,cover=83
- 107:leaf=0.0271501094,cover=0
- 108:leaf=0.0071602934,cover=0
- 6:[LGI5<2.23211861] yes=13,no=14,missing=13,gain=3.12867713,cover=5045037
- 13:[Area5<0.641697526] yes=27,no=28,missing=27,gain=4.32304716,cover=132611
- 27:[Ecc<1.41371143] yes=55,no=56,missing=55,gain=7.09120989,cover=77606
- 55:[Sulc0<-0.258417875] yes=109,no=110,missing=109,gain=7.08115149,cover=35146
- 109:leaf=0.000109216431,cover=0
- 110:leaf=-0.00333891297,cover=0
- 56:[PialCurv5<-0.124814533] yes=111,no=112,missing=111,gain=8.07339954,cover=42460
- 111:leaf=-0.000346857094,cover=0
- 112:leaf=0.00129277154,cover=0
- 28:[Curv5<-0.247622609] yes=57,no=58,missing=57,gain=4.81918526,cover=55005
- 57:[Pol<149.795395] yes=113,no=114,missing=114,gain=1.16453934,cover=795
- 113:leaf=0.00294918404,cover=0
- 114:leaf=0.00828822609,cover=0
- 58:[LGI5<2.13090348] yes=115,no=116,missing=115,gain=5.01665592,cover=54210
- 115:leaf=0.00106207444,cover=0
- 116:leaf=-0.000344605389,cover=0
- 14:[PialArea5<1.48916721] yes=29,no=30,missing=29,gain=2.97773123,cover=4912426
- 29:[Ecc<3.03937531] yes=59,no=60,missing=59,gain=3.53595448,cover=4876778
- 59:[LGI5<2.61063838] yes=117,no=118,missing=117,gain=26.7045841,cover=885136
- 117:leaf=-1.55076686e-05,cover=0
- 118:leaf=-0.00100739254,cover=0
- 60:[PialCurv5<0.0877920389] yes=119,no=120,missing=119,gain=5.07982683,cover=3991642
- 119:leaf=5.09620477e-05,cover=0
- 120:leaf=-6.96227216e-05,cover=0
- 30:[PialCurv5<-0.154837668] yes=61,no=62,missing=62,gain=3.43535662,cover=35648
- 61:[LGI5<2.58096433] yes=121,no=122,missing=121,gain=2.84399819,cover=846
- 121:leaf=0.00155775854,cover=0
- 122:leaf=-0.00466723228,cover=0
- 62:[PialCurv5<-0.0314326771] yes=123,no=124,missing=123,gain=3.23337293,cover=34802
- 123:leaf=0.000590769458,cover=0
- 124:leaf=-0.00312095135,cover=0
-booster[401]:
-0:[PialArea5<0.375788301] yes=1,no=2,missing=1,gain=2.52876449,cover=5124388
- 1:[Pol<91.5616074] yes=3,no=4,missing=3,gain=4.99438906,cover=343062
- 3:[Ecc<8.41855335] yes=7,no=8,missing=7,gain=11.6637917,cover=91240
- 7:[Curv5<0.164550796] yes=15,no=16,missing=15,gain=5.72834396,cover=16356
- 15:[PialCurv5<0.010724308] yes=31,no=32,missing=32,gain=5.87167549,cover=5600
- 31:[LGI5<2.60212255] yes=63,no=64,missing=63,gain=5.32124615,cover=415
- 63:leaf=-0.00714699039,cover=0
- 64:leaf=0.00451392215,cover=0
- 32:[PialCurv5<0.116372027] yes=65,no=66,missing=65,gain=5.51787758,cover=5185
- 65:leaf=0.00674394611,cover=0
- 66:leaf=0.0026129852,cover=0
- 16:[Ecc<1.73852015] yes=33,no=34,missing=33,gain=4.17845488,cover=10756
- 33:[LGI5<2.47959709] yes=67,no=68,missing=67,gain=1.87170053,cover=1516
- 67:leaf=-0.0023781301,cover=0
- 68:leaf=0.00187012088,cover=0
- 34:[Pol<68.1421661] yes=69,no=70,missing=70,gain=4.33223534,cover=9240
- 69:leaf=0.00748390332,cover=0
- 70:leaf=0.00118929497,cover=0
- 8:[LGI5<3.70550299] yes=17,no=18,missing=18,gain=4.09601974,cover=74884
- 17:[Area5<0.601796865] yes=35,no=36,missing=35,gain=4.37048101,cover=71518
- 35:[Curv5<0.18040961] yes=71,no=72,missing=71,gain=3.52647758,cover=7476
- 71:leaf=-0.00211274065,cover=0
- 72:leaf=5.91471908e-05,cover=0
- 36:[PialCurv5<0.074624911] yes=73,no=74,missing=73,gain=5.34423351,cover=64042
- 73:leaf=0.0028303822,cover=0
- 74:leaf=0.000156718481,cover=0
- 18:[PialCurv5<0.0695191324] yes=37,no=38,missing=38,gain=5.45087004,cover=3366
- 37:[Ecc<21.3640327] yes=75,no=76,missing=75,gain=2.94899106,cover=128
- 75:leaf=-0.0135408035,cover=0
- 76:leaf=0.00244578859,cover=0
- 38:[Sulc0<0.995960534] yes=77,no=78,missing=77,gain=4.41854286,cover=3238
- 77:leaf=0.00496315164,cover=0
- 78:leaf=0.00101311749,cover=0
- 4:[Pol<103.31839] yes=9,no=10,missing=9,gain=7.79196692,cover=251822
- 9:[Ecc<6.35379457] yes=19,no=20,missing=19,gain=12.7964678,cover=135029
- 19:[Sulc0<-0.319176674] yes=39,no=40,missing=39,gain=3.90831661,cover=38760
- 39:[LGI5<2.28518939] yes=79,no=80,missing=80,gain=3.02395964,cover=158
- 79:leaf=-0.00499737402,cover=0
- 80:leaf=0.01188266,cover=0
- 40:[LGI5<2.18291569] yes=81,no=82,missing=81,gain=2.78095484,cover=38602
- 81:leaf=0.00333796861,cover=0
- 82:leaf=0.000429180684,cover=0
- 20:[Ecc<21.7409172] yes=41,no=42,missing=41,gain=12.5882111,cover=96269
- 41:[Sulc0<0.574602425] yes=83,no=84,missing=84,gain=5.41280556,cover=77349
- 83:leaf=-0.00190129713,cover=0
- 84:leaf=-0.000670065347,cover=0
- 42:[Area5<0.525751591] yes=85,no=86,missing=85,gain=1.55647206,cover=18920
- 85:leaf=-0.00260204636,cover=0
- 86:leaf=0.000668904278,cover=0
- 10:[Ecc<0.889730632] yes=21,no=22,missing=21,gain=5.88393927,cover=116793
- 21:[Pol<128.951508] yes=43,no=44,missing=43,gain=3.29768801,cover=5891
- 43:[Area5<0.748478889] yes=87,no=88,missing=88,gain=2.15108109,cover=777
- 87:leaf=0.00152244547,cover=0
- 88:leaf=0.0261166282,cover=0
- 44:[LGI5<2.13090348] yes=89,no=90,missing=89,gain=3.62512779,cover=5114
- 89:leaf=-0.011865641,cover=0
- 90:leaf=-0.00151107728,cover=0
- 22:[Pol<123.059357] yes=45,no=46,missing=45,gain=7.54150248,cover=110902
- 45:[Ecc<16.0247612] yes=91,no=92,missing=91,gain=6.45839787,cover=97356
- 91:leaf=0.000481996423,cover=0
- 92:leaf=-0.000451557018,cover=0
- 46:[LGI5<3.03694534] yes=93,no=94,missing=93,gain=2.87612629,cover=13546
- 93:leaf=0.00201312988,cover=0
- 94:leaf=0.000462960772,cover=0
- 2:[Curv5<0.083802022] yes=5,no=6,missing=5,gain=4.61955833,cover=4781326
- 5:[Sulc0<0.56283927] yes=11,no=12,missing=11,gain=13.0284214,cover=3904592
- 11:[Ecc<24.7238369] yes=23,no=24,missing=24,gain=6.63701296,cover=3809217
- 23:[Ecc<9.27846909] yes=47,no=48,missing=47,gain=14.9731197,cover=3327796
- 47:[Curv5<0.0100963581] yes=95,no=96,missing=95,gain=11.714201,cover=2378350
- 95:leaf=-8.72138262e-05,cover=0
- 96:leaf=0.000232752805,cover=0
- 48:[Pol<125.308708] yes=97,no=98,missing=97,gain=31.1855125,cover=949446
- 97:leaf=0.000454351393,cover=0
- 98:leaf=-0.00012107315,cover=0
- 24:[LGI5<3.26095963] yes=49,no=50,missing=49,gain=20.7014103,cover=481421
- 49:[Area5<0.698189139] yes=99,no=100,missing=99,gain=11.3542061,cover=268869
- 99:leaf=-0.000826909207,cover=0
- 100:leaf=-0.000173403459,cover=0
- 50:[Pol<10.3232107] yes=101,no=102,missing=101,gain=6.64984608,cover=212552
- 101:leaf=-0.00071123126,cover=0
- 102:leaf=0.000281009066,cover=0
- 12:[Ecc<40.3354568] yes=25,no=26,missing=25,gain=10.2945662,cover=95375
- 25:[PialCurv5<0.193043977] yes=51,no=52,missing=51,gain=11.2654991,cover=70619
- 51:[Ecc<4.27275372] yes=103,no=104,missing=104,gain=8.43372154,cover=65611
- 103:leaf=-0.0173596498,cover=0
- 104:leaf=0.00109054055,cover=0
- 52:[PialArea5<0.753297985] yes=105,no=106,missing=106,gain=2.07886767,cover=5008
- 105:leaf=-0.0015320715,cover=0
- 106:leaf=0.005751458,cover=0
- 26:[Pol<37.1539459] yes=53,no=54,missing=53,gain=7.7230854,cover=24756
- 53:[PialCurv5<0.0377402082] yes=107,no=108,missing=107,gain=5.96615124,cover=3631
- 107:leaf=0.00679014204,cover=0
- 108:leaf=0.00101298711,cover=0
- 54:[Sulc0<0.915739596] yes=109,no=110,missing=110,gain=8.07308197,cover=21125
- 109:leaf=-0.000992673798,cover=0
- 110:leaf=0.00215500291,cover=0
- 6:[Ecc<7.08616447] yes=13,no=14,missing=13,gain=12.5807648,cover=876734
- 13:[Pol<83.4982376] yes=27,no=28,missing=27,gain=21.741621,cover=339058
- 27:[Area5<0.639429986] yes=55,no=56,missing=55,gain=18.334753,cover=38324
- 55:[LGI5<2.95653391] yes=111,no=112,missing=112,gain=4.94887257,cover=8460
- 111:leaf=-0.0011132108,cover=0
- 112:leaf=0.00397712504,cover=0
- 56:[Ecc<2.13501525] yes=113,no=114,missing=113,gain=17.3440094,cover=29864
- 113:leaf=-0.000161773045,cover=0
- 114:leaf=0.00255831447,cover=0
- 28:[PialCurv5<0.134718806] yes=57,no=58,missing=57,gain=13.3983564,cover=300734
- 57:[PialArea5<0.542192638] yes=115,no=116,missing=115,gain=16.1399269,cover=59024
- 115:leaf=9.53444833e-05,cover=0
- 116:leaf=-0.00156014785,cover=0
- 58:[Sulc0<0.551384151] yes=117,no=118,missing=117,gain=10.1353722,cover=241710
- 117:leaf=0.000262956688,cover=0
- 118:leaf=-0.000759633142,cover=0
- 14:[Area5<0.833255887] yes=29,no=30,missing=30,gain=15.6691628,cover=537676
- 29:[PialArea5<0.576038003] yes=59,no=60,missing=59,gain=14.8872108,cover=511460
- 59:[Pol<110.287491] yes=119,no=120,missing=119,gain=18.3583298,cover=411119
- 119:leaf=-0.000426870305,cover=0
- 120:leaf=0.000282664289,cover=0
- 60:[PialCurv5<0.0877920389] yes=121,no=122,missing=122,gain=11.878273,cover=100341
- 121:leaf=0.0011887931,cover=0
- 122:leaf=-0.0010143572,cover=0
- 30:[PialCurv5<0.224192142] yes=61,no=62,missing=61,gain=7.94369602,cover=26216
- 61:[Pol<92.1537628] yes=123,no=124,missing=124,gain=6.33605003,cover=12291
- 123:leaf=0.000839047774,cover=0
- 124:leaf=0.00312362402,cover=0
- 62:[Curv5<0.177453667] yes=125,no=126,missing=125,gain=4.07826328,cover=13925
- 125:leaf=0.000434339512,cover=0
- 126:leaf=-0.00215272186,cover=0
-booster[402]:
-0:[LGI5<3.13786864] yes=1,no=2,missing=2,gain=2.75630236,cover=5124388
- 1:[Ecc<28.2834949] yes=3,no=4,missing=4,gain=7.33275557,cover=3954668
- 3:[Ecc<10.569519] yes=7,no=8,missing=7,gain=9.74800301,cover=3728011
- 7:[Sulc0<0.779008448] yes=15,no=16,missing=15,gain=7.66488457,cover=3089836
- 15:[PialArea5<0.432214499] yes=31,no=32,missing=31,gain=13.3300123,cover=3023609
- 31:[Area5<0.66211915] yes=63,no=64,missing=63,gain=15.1430063,cover=245644
- 63:leaf=1.89590355e-05,cover=0
- 64:leaf=0.000810453843,cover=0
- 32:[Pol<36.2100182] yes=65,no=66,missing=65,gain=9.11610222,cover=2777965
- 65:leaf=0.000206647979,cover=0
- 66:leaf=-5.58359607e-05,cover=0
- 16:[Area5<0.877147377] yes=33,no=34,missing=33,gain=6.09350395,cover=66227
- 33:[LGI5<2.25958419] yes=67,no=68,missing=68,gain=3.75764561,cover=65409
- 67:leaf=0.00641724048,cover=0
- 68:leaf=-0.000606269634,cover=0
- 34:[MidArea5<0.70642072] yes=69,no=70,missing=69,gain=0.932785511,cover=818
- 69:leaf=0.00257411855,cover=0
- 70:leaf=0.00618369505,cover=0
- 8:[Curv5<0.0756113976] yes=17,no=18,missing=17,gain=20.2429123,cover=638175
- 17:[Sulc0<-0.152423486] yes=35,no=36,missing=36,gain=51.836834,cover=437630
- 35:[PialCurv5<0.0471153036] yes=71,no=72,missing=71,gain=32.4094849,cover=257188
- 71:leaf=4.02499245e-05,cover=0
- 72:leaf=-0.00352066359,cover=0
- 36:[Pol<125.308708] yes=73,no=74,missing=73,gain=35.0402451,cover=180442
- 73:leaf=0.00162245368,cover=0
- 74:leaf=0.000199496048,cover=0
- 18:[PialArea5<0.628734469] yes=37,no=38,missing=37,gain=12.1378593,cover=200545
- 37:[PialCurv5<0.24610664] yes=75,no=76,missing=75,gain=8.42248249,cover=184781
- 75:leaf=0.000211116188,cover=0
- 76:leaf=-0.000469033752,cover=0
- 38:[Area5<0.924216449] yes=77,no=78,missing=77,gain=5.78774643,cover=15764
- 77:leaf=-0.00166911096,cover=0
- 78:leaf=0.00520985201,cover=0
- 4:[Area5<0.710077047] yes=9,no=10,missing=9,gain=15.0787182,cover=226657
- 9:[Curv5<0.171955615] yes=19,no=20,missing=19,gain=6.64305687,cover=108070
- 19:[PialCurv5<-0.0810050145] yes=39,no=40,missing=40,gain=7.19001579,cover=98038
- 39:[Pol<155.757294] yes=79,no=80,missing=79,gain=4.31824541,cover=44056
- 79:leaf=5.33938473e-05,cover=0
- 80:leaf=-0.000966032909,cover=0
- 40:[Sulc0<0.227376223] yes=81,no=82,missing=81,gain=10.9316292,cover=53982
- 81:leaf=-0.00213557412,cover=0
- 82:leaf=-0.00065698754,cover=0
- 20:[Curv5<0.266060919] yes=41,no=42,missing=41,gain=2.27325249,cover=10032
- 41:[PialCurv5<0.189327508] yes=83,no=84,missing=83,gain=1.37195563,cover=8965
- 83:leaf=-0.00112985366,cover=0
- 84:leaf=0.000999735552,cover=0
- 42:[Sulc0<0.717745602] yes=85,no=86,missing=85,gain=0.997281432,cover=1067
- 85:leaf=-0.00503285788,cover=0
- 86:leaf=-0.00094953127,cover=0
- 10:[Sulc0<0.74744761] yes=21,no=22,missing=21,gain=8.55416679,cover=118587
- 21:[Pol<23.2745647] yes=43,no=44,missing=43,gain=9.78209877,cover=92631
- 43:[PialCurv5<-0.00171623251] yes=87,no=88,missing=87,gain=4.68593264,cover=18302
- 87:leaf=0.00137295923,cover=0
- 88:leaf=-0.000547477044,cover=0
- 44:[LGI5<3.09244633] yes=89,no=90,missing=90,gain=7.79919577,cover=74329
- 89:leaf=-0.000566178409,cover=0
- 90:leaf=0.000848082826,cover=0
- 22:[Pol<89.7623749] yes=45,no=46,missing=45,gain=13.0787401,cover=25956
- 45:[Ecc<40.3354568] yes=91,no=92,missing=91,gain=5.88195515,cover=16014
- 91:leaf=0.00104888284,cover=0
- 92:leaf=-0.000869087235,cover=0
- 46:[PialArea5<0.624898493] yes=93,no=94,missing=94,gain=6.62529564,cover=9942
- 93:leaf=0.00201558089,cover=0
- 94:leaf=0.00720468676,cover=0
- 2:[Pol<154.27803] yes=5,no=6,missing=5,gain=6.06373882,cover=1169720
- 5:[PialCurv5<-0.130080611] yes=11,no=12,missing=12,gain=6.0330863,cover=968883
- 11:[Curv5<-0.195883974] yes=23,no=24,missing=23,gain=11.1015701,cover=84002
- 23:[Ecc<6.52965975] yes=47,no=48,missing=48,gain=6.67901087,cover=77980
- 47:[MidArea5<0.489716202] yes=95,no=96,missing=96,gain=1.70790052,cover=2020
- 95:leaf=0.0219662767,cover=0
- 96:leaf=-0.00279531511,cover=0
- 48:[LGI5<3.60428405] yes=97,no=98,missing=98,gain=4.33484221,cover=75960
- 97:leaf=5.68061841e-05,cover=0
- 98:leaf=0.00118792546,cover=0
- 24:[Curv5<-0.0963523984] yes=49,no=50,missing=50,gain=6.56963634,cover=6022
- 49:[Sulc0<0.0214736983] yes=99,no=100,missing=99,gain=2.33152008,cover=5701
- 99:leaf=0.00307200663,cover=0
- 100:leaf=-0.000388946268,cover=0
- 50:[Pol<52.7894325] yes=101,no=102,missing=101,gain=3.83314514,cover=321
- 101:leaf=-0.0120661538,cover=0
- 102:leaf=-0.000609037408,cover=0
- 12:[Ecc<25.1292973] yes=25,no=26,missing=25,gain=7.57297707,cover=884881
- 25:[Pol<130.822815] yes=51,no=52,missing=52,gain=27.1314278,cover=537544
- 51:[Curv5<0.0473068655] yes=103,no=104,missing=103,gain=14.155549,cover=441592
- 103:leaf=0.000137590279,cover=0
- 104:leaf=-0.00043377254,cover=0
- 52:[Ecc<13.6880245] yes=105,no=106,missing=106,gain=106.401207,cover=95952
- 105:leaf=0.00157880399,cover=0
- 106:leaf=-0.00209697173,cover=0
- 26:[Pol<130.198486] yes=53,no=54,missing=53,gain=20.5750027,cover=347337
- 53:[LGI5<3.26095963] yes=107,no=108,missing=107,gain=15.3805075,cover=298792
- 107:leaf=-0.000723130652,cover=0
- 108:leaf=8.64320828e-05,cover=0
- 54:[Curv5<0.0191024225] yes=109,no=110,missing=109,gain=18.3436813,cover=48545
- 109:leaf=0.000379546924,cover=0
- 110:leaf=0.00255491841,cover=0
- 6:[Ecc<41.2560654] yes=13,no=14,missing=14,gain=5.6355772,cover=200837
- 13:[MidArea5<0.552703321] yes=27,no=28,missing=27,gain=4.55627584,cover=183997
- 27:[Ecc<7.90440989] yes=55,no=56,missing=56,gain=1.96539831,cover=3330
- 55:[LGI5<3.22522902] yes=111,no=112,missing=111,gain=2.85411525,cover=107
- 111:leaf=-0.012493901,cover=0
- 112:leaf=0.00743146008,cover=0
- 56:[PialCurv5<0.45140323] yes=113,no=114,missing=113,gain=1.62634873,cover=3223
- 113:leaf=-0.00127457664,cover=0
- 114:leaf=-0.00694330921,cover=0
- 28:[Sulc0<0.41245693] yes=57,no=58,missing=58,gain=3.65269327,cover=180667
- 57:[PialArea5<0.651661396] yes=115,no=116,missing=116,gain=4.06677723,cover=180335
- 115:leaf=0.00105197902,cover=0
- 116:leaf=8.37105908e-05,cover=0
- 58:[Ecc<38.7725143] yes=117,no=118,missing=117,gain=1.59820151,cover=332
- 117:leaf=-0.00717165926,cover=0
- 118:leaf=0.000676780532,cover=0
- 14:[PialCurv5<-0.132898524] yes=29,no=30,missing=30,gain=7.23646641,cover=16840
- 29:[Area5<0.476400614] yes=59,no=60,missing=59,gain=5.39742184,cover=2779
- 59:[Pol<173.32489] yes=119,no=120,missing=120,gain=0.718885899,cover=21
- 119:leaf=0.00331996451,cover=0
- 120:leaf=0.0276735462,cover=0
- 60:[MidArea5<0.658196807] yes=121,no=122,missing=121,gain=1.84396172,cover=2758
- 121:leaf=0.00291281124,cover=0
- 122:leaf=-0.00185012375,cover=0
- 30:[Area5<0.625618935] yes=61,no=62,missing=61,gain=6.43821907,cover=14061
- 61:[Curv5<-0.282992184] yes=123,no=124,missing=123,gain=5.27489185,cover=1821
- 123:leaf=0.0172830969,cover=0
- 124:leaf=0.00373208453,cover=0
- 62:[PialCurv5<0.0240441076] yes=125,no=126,missing=126,gain=5.16984463,cover=12240
- 125:leaf=0.000756143942,cover=0
- 126:leaf=0.00412482256,cover=0
-booster[403]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=2,gain=2.65004182,cover=5124388
- 1:[LGI5<2.92358446] yes=3,no=4,missing=3,gain=1.56521654,cover=40033
- 3:[LGI5<2.48603988] yes=7,no=8,missing=8,gain=1.75707197,cover=24703
- 7:[PialCurv5<0.0377402082] yes=15,no=16,missing=15,gain=1.29708767,cover=8886
- 15:[Sulc0<-0.357752919] yes=31,no=32,missing=31,gain=0.778413832,cover=150
- 31:[LGI5<2.22170687] yes=63,no=64,missing=64,gain=0.380143493,cover=68
- 63:leaf=-0.00727932854,cover=0
- 64:leaf=0.00193230552,cover=0
- 32:[PialCurv5<-0.0940372422] yes=65,no=66,missing=66,gain=0.568561792,cover=82
- 65:leaf=0.000703357102,cover=0
- 66:leaf=-0.00930106081,cover=0
- 16:[PialCurv5<0.171042696] yes=33,no=34,missing=33,gain=2.37134886,cover=8736
- 33:[PialArea5<0.245474651] yes=67,no=68,missing=67,gain=1.87270856,cover=722
- 67:leaf=0.00628235564,cover=0
- 68:leaf=0.00117544911,cover=0
- 34:[Pol<117.668175] yes=69,no=70,missing=70,gain=1.00239921,cover=8014
- 69:leaf=0.000718229625,cover=0
- 70:leaf=-0.00134181534,cover=0
- 8:[Pol<52.7894325] yes=17,no=18,missing=18,gain=1.78264499,cover=15817
- 17:[Curv5<0.199476883] yes=35,no=36,missing=36,gain=0.323964596,cover=83
- 35:[PialArea5<0.245474651] yes=71,no=72,missing=71,gain=0.803456306,cover=34
- 71:leaf=0.018203076,cover=0
- 72:leaf=0.00284595229,cover=0
- 36:[PialCurv5<0.297166049] yes=73,no=74,missing=73,gain=0.26553309,cover=49
- 73:leaf=-0.00681856647,cover=0
- 74:leaf=0.0054832818,cover=0
- 18:[LGI5<2.56865931] yes=37,no=38,missing=37,gain=1.41203403,cover=15734
- 37:[Pol<93.9093552] yes=75,no=76,missing=76,gain=1.79320252,cover=3161
- 75:leaf=0.00201648194,cover=0
- 76:leaf=-0.00158920197,cover=0
- 38:[Pol<104.929901] yes=77,no=78,missing=77,gain=2.54904413,cover=12573
- 77:leaf=-0.000277417566,cover=0
- 78:leaf=0.00163014268,cover=0
- 4:[Ecc<16.5318356] yes=9,no=10,missing=9,gain=1.97715282,cover=15330
- 9:[Pol<85.4004211] yes=19,no=20,missing=19,gain=1.934587,cover=5074
- 19:[LGI5<3.55025291] yes=39,no=40,missing=40,gain=2.35283065,cover=412
- 39:[Area5<0.509397149] yes=79,no=80,missing=79,gain=0.873171687,cover=363
- 79:leaf=-0.0129131526,cover=0
- 80:leaf=0.00383565621,cover=0
- 40:[Area5<0.462054074] yes=81,no=82,missing=82,gain=0.209124565,cover=49
- 81:leaf=0.00959677156,cover=0
- 82:leaf=0.0175968502,cover=0
- 20:[Curv5<0.114925429] yes=41,no=42,missing=42,gain=2.0420785,cover=4662
- 41:[Pol<97.3566132] yes=83,no=84,missing=83,gain=2.26768351,cover=126
- 83:leaf=0.00123061321,cover=0
- 84:leaf=0.0146336881,cover=0
- 42:[Curv5<0.266060919] yes=85,no=86,missing=85,gain=1.74673223,cover=4536
- 85:leaf=0.000927740417,cover=0
- 86:leaf=0.00561916502,cover=0
- 10:[Sulc0<0.779008448] yes=21,no=22,missing=21,gain=2.19847465,cover=10256
- 21:[LGI5<2.95653391] yes=43,no=44,missing=43,gain=3.06216359,cover=1180
- 43:[Area5<0.631603718] yes=87,no=88,missing=87,gain=2.44011664,cover=65
- 87:leaf=0.016845325,cover=0
- 88:leaf=-0.00262284908,cover=0
- 44:[LGI5<3.06739473] yes=89,no=90,missing=89,gain=1.87280583,cover=1115
- 89:leaf=-0.00626510894,cover=0
- 90:leaf=-0.00119928049,cover=0
- 22:[Curv5<0.129884616] yes=45,no=46,missing=45,gain=1.61212194,cover=9076
- 45:[LGI5<3.07360435] yes=91,no=92,missing=91,gain=2.86251473,cover=519
- 91:leaf=0.00470764143,cover=0
- 92:leaf=-0.00407177536,cover=0
- 46:[PialCurv5<0.265012205] yes=93,no=94,missing=93,gain=1.45820737,cover=8557
- 93:leaf=0.00184306689,cover=0
- 94:leaf=0.000409882807,cover=0
- 2:[Curv5<0.245671451] yes=5,no=6,missing=6,gain=2.61436367,cover=5084355
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=3.22118306,cover=5053266
- 11:[PialCurv5<0.382664889] yes=23,no=24,missing=23,gain=4.1212945,cover=5043809
- 23:[PialArea5<0.454431564] yes=47,no=48,missing=47,gain=5.31487131,cover=4962876
- 47:[Curv5<0.0300692953] yes=95,no=96,missing=96,gain=13.0106211,cover=537192
- 95:leaf=-0.00131222222,cover=0
- 96:leaf=0.000193533706,cover=0
- 48:[Curv5<0.0778492987] yes=97,no=98,missing=97,gain=9.26905537,cover=4425684
- 97:leaf=1.46021839e-05,cover=0
- 98:leaf=-0.000195163157,cover=0
- 24:[Sulc0<0.528918922] yes=49,no=50,missing=50,gain=2.9141736,cover=80933
- 49:[Curv5<0.186949074] yes=99,no=100,missing=99,gain=2.91956449,cover=21052
- 99:leaf=0.000923154235,cover=0
- 100:leaf=-0.000298402243,cover=0
- 50:[Ecc<24.3269672] yes=101,no=102,missing=101,gain=3.66178417,cover=59881
- 101:leaf=-0.000766912824,cover=0
- 102:leaf=0.000122206213,cover=0
- 12:[Sulc0<0.354630351] yes=25,no=26,missing=25,gain=5.48516178,cover=9457
- 25:[LGI5<3.48966408] yes=51,no=52,missing=51,gain=2.14447308,cover=1676
- 51:[Ecc<11.5171156] yes=103,no=104,missing=104,gain=3.92348003,cover=1626
- 103:leaf=0.00295610027,cover=0
- 104:leaf=0.0107514812,cover=0
- 52:[Pol<7.58674097] yes=105,no=106,missing=105,gain=0.143828332,cover=50
- 105:leaf=-0.00165040174,cover=0
- 106:leaf=-0.0080732787,cover=0
- 26:[PialArea5<0.472106963] yes=53,no=54,missing=54,gain=3.28373504,cover=7781
- 53:[Sulc0<0.849368811] yes=107,no=108,missing=107,gain=2.27741575,cover=7610
- 107:leaf=0.0010470883,cover=0
- 108:leaf=-0.000683412363,cover=0
- 54:[Ecc<8.48579407] yes=109,no=110,missing=109,gain=2.05239463,cover=171
- 109:leaf=0.0135586439,cover=0
- 110:leaf=0.00247636763,cover=0
- 6:[PialArea5<0.524996102] yes=13,no=14,missing=13,gain=1.67780662,cover=31089
- 13:[Sulc0<0.423605621] yes=27,no=28,missing=27,gain=1.47802234,cover=30628
- 27:[LGI5<3.24660802] yes=55,no=56,missing=56,gain=1.4551177,cover=14745
- 55:[LGI5<2.72022414] yes=111,no=112,missing=111,gain=1.6872108,cover=14338
- 111:leaf=-0.00094504311,cover=0
- 112:leaf=0.00102189369,cover=0
- 56:[Ecc<6.41291761] yes=113,no=114,missing=114,gain=1.40669131,cover=407
- 113:leaf=0.00823614374,cover=0
- 114:leaf=-0.00451843301,cover=0
- 28:[Pol<131.443253] yes=57,no=58,missing=58,gain=2.24809575,cover=15883
- 57:[Sulc0<0.74744761] yes=115,no=116,missing=115,gain=1.55718517,cover=15612
- 115:leaf=0.000328010152,cover=0
- 116:leaf=-0.000685546547,cover=0
- 58:[Ecc<8.41855335] yes=117,no=118,missing=117,gain=0.806848764,cover=271
- 117:leaf=-0.00690512685,cover=0
- 118:leaf=-0.00133338373,cover=0
- 14:[Ecc<8.6295805] yes=29,no=30,missing=29,gain=0.997827053,cover=461
- 29:[LGI5<2.72552347] yes=59,no=60,missing=59,gain=0.640612423,cover=385
- 59:[Ecc<2.19188094] yes=119,no=120,missing=119,gain=0.337661803,cover=277
- 119:leaf=-0.00211956655,cover=0
- 120:leaf=0.00150785234,cover=0
- 60:[LGI5<2.81919122] yes=121,no=122,missing=121,gain=0.281111002,cover=108
- 121:leaf=0.010913725,cover=0
- 122:leaf=0.00363195059,cover=0
- 30:[PialCurv5<0.154069737] yes=61,no=62,missing=61,gain=0.514146447,cover=76
- 61:[Area5<0.727793753] yes=123,no=124,missing=123,gain=0.141876936,cover=27
- 123:leaf=0.0162886251,cover=0
- 124:leaf=0.00767148519,cover=0
- 62:[Area5<0.596935391] yes=125,no=126,missing=125,gain=0.326843232,cover=49
- 125:leaf=0.0145919695,cover=0
- 126:leaf=0.00281821657,cover=0
-booster[404]:
-0:[LGI5<3.13142419] yes=1,no=2,missing=1,gain=2.50728202,cover=5124388
- 1:[Ecc<27.327179] yes=3,no=4,missing=3,gain=6.87548065,cover=3934651
- 3:[Ecc<10.569519] yes=7,no=8,missing=8,gain=9.38666916,cover=3698377
- 7:[Sulc0<1.02827847] yes=15,no=16,missing=15,gain=6.91601562,cover=3085054
- 15:[Curv5<0.0100963581] yes=31,no=32,missing=31,gain=7.6279397,cover=3075713
- 31:[PialArea5<0.727568209] yes=63,no=64,missing=64,gain=21.5068359,cover=2060723
- 63:leaf=-0.000446929596,cover=0
- 64:leaf=1.51444765e-05,cover=0
- 32:[Pol<64.3762589] yes=65,no=66,missing=65,gain=28.6044445,cover=1014990
- 65:leaf=0.00161885773,cover=0
- 66:leaf=6.98482036e-05,cover=0
- 16:[PialCurv5<0.309146255] yes=33,no=34,missing=33,gain=3.38917208,cover=9341
- 33:[Curv5<0.183586344] yes=67,no=68,missing=67,gain=1.99778378,cover=2320
- 67:leaf=0.0012947669,cover=0
- 68:leaf=-0.00186071207,cover=0
- 34:[PialArea5<0.301675379] yes=69,no=70,missing=70,gain=1.60563183,cover=7021
- 69:leaf=-0.00105053175,cover=0
- 70:leaf=-0.00257453253,cover=0
- 8:[Curv5<0.0716206133] yes=17,no=18,missing=17,gain=19.5122814,cover=613323
- 17:[Sulc0<-0.202991232] yes=35,no=36,missing=36,gain=50.1678238,cover=413748
- 35:[PialArea5<0.651661396] yes=71,no=72,missing=71,gain=24.7320213,cover=231120
- 71:leaf=-0.00247882376,cover=0
- 72:leaf=3.25218061e-05,cover=0
- 36:[Pol<123.615685] yes=73,no=74,missing=73,gain=34.2504425,cover=182628
- 73:leaf=0.00163325598,cover=0
- 74:leaf=0.000252840517,cover=0
- 18:[PialArea5<0.655307472] yes=37,no=38,missing=37,gain=12.2310057,cover=199575
- 37:[LGI5<2.86927843] yes=75,no=76,missing=75,gain=8.93163109,cover=187625
- 75:leaf=0.000311639131,cover=0
- 76:leaf=-0.000387020322,cover=0
- 38:[Area5<0.924216449] yes=77,no=78,missing=77,gain=5.29897499,cover=11950
- 77:leaf=-0.00190201181,cover=0
- 78:leaf=0.00519675063,cover=0
- 4:[Area5<0.714116395] yes=9,no=10,missing=9,gain=13.9747391,cover=236274
- 9:[LGI5<3.06122994] yes=19,no=20,missing=19,gain=6.76167107,cover=119214
- 19:[PialCurv5<-0.0982506946] yes=39,no=40,missing=39,gain=6.94181824,cover=93532
- 39:[Pol<157.22821] yes=79,no=80,missing=80,gain=3.17605519,cover=32768
- 79:leaf=0.000156993192,cover=0
- 80:leaf=-0.000853694044,cover=0
- 40:[Sulc0<0.29007864] yes=81,no=82,missing=81,gain=13.8984375,cover=60764
- 81:leaf=-0.00203298661,cover=0
- 82:leaf=-0.000498769747,cover=0
- 20:[Pol<148.336472] yes=41,no=42,missing=41,gain=5.73802805,cover=25682
- 41:[PialArea5<0.309935868] yes=83,no=84,missing=84,gain=2.17390347,cover=19876
- 83:leaf=0.00247107446,cover=0
- 84:leaf=0.0003605737,cover=0
- 42:[Curv5<-0.134546712] yes=85,no=86,missing=85,gain=6.15186882,cover=5806
- 85:leaf=-0.000334636163,cover=0
- 86:leaf=-0.00406750618,cover=0
- 10:[Curv5<0.0344051942] yes=21,no=22,missing=21,gain=7.85906696,cover=117060
- 21:[Pol<23.2745647] yes=43,no=44,missing=43,gain=14.0297308,cover=59869
- 43:[PialCurv5<-0.00171623251] yes=87,no=88,missing=87,gain=5.80946255,cover=16680
- 87:leaf=0.00140208751,cover=0
- 88:leaf=-0.00107092899,cover=0
- 44:[Pol<119.248337] yes=89,no=90,missing=89,gain=6.74344921,cover=43189
- 89:leaf=-0.00145007076,cover=0
- 90:leaf=-0.000187980768,cover=0
- 22:[Pol<97.3566132] yes=45,no=46,missing=45,gain=11.7887669,cover=57191
- 45:[PialCurv5<0.04242469] yes=91,no=92,missing=91,gain=12.380229,cover=41423
- 91:leaf=0.00490527088,cover=0
- 92:leaf=-3.4157023e-05,cover=0
- 46:[Sulc0<0.32645905] yes=93,no=94,missing=94,gain=3.85075951,cover=15768
- 93:leaf=-0.000999514246,cover=0
- 94:leaf=0.00195218099,cover=0
- 2:[Area5<0.584141672] yes=5,no=6,missing=6,gain=5.88509798,cover=1189737
- 5:[Ecc<8.17402458] yes=11,no=12,missing=12,gain=6.76665974,cover=86840
- 11:[MidArea5<0.574335396] yes=23,no=24,missing=23,gain=3.68146038,cover=6385
- 23:[Sulc0<0.364060968] yes=47,no=48,missing=48,gain=2.81712341,cover=995
- 47:[Ecc<4.87342644] yes=95,no=96,missing=95,gain=1.94410181,cover=933
- 95:leaf=0.0141717494,cover=0
- 96:leaf=0.00180941413,cover=0
- 48:[MidArea5<0.460721314] yes=97,no=98,missing=98,gain=0.670950294,cover=62
- 97:leaf=-0.00131386379,cover=0
- 98:leaf=-0.0123282215,cover=0
- 24:[Sulc0<-0.152423486] yes=49,no=50,missing=50,gain=3.93828011,cover=5390
- 49:[Pol<160.869751] yes=99,no=100,missing=100,gain=3.07185364,cover=4941
- 99:leaf=-0.000713907531,cover=0
- 100:leaf=-0.00381821883,cover=0
- 50:[Ecc<7.34691238] yes=101,no=102,missing=101,gain=1.53114128,cover=449
- 101:leaf=-0.010624053,cover=0
- 102:leaf=-0.00427017547,cover=0
- 12:[Curv5<0.00780903921] yes=25,no=26,missing=25,gain=9.17632484,cover=80455
- 25:[Pol<54.5053368] yes=51,no=52,missing=51,gain=8.35925961,cover=70360
- 51:[Curv5<-0.0795110464] yes=103,no=104,missing=103,gain=7.46772289,cover=22364
- 103:leaf=9.49406167e-05,cover=0
- 104:leaf=-0.00370603986,cover=0
- 52:[Pol<90.9627914] yes=105,no=106,missing=105,gain=9.0592289,cover=47996
- 105:leaf=0.00233549369,cover=0
- 106:leaf=0.000669487927,cover=0
- 26:[PialArea5<0.39986974] yes=53,no=54,missing=53,gain=4.90776348,cover=10095
- 53:[Sulc0<1.06550956] yes=107,no=108,missing=107,gain=2.67119551,cover=5479
- 107:leaf=0.000692189555,cover=0
- 108:leaf=-0.00186587218,cover=0
- 54:[Sulc0<0.966456771] yes=109,no=110,missing=109,gain=8.35164261,cover=4616
- 109:leaf=-0.00162836385,cover=0
- 110:leaf=-0.010771893,cover=0
- 6:[Sulc0<0.890415967] yes=13,no=14,missing=13,gain=5.50968266,cover=1102897
- 13:[PialCurv5<0.074624911] yes=27,no=28,missing=28,gain=7.58735228,cover=992175
- 27:[PialArea5<0.445556581] yes=55,no=56,missing=55,gain=8.78817368,cover=706969
- 55:[Pol<73.3354874] yes=111,no=112,missing=111,gain=12.0085974,cover=4948
- 111:leaf=0.00296358136,cover=0
- 112:leaf=-0.00333121535,cover=0
- 56:[Curv5<0.0615303926] yes=113,no=114,missing=113,gain=12.8766336,cover=702021
- 113:leaf=-5.91641983e-05,cover=0
- 114:leaf=0.00151673576,cover=0
- 28:[Pol<114.966316] yes=57,no=58,missing=57,gain=19.3163414,cover=285206
- 57:[Sulc0<0.272107065] yes=115,no=116,missing=116,gain=23.2324104,cover=189209
- 115:leaf=0.000523493043,cover=0
- 116:leaf=-0.000906087167,cover=0
- 58:[Ecc<25.1292973] yes=117,no=118,missing=117,gain=15.0846167,cover=95997
- 117:leaf=-0.000126652114,cover=0
- 118:leaf=0.00133594649,cover=0
- 14:[Ecc<9.61991787] yes=29,no=30,missing=29,gain=12.0142155,cover=110722
- 29:[Pol<103.851685] yes=59,no=60,missing=59,gain=1.93706512,cover=1625
- 59:[PialArea5<0.494012713] yes=119,no=120,missing=119,gain=1.76799393,cover=1365
- 119:leaf=-0.00421158271,cover=0
- 120:leaf=-0.0105349505,cover=0
- 60:[PialCurv5<0.232516408] yes=121,no=122,missing=121,gain=0.443676174,cover=260
- 121:leaf=0.00554637564,cover=0
- 122:leaf=-0.000824041374,cover=0
- 30:[PialCurv5<0.122354448] yes=61,no=62,missing=61,gain=11.3780365,cover=109097
- 61:[Ecc<31.520586] yes=123,no=124,missing=123,gain=6.98562813,cover=6101
- 123:leaf=8.42147128e-05,cover=0
- 124:leaf=0.00363643165,cover=0
- 62:[Pol<95.6227875] yes=125,no=126,missing=125,gain=8.31860733,cover=102996
- 125:leaf=-0.000187228899,cover=0
- 126:leaf=0.000730313186,cover=0
-booster[405]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=1,gain=2.52592516,cover=5124388
- 1:[PialArea5<0.245474651] yes=3,no=4,missing=3,gain=2.49074531,cover=5104371
- 3:[MidArea5<0.421422303] yes=7,no=8,missing=7,gain=1.69706535,cover=19929
- 7:[Area5<0.610838115] yes=15,no=16,missing=16,gain=5.26401758,cover=9463
- 15:[Pol<96.8070755] yes=31,no=32,missing=31,gain=1.43439662,cover=8093
- 31:[Curv5<0.116796501] yes=63,no=64,missing=63,gain=1.72387266,cover=3301
- 63:leaf=-0.00313897594,cover=0
- 64:leaf=0.00165134284,cover=0
- 32:[LGI5<2.29093218] yes=65,no=66,missing=65,gain=1.86714315,cover=4792
- 65:leaf=0.00347034819,cover=0
- 66:leaf=-0.000273849088,cover=0
- 16:[Pol<82.8478928] yes=33,no=34,missing=33,gain=1.51774597,cover=1370
- 33:[Curv5<0.266060919] yes=67,no=68,missing=67,gain=1.21866465,cover=179
- 67:leaf=0.0104654534,cover=0
- 68:leaf=0.000720335753,cover=0
- 34:[LGI5<2.99035311] yes=69,no=70,missing=69,gain=1.50778246,cover=1191
- 69:leaf=0.00201195595,cover=0
- 70:leaf=0.00580171077,cover=0
- 8:[Curv5<0.15992938] yes=17,no=18,missing=17,gain=3.18678141,cover=10466
- 17:[Ecc<7.64592981] yes=35,no=36,missing=35,gain=1.31886172,cover=1626
- 35:[Area5<0.654657125] yes=71,no=72,missing=72,gain=1.73838258,cover=158
- 71:leaf=0.00222151843,cover=0
- 72:leaf=0.0129397465,cover=0
- 36:[PialCurv5<0.232516408] yes=73,no=74,missing=73,gain=1.67559481,cover=1468
- 73:leaf=-0.000199718866,cover=0
- 74:leaf=0.00319779105,cover=0
- 18:[Area5<0.625618935] yes=37,no=38,missing=37,gain=2.34022951,cover=8840
- 37:[Ecc<12.5441074] yes=75,no=76,missing=75,gain=0.943802834,cover=1174
- 75:leaf=-0.00149893167,cover=0
- 76:leaf=-0.00475205621,cover=0
- 38:[MidArea5<0.439916283] yes=77,no=78,missing=77,gain=2.31543875,cover=7666
- 77:leaf=0.0012498385,cover=0
- 78:leaf=-0.000571895507,cover=0
- 4:[Area5<0.517926872] yes=9,no=10,missing=9,gain=2.57169056,cover=5084442
- 9:[Sulc0<0.0530014001] yes=19,no=20,missing=19,gain=5.9441309,cover=340710
- 19:[PialCurv5<-0.0914456472] yes=39,no=40,missing=40,gain=3.73904991,cover=326346
- 39:[Ecc<1.68457866] yes=79,no=80,missing=79,gain=5.01433849,cover=245284
- 79:leaf=-0.000237663233,cover=0
- 80:leaf=0.000240503141,cover=0
- 40:[Pol<64.3762589] yes=81,no=82,missing=82,gain=8.43838024,cover=81062
- 81:leaf=-0.00077983638,cover=0
- 82:leaf=0.000678980316,cover=0
- 20:[Pol<105.995506] yes=41,no=42,missing=41,gain=3.21529484,cover=14364
- 41:[LGI5<3.20360112] yes=83,no=84,missing=83,gain=2.0569644,cover=8070
- 83:leaf=-0.00201696903,cover=0
- 84:leaf=-0.000232543869,cover=0
- 42:[PialArea5<0.89536339] yes=85,no=86,missing=85,gain=1.91593885,cover=6294
- 85:leaf=3.48309331e-05,cover=0
- 86:leaf=-0.0150930006,cover=0
- 10:[Ecc<1.15906882] yes=21,no=22,missing=21,gain=3.0474782,cover=4743732
- 21:[Pol<148.336472] yes=43,no=44,missing=43,gain=24.0887737,cover=286671
- 43:[Pol<51.9018669] yes=87,no=88,missing=87,gain=24.2418633,cover=205091
- 87:leaf=-0.000635608681,cover=0
- 88:leaf=0.000511817925,cover=0
- 44:[Ecc<0.406764686] yes=89,no=90,missing=89,gain=7.28771973,cover=81580
- 89:leaf=-0.0001858865,cover=0
- 90:leaf=-0.00120952388,cover=0
- 22:[Ecc<1.79549146] yes=45,no=46,missing=45,gain=12.2994804,cover=4457061
- 45:[Pol<72.6247101] yes=91,no=92,missing=91,gain=22.5673027,cover=193099
- 91:leaf=-0.000318667007,cover=0
- 92:leaf=0.000802682247,cover=0
- 46:[Ecc<2.97906685] yes=93,no=94,missing=93,gain=11.7668037,cover=4263962
- 93:leaf=-0.000295250968,cover=0
- 94:leaf=7.77304285e-06,cover=0
- 2:[Pol<90.9627914] yes=5,no=6,missing=5,gain=4.27585411,cover=20017
- 5:[MidArea5<0.707922041] yes=11,no=12,missing=11,gain=5.4125247,cover=8456
- 11:[Ecc<31.520586] yes=23,no=24,missing=23,gain=5.52403545,cover=4474
- 23:[PialCurv5<0.101587482] yes=47,no=48,missing=48,gain=3.84996414,cover=3293
- 47:[Ecc<18.8860435] yes=95,no=96,missing=95,gain=6.24617767,cover=2120
- 95:leaf=-0.00250108121,cover=0
- 96:leaf=-0.00796463061,cover=0
- 48:[Sulc0<0.443755656] yes=97,no=98,missing=98,gain=1.80293822,cover=1173
- 97:leaf=-0.00329965726,cover=0
- 98:leaf=0.000618479331,cover=0
- 24:[PialCurv5<-0.0363363102] yes=49,no=50,missing=49,gain=2.87036729,cover=1181
- 49:[PialArea5<0.658944428] yes=99,no=100,missing=99,gain=0.473576546,cover=141
- 99:leaf=0.0114218546,cover=0
- 100:leaf=0.00501965499,cover=0
- 50:[Pol<5.08026028] yes=101,no=102,missing=101,gain=2.43145895,cover=1040
- 101:leaf=0.0227998681,cover=0
- 102:leaf=-0.000833405356,cover=0
- 12:[Sulc0<0.0214736983] yes=25,no=26,missing=25,gain=5.9750576,cover=3982
- 25:[PialCurv5<-0.0314326771] yes=51,no=52,missing=51,gain=3.04544878,cover=2691
- 51:[Area5<0.682363749] yes=103,no=104,missing=103,gain=2.16904783,cover=1998
- 103:leaf=0.00183252513,cover=0
- 104:leaf=-0.00162550772,cover=0
- 52:[Ecc<23.9349174] yes=105,no=106,missing=105,gain=2.27113724,cover=693
- 105:leaf=-0.00776903424,cover=0
- 106:leaf=-0.00192532595,cover=0
- 26:[Ecc<32.0879669] yes=53,no=54,missing=53,gain=3.61994362,cover=1291
- 53:[MidArea5<0.786720097] yes=107,no=108,missing=107,gain=2.43262625,cover=365
- 107:leaf=0.00372122903,cover=0
- 108:leaf=0.012146228,cover=0
- 54:[Sulc0<1.11117697] yes=109,no=110,missing=110,gain=2.72886515,cover=926
- 109:leaf=0.000298378582,cover=0
- 110:leaf=0.0107752476,cover=0
- 6:[Ecc<15.5679035] yes=13,no=14,missing=14,gain=1.99879372,cover=11561
- 13:[Area5<0.629274011] yes=27,no=28,missing=27,gain=1.39270079,cover=1682
- 27:[Sulc0<0.528918922] yes=55,no=56,missing=56,gain=1.97387314,cover=323
- 55:[PialArea5<0.476533443] yes=111,no=112,missing=111,gain=1.72562885,cover=263
- 111:leaf=-0.00460515777,cover=0
- 112:leaf=0.00493358914,cover=0
- 56:[PialCurv5<0.216171265] yes=113,no=114,missing=113,gain=0.714428186,cover=60
- 113:leaf=0.0160902813,cover=0
- 114:leaf=0.00375065254,cover=0
- 28:[Sulc0<-0.574995995] yes=57,no=58,missing=57,gain=1.27947569,cover=1359
- 57:[PialArea5<0.974509239] yes=115,no=116,missing=115,gain=0.324267626,cover=180
- 115:leaf=-0.00516243372,cover=0
- 116:leaf=-0.000914674194,cover=0
- 58:[Area5<0.710880876] yes=117,no=118,missing=118,gain=1.19159782,cover=1179
- 117:leaf=-6.74913463e-05,cover=0
- 118:leaf=0.00311083184,cover=0
- 14:[Sulc0<0.0372688323] yes=29,no=30,missing=29,gain=2.732234,cover=9879
- 29:[Ecc<28.2834949] yes=59,no=60,missing=59,gain=1.90759873,cover=4929
- 59:[Area5<0.790145099] yes=119,no=120,missing=119,gain=2.70939088,cover=3818
- 119:leaf=0.000556606043,cover=0
- 120:leaf=-0.00375000178,cover=0
- 60:[Area5<0.745235085] yes=121,no=122,missing=121,gain=1.65090322,cover=1111
- 121:leaf=0.00135066546,cover=0
- 122:leaf=0.0058351336,cover=0
- 30:[Area5<0.675895274] yes=61,no=62,missing=61,gain=3.49802899,cover=4950
- 61:[PialCurv5<0.122354448] yes=123,no=124,missing=123,gain=2.27537251,cover=1182
- 123:leaf=-0.00562206004,cover=0
- 124:leaf=-0.00123356737,cover=0
- 62:[MidArea5<0.776906967] yes=125,no=126,missing=126,gain=2.99581766,cover=3768
- 125:leaf=0.000478586007,cover=0
- 126:leaf=-0.00287081976,cover=0
-booster[406]:
-0:[PialArea5<0.324585885] yes=1,no=2,missing=2,gain=2.4453764,cover=5124388
- 1:[Area5<0.72867924] yes=3,no=4,missing=3,gain=2.7289567,cover=160410
- 3:[Curv5<0.126145482] yes=7,no=8,missing=8,gain=1.90032315,cover=145958
- 7:[Curv5<0.0736173838] yes=15,no=16,missing=15,gain=2.86665845,cover=11657
- 15:[Sulc0<0.281104684] yes=31,no=32,missing=31,gain=1.18226409,cover=1814
- 31:[Sulc0<-0.325671464] yes=63,no=64,missing=64,gain=1.71186185,cover=617
- 63:leaf=-0.00237983628,cover=0
- 64:leaf=0.00294233812,cover=0
- 32:[Curv5<-0.0708468556] yes=65,no=66,missing=66,gain=1.50984645,cover=1197
- 65:leaf=0.00304658525,cover=0
- 66:leaf=-0.00262503535,cover=0
- 16:[LGI5<3.42912889] yes=33,no=34,missing=33,gain=2.18584013,cover=9843
- 33:[LGI5<3.33014965] yes=67,no=68,missing=67,gain=3.27232599,cover=8819
- 67:leaf=0.00111061882,cover=0
- 68:leaf=-0.00239146315,cover=0
- 34:[PialCurv5<0.0851107761] yes=69,no=70,missing=70,gain=1.63660002,cover=1024
- 69:leaf=-0.00476452801,cover=0
- 70:leaf=0.00375693548,cover=0
- 8:[Sulc0<0.40262419] yes=17,no=18,missing=18,gain=2.0840466,cover=134301
- 17:[Ecc<3.67199802] yes=35,no=36,missing=36,gain=3.2156682,cover=14870
- 35:[Curv5<0.266060919] yes=71,no=72,missing=71,gain=1.44081104,cover=8787
- 71:leaf=0.000381412305,cover=0
- 72:leaf=-0.00111497834,cover=0
- 36:[Ecc<6.64552498] yes=73,no=74,missing=73,gain=2.07212782,cover=6083
- 73:leaf=0.00232975697,cover=0
- 74:leaf=0.000469473191,cover=0
- 18:[PialCurv5<0.0616685152] yes=37,no=38,missing=38,gain=2.20189881,cover=119431
- 37:[Sulc0<0.732260227] yes=75,no=76,missing=75,gain=1.80159783,cover=977
- 75:leaf=0.000306747359,cover=0
- 76:leaf=0.00460298732,cover=0
- 38:[Ecc<1.26157856] yes=77,no=78,missing=77,gain=1.77815259,cover=118454
- 77:leaf=-0.00671306998,cover=0
- 78:leaf=-9.30967781e-06,cover=0
- 4:[Curv5<0.0935273841] yes=9,no=10,missing=9,gain=1.44854546,cover=14452
- 9:[Sulc0<1.11117697] yes=19,no=20,missing=19,gain=1.29844248,cover=68
- 19:[Ecc<15.7955055] yes=39,no=40,missing=40,gain=0.472049713,cover=57
- 39:[Pol<84.1277542] yes=79,no=80,missing=79,gain=0.241033882,cover=25
- 79:leaf=0.00759749115,cover=0
- 80:leaf=-0.00587192643,cover=0
- 40:[LGI5<2.83041978] yes=81,no=82,missing=81,gain=0.508612394,cover=32
- 81:leaf=-0.0238314997,cover=0
- 82:leaf=-0.00905581471,cover=0
- 20:[Pol<96.8070755] yes=41,no=42,missing=41,gain=0.0540371537,cover=11
- 41:leaf=0.00979717355,cover=0
- 42:leaf=-0.00123999722,cover=0
- 10:[MidArea5<0.590346038] yes=21,no=22,missing=21,gain=1.40487099,cover=14384
- 21:[PialCurv5<0.297166049] yes=43,no=44,missing=44,gain=1.42314768,cover=14271
- 43:[LGI5<3.70550299] yes=83,no=84,missing=84,gain=1.71836853,cover=4403
- 83:leaf=0.00142035435,cover=0
- 84:leaf=0.00751331775,cover=0
- 44:[LGI5<2.61063838] yes=85,no=86,missing=85,gain=0.893873453,cover=9868
- 85:leaf=-0.000453233166,cover=0
- 86:leaf=0.000740734336,cover=0
- 22:[LGI5<3.3215456] yes=45,no=46,missing=45,gain=1.38883936,cover=113
- 45:[Ecc<13.1181517] yes=87,no=88,missing=87,gain=0.468134224,cover=80
- 87:leaf=0.00653096149,cover=0
- 88:leaf=-0.0010493095,cover=0
- 46:[Ecc<38.0136108] yes=89,no=90,missing=90,gain=0.0173215866,cover=33
- 89:leaf=0.0151299359,cover=0
- 90:leaf=0.00342012639,cover=0
- 2:[Curv5<0.195079193] yes=5,no=6,missing=6,gain=3.46085501,cover=4963978
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=12,gain=3.05578065,cover=4850922
- 11:[LGI5<2.35279679] yes=23,no=24,missing=23,gain=3.05776763,cover=4849211
- 23:[Ecc<1.26157856] yes=47,no=48,missing=48,gain=8.12563419,cover=535124
- 47:[Area5<0.654657125] yes=91,no=92,missing=91,gain=14.3002539,cover=165756
- 91:leaf=-0.000447740924,cover=0
- 92:leaf=0.000622935069,cover=0
- 48:[Area5<0.621834755] yes=93,no=94,missing=93,gain=11.2844133,cover=369368
- 93:leaf=0.000572727004,cover=0
- 94:leaf=1.12694897e-05,cover=0
- 24:[Ecc<0.513775289] yes=49,no=50,missing=50,gain=6.9185605,cover=4314087
- 49:[LGI5<2.44639945] yes=95,no=96,missing=95,gain=11.8186035,cover=63821
- 95:leaf=0.00114080054,cover=0
- 96:leaf=-0.000222736271,cover=0
- 50:[Ecc<3.03937531] yes=97,no=98,missing=97,gain=8.54585934,cover=4250266
- 97:leaf=-0.000202180818,cover=0
- 98:leaf=5.63061576e-06,cover=0
- 12:[Pol<34.3003769] yes=25,no=26,missing=25,gain=1.99365139,cover=1711
- 25:[Pol<3.6072247] yes=51,no=52,missing=51,gain=0.83679533,cover=37
- 51:leaf=0.035653919,cover=0
- 52:[Pol<18.1680222] yes=99,no=100,missing=99,gain=0.611046195,cover=34
- 99:leaf=-0.00883628149,cover=0
- 100:leaf=0.0126088327,cover=0
- 26:[LGI5<2.37224698] yes=53,no=54,missing=53,gain=1.64523149,cover=1674
- 53:[Curv5<0.162240714] yes=101,no=102,missing=101,gain=1.5076592,cover=118
- 101:leaf=-0.00978710596,cover=0
- 102:leaf=0.00146823353,cover=0
- 54:[Ecc<8.35574818] yes=103,no=104,missing=103,gain=1.99828553,cover=1556
- 103:leaf=0.00451811543,cover=0
- 104:leaf=0.000847487536,cover=0
- 6:[Ecc<28.7730255] yes=13,no=14,missing=13,gain=3.78782845,cover=113056
- 13:[Ecc<9.75650311] yes=27,no=28,missing=28,gain=4.07652855,cover=101810
- 27:[Area5<0.529385149] yes=55,no=56,missing=55,gain=2.53352976,cover=86953
- 55:[PialCurv5<0.493508637] yes=105,no=106,missing=105,gain=0.976449013,cover=869
- 105:leaf=-0.00344490865,cover=0
- 106:leaf=0.00249766815,cover=0
- 56:[LGI5<2.3349762] yes=107,no=108,missing=107,gain=2.47047043,cover=86084
- 107:leaf=-0.000776539906,cover=0
- 108:leaf=-8.95000558e-05,cover=0
- 28:[LGI5<3.02536297] yes=57,no=58,missing=58,gain=2.14944983,cover=14857
- 57:[Ecc<12.5441074] yes=109,no=110,missing=109,gain=3.44392061,cover=6239
- 109:leaf=0.000524002593,cover=0
- 110:leaf=-0.00187393767,cover=0
- 58:[LGI5<3.31338549] yes=111,no=112,missing=111,gain=2.8801136,cover=8618
- 111:leaf=-0.00254070945,cover=0
- 112:leaf=-0.000711698784,cover=0
- 14:[Pol<139.671173] yes=29,no=30,missing=30,gain=2.19868803,cover=11246
- 29:[LGI5<2.89660096] yes=59,no=60,missing=59,gain=1.98582959,cover=11174
- 59:[Area5<0.584141672] yes=113,no=114,missing=113,gain=1.46950531,cover=1164
- 113:leaf=-0.00401578145,cover=0
- 114:leaf=0.00297157397,cover=0
- 60:[LGI5<3.58443618] yes=115,no=116,missing=115,gain=1.40640652,cover=10010
- 115:leaf=0.000560903631,cover=0
- 116:leaf=-0.00107651844,cover=0
- 30:[PialCurv5<0.315450013] yes=61,no=62,missing=62,gain=0.917444706,cover=72
- 61:[LGI5<2.8746686] yes=117,no=118,missing=117,gain=0.291602552,cover=34
- 117:leaf=0.00783327222,cover=0
- 118:leaf=-0.00123945356,cover=0
- 62:[LGI5<3.62495422] yes=119,no=120,missing=119,gain=0.61947155,cover=38
- 119:leaf=0.0174338203,cover=0
- 120:leaf=0.000882439315,cover=0
-booster[407]:
-0:[Area5<0.433531314] yes=1,no=2,missing=1,gain=2.39953184,cover=5124388
- 1:[Ecc<1.46579576] yes=3,no=4,missing=4,gain=2.53802109,cover=80066
- 3:[LGI5<2.13090348] yes=7,no=8,missing=7,gain=3.02924824,cover=26321
- 7:[PialCurv5<-0.137075767] yes=15,no=16,missing=15,gain=1.98754811,cover=422
- 15:[Curv5<-0.239749789] yes=31,no=32,missing=31,gain=1.44802141,cover=105
- 31:[Ecc<0.513775289] yes=63,no=64,missing=63,gain=0.309130341,cover=52
- 63:leaf=-0.00326878577,cover=0
- 64:leaf=0.0059206062,cover=0
- 32:[Sulc0<-0.87967056] yes=65,no=66,missing=65,gain=0.148168087,cover=53
- 65:leaf=0.0169346686,cover=0
- 66:leaf=0.00790478662,cover=0
- 16:[PialArea5<0.699586272] yes=33,no=34,missing=33,gain=2.12266016,cover=317
- 33:[Pol<92.7492142] yes=67,no=68,missing=67,gain=2.30470109,cover=113
- 67:leaf=-0.000216465196,cover=0
- 68:leaf=0.014052989,cover=0
- 34:[Ecc<0.783076942] yes=69,no=70,missing=69,gain=0.944544971,cover=204
- 69:leaf=0.00355535001,cover=0
- 70:leaf=-0.00350292469,cover=0
- 8:[LGI5<2.39356947] yes=17,no=18,missing=17,gain=2.25184059,cover=25899
- 17:[Curv5<-0.39144522] yes=35,no=36,missing=35,gain=3.00530124,cover=15896
- 35:[Pol<101.695656] yes=71,no=72,missing=71,gain=1.07381964,cover=341
- 71:leaf=-0.00892689731,cover=0
- 72:leaf=-0.00307462714,cover=0
- 36:[PialArea5<1.07926941] yes=73,no=74,missing=74,gain=2.25829601,cover=15555
- 73:leaf=-0.000527290511,cover=0
- 74:leaf=0.00555782346,cover=0
- 18:[Ecc<0.999059319] yes=37,no=38,missing=37,gain=2.07238388,cover=10003
- 37:[PialCurv5<-0.0515215881] yes=75,no=76,missing=76,gain=2.34317136,cover=5968
- 75:leaf=0.00112488552,cover=0
- 76:leaf=-0.00579418102,cover=0
- 38:[Curv5<-0.195883974] yes=77,no=78,missing=77,gain=2.32868099,cover=4035
- 77:leaf=-0.00125281059,cover=0
- 78:leaf=0.00139554637,cover=0
- 4:[Pol<21.2328167] yes=9,no=10,missing=10,gain=2.78504705,cover=53745
- 9:[PialCurv5<-0.210138425] yes=19,no=20,missing=19,gain=1.61890423,cover=1920
- 19:[LGI5<3.15728688] yes=39,no=40,missing=39,gain=1.71350956,cover=179
- 39:[PialArea5<0.727568209] yes=79,no=80,missing=79,gain=0.633608103,cover=122
- 79:leaf=0.00740326289,cover=0
- 80:leaf=-0.00655055046,cover=0
- 40:[LGI5<3.29043651] yes=81,no=82,missing=81,gain=0.857562363,cover=57
- 81:leaf=-0.00825936999,cover=0
- 82:leaf=0.00452162186,cover=0
- 20:[MidArea5<0.460721314] yes=41,no=42,missing=42,gain=1.45490098,cover=1741
- 41:[Ecc<3.22716212] yes=83,no=84,missing=83,gain=0.465787888,cover=80
- 83:leaf=0.00691592786,cover=0
- 84:leaf=-0.00929844193,cover=0
- 42:[Ecc<1.79549146] yes=85,no=86,missing=85,gain=1.44976258,cover=1661
- 85:leaf=-0.00483484706,cover=0
- 86:leaf=-0.000882658758,cover=0
- 10:[Pol<142.520569] yes=21,no=22,missing=21,gain=2.30768347,cover=51825
- 21:[Pol<108.184875] yes=43,no=44,missing=44,gain=3.53037071,cover=29010
- 43:[Sulc0<-0.0713235363] yes=87,no=88,missing=87,gain=2.83481812,cover=16098
- 87:leaf=0.000629735121,cover=0
- 88:leaf=-0.00117804972,cover=0
- 44:[Ecc<7.08616447] yes=89,no=90,missing=89,gain=5.43844318,cover=12912
- 89:leaf=0.00220133248,cover=0
- 90:leaf=4.89588601e-05,cover=0
- 22:[PialArea5<1.00558591] yes=45,no=46,missing=45,gain=3.45199585,cover=22815
- 45:[Curv5<-0.0620335713] yes=91,no=92,missing=92,gain=2.92010617,cover=22224
- 91:leaf=0.000112887508,cover=0
- 92:leaf=-0.00629919115,cover=0
- 46:[Curv5<-0.203415334] yes=93,no=94,missing=93,gain=1.93387032,cover=591
- 93:leaf=0.00253561209,cover=0
- 94:leaf=0.00981747545,cover=0
- 2:[Curv5<-0.292340577] yes=5,no=6,missing=5,gain=2.51803422,cover=5044322
- 5:[LGI5<2.57263851] yes=11,no=12,missing=11,gain=3.53345871,cover=144696
- 11:[Pol<38.1036148] yes=23,no=24,missing=23,gain=3.28959513,cover=43594
- 23:[Ecc<1.15906882] yes=47,no=48,missing=47,gain=2.74910212,cover=14215
- 47:[Ecc<0.406764686] yes=95,no=96,missing=96,gain=1.21501517,cover=3469
- 95:leaf=0.00109144743,cover=0
- 96:leaf=-0.00164087792,cover=0
- 48:[LGI5<2.47631311] yes=97,no=98,missing=97,gain=3.23254204,cover=10746
- 97:leaf=-0.000277130137,cover=0
- 98:leaf=0.00155064161,cover=0
- 24:[Pol<136.792099] yes=49,no=50,missing=49,gain=3.89444733,cover=29379
- 49:[LGI5<2.37953305] yes=99,no=100,missing=100,gain=5.52668285,cover=15261
- 99:leaf=0.000165138277,cover=0
- 100:leaf=0.0021471947,cover=0
- 50:[LGI5<2.30690479] yes=101,no=102,missing=102,gain=6.56083059,cover=14118
- 101:leaf=0.00282905647,cover=0
- 102:leaf=-0.000174824367,cover=0
- 12:[Ecc<6.70300007] yes=25,no=26,missing=25,gain=4.49810505,cover=101102
- 25:[LGI5<3.35709596] yes=51,no=52,missing=51,gain=2.87200522,cover=20473
- 51:[MidArea5<0.619563401] yes=103,no=104,missing=103,gain=1.7047205,cover=20352
- 103:leaf=0.000592456083,cover=0
- 104:leaf=-0.000755981426,cover=0
- 52:[Pol<86.0952454] yes=105,no=106,missing=105,gain=2.2583282,cover=121
- 105:leaf=-0.000500095717,cover=0
- 106:leaf=-0.0142338499,cover=0
- 26:[PialArea5<0.699586272] yes=53,no=54,missing=54,gain=4.05553246,cover=80629
- 53:[Area5<0.802302957] yes=107,no=108,missing=108,gain=1.52103341,cover=16668
- 107:leaf=-0.00050034665,cover=0
- 108:leaf=0.0173078012,cover=0
- 54:[PialArea5<1.22674179] yes=109,no=110,missing=109,gain=2.45852494,cover=63961
- 109:leaf=0.000430049229,cover=0
- 110:leaf=-0.00190189469,cover=0
- 6:[Sulc0<-1.15707839] yes=13,no=14,missing=14,gain=2.99239206,cover=4899626
- 13:[Area5<0.704541981] yes=27,no=28,missing=27,gain=4.09848261,cover=46303
- 27:[Curv5<-0.171285838] yes=55,no=56,missing=55,gain=2.41130018,cover=34183
- 55:[LGI5<2.13090348] yes=111,no=112,missing=111,gain=2.93455029,cover=32813
- 111:leaf=-0.00348864053,cover=0
- 112:leaf=-0.000527117809,cover=0
- 56:[LGI5<2.13090348] yes=113,no=114,missing=113,gain=2.22618246,cover=1370
- 113:leaf=0.00594907627,cover=0
- 114:leaf=-0.00321031245,cover=0
- 28:[PialCurv5<-0.108766198] yes=57,no=58,missing=57,gain=2.97925687,cover=12120
- 57:[LGI5<2.67457628] yes=115,no=116,missing=115,gain=2.49140763,cover=10160
- 115:leaf=0.0015370755,cover=0
- 116:leaf=-2.99086878e-05,cover=0
- 58:[Ecc<5.59685707] yes=117,no=118,missing=117,gain=3.69595623,cover=1960
- 117:leaf=-0.00231159525,cover=0
- 118:leaf=0.00378629495,cover=0
- 14:[PialArea5<1.29873812] yes=29,no=30,missing=30,gain=3.50704288,cover=4853323
- 29:[Pol<25.2957573] yes=59,no=60,missing=59,gain=3.96347141,cover=4705447
- 59:[PialCurv5<0.0591915138] yes=119,no=120,missing=119,gain=11.0528622,cover=427078
- 119:leaf=0.000180452422,cover=0
- 120:leaf=-0.00118116499,cover=0
- 60:[Pol<64.3762589] yes=121,no=122,missing=121,gain=9.89668274,cover=4278369
- 121:leaf=-0.000192351174,cover=0
- 122:leaf=6.72333908e-06,cover=0
- 30:[PialCurv5<-0.115016438] yes=61,no=62,missing=62,gain=4.43876553,cover=147876
- 61:[Curv5<-0.155295327] yes=123,no=124,missing=124,gain=15.0900507,cover=51081
- 123:leaf=-0.000312887802,cover=0
- 124:leaf=0.00422600331,cover=0
- 62:[Ecc<2.3695333] yes=125,no=126,missing=125,gain=4.43083191,cover=96795
- 125:leaf=0.00117324118,cover=0
- 126:leaf=0.000277767307,cover=0
-booster[408]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=2.26898336,cover=5124388
- 1:[Area5<0.380439579] yes=3,no=4,missing=4,gain=2.27443886,cover=5104371
- 3:[PialCurv5<-0.167439327] yes=7,no=8,missing=7,gain=1.55837345,cover=19937
- 7:[Pol<95.050293] yes=15,no=16,missing=16,gain=3.35373402,cover=3294
- 15:[Pol<86.0952454] yes=31,no=32,missing=32,gain=2.02237153,cover=1294
- 31:[Curv5<-0.172863677] yes=63,no=64,missing=63,gain=2.45135903,cover=1183
- 63:leaf=-0.00210408191,cover=0
- 64:leaf=0.0170254987,cover=0
- 32:[Curv5<-0.22713457] yes=65,no=66,missing=66,gain=0.649725676,cover=111
- 65:leaf=-0.00650580321,cover=0
- 66:leaf=-0.0153917996,cover=0
- 16:[LGI5<2.70988083] yes=33,no=34,missing=34,gain=2.61725163,cover=2000
- 33:[PialArea5<0.824056447] yes=67,no=68,missing=67,gain=2.1305182,cover=1522
- 67:leaf=-0.000849655771,cover=0
- 68:leaf=0.00510413526,cover=0
- 34:[Ecc<8.29616165] yes=69,no=70,missing=69,gain=2.93407178,cover=478
- 69:leaf=0.00873031188,cover=0
- 70:leaf=0.000774522487,cover=0
- 8:[LGI5<3.04906535] yes=17,no=18,missing=17,gain=2.12005234,cover=16643
- 17:[MidArea5<0.524661958] yes=35,no=36,missing=35,gain=2.90113068,cover=15840
- 35:[LGI5<2.2730217] yes=71,no=72,missing=71,gain=2.25828314,cover=5380
- 71:leaf=-0.000346667075,cover=0
- 72:leaf=0.00229041441,cover=0
- 36:[PialArea5<0.705942631] yes=73,no=74,missing=74,gain=1.89488161,cover=10460
- 73:leaf=-0.00172206317,cover=0
- 74:leaf=0.000589520438,cover=0
- 18:[PialCurv5<-0.135003537] yes=37,no=38,missing=37,gain=3.17964411,cover=803
- 37:[Pol<62.0115929] yes=75,no=76,missing=75,gain=0.835101068,cover=249
- 75:leaf=-0.00219983817,cover=0
- 76:leaf=0.0045378576,cover=0
- 38:[LGI5<3.50441384] yes=77,no=78,missing=77,gain=1.52249718,cover=554
- 77:leaf=-0.00477672322,cover=0
- 78:leaf=0.0037353884,cover=0
- 4:[PialArea5<0.245474651] yes=9,no=10,missing=10,gain=2.35378456,cover=5084434
- 9:[MidArea5<0.421422303] yes=19,no=20,missing=19,gain=1.69859147,cover=19748
- 19:[Area5<0.617766261] yes=39,no=40,missing=39,gain=4.63276386,cover=9282
- 39:[Pol<76.8473129] yes=79,no=80,missing=80,gain=1.40326858,cover=8337
- 79:leaf=0.00328540662,cover=0
- 80:leaf=0.000500438793,cover=0
- 40:[Sulc0<0.849368811] yes=81,no=82,missing=82,gain=1.27848005,cover=945
- 81:leaf=0.00197449629,cover=0
- 82:leaf=0.00577862747,cover=0
- 20:[Area5<0.669105887] yes=41,no=42,missing=41,gain=3.02529478,cover=10466
- 41:[MidArea5<0.439916283] yes=83,no=84,missing=83,gain=1.95093584,cover=6137
- 83:leaf=4.28003186e-05,cover=0
- 84:leaf=-0.0018308498,cover=0
- 42:[MidArea5<0.451744556] yes=85,no=86,missing=85,gain=5.66048717,cover=4329
- 85:leaf=0.00437046168,cover=0
- 86:leaf=0.000114578288,cover=0
- 10:[Curv5<0.266060919] yes=21,no=22,missing=22,gain=2.39077902,cover=5064686
- 21:[PialArea5<0.485325813] yes=43,no=44,missing=43,gain=2.39843488,cover=5048385
- 43:[PialCurv5<-0.00171623251] yes=87,no=88,missing=88,gain=14.4618092,cover=786083
- 87:leaf=-0.001379514,cover=0
- 88:leaf=0.000111591828,cover=0
- 44:[Curv5<0.10516572] yes=89,no=90,missing=89,gain=9.61557579,cover=4262302
- 89:leaf=5.39966777e-06,cover=0
- 90:leaf=-0.000291855715,cover=0
- 22:[LGI5<2.3349762] yes=45,no=46,missing=45,gain=1.68076968,cover=16301
- 45:[Ecc<1.68457866] yes=91,no=92,missing=91,gain=1.04511595,cover=3301
- 91:leaf=-0.00363084534,cover=0
- 92:leaf=-0.00122102757,cover=0
- 46:[Ecc<3.80337262] yes=93,no=94,missing=93,gain=2.05503893,cover=13000
- 93:leaf=-0.00100924552,cover=0
- 94:leaf=0.000249329925,cover=0
- 2:[Pol<92.7492142] yes=5,no=6,missing=5,gain=3.82239413,cover=20017
- 5:[MidArea5<0.707922041] yes=11,no=12,missing=11,gain=4.83109093,cover=8614
- 11:[Ecc<31.520586] yes=23,no=24,missing=23,gain=5.08801079,cover=4619
- 23:[PialCurv5<0.101587482] yes=47,no=48,missing=47,gain=3.94090366,cover=3406
- 47:[Ecc<18.5999508] yes=95,no=96,missing=96,gain=5.91862869,cover=2137
- 95:leaf=-0.00224508275,cover=0
- 96:leaf=-0.00751859182,cover=0
- 48:[Area5<0.557224929] yes=97,no=98,missing=98,gain=1.60173368,cover=1269
- 97:leaf=0.0124887815,cover=0
- 98:leaf=-0.00143805391,cover=0
- 24:[Curv5<0.10516572] yes=49,no=50,missing=49,gain=2.63673115,cover=1213
- 49:[Pol<78.8803177] yes=99,no=100,missing=100,gain=1.28335547,cover=493
- 99:leaf=0.00269465335,cover=0
- 100:leaf=0.0171123128,cover=0
- 50:[Pol<5.08026028] yes=101,no=102,missing=102,gain=2.09024143,cover=720
- 101:leaf=0.0211333316,cover=0
- 102:leaf=-0.00189167529,cover=0
- 12:[Sulc0<0.118391842] yes=25,no=26,missing=25,gain=5.54775858,cover=3995
- 25:[Area5<0.66211915] yes=51,no=52,missing=52,gain=2.40039635,cover=2865
- 51:[Curv5<-0.00141534733] yes=103,no=104,missing=103,gain=0.910648823,cover=500
- 103:leaf=0.0015189565,cover=0
- 104:leaf=0.0133018857,cover=0
- 52:[Ecc<12.7231894] yes=105,no=106,missing=106,gain=1.96056986,cover=2365
- 105:leaf=0.00415799534,cover=0
- 106:leaf=-0.00223040744,cover=0
- 26:[Ecc<32.0879669] yes=53,no=54,missing=53,gain=3.41738367,cover=1130
- 53:[PialArea5<0.758763015] yes=107,no=108,missing=107,gain=1.91757107,cover=301
- 107:leaf=0.00326576806,cover=0
- 108:leaf=0.0112743741,cover=0
- 54:[Sulc0<1.11117697] yes=109,no=110,missing=109,gain=2.32867384,cover=829
- 109:leaf=0.000453833025,cover=0
- 110:leaf=0.0100474237,cover=0
- 6:[Ecc<15.5679035] yes=13,no=14,missing=13,gain=1.87765706,cover=11403
- 13:[Area5<0.629274011] yes=27,no=28,missing=27,gain=1.22702289,cover=1661
- 27:[Sulc0<0.528918922] yes=55,no=56,missing=55,gain=1.78138733,cover=321
- 55:[PialArea5<0.476533443] yes=111,no=112,missing=111,gain=1.57025814,cover=261
- 111:leaf=-0.00438677846,cover=0
- 112:leaf=0.00472299475,cover=0
- 56:[PialCurv5<0.216171265] yes=113,no=114,missing=113,gain=0.645552158,cover=60
- 113:leaf=0.0153034423,cover=0
- 114:leaf=0.00357304001,cover=0
- 28:[Curv5<-0.112134233] yes=57,no=58,missing=57,gain=1.1965698,cover=1340
- 57:[Ecc<13.8847265] yes=115,no=116,missing=115,gain=0.432313323,cover=261
- 115:leaf=-0.00466201082,cover=0
- 116:leaf=-0.000477787573,cover=0
- 58:[MidArea5<0.724402428] yes=117,no=118,missing=117,gain=1.66411102,cover=1079
- 117:leaf=0.000637842517,cover=0
- 118:leaf=0.00535276812,cover=0
- 14:[Sulc0<0.0372688323] yes=29,no=30,missing=29,gain=2.50684309,cover=9742
- 29:[MidArea5<0.641634583] yes=59,no=60,missing=59,gain=1.83028626,cover=4921
- 59:[Pol<163.028091] yes=119,no=120,missing=119,gain=1.31700253,cover=521
- 119:leaf=0.00508220447,cover=0
- 120:leaf=-0.000344392349,cover=0
- 60:[Ecc<21.0377083] yes=121,no=122,missing=121,gain=2.91453099,cover=4400
- 121:leaf=-0.00124027173,cover=0
- 122:leaf=0.00136487174,cover=0
- 30:[Area5<0.67507118] yes=61,no=62,missing=61,gain=2.89490032,cover=4821
- 61:[Pol<170.080093] yes=123,no=124,missing=123,gain=2.19389582,cover=1116
- 123:leaf=-0.00366134569,cover=0
- 124:leaf=0.00827506464,cover=0
- 62:[MidArea5<0.776906967] yes=125,no=126,missing=125,gain=2.64113688,cover=3705
- 125:leaf=0.000401543512,cover=0
- 126:leaf=-0.00275771855,cover=0
-booster[409]:
-0:[LGI5<3.13786864] yes=1,no=2,missing=2,gain=2.23585749,cover=5124388
- 1:[Ecc<26.874506] yes=3,no=4,missing=3,gain=6.19988966,cover=3954668
- 3:[Ecc<13.3064203] yes=7,no=8,missing=7,gain=8.85806942,cover=3705737
- 7:[Sulc0<1.02827847] yes=15,no=16,missing=15,gain=8.30539227,cover=3303745
- 15:[Pol<32.323391] yes=31,no=32,missing=31,gain=7.33259249,cover=3292766
- 31:[Sulc0<-0.0788570642] yes=63,no=64,missing=63,gain=28.0996132,cover=361348
- 63:leaf=0.000262605085,cover=0
- 64:leaf=-0.00485454034,cover=0
- 32:[Pol<74.7525482] yes=65,no=66,missing=65,gain=11.5866737,cover=2931418
- 65:leaf=-0.000208263198,cover=0
- 66:leaf=3.65819687e-05,cover=0
- 16:[PialCurv5<0.315450013] yes=33,no=34,missing=33,gain=5.14780045,cover=10979
- 33:[Curv5<0.183586344] yes=67,no=68,missing=67,gain=2.29099274,cover=3025
- 67:leaf=0.001235959,cover=0
- 68:leaf=-0.00184635713,cover=0
- 34:[Ecc<9.38688755] yes=69,no=70,missing=69,gain=1.74630451,cover=7954
- 69:leaf=-0.00158515282,cover=0
- 70:leaf=-0.00325946859,cover=0
- 8:[Pol<44.6807365] yes=17,no=18,missing=17,gain=23.5426369,cover=401992
- 17:[Pol<13.2006302] yes=35,no=36,missing=36,gain=20.6414795,cover=79020
- 35:[Sulc0<-0.439186513] yes=71,no=72,missing=72,gain=12.5592232,cover=27254
- 71:leaf=0.000202052324,cover=0
- 72:leaf=0.00352063193,cover=0
- 36:[Area5<0.774986684] yes=73,no=74,missing=73,gain=8.08257103,cover=51766
- 73:leaf=-0.00136835384,cover=0
- 74:leaf=0.000373037037,cover=0
- 18:[Pol<79.5617371] yes=37,no=38,missing=37,gain=102.212814,cover=322972
- 37:[Curv5<0.0473068655] yes=75,no=76,missing=75,gain=31.6689835,cover=66476
- 75:leaf=0.00292565697,cover=0
- 76:leaf=0.000568279123,cover=0
- 38:[LGI5<2.95092106] yes=77,no=78,missing=77,gain=23.9095192,cover=256496
- 77:leaf=0.00047449657,cover=0
- 78:leaf=-0.000490984239,cover=0
- 4:[Area5<0.698189139] yes=9,no=10,missing=9,gain=14.6026897,cover=248931
- 9:[Curv5<0.177453667] yes=19,no=20,missing=19,gain=4.80361366,cover=103843
- 19:[PialCurv5<-0.0810050145] yes=39,no=40,missing=40,gain=6.17301178,cover=95206
- 39:[Curv5<-0.115945198] yes=79,no=80,missing=80,gain=4.278615,cover=45732
- 79:leaf=-0.000421946694,cover=0
- 80:leaf=0.00340861315,cover=0
- 40:[Sulc0<0.218763664] yes=81,no=82,missing=81,gain=11.8265438,cover=49474
- 81:leaf=-0.00220083399,cover=0
- 82:leaf=-0.000588375493,cover=0
- 20:[Curv5<0.266060919] yes=41,no=42,missing=41,gain=2.66492891,cover=8637
- 41:[LGI5<2.97342348] yes=83,no=84,missing=83,gain=1.22936857,cover=7540
- 83:leaf=0.00139427173,cover=0
- 84:leaf=0.000115740979,cover=0
- 42:[Sulc0<0.717745602] yes=85,no=86,missing=86,gain=1.32364547,cover=1097
- 85:leaf=-0.00555052329,cover=0
- 86:leaf=-0.00103317422,cover=0
- 10:[Sulc0<0.732260227] yes=21,no=22,missing=21,gain=9.44954395,cover=145088
- 21:[Pol<26.4235344] yes=43,no=44,missing=44,gain=11.9910135,cover=112730
- 43:[PialArea5<0.831580997] yes=87,no=88,missing=87,gain=5.45465708,cover=25655
- 87:leaf=0.00278971787,cover=0
- 88:leaf=0.000562389905,cover=0
- 44:[LGI5<3.09872246] yes=89,no=90,missing=89,gain=7.81872797,cover=87075
- 89:leaf=-0.000583356246,cover=0
- 90:leaf=0.000800464302,cover=0
- 22:[Pol<89.7623749] yes=45,no=46,missing=45,gain=12.188858,cover=32358
- 45:[Ecc<40.3354568] yes=91,no=92,missing=91,gain=7.23151779,cover=19120
- 91:leaf=0.00101342797,cover=0
- 92:leaf=-0.000931277347,cover=0
- 46:[MidArea5<0.698706985] yes=93,no=94,missing=94,gain=6.77469635,cover=13238
- 93:leaf=0.00168487174,cover=0
- 94:leaf=0.00584221538,cover=0
- 2:[Pol<168.023468] yes=5,no=6,missing=5,gain=5.34994555,cover=1169720
- 5:[Area5<0.584141672] yes=11,no=12,missing=12,gain=4.3594656,cover=1063946
- 11:[Sulc0<1.06550956] yes=23,no=24,missing=24,gain=5.41389799,cover=75090
- 23:[Ecc<8.01039791] yes=47,no=48,missing=47,gain=4.48212528,cover=73603
- 47:[MidArea5<0.619563401] yes=95,no=96,missing=96,gain=3.22934866,cover=4901
- 95:leaf=0.000688714732,cover=0
- 96:leaf=-0.00203414727,cover=0
- 48:[Pol<41.8258972] yes=97,no=98,missing=97,gain=5.34385109,cover=68702
- 97:leaf=-0.000300906802,cover=0
- 98:leaf=0.000700792705,cover=0
- 24:[Curv5<0.108977526] yes=49,no=50,missing=49,gain=6.15080976,cover=1487
- 49:[PialCurv5<0.0262785293] yes=99,no=100,missing=99,gain=1.94434357,cover=148
- 99:leaf=-0.0210984442,cover=0
- 100:leaf=-0.00848403852,cover=0
- 50:[Curv5<0.195079193] yes=101,no=102,missing=101,gain=2.60571241,cover=1339
- 101:leaf=-0.00430238387,cover=0
- 102:leaf=0.000185921308,cover=0
- 12:[Sulc0<0.762988985] yes=25,no=26,missing=25,gain=5.91137838,cover=988856
- 25:[MidArea5<0.540548742] yes=51,no=52,missing=51,gain=7.06177139,cover=828976
- 51:[Pol<68.895668] yes=103,no=104,missing=104,gain=16.0138741,cover=31975
- 103:leaf=0.00362776755,cover=0
- 104:leaf=-0.00118079572,cover=0
- 52:[PialArea5<0.940168262] yes=105,no=106,missing=105,gain=5.29640102,cover=797001
- 105:leaf=-0.0002308681,cover=0
- 106:leaf=5.07921795e-05,cover=0
- 26:[Pol<101.695656] yes=53,no=54,missing=53,gain=16.0392075,cover=159880
- 53:[Ecc<9.50052643] yes=107,no=108,missing=107,gain=8.73698807,cover=109924
- 107:leaf=-0.00350552285,cover=0
- 108:leaf=-0.000121782068,cover=0
- 54:[PialCurv5<0.147539601] yes=109,no=110,missing=109,gain=11.4218197,cover=49956
- 109:leaf=0.00270967395,cover=0
- 110:leaf=0.000583236979,cover=0
- 6:[MidArea5<0.811158717] yes=13,no=14,missing=13,gain=5.35974503,cover=105774
- 13:[Curv5<0.120553598] yes=27,no=28,missing=27,gain=6.05285358,cover=54899
- 27:[Sulc0<-0.166708246] yes=55,no=56,missing=56,gain=7.79486465,cover=50239
- 55:[Area5<0.749596059] yes=111,no=112,missing=112,gain=3.84805346,cover=42158
- 111:leaf=0.000597472943,cover=0
- 112:leaf=-0.00204857113,cover=0
- 56:[Ecc<17.0169544] yes=113,no=114,missing=114,gain=6.13346863,cover=8081
- 113:leaf=-0.000600410742,cover=0
- 114:leaf=0.00287997955,cover=0
- 28:[Ecc<16.7734241] yes=57,no=58,missing=58,gain=8.88933754,cover=4660
- 57:[PialCurv5<0.0877920389] yes=115,no=116,missing=115,gain=2.42296267,cover=4321
- 115:leaf=-0.00528619019,cover=0
- 116:leaf=-0.00132189714,cover=0
- 58:[Sulc0<0.433680743] yes=117,no=118,missing=117,gain=4.05315113,cover=339
- 117:leaf=0.00900615752,cover=0
- 118:leaf=-0.00607245648,cover=0
- 14:[Sulc0<-0.451341361] yes=29,no=30,missing=29,gain=4.55399179,cover=50875
- 29:[LGI5<3.4634192] yes=59,no=60,missing=59,gain=4.12020683,cover=34017
- 59:[Curv5<-0.0708468556] yes=119,no=120,missing=119,gain=2.97812939,cover=22979
- 119:leaf=-1.44477963e-05,cover=0
- 120:leaf=-0.00272681727,cover=0
- 60:[Ecc<8.23836613] yes=121,no=122,missing=122,gain=13.2902985,cover=11038
- 121:leaf=0.019181015,cover=0
- 122:leaf=0.000869670359,cover=0
- 30:[Ecc<35.8605728] yes=61,no=62,missing=61,gain=4.25126839,cover=16858
- 61:[LGI5<3.84897733] yes=123,no=124,missing=123,gain=5.01012039,cover=9305
- 123:leaf=-0.00169840211,cover=0
- 124:leaf=0.00464030448,cover=0
- 62:[PialCurv5<-0.139269829] yes=125,no=126,missing=125,gain=3.4974196,cover=7553
- 125:leaf=-0.00414658105,cover=0
- 126:leaf=0.000389401102,cover=0
-booster[410]:
-0:[PialArea5<0.309935868] yes=1,no=2,missing=1,gain=2.19081926,cover=5124388
- 1:[Area5<0.685542226] yes=3,no=4,missing=4,gain=1.87658024,cover=120099
- 3:[LGI5<3.42912889] yes=7,no=8,missing=8,gain=1.1839546,cover=89889
- 7:[LGI5<3.31338549] yes=15,no=16,missing=15,gain=5.1579957,cover=83272
- 15:[LGI5<3.26095963] yes=31,no=32,missing=31,gain=2.96697927,cover=78351
- 31:[Sulc0<1.02827847] yes=63,no=64,missing=64,gain=2.27421284,cover=75887
- 63:leaf=0.000190994906,cover=0
- 64:leaf=-0.000642323575,cover=0
- 32:[Ecc<22.4429302] yes=65,no=66,missing=65,gain=6.50584126,cover=2464
- 65:leaf=-0.00104972511,cover=0
- 66:leaf=0.0041250959,cover=0
- 16:[Ecc<35.8605728] yes=33,no=34,missing=33,gain=3.69015646,cover=4921
- 33:[Ecc<15.7955055] yes=67,no=68,missing=67,gain=5.54903316,cover=4042
- 67:leaf=0.000378944329,cover=0
- 68:leaf=-0.00351280137,cover=0
- 34:[LGI5<3.37729335] yes=69,no=70,missing=69,gain=3.1799252,cover=879
- 69:leaf=-0.00131863775,cover=0
- 70:leaf=0.00471814489,cover=0
- 8:[Ecc<16.5318356] yes=17,no=18,missing=17,gain=2.18399,cover=6617
- 17:[Pol<82.8478928] yes=35,no=36,missing=35,gain=3.10024667,cover=1500
- 35:[Pol<3.6072247] yes=71,no=72,missing=72,gain=1.61041164,cover=152
- 71:leaf=-0.0145685198,cover=0
- 72:leaf=0.0102310739,cover=0
- 36:[Pol<100.090813] yes=73,no=74,missing=73,gain=4.6847682,cover=1348
- 73:leaf=-0.00151888828,cover=0
- 74:leaf=0.00438822014,cover=0
- 18:[Curv5<0.141257599] yes=37,no=38,missing=38,gain=2.09638524,cover=5117
- 37:[PialCurv5<0.0877920389] yes=75,no=76,missing=76,gain=2.58292389,cover=822
- 75:leaf=-0.00497940602,cover=0
- 76:leaf=0.00359768677,cover=0
- 38:[Pol<146.122681] yes=77,no=78,missing=77,gain=0.728358626,cover=4295
- 77:leaf=-0.000242488561,cover=0
- 78:leaf=0.00867923256,cover=0
- 4:[MidArea5<0.460721314] yes=9,no=10,missing=9,gain=2.54035234,cover=30210
- 9:[PialCurv5<0.493508637] yes=19,no=20,missing=19,gain=1.19533372,cover=762
- 19:[Area5<0.706109285] yes=39,no=40,missing=40,gain=0.789950371,cover=615
- 39:[Ecc<20.0856266] yes=79,no=80,missing=80,gain=0.571066618,cover=497
- 79:leaf=0.00479509681,cover=0
- 80:leaf=0.00128970493,cover=0
- 40:[Curv5<0.135532871] yes=81,no=82,missing=82,gain=0.458150387,cover=118
- 81:leaf=-0.00912556332,cover=0
- 82:leaf=0.00856020767,cover=0
- 20:[Ecc<26.874506] yes=41,no=42,missing=41,gain=0.772454619,cover=147
- 41:[Curv5<0.266060919] yes=83,no=84,missing=84,gain=0.676400304,cover=61
- 83:leaf=0.00144206663,cover=0
- 84:leaf=0.0163040347,cover=0
- 42:[Curv5<0.245671451] yes=85,no=86,missing=85,gain=0.589282155,cover=86
- 85:leaf=0.00141782907,cover=0
- 86:leaf=-0.00698000891,cover=0
- 10:[Sulc0<0.610343635] yes=21,no=22,missing=21,gain=1.83038402,cover=29448
- 21:[Ecc<8.17402458] yes=43,no=44,missing=43,gain=2.80338097,cover=2809
- 43:[LGI5<2.68917012] yes=87,no=88,missing=87,gain=3.23535967,cover=1500
- 87:leaf=0.00222324673,cover=0
- 88:leaf=0.0088924244,cover=0
- 44:[Curv5<0.107059956] yes=89,no=90,missing=89,gain=2.00528455,cover=1309
- 89:leaf=-0.00742591545,cover=0
- 90:leaf=0.000515623484,cover=0
- 22:[LGI5<2.60638428] yes=45,no=46,missing=46,gain=3.31054807,cover=26639
- 45:[Ecc<2.54464626] yes=91,no=92,missing=91,gain=2.0847311,cover=4387
- 91:leaf=0.00968428981,cover=0
- 92:leaf=-0.00101704884,cover=0
- 46:[Area5<0.818724692] yes=93,no=94,missing=94,gain=1.56166005,cover=22252
- 93:leaf=0.000545318646,cover=0
- 94:leaf=0.00395535585,cover=0
- 2:[PialCurv5<0.353309482] yes=5,no=6,missing=5,gain=2.8126123,cover=5004289
- 5:[Sulc0<1.25822949] yes=11,no=12,missing=12,gain=5.12577772,cover=4873874
- 11:[Ecc<33.9075584] yes=23,no=24,missing=23,gain=3.34567928,cover=4865098
- 23:[LGI5<3.31338549] yes=47,no=48,missing=47,gain=5.86209059,cover=4515007
- 47:[Sulc0<0.0850813463] yes=95,no=96,missing=95,gain=10.3183079,cover=4015508
- 95:leaf=-1.59845858e-05,cover=0
- 96:leaf=0.000168618441,cover=0
- 48:[Sulc0<-0.569364369] yes=97,no=98,missing=97,gain=10.3330088,cover=499499
- 97:leaf=0.000236947075,cover=0
- 98:leaf=-0.00028436759,cover=0
- 24:[Pol<121.948479] yes=49,no=50,missing=49,gain=29.8200283,cover=350091
- 49:[PialCurv5<-0.0395349935] yes=99,no=100,missing=99,gain=19.1668243,cover=235475
- 99:leaf=0.000325890345,cover=0
- 100:leaf=-0.000726999482,cover=0
- 50:[PialCurv5<-0.139269829] yes=101,no=102,missing=101,gain=15.325758,cover=114616
- 101:leaf=-0.000963713625,cover=0
- 102:leaf=0.000738029717,cover=0
- 12:[Area5<0.687129855] yes=25,no=26,missing=26,gain=4.71163511,cover=8776
- 25:[Ecc<28.2834949] yes=51,no=52,missing=51,gain=3.94044638,cover=1615
- 51:[Curv5<0.199476883] yes=103,no=104,missing=104,gain=1.7220645,cover=126
- 103:leaf=-0.0114945872,cover=0
- 104:leaf=0.00861597061,cover=0
- 52:[PialCurv5<0.167567819] yes=105,no=106,missing=105,gain=1.07762301,cover=1489
- 105:leaf=-0.00331069459,cover=0
- 106:leaf=0.000136055096,cover=0
- 26:[Area5<0.854415178] yes=53,no=54,missing=54,gain=1.82308197,cover=7161
- 53:[Pol<107.66053] yes=107,no=108,missing=107,gain=1.72048998,cover=6028
- 107:leaf=0.00158500671,cover=0
- 108:leaf=-0.0027106097,cover=0
- 54:[Curv5<0.169394374] yes=109,no=110,missing=109,gain=2.21567106,cover=1133
- 109:leaf=0.00469467556,cover=0
- 110:leaf=-0.000853050442,cover=0
- 6:[Sulc0<0.134837523] yes=13,no=14,missing=13,gain=4.67449093,cover=130415
- 13:[Curv5<0.186949074] yes=27,no=28,missing=27,gain=2.73308206,cover=11315
- 27:[Area5<0.554568231] yes=55,no=56,missing=56,gain=2.90006208,cover=4063
- 55:[Ecc<3.73767829] yes=111,no=112,missing=112,gain=1.05927479,cover=228
- 111:leaf=-0.00640414376,cover=0
- 112:leaf=0.000566346513,cover=0
- 56:[PialCurv5<0.409174502] yes=113,no=114,missing=114,gain=3.17814779,cover=3835
- 113:leaf=0.00122667849,cover=0
- 114:leaf=0.00447182497,cover=0
- 28:[LGI5<3.1900804] yes=57,no=58,missing=57,gain=2.64369249,cover=7252
- 57:[PialCurv5<0.493508637] yes=115,no=116,missing=116,gain=2.28718543,cover=6891
- 115:leaf=-2.12676168e-05,cover=0
- 116:leaf=0.0024731399,cover=0
- 58:[LGI5<3.53458858] yes=117,no=118,missing=117,gain=0.952262163,cover=361
- 117:leaf=-0.00560499309,cover=0
- 118:leaf=0.000111619862,cover=0
- 14:[PialArea5<0.550757647] yes=29,no=30,missing=30,gain=4.15249538,cover=119100
- 29:[Ecc<25.981123] yes=59,no=60,missing=59,gain=3.83250189,cover=116625
- 59:[Sulc0<0.812575758] yes=119,no=120,missing=120,gain=6.31861591,cover=94741
- 119:leaf=-0.000250887038,cover=0
- 120:leaf=-0.00115764618,cover=0
- 60:[MidArea5<0.48507002] yes=121,no=122,missing=122,gain=1.46366048,cover=21884
- 121:leaf=-0.00125061814,cover=0
- 122:leaf=0.000340030034,cover=0
- 30:[PialCurv5<0.426807076] yes=61,no=62,missing=62,gain=2.95926762,cover=2475
- 61:[Curv5<0.169394374] yes=123,no=124,missing=124,gain=2.2510407,cover=2138
- 123:leaf=0.00227460568,cover=0
- 124:leaf=-0.00107081141,cover=0
- 62:[PialArea5<0.643814564] yes=125,no=126,missing=126,gain=1.53997898,cover=337
- 125:leaf=0.00411709165,cover=0
- 126:leaf=0.0120238923,cover=0
-booster[411]:
-0:[Curv5<-0.303613424] yes=1,no=2,missing=2,gain=2.13504767,cover=5124388
- 1:[PialCurv5<-0.0999256745] yes=3,no=4,missing=4,gain=2.25215983,cover=120099
- 3:[LGI5<2.57263851] yes=7,no=8,missing=8,gain=2.17392373,cover=116965
- 7:[Area5<0.504816413] yes=15,no=16,missing=15,gain=4.34700727,cover=37892
- 15:[LGI5<2.41724968] yes=31,no=32,missing=32,gain=2.47106075,cover=16720
- 31:[LGI5<2.19753051] yes=63,no=64,missing=64,gain=0.908943176,cover=9466
- 63:leaf=0.000940606755,cover=0
- 64:leaf=-0.000737397349,cover=0
- 32:[LGI5<2.44639945] yes=65,no=66,missing=65,gain=1.52348661,cover=7254
- 65:leaf=0.00197498477,cover=0
- 66:leaf=0.000251523161,cover=0
- 16:[Ecc<1.26157856] yes=33,no=34,missing=33,gain=2.88370037,cover=21172
- 33:[LGI5<2.28518939] yes=67,no=68,missing=67,gain=2.9020803,cover=3325
- 67:leaf=0.00262559461,cover=0
- 68:leaf=-0.00106084195,cover=0
- 34:[LGI5<2.47264814] yes=69,no=70,missing=69,gain=2.23280334,cover=17847
- 69:leaf=0.000832160469,cover=0
- 70:leaf=0.00197695452,cover=0
- 8:[Ecc<6.87229633] yes=17,no=18,missing=17,gain=2.88377452,cover=79073
- 17:[MidArea5<0.538059175] yes=35,no=36,missing=36,gain=3.32773447,cover=17112
- 35:[Pol<27.4246235] yes=71,no=72,missing=71,gain=2.73618746,cover=1273
- 71:leaf=0.00959312078,cover=0
- 72:leaf=0.00127213448,cover=0
- 36:[LGI5<3.35709596] yes=73,no=74,missing=74,gain=2.60739493,cover=15839
- 73:leaf=-0.000621606538,cover=0
- 74:leaf=-0.00802020263,cover=0
- 18:[PialArea5<1.22674179] yes=37,no=38,missing=37,gain=3.6051898,cover=61961
- 37:[PialArea5<0.702764034] yes=75,no=76,missing=76,gain=3.14882588,cover=61296
- 75:leaf=-0.000285725546,cover=0
- 76:leaf=0.00051490491,cover=0
- 38:[Area5<0.753010809] yes=77,no=78,missing=77,gain=1.47506046,cover=665
- 77:leaf=-0.00536087807,cover=0
- 78:leaf=-0.000571387238,cover=0
- 4:[Ecc<3.48115921] yes=9,no=10,missing=9,gain=2.64258718,cover=3134
- 9:[Pol<101.159882] yes=19,no=20,missing=19,gain=2.19128418,cover=632
- 19:[Pol<25.2957573] yes=39,no=40,missing=40,gain=0.815906525,cover=400
- 39:[Ecc<1.3629595] yes=79,no=80,missing=79,gain=1.52586949,cover=128
- 79:leaf=0.00482160598,cover=0
- 80:leaf=-0.00670458516,cover=0
- 40:[Pol<67.3859482] yes=81,no=82,missing=81,gain=0.578242302,cover=272
- 81:leaf=-0.0100507475,cover=0
- 82:leaf=-0.00536076445,cover=0
- 20:[Ecc<2.07756257] yes=41,no=42,missing=41,gain=1.63172662,cover=232
- 41:[LGI5<2.50608969] yes=83,no=84,missing=83,gain=0.416275173,cover=187
- 83:leaf=-0.00118391623,cover=0
- 84:leaf=-0.00770968338,cover=0
- 42:[Pol<107.129471] yes=85,no=86,missing=85,gain=0.311100006,cover=45
- 85:leaf=0.016846858,cover=0
- 86:leaf=0.00606861617,cover=0
- 10:[Ecc<5.66086149] yes=21,no=22,missing=21,gain=3.85779333,cover=2502
- 21:[LGI5<2.86927843] yes=43,no=44,missing=43,gain=3.28865719,cover=314
- 43:[Sulc0<-0.788856506] yes=87,no=88,missing=87,gain=1.16539598,cover=275
- 87:leaf=-0.00342258113,cover=0
- 88:leaf=0.00450948672,cover=0
- 44:[Sulc0<-0.351394534] yes=89,no=90,missing=89,gain=1.26610088,cover=39
- 89:leaf=0.0135630984,cover=0
- 90:leaf=0.0380762778,cover=0
- 22:[Pol<162.313202] yes=45,no=46,missing=45,gain=2.24935555,cover=2188
- 45:[LGI5<2.76843596] yes=91,no=92,missing=91,gain=1.44975233,cover=2043
- 91:leaf=0.00180393539,cover=0
- 92:leaf=-0.00140721339,cover=0
- 46:[MidArea5<0.820509911] yes=93,no=94,missing=93,gain=0.455315113,cover=145
- 93:leaf=-0.00557558052,cover=0
- 94:leaf=-0.012466386,cover=0
- 2:[Area5<0.420677572] yes=5,no=6,missing=6,gain=2.58855915,cover=5004289
- 5:[Ecc<0.353712648] yes=11,no=12,missing=11,gain=1.65629888,cover=49921
- 11:[MidArea5<0.658196807] yes=23,no=24,missing=24,gain=0.67852211,cover=1011
- 23:[LGI5<2.29656005] yes=47,no=48,missing=48,gain=0.543959439,cover=939
- 47:[Sulc0<-1.08640325] yes=95,no=96,missing=95,gain=1.59697223,cover=359
- 95:leaf=0.0055944887,cover=0
- 96:leaf=-0.0041246051,cover=0
- 48:[Area5<0.380439579] yes=97,no=98,missing=98,gain=1.30985534,cover=580
- 97:leaf=-0.00545298774,cover=0
- 98:leaf=0.000762344978,cover=0
- 24:[LGI5<2.39007568] yes=49,no=50,missing=50,gain=0.354768038,cover=72
- 49:[PialArea5<1.01690364] yes=99,no=100,missing=99,gain=0.0954239666,cover=36
- 99:leaf=-0.00370239723,cover=0
- 100:leaf=0.00326832128,cover=0
- 50:[Curv5<-0.19738704] yes=101,no=102,missing=101,gain=0.207810879,cover=36
- 101:leaf=-0.0108670192,cover=0
- 102:leaf=0.00221001217,cover=0
- 12:[PialArea5<0.914612174] yes=25,no=26,missing=25,gain=1.54324627,cover=48910
- 25:[Pol<150.62207] yes=51,no=52,missing=51,gain=1.59821939,cover=45819
- 51:[LGI5<2.13090348] yes=103,no=104,missing=103,gain=3.73764539,cover=34679
- 103:leaf=0.00475492841,cover=0
- 104:leaf=0.00042589553,cover=0
- 52:[Ecc<5.08081961] yes=105,no=106,missing=105,gain=2.52961278,cover=11140
- 105:leaf=-0.000589729927,cover=0
- 106:leaf=0.00125441304,cover=0
- 26:[Pol<133.406311] yes=53,no=54,missing=53,gain=2.35874796,cover=3091
- 53:[Ecc<1.21076584] yes=107,no=108,missing=107,gain=3.05156851,cover=1476
- 107:leaf=0.00190628064,cover=0
- 108:leaf=-0.00272137416,cover=0
- 54:[Curv5<-0.206445083] yes=109,no=110,missing=110,gain=2.31043959,cover=1615
- 109:leaf=0.00174207799,cover=0
- 110:leaf=0.00619454449,cover=0
- 6:[PialCurv5<-0.190801308] yes=13,no=14,missing=14,gain=2.83931208,cover=4954368
- 13:[PialArea5<1.36541271] yes=27,no=28,missing=28,gain=3.77142739,cover=9434
- 27:[Ecc<22.8050022] yes=55,no=56,missing=55,gain=3.17850804,cover=9246
- 55:[LGI5<2.43692279] yes=111,no=112,missing=111,gain=2.04663181,cover=7834
- 111:leaf=-0.000527270022,cover=0
- 112:leaf=0.00173411763,cover=0
- 56:[Area5<0.761842728] yes=113,no=114,missing=114,gain=1.36163723,cover=1412
- 113:leaf=-0.000488544756,cover=0
- 114:leaf=-0.0046574655,cover=0
- 28:[LGI5<3.30554914] yes=57,no=58,missing=58,gain=0.680174112,cover=188
- 57:[Ecc<6.64552498] yes=115,no=116,missing=115,gain=1.00793481,cover=175
- 115:leaf=-0.00954261702,cover=0
- 116:leaf=-0.00189060345,cover=0
- 58:[Pol<170.749283] yes=117,no=118,missing=117,gain=0.0306208134,cover=13
- 117:leaf=-0.017573094,cover=0
- 118:leaf=-0.00355176628,cover=0
- 14:[Sulc0<-1.03844893] yes=29,no=30,missing=29,gain=2.87013555,cover=4944934
- 29:[Area5<0.710880876] yes=59,no=60,missing=59,gain=2.4499743,cover=152667
- 59:[Curv5<-0.115945198] yes=119,no=120,missing=120,gain=3.4130249,cover=120247
- 119:leaf=-0.000308825402,cover=0
- 120:leaf=-0.00409249635,cover=0
- 60:[Ecc<1.46579576] yes=121,no=122,missing=121,gain=2.44879842,cover=32420
- 121:leaf=-0.00123470975,cover=0
- 122:leaf=0.000297255261,cover=0
- 30:[PialArea5<1.18617713] yes=61,no=62,missing=61,gain=3.46483636,cover=4792267
- 61:[Pol<27.4246235] yes=123,no=124,missing=123,gain=3.62151456,cover=4497789
- 123:leaf=0.000130595276,cover=0
- 124:leaf=-2.82207129e-05,cover=0
- 62:[PialCurv5<-0.119053185] yes=125,no=126,missing=126,gain=4.50753403,cover=294478
- 125:leaf=-0.000167464357,cover=0
- 126:leaf=0.000278603809,cover=0
-booster[412]:
-0:[PialArea5<0.385581404] yes=1,no=2,missing=2,gain=2.13154364,cover=5124388
- 1:[Pol<90.361351] yes=3,no=4,missing=3,gain=4.67518377,cover=383095
- 3:[Ecc<9.27846909] yes=7,no=8,missing=7,gain=11.2966261,cover=91981
- 7:[Area5<0.626857519] yes=15,no=16,missing=15,gain=4.54977798,cover=19484
- 15:[Area5<0.483568966] yes=31,no=32,missing=31,gain=2.24638367,cover=6545
- 31:[LGI5<2.48283219] yes=63,no=64,missing=64,gain=2.21501946,cover=249
- 63:leaf=0.00107062503,cover=0
- 64:leaf=-0.0084019443,cover=0
- 32:[Ecc<8.29616165] yes=65,no=66,missing=65,gain=2.06029558,cover=6296
- 65:leaf=0.00094577152,cover=0
- 66:leaf=-0.00178324187,cover=0
- 16:[LGI5<2.2730217] yes=33,no=34,missing=33,gain=4.70389366,cover=12939
- 33:[Ecc<1.96654522] yes=67,no=68,missing=67,gain=3.50024152,cover=463
- 67:leaf=-0.00660631806,cover=0
- 68:leaf=0.00218290649,cover=0
- 34:[Curv5<0.0778492987] yes=69,no=70,missing=70,gain=3.77369499,cover=12476
- 69:leaf=0.00966499094,cover=0
- 70:leaf=0.00211831625,cover=0
- 8:[Pol<75.4512405] yes=17,no=18,missing=17,gain=4.82420826,cover=72497
- 17:[Curv5<0.139330834] yes=35,no=36,missing=35,gain=6.61108541,cover=18579
- 35:[PialCurv5<-0.0957419723] yes=71,no=72,missing=71,gain=3.60979652,cover=4853
- 71:leaf=-0.00391848665,cover=0
- 72:leaf=0.0027108239,cover=0
- 36:[LGI5<3.70550299] yes=73,no=74,missing=74,gain=3.33979297,cover=13726
- 73:leaf=6.98372169e-05,cover=0
- 74:leaf=0.0032969371,cover=0
- 18:[LGI5<3.31338549] yes=37,no=38,missing=37,gain=2.98892522,cover=53918
- 37:[LGI5<3.268116] yes=75,no=76,missing=75,gain=2.466223,cover=38736
- 75:leaf=2.09705577e-05,cover=0
- 76:leaf=0.00158289063,cover=0
- 38:[PialCurv5<0.164156988] yes=77,no=78,missing=77,gain=9.79037094,cover=15182
- 77:leaf=-0.00403913716,cover=0
- 78:leaf=-0.000214735352,cover=0
- 4:[Pol<104.929901] yes=9,no=10,missing=9,gain=6.89480591,cover=291114
- 9:[Ecc<6.03867722] yes=19,no=20,missing=19,gain=9.52745438,cover=177890
- 19:[Sulc0<-0.319176674] yes=39,no=40,missing=39,gain=5.00842476,cover=48470
- 39:[LGI5<2.31192279] yes=79,no=80,missing=79,gain=4.65863752,cover=263
- 79:leaf=-0.00134429126,cover=0
- 80:leaf=0.0123909041,cover=0
- 40:[Area5<0.637240529] yes=81,no=82,missing=81,gain=3.71774936,cover=48207
- 81:leaf=-7.79663169e-05,cover=0
- 82:leaf=0.000801103772,cover=0
- 20:[Ecc<21.7409172] yes=41,no=42,missing=41,gain=10.6530809,cover=129420
- 41:[Sulc0<0.528918922] yes=83,no=84,missing=83,gain=6.40584946,cover=103805
- 83:leaf=-0.00174778444,cover=0
- 84:leaf=-0.000490336039,cover=0
- 42:[LGI5<2.73607373] yes=85,no=86,missing=86,gain=1.7877059,cover=25615
- 85:leaf=-0.00181608053,cover=0
- 86:leaf=0.000585379021,cover=0
- 10:[Ecc<0.943656743] yes=21,no=22,missing=21,gain=5.51943159,cover=113224
- 21:[Pol<124.172195] yes=43,no=44,missing=44,gain=4.02089405,cover=7001
- 43:[Curv5<0.124281213] yes=87,no=88,missing=87,gain=1.44011593,cover=664
- 87:leaf=0.00548299355,cover=0
- 88:leaf=0.000739917974,cover=0
- 44:[LGI5<2.13090348] yes=89,no=90,missing=89,gain=3.42875671,cover=6337
- 89:leaf=-0.00983533077,cover=0
- 90:leaf=-0.00126630149,cover=0
- 22:[Pol<123.059357] yes=45,no=46,missing=45,gain=7.28713655,cover=106223
- 45:[Ecc<15.5679035] yes=91,no=92,missing=92,gain=7.47535038,cover=90081
- 91:leaf=0.000524313829,cover=0
- 92:leaf=-0.0004814555,cover=0
- 46:[Sulc0<0.184694022] yes=93,no=94,missing=93,gain=3.5625515,cover=16142
- 93:leaf=0.00228022551,cover=0
- 94:leaf=0.0007695721,cover=0
- 2:[MidArea5<0.559431195] yes=5,no=6,missing=5,gain=4.82151937,cover=4741293
- 5:[Ecc<4.13769388] yes=11,no=12,missing=12,gain=9.08959007,cover=304092
- 11:[Pol<116.615585] yes=23,no=24,missing=23,gain=5.65870428,cover=100918
- 23:[Pol<71.8249207] yes=47,no=48,missing=48,gain=2.67283702,cover=59068
- 47:[Sulc0<0.540103436] yes=95,no=96,missing=96,gain=3.2448101,cover=8196
- 95:leaf=-0.000915208831,cover=0
- 96:leaf=-0.0201444384,cover=0
- 48:[Ecc<0.783076942] yes=97,no=98,missing=97,gain=3.32757807,cover=50872
- 97:leaf=0.00138575875,cover=0
- 98:leaf=-0.000112539565,cover=0
- 24:[Ecc<1.15906882] yes=49,no=50,missing=50,gain=8.48574448,cover=41850
- 49:[LGI5<2.52320862] yes=99,no=100,missing=99,gain=3.23369145,cover=19711
- 99:leaf=-0.000347874913,cover=0
- 100:leaf=0.00170523324,cover=0
- 50:[Sulc0<-0.815117955] yes=101,no=102,missing=101,gain=3.70503521,cover=22139
- 101:leaf=-0.000473423948,cover=0
- 102:leaf=0.00153822487,cover=0
- 12:[Area5<0.620557249] yes=25,no=26,missing=25,gain=8.70875931,cover=203174
- 25:[PialCurv5<-0.14160423] yes=51,no=52,missing=52,gain=8.68029785,cover=88585
- 51:[Area5<0.462054074] yes=103,no=104,missing=103,gain=3.31888461,cover=14279
- 103:leaf=0.000927374524,cover=0
- 104:leaf=-0.000665889995,cover=0
- 52:[Pol<155.757294] yes=105,no=106,missing=106,gain=10.1365204,cover=74306
- 105:leaf=-0.000814090774,cover=0
- 106:leaf=-0.00299469545,cover=0
- 26:[Curv5<0.00780903921] yes=53,no=54,missing=53,gain=6.06235838,cover=114589
- 53:[Pol<80.8913651] yes=107,no=108,missing=107,gain=3.02131081,cover=1982
- 107:leaf=0.000495217915,cover=0
- 108:leaf=-0.00398646994,cover=0
- 54:[Pol<86.0952454] yes=109,no=110,missing=109,gain=4.53220892,cover=112607
- 109:leaf=0.000546030526,cover=0
- 110:leaf=-0.000224819756,cover=0
- 6:[Area5<0.595263004] yes=13,no=14,missing=13,gain=6.92323208,cover=4437201
- 13:[Curv5<-0.114048101] yes=27,no=28,missing=27,gain=19.7396984,cover=777796
- 27:[Ecc<10.7180347] yes=55,no=56,missing=55,gain=9.47678566,cover=642118
- 55:[LGI5<2.49934268] yes=111,no=112,missing=111,gain=8.22184277,cover=536627
- 111:leaf=9.79834731e-05,cover=0
- 112:leaf=-0.000301701453,cover=0
- 56:[Pol<36.2100182] yes=113,no=114,missing=113,gain=12.8388348,cover=105491
- 113:leaf=-0.000294834317,cover=0
- 114:leaf=0.000861668785,cover=0
- 28:[Ecc<4.53598547] yes=57,no=58,missing=57,gain=29.009449,cover=135678
- 57:[Ecc<1.3629595] yes=115,no=116,missing=115,gain=30.596386,cover=74270
- 115:leaf=0.000329490606,cover=0
- 116:leaf=0.00235923263,cover=0
- 58:[Pol<151.353775] yes=117,no=118,missing=117,gain=19.4250584,cover=61408
- 117:leaf=0.000300179789,cover=0
- 118:leaf=-0.00201414409,cover=0
- 14:[Ecc<3.29132295] yes=29,no=30,missing=30,gain=9.156147,cover=3659405
- 29:[LGI5<2.51969218] yes=59,no=60,missing=59,gain=33.7976913,cover=622391
- 59:[Pol<41.8258972] yes=119,no=120,missing=120,gain=19.8810539,cover=477186
- 119:leaf=0.000651818293,cover=0
- 120:leaf=-0.000156938433,cover=0
- 60:[Pol<51.9018669] yes=121,no=122,missing=121,gain=18.7036057,cover=145205
- 121:leaf=1.54789745e-06,cover=0
- 122:leaf=-0.00123797951,cover=0
- 30:[LGI5<2.93433285] yes=61,no=62,missing=61,gain=8.14765167,cover=3037014
- 61:[Sulc0<-0.552155435] yes=123,no=124,missing=123,gain=23.5614471,cover=1559898
- 123:leaf=-0.000254777144,cover=0
- 124:leaf=0.000200033493,cover=0
- 62:[PialCurv5<0.074624911] yes=125,no=126,missing=125,gain=12.3005514,cover=1477116
- 125:leaf=1.60483123e-05,cover=0
- 126:leaf=-0.000306616974,cover=0
-booster[413]:
-0:[Curv5<0.266060919] yes=1,no=2,missing=1,gain=2.09555125,cover=5124388
- 1:[PialArea5<0.324585885] yes=3,no=4,missing=3,gain=3.00650573,cover=5104371
- 3:[Area5<0.72867924] yes=7,no=8,missing=8,gain=2.33661437,cover=148019
- 7:[Sulc0<0.443755656] yes=15,no=16,missing=15,gain=2.04487801,cover=133732
- 15:[Ecc<1.15906882] yes=31,no=32,missing=31,gain=3.72150826,cover=16719
- 31:[LGI5<2.13090348] yes=63,no=64,missing=63,gain=3.64370298,cover=3232
- 63:leaf=-0.0104428148,cover=0
- 64:leaf=-0.00055349333,cover=0
- 32:[Ecc<8.29616165] yes=65,no=66,missing=65,gain=2.90356255,cover=13487
- 65:leaf=0.00144152192,cover=0
- 66:leaf=-0.000303834735,cover=0
- 16:[Curv5<0.126145482] yes=33,no=34,missing=34,gain=2.45434284,cover=117013
- 33:[LGI5<2.80243301] yes=67,no=68,missing=68,gain=3.38485646,cover=9195
- 67:leaf=-0.00103405828,cover=0
- 68:leaf=0.00135268527,cover=0
- 34:[PialArea5<0.292306483] yes=69,no=70,missing=69,gain=1.80223501,cover=107818
- 69:leaf=0.000210191807,cover=0
- 70:leaf=-0.000199474438,cover=0
- 8:[MidArea5<0.576365113] yes=17,no=18,missing=18,gain=1.4989171,cover=14287
- 17:[Curv5<0.0935273841] yes=35,no=36,missing=35,gain=1.27970052,cover=14013
- 35:[Sulc0<1.11117697] yes=71,no=72,missing=72,gain=1.18469644,cover=66
- 71:leaf=-0.00911813788,cover=0
- 72:leaf=0.00830172841,cover=0
- 36:[Sulc0<0.717745602] yes=73,no=74,missing=74,gain=1.33195329,cover=13947
- 73:leaf=0.00191980531,cover=0
- 74:leaf=0.000581131026,cover=0
- 18:[LGI5<3.3215456] yes=37,no=38,missing=38,gain=1.47186494,cover=274
- 37:[Curv5<0.245671451] yes=75,no=76,missing=75,gain=0.403193891,cover=228
- 75:leaf=0.00319961016,cover=0
- 76:leaf=-0.0082702972,cover=0
- 38:[Ecc<38.0136108] yes=77,no=78,missing=77,gain=0.261173964,cover=46
- 77:leaf=0.0139861554,cover=0
- 78:leaf=0.00236686575,cover=0
- 4:[PialCurv5<0.493508637] yes=9,no=10,missing=9,gain=4.05108786,cover=4956352
- 9:[PialCurv5<0.371846795] yes=19,no=20,missing=19,gain=4.71387672,cover=4949715
- 19:[Sulc0<1.25822949] yes=39,no=40,missing=40,gain=3.54433775,cover=4873357
- 39:[Ecc<33.9075584] yes=79,no=80,missing=80,gain=2.99926662,cover=4864232
- 79:leaf=8.920646e-06,cover=0
- 80:leaf=-0.000142979654,cover=0
- 40:[Area5<0.687129855] yes=81,no=82,missing=82,gain=3.30178738,cover=9125
- 81:leaf=-0.00121592509,cover=0
- 82:leaf=0.00139528944,cover=0
- 20:[Curv5<0.164550796] yes=41,no=42,missing=41,gain=4.24007225,cover=76358
- 41:[PialArea5<0.472106963] yes=83,no=84,missing=84,gain=5.40094137,cover=15107
- 83:leaf=-0.000149016254,cover=0
- 84:leaf=0.00213035289,cover=0
- 42:[Ecc<5.14592695] yes=85,no=86,missing=85,gain=2.21151543,cover=61251
- 85:leaf=-0.000125403996,cover=0
- 86:leaf=-0.000779193244,cover=0
- 10:[Sulc0<1.02827847] yes=21,no=22,missing=21,gain=3.0738287,cover=6637
- 21:[LGI5<2.78495932] yes=43,no=44,missing=43,gain=2.97982168,cover=5592
- 43:[Sulc0<-0.0637059584] yes=87,no=88,missing=87,gain=3.98455048,cover=3710
- 87:leaf=0.00587104401,cover=0
- 88:leaf=0.000335287827,cover=0
- 44:[LGI5<3.64692807] yes=89,no=90,missing=89,gain=2.87539577,cover=1882
- 89:leaf=0.00381388701,cover=0
- 90:leaf=-0.00431854744,cover=0
- 22:[Ecc<13.4950199] yes=45,no=46,missing=45,gain=0.843310297,cover=1045
- 45:[PialArea5<0.458904862] yes=91,no=92,missing=91,gain=1.4421922,cover=332
- 91:leaf=-0.00377098587,cover=0
- 92:leaf=0.0210037753,cover=0
- 46:[LGI5<3.60428405] yes=93,no=94,missing=94,gain=0.735670984,cover=713
- 93:leaf=0.000552906364,cover=0
- 94:leaf=-0.00334860454,cover=0
- 2:[Ecc<3.73767829] yes=5,no=6,missing=5,gain=1.68652534,cover=20017
- 5:[Area5<0.521939099] yes=11,no=12,missing=11,gain=1.51401925,cover=9183
- 11:[Ecc<2.25101852] yes=23,no=24,missing=23,gain=2.23113894,cover=705
- 23:[LGI5<2.25958419] yes=47,no=48,missing=47,gain=1.51924181,cover=185
- 47:leaf=0.0243280102,cover=0
- 48:[Area5<0.489361584] yes=95,no=96,missing=95,gain=1.11868751,cover=179
- 95:leaf=0.00622876314,cover=0
- 96:leaf=-0.00215779291,cover=0
- 24:[Sulc0<0.0689564943] yes=49,no=50,missing=49,gain=1.01145267,cover=520
- 49:[PialArea5<0.292306483] yes=97,no=98,missing=97,gain=0.470007896,cover=125
- 97:leaf=-0.00604999438,cover=0
- 98:leaf=-0.0124015585,cover=0
- 50:[PialCurv5<0.322157294] yes=99,no=100,missing=99,gain=0.485417128,cover=395
- 99:leaf=-0.007115338,cover=0
- 100:leaf=-0.00275314646,cover=0
- 12:[LGI5<2.13090348] yes=25,no=26,missing=26,gain=1.02971649,cover=8478
- 25:[PialCurv5<0.382664889] yes=51,no=52,missing=51,gain=0.222399175,cover=76
- 51:[Ecc<3.22716212] yes=101,no=102,missing=101,gain=0.0443332866,cover=40
- 101:leaf=0.00303075602,cover=0
- 102:leaf=-0.00119972753,cover=0
- 52:[Pol<106.604004] yes=103,no=104,missing=103,gain=0.125107348,cover=36
- 103:leaf=0.00860845391,cover=0
- 104:leaf=-0.00157440605,cover=0
- 26:[MidArea5<0.856507063] yes=53,no=54,missing=53,gain=0.656700134,cover=8402
- 53:[Area5<0.64784193] yes=105,no=106,missing=106,gain=0.715416431,cover=8379
- 105:leaf=-0.000693992188,cover=0
- 106:leaf=-0.0019373456,cover=0
- 54:[Pol<110.287491] yes=107,no=108,missing=107,gain=0.020938158,cover=23
- 107:leaf=0.00154753728,cover=0
- 108:leaf=0.00784502085,cover=0
- 6:[Ecc<22.0897732] yes=13,no=14,missing=13,gain=2.53910732,cover=10834
- 13:[Ecc<12.7231894] yes=27,no=28,missing=27,gain=6.14303398,cover=7682
- 27:[LGI5<3.16380119] yes=55,no=56,missing=55,gain=3.26550865,cover=7404
- 55:[LGI5<2.3349762] yes=109,no=110,missing=109,gain=3.33340955,cover=7054
- 109:leaf=-0.00168294425,cover=0
- 110:leaf=0.000939530029,cover=0
- 56:[MidArea5<0.535488486] yes=111,no=112,missing=111,gain=2.03401351,cover=350
- 111:leaf=-0.00559644774,cover=0
- 112:leaf=0.00951363426,cover=0
- 28:[LGI5<2.94529939] yes=57,no=58,missing=57,gain=1.73022747,cover=278
- 57:[PialCurv5<0.157381535] yes=113,no=114,missing=114,gain=0.333096027,cover=69
- 113:leaf=-0.00391699281,cover=0
- 114:leaf=0.0151116876,cover=0
- 58:[Sulc0<0.995960534] yes=115,no=116,missing=115,gain=2.88211179,cover=209
- 115:leaf=0.00229944778,cover=0
- 116:leaf=0.0165940057,cover=0
- 14:[LGI5<2.59789038] yes=29,no=30,missing=29,gain=1.71058702,cover=3152
- 29:[PialArea5<0.245474651] yes=59,no=60,missing=59,gain=0.262412786,cover=57
- 59:[Ecc<28.7730255] yes=117,no=118,missing=118,gain=0.0217115879,cover=46
- 117:leaf=-0.00961252116,cover=0
- 118:leaf=-0.013595893,cover=0
- 60:[Area5<0.674147427] yes=119,no=120,missing=119,gain=0.03501397,cover=11
- 119:leaf=-0.000248954457,cover=0
- 120:leaf=-0.00576505437,cover=0
- 30:[Area5<0.833255887] yes=61,no=62,missing=61,gain=1.34975004,cover=3095
- 61:[MidArea5<0.509283841] yes=121,no=122,missing=121,gain=2.14893866,cover=3052
- 121:leaf=-0.00153677969,cover=0
- 122:leaf=0.0022621497,cover=0
- 62:[PialCurv5<0.270000219] yes=123,no=124,missing=123,gain=0.486687064,cover=43
- 123:leaf=-0.00356627489,cover=0
- 124:leaf=-0.0144285504,cover=0
-booster[414]:
-0:[PialArea5<0.498393416] yes=1,no=2,missing=1,gain=2.07829046,cover=5124388
- 1:[PialCurv5<-0.00569582684] yes=3,no=4,missing=4,gain=13.613369,cover=886707
- 3:[Ecc<8.55626965] yes=7,no=8,missing=8,gain=6.47110081,cover=20131
- 7:[Area5<0.513795495] yes=15,no=16,missing=15,gain=2.93717885,cover=11598
- 15:[LGI5<2.80803919] yes=31,no=32,missing=32,gain=1.70904291,cover=3224
- 31:[LGI5<2.30690479] yes=63,no=64,missing=63,gain=2.22210169,cover=2866
- 63:leaf=-0.00141940557,cover=0
- 64:leaf=0.00197002944,cover=0
- 32:[Pol<110.811417] yes=65,no=66,missing=66,gain=3.1022532,cover=358
- 65:leaf=0.000629127026,cover=0
- 66:leaf=-0.00950323697,cover=0
- 16:[LGI5<3.22522902] yes=33,no=34,missing=33,gain=3.50683355,cover=8374
- 33:[LGI5<3.11839271] yes=67,no=68,missing=67,gain=4.11070061,cover=8297
- 67:leaf=-0.00091099611,cover=0
- 68:leaf=-0.010685808,cover=0
- 34:[Area5<0.654657125] yes=69,no=70,missing=69,gain=1.81170869,cover=77
- 69:leaf=0.00428727828,cover=0
- 70:leaf=0.0207306668,cover=0
- 8:[LGI5<2.75749183] yes=17,no=18,missing=17,gain=4.35463524,cover=8533
- 17:[Area5<0.746306419] yes=35,no=36,missing=35,gain=4.05890274,cover=1023
- 35:[Ecc<17.7876587] yes=71,no=72,missing=71,gain=2.59650517,cover=996
- 71:leaf=-0.00684828637,cover=0
- 72:leaf=0.000628166075,cover=0
- 36:[Ecc<10.569519] yes=73,no=74,missing=73,gain=0.444417953,cover=27
- 73:leaf=0.0160616245,cover=0
- 74:leaf=-0.00157192245,cover=0
- 18:[PialCurv5<-0.145424455] yes=37,no=38,missing=37,gain=2.66770649,cover=7510
- 37:[Ecc<20.7119312] yes=75,no=76,missing=75,gain=2.7022326,cover=1567
- 75:leaf=-0.0018229218,cover=0
- 76:leaf=0.00236441148,cover=0
- 38:[PialArea5<0.355263293] yes=77,no=78,missing=77,gain=4.09058952,cover=5943
- 77:leaf=0.00169396517,cover=0
- 78:leaf=-0.00275488035,cover=0
- 4:[Pol<82.8478928] yes=9,no=10,missing=9,gain=13.9752474,cover=866576
- 9:[Curv5<0.099404186] yes=19,no=20,missing=19,gain=16.6104755,cover=124788
- 19:[PialCurv5<0.208232641] yes=39,no=40,missing=39,gain=6.27379227,cover=24736
- 39:[Ecc<24.7238369] yes=79,no=80,missing=80,gain=7.22484589,cover=22434
- 79:leaf=0.00150110363,cover=0
- 80:leaf=0.00360483839,cover=0
- 40:[Curv5<-0.0439181365] yes=81,no=82,missing=82,gain=6.5512681,cover=2302
- 81:leaf=0.0322003253,cover=0
- 82:leaf=-0.000951893628,cover=0
- 20:[Ecc<41.2560654] yes=41,no=42,missing=41,gain=10.2812061,cover=100052
- 41:[Area5<0.676715076] yes=83,no=84,missing=83,gain=6.27292156,cover=82534
- 83:leaf=7.4688628e-06,cover=0
- 84:leaf=0.000895406993,cover=0
- 42:[Sulc0<0.364060968] yes=85,no=86,missing=85,gain=5.32384062,cover=17518
- 85:leaf=0.0111336326,cover=0
- 86:leaf=-0.000861557841,cover=0
- 10:[Pol<113.913933] yes=21,no=22,missing=21,gain=20.1540203,cover=741788
- 21:[Ecc<2.31110334] yes=43,no=44,missing=43,gain=9.00153923,cover=579990
- 43:[Area5<0.619086087] yes=87,no=88,missing=88,gain=5.30502653,cover=27591
- 87:leaf=-3.21944208e-05,cover=0
- 88:leaf=0.00136694696,cover=0
- 44:[Sulc0<0.013685069] yes=89,no=90,missing=90,gain=11.2780447,cover=552399
- 89:leaf=-0.00187454314,cover=0
- 90:leaf=-0.000134702801,cover=0
- 22:[Area5<0.609410942] yes=45,no=46,missing=45,gain=10.0016842,cover=161798
- 45:[Ecc<7.1378541] yes=91,no=92,missing=91,gain=4.34312677,cover=31698
- 91:leaf=8.60748842e-05,cover=0
- 92:leaf=-0.00120680255,cover=0
- 46:[PialCurv5<0.196748361] yes=93,no=94,missing=93,gain=11.4964561,cover=130100
- 93:leaf=0.00132981525,cover=0
- 94:leaf=0.000351255556,cover=0
- 2:[Curv5<0.0595101416] yes=5,no=6,missing=6,gain=9.02523422,cover=4237681
- 5:[Sulc0<0.364060968] yes=11,no=12,missing=12,gain=18.1512947,cover=3618196
- 11:[Ecc<24.7238369] yes=23,no=24,missing=23,gain=6.61477375,cover=3479297
- 23:[Sulc0<-0.0713235363] yes=47,no=48,missing=47,gain=13.6523056,cover=3078269
- 47:[PialArea5<0.715215623] yes=95,no=96,missing=95,gain=14.7226915,cover=2651055
- 95:leaf=-0.000339705293,cover=0
- 96:leaf=1.98688267e-05,cover=0
- 48:[Ecc<8.29616165] yes=97,no=98,missing=98,gain=32.4451828,cover=427214
- 97:leaf=-0.000190800885,cover=0
- 98:leaf=0.000683343911,cover=0
- 24:[LGI5<2.99594808] yes=49,no=50,missing=49,gain=18.2488213,cover=401028
- 49:[Pol<15.1533136] yes=99,no=100,missing=99,gain=18.9330025,cover=90942
- 99:leaf=0.000408220338,cover=0
- 100:leaf=-0.0012441139,cover=0
- 50:[Ecc<45.751255] yes=101,no=102,missing=101,gain=8.48640633,cover=310086
- 101:leaf=-8.91376549e-05,cover=0
- 102:leaf=0.000908849237,cover=0
- 12:[Area5<0.756765008] yes=25,no=26,missing=25,gain=15.7724457,cover=138899
- 25:[Curv5<-0.110226393] yes=51,no=52,missing=52,gain=15.9329567,cover=99710
- 51:[PialArea5<0.718622029] yes=103,no=104,missing=103,gain=10.3180799,cover=4383
- 103:leaf=-0.00458311522,cover=0
- 104:leaf=0.000273822574,cover=0
- 52:[PialCurv5<0.157381535] yes=105,no=106,missing=105,gain=12.4913826,cover=95327
- 105:leaf=0.00115266081,cover=0
- 106:leaf=-0.0020165178,cover=0
- 26:[Ecc<4.00532722] yes=53,no=54,missing=54,gain=6.38438606,cover=39189
- 53:[LGI5<2.66052985] yes=107,no=108,missing=108,gain=2.77866268,cover=67
- 107:leaf=-0.00790250488,cover=0
- 108:leaf=-0.0293291155,cover=0
- 54:[Sulc0<0.940059185] yes=109,no=110,missing=110,gain=5.38388348,cover=39122
- 109:leaf=-0.000303249486,cover=0
- 110:leaf=0.005882381,cover=0
- 6:[Area5<0.694293797] yes=13,no=14,missing=14,gain=15.6074219,cover=619485
- 13:[Curv5<0.110890195] yes=27,no=28,missing=27,gain=8.66542816,cover=184793
- 27:[PialArea5<0.584843099] yes=55,no=56,missing=56,gain=6.71134949,cover=116562
- 55:[Area5<0.631603718] yes=111,no=112,missing=111,gain=16.7903042,cover=62537
- 111:leaf=-0.00197239104,cover=0
- 112:leaf=-3.38272257e-05,cover=0
- 56:[PialArea5<0.761482477] yes=113,no=114,missing=113,gain=6.67429352,cover=54025
- 113:leaf=-0.00137266552,cover=0
- 114:leaf=0.0011914816,cover=0
- 28:[PialArea5<0.676429033] yes=57,no=58,missing=57,gain=9.72003078,cover=68231
- 57:[Area5<0.559839368] yes=115,no=116,missing=116,gain=7.32191563,cover=66234
- 115:leaf=0.00455286074,cover=0
- 116:leaf=-0.000289698801,cover=0
- 58:[PialCurv5<0.0354230702] yes=117,no=118,missing=117,gain=4.25985336,cover=1997
- 117:leaf=-0.00510905869,cover=0
- 118:leaf=0.00393978087,cover=0
- 14:[PialCurv5<0.0695191324] yes=29,no=30,missing=29,gain=21.2561417,cover=434692
- 29:[Pol<73.3354874] yes=59,no=60,missing=59,gain=32.2677917,cover=28658
- 59:[Ecc<2.31110334] yes=119,no=120,missing=119,gain=13.5110168,cover=8168
- 119:leaf=-0.00359528582,cover=0
- 120:leaf=0.00449393643,cover=0
- 60:[Ecc<5.21075869] yes=121,no=122,missing=121,gain=8.58436584,cover=20490
- 121:leaf=-0.00110025273,cover=0
- 122:leaf=0.00101704278,cover=0
- 30:[LGI5<2.95092106] yes=61,no=62,missing=61,gain=15.0197592,cover=406034
- 61:[PialArea5<0.658944428] yes=123,no=124,missing=123,gain=9.89528179,cover=235402
- 123:leaf=0.000356095814,cover=0
- 124:leaf=-0.000344756438,cover=0
- 62:[Pol<89.7623749] yes=125,no=126,missing=125,gain=17.1224842,cover=170632
- 125:leaf=-0.0010153125,cover=0
- 126:leaf=-1.10207684e-05,cover=0
-booster[415]:
-0:[Curv5<-0.269494504] yes=1,no=2,missing=1,gain=2.06531787,cover=5124388
- 1:[PialCurv5<-0.137075767] yes=3,no=4,missing=4,gain=5.7069788,cover=283012
- 3:[Curv5<-0.319950402] yes=7,no=8,missing=7,gain=3.45009232,cover=219466
- 7:[PialArea5<1.17753279] yes=15,no=16,missing=16,gain=1.60936403,cover=69106
- 15:[Pol<143.959366] yes=31,no=32,missing=31,gain=1.54189253,cover=67382
- 31:[Pol<53.6550331] yes=63,no=64,missing=63,gain=2.91866875,cover=47865
- 63:leaf=0.000211563194,cover=0
- 64:leaf=0.00103354023,cover=0
- 32:[LGI5<2.21018219] yes=65,no=66,missing=65,gain=1.706424,cover=19517
- 65:leaf=0.00455012592,cover=0
- 66:leaf=-8.07507749e-05,cover=0
- 16:[LGI5<2.53029394] yes=33,no=34,missing=34,gain=2.04065633,cover=1724
- 33:[LGI5<2.21018219] yes=67,no=68,missing=67,gain=0.594083667,cover=567
- 67:leaf=0.00766061945,cover=0
- 68:leaf=0.000840973982,cover=0
- 34:[Area5<0.753010809] yes=69,no=70,missing=69,gain=2.19727612,cover=1157
- 69:leaf=-0.00390419713,cover=0
- 70:leaf=0.000761582691,cover=0
- 8:[Area5<0.642765105] yes=17,no=18,missing=17,gain=4.41377258,cover=150360
- 17:[PialCurv5<-0.164281175] yes=35,no=36,missing=35,gain=2.79356003,cover=106294
- 35:[Pol<53.6550331] yes=71,no=72,missing=72,gain=5.9071002,cover=37246
- 71:leaf=0.000176580172,cover=0
- 72:leaf=-0.00112854759,cover=0
- 36:[Pol<27.4246235] yes=73,no=74,missing=74,gain=3.23373914,cover=69048
- 73:leaf=-0.000707450265,cover=0
- 74:leaf=8.59134743e-05,cover=0
- 18:[PialCurv5<-0.210138425] yes=37,no=38,missing=38,gain=2.65777445,cover=44066
- 37:[MidArea5<0.783437908] yes=75,no=76,missing=75,gain=1.36137319,cover=1480
- 75:leaf=0.0046239621,cover=0
- 76:leaf=0.00135349052,cover=0
- 38:[Pol<50.1003532] yes=77,no=78,missing=77,gain=1.86044288,cover=42586
- 77:leaf=-5.96334576e-05,cover=0
- 78:leaf=0.000608910748,cover=0
- 4:[Curv5<-0.350989401] yes=9,no=10,missing=10,gain=4.22650623,cover=63546
- 9:[MidArea5<1.12090862] yes=19,no=20,missing=20,gain=1.35312903,cover=5367
- 19:[PialCurv5<-0.118254207] yes=39,no=40,missing=39,gain=1.40842152,cover=5350
- 39:[LGI5<2.49595737] yes=79,no=80,missing=79,gain=1.57443523,cover=2497
- 79:leaf=0.00208212924,cover=0
- 80:leaf=-0.000739143172,cover=0
- 40:[Ecc<3.35458159] yes=81,no=82,missing=81,gain=1.03601503,cover=2853
- 81:leaf=-0.00351646729,cover=0
- 82:leaf=-0.00112464896,cover=0
- 20:[Pol<8.56911278] yes=41,no=42,missing=41,gain=0.288752198,cover=17
- 41:leaf=0.0235986784,cover=0
- 42:[Ecc<5.21075869] yes=83,no=84,missing=83,gain=0.127159715,cover=13
- 83:leaf=0.011164383,cover=0
- 84:leaf=0.000488972699,cover=0
- 10:[Sulc0<-0.569364369] yes=21,no=22,missing=22,gain=5.01932621,cover=58179
- 21:[LGI5<2.48931384] yes=43,no=44,missing=43,gain=3.92792892,cover=42771
- 43:[Pol<65.1286774] yes=85,no=86,missing=86,gain=3.29366493,cover=18146
- 85:leaf=0.000103431339,cover=0
- 86:leaf=0.00148665905,cover=0
- 44:[Area5<0.609410942] yes=87,no=88,missing=88,gain=5.00335932,cover=24625
- 87:leaf=-0.000622510852,cover=0
- 88:leaf=0.000822081696,cover=0
- 22:[Ecc<1.96654522] yes=45,no=46,missing=46,gain=2.83414078,cover=15408
- 45:[PialArea5<0.640100121] yes=89,no=90,missing=89,gain=0.695228219,cover=489
- 89:leaf=0.00336780515,cover=0
- 90:leaf=-0.0029188795,cover=0
- 46:[PialArea5<0.48968944] yes=91,no=92,missing=92,gain=2.47077465,cover=14919
- 91:leaf=-0.00278511201,cover=0
- 92:leaf=0.00166397111,cover=0
- 2:[PialCurv5<-0.171137348] yes=5,no=6,missing=5,gain=5.39567566,cover=4841376
- 5:[Curv5<-0.2435821] yes=11,no=12,missing=11,gain=3.53918934,cover=18798
- 11:[PialArea5<1.48916721] yes=23,no=24,missing=24,gain=1.28224289,cover=11049
- 23:[PialCurv5<-0.175695807] yes=47,no=48,missing=47,gain=1.15582395,cover=10984
- 47:[PialArea5<0.567627013] yes=93,no=94,missing=93,gain=0.970518589,cover=7223
- 93:leaf=-0.00301442505,cover=0
- 94:leaf=0.000765922014,cover=0
- 48:[Sulc0<-0.420901269] yes=95,no=96,missing=95,gain=1.14456356,cover=3761
- 95:leaf=-0.000164237645,cover=0
- 96:leaf=-0.00355485338,cover=0
- 24:[Ecc<7.85193825] yes=49,no=50,missing=49,gain=0.771359444,cover=65
- 49:[Pol<39.0368156] yes=97,no=98,missing=97,gain=0.179930568,cover=44
- 97:leaf=-0.0114991535,cover=0
- 98:leaf=-0.00118335185,cover=0
- 50:[PialCurv5<-0.175695807] yes=99,no=100,missing=99,gain=0.29183355,cover=21
- 99:leaf=-0.00299349311,cover=0
- 100:leaf=0.00884245988,cover=0
- 12:[Sulc0<-0.047846999] yes=25,no=26,missing=25,gain=3.75022984,cover=7749
- 25:[Area5<0.589787364] yes=51,no=52,missing=52,gain=2.94002247,cover=7216
- 51:[Ecc<4.27275372] yes=101,no=102,missing=101,gain=1.35435963,cover=2268
- 101:leaf=0.00207652245,cover=0
- 102:leaf=-0.000460743497,cover=0
- 52:[Area5<0.726017833] yes=103,no=104,missing=103,gain=3.26968098,cover=4948
- 103:leaf=0.00375817646,cover=0
- 104:leaf=0.00116237183,cover=0
- 26:[Pol<57.0350037] yes=53,no=54,missing=53,gain=1.37820995,cover=533
- 53:[PialArea5<0.821553528] yes=105,no=106,missing=105,gain=1.07410073,cover=97
- 105:leaf=-0.00436120201,cover=0
- 106:leaf=-0.0160522275,cover=0
- 54:[Area5<0.802302957] yes=107,no=108,missing=107,gain=1.61561835,cover=436
- 107:leaf=-0.00011165141,cover=0
- 108:leaf=-0.00983460527,cover=0
- 6:[Curv5<-0.0109836133] yes=13,no=14,missing=13,gain=3.1264863,cover=4822578
- 13:[PialArea5<0.609252691] yes=27,no=28,missing=27,gain=17.8952904,cover=2723832
- 27:[Pol<132.083344] yes=55,no=56,missing=55,gain=7.78136063,cover=79246
- 55:[Area5<0.56946665] yes=109,no=110,missing=110,gain=14.7920914,cover=58560
- 109:leaf=-0.000202083131,cover=0
- 110:leaf=-0.00179950637,cover=0
- 56:[PialCurv5<0.0128733069] yes=111,no=112,missing=111,gain=11.6301107,cover=20686
- 111:leaf=0.000634295517,cover=0
- 112:leaf=-0.0023459564,cover=0
- 28:[Area5<0.619086087] yes=57,no=58,missing=57,gain=16.197443,cover=2644586
- 57:[Curv5<-0.115945198] yes=113,no=114,missing=114,gain=27.1555939,cover=803964
- 113:leaf=1.81600553e-05,cover=0
- 114:leaf=0.000745654048,cover=0
- 58:[PialCurv5<0.0308136549] yes=115,no=116,missing=115,gain=23.9024849,cover=1840622
- 115:leaf=-0.000136037896,cover=0
- 116:leaf=0.000971143716,cover=0
- 14:[PialCurv5<0.010724308] yes=29,no=30,missing=29,gain=27.2644005,cover=2098746
- 29:[PialArea5<0.795950115] yes=59,no=60,missing=59,gain=38.5162086,cover=128602
- 59:[LGI5<3.78836131] yes=117,no=118,missing=118,gain=14.5136461,cover=88657
- 117:leaf=0.000231466765,cover=0
- 118:leaf=-0.00552204205,cover=0
- 60:[Area5<0.924216449] yes=119,no=120,missing=119,gain=15.3080444,cover=39945
- 119:leaf=0.00217424496,cover=0
- 120:leaf=-0.00458148122,cover=0
- 30:[PialArea5<0.647521853] yes=61,no=62,missing=61,gain=13.1415615,cover=1970144
- 61:[Area5<0.648839295] yes=121,no=122,missing=122,gain=23.9406624,cover=1412327
- 121:leaf=-0.000289773627,cover=0
- 122:leaf=0.000187801474,cover=0
- 62:[Sulc0<0.732260227] yes=123,no=124,missing=123,gain=12.9697094,cover=557817
- 123:leaf=-0.000250593759,cover=0
- 124:leaf=0.00149422616,cover=0
-booster[416]:
-0:[PialArea5<0.922987998] yes=1,no=2,missing=2,gain=2.31815314,cover=5124388
- 1:[PialCurv5<-0.115016438] yes=3,no=4,missing=4,gain=4.54099226,cover=3591589
- 3:[Curv5<-0.18985194] yes=7,no=8,missing=7,gain=44.3757248,cover=485263
- 7:[Sulc0<-0.63852036] yes=15,no=16,missing=16,gain=4.4604001,cover=430109
- 15:[Pol<167.338547] yes=31,no=32,missing=31,gain=4.60893536,cover=276798
- 31:[Curv5<-0.292340577] yes=63,no=64,missing=63,gain=5.06290054,cover=232565
- 63:leaf=0.000136013768,cover=0
- 64:leaf=-0.00039726487,cover=0
- 32:[Ecc<2.79805064] yes=65,no=66,missing=66,gain=5.7956109,cover=44233
- 65:leaf=-0.00114714319,cover=0
- 66:leaf=0.00052385428,cover=0
- 16:[Pol<76.8473129] yes=33,no=34,missing=33,gain=5.18564558,cover=153311
- 33:[LGI5<3.09244633] yes=67,no=68,missing=68,gain=5.3364749,cover=42058
- 67:leaf=0.000332366559,cover=0
- 68:leaf=0.00167503231,cover=0
- 34:[Sulc0<0.0770083591] yes=69,no=70,missing=69,gain=5.61131573,cover=111253
- 69:leaf=5.2324991e-05,cover=0
- 70:leaf=-0.00193245173,cover=0
- 8:[Area5<0.589787364] yes=17,no=18,missing=17,gain=23.9191856,cover=55154
- 17:[Curv5<0.000893599819] yes=35,no=36,missing=35,gain=6.23406935,cover=27669
- 35:[PialCurv5<-0.130995557] yes=71,no=72,missing=71,gain=5.58133602,cover=27443
- 71:leaf=0.00150837586,cover=0
- 72:leaf=-1.13370961e-05,cover=0
- 36:[Pol<88.5531387] yes=73,no=74,missing=73,gain=3.14674234,cover=226
- 73:leaf=-0.0118466876,cover=0
- 74:leaf=0.000792549865,cover=0
- 18:[PialCurv5<-0.132898524] yes=37,no=38,missing=37,gain=13.8700485,cover=27485
- 37:[Pol<157.22821] yes=75,no=76,missing=75,gain=11.0414963,cover=7862
- 75:leaf=0.00340872118,cover=0
- 76:leaf=0.0083329808,cover=0
- 38:[Curv5<-0.174421206] yes=77,no=78,missing=77,gain=5.22290993,cover=19623
- 77:leaf=0.000778426242,cover=0
- 78:leaf=0.00244753598,cover=0
- 4:[Curv5<-0.0109836133] yes=9,no=10,missing=9,gain=11.7364025,cover=3106326
- 9:[Area5<0.604913712] yes=19,no=20,missing=19,gain=22.3956985,cover=1061718
- 19:[Pol<59.5955544] yes=39,no=40,missing=39,gain=29.0595798,cover=383117
- 39:[LGI5<2.45602322] yes=79,no=80,missing=79,gain=8.93409729,cover=64931
- 79:leaf=-4.22413759e-05,cover=0
- 80:leaf=-0.0012699872,cover=0
- 40:[PialCurv5<-0.0748331472] yes=81,no=82,missing=81,gain=23.0783768,cover=318186
- 81:leaf=-0.000121881254,cover=0
- 82:leaf=0.00073060923,cover=0
- 20:[Ecc<8.35574818] yes=41,no=42,missing=42,gain=20.041378,cover=678601
- 41:[Pol<45.5953903] yes=83,no=84,missing=83,gain=68.4344635,cover=336833
- 83:leaf=0.00141980604,cover=0
- 84:leaf=-0.0008736616,cover=0
- 42:[Ecc<18.5999508] yes=85,no=86,missing=86,gain=16.1957264,cover=341768
- 85:leaf=0.000223449111,cover=0
- 86:leaf=-0.000469896157,cover=0
- 10:[PialCurv5<0.0471153036] yes=21,no=22,missing=22,gain=18.3750401,cover=2044608
- 21:[Curv5<0.0300692953] yes=43,no=44,missing=43,gain=26.8164616,cover=311596
- 43:[Sulc0<0.392869562] yes=87,no=88,missing=88,gain=10.9350014,cover=203135
- 87:leaf=-7.45578145e-05,cover=0
- 88:leaf=0.00121097069,cover=0
- 44:[Pol<82.2009888] yes=89,no=90,missing=89,gain=26.4323578,cover=108461
- 89:leaf=0.00205047242,cover=0
- 90:leaf=0.0004262359,cover=0
- 22:[PialArea5<0.584843099] yes=45,no=46,missing=45,gain=15.8334637,cover=1733012
- 45:[Area5<0.623097897] yes=91,no=92,missing=91,gain=16.8965282,cover=1156009
- 91:leaf=-0.000391609501,cover=0
- 92:leaf=0.000148387961,cover=0
- 46:[Ecc<6.98131132] yes=93,no=94,missing=93,gain=13.2964106,cover=577003
- 93:leaf=6.47484194e-05,cover=0
- 94:leaf=-0.000433718291,cover=0
- 2:[Area5<0.827407002] yes=5,no=6,missing=5,gain=3.70758963,cover=1532799
- 5:[PialCurv5<-0.0999256745] yes=11,no=12,missing=11,gain=3.94859076,cover=1403385
- 11:[Curv5<-0.138079464] yes=23,no=24,missing=24,gain=175.356964,cover=692194
- 23:[Curv5<-0.151772231] yes=47,no=48,missing=47,gain=21.2805862,cover=675795
- 47:[Curv5<-0.2435821] yes=95,no=96,missing=95,gain=9.15452194,cover=657204
- 95:leaf=0.000102442449,cover=0
- 96:leaf=-0.000303902925,cover=0
- 48:[PialCurv5<-0.116576619] yes=97,no=98,missing=97,gain=19.2608662,cover=18591
- 97:leaf=0.0048855776,cover=0
- 98:leaf=0.000761409756,cover=0
- 24:[PialCurv5<-0.106427588] yes=49,no=50,missing=49,gain=20.6977844,cover=16399
- 49:[Area5<0.699748635] yes=99,no=100,missing=100,gain=9.91172791,cover=8740
- 99:leaf=0.00515106367,cover=0
- 100:leaf=0.00852490775,cover=0
- 50:[Curv5<-0.121808149] yes=101,no=102,missing=101,gain=7.21441078,cover=7659
- 101:leaf=0.00198889966,cover=0
- 102:leaf=0.00514496397,cover=0
- 12:[Curv5<-0.175970852] yes=25,no=26,missing=25,gain=49.8355331,cover=711191
- 25:[Sulc0<-0.592216015] yes=51,no=52,missing=52,gain=29.1466446,cover=96280
- 51:[Sulc0<-1.12931466] yes=103,no=104,missing=103,gain=6.5504899,cover=60775
- 103:leaf=-0.00165889808,cover=0
- 104:leaf=0.000672581489,cover=0
- 52:[PialCurv5<-0.08490628] yes=105,no=106,missing=106,gain=13.085083,cover=35505
- 105:leaf=0.00162918796,cover=0
- 106:leaf=0.00362553936,cover=0
- 26:[Pol<77.5287857] yes=53,no=54,missing=53,gain=18.2746582,cover=614911
- 53:[LGI5<2.67457628] yes=107,no=108,missing=107,gain=11.7134085,cover=324264
- 107:leaf=9.13135518e-05,cover=0
- 108:leaf=-0.000518691668,cover=0
- 54:[MidArea5<0.809363365] yes=109,no=110,missing=109,gain=17.8418331,cover=290647
- 109:leaf=0.00125747116,cover=0
- 110:leaf=0.000123107457,cover=0
- 6:[LGI5<3.27544355] yes=13,no=14,missing=13,gain=3.56763363,cover=129414
- 13:[PialArea5<1.19545019] yes=27,no=28,missing=27,gain=3.63223839,cover=105843
- 27:[LGI5<2.3349762] yes=55,no=56,missing=56,gain=2.3386879,cover=45680
- 55:[Ecc<2.02168798] yes=111,no=112,missing=111,gain=3.11659622,cover=2599
- 111:leaf=0.0028634679,cover=0
- 112:leaf=-0.000654401199,cover=0
- 56:[Ecc<8.97079182] yes=113,no=114,missing=113,gain=2.63384819,cover=43081
- 113:leaf=-0.0011296561,cover=0
- 114:leaf=-0.000347235065,cover=0
- 28:[Pol<168.023468] yes=57,no=58,missing=57,gain=4.22010136,cover=60163
- 57:[Pol<53.6550331] yes=115,no=116,missing=115,gain=5.69467783,cover=55070
- 115:leaf=-0.000228957535,cover=0
- 116:leaf=0.000967354979,cover=0
- 58:[Ecc<6.52965975] yes=117,no=118,missing=118,gain=13.8446503,cover=5093
- 117:leaf=0.00714616105,cover=0
- 118:leaf=-0.00224015745,cover=0
- 14:[Ecc<13.6880245] yes=29,no=30,missing=29,gain=4.46206141,cover=23571
- 29:[Sulc0<-0.445309728] yes=59,no=60,missing=60,gain=3.62570286,cover=4944
- 59:[LGI5<3.37729335] yes=119,no=120,missing=120,gain=1.52765548,cover=3630
- 119:leaf=0.00104711624,cover=0
- 120:leaf=-0.00103351974,cover=0
- 60:[Sulc0<0.176289052] yes=121,no=122,missing=121,gain=4.20397711,cover=1314
- 121:leaf=-0.00417053048,cover=0
- 122:leaf=0.00527331745,cover=0
- 30:[Curv5<-0.0179657843] yes=61,no=62,missing=61,gain=4.15685844,cover=18627
- 61:[LGI5<3.31338549] yes=123,no=124,missing=124,gain=4.01054239,cover=15616
- 123:leaf=0.00249621505,cover=0
- 124:leaf=7.49575702e-05,cover=0
- 62:[LGI5<3.78836131] yes=125,no=126,missing=126,gain=2.12650204,cover=3011
- 125:leaf=0.00197895616,cover=0
- 126:leaf=0.00654198835,cover=0
-booster[417]:
-0:[PialArea5<0.87722075] yes=1,no=2,missing=2,gain=2.18963814,cover=5124388
- 1:[Area5<0.784037054] yes=3,no=4,missing=3,gain=6.21552896,cover=3248527
- 3:[PialCurv5<-0.111886919] yes=7,no=8,missing=8,gain=5.17610788,cover=3047550
- 7:[Curv5<-0.19738704] yes=15,no=16,missing=15,gain=26.810564,cover=403723
- 15:[Sulc0<0.272107065] yes=31,no=32,missing=31,gain=3.99691463,cover=338545
- 31:[PialCurv5<-0.210138425] yes=63,no=64,missing=63,gain=3.61427712,cover=337479
- 63:leaf=0.000726102327,cover=0
- 64:leaf=-7.96821041e-05,cover=0
- 32:[Pol<161.595886] yes=65,no=66,missing=65,gain=5.12809896,cover=1066
- 65:leaf=-0.00376367941,cover=0
- 66:leaf=0.0151888523,cover=0
- 16:[Area5<0.554568231] yes=33,no=34,missing=33,gain=28.0550079,cover=65178
- 33:[Sulc0<0.0850813463] yes=67,no=68,missing=68,gain=4.84548616,cover=28709
- 67:leaf=-3.13352757e-05,cover=0
- 68:leaf=-0.00507687964,cover=0
- 34:[PialCurv5<-0.129174799] yes=69,no=70,missing=69,gain=14.4346123,cover=36469
- 69:leaf=0.00338880834,cover=0
- 70:leaf=0.00127410784,cover=0
- 8:[Curv5<-0.0553030409] yes=17,no=18,missing=18,gain=9.07997704,cover=2643827
- 17:[Area5<0.598585367] yes=35,no=36,missing=36,gain=17.684166,cover=581510
- 35:[Ecc<17.2700901] yes=71,no=72,missing=71,gain=13.6166706,cover=261414
- 71:leaf=-4.8712609e-05,cover=0
- 72:leaf=0.00123283628,cover=0
- 36:[Pol<156.492447] yes=73,no=74,missing=73,gain=19.171154,cover=320096
- 73:leaf=-0.000667115615,cover=0
- 74:leaf=0.000361971237,cover=0
- 18:[PialCurv5<-0.0363363102] yes=37,no=38,missing=38,gain=14.3078928,cover=2062317
- 37:[PialArea5<0.584843099] yes=75,no=76,missing=75,gain=20.461441,cover=54644
- 75:leaf=-0.00115433172,cover=0
- 76:leaf=0.00126349868,cover=0
- 38:[Ecc<7.03401423] yes=77,no=78,missing=78,gain=7.93047428,cover=2007673
- 77:leaf=8.58903441e-05,cover=0
- 78:leaf=-0.000118661337,cover=0
- 4:[Curv5<0.0278947372] yes=9,no=10,missing=9,gain=9.61905861,cover=200977
- 9:[Pol<141.801834] yes=19,no=20,missing=19,gain=8.04939747,cover=36459
- 19:[Pol<80.2322083] yes=39,no=40,missing=39,gain=8.35634518,cover=28999
- 39:[LGI5<2.60212255] yes=79,no=80,missing=79,gain=4.93089676,cover=12057
- 79:leaf=0.0021662747,cover=0
- 80:leaf=-0.000365245156,cover=0
- 40:[Pol<118.191307] yes=81,no=82,missing=81,gain=9.04278374,cover=16942
- 81:leaf=-0.0027167995,cover=0
- 82:leaf=-0.000406104227,cover=0
- 20:[Ecc<1.05247808] yes=41,no=42,missing=41,gain=6.5587306,cover=7460
- 41:[LGI5<2.4272728] yes=83,no=84,missing=83,gain=9.47794628,cover=601
- 83:leaf=-0.00910437666,cover=0
- 84:leaf=0.00371552492,cover=0
- 42:[PialArea5<0.672997355] yes=85,no=86,missing=85,gain=9.80704498,cover=6859
- 85:leaf=0.00877902471,cover=0
- 86:leaf=0.000928010035,cover=0
- 10:[PialCurv5<0.0471153036] yes=21,no=22,missing=22,gain=7.23931885,cover=164518
- 21:[Pol<84.7687759] yes=43,no=44,missing=43,gain=14.3518019,cover=6481
- 43:[LGI5<2.74134016] yes=87,no=88,missing=87,gain=3.60645294,cover=3196
- 87:leaf=0.00696290005,cover=0
- 88:leaf=0.00331368181,cover=0
- 44:[LGI5<2.25958419] yes=89,no=90,missing=89,gain=6.26952553,cover=3285
- 89:leaf=-0.00894759316,cover=0
- 90:leaf=0.000274100545,cover=0
- 22:[PialArea5<0.733388364] yes=45,no=46,missing=45,gain=6.02738857,cover=158037
- 45:[Sulc0<0.506771445] yes=91,no=92,missing=92,gain=9.60736179,cover=122481
- 91:leaf=0.00113846583,cover=0
- 92:leaf=0.000196213325,cover=0
- 46:[MidArea5<0.958388984] yes=93,no=94,missing=93,gain=3.48130441,cover=35556
- 93:leaf=-0.000307992072,cover=0
- 94:leaf=0.00302810478,cover=0
- 2:[Area5<0.808195949] yes=5,no=6,missing=5,gain=4.31903267,cover=1875861
- 5:[PialCurv5<0.074624911] yes=11,no=12,missing=12,gain=5.30765438,cover=1679757
- 11:[Pol<68.895668] yes=23,no=24,missing=23,gain=4.48310757,cover=1666366
- 23:[LGI5<2.71502113] yes=47,no=48,missing=47,gain=7.10165167,cover=805769
- 47:[Curv5<-0.0816265643] yes=95,no=96,missing=95,gain=17.4578304,cover=378702
- 95:leaf=2.67786145e-05,cover=0
- 96:leaf=0.0012101999,cover=0
- 48:[Curv5<-0.185332045] yes=97,no=98,missing=97,gain=16.3281326,cover=427067
- 97:leaf=0.000208521262,cover=0
- 98:leaf=-0.000420446187,cover=0
- 24:[Pol<119.248337] yes=49,no=50,missing=49,gain=23.7850094,cover=860597
- 49:[Ecc<4.40349627] yes=99,no=100,missing=99,gain=49.3666077,cover=140645
- 99:leaf=-4.19462413e-05,cover=0
- 100:leaf=0.00186439638,cover=0
- 50:[Ecc<7.7481575] yes=101,no=102,missing=101,gain=18.1402893,cover=719952
- 101:leaf=-0.000219122274,cover=0
- 102:leaf=0.000283082627,cover=0
- 12:[Pol<99.0100403] yes=25,no=26,missing=25,gain=7.68458796,cover=13391
- 25:[Sulc0<0.134837523] yes=51,no=52,missing=51,gain=6.0569582,cover=6922
- 51:[Ecc<1.26157856] yes=103,no=104,missing=104,gain=3.93534088,cover=5693
- 103:leaf=-0.00127889111,cover=0
- 104:leaf=0.00331804599,cover=0
- 52:[Curv5<0.0300692953] yes=105,no=106,missing=105,gain=4.38706493,cover=1229
- 105:leaf=0.00385870109,cover=0
- 106:leaf=-0.00281139789,cover=0
- 26:[Ecc<32.6813126] yes=53,no=54,missing=53,gain=3.46308827,cover=6469
- 53:[Ecc<4.46987629] yes=107,no=108,missing=107,gain=3.11728454,cover=6222
- 107:leaf=0.00140130648,cover=0
- 108:leaf=-0.00110096415,cover=0
- 54:[Curv5<0.069626309] yes=109,no=110,missing=110,gain=1.49083066,cover=247
- 109:leaf=0.00460933708,cover=0
- 110:leaf=0.0209380686,cover=0
- 6:[LGI5<3.78836131] yes=13,no=14,missing=13,gain=3.53047442,cover=196104
- 13:[PialArea5<1.29873812] yes=27,no=28,missing=27,gain=3.40186334,cover=193610
- 27:[Ecc<11.1913614] yes=55,no=56,missing=55,gain=3.3583107,cover=137016
- 55:[LGI5<3.07360435] yes=111,no=112,missing=112,gain=6.70543098,cover=73364
- 111:leaf=-0.000388979446,cover=0
- 112:leaf=-0.00184211775,cover=0
- 56:[Pol<33.3267784] yes=113,no=114,missing=113,gain=5.93371105,cover=63652
- 113:leaf=0.000626303779,cover=0
- 114:leaf=-0.000405755913,cover=0
- 28:[Ecc<1.15906882] yes=57,no=58,missing=57,gain=3.25205183,cover=56594
- 57:[LGI5<2.55302763] yes=115,no=116,missing=116,gain=2.36271358,cover=906
- 115:leaf=-0.0019971414,cover=0
- 116:leaf=-0.0105383229,cover=0
- 58:[Pol<171.401581] yes=117,no=118,missing=117,gain=2.87531424,cover=55688
- 117:leaf=0.00026961675,cover=0
- 118:leaf=-0.00114239589,cover=0
- 14:[Pol<8.56911278] yes=29,no=30,missing=29,gain=5.69770575,cover=2494
- 29:[Area5<0.833255887] yes=59,no=60,missing=60,gain=0.865031481,cover=139
- 59:[PialArea5<1.15332794] yes=119,no=120,missing=120,gain=0.733362436,cover=81
- 119:leaf=-0.0090769073,cover=0
- 120:leaf=0.000395497162,cover=0
- 60:[Ecc<36.5542564] yes=121,no=122,missing=122,gain=0.38070941,cover=58
- 121:leaf=-0.0092533268,cover=0
- 122:leaf=-0.018184429,cover=0
- 30:[Pol<137.578873] yes=61,no=62,missing=61,gain=2.55298615,cover=2355
- 61:[Ecc<36.5542564] yes=123,no=124,missing=123,gain=1.63874912,cover=1297
- 123:leaf=0.00458416529,cover=0
- 124:leaf=-6.04646229e-05,cover=0
- 62:[Ecc<32.6813126] yes=125,no=126,missing=125,gain=1.31118417,cover=1058
- 125:leaf=-0.00037949378,cover=0
- 126:leaf=0.00418673409,cover=0
-booster[418]:
-0:[PialArea5<1.05055559] yes=1,no=2,missing=1,gain=2.12396193,cover=5124388
- 1:[MidArea5<1.1557827] yes=3,no=4,missing=3,gain=4.64352465,cover=4337902
- 3:[Ecc<1.21076584] yes=7,no=8,missing=7,gain=4.27198219,cover=4337511
- 7:[Pol<155.012512] yes=15,no=16,missing=16,gain=24.2525082,cover=319455
- 15:[Pol<68.895668] yes=31,no=32,missing=31,gain=23.1039677,cover=241698
- 31:[Ecc<0.669936359] yes=63,no=64,missing=63,gain=6.26275444,cover=83228
- 63:leaf=-0.000149401516,cover=0
- 64:leaf=-0.00101939763,cover=0
- 32:[Curv5<-0.0881721899] yes=65,no=66,missing=65,gain=13.9154711,cover=158470
- 65:leaf=1.70017647e-05,cover=0
- 66:leaf=0.000968093809,cover=0
- 16:[PialArea5<0.651661396] yes=33,no=34,missing=34,gain=6.08215904,cover=77757
- 33:[Curv5<0.113010712] yes=67,no=68,missing=67,gain=8.09156036,cover=30619
- 67:leaf=0.000180846124,cover=0
- 68:leaf=-0.00152851513,cover=0
- 34:[Area5<0.603367925] yes=69,no=70,missing=70,gain=9.7943573,cover=47138
- 69:leaf=-0.000600668369,cover=0
- 70:leaf=-0.00204221276,cover=0
- 8:[Pol<172.045227] yes=17,no=18,missing=17,gain=9.92655087,cover=4018056
- 17:[Ecc<1.96654522] yes=35,no=36,missing=35,gain=9.40279484,cover=3815214
- 35:[Pol<74.0505524] yes=71,no=72,missing=72,gain=27.2184982,cover=226203
- 71:leaf=-0.000522409799,cover=0
- 72:leaf=0.000662651088,cover=0
- 36:[Sulc0<-0.516633809] yes=73,no=74,missing=73,gain=11.5840931,cover=3589011
- 73:leaf=-0.000222958348,cover=0
- 74:leaf=5.6072281e-06,cover=0
- 18:[Sulc0<0.0372688323] yes=37,no=38,missing=38,gain=8.94222164,cover=202842
- 37:[Area5<0.688713074] yes=75,no=76,missing=75,gain=8.48480415,cover=190103
- 75:leaf=0.000209942693,cover=0
- 76:leaf=0.000941653387,cover=0
- 38:[Ecc<10.2861843] yes=77,no=78,missing=77,gain=14.5531559,cover=12739
- 77:leaf=-0.00277692196,cover=0
- 78:leaf=0.000614322547,cover=0
- 4:[LGI5<2.97899532] yes=9,no=10,missing=9,gain=0.955699921,cover=391
- 9:[Ecc<4.00532722] yes=19,no=20,missing=20,gain=1.91776967,cover=257
- 19:[Pol<116.093399] yes=39,no=40,missing=40,gain=1.13414645,cover=204
- 39:[LGI5<2.34802985] yes=79,no=80,missing=79,gain=0.452897936,cover=125
- 79:leaf=-0.00162597827,cover=0
- 80:leaf=0.00482439622,cover=0
- 40:[Pol<123.059357] yes=81,no=82,missing=81,gain=0.468852997,cover=79
- 81:leaf=0.0161256101,cover=0
- 82:leaf=0.00760923466,cover=0
- 20:[Pol<105.995506] yes=41,no=42,missing=42,gain=0.301491678,cover=53
- 41:[Curv5<0.0877084062] yes=83,no=84,missing=83,gain=0.102626264,cover=21
- 83:leaf=-0.00643332442,cover=0
- 84:leaf=0.00166415947,cover=0
- 42:[Pol<134.743088] yes=85,no=86,missing=86,gain=0.0248626471,cover=32
- 85:leaf=-0.00666822959,cover=0
- 86:leaf=-0.0116114533,cover=0
- 10:[LGI5<3.01963663] yes=21,no=22,missing=21,gain=2.20962906,cover=134
- 21:[PialCurv5<-0.0245349593] yes=43,no=44,missing=43,gain=0.278695107,cover=56
- 43:leaf=-0.00546343345,cover=0
- 44:[Pol<114.966316] yes=87,no=88,missing=87,gain=0.201699257,cover=55
- 87:leaf=0.0135888727,cover=0
- 88:leaf=0.0211984292,cover=0
- 22:[Pol<114.966316] yes=45,no=46,missing=46,gain=0.411568791,cover=78
- 45:[Pol<86.7064972] yes=89,no=90,missing=89,gain=0.313953459,cover=61
- 89:leaf=0.00502776867,cover=0
- 90:leaf=-0.00204754737,cover=0
- 46:[Pol<140.372742] yes=91,no=92,missing=91,gain=0.000402390957,cover=17
- 91:leaf=0.0102198012,cover=0
- 92:leaf=0.00292206719,cover=0
- 2:[PialCurv5<-0.0456207059] yes=5,no=6,missing=6,gain=5.37139702,cover=786486
- 5:[Curv5<-0.0620335713] yes=11,no=12,missing=11,gain=41.1159821,cover=710787
- 11:[Curv5<-0.0773924068] yes=23,no=24,missing=23,gain=6.23610783,cover=704484
- 23:[Area5<0.660333693] yes=47,no=48,missing=48,gain=4.87443209,cover=693909
- 47:[PialCurv5<-0.072655201] yes=93,no=94,missing=93,gain=8.43117332,cover=177841
- 93:leaf=0.000376120937,cover=0
- 94:leaf=-0.00108104933,cover=0
- 48:[Pol<74.0505524] yes=95,no=96,missing=95,gain=4.99605513,cover=516068
- 95:leaf=-0.000127107531,cover=0
- 96:leaf=0.000199872098,cover=0
- 24:[PialCurv5<-0.0748331472] yes=49,no=50,missing=50,gain=12.2552738,cover=10575
- 49:[LGI5<2.41354537] yes=97,no=98,missing=98,gain=6.0528183,cover=1419
- 97:leaf=0.0139967818,cover=0
- 98:leaf=0.00433364417,cover=0
- 50:[Ecc<2.6050899] yes=99,no=100,missing=100,gain=6.80276871,cover=9156
- 99:leaf=0.00456704898,cover=0
- 100:leaf=0.000146707971,cover=0
- 12:[PialCurv5<-0.0668589398] yes=25,no=26,missing=25,gain=13.2206192,cover=6303
- 25:[Ecc<0.836319208] yes=51,no=52,missing=52,gain=11.231266,cover=1552
- 51:[Pol<22.2436924] yes=101,no=102,missing=102,gain=4.08975744,cover=65
- 101:leaf=-0.0324126557,cover=0
- 102:leaf=-0.00434876746,cover=0
- 52:[Ecc<7.24576569] yes=103,no=104,missing=103,gain=14.8163834,cover=1487
- 103:leaf=0.0130850468,cover=0
- 104:leaf=0.00288248993,cover=0
- 26:[Ecc<16.0247612] yes=53,no=54,missing=53,gain=4.64588165,cover=4751
- 53:[Ecc<4.20590305] yes=105,no=106,missing=106,gain=5.78043413,cover=3700
- 105:leaf=0.00518914452,cover=0
- 106:leaf=0.000771681545,cover=0
- 54:[LGI5<3.16380119] yes=107,no=108,missing=108,gain=2.19615555,cover=1051
- 107:leaf=0.00869952329,cover=0
- 108:leaf=0.00397371687,cover=0
- 6:[Area5<0.688713074] yes=13,no=14,missing=13,gain=29.4351902,cover=75699
- 13:[PialCurv5<-0.00171623251] yes=27,no=28,missing=28,gain=7.64975739,cover=8107
- 27:[LGI5<2.4272728] yes=55,no=56,missing=55,gain=3.53423786,cover=6642
- 55:[Pol<11.2407846] yes=109,no=110,missing=110,gain=2.07392979,cover=2174
- 109:leaf=-0.00633101491,cover=0
- 110:leaf=-0.000364716223,cover=0
- 56:[Area5<0.645846248] yes=111,no=112,missing=112,gain=4.5772419,cover=4468
- 111:leaf=-0.0054820911,cover=0
- 112:leaf=-0.00210358738,cover=0
- 28:[Ecc<2.91795349] yes=57,no=58,missing=58,gain=4.28823662,cover=1465
- 57:[Pol<30.3635597] yes=113,no=114,missing=113,gain=2.56652164,cover=574
- 113:leaf=-0.0117571484,cover=0
- 114:leaf=-0.00177548791,cover=0
- 58:[LGI5<2.30180311] yes=115,no=116,missing=116,gain=2.02004433,cover=891
- 115:leaf=0.00613103202,cover=0
- 116:leaf=-0.00899113994,cover=0
- 14:[Curv5<-0.0983823985] yes=29,no=30,missing=29,gain=34.4077492,cover=67592
- 29:[Curv5<-0.121808149] yes=59,no=60,missing=59,gain=5.73320961,cover=7695
- 59:[Sulc0<-0.726142108] yes=117,no=118,missing=118,gain=2.11773109,cover=2807
- 117:leaf=0.00172621559,cover=0
- 118:leaf=0.00554792769,cover=0
- 60:[Ecc<4.67068386] yes=119,no=120,missing=119,gain=5.0793829,cover=4888
- 119:leaf=-0.00017631572,cover=0
- 120:leaf=0.00325557194,cover=0
- 30:[Pol<38.1036148] yes=61,no=62,missing=61,gain=4.15277433,cover=59897
- 61:[LGI5<2.64191389] yes=121,no=122,missing=121,gain=7.44912672,cover=14003
- 121:leaf=-0.00407075556,cover=0
- 122:leaf=-0.000687324849,cover=0
- 62:[PialArea5<1.57955706] yes=123,no=124,missing=124,gain=4.93337679,cover=45894
- 123:leaf=-0.000112377595,cover=0
- 124:leaf=-0.00608831039,cover=0
-booster[419]:
-0:[Pol<96.2546158] yes=1,no=2,missing=1,gain=2.16928077,cover=5124388
- 1:[Ecc<7.03401423] yes=3,no=4,missing=3,gain=16.6849957,cover=2381836
- 3:[Ecc<4.40349627] yes=7,no=8,missing=8,gain=38.5013885,cover=1084674
- 7:[PialCurv5<0.107261039] yes=15,no=16,missing=15,gain=23.0719109,cover=693401
- 15:[Pol<47.409153] yes=31,no=32,missing=31,gain=29.4531555,cover=615437
- 31:[Curv5<-0.179045901] yes=63,no=64,missing=63,gain=33.91465,cover=295811
- 63:leaf=-0.000206148325,cover=0
- 64:leaf=0.000896975806,cover=0
- 32:[Ecc<1.91022825] yes=65,no=66,missing=65,gain=55.8507614,cover=319626
- 65:leaf=0.000274407037,cover=0
- 66:leaf=-0.00105894974,cover=0
- 16:[MidArea5<0.712433219] yes=33,no=34,missing=33,gain=13.9064217,cover=77964
- 33:[Area5<0.703760326] yes=67,no=68,missing=68,gain=7.01916552,cover=67093
- 67:leaf=0.000183845856,cover=0
- 68:leaf=0.00133157743,cover=0
- 34:[LGI5<2.51969218] yes=69,no=70,missing=70,gain=3.85318565,cover=10871
- 69:leaf=0.00296680513,cover=0
- 70:leaf=0.000789135345,cover=0
- 8:[Area5<0.629274011] yes=17,no=18,missing=18,gain=23.2139549,cover=391273
- 17:[PialArea5<0.813682437] yes=35,no=36,missing=35,gain=14.5999765,cover=84351
- 35:[MidArea5<0.474339783] yes=71,no=72,missing=71,gain=8.30829334,cover=53017
- 71:leaf=0.00165838026,cover=0
- 72:leaf=-0.000832817168,cover=0
- 36:[Pol<73.3354874] yes=73,no=74,missing=73,gain=9.21840096,cover=31334
- 73:leaf=0.000301802298,cover=0
- 74:leaf=0.00255732867,cover=0
- 18:[Pol<43.7633247] yes=37,no=38,missing=38,gain=34.1168365,cover=306922
- 37:[Curv5<0.0235087723] yes=75,no=76,missing=75,gain=24.4845352,cover=107067
- 75:leaf=-6.14649034e-05,cover=0
- 76:leaf=0.00484879641,cover=0
- 38:[Sulc0<-0.0637059584] yes=77,no=78,missing=77,gain=27.270134,cover=199855
- 77:leaf=0.00172318914,cover=0
- 78:leaf=0.000553967024,cover=0
- 4:[Ecc<11.1913614] yes=9,no=10,missing=9,gain=59.1281357,cover=1297162
- 9:[Pol<78.8803177] yes=19,no=20,missing=19,gain=39.8268929,cover=406364
- 19:[Sulc0<-0.351394534] yes=39,no=40,missing=39,gain=86.8718109,cover=276039
- 39:[PialCurv5<-0.111109555] yes=79,no=80,missing=79,gain=19.7880363,cover=147440
- 79:leaf=0.00051420572,cover=0
- 80:leaf=-0.000646016037,cover=0
- 40:[Curv5<0.069626309] yes=81,no=82,missing=81,gain=52.3821869,cover=128599
- 81:leaf=-0.0024222394,cover=0
- 82:leaf=-1.23183881e-05,cover=0
- 20:[PialArea5<0.739180207] yes=41,no=42,missing=41,gain=30.6435738,cover=130325
- 41:[LGI5<2.55687809] yes=83,no=84,missing=84,gain=6.55811644,cover=116382
- 83:leaf=-0.000873103098,cover=0
- 84:leaf=5.89122428e-05,cover=0
- 42:[Sulc0<-0.173886195] yes=85,no=86,missing=85,gain=8.7568779,cover=13943
- 85:leaf=0.000228258577,cover=0
- 86:leaf=0.00308965542,cover=0
- 10:[Curv5<0.0534323379] yes=21,no=22,missing=21,gain=36.2291183,cover=890798
- 21:[Pol<58.6768646] yes=43,no=44,missing=43,gain=252.716537,cover=585229
- 43:[PialCurv5<-0.0262977369] yes=87,no=88,missing=87,gain=31.0546227,cover=481326
- 87:leaf=0.000144943522,cover=0
- 88:leaf=-0.000742037082,cover=0
- 44:[Area5<0.706109285] yes=89,no=90,missing=89,gain=52.159668,cover=103903
- 89:leaf=0.00342521118,cover=0
- 90:leaf=0.00107172295,cover=0
- 22:[PialCurv5<0.064168714] yes=45,no=46,missing=45,gain=39.3814354,cover=305569
- 45:[Ecc<28.7730255] yes=91,no=92,missing=92,gain=17.127552,cover=14744
- 91:leaf=0.000923924323,cover=0
- 92:leaf=0.00445969356,cover=0
- 46:[PialArea5<0.537928462] yes=93,no=94,missing=93,gain=15.5436077,cover=290825
- 93:leaf=-0.000168643513,cover=0
- 94:leaf=-0.000943992112,cover=0
- 2:[Ecc<15.3430929] yes=5,no=6,missing=5,gain=13.0833778,cover=2742552
- 5:[LGI5<2.81359315] yes=11,no=12,missing=12,gain=59.6762886,cover=2075972
- 11:[Ecc<8.17402458] yes=23,no=24,missing=23,gain=18.2519226,cover=1548943
- 23:[Ecc<4.33753681] yes=47,no=48,missing=47,gain=32.0569496,cover=1342571
- 47:[Area5<0.630444467] yes=95,no=96,missing=95,gain=22.3354359,cover=736486
- 95:leaf=0.000284302747,cover=0
- 96:leaf=-0.000268061325,cover=0
- 48:[Pol<159.435425] yes=97,no=98,missing=97,gain=36.9591789,cover=606085
- 97:leaf=-0.000657884404,cover=0
- 98:leaf=0.000314537436,cover=0
- 24:[Area5<0.67996794] yes=49,no=50,missing=49,gain=28.3721581,cover=206372
- 49:[PialArea5<0.715215623] yes=99,no=100,missing=100,gain=18.7348518,cover=90766
- 99:leaf=-0.00108843006,cover=0
- 100:leaf=0.000348868634,cover=0
- 50:[PialCurv5<0.208232641] yes=101,no=102,missing=101,gain=24.3256187,cover=115606
- 101:leaf=0.00122705125,cover=0
- 102:leaf=-0.000500614755,cover=0
- 12:[Pol<160.153915] yes=25,no=26,missing=25,gain=40.8549309,cover=527029
- 25:[PialCurv5<-0.0923183635] yes=51,no=52,missing=52,gain=21.5674515,cover=397990
- 51:[Sulc0<-0.319176674] yes=103,no=104,missing=103,gain=17.8655376,cover=89585
- 103:leaf=0.000428883679,cover=0
- 104:leaf=-0.00128856755,cover=0
- 52:[PialArea5<0.808668435] yes=105,no=106,missing=106,gain=48.6080704,cover=308405
- 105:leaf=0.000558145868,cover=0
- 106:leaf=0.00197155378,cover=0
- 26:[Curv5<-0.0708468556] yes=53,no=54,missing=53,gain=25.8777161,cover=129039
- 53:[Ecc<5.27515984] yes=107,no=108,missing=108,gain=17.9794369,cover=66898
- 107:leaf=-0.00186207518,cover=0
- 108:leaf=0.000697404961,cover=0
- 54:[Pol<172.045227] yes=109,no=110,missing=109,gain=27.5676193,cover=62141
- 109:leaf=-0.00227576098,cover=0
- 110:leaf=-0.000135814757,cover=0
- 6:[Sulc0<0.762988985] yes=13,no=14,missing=14,gain=35.1226425,cover=666580
- 13:[Pol<117.137611] yes=27,no=28,missing=27,gain=48.8179855,cover=569929
- 27:[Sulc0<0.167916268] yes=55,no=56,missing=56,gain=43.8191452,cover=69133
- 55:[LGI5<3.15084362] yes=111,no=112,missing=111,gain=12.5956001,cover=7096
- 111:leaf=-0.000430806074,cover=0
- 112:leaf=0.00385426218,cover=0
- 56:[LGI5<3.30554914] yes=113,no=114,missing=114,gain=15.326355,cover=62037
- 113:leaf=-0.00144385977,cover=0
- 114:leaf=-0.0030734553,cover=0
- 28:[Sulc0<0.364060968] yes=57,no=58,missing=57,gain=31.6566696,cover=500796
- 57:[Pol<146.864227] yes=115,no=116,missing=115,gain=46.9700089,cover=409755
- 115:leaf=-0.00121374207,cover=0
- 116:leaf=-4.09175555e-05,cover=0
- 58:[Pol<126.540802] yes=117,no=118,missing=118,gain=14.3387527,cover=91041
- 117:leaf=-0.000178337548,cover=0
- 118:leaf=0.00112230319,cover=0
- 14:[PialCurv5<0.141046807] yes=29,no=30,missing=29,gain=10.8648148,cover=96651
- 29:[LGI5<3.58443618] yes=59,no=60,missing=59,gain=6.25251389,cover=12217
- 59:[MidArea5<0.646593809] yes=119,no=120,missing=120,gain=5.82176781,cover=10275
- 119:leaf=0.00185279513,cover=0
- 120:leaf=0.00459506363,cover=0
- 60:[Area5<0.542713821] yes=121,no=122,missing=121,gain=3.42058396,cover=1942
- 121:leaf=-0.0170255993,cover=0
- 122:leaf=-0.000282431458,cover=0
- 30:[LGI5<2.53428411] yes=61,no=62,missing=61,gain=5.91518497,cover=84434
- 61:[Area5<0.924216449] yes=123,no=124,missing=124,gain=1.63358736,cover=603
- 123:leaf=0.00457856804,cover=0
- 124:leaf=0.0138808554,cover=0
- 62:[Ecc<25.981123] yes=125,no=126,missing=125,gain=4.97213507,cover=83831
- 125:leaf=4.36834634e-05,cover=0
- 126:leaf=0.000813973602,cover=0
-booster[420]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=1,gain=2.16826558,cover=5124388
- 1:[LGI5<2.92895722] yes=3,no=4,missing=4,gain=1.29975748,cover=40033
- 3:[LGI5<2.48931384] yes=7,no=8,missing=7,gain=1.56112099,cover=24870
- 7:[PialCurv5<0.0377402082] yes=15,no=16,missing=15,gain=1.15627992,cover=9056
- 15:[Sulc0<-0.351394534] yes=31,no=32,missing=31,gain=0.764946342,cover=150
- 31:[LGI5<2.22170687] yes=63,no=64,missing=63,gain=0.294222653,cover=69
- 63:leaf=-0.0062926868,cover=0
- 64:leaf=0.00179730449,cover=0
- 32:[PialCurv5<-0.0940372422] yes=65,no=66,missing=65,gain=0.507206321,cover=81
- 65:leaf=0.00045422159,cover=0
- 66:leaf=-0.00902178232,cover=0
- 16:[PialCurv5<0.141046807] yes=33,no=34,missing=33,gain=2.24657393,cover=8906
- 33:[LGI5<2.46595764] yes=67,no=68,missing=67,gain=1.37256241,cover=516
- 67:leaf=0.00325949932,cover=0
- 68:leaf=0.0138216261,cover=0
- 34:[LGI5<2.3969903] yes=69,no=70,missing=69,gain=0.733259499,cover=8390
- 69:leaf=7.82232819e-05,cover=0
- 70:leaf=0.00101305766,cover=0
- 8:[Pol<52.7894325] yes=17,no=18,missing=17,gain=1.53183389,cover=15814
- 17:[LGI5<2.83041978] yes=35,no=36,missing=36,gain=0.313926935,cover=83
- 35:[Area5<0.77338779] yes=71,no=72,missing=72,gain=0.278991759,cover=52
- 71:leaf=0.00311919185,cover=0
- 72:leaf=0.0189913567,cover=0
- 36:[Curv5<0.195079193] yes=73,no=74,missing=73,gain=0.736239552,cover=31
- 73:leaf=0.0218496006,cover=0
- 74:leaf=0.00513212709,cover=0
- 18:[LGI5<2.56865931] yes=37,no=38,missing=37,gain=1.3457303,cover=15731
- 37:[Ecc<13.8847265] yes=75,no=76,missing=75,gain=1.73882115,cover=2991
- 75:leaf=-0.000986821949,cover=0
- 76:leaf=-0.0103002591,cover=0
- 38:[Pol<104.929901] yes=77,no=78,missing=77,gain=2.04951596,cover=12740
- 77:leaf=-0.000251493067,cover=0
- 78:leaf=0.00144866435,cover=0
- 4:[Ecc<16.5318356] yes=9,no=10,missing=9,gain=2.02000856,cover=15163
- 9:[Sulc0<1.02827847] yes=19,no=20,missing=19,gain=1.85872459,cover=4973
- 19:[Pol<86.0952454] yes=39,no=40,missing=39,gain=1.47684145,cover=4048
- 39:[LGI5<3.55025291] yes=79,no=80,missing=80,gain=1.82146955,cover=432
- 79:leaf=0.00362383737,cover=0
- 80:leaf=0.0139775444,cover=0
- 40:[LGI5<3.16380119] yes=81,no=82,missing=82,gain=1.95579004,cover=3616
- 81:leaf=0.00274024135,cover=0
- 82:leaf=0.000402943842,cover=0
- 20:[LGI5<3.42912889] yes=41,no=42,missing=41,gain=1.62170541,cover=925
- 41:[PialCurv5<0.147539601] yes=83,no=84,missing=84,gain=0.960780382,cover=815
- 83:leaf=0.0128143532,cover=0
- 84:leaf=-0.00144310936,cover=0
- 42:[Pol<93.3357697] yes=85,no=86,missing=85,gain=0.990475178,cover=110
- 85:leaf=0.0123203536,cover=0
- 86:leaf=0.00203883369,cover=0
- 10:[Sulc0<0.779008448] yes=21,no=22,missing=21,gain=1.74115872,cover=10190
- 21:[LGI5<2.95653391] yes=43,no=44,missing=44,gain=2.69039822,cover=1176
- 43:[Area5<0.631603718] yes=87,no=88,missing=87,gain=2.00005579,cover=61
- 87:leaf=0.0160456225,cover=0
- 88:leaf=-0.00218307553,cover=0
- 44:[LGI5<3.06739473] yes=89,no=90,missing=89,gain=1.66490304,cover=1115
- 89:leaf=-0.00583348982,cover=0
- 90:leaf=-0.00105728791,cover=0
- 22:[Curv5<0.129884616] yes=45,no=46,missing=45,gain=1.5685513,cover=9014
- 45:[LGI5<3.00812316] yes=91,no=92,missing=92,gain=2.51233912,cover=514
- 91:leaf=0.00769624487,cover=0
- 92:leaf=-0.00335322879,cover=0
- 46:[Area5<0.525751591] yes=93,no=94,missing=94,gain=1.42260301,cover=8500
- 93:leaf=-0.00172586215,cover=0
- 94:leaf=0.000897062768,cover=0
- 2:[Curv5<0.14511615] yes=5,no=6,missing=5,gain=2.29474044,cover=5084355
- 5:[Sulc0<0.732260227] yes=11,no=12,missing=11,gain=5.75837564,cover=4554888
- 11:[LGI5<3.74316525] yes=23,no=24,missing=24,gain=5.17829418,cover=4372201
- 23:[Ecc<46.7494621] yes=47,no=48,missing=47,gain=4.71584511,cover=4309756
- 47:[Ecc<23.9349174] yes=95,no=96,missing=95,gain=6.16554546,cover=4271621
- 95:leaf=2.13537842e-05,cover=0
- 96:leaf=-0.00016052954,cover=0
- 48:[PialCurv5<0.064168714] yes=97,no=98,missing=97,gain=10.7593212,cover=38135
- 97:leaf=0.000932243303,cover=0
- 98:leaf=-0.00132327154,cover=0
- 24:[Ecc<14.484726] yes=49,no=50,missing=49,gain=6.8562851,cover=62445
- 49:[LGI5<3.94193578] yes=99,no=100,missing=99,gain=3.42849922,cover=8080
- 99:leaf=-0.00230878429,cover=0
- 100:leaf=0.000329093426,cover=0
- 50:[MidArea5<0.858873606] yes=101,no=102,missing=101,gain=4.93891191,cover=54365
- 101:leaf=-0.000472632993,cover=0
- 102:leaf=0.000780922535,cover=0
- 12:[Pol<103.851685] yes=25,no=26,missing=25,gain=20.429285,cover=182687
- 25:[Area5<0.598585367] yes=51,no=52,missing=52,gain=13.7882051,cover=120755
- 51:[Ecc<35.195137] yes=103,no=104,missing=103,gain=9.82092762,cover=2929
- 103:leaf=-0.00206572539,cover=0
- 104:leaf=-0.00939967018,cover=0
- 52:[Ecc<43.8470497] yes=105,no=106,missing=105,gain=11.3153391,cover=117826
- 105:leaf=0.00018679908,cover=0
- 106:leaf=-0.00122576696,cover=0
- 26:[PialCurv5<0.134718806] yes=53,no=54,missing=53,gain=8.8748455,cover=61932
- 53:[LGI5<3.58443618] yes=107,no=108,missing=107,gain=5.94554901,cover=10734
- 107:leaf=0.00281606312,cover=0
- 108:leaf=-0.00051369,cover=0
- 54:[LGI5<3.58443618] yes=109,no=110,missing=110,gain=4.02847958,cover=51198
- 109:leaf=0.000887795002,cover=0
- 110:leaf=-0.000657332246,cover=0
- 6:[Sulc0<-0.137935251] yes=13,no=14,missing=14,gain=4.60537338,cover=529467
- 13:[LGI5<2.47631311] yes=27,no=28,missing=27,gain=13.9779444,cover=23000
- 27:[Ecc<1.10530448] yes=55,no=56,missing=55,gain=5.27803898,cover=14228
- 55:[Ecc<0.406764686] yes=111,no=112,missing=111,gain=6.95816898,cover=6024
- 111:leaf=0.00110482087,cover=0
- 112:leaf=-0.00260880264,cover=0
- 56:[Pol<126.540802] yes=113,no=114,missing=113,gain=6.74935436,cover=8204
- 113:leaf=-0.000205863136,cover=0
- 114:leaf=0.00359331234,cover=0
- 28:[Ecc<8.87956142] yes=57,no=58,missing=57,gain=6.00103569,cover=8772
- 57:[Ecc<3.10160303] yes=115,no=116,missing=115,gain=9.90034676,cover=6112
- 115:leaf=0.000905249675,cover=0
- 116:leaf=0.00493521709,cover=0
- 58:[PialCurv5<0.0308136549] yes=117,no=118,missing=117,gain=3.80162382,cover=2660
- 117:leaf=0.00964381453,cover=0
- 118:leaf=-0.00019945293,cover=0
- 14:[PialArea5<0.472106963] yes=29,no=30,missing=29,gain=3.42479372,cover=506467
- 29:[Sulc0<0.68960917] yes=59,no=60,missing=60,gain=5.24037409,cover=409981
- 59:[Ecc<12.0179253] yes=119,no=120,missing=119,gain=7.08078718,cover=228179
- 119:leaf=0.000208823389,cover=0
- 120:leaf=-0.000562046131,cover=0
- 60:[Ecc<25.5461979] yes=121,no=122,missing=121,gain=4.64354277,cover=181802
- 121:leaf=-0.000447482249,cover=0
- 122:leaf=8.97920108e-05,cover=0
- 30:[Area5<0.717401922] yes=61,no=62,missing=61,gain=4.52888393,cover=96486
- 61:[Sulc0<0.272107065] yes=123,no=124,missing=123,gain=7.28132915,cover=52100
- 123:leaf=-0.00056654145,cover=0
- 124:leaf=0.000640367216,cover=0
- 62:[MidArea5<0.847394943] yes=125,no=126,missing=125,gain=4.42562103,cover=44386
- 125:leaf=-0.000854242593,cover=0
- 126:leaf=0.00225715316,cover=0
-booster[421]:
-0:[PialArea5<0.349780142] yes=1,no=2,missing=2,gain=2.1555295,cover=5124388
- 1:[Curv5<0.135532871] yes=3,no=4,missing=3,gain=3.01614928,cover=242979
- 3:[Pol<138.971481] yes=7,no=8,missing=7,gain=2.99752903,cover=35017
- 7:[Pol<106.604004] yes=15,no=16,missing=16,gain=2.70620298,cover=33323
- 15:[Curv5<0.0574831441] yes=31,no=32,missing=31,gain=2.35287619,cover=26968
- 31:[LGI5<3.30554914] yes=63,no=64,missing=64,gain=3.17696238,cover=1775
- 63:leaf=-0.000164020268,cover=0
- 64:leaf=-0.0052401307,cover=0
- 32:[Sulc0<-0.271910518] yes=65,no=66,missing=65,gain=3.24292183,cover=25193
- 65:leaf=0.0073476187,cover=0
- 66:leaf=0.000536581036,cover=0
- 16:[Ecc<14.9070177] yes=33,no=34,missing=33,gain=3.22710323,cover=6355
- 33:[LGI5<2.46263766] yes=67,no=68,missing=68,gain=3.33162022,cover=2697
- 67:leaf=0.000375990901,cover=0
- 68:leaf=0.00413318537,cover=0
- 34:[Sulc0<0.443755656] yes=69,no=70,missing=69,gain=2.84678817,cover=3658
- 69:leaf=-0.00594787486,cover=0
- 70:leaf=0.000934379292,cover=0
- 8:[LGI5<2.13090348] yes=17,no=18,missing=18,gain=2.92715335,cover=1694
- 17:[Pol<169.412277] yes=35,no=36,missing=35,gain=0.517062902,cover=23
- 35:[Ecc<0.221054599] yes=71,no=72,missing=71,gain=0.0611240864,cover=22
- 71:leaf=-0.0036676079,cover=0
- 72:leaf=-0.0210422371,cover=0
- 36:leaf=0.00934044179,cover=0
- 18:[LGI5<2.47264814] yes=37,no=38,missing=38,gain=2.2646687,cover=1671
- 37:[Ecc<1.62447274] yes=73,no=74,missing=73,gain=1.54760551,cover=1061
- 73:leaf=-0.000227093915,cover=0
- 74:leaf=0.00935046747,cover=0
- 38:[MidArea5<0.535488486] yes=75,no=76,missing=75,gain=1.83034825,cover=610
- 75:leaf=-0.00407975027,cover=0
- 76:leaf=0.0136299273,cover=0
- 4:[Pol<54.5053368] yes=9,no=10,missing=10,gain=2.35137916,cover=207962
- 9:[LGI5<2.60212255] yes=19,no=20,missing=19,gain=2.80903769,cover=1616
- 19:[Sulc0<-0.319176674] yes=39,no=40,missing=39,gain=0.546019852,cover=236
- 39:[Ecc<0.669936359] yes=77,no=78,missing=77,gain=0.169554487,cover=24
- 77:leaf=0.00997902919,cover=0
- 78:leaf=0.00107575464,cover=0
- 40:[Sulc0<0.485350072] yes=79,no=80,missing=79,gain=0.428414702,cover=212
- 79:leaf=-0.00537244743,cover=0
- 80:leaf=-0.000514932617,cover=0
- 20:[Ecc<9.61991787] yes=41,no=42,missing=41,gain=0.95754385,cover=1380
- 41:[LGI5<2.77946544] yes=81,no=82,missing=81,gain=0.640406132,cover=137
- 81:leaf=0.00374196447,cover=0
- 82:leaf=0.0106912153,cover=0
- 42:[Pol<23.2745647] yes=83,no=84,missing=83,gain=0.953593493,cover=1243
- 83:leaf=-0.000813815859,cover=0
- 84:leaf=0.00299019017,cover=0
- 10:[Area5<0.839165807] yes=21,no=22,missing=21,gain=2.19995761,cover=206346
- 21:[Sulc0<0.68960917] yes=43,no=44,missing=43,gain=2.05845332,cover=205574
- 43:[Ecc<12.3665791] yes=85,no=86,missing=85,gain=6.71651888,cover=80224
- 85:leaf=0.000433835201,cover=0
- 86:leaf=-0.000867994502,cover=0
- 44:[PialCurv5<0.147539601] yes=87,no=88,missing=87,gain=4.30634403,cover=125350
- 87:leaf=0.00150714058,cover=0
- 88:leaf=-0.000132567206,cover=0
- 22:[LGI5<3.33014965] yes=45,no=46,missing=46,gain=2.11765838,cover=772
- 45:[Pol<80.8913651] yes=89,no=90,missing=89,gain=2.05681539,cover=642
- 89:leaf=-0.00877834391,cover=0
- 90:leaf=0.00230805064,cover=0
- 46:[Area5<0.877147377] yes=91,no=92,missing=92,gain=0.873782635,cover=130
- 91:leaf=0.00392173557,cover=0
- 92:leaf=0.0122251138,cover=0
- 2:[Curv5<0.195079193] yes=5,no=6,missing=6,gain=3.78567958,cover=4881409
- 5:[PialCurv5<0.45140323] yes=11,no=12,missing=11,gain=3.12513614,cover=4791691
- 11:[LGI5<2.23211861] yes=23,no=24,missing=23,gain=2.66408706,cover=4787573
- 23:[Ecc<2.97906685] yes=47,no=48,missing=47,gain=3.82638836,cover=132120
- 47:[Ecc<1.3629595] yes=93,no=94,missing=94,gain=5.4504571,cover=93887
- 93:leaf=3.79458725e-05,cover=0
- 94:leaf=0.000802121882,cover=0
- 48:[Sulc0<0.0850813463] yes=95,no=96,missing=95,gain=5.74377537,cover=38233
- 95:leaf=-0.000472315965,cover=0
- 96:leaf=0.00118997472,cover=0
- 24:[MidArea5<0.548060238] yes=49,no=50,missing=49,gain=3.06213522,cover=4655453
- 49:[PialArea5<0.724588811] yes=97,no=98,missing=98,gain=7.54443741,cover=264729
- 97:leaf=-0.000190802893,cover=0
- 98:leaf=0.00402010698,cover=0
- 50:[PialArea5<0.485325813] yes=99,no=100,missing=99,gain=6.68685007,cover=4390724
- 99:leaf=0.000234129096,cover=0
- 100:leaf=-1.50643145e-05,cover=0
- 12:[Pol<174.523148] yes=25,no=26,missing=25,gain=3.04300833,cover=4118
- 25:[PialArea5<0.413606972] yes=51,no=52,missing=51,gain=2.07037997,cover=4052
- 51:[Curv5<-0.00141534733] yes=101,no=102,missing=101,gain=1.35413885,cover=2123
- 101:leaf=-0.0204095691,cover=0
- 102:leaf=0.000200365583,cover=0
- 52:[Pol<3.6072247] yes=103,no=104,missing=104,gain=1.44008493,cover=1929
- 103:leaf=0.0250396412,cover=0
- 104:leaf=0.00230194745,cover=0
- 26:[Ecc<10.2861843] yes=53,no=54,missing=53,gain=1.44767308,cover=66
- 53:[LGI5<2.88525915] yes=105,no=106,missing=105,gain=0.397259295,cover=39
- 105:leaf=0.0110598989,cover=0
- 106:leaf=0.00099364284,cover=0
- 54:[MidArea5<0.548060238] yes=107,no=108,missing=107,gain=1.81314278,cover=27
- 107:leaf=0.0366485417,cover=0
- 108:leaf=0.00973672327,cover=0
- 6:[Ecc<28.7730255] yes=13,no=14,missing=13,gain=2.57328463,cover=89718
- 13:[Ecc<6.03867722] yes=27,no=28,missing=28,gain=3.24878025,cover=81482
- 27:[LGI5<2.55687809] yes=55,no=56,missing=55,gain=3.23134279,cover=53362
- 55:[Sulc0<-0.43309778] yes=109,no=110,missing=109,gain=2.79369688,cover=43094
- 109:leaf=-0.00477964617,cover=0
- 110:leaf=-0.000338079204,cover=0
- 56:[Sulc0<-0.0562447868] yes=111,no=112,missing=111,gain=2.2312479,cover=10268
- 111:leaf=0.00316162338,cover=0
- 112:leaf=0.000398993026,cover=0
- 28:[Pol<63.605114] yes=57,no=58,missing=58,gain=2.64462566,cover=28120
- 57:[LGI5<2.36078882] yes=113,no=114,missing=113,gain=2.95146513,cover=429
- 113:leaf=0.0298987329,cover=0
- 114:leaf=0.00239713141,cover=0
- 58:[Area5<0.741095543] yes=115,no=116,missing=116,gain=2.58861637,cover=27691
- 115:leaf=-0.000749773462,cover=0
- 116:leaf=-0.00237339013,cover=0
- 14:[Pol<139.671173] yes=29,no=30,missing=29,gain=2.19992566,cover=8236
- 29:[LGI5<3.37729335] yes=59,no=60,missing=60,gain=2.06297874,cover=8170
- 59:[LGI5<3.35709596] yes=117,no=118,missing=117,gain=1.82967019,cover=5579
- 117:leaf=0.000804915559,cover=0
- 118:leaf=0.00565256923,cover=0
- 60:[MidArea5<0.56810379] yes=119,no=120,missing=119,gain=1.10790825,cover=2591
- 119:leaf=2.86509166e-05,cover=0
- 120:leaf=-0.0021414978,cover=0
- 30:[PialArea5<0.472106963] yes=61,no=62,missing=61,gain=0.808067799,cover=66
- 61:[Sulc0<0.649594426] yes=121,no=122,missing=121,gain=0.598139048,cover=52
- 121:leaf=0.00640259543,cover=0
- 122:leaf=0.0174497645,cover=0
- 62:[Ecc<32.6813126] yes=123,no=124,missing=123,gain=0.0408589393,cover=14
- 123:leaf=0.00096075359,cover=0
- 124:leaf=-0.00428592088,cover=0
-booster[422]:
-0:[Pol<2.97048163] yes=1,no=2,missing=1,gain=2.13769221,cover=5124388
- 1:[PialCurv5<0.0932018384] yes=3,no=4,missing=3,gain=7.55119705,cover=60049
- 3:[Ecc<9.27846909] yes=7,no=8,missing=8,gain=5.19650888,cover=57853
- 7:[LGI5<3.07984829] yes=15,no=16,missing=15,gain=6.74278069,cover=21619
- 15:[Sulc0<-0.0936657563] yes=31,no=32,missing=32,gain=2.89455867,cover=18130
- 31:[Area5<0.739104271] yes=63,no=64,missing=63,gain=2.5483768,cover=17878
- 63:leaf=0.000679633988,cover=0
- 64:leaf=-0.000584011374,cover=0
- 32:[PialArea5<0.879786193] yes=65,no=66,missing=65,gain=2.94114089,cover=252
- 65:leaf=-0.00830431189,cover=0
- 66:leaf=0.00398611464,cover=0
- 16:[Sulc0<-0.298712492] yes=33,no=34,missing=33,gain=2.24036789,cover=3489
- 33:[Area5<0.736205518] yes=67,no=68,missing=68,gain=1.22821331,cover=2955
- 67:leaf=-0.00242136163,cover=0
- 68:leaf=-0.0002781449,cover=0
- 34:[PialArea5<0.445556581] yes=69,no=70,missing=69,gain=2.69776392,cover=534
- 69:leaf=0.0257098023,cover=0
- 70:leaf=-0.00559739163,cover=0
- 8:[MidArea5<0.648438752] yes=17,no=18,missing=18,gain=4.14694977,cover=36234
- 17:[Ecc<35.8605728] yes=35,no=36,missing=35,gain=1.6240921,cover=2263
- 35:[LGI5<2.69470191] yes=71,no=72,missing=71,gain=1.42585635,cover=1645
- 71:leaf=0.00508534489,cover=0
- 72:leaf=-0.00242034229,cover=0
- 36:[PialCurv5<-0.0262977369] yes=73,no=74,missing=73,gain=2.29934311,cover=618
- 73:leaf=-0.000306149857,cover=0
- 74:leaf=0.0086825965,cover=0
- 18:[Curv5<-0.115945198] yes=37,no=38,missing=38,gain=3.74520016,cover=33971
- 37:[LGI5<3.23945832] yes=75,no=76,missing=76,gain=2.58936739,cover=25450
- 75:leaf=0.000937279139,cover=0
- 76:leaf=-0.000161899297,cover=0
- 38:[Area5<0.691945016] yes=77,no=78,missing=78,gain=4.58523273,cover=8521
- 77:leaf=-0.000119737524,cover=0
- 78:leaf=0.00251162448,cover=0
- 4:[Ecc<12.7231894] yes=9,no=10,missing=9,gain=4.80655575,cover=2196
- 9:[Sulc0<0.143142253] yes=19,no=20,missing=19,gain=2.3599987,cover=1563
- 19:[Sulc0<-0.202991232] yes=39,no=40,missing=40,gain=1.29376125,cover=1485
- 39:[MidArea5<0.754747927] yes=79,no=80,missing=79,gain=0.946108103,cover=780
- 79:leaf=-0.00146974518,cover=0
- 80:leaf=-0.00631661061,cover=0
- 40:[LGI5<3.55025291] yes=81,no=82,missing=82,gain=1.60584974,cover=705
- 81:leaf=-0.00584973767,cover=0
- 82:leaf=0.00315181329,cover=0
- 20:[PialCurv5<0.216171265] yes=41,no=42,missing=41,gain=1.81090975,cover=78
- 41:[LGI5<3.07360435] yes=83,no=84,missing=83,gain=1.42544794,cover=50
- 83:leaf=-0.0224972218,cover=0
- 84:leaf=-0.00198113266,cover=0
- 42:[LGI5<2.95653391] yes=85,no=86,missing=85,gain=0.764429212,cover=28
- 85:leaf=0.00766244484,cover=0
- 86:leaf=-0.00864937343,cover=0
- 10:[Ecc<42.9490852] yes=21,no=22,missing=21,gain=1.10267389,cover=633
- 21:[PialArea5<0.89274627] yes=43,no=44,missing=43,gain=1.06555009,cover=500
- 43:[LGI5<3.20360112] yes=87,no=88,missing=87,gain=0.802285194,cover=494
- 87:leaf=-0.00201802654,cover=0
- 88:leaf=0.0020399557,cover=0
- 44:leaf=0.019385688,cover=0
- 22:[PialArea5<0.609252691] yes=45,no=46,missing=45,gain=0.592602015,cover=133
- 45:[Sulc0<0.373583466] yes=89,no=90,missing=89,gain=1.58991158,cover=116
- 89:leaf=0.0155094014,cover=0
- 90:leaf=0.0026292135,cover=0
- 46:[MidArea5<0.688058555] yes=91,no=92,missing=91,gain=0.113664865,cover=17
- 91:leaf=-0.0123601221,cover=0
- 92:leaf=-0.00154773972,cover=0
- 2:[Sulc0<-0.285426885] yes=5,no=6,missing=5,gain=2.31644154,cover=5064339
- 5:[PialArea5<0.727568209] yes=11,no=12,missing=12,gain=7.85324001,cover=2390874
- 11:[Ecc<4.27275372] yes=23,no=24,missing=23,gain=19.0951347,cover=318385
- 23:[MidArea5<0.67240268] yes=47,no=48,missing=48,gain=13.1081448,cover=178936
- 47:[Curv5<-0.0837168768] yes=93,no=94,missing=93,gain=7.21796227,cover=157756
- 93:leaf=-0.000150748703,cover=0
- 94:leaf=0.000530039601,cover=0
- 48:[Ecc<0.618862808] yes=95,no=96,missing=96,gain=13.3705616,cover=21180
- 95:leaf=0.00138539157,cover=0
- 96:leaf=-0.00173234718,cover=0
- 24:[PialCurv5<-0.113441773] yes=49,no=50,missing=49,gain=27.1195621,cover=139449
- 49:[Area5<0.612264991] yes=97,no=98,missing=97,gain=4.91687775,cover=54712
- 97:leaf=-6.522904e-05,cover=0
- 98:leaf=0.00116210664,cover=0
- 50:[LGI5<2.49934268] yes=99,no=100,missing=99,gain=26.9750977,cover=84737
- 99:leaf=-0.00322217378,cover=0
- 100:leaf=-0.00086181768,cover=0
- 12:[MidArea5<0.545424342] yes=25,no=26,missing=25,gain=6.42065382,cover=2072489
- 25:[MidArea5<0.535488486] yes=51,no=52,missing=51,gain=0.648877621,cover=764
- 51:[LGI5<2.30690479] yes=101,no=102,missing=102,gain=0.180265427,cover=247
- 101:leaf=0.00453225942,cover=0
- 102:leaf=0.0075946399,cover=0
- 52:[PialArea5<0.739180207] yes=103,no=104,missing=103,gain=0.604303837,cover=517
- 103:leaf=0.00175198482,cover=0
- 104:leaf=0.00518247066,cover=0
- 26:[Area5<0.587948382] yes=53,no=54,missing=53,gain=5.62262821,cover=2071725
- 53:[Curv5<-0.130991504] yes=105,no=106,missing=105,gain=13.3037968,cover=521213
- 105:leaf=4.49231993e-05,cover=0
- 106:leaf=0.00083245628,cover=0
- 54:[Curv5<-0.0390223041] yes=107,no=108,missing=107,gain=7.53502083,cover=1550512
- 107:leaf=-8.2617189e-05,cover=0
- 108:leaf=0.000359778322,cover=0
- 6:[LGI5<2.29656005] yes=13,no=14,missing=13,gain=6.39286041,cover=2673465
- 13:[LGI5<2.21018219] yes=27,no=28,missing=28,gain=6.17658281,cover=87312
- 27:[Ecc<1.26157856] yes=55,no=56,missing=55,gain=9.55064583,cover=25295
- 55:[PialCurv5<0.154069737] yes=109,no=110,missing=109,gain=7.6272049,cover=2553
- 109:leaf=-0.00568671105,cover=0
- 110:leaf=-0.000212554034,cover=0
- 56:[Pol<87.9431763] yes=111,no=112,missing=111,gain=6.13074923,cover=22742
- 111:leaf=-0.00182098825,cover=0
- 112:leaf=0.000464194047,cover=0
- 28:[Curv5<0.153449878] yes=57,no=58,missing=57,gain=4.45554638,cover=62017
- 57:[Sulc0<0.74744761] yes=113,no=114,missing=114,gain=12.32938,cover=42807
- 113:leaf=0.000960037985,cover=0
- 114:leaf=0.01828021,cover=0
- 58:[Ecc<2.31110334] yes=115,no=116,missing=115,gain=3.59247279,cover=19210
- 115:leaf=0.00133965374,cover=0
- 116:leaf=-0.000287467934,cover=0
- 14:[Ecc<5.08081961] yes=29,no=30,missing=29,gain=9.4281168,cover=2586153
- 29:[PialCurv5<0.0959877223] yes=59,no=60,missing=59,gain=49.6663818,cover=427150
- 59:[Area5<0.624364853] yes=117,no=118,missing=117,gain=20.5032921,cover=167099
- 117:leaf=0.000166281126,cover=0
- 118:leaf=-0.00116812764,cover=0
- 60:[PialArea5<0.775119185] yes=119,no=120,missing=119,gain=12.108511,cover=260051
- 119:leaf=0.000168855709,cover=0
- 120:leaf=0.00208068406,cover=0
- 30:[PialCurv5<0.0932018384] yes=61,no=62,missing=62,gain=22.4494572,cover=2159003
- 61:[LGI5<2.58096433] yes=121,no=122,missing=122,gain=23.8579483,cover=1094445
- 121:leaf=0.000865737908,cover=0
- 122:leaf=0.000131896901,cover=0
- 62:[PialArea5<0.559226274] yes=123,no=124,missing=123,gain=17.3128548,cover=1064558
- 123:leaf=2.16908247e-05,cover=0
- 124:leaf=-0.000423293706,cover=0
-booster[423]:
-0:[Pol<96.2546158] yes=1,no=2,missing=2,gain=2.11823535,cover=5124388
- 1:[Ecc<7.03401423] yes=3,no=4,missing=3,gain=14.8919268,cover=2381836
- 3:[Ecc<4.13769388] yes=7,no=8,missing=7,gain=35.2172699,cover=1084674
- 7:[LGI5<2.62417936] yes=15,no=16,missing=15,gain=24.2854519,cover=656243
- 15:[PialCurv5<0.0666604191] yes=31,no=32,missing=32,gain=19.7449093,cover=593402
- 31:[Pol<43.7633247] yes=63,no=64,missing=63,gain=25.432148,cover=503053
- 63:leaf=0.000311405485,cover=0
- 64:leaf=-0.000403308746,cover=0
- 32:[Area5<0.741095543] yes=65,no=66,missing=66,gain=13.4844646,cover=90349
- 65:leaf=0.000434210262,cover=0
- 66:leaf=0.00202358468,cover=0
- 16:[Pol<57.0350037] yes=33,no=34,missing=33,gain=18.4280014,cover=62841
- 33:[LGI5<2.89127874] yes=67,no=68,missing=67,gain=11.1267376,cover=40675
- 67:leaf=-0.000120356322,cover=0
- 68:leaf=-0.00319684972,cover=0
- 34:[Curv5<0.0935273841] yes=69,no=70,missing=69,gain=12.9301109,cover=22166
- 69:leaf=-0.00280872593,cover=0
- 70:leaf=7.20249591e-05,cover=0
- 8:[Pol<46.5024796] yes=17,no=18,missing=17,gain=18.9319077,cover=428431
- 17:[Curv5<0.0191024225] yes=35,no=36,missing=36,gain=19.8919373,cover=151035
- 35:[Area5<0.734195113] yes=71,no=72,missing=71,gain=10.0086823,cover=147240
- 71:leaf=0.000338954706,cover=0
- 72:leaf=-0.000493825122,cover=0
- 36:[Area5<0.651789546] yes=73,no=74,missing=74,gain=20.4780941,cover=3795
- 73:leaf=-0.00292827305,cover=0
- 74:leaf=0.00569750601,cover=0
- 18:[MidArea5<0.731918395] yes=37,no=38,missing=37,gain=54.4952011,cover=277396
- 37:[Curv5<0.0100963581] yes=75,no=76,missing=75,gain=21.4060917,cover=155356
- 75:leaf=-0.000543768168,cover=0
- 76:leaf=0.000645931985,cover=0
- 38:[Sulc0<-0.0562447868] yes=77,no=78,missing=78,gain=22.7134933,cover=122040
- 77:leaf=0.00192057155,cover=0
- 78:leaf=0.000270148361,cover=0
- 4:[Ecc<11.8489361] yes=9,no=10,missing=9,gain=53.6435394,cover=1297162
- 9:[Pol<74.7525482] yes=19,no=20,missing=19,gain=35.6572113,cover=438796
- 19:[Sulc0<-0.351394534] yes=39,no=40,missing=39,gain=100.733315,cover=273656
- 39:[PialCurv5<-0.11032705] yes=79,no=80,missing=79,gain=18.1812668,cover=160130
- 79:leaf=0.000480288727,cover=0
- 80:leaf=-0.000585944508,cover=0
- 40:[Curv5<0.069626309] yes=81,no=82,missing=81,gain=32.4098206,cover=113526
- 81:leaf=-0.00238847267,cover=0
- 82:leaf=-8.74239704e-05,cover=0
- 20:[Sulc0<0.235979095] yes=41,no=42,missing=41,gain=26.1723614,cover=165140
- 41:[PialArea5<0.882323086] yes=83,no=84,missing=83,gain=10.3020134,cover=40818
- 83:leaf=0.000790469057,cover=0
- 84:leaf=0.00290822401,cover=0
- 42:[PialArea5<0.567627013] yes=85,no=86,missing=86,gain=12.9533138,cover=124322
- 85:leaf=-5.76990242e-05,cover=0
- 86:leaf=-0.00134241732,cover=0
- 10:[Curv5<0.0534323379] yes=21,no=22,missing=22,gain=32.5492821,cover=858366
- 21:[Pol<57.0350037] yes=43,no=44,missing=43,gain=239.516464,cover=564130
- 43:[PialCurv5<-0.0262977369] yes=87,no=88,missing=87,gain=25.9117317,cover=456802
- 87:leaf=0.000111953785,cover=0
- 88:leaf=-0.000720525277,cover=0
- 44:[Curv5<0.0213092454] yes=89,no=90,missing=89,gain=51.6604309,cover=107328
- 89:leaf=0.00323305628,cover=0
- 90:leaf=0.000861047942,cover=0
- 22:[PialCurv5<0.064168714] yes=45,no=46,missing=46,gain=36.8404617,cover=294236
- 45:[Pol<57.8577347] yes=91,no=92,missing=92,gain=16.0196552,cover=14170
- 91:leaf=0.00413803849,cover=0
- 92:leaf=0.000744309858,cover=0
- 46:[PialArea5<0.502762914] yes=93,no=94,missing=93,gain=13.4957428,cover=280066
- 93:leaf=-0.000116087023,cover=0
- 94:leaf=-0.000823298877,cover=0
- 2:[Ecc<15.3430929] yes=5,no=6,missing=6,gain=11.6304693,cover=2742552
- 5:[LGI5<2.81359315] yes=11,no=12,missing=11,gain=54.7243614,cover=2075972
- 11:[Ecc<8.17402458] yes=23,no=24,missing=23,gain=16.5277271,cover=1548943
- 23:[Ecc<4.33753681] yes=47,no=48,missing=47,gain=28.6370468,cover=1342571
- 47:[Area5<0.630444467] yes=95,no=96,missing=95,gain=19.3458672,cover=736486
- 95:leaf=0.000261194044,cover=0
- 96:leaf=-0.000252876023,cover=0
- 48:[Pol<160.153915] yes=97,no=98,missing=98,gain=33.757618,cover=606085
- 97:leaf=-0.000624019187,cover=0
- 98:leaf=0.000316486083,cover=0
- 24:[Area5<0.68633163] yes=49,no=50,missing=49,gain=25.6192951,cover=206372
- 49:[PialArea5<0.715215623] yes=99,no=100,missing=99,gain=15.9526834,cover=98045
- 99:leaf=-0.000938498531,cover=0
- 100:leaf=0.000337225705,cover=0
- 50:[PialCurv5<0.196748361] yes=101,no=102,missing=101,gain=20.3662338,cover=108327
- 101:leaf=0.00121769286,cover=0
- 102:leaf=-0.00037235269,cover=0
- 12:[Pol<158.709351] yes=25,no=26,missing=25,gain=36.6143494,cover=527029
- 25:[PialCurv5<-0.0923183635] yes=51,no=52,missing=51,gain=20.666481,cover=390854
- 51:[Sulc0<-0.325671464] yes=103,no=104,missing=103,gain=15.94168,cover=86433
- 103:leaf=0.000403017359,cover=0
- 104:leaf=-0.00121113437,cover=0
- 52:[PialArea5<0.808668435] yes=105,no=106,missing=105,gain=41.9349899,cover=304421
- 105:leaf=0.000554013532,cover=0
- 106:leaf=0.00188050163,cover=0
- 26:[Curv5<-0.0575901605] yes=53,no=54,missing=53,gain=26.6572189,cover=136175
- 53:[Ecc<5.27515984] yes=107,no=108,missing=107,gain=17.1254101,cover=76776
- 107:leaf=-0.0017725256,cover=0
- 108:leaf=0.000637090881,cover=0
- 54:[Pol<173.32489] yes=109,no=110,missing=109,gain=26.7990685,cover=59399
- 109:leaf=-0.00213237177,cover=0
- 110:leaf=-7.03651676e-06,cover=0
- 6:[Sulc0<0.779008448] yes=13,no=14,missing=13,gain=30.2772408,cover=666580
- 13:[Pol<117.137611] yes=27,no=28,missing=27,gain=43.3276596,cover=575118
- 27:[Sulc0<0.167916268] yes=55,no=56,missing=56,gain=38.4636841,cover=72248
- 55:[LGI5<3.11839271] yes=111,no=112,missing=111,gain=11.4575033,cover=7096
- 111:leaf=-0.000691902707,cover=0
- 112:leaf=0.00350121781,cover=0
- 56:[Sulc0<0.586347759] yes=113,no=114,missing=113,gain=14.822403,cover=65152
- 113:leaf=-0.00262362207,cover=0
- 114:leaf=-0.00111524051,cover=0
- 28:[Sulc0<0.364060968] yes=57,no=58,missing=57,gain=29.9620667,cover=502870
- 57:[Pol<146.864227] yes=115,no=116,missing=116,gain=42.5077324,cover=409755
- 115:leaf=-0.00115111843,cover=0
- 116:leaf=-3.5394678e-05,cover=0
- 58:[Pol<126.540802] yes=117,no=118,missing=117,gain=12.6763306,cover=93115
- 117:leaf=-0.000127500651,cover=0
- 118:leaf=0.00107850588,cover=0
- 14:[MidArea5<0.673991144] yes=29,no=30,missing=30,gain=10.138236,cover=91462
- 29:[LGI5<3.58443618] yes=59,no=60,missing=59,gain=4.95449638,cover=85261
- 59:[PialCurv5<0.147539601] yes=119,no=120,missing=119,gain=6.45328331,cover=74793
- 119:leaf=0.00189232233,cover=0
- 120:leaf=0.000462529308,cover=0
- 60:[LGI5<3.67381835] yes=121,no=122,missing=121,gain=9.4491787,cover=10468
- 121:leaf=-0.00238956138,cover=0
- 122:leaf=0.000684258121,cover=0
- 30:[Ecc<22.0897732] yes=61,no=62,missing=62,gain=6.7881031,cover=6201
- 61:[MidArea5<0.996604145] yes=123,no=124,missing=123,gain=2.40009665,cover=1058
- 123:leaf=-0.00151289126,cover=0
- 124:leaf=0.0114511177,cover=0
- 62:[Sulc0<0.869075775] yes=125,no=126,missing=126,gain=3.59261513,cover=5143
- 125:leaf=0.00175929163,cover=0
- 126:leaf=0.00444416469,cover=0
-booster[424]:
-0:[Curv5<-0.00402251538] yes=1,no=2,missing=2,gain=2.10467696,cover=5124388
- 1:[PialArea5<0.588969886] yes=3,no=4,missing=3,gain=19.931797,cover=3085614
- 3:[Area5<0.564792395] yes=7,no=8,missing=8,gain=6.74552536,cover=77853
- 7:[PialCurv5<-0.0395349935] yes=15,no=16,missing=15,gain=5.55381012,cover=38133
- 15:[Ecc<7.64592981] yes=31,no=32,missing=31,gain=6.08230972,cover=22964
- 31:[PialCurv5<-0.133997425] yes=63,no=64,missing=64,gain=2.43688774,cover=12683
- 63:leaf=0.000853492529,cover=0
- 64:leaf=-0.000603049702,cover=0
- 32:[Ecc<22.0897732] yes=65,no=66,missing=65,gain=6.17248726,cover=10281
- 65:leaf=-0.00240773847,cover=0
- 66:leaf=0.000495794695,cover=0
- 16:[Ecc<16.7734241] yes=33,no=34,missing=34,gain=11.1634369,cover=15169
- 33:[Pol<69.6327286] yes=67,no=68,missing=67,gain=4.31302977,cover=12064
- 67:leaf=-0.0033047304,cover=0
- 68:leaf=9.44780277e-06,cover=0
- 34:[Sulc0<-0.395407349] yes=69,no=70,missing=70,gain=4.20890522,cover=3105
- 69:leaf=-0.00982890092,cover=0
- 70:leaf=0.00333639584,cover=0
- 8:[Pol<133.406311] yes=17,no=18,missing=17,gain=14.1391087,cover=39720
- 17:[Pol<87.3220139] yes=35,no=36,missing=35,gain=11.1751633,cover=30497
- 35:[Ecc<10.7180347] yes=71,no=72,missing=71,gain=9.6944828,cover=13958
- 71:leaf=-0.00231966539,cover=0
- 72:leaf=0.000356456614,cover=0
- 36:[Ecc<37.2796402] yes=73,no=74,missing=74,gain=6.95817184,cover=16539
- 73:leaf=-0.00230401265,cover=0
- 74:leaf=-0.00554623315,cover=0
- 18:[PialCurv5<-0.00171623251] yes=37,no=38,missing=37,gain=8.46562004,cover=9223
- 37:[Area5<0.67507118] yes=75,no=76,missing=75,gain=8.13081741,cover=6109
- 75:leaf=0.000594175304,cover=0
- 76:leaf=0.00509987585,cover=0
- 38:[Ecc<0.889730632] yes=77,no=78,missing=77,gain=3.23580718,cover=3114
- 77:leaf=-0.00453467062,cover=0
- 78:leaf=-0.00076847442,cover=0
- 4:[Area5<0.640637577] yes=9,no=10,missing=9,gain=10.7696676,cover=3007761
- 9:[Curv5<-0.100392215] yes=19,no=20,missing=20,gain=23.7927074,cover=1236299
- 19:[LGI5<2.85285616] yes=39,no=40,missing=39,gain=11.4261971,cover=1047423
- 39:[LGI5<2.50273752] yes=79,no=80,missing=80,gain=8.22735977,cover=774551
- 79:leaf=4.7065445e-05,cover=0
- 80:leaf=-0.000286884111,cover=0
- 40:[PialCurv5<-0.0501225069] yes=81,no=82,missing=81,gain=16.6344795,cover=272872
- 81:leaf=0.000210192316,cover=0
- 82:leaf=0.00213884097,cover=0
- 20:[Pol<60.4070244] yes=41,no=42,missing=42,gain=35.6051865,cover=188876
- 41:[PialCurv5<-0.0529128574] yes=83,no=84,missing=83,gain=25.2555904,cover=33021
- 83:leaf=0.000944947824,cover=0
- 84:leaf=-0.00192229263,cover=0
- 42:[Pol<146.122681] yes=85,no=86,missing=85,gain=29.3285103,cover=155855
- 85:leaf=0.00140793785,cover=0
- 86:leaf=-6.556679e-05,cover=0
- 10:[PialCurv5<0.04242469] yes=21,no=22,missing=21,gain=22.1439857,cover=1771462
- 21:[PialCurv5<-0.058241725] yes=43,no=44,missing=43,gain=19.1115952,cover=1732311
- 43:[Curv5<-0.0881721899] yes=87,no=88,missing=87,gain=153.725403,cover=1140726
- 87:leaf=-0.000123777529,cover=0
- 88:leaf=0.00255746092,cover=0
- 44:[Curv5<-0.117843308] yes=89,no=90,missing=89,gain=182.09021,cover=591585
- 89:leaf=0.00259269122,cover=0
- 90:leaf=-0.0006040468,cover=0
- 22:[Pol<100.090813] yes=45,no=46,missing=45,gain=15.2792797,cover=39151
- 45:[Ecc<14.28263] yes=91,no=92,missing=91,gain=17.8552628,cover=16185
- 91:leaf=0.00143675611,cover=0
- 92:leaf=0.00558681274,cover=0
- 46:[PialArea5<0.747707367] yes=93,no=94,missing=94,gain=7.50856686,cover=22966
- 93:leaf=-0.000953516748,cover=0
- 94:leaf=0.000934385695,cover=0
- 2:[PialCurv5<0.0218105931] yes=5,no=6,missing=5,gain=29.4078579,cover=2038774
- 5:[MidArea5<0.62992847] yes=11,no=12,missing=12,gain=27.0047016,cover=150560
- 11:[Ecc<1.79549146] yes=23,no=24,missing=23,gain=20.9112587,cover=41184
- 23:[Pol<74.7525482] yes=47,no=48,missing=47,gain=10.0220633,cover=9276
- 47:[Ecc<0.889730632] yes=95,no=96,missing=96,gain=5.36127758,cover=1194
- 95:leaf=0.000379758654,cover=0
- 96:leaf=-0.00637337565,cover=0
- 48:[Area5<0.640637577] yes=97,no=98,missing=98,gain=15.5697823,cover=8082
- 97:leaf=0.00111807371,cover=0
- 98:leaf=0.00627756631,cover=0
- 24:[Pol<93.3357697] yes=49,no=50,missing=50,gain=10.8831015,cover=31908
- 49:[Area5<0.571740985] yes=99,no=100,missing=99,gain=6.51582861,cover=13163
- 99:leaf=-0.00217953394,cover=0
- 100:leaf=0.000654355856,cover=0
- 50:[Pol<104.38549] yes=101,no=102,missing=101,gain=6.91786957,cover=18745
- 101:leaf=-0.00388618372,cover=0
- 102:leaf=-0.00132642325,cover=0
- 12:[Ecc<4.94054604] yes=25,no=26,missing=26,gain=19.6700134,cover=109376
- 25:[Ecc<0.669936359] yes=51,no=52,missing=51,gain=12.8163319,cover=27517
- 51:[LGI5<2.52671862] yes=103,no=104,missing=103,gain=11.6483154,cover=3181
- 103:leaf=0.00401113695,cover=0
- 104:leaf=-0.00567102013,cover=0
- 52:[Area5<0.864337862] yes=105,no=106,missing=105,gain=12.4802094,cover=24336
- 105:leaf=-0.000180905539,cover=0
- 106:leaf=-0.00570116751,cover=0
- 26:[Curv5<0.012354264] yes=53,no=54,missing=54,gain=23.1367569,cover=81859
- 53:[PialCurv5<0.0044251224] yes=107,no=108,missing=107,gain=11.3325605,cover=41972
- 107:leaf=0.00153178349,cover=0
- 108:leaf=-0.000111759058,cover=0
- 54:[Pol<84.1277542] yes=109,no=110,missing=109,gain=14.7498703,cover=39887
- 109:leaf=0.00331060821,cover=0
- 110:leaf=0.00138686073,cover=0
- 6:[PialArea5<0.647521853] yes=13,no=14,missing=14,gain=13.6931581,cover=1888214
- 13:[Area5<0.650824547] yes=27,no=28,missing=28,gain=21.400486,cover=1391661
- 27:[PialArea5<0.511941612] yes=55,no=56,missing=55,gain=13.1663189,cover=351649
- 55:[Pol<60.4070244] yes=111,no=112,missing=112,gain=6.24471283,cover=270142
- 111:leaf=0.00161304639,cover=0
- 112:leaf=-0.0001365801,cover=0
- 56:[Ecc<5.01513863] yes=113,no=114,missing=113,gain=17.2555676,cover=81507
- 113:leaf=4.9167611e-05,cover=0
- 114:leaf=-0.00143135444,cover=0
- 28:[Sulc0<0.392869562] yes=57,no=58,missing=57,gain=32.9173546,cover=1040012
- 57:[Pol<79.5617371] yes=115,no=116,missing=115,gain=44.0348358,cover=373664
- 115:leaf=0.00174607395,cover=0
- 116:leaf=0.000308350805,cover=0
- 58:[Pol<110.811417] yes=117,no=118,missing=117,gain=23.1316261,cover=666348
- 117:leaf=-0.000188694903,cover=0
- 118:leaf=0.000517842826,cover=0
- 14:[Sulc0<0.732260227] yes=29,no=30,missing=29,gain=12.1937466,cover=496553
- 29:[Ecc<8.35574818] yes=59,no=60,missing=59,gain=15.0144148,cover=485804
- 59:[Pol<71.8249207] yes=119,no=120,missing=119,gain=34.2520447,cover=226201
- 119:leaf=0.00171008275,cover=0
- 120:leaf=-0.00020284018,cover=0
- 60:[Pol<76.1517639] yes=121,no=122,missing=121,gain=13.2291412,cover=259603
- 121:leaf=-0.000896160956,cover=0
- 122:leaf=-0.000182273812,cover=0
- 30:[PialCurv5<0.0904879719] yes=61,no=62,missing=61,gain=5.73371315,cover=10749
- 61:[LGI5<3.15084362] yes=123,no=124,missing=123,gain=2.5011692,cover=1882
- 123:leaf=0.00683765812,cover=0
- 124:leaf=0.00278561702,cover=0
- 62:[LGI5<3.14439583] yes=125,no=126,missing=125,gain=3.64201593,cover=8867
- 125:leaf=0.00243803277,cover=0
- 126:leaf=0.000228872668,cover=0
-booster[425]:
-0:[PialArea5<0.375788301] yes=1,no=2,missing=1,gain=2.17789173,cover=5124388
- 1:[Pol<91.5616074] yes=3,no=4,missing=3,gain=3.98068213,cover=343062
- 3:[Ecc<9.27846909] yes=7,no=8,missing=7,gain=9.12576675,cover=91240
- 7:[LGI5<2.4272728] yes=15,no=16,missing=16,gain=3.9161911,cover=20585
- 15:[Curv5<0.0452247933] yes=31,no=32,missing=31,gain=2.92404389,cover=3898
- 31:[Area5<0.676715076] yes=63,no=64,missing=64,gain=1.68993163,cover=105
- 63:leaf=-0.00595798297,cover=0
- 64:leaf=-0.0260309968,cover=0
- 32:[Sulc0<-0.108384088] yes=65,no=66,missing=65,gain=3.15499616,cover=3793
- 65:leaf=0.00314594409,cover=0
- 66:leaf=-0.000556832238,cover=0
- 16:[Area5<0.612264991] yes=33,no=34,missing=34,gain=4.17099953,cover=16687
- 33:[Area5<0.483568966] yes=67,no=68,missing=67,gain=2.67208242,cover=3685
- 67:leaf=-0.00642608479,cover=0
- 68:leaf=0.000453659013,cover=0
- 34:[Curv5<0.0877084062] yes=69,no=70,missing=69,gain=5.69376373,cover=13002
- 69:leaf=0.0114015704,cover=0
- 70:leaf=0.00196746527,cover=0
- 8:[LGI5<3.70550299] yes=17,no=18,missing=18,gain=3.79376411,cover=70655
- 17:[Area5<0.623097897] yes=35,no=36,missing=35,gain=2.53870487,cover=67289
- 35:[PialCurv5<0.493508637] yes=71,no=72,missing=71,gain=3.47147799,cover=11323
- 71:leaf=-0.000923941203,cover=0
- 72:leaf=0.0019765757,cover=0
- 36:[PialCurv5<0.0771882981] yes=73,no=74,missing=73,gain=4.73146629,cover=55966
- 73:leaf=0.00278286333,cover=0
- 74:leaf=0.000109378227,cover=0
- 18:[PialCurv5<0.0695191324] yes=37,no=38,missing=38,gain=4.76100206,cover=3366
- 37:[Ecc<21.3640327] yes=75,no=76,missing=75,gain=2.413275,cover=128
- 75:leaf=-0.0124863572,cover=0
- 76:leaf=0.00197966537,cover=0
- 38:[Pol<68.895668] yes=77,no=78,missing=77,gain=3.92625189,cover=3238
- 77:leaf=0.0058593913,cover=0
- 78:leaf=0.00133027905,cover=0
- 4:[Pol<103.31839] yes=9,no=10,missing=9,gain=5.87793875,cover=251822
- 9:[Ecc<6.35379457] yes=19,no=20,missing=20,gain=9.76855373,cover=135029
- 19:[Sulc0<-0.271910518] yes=39,no=40,missing=40,gain=3.12355614,cover=38760
- 39:[LGI5<2.31192279] yes=79,no=80,missing=79,gain=3.37938666,cover=234
- 79:leaf=-0.00295631588,cover=0
- 80:leaf=0.0101192081,cover=0
- 40:[LGI5<2.18291569] yes=81,no=82,missing=81,gain=2.49093533,cover=38526
- 81:leaf=0.00313251209,cover=0
- 82:leaf=0.000369856309,cover=0
- 20:[Ecc<20.3925476] yes=41,no=42,missing=41,gain=9.63524342,cover=96269
- 41:[Sulc0<0.574602425] yes=83,no=84,missing=83,gain=4.7173233,cover=75172
- 83:leaf=-0.00174940925,cover=0
- 84:leaf=-0.000584842637,cover=0
- 42:[PialCurv5<0.074624911] yes=85,no=86,missing=86,gain=1.98172975,cover=21097
- 85:leaf=-0.00289081316,cover=0
- 86:leaf=0.000538750202,cover=0
- 10:[Ecc<6.92728615] yes=21,no=22,missing=21,gain=5.24513912,cover=116793
- 21:[Sulc0<0.574602425] yes=43,no=44,missing=44,gain=3.09080124,cover=54378
- 43:[Ecc<0.943656743] yes=87,no=88,missing=88,gain=4.51776409,cover=35246
- 87:leaf=-0.00103727996,cover=0
- 88:leaf=0.000457126414,cover=0
- 44:[Curv5<0.190557376] yes=89,no=90,missing=89,gain=2.35237598,cover=19132
- 89:leaf=-0.00145693799,cover=0
- 90:leaf=-0.000236429813,cover=0
- 22:[Ecc<15.5679035] yes=45,no=46,missing=46,gain=11.9105139,cover=62415
- 45:[Curv5<0.081820026] yes=91,no=92,missing=92,gain=4.98296547,cover=31532
- 91:leaf=-0.00229129381,cover=0
- 92:leaf=0.00138595304,cover=0
- 46:[Sulc0<0.779008448] yes=93,no=94,missing=93,gain=6.81516314,cover=30883
- 93:leaf=-0.00115305057,cover=0
- 94:leaf=0.000420743425,cover=0
- 2:[Curv5<0.110890195] yes=5,no=6,missing=5,gain=4.05030966,cover=4781326
- 5:[Sulc0<0.636906147] yes=11,no=12,missing=11,gain=6.8611145,cover=4170587
- 11:[Ecc<46.7494621] yes=23,no=24,missing=23,gain=5.81732416,cover=4047396
- 23:[MidArea5<0.578370392] yes=47,no=48,missing=47,gain=4.83814716,cover=4011387
- 47:[Ecc<3.48115921] yes=95,no=96,missing=95,gain=12.2760334,cover=218954
- 95:leaf=0.000255105202,cover=0
- 96:leaf=-0.000521622715,cover=0
- 48:[PialArea5<0.567627013] yes=97,no=98,missing=97,gain=13.2313595,cover=3792433
- 97:leaf=0.000487245299,cover=0
- 98:leaf=-1.28811871e-05,cover=0
- 24:[PialCurv5<0.010724308] yes=49,no=50,missing=49,gain=6.44782019,cover=36009
- 49:[Curv5<-0.00866711512] yes=99,no=100,missing=100,gain=5.57544136,cover=24905
- 99:leaf=0.000842007343,cover=0
- 100:leaf=0.00345803401,cover=0
- 50:[Pol<126.540802] yes=101,no=102,missing=101,gain=7.63207054,cover=11104
- 101:leaf=-0.000965726969,cover=0
- 102:leaf=0.00252001919,cover=0
- 12:[Area5<0.582201123] yes=25,no=26,missing=25,gain=11.8539391,cover=123191
- 25:[Sulc0<0.966456771] yes=51,no=52,missing=52,gain=9.32446384,cover=2351
- 51:[PialArea5<0.702764034] yes=103,no=104,missing=104,gain=3.25461268,cover=2067
- 103:leaf=-0.00217841449,cover=0
- 104:leaf=0.01674008,cover=0
- 52:[PialCurv5<0.134718806] yes=105,no=106,missing=105,gain=2.40069389,cover=284
- 105:leaf=-0.0145645188,cover=0
- 106:leaf=-0.00439456617,cover=0
- 26:[Ecc<43.8470497] yes=53,no=54,missing=53,gain=11.8737411,cover=120840
- 53:[PialCurv5<0.0798129067] yes=107,no=108,missing=107,gain=9.09853554,cover=102942
- 107:leaf=0.00197520643,cover=0
- 108:leaf=0.000484624499,cover=0
- 54:[Pol<38.1036148] yes=109,no=110,missing=109,gain=6.46165991,cover=17898
- 109:leaf=0.00180074817,cover=0
- 110:leaf=-0.0010983696,cover=0
- 6:[Sulc0<0.495946974] yes=13,no=14,missing=13,gain=8.90161896,cover=610739
- 13:[Pol<57.8577347] yes=27,no=28,missing=27,gain=11.7061138,cover=343171
- 27:[Ecc<1.15906882] yes=55,no=56,missing=56,gain=14.588954,cover=9088
- 55:[Sulc0<0.110320561] yes=111,no=112,missing=111,gain=1.58607292,cover=960
- 111:leaf=-0.00321149081,cover=0
- 112:leaf=-0.00918160286,cover=0
- 56:[Pol<6.72755051] yes=113,no=114,missing=114,gain=12.2711582,cover=8128
- 113:leaf=-0.00140366505,cover=0
- 114:leaf=0.00346554792,cover=0
- 28:[Ecc<7.1378541] yes=57,no=58,missing=57,gain=8.19244099,cover=334083
- 57:[LGI5<2.67938972] yes=115,no=116,missing=115,gain=9.2748127,cover=214477
- 115:leaf=7.02895268e-05,cover=0
- 116:leaf=0.00119604985,cover=0
- 58:[Area5<0.629274011] yes=117,no=118,missing=117,gain=8.83407021,cover=119606
- 117:leaf=-0.00171551283,cover=0
- 118:leaf=-0.000205896373,cover=0
- 14:[PialArea5<0.524996102] yes=29,no=30,missing=29,gain=9.40468216,cover=267568
- 29:[Area5<0.894858658] yes=59,no=60,missing=60,gain=5.89336586,cover=227382
- 59:[Pol<108.184875] yes=119,no=120,missing=119,gain=5.90788937,cover=224351
- 119:leaf=-0.000416714145,cover=0
- 120:leaf=0.000145059123,cover=0
- 60:[Curv5<0.149355054] yes=121,no=122,missing=121,gain=3.26953125,cover=3031
- 121:leaf=0.00406226004,cover=0
- 122:leaf=0.00068073062,cover=0
- 30:[Pol<92.7492142] yes=61,no=62,missing=61,gain=10.0089607,cover=40186
- 61:[Sulc0<1.06550956] yes=123,no=124,missing=123,gain=4.79423141,cover=15588
- 123:leaf=-0.00232990598,cover=0
- 124:leaf=0.000623868487,cover=0
- 62:[Sulc0<0.830503881] yes=125,no=126,missing=125,gain=8.98797226,cover=24598
- 125:leaf=-0.000829992758,cover=0
- 126:leaf=0.00181709102,cover=0
-booster[426]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=1,gain=2.04679966,cover=5124388
- 1:[Curv5<0.174639657] yes=3,no=4,missing=3,gain=1.48589706,cover=100082
- 3:[LGI5<3.42912889] yes=7,no=8,missing=8,gain=1.74429464,cover=35191
- 7:[LGI5<3.31338549] yes=15,no=16,missing=15,gain=5.12806416,cover=31602
- 15:[LGI5<2.13090348] yes=31,no=32,missing=32,gain=1.76974654,cover=28797
- 31:[Ecc<3.35458159] yes=57,no=58,missing=58,gain=2.33183479,cover=64
- 57:leaf=-0.0115505336,cover=0
- 58:leaf=0.014791389,cover=0
- 32:[Area5<0.663893223] yes=59,no=60,missing=60,gain=1.39498639,cover=28733
- 59:leaf=0.000228498466,cover=0
- 60:leaf=0.000925438944,cover=0
- 16:[Ecc<15.5679035] yes=33,no=34,missing=33,gain=4.56972408,cover=2805
- 33:[Sulc0<0.74744761] yes=61,no=62,missing=62,gain=1.47142017,cover=634
- 61:leaf=-0.000801105809,cover=0
- 62:leaf=0.00408252841,cover=0
- 34:[PialCurv5<0.493508637] yes=63,no=64,missing=64,gain=2.6125555,cover=2171
- 63:leaf=-0.00249370676,cover=0
- 64:leaf=-0.0139522273,cover=0
- 8:[Pol<130.198486] yes=17,no=18,missing=17,gain=2.2014811,cover=3589
- 17:[PialCurv5<0.0904879719] yes=35,no=36,missing=36,gain=2.03763795,cover=3580
- 35:[LGI5<3.64692807] yes=65,no=66,missing=65,gain=2.14404631,cover=168
- 65:leaf=0.00243532122,cover=0
- 66:leaf=-0.00885991007,cover=0
- 36:[MidArea5<0.460721314] yes=67,no=68,missing=67,gain=1.52746773,cover=3412
- 67:leaf=0.00328740175,cover=0
- 68:leaf=0.00107539806,cover=0
- 18:leaf=-0.0219027568,cover=0
- 4:[Area5<0.894858658] yes=9,no=10,missing=10,gain=1.07013941,cover=64891
- 9:[Sulc0<0.676033437] yes=19,no=20,missing=19,gain=0.994280219,cover=64872
- 19:[Ecc<3.73767829] yes=37,no=38,missing=37,gain=1.83002698,cover=21647
- 37:[Area5<0.690371037] yes=69,no=70,missing=70,gain=1.90756571,cover=8699
- 69:leaf=-0.00035530387,cover=0
- 70:leaf=0.00345988385,cover=0
- 38:[Ecc<9.38688755] yes=71,no=72,missing=71,gain=2.18756056,cover=12948
- 71:leaf=0.00110519328,cover=0
- 72:leaf=-0.000399309502,cover=0
- 20:[MidArea5<0.421422303] yes=39,no=40,missing=40,gain=2.24587917,cover=43225
- 39:[Area5<0.628069878] yes=73,no=74,missing=73,gain=4.62843943,cover=7954
- 73:leaf=0.000421622826,cover=0
- 74:leaf=0.00594726391,cover=0
- 40:[PialCurv5<0.0519027263] yes=75,no=76,missing=76,gain=1.95513368,cover=35271
- 75:leaf=0.00630618632,cover=0
- 76:leaf=-0.000252413127,cover=0
- 10:[Ecc<46.7494621] yes=21,no=22,missing=21,gain=0.00168764591,cover=19
- 21:leaf=0.0119091626,cover=0
- 22:leaf=0.0033233643,cover=0
- 2:[Curv5<0.233002663] yes=5,no=6,missing=5,gain=2.74559021,cover=5024306
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=4.04271364,cover=4986422
- 11:[PialCurv5<0.371846795] yes=23,no=24,missing=23,gain=3.22526169,cover=4980432
- 23:[PialArea5<0.432214499] yes=41,no=42,missing=41,gain=4.23064995,cover=4898788
- 41:[PialCurv5<0.010724308] yes=77,no=78,missing=77,gain=7.78237343,cover=385582
- 77:leaf=-0.00127668492,cover=0
- 78:leaf=0.000196458772,cover=0
- 42:[Curv5<0.0974604636] yes=79,no=80,missing=79,gain=6.2781539,cover=4513206
- 79:leaf=9.76038336e-06,cover=0
- 80:leaf=-0.000177258786,cover=0
- 24:[Sulc0<0.134837523] yes=43,no=44,missing=43,gain=3.5415132,cover=81644
- 43:[Curv5<0.190557376] yes=81,no=82,missing=81,gain=1.96180677,cover=5105
- 81:leaf=0.00195684819,cover=0
- 82:leaf=-3.55837324e-06,cover=0
- 44:[PialArea5<0.559226274] yes=83,no=84,missing=84,gain=3.95164871,cover=76539
- 83:leaf=-0.000443704863,cover=0
- 84:leaf=0.00252099847,cover=0
- 12:[Sulc0<0.849368811] yes=25,no=26,missing=25,gain=2.71597767,cover=5990
- 25:[LGI5<2.77946544] yes=45,no=46,missing=45,gain=2.25585222,cover=3842
- 45:[Curv5<0.0635297745] yes=85,no=86,missing=85,gain=3.18860149,cover=2640
- 85:leaf=-0.0125625869,cover=0
- 86:leaf=0.00149201904,cover=0
- 46:[LGI5<2.87999082] yes=87,no=88,missing=87,gain=2.14575291,cover=1202
- 87:leaf=0.00768879009,cover=0
- 88:leaf=0.00270992401,cover=0
- 26:[PialArea5<0.472106963] yes=47,no=48,missing=47,gain=2.48380566,cover=2148
- 47:[Ecc<13.8847265] yes=89,no=90,missing=89,gain=1.65664852,cover=2105
- 89:leaf=-0.00182122143,cover=0
- 90:leaf=0.000984361977,cover=0
- 48:[Ecc<8.29616165] yes=91,no=92,missing=91,gain=3.58911276,cover=43
- 91:leaf=0.0272753593,cover=0
- 92:leaf=-0.00135074405,cover=0
- 6:[Sulc0<0.392869562] yes=13,no=14,missing=13,gain=2.07975936,cover=37884
- 13:[PialArea5<0.533624351] yes=27,no=28,missing=28,gain=1.31393337,cover=19181
- 27:[Sulc0<-0.43309778] yes=49,no=50,missing=49,gain=1.18999338,cover=18619
- 49:[Ecc<0.783076942] yes=93,no=94,missing=93,gain=1.8979435,cover=123
- 93:leaf=-0.0109204659,cover=0
- 94:leaf=0.00162245415,cover=0
- 50:[LGI5<3.25380015] yes=95,no=96,missing=95,gain=1.08194685,cover=18496
- 95:leaf=-0.000769788807,cover=0
- 96:leaf=-0.00313266041,cover=0
- 28:[LGI5<2.90731096] yes=51,no=52,missing=52,gain=0.513289154,cover=562
- 51:[Pol<86.0952454] yes=97,no=98,missing=97,gain=0.415160298,cover=463
- 97:leaf=-0.00264064013,cover=0
- 98:leaf=0.00151453575,cover=0
- 52:[Pol<163.028091] yes=99,no=100,missing=99,gain=1.08400679,cover=99
- 99:leaf=0.00945058279,cover=0
- 100:leaf=-0.00101572182,cover=0
- 14:[Pol<132.083344] yes=29,no=30,missing=29,gain=1.54656279,cover=18703
- 29:[Ecc<5.91357183] yes=53,no=54,missing=53,gain=1.20428824,cover=18333
- 53:[LGI5<2.36078882] yes=101,no=102,missing=101,gain=0.91925633,cover=9760
- 101:leaf=-0.000563578564,cover=0
- 102:leaf=0.000637713063,cover=0
- 54:[Area5<0.827407002] yes=103,no=104,missing=103,gain=1.43287468,cover=8573
- 103:leaf=-0.000344937114,cover=0
- 104:leaf=-0.00591647578,cover=0
- 30:[PialCurv5<0.297166049] yes=55,no=56,missing=55,gain=1.40340674,cover=370
- 55:[LGI5<2.3349762] yes=105,no=106,missing=105,gain=0.192186594,cover=131
- 105:leaf=-0.0103356978,cover=0
- 106:leaf=-0.00599390268,cover=0
- 56:[Ecc<8.6295805] yes=107,no=108,missing=107,gain=0.834767342,cover=239
- 107:leaf=-0.0035637957,cover=0
- 108:leaf=0.00236596097,cover=0
-booster[427]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=1.95164907,cover=5124388
- 1:[PialCurv5<0.0932018384] yes=3,no=4,missing=4,gain=6.8045454,cover=60049
- 3:[Ecc<9.27846909] yes=7,no=8,missing=7,gain=4.55713177,cover=57853
- 7:[LGI5<3.07984829] yes=15,no=16,missing=16,gain=6.00712729,cover=21619
- 15:[Sulc0<0.218763664] yes=31,no=32,missing=32,gain=2.70566726,cover=18130
- 31:[Area5<0.739104271] yes=63,no=64,missing=63,gain=2.13990402,cover=18119
- 63:leaf=0.000581100117,cover=0
- 64:leaf=-0.000568612944,cover=0
- 32:[Area5<0.72867924] yes=65,no=66,missing=65,gain=1.39970732,cover=11
- 65:leaf=-0.031365376,cover=0
- 66:leaf=0.0103275804,cover=0
- 16:[Sulc0<-0.271910518] yes=33,no=34,missing=34,gain=1.96282387,cover=3489
- 33:[PialArea5<0.520672619] yes=67,no=68,missing=68,gain=1.23884106,cover=3049
- 67:leaf=0.00903241243,cover=0
- 68:leaf=-0.00173009618,cover=0
- 34:[LGI5<3.23225117] yes=69,no=70,missing=70,gain=1.06789827,cover=440
- 69:leaf=-0.00280089676,cover=0
- 70:leaf=-0.0077435486,cover=0
- 8:[MidArea5<0.648438752] yes=17,no=18,missing=17,gain=3.77953196,cover=36234
- 17:[Ecc<35.8605728] yes=35,no=36,missing=35,gain=1.46340275,cover=2263
- 35:[Curv5<-0.132798299] yes=71,no=72,missing=72,gain=1.33200908,cover=1645
- 71:leaf=-0.000602378452,cover=0
- 72:leaf=-0.00344798318,cover=0
- 36:[PialCurv5<-0.0262977369] yes=73,no=74,missing=73,gain=2.0863483,cover=618
- 73:leaf=-0.000308585673,cover=0
- 74:leaf=0.00825369544,cover=0
- 18:[Curv5<-0.115945198] yes=37,no=38,missing=37,gain=3.49196625,cover=33971
- 37:[LGI5<3.23945832] yes=75,no=76,missing=75,gain=2.34114146,cover=25450
- 75:leaf=0.000883200846,cover=0
- 76:leaf=-0.000161964243,cover=0
- 38:[Area5<0.691945016] yes=77,no=78,missing=77,gain=4.1030426,cover=8521
- 77:leaf=-9.45392603e-05,cover=0
- 78:leaf=0.00239462894,cover=0
- 4:[Ecc<12.7231894] yes=9,no=10,missing=9,gain=4.39296246,cover=2196
- 9:[Area5<0.582201123] yes=19,no=20,missing=19,gain=2.24532223,cover=1563
- 19:[Sulc0<-0.87967056] yes=39,no=40,missing=40,gain=0.418951511,cover=17
- 39:leaf=0.00543949613,cover=0
- 40:[Sulc0<0.134837523] yes=79,no=80,missing=80,gain=0.122125864,cover=16
- 79:leaf=-0.0153025286,cover=0
- 80:leaf=-0.0288036522,cover=0
- 20:[Sulc0<-0.202991232] yes=41,no=42,missing=41,gain=1.63722992,cover=1546
- 41:[MidArea5<0.754747927] yes=81,no=82,missing=81,gain=0.864923596,cover=776
- 81:leaf=-0.00132677518,cover=0
- 82:leaf=-0.0059628333,cover=0
- 42:[PialArea5<0.436710119] yes=83,no=84,missing=83,gain=1.77911949,cover=770
- 83:leaf=0.000746334612,cover=0
- 84:leaf=-0.00624973886,cover=0
- 10:[Curv5<0.083802022] yes=21,no=22,missing=21,gain=1.04646528,cover=633
- 21:[PialCurv5<0.232516408] yes=43,no=44,missing=44,gain=1.76326549,cover=217
- 43:[PialArea5<0.89274627] yes=85,no=86,missing=85,gain=1.1494596,cover=209
- 85:leaf=-0.00343299285,cover=0
- 86:leaf=0.0148520051,cover=0
- 44:[PialArea5<0.563414931] yes=87,no=88,missing=87,gain=0.253949046,cover=8
- 87:leaf=0.00574505469,cover=0
- 88:leaf=0.0260839704,cover=0
- 22:[Area5<0.721707046] yes=45,no=46,missing=45,gain=1.03444767,cover=416
- 45:[Area5<0.562355936] yes=89,no=90,missing=90,gain=0.642738461,cover=274
- 89:leaf=-0.0124176545,cover=0
- 90:leaf=0.00116974732,cover=0
- 46:[Sulc0<0.354630351] yes=91,no=92,missing=91,gain=1.29629183,cover=142
- 91:leaf=0.0115011642,cover=0
- 92:leaf=0.00184811989,cover=0
- 2:[Curv5<-0.00141534733] yes=5,no=6,missing=5,gain=2.52211595,cover=5064339
- 5:[PialArea5<0.588969886] yes=11,no=12,missing=11,gain=17.2950516,cover=3053769
- 11:[Area5<0.564792395] yes=23,no=24,missing=24,gain=6.91465187,cover=79642
- 23:[PialCurv5<-0.0395349935] yes=47,no=48,missing=47,gain=5.08220577,cover=38555
- 47:[Ecc<7.64592981] yes=93,no=94,missing=93,gain=5.27160454,cover=22897
- 93:leaf=-7.16566647e-05,cover=0
- 94:leaf=-0.00159777049,cover=0
- 48:[Ecc<16.7734241] yes=95,no=96,missing=95,gain=9.45675945,cover=15658
- 95:leaf=-0.000204498763,cover=0
- 96:leaf=0.0028491288,cover=0
- 24:[Pol<133.406311] yes=49,no=50,missing=49,gain=12.7183094,cover=41087
- 49:[Pol<87.3220139] yes=97,no=98,missing=98,gain=11.4234962,cover=31463
- 97:leaf=-0.000648225599,cover=0
- 98:leaf=-0.00256249239,cover=0
- 50:[Curv5<-0.115945198] yes=99,no=100,missing=99,gain=7.96809006,cover=9624
- 99:leaf=0.00347412447,cover=0
- 100:leaf=-0.000288762356,cover=0
- 12:[Area5<0.640637577] yes=25,no=26,missing=25,gain=10.8201313,cover=2974127
- 25:[Curv5<-0.100392215] yes=51,no=52,missing=51,gain=23.287405,cover=1224142
- 51:[LGI5<2.86381269] yes=101,no=102,missing=101,gain=10.1719751,cover=1033233
- 101:leaf=-8.27243421e-05,cover=0
- 102:leaf=0.000279735832,cover=0
- 52:[Pol<55.3432045] yes=103,no=104,missing=103,gain=31.737854,cover=190909
- 103:leaf=-0.00103883247,cover=0
- 104:leaf=0.00086109183,cover=0
- 26:[PialCurv5<0.04242469] yes=53,no=54,missing=53,gain=21.0919666,cover=1749985
- 53:[PialCurv5<-0.058241725] yes=105,no=106,missing=105,gain=17.5471268,cover=1707195
- 105:leaf=-2.25899521e-06,cover=0
- 106:leaf=-0.000338447688,cover=0
- 54:[Pol<100.090813] yes=107,no=108,missing=107,gain=15.3284302,cover=42790
- 107:leaf=0.00214079884,cover=0
- 108:leaf=0.000216260465,cover=0
- 6:[PialCurv5<0.0240441076] yes=13,no=14,missing=13,gain=28.3182831,cover=2010570
- 13:[MidArea5<0.62992847] yes=27,no=28,missing=27,gain=25.3126392,cover=147677
- 27:[Ecc<1.79549146] yes=55,no=56,missing=55,gain=17.594183,cover=41623
- 55:[Pol<74.7525482] yes=109,no=110,missing=110,gain=9.78326225,cover=9289
- 109:leaf=-0.00268502068,cover=0
- 110:leaf=0.00219672616,cover=0
- 56:[Pol<94.4799194] yes=111,no=112,missing=112,gain=10.4730377,cover=32334
- 111:leaf=0.000175879701,cover=0
- 112:leaf=-0.0016494703,cover=0
- 28:[Ecc<4.94054604] yes=57,no=58,missing=57,gain=21.8480835,cover=106054
- 57:[Ecc<0.669936359] yes=113,no=114,missing=113,gain=11.5473003,cover=26906
- 113:leaf=0.00278008706,cover=0
- 114:leaf=-0.000484843244,cover=0
- 58:[Curv5<0.0191024225] yes=115,no=116,missing=115,gain=19.5977859,cover=79148
- 115:leaf=0.000902263157,cover=0
- 116:leaf=0.00251329714,cover=0
- 14:[PialArea5<0.605248392] yes=29,no=30,missing=30,gain=13.0580969,cover=1862893
- 29:[Pol<50.1003532] yes=59,no=60,missing=59,gain=18.4592247,cover=1247292
- 59:[LGI5<3.26095963] yes=117,no=118,missing=118,gain=14.9675446,cover=20150
- 117:leaf=0.000564807444,cover=0
- 118:leaf=0.00340815983,cover=0
- 60:[Pol<119.248337] yes=119,no=120,missing=119,gain=18.7418251,cover=1227142
- 119:leaf=-3.30143448e-05,cover=0
- 120:leaf=0.000486283476,cover=0
- 30:[Sulc0<0.869075775] yes=61,no=62,missing=61,gain=9.29541492,cover=615601
- 61:[Ecc<8.41855335] yes=121,no=122,missing=121,gain=10.8465691,cover=609634
- 121:leaf=2.72746433e-06,cover=0
- 122:leaf=-0.00041974202,cover=0
- 62:[Pol<104.929901] yes=123,no=124,missing=123,gain=8.8215704,cover=5967
- 123:leaf=0.000843494665,cover=0
- 124:leaf=0.00578420516,cover=0
-booster[428]:
-0:[Ecc<1.26157856] yes=1,no=2,missing=2,gain=2.07402301,cover=5124388
- 1:[Pol<152.092255] yes=3,no=4,missing=3,gain=23.6068516,cover=403112
- 3:[Pol<67.3859482] yes=7,no=8,missing=7,gain=20.5117893,cover=310113
- 7:[Sulc0<-0.586468518] yes=15,no=16,missing=15,gain=9.37830925,cover=123828
- 15:[Ecc<0.783076942] yes=31,no=32,missing=32,gain=7.33283377,cover=98798
- 31:[PialArea5<0.702764034] yes=63,no=64,missing=63,gain=5.59900236,cover=57630
- 63:leaf=0.00233578822,cover=0
- 64:leaf=7.20876487e-05,cover=0
- 32:[PialArea5<0.753297985] yes=65,no=66,missing=65,gain=4.4279356,cover=41168
- 65:leaf=-0.0024170028,cover=0
- 66:leaf=-0.000533104583,cover=0
- 16:[Area5<0.877147377] yes=33,no=34,missing=34,gain=3.93366051,cover=25030
- 33:[Sulc0<0.0608992092] yes=67,no=68,missing=67,gain=2.99337196,cover=24793
- 67:leaf=-0.00110955618,cover=0
- 68:leaf=-0.00450048363,cover=0
- 34:[LGI5<2.31684756] yes=69,no=70,missing=70,gain=1.33251905,cover=237
- 69:leaf=-0.00231910567,cover=0
- 70:leaf=-0.0102997553,cover=0
- 8:[Area5<0.641697526] yes=17,no=18,missing=17,gain=17.3331718,cover=186285
- 17:[LGI5<2.3865335] yes=35,no=36,missing=36,gain=8.94552326,cover=132495
- 35:[Ecc<0.618862808] yes=71,no=72,missing=71,gain=4.19882059,cover=72445
- 71:leaf=-0.000784922799,cover=0
- 72:leaf=2.12961186e-05,cover=0
- 36:[LGI5<2.61550069] yes=73,no=74,missing=73,gain=5.65697956,cover=60050
- 73:leaf=0.000716395793,cover=0
- 74:leaf=-0.00110306428,cover=0
- 18:[PialArea5<0.613238215] yes=37,no=38,missing=38,gain=15.476553,cover=53790
- 37:[Sulc0<-0.420901269] yes=75,no=76,missing=75,gain=23.0885162,cover=9636
- 75:leaf=0.00678792223,cover=0
- 76:leaf=0.00142116065,cover=0
- 38:[Sulc0<-0.50485903] yes=77,no=78,missing=78,gain=18.9079475,cover=44154
- 77:leaf=0.00154509791,cover=0
- 78:leaf=-0.000630307128,cover=0
- 4:[Ecc<0.353712648] yes=9,no=10,missing=10,gain=4.5048275,cover=92999
- 9:[Area5<0.698189139] yes=19,no=20,missing=19,gain=4.49733114,cover=19348
- 19:[Sulc0<-0.603582025] yes=39,no=40,missing=39,gain=2.57576847,cover=16419
- 39:[MidArea5<0.55041182] yes=79,no=80,missing=79,gain=2.54186511,cover=8397
- 79:leaf=-0.00376969925,cover=0
- 80:leaf=0.00035396227,cover=0
- 40:[MidArea5<0.594104469] yes=81,no=82,missing=81,gain=4.71524811,cover=8022
- 81:leaf=0.000105100567,cover=0
- 82:leaf=-0.0023193683,cover=0
- 20:[Sulc0<-0.202991232] yes=41,no=42,missing=41,gain=3.5544548,cover=2929
- 41:[PialArea5<1.31770575] yes=83,no=84,missing=83,gain=3.13806295,cover=2643
- 83:leaf=0.00251736003,cover=0
- 84:leaf=-0.00878073554,cover=0
- 42:[PialCurv5<0.0904879719] yes=85,no=86,missing=85,gain=5.23402691,cover=286
- 85:leaf=-0.0150661469,cover=0
- 86:leaf=0.00036779829,cover=0
- 10:[Area5<0.743131101] yes=21,no=22,missing=21,gain=7.99560356,cover=73651
- 21:[LGI5<2.2730217] yes=43,no=44,missing=43,gain=5.97714615,cover=70450
- 43:[LGI5<2.23211861] yes=87,no=88,missing=88,gain=15.0256462,cover=13648
- 87:leaf=-0.000430559274,cover=0
- 88:leaf=-0.00380327716,cover=0
- 44:[LGI5<2.66052985] yes=89,no=90,missing=90,gain=4.05319023,cover=56802
- 89:leaf=-0.000558756525,cover=0
- 90:leaf=-0.00262458762,cover=0
- 22:[Area5<0.987501919] yes=45,no=46,missing=45,gain=4.46510983,cover=3201
- 45:[MidArea5<0.659801304] yes=91,no=92,missing=91,gain=3.46695709,cover=2807
- 91:leaf=-0.0105476128,cover=0
- 92:leaf=-0.00364602474,cover=0
- 46:[PialArea5<0.658944428] yes=93,no=94,missing=93,gain=4.76876831,cover=394
- 93:leaf=0.012285741,cover=0
- 94:leaf=-0.00125656684,cover=0
- 2:[Ecc<1.96654522] yes=5,no=6,missing=5,gain=8.48461628,cover=4721276
- 5:[Pol<143.237381] yes=11,no=12,missing=12,gain=18.8640022,cover=262995
- 11:[LGI5<2.96780801] yes=23,no=24,missing=23,gain=13.6721668,cover=214380
- 23:[Pol<102.241241] yes=47,no=48,missing=47,gain=13.6603899,cover=214194
- 47:[Pol<76.1517639] yes=95,no=96,missing=95,gain=37.4442787,cover=146049
- 95:leaf=-0.000227315031,cover=0
- 96:leaf=0.00146533432,cover=0
- 48:[Sulc0<-0.632113814] yes=97,no=98,missing=97,gain=20.7025642,cover=68145
- 97:leaf=0.000600509462,cover=0
- 98:leaf=-0.00119496079,cover=0
- 24:[Sulc0<-0.50485903] yes=49,no=50,missing=49,gain=3.71995258,cover=186
- 49:[LGI5<3.04906535] yes=99,no=100,missing=100,gain=0.476170659,cover=91
- 99:leaf=0.00423891796,cover=0
- 100:leaf=0.0129344705,cover=0
- 50:[Sulc0<0.443755656] yes=101,no=102,missing=101,gain=0.270654678,cover=95
- 101:leaf=0.0211283918,cover=0
- 102:leaf=0.00720212562,cover=0
- 12:[PialCurv5<-0.076943703] yes=25,no=26,missing=26,gain=33.6931763,cover=48615
- 25:[Sulc0<-0.632113814] yes=51,no=52,missing=51,gain=7.01353645,cover=31601
- 51:[Curv5<-0.158538193] yes=103,no=104,missing=103,gain=5.97843409,cover=28052
- 103:leaf=0.000312879361,cover=0
- 104:leaf=-0.00149926567,cover=0
- 52:[PialArea5<1.04185641] yes=105,no=106,missing=106,gain=4.86993027,cover=3549
- 105:leaf=0.00194371026,cover=0
- 106:leaf=0.0118792793,cover=0
- 26:[LGI5<2.41022825] yes=53,no=54,missing=53,gain=10.477356,cover=17014
- 53:[PialCurv5<0.0519027263] yes=107,no=108,missing=107,gain=5.66116714,cover=9319
- 107:leaf=0.00459306641,cover=0
- 108:leaf=0.00104094099,cover=0
- 54:[Area5<0.64784193] yes=109,no=110,missing=109,gain=12.6607571,cover=7695
- 109:leaf=0.00310201361,cover=0
- 110:leaf=-0.00114001648,cover=0
- 6:[Ecc<2.97906685] yes=13,no=14,missing=13,gain=6.97078609,cover=4458281
- 13:[Pol<43.7633247] yes=27,no=28,missing=27,gain=37.5858383,cover=343202
- 27:[Curv5<-0.156904668] yes=55,no=56,missing=55,gain=47.3940926,cover=63009
- 55:[Sulc0<-0.842326522] yes=111,no=112,missing=111,gain=10.9566126,cover=49706
- 111:leaf=-0.000259413588,cover=0
- 112:leaf=0.00145230803,cover=0
- 56:[Pol<14.1659222] yes=113,no=114,missing=113,gain=12.3353958,cover=13303
- 113:leaf=0.00155667809,cover=0
- 114:leaf=0.00470514409,cover=0
- 28:[Area5<0.625618935] yes=57,no=58,missing=57,gain=44.1341705,cover=280193
- 57:[Curv5<-0.121808149] yes=115,no=116,missing=115,gain=24.5785484,cover=110784
- 115:leaf=-0.000220014903,cover=0
- 116:leaf=0.00136204949,cover=0
- 58:[PialCurv5<0.0720715299] yes=117,no=118,missing=117,gain=45.7411346,cover=169409
- 117:leaf=-0.00168169965,cover=0
- 118:leaf=-1.83887787e-05,cover=0
- 14:[Sulc0<-0.516633809] yes=29,no=30,missing=29,gain=4.35587311,cover=4115079
- 29:[PialCurv5<-0.111886919] yes=59,no=60,missing=60,gain=12.5225763,cover=1063455
- 59:[Curv5<-0.16496937] yes=119,no=120,missing=119,gain=68.116684,cover=611251
- 119:leaf=-3.3232187e-05,cover=0
- 120:leaf=0.00273131486,cover=0
- 60:[Pol<18.1680222] yes=121,no=122,missing=121,gain=23.2615795,cover=452204
- 121:leaf=0.000478398812,cover=0
- 122:leaf=-0.000446115388,cover=0
- 30:[Curv5<-0.206445083] yes=61,no=62,missing=61,gain=14.9933071,cover=3051624
- 61:[PialCurv5<-0.11032705] yes=123,no=124,missing=124,gain=44.4791527,cover=171552
- 123:leaf=5.99458108e-05,cover=0
- 124:leaf=0.00198356691,cover=0
- 62:[PialCurv5<-0.130080611] yes=125,no=126,missing=125,gain=20.3054943,cover=2880072
- 125:leaf=0.00181428145,cover=0
- 126:leaf=4.60213323e-06,cover=0
-booster[429]:
-0:[PialArea5<0.955112517] yes=1,no=2,missing=2,gain=2.15812922,cover=5124388
- 1:[Curv5<0.000893599819] yes=3,no=4,missing=3,gain=4.14868355,cover=3812049
- 3:[Area5<0.726017833] yes=7,no=8,missing=7,gain=15.2314234,cover=1840012
- 7:[PialArea5<0.593058109] yes=15,no=16,missing=15,gain=16.9021873,cover=1610603
- 15:[Area5<0.685542226] yes=31,no=32,missing=31,gain=7.18421555,cover=84236
- 31:[Ecc<16.5318356] yes=63,no=64,missing=63,gain=4.49296284,cover=79072
- 63:leaf=-0.000795766711,cover=0
- 64:leaf=0.000100826779,cover=0
- 32:[Pol<145.397461] yes=65,no=66,missing=66,gain=12.807951,cover=5164
- 65:leaf=-0.00359832868,cover=0
- 66:leaf=0.00320521346,cover=0
- 16:[Sulc0<0.151281953] yes=33,no=34,missing=33,gain=17.7629299,cover=1526367
- 33:[Area5<0.616426587] yes=67,no=68,missing=68,gain=6.86209488,cover=1451712
- 67:leaf=8.43993985e-05,cover=0
- 68:leaf=-0.00013324972,cover=0
- 34:[Pol<104.929901] yes=69,no=70,missing=69,gain=15.3056335,cover=74655
- 69:leaf=0.00164353603,cover=0
- 70:leaf=0.000183733631,cover=0
- 8:[PialCurv5<-0.0758950338] yes=17,no=18,missing=17,gain=17.954092,cover=229409
- 17:[Curv5<-0.0943295062] yes=35,no=36,missing=36,gain=12.9387865,cover=61374
- 35:[Pol<14.1659222] yes=71,no=72,missing=71,gain=6.85666609,cover=56628
- 71:leaf=-0.00126851664,cover=0
- 72:leaf=0.000294069323,cover=0
- 36:[PialArea5<0.841635466] yes=73,no=74,missing=74,gain=12.715663,cover=4746
- 73:leaf=0.000582528999,cover=0
- 74:leaf=0.00582581153,cover=0
- 18:[Ecc<0.295587689] yes=37,no=38,missing=37,gain=15.2044525,cover=168035
- 37:[Sulc0<-0.439186513] yes=75,no=76,missing=75,gain=5.84729195,cover=573
- 75:leaf=0.00984634552,cover=0
- 76:leaf=-0.00299674226,cover=0
- 38:[PialCurv5<0.0471153036] yes=77,no=78,missing=77,gain=14.6762733,cover=167462
- 77:leaf=-0.000885800866,cover=0
- 78:leaf=0.000856491562,cover=0
- 4:[PialCurv5<0.0331302322] yes=9,no=10,missing=9,gain=23.7031307,cover=1972037
- 9:[MidArea5<0.612316132] yes=19,no=20,missing=19,gain=17.6132221,cover=174563
- 19:[Ecc<1.68457866] yes=39,no=40,missing=40,gain=16.3871403,cover=41390
- 39:[Area5<0.607942343] yes=79,no=80,missing=79,gain=6.87454987,cover=9227
- 79:leaf=0.000358432269,cover=0
- 80:leaf=0.00311498414,cover=0
- 40:[Pol<94.4799194] yes=81,no=82,missing=82,gain=9.94086456,cover=32163
- 81:leaf=0.000185793033,cover=0
- 82:leaf=-0.00159489771,cover=0
- 20:[Ecc<4.8056078] yes=41,no=42,missing=42,gain=21.1397247,cover=133173
- 41:[Area5<0.846071243] yes=83,no=84,missing=83,gain=11.374404,cover=32297
- 83:leaf=-6.78875003e-05,cover=0
- 84:leaf=-0.00519637438,cover=0
- 42:[Curv5<0.0257103238] yes=85,no=86,missing=86,gain=26.4049644,cover=100876
- 85:leaf=0.000611488125,cover=0
- 86:leaf=0.00229235459,cover=0
- 10:[PialArea5<0.601145923] yes=21,no=22,missing=21,gain=12.6402273,cover=1797474
- 21:[Area5<0.623097897] yes=43,no=44,missing=43,gain=18.1743488,cover=1224009
- 43:[MidArea5<0.557227194] yes=87,no=88,missing=87,gain=9.02000904,cover=176594
- 87:leaf=-0.000262980204,cover=0
- 88:leaf=-0.00132543116,cover=0
- 44:[Pol<119.248337] yes=89,no=90,missing=90,gain=24.608593,cover=1047415
- 89:leaf=4.48712053e-05,cover=0
- 90:leaf=0.000721209624,cover=0
- 22:[LGI5<2.93978119] yes=45,no=46,missing=45,gain=9.32538605,cover=573465
- 45:[Area5<0.593548477] yes=91,no=92,missing=92,gain=6.56136894,cover=334125
- 91:leaf=0.00157907361,cover=0
- 92:leaf=-7.59467075e-05,cover=0
- 46:[Ecc<8.01039791] yes=93,no=94,missing=93,gain=20.9119892,cover=239340
- 93:leaf=0.00168479176,cover=0
- 94:leaf=-0.000556708721,cover=0
- 2:[Area5<0.987501919] yes=5,no=6,missing=5,gain=3.23520398,cover=1312339
- 5:[MidArea5<1.21578133] yes=11,no=12,missing=12,gain=3.26886988,cover=1299508
- 11:[Curv5<-0.0461937301] yes=23,no=24,missing=23,gain=3.1648078,cover=1286836
- 23:[PialCurv5<-0.0114707183] yes=47,no=48,missing=48,gain=8.92414093,cover=1199851
- 47:[Area5<0.657483757] yes=95,no=96,missing=95,gain=4.71075249,cover=1181758
- 95:leaf=0.000167375663,cover=0
- 96:leaf=-4.91298961e-05,cover=0
- 48:[Area5<0.680766582] yes=97,no=98,missing=98,gain=16.8906746,cover=18093
- 97:leaf=-0.00204039575,cover=0
- 98:leaf=0.00187075266,cover=0
- 24:[PialCurv5<-0.0297427773] yes=49,no=50,missing=49,gain=60.0756531,cover=86985
- 49:[PialCurv5<-0.0595124774] yes=99,no=100,missing=99,gain=10.4049606,cover=12270
- 99:leaf=0.00704055745,cover=0
- 100:leaf=0.00297417445,cover=0
- 50:[Area5<0.681571782] yes=101,no=102,missing=101,gain=6.06510448,cover=74715
- 101:leaf=-0.0022711698,cover=0
- 102:leaf=-8.8724446e-05,cover=0
- 12:[Area5<0.723411918] yes=25,no=26,missing=25,gain=2.26451492,cover=12672
- 25:[Sulc0<-1.02305627] yes=51,no=52,missing=52,gain=2.25886297,cover=1158
- 51:[Curv5<-0.161761403] yes=103,no=104,missing=103,gain=1.86237073,cover=423
- 103:leaf=0.00118177605,cover=0
- 104:leaf=-0.00968270283,cover=0
- 52:[Pol<174.523148] yes=105,no=106,missing=106,gain=1.57249689,cover=735
- 105:leaf=0.0041507585,cover=0
- 106:leaf=0.0156879742,cover=0
- 26:[Sulc0<-0.0326132737] yes=53,no=54,missing=54,gain=1.99670541,cover=11514
- 53:[LGI5<2.23211861] yes=107,no=108,missing=107,gain=1.94024265,cover=11497
- 107:leaf=-0.0040814844,cover=0
- 108:leaf=0.000713583024,cover=0
- 54:[LGI5<2.89660096] yes=109,no=110,missing=109,gain=0.908687353,cover=17
- 109:leaf=0.0315635614,cover=0
- 110:leaf=0.00752390129,cover=0
- 6:[LGI5<2.3865335] yes=13,no=14,missing=14,gain=2.2201364,cover=12831
- 13:[Pol<107.66053] yes=27,no=28,missing=27,gain=3.62662315,cover=2204
- 27:[Ecc<2.02168798] yes=55,no=56,missing=55,gain=7.42819452,cover=1289
- 55:[LGI5<2.33929968] yes=111,no=112,missing=112,gain=2.59108734,cover=724
- 111:leaf=0.000951658934,cover=0
- 112:leaf=-0.00566501636,cover=0
- 56:[Sulc0<-1.24864507] yes=113,no=114,missing=114,gain=7.21071529,cover=565
- 113:leaf=0.043551337,cover=0
- 114:leaf=0.00583194103,cover=0
- 28:[Ecc<1.31300318] yes=57,no=58,missing=57,gain=3.08618546,cover=915
- 57:[Pol<120.854889] yes=115,no=116,missing=115,gain=0.400709152,cover=99
- 115:leaf=0.00106932316,cover=0
- 116:leaf=0.00842587184,cover=0
- 58:[LGI5<2.16230083] yes=117,no=118,missing=117,gain=1.86741209,cover=816
- 117:leaf=0.00487416005,cover=0
- 118:leaf=-0.00346083567,cover=0
- 14:[LGI5<2.70988083] yes=29,no=30,missing=29,gain=5.70440722,cover=10627
- 29:[Ecc<6.41291761] yes=59,no=60,missing=60,gain=6.35077953,cover=3686
- 59:[Curv5<-0.186853081] yes=119,no=120,missing=119,gain=4.72156525,cover=3160
- 119:leaf=0.0034771394,cover=0
- 120:leaf=-0.00248591322,cover=0
- 60:[LGI5<2.63733578] yes=121,no=122,missing=122,gain=3.00036812,cover=526
- 121:leaf=-0.00412973063,cover=0
- 122:leaf=-0.0117116338,cover=0
- 30:[Ecc<2.54464626] yes=61,no=62,missing=62,gain=4.92065763,cover=6941
- 61:[Sulc0<-0.801933944] yes=123,no=124,missing=123,gain=0.870762348,cover=12
- 123:leaf=0.0360608324,cover=0
- 124:leaf=0.000129898399,cover=0
- 62:[PialCurv5<-0.14160423] yes=125,no=126,missing=126,gain=3.44915056,cover=6929
- 125:leaf=-0.00360747473,cover=0
- 126:leaf=0.000122747486,cover=0
-booster[430]:
-0:[PialArea5<0.82654506] yes=1,no=2,missing=2,gain=2.1328299,cover=5124388
- 1:[Area5<0.755546272] yes=3,no=4,missing=3,gain=11.8621883,cover=2845137
- 3:[LGI5<2.13090348] yes=7,no=8,missing=7,gain=4.01224375,cover=2487709
- 7:[Pol<152.827332] yes=15,no=16,missing=16,gain=7.7133112,cover=11100
- 15:[Pol<86.0952454] yes=31,no=32,missing=31,gain=4.38166618,cover=9070
- 31:[Ecc<2.6675415] yes=63,no=64,missing=63,gain=4.76704502,cover=2785
- 63:leaf=0.00132760918,cover=0
- 64:leaf=-0.0030474076,cover=0
- 32:[PialCurv5<0.189327508] yes=65,no=66,missing=65,gain=3.11632633,cover=6285
- 65:leaf=0.00288695819,cover=0
- 66:leaf=0.00033203818,cover=0
- 16:[MidArea5<0.512587845] yes=33,no=34,missing=33,gain=2.56151843,cover=2030
- 33:[Pol<165.944183] yes=67,no=68,missing=67,gain=0.318421841,cover=142
- 67:leaf=-0.0108200703,cover=0
- 68:leaf=-0.00591517938,cover=0
- 34:[Ecc<0.729281187] yes=69,no=70,missing=69,gain=2.84894848,cover=1888
- 69:leaf=0.00145358557,cover=0
- 70:leaf=-0.00272864988,cover=0
- 8:[LGI5<2.16230083] yes=17,no=18,missing=17,gain=5.21990824,cover=2476609
- 17:[Pol<117.137611] yes=35,no=36,missing=35,gain=7.5561676,cover=11698
- 35:[Curv5<-0.0881721899] yes=71,no=72,missing=72,gain=8.44818306,cover=6551
- 71:leaf=0.000505190284,cover=0
- 72:leaf=-0.00342087797,cover=0
- 36:[Ecc<4.60336304] yes=73,no=74,missing=73,gain=6.9410181,cover=5147
- 73:leaf=-0.000631574483,cover=0
- 74:leaf=0.00389453769,cover=0
- 18:[LGI5<2.22170687] yes=37,no=38,missing=37,gain=3.81412315,cover=2464911
- 37:[Ecc<1.79549146] yes=75,no=76,missing=75,gain=8.02930069,cover=42641
- 75:leaf=0.00114048331,cover=0
- 76:leaf=-0.000235437925,cover=0
- 38:[PialCurv5<-0.115016438] yes=77,no=78,missing=77,gain=3.53251266,cover=2422270
- 77:leaf=9.94083748e-05,cover=0
- 78:leaf=-9.59628014e-05,cover=0
- 4:[Curv5<0.0213092454] yes=9,no=10,missing=9,gain=11.5442924,cover=357428
- 9:[Ecc<7.7481575] yes=19,no=20,missing=19,gain=9.73549175,cover=46320
- 19:[Pol<74.0505524] yes=39,no=40,missing=39,gain=5.54140186,cover=16938
- 39:[LGI5<2.67938972] yes=79,no=80,missing=79,gain=14.7046976,cover=4464
- 79:leaf=0.00216532126,cover=0
- 80:leaf=-0.00385082816,cover=0
- 40:[Sulc0<-0.815117955] yes=81,no=82,missing=81,gain=8.20867157,cover=12474
- 81:leaf=0.00503804488,cover=0
- 82:leaf=-0.00222548191,cover=0
- 20:[LGI5<2.73607373] yes=41,no=42,missing=41,gain=13.8663816,cover=29382
- 41:[Pol<117.137611] yes=83,no=84,missing=83,gain=5.316082,cover=3275
- 83:leaf=0.000951134309,cover=0
- 84:leaf=0.00499125477,cover=0
- 42:[Pol<42.7478409] yes=85,no=86,missing=85,gain=5.21957874,cover=26107
- 85:leaf=0.00129218667,cover=0
- 86:leaf=-0.000638345547,cover=0
- 10:[Sulc0<0.317313671] yes=21,no=22,missing=21,gain=12.5019474,cover=311108
- 21:[Pol<52.7894325] yes=43,no=44,missing=43,gain=13.5049553,cover=91231
- 43:[PialCurv5<0.147539601] yes=87,no=88,missing=87,gain=9.97040939,cover=6452
- 87:leaf=0.00380025618,cover=0
- 88:leaf=-0.0020804652,cover=0
- 44:[Sulc0<-0.319176674] yes=89,no=90,missing=89,gain=10.6156006,cover=84779
- 89:leaf=-0.00174619036,cover=0
- 90:leaf=0.000803658215,cover=0
- 22:[Area5<0.854415178] yes=45,no=46,missing=45,gain=11.4756508,cover=219877
- 45:[Pol<91.5616074] yes=91,no=92,missing=91,gain=8.79220963,cover=197266
- 91:leaf=-0.000372776994,cover=0
- 92:leaf=0.000304724876,cover=0
- 46:[PialCurv5<0.265012205] yes=93,no=94,missing=94,gain=4.61327171,cover=22611
- 93:leaf=0.0017424731,cover=0
- 94:leaf=0.000249771256,cover=0
- 2:[Ecc<46.7494621] yes=5,no=6,missing=6,gain=5.30789137,cover=2279251
- 5:[PialCurv5<0.0851107761] yes=11,no=12,missing=11,gain=5.22403908,cover=2259339
- 11:[Area5<0.695856333] yes=23,no=24,missing=24,gain=5.47875977,cover=2229010
- 23:[Curv5<-0.0773924068] yes=47,no=48,missing=47,gain=18.9424076,cover=1169315
- 47:[PialCurv5<-0.0347327143] yes=95,no=96,missing=95,gain=8.32207108,cover=1070778
- 95:leaf=1.14657114e-05,cover=0
- 96:leaf=0.000911815732,cover=0
- 48:[Pol<43.7633247] yes=97,no=98,missing=98,gain=20.5934124,cover=98537
- 97:leaf=-0.000867844559,cover=0
- 98:leaf=0.00107937283,cover=0
- 24:[PialArea5<0.987776101] yes=49,no=50,missing=49,gain=8.84401703,cover=1059695
- 49:[PialCurv5<-0.102360219] yes=99,no=100,missing=100,gain=10.2793779,cover=411495
- 99:leaf=0.000289193093,cover=0
- 100:leaf=-0.000360830396,cover=0
- 50:[Area5<0.987501919] yes=101,no=102,missing=101,gain=3.56085873,cover=648200
- 101:leaf=6.83755279e-05,cover=0
- 102:leaf=-0.000826656295,cover=0
- 12:[Ecc<7.64592981] yes=25,no=26,missing=25,gain=11.860178,cover=30329
- 25:[Pol<99.0100403] yes=51,no=52,missing=51,gain=5.91947746,cover=16048
- 51:[MidArea5<0.836669922] yes=103,no=104,missing=104,gain=3.58277893,cover=8743
- 103:leaf=0.00337083824,cover=0
- 104:leaf=0.00132614968,cover=0
- 52:[MidArea5<0.795349479] yes=105,no=106,missing=105,gain=2.71485662,cover=7305
- 105:leaf=0.00231093704,cover=0
- 106:leaf=3.12944139e-05,cover=0
- 26:[Curv5<0.0407969989] yes=53,no=54,missing=53,gain=5.0754056,cover=14281
- 53:[Sulc0<-0.202991232] yes=107,no=108,missing=108,gain=3.80708122,cover=5800
- 107:leaf=-0.00218984578,cover=0
- 108:leaf=0.00132600032,cover=0
- 54:[LGI5<3.78836131] yes=109,no=110,missing=110,gain=4.16300869,cover=8481
- 109:leaf=-0.00133293041,cover=0
- 110:leaf=0.00544459093,cover=0
- 6:[PialCurv5<-0.0209923834] yes=13,no=14,missing=13,gain=4.73929834,cover=19912
- 13:[Curv5<-0.0296960976] yes=27,no=28,missing=28,gain=7.98111439,cover=13158
- 27:[Sulc0<-0.0401471928] yes=55,no=56,missing=56,gain=3.96943235,cover=12601
- 55:[Curv5<-0.151772231] yes=111,no=112,missing=112,gain=2.49988484,cover=6689
- 111:leaf=0.000851360906,cover=0
- 112:leaf=-0.00141055137,cover=0
- 56:[LGI5<2.99035311] yes=113,no=114,missing=114,gain=2.92215538,cover=5912
- 113:leaf=0.000157879273,cover=0
- 114:leaf=0.00272682402,cover=0
- 28:[Pol<143.959366] yes=57,no=58,missing=57,gain=2.41874409,cover=557
- 57:[Sulc0<-0.305269122] yes=115,no=116,missing=116,gain=1.87091923,cover=486
- 115:leaf=-0.0311739352,cover=0
- 116:leaf=0.00873827469,cover=0
- 58:[Sulc0<0.423605621] yes=117,no=118,missing=117,gain=1.24138105,cover=71
- 117:leaf=0.00239906553,cover=0
- 118:leaf=-0.0127327917,cover=0
- 14:[Sulc0<0.218763664] yes=29,no=30,missing=29,gain=3.47247171,cover=6754
- 29:[Pol<115.563423] yes=59,no=60,missing=60,gain=4.41856432,cover=1743
- 59:[Sulc0<-0.23104082] yes=119,no=120,missing=119,gain=3.84305286,cover=1587
- 119:leaf=0.0165199321,cover=0
- 120:leaf=-0.00324871065,cover=0
- 60:[Sulc0<0.0770083591] yes=121,no=122,missing=121,gain=1.42722416,cover=156
- 121:leaf=0.0163354781,cover=0
- 122:leaf=0.00365047459,cover=0
- 30:[PialCurv5<0.010724308] yes=61,no=62,missing=61,gain=2.67133999,cover=5011
- 61:[Curv5<-0.00633975025] yes=123,no=124,missing=123,gain=4.95602846,cover=1826
- 123:leaf=0.000105292784,cover=0
- 124:leaf=0.00561182201,cover=0
- 62:[Curv5<-0.0837168768] yes=125,no=126,missing=125,gain=1.64048028,cover=3185
- 125:leaf=0.0166451726,cover=0
- 126:leaf=-0.000508512836,cover=0
-booster[431]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=1,gain=2.07814693,cover=5124388
- 1:[Pol<152.092255] yes=3,no=4,missing=4,gain=20.5379772,cover=423406
- 3:[Pol<67.3859482] yes=7,no=8,missing=7,gain=21.3952045,cover=327112
- 7:[PialArea5<1.10654831] yes=15,no=16,missing=15,gain=9.30786896,cover=130133
- 15:[Ecc<0.669936359] yes=31,no=32,missing=32,gain=7.0094471,cover=100062
- 31:[Sulc0<-0.325671464] yes=63,no=64,missing=63,gain=6.22145271,cover=41921
- 63:leaf=-2.24890409e-05,cover=0
- 64:leaf=-0.00298287603,cover=0
- 32:[Area5<0.476400614] yes=65,no=66,missing=66,gain=5.3269825,cover=58141
- 65:leaf=0.000225590848,cover=0
- 66:leaf=-0.00118841918,cover=0
- 16:[Area5<0.839165807] yes=33,no=34,missing=34,gain=5.16261625,cover=30071
- 33:[Curv5<-0.0133169871] yes=67,no=68,missing=68,gain=6.23876858,cover=29423
- 67:leaf=0.00041124603,cover=0
- 68:leaf=0.0128594954,cover=0
- 34:[LGI5<2.3349762] yes=69,no=70,missing=70,gain=3.86220646,cover=648
- 69:leaf=0.00118208793,cover=0
- 70:leaf=-0.00689313328,cover=0
- 8:[Area5<0.644818127] yes=17,no=18,missing=18,gain=16.5022087,cover=196979
- 17:[LGI5<2.3865335] yes=35,no=36,missing=35,gain=7.20828962,cover=141679
- 35:[Ecc<0.618862808] yes=71,no=72,missing=71,gain=3.9493928,cover=77235
- 71:leaf=-0.000720283657,cover=0
- 72:leaf=4.56102389e-05,cover=0
- 36:[LGI5<2.61550069] yes=73,no=74,missing=73,gain=5.24794579,cover=64444
- 73:leaf=0.00064746046,cover=0
- 74:leaf=-0.00103287981,cover=0
- 18:[Ecc<0.618862808] yes=37,no=38,missing=37,gain=13.9521656,cover=55300
- 37:[Curv5<-0.132798299] yes=75,no=76,missing=76,gain=13.3559113,cover=19893
- 75:leaf=-0.000264603179,cover=0
- 76:leaf=0.00288355513,cover=0
- 38:[Sulc0<-0.580759466] yes=77,no=78,missing=77,gain=9.35103798,cover=35407
- 77:leaf=0.00153573591,cover=0
- 78:leaf=-0.000120198121,cover=0
- 4:[LGI5<2.2730217] yes=9,no=10,missing=9,gain=3.82265472,cover=96294
- 9:[LGI5<2.23211861] yes=19,no=20,missing=20,gain=14.8792582,cover=19107
- 19:[LGI5<2.18291569] yes=39,no=40,missing=39,gain=6.32506132,cover=11221
- 39:[MidArea5<0.515777051] yes=79,no=80,missing=80,gain=4.56323719,cover=4875
- 79:leaf=-0.00669651711,cover=0
- 80:leaf=-0.00110927515,cover=0
- 40:[Curv5<-0.066452302] yes=81,no=82,missing=81,gain=7.02048874,cover=6346
- 81:leaf=-0.00100736402,cover=0
- 82:leaf=0.00233465875,cover=0
- 20:[Sulc0<-0.325671464] yes=41,no=42,missing=41,gain=7.32793427,cover=7886
- 41:[PialCurv5<-0.00569582684] yes=83,no=84,missing=84,gain=8.02662277,cover=6573
- 83:leaf=-0.00256126281,cover=0
- 84:leaf=-0.00634826068,cover=0
- 42:[PialCurv5<0.107261039] yes=85,no=86,missing=85,gain=3.35182786,cover=1313
- 85:leaf=-0.00284811459,cover=0
- 86:leaf=0.00234801578,cover=0
- 10:[LGI5<2.6558373] yes=21,no=22,missing=21,gain=3.76434326,cover=77187
- 21:[Area5<0.743131101] yes=43,no=44,missing=44,gain=3.61152792,cover=73982
- 43:[MidArea5<0.903842509] yes=87,no=88,missing=87,gain=3.12699366,cover=70529
- 87:leaf=-0.000490737846,cover=0
- 88:leaf=0.00179389701,cover=0
- 44:[MidArea5<0.65496558] yes=89,no=90,missing=89,gain=4.59129524,cover=3453
- 89:leaf=-0.00943160336,cover=0
- 90:leaf=-0.00164338667,cover=0
- 22:[PialCurv5<0.0218105931] yes=45,no=46,missing=45,gain=11.987154,cover=3205
- 45:[Area5<0.631603718] yes=91,no=92,missing=91,gain=7.48768711,cover=2510
- 91:leaf=-0.00182109571,cover=0
- 92:leaf=-0.00750547135,cover=0
- 46:[Area5<0.625618935] yes=93,no=94,missing=93,gain=5.40786076,cover=695
- 93:leaf=-0.00118020689,cover=0
- 94:leaf=0.00765235675,cover=0
- 2:[Ecc<1.96654522] yes=5,no=6,missing=6,gain=8.53212547,cover=4700982
- 5:[Pol<143.959366] yes=11,no=12,missing=12,gain=17.6877995,cover=242701
- 11:[LGI5<2.96780801] yes=23,no=24,missing=24,gain=12.1413136,cover=199301
- 23:[Pol<104.38549] yes=47,no=48,missing=48,gain=12.2564726,cover=199124
- 47:[Pol<78.2110443] yes=95,no=96,missing=95,gain=27.2490196,cover=139405
- 95:leaf=-0.000154155787,cover=0
- 96:leaf=0.00132479134,cover=0
- 48:[Sulc0<-0.528458416] yes=97,no=98,missing=97,gain=19.1796875,cover=59719
- 97:leaf=0.000371147355,cover=0
- 98:leaf=-0.00142112747,cover=0
- 24:[Sulc0<-0.50485903] yes=49,no=50,missing=50,gain=3.11764908,cover=177
- 49:[Pol<16.156723] yes=99,no=100,missing=100,gain=0.427979231,cover=86
- 99:leaf=-0.0101144556,cover=0
- 100:leaf=0.00692186132,cover=0
- 50:[Sulc0<0.392869562] yes=101,no=102,missing=101,gain=0.248007774,cover=91
- 101:leaf=0.0202900879,cover=0
- 102:leaf=0.00786887761,cover=0
- 12:[PialCurv5<-0.0829703882] yes=25,no=26,missing=26,gain=31.0130386,cover=43400
- 25:[Sulc0<-0.626357138] yes=51,no=52,missing=51,gain=4.57200956,cover=26607
- 51:[Curv5<-0.156904668] yes=103,no=104,missing=103,gain=5.07881117,cover=24110
- 103:leaf=0.000258048385,cover=0
- 104:leaf=-0.00171617733,cover=0
- 52:[MidArea5<0.882454634] yes=105,no=106,missing=105,gain=2.2160368,cover=2497
- 105:leaf=0.00194881193,cover=0
- 106:leaf=0.0115252808,cover=0
- 26:[LGI5<2.41354537] yes=53,no=54,missing=53,gain=9.41244125,cover=16793
- 53:[Ecc<1.46579576] yes=107,no=108,missing=108,gain=3.49162292,cover=9241
- 107:leaf=0.0026660671,cover=0
- 108:leaf=0.00469334098,cover=0
- 54:[Area5<0.64784193] yes=109,no=110,missing=109,gain=10.049305,cover=7552
- 109:leaf=0.00286496314,cover=0
- 110:leaf=-0.0010139778,cover=0
- 6:[Ecc<2.97906685] yes=13,no=14,missing=13,gain=6.31670761,cover=4458281
- 13:[Pol<41.8258972] yes=27,no=28,missing=27,gain=33.7156525,cover=343202
- 27:[Curv5<-0.148390457] yes=55,no=56,missing=56,gain=39.5958977,cover=60030
- 55:[Sulc0<-0.842326522] yes=111,no=112,missing=112,gain=11.1350918,cover=49322
- 111:leaf=-0.000174389192,cover=0
- 112:leaf=0.00154808362,cover=0
- 56:[Pol<14.1659222] yes=113,no=114,missing=114,gain=11.6261826,cover=10708
- 113:leaf=0.0015877143,cover=0
- 114:leaf=0.0049558375,cover=0
- 28:[Area5<0.613672853] yes=57,no=58,missing=57,gain=39.3798752,cover=283172
- 57:[Curv5<-0.121808149] yes=115,no=116,missing=115,gain=24.3946743,cover=100869
- 115:leaf=-0.000155806469,cover=0
- 116:leaf=0.00154226262,cover=0
- 58:[PialCurv5<0.137877449] yes=117,no=118,missing=117,gain=37.1124496,cover=182303
- 117:leaf=-0.0013321134,cover=0
- 118:leaf=0.000244208641,cover=0
- 14:[Sulc0<-0.516633809] yes=29,no=30,missing=29,gain=4.17110491,cover=4115079
- 29:[Ecc<4.8056078] yes=59,no=60,missing=59,gain=12.0162983,cover=1063455
- 59:[Curv5<-0.0439181365] yes=119,no=120,missing=119,gain=18.8258228,cover=237070
- 119:leaf=0.000159727773,cover=0
- 120:leaf=0.00272649038,cover=0
- 60:[LGI5<2.75211287] yes=121,no=122,missing=121,gain=30.2147522,cover=826385
- 121:leaf=-0.000603418099,cover=0
- 122:leaf=4.38790739e-05,cover=0
- 30:[Curv5<-0.132798299] yes=61,no=62,missing=61,gain=13.6378059,cover=3051624
- 61:[PialCurv5<-0.0715543851] yes=123,no=124,missing=123,gain=115.127502,cover=478340
- 123:leaf=-2.54136776e-05,cover=0
- 124:leaf=0.00221862877,cover=0
- 62:[PialCurv5<-0.0886472985] yes=125,no=126,missing=125,gain=81.6779251,cover=2573284
- 125:leaf=0.00234987657,cover=0
- 126:leaf=-3.85223793e-05,cover=0
-booster[432]:
-0:[PialArea5<0.331288606] yes=1,no=2,missing=2,gain=1.98752451,cover=5124388
- 1:[Area5<0.729573667] yes=3,no=4,missing=3,gain=2.36897087,cover=180427
- 3:[Ecc<1.15906882] yes=7,no=8,missing=7,gain=1.67887259,cover=163435
- 7:[LGI5<2.13090348] yes=15,no=16,missing=15,gain=3.33111477,cover=4122
- 15:[Area5<0.610838115] yes=31,no=32,missing=32,gain=1.08154988,cover=103
- 31:[Sulc0<-0.528458416] yes=63,no=64,missing=64,gain=0.673197746,cover=57
- 63:leaf=-0.0161405019,cover=0
- 64:leaf=-0.00232766895,cover=0
- 32:[Curv5<0.162240714] yes=65,no=66,missing=65,gain=0.194588184,cover=46
- 65:leaf=-0.0183160286,cover=0
- 66:leaf=-0.0104725799,cover=0
- 16:[LGI5<2.42399812] yes=33,no=34,missing=33,gain=1.98644936,cover=4019
- 33:[Pol<128.334747] yes=67,no=68,missing=67,gain=1.63507795,cover=2778
- 67:leaf=0.00213528518,cover=0
- 68:leaf=-0.000635197503,cover=0
- 34:[PialArea5<0.245474651] yes=69,no=70,missing=69,gain=1.96607065,cover=1241
- 69:leaf=0.0024348849,cover=0
- 70:leaf=-0.00315515557,cover=0
- 8:[Pol<120.854889] yes=17,no=18,missing=17,gain=3.92688251,cover=159313
- 17:[Curv5<0.124281213] yes=35,no=36,missing=35,gain=2.17509341,cover=153881
- 35:[LGI5<2.80243301] yes=71,no=72,missing=71,gain=2.71024585,cover=11412
- 71:leaf=-0.000616208767,cover=0
- 72:leaf=0.00118305441,cover=0
- 36:[Pol<54.5053368] yes=73,no=74,missing=73,gain=2.03775239,cover=142469
- 73:leaf=0.00225623883,cover=0
- 74:leaf=1.44502765e-05,cover=0
- 18:[Area5<0.536314785] yes=37,no=38,missing=38,gain=1.85416126,cover=5432
- 37:[LGI5<2.44639945] yes=75,no=76,missing=75,gain=1.16616738,cover=409
- 75:leaf=0.00271342765,cover=0
- 76:leaf=-0.00335922814,cover=0
- 38:[LGI5<2.99035311] yes=77,no=78,missing=77,gain=1.593503,cover=5023
- 77:leaf=0.00248911697,cover=0
- 78:leaf=0.000690197747,cover=0
- 4:[LGI5<3.53458858] yes=9,no=10,missing=9,gain=1.5425818,cover=16992
- 9:[Curv5<0.081820026] yes=19,no=20,missing=20,gain=1.43360281,cover=15988
- 19:[Sulc0<1.02827847] yes=39,no=40,missing=39,gain=0.973903775,cover=48
- 39:[Ecc<10.7180347] yes=79,no=80,missing=79,gain=0.493736267,cover=38
- 79:leaf=-0.00540076336,cover=0
- 80:leaf=-0.0170794632,cover=0
- 40:[LGI5<3.26095963] yes=81,no=82,missing=81,gain=0.129023701,cover=10
- 81:leaf=-0.00429343758,cover=0
- 82:leaf=0.00818916317,cover=0
- 20:[Sulc0<0.717745602] yes=41,no=42,missing=41,gain=1.41654301,cover=15940
- 41:[Pol<136.792099] yes=83,no=84,missing=83,gain=1.50153494,cover=2723
- 83:leaf=0.00179923826,cover=0
- 84:leaf=-0.0089354068,cover=0
- 42:[Area5<0.814937592] yes=85,no=86,missing=85,gain=1.34332168,cover=13217
- 85:leaf=0.000282462686,cover=0
- 86:leaf=0.00229813252,cover=0
- 10:[Ecc<41.2560654] yes=21,no=22,missing=21,gain=1.08081961,cover=1004
- 21:[LGI5<3.74316525] yes=43,no=44,missing=43,gain=1.12945843,cover=842
- 43:[PialCurv5<0.164156988] yes=87,no=88,missing=88,gain=0.917851448,cover=490
- 87:leaf=-0.00251438771,cover=0
- 88:leaf=0.005521012,cover=0
- 44:[Ecc<27.7987404] yes=89,no=90,missing=89,gain=0.81481111,cover=352
- 89:leaf=-0.000608588627,cover=0
- 90:leaf=0.00440322608,cover=0
- 22:[MidArea5<0.498434067] yes=45,no=46,missing=46,gain=0.252905577,cover=162
- 45:[PialCurv5<0.329096764] yes=91,no=92,missing=91,gain=0.264544666,cover=37
- 91:leaf=0.00737229316,cover=0
- 92:leaf=-0.00103741116,cover=0
- 46:[PialCurv5<0.382664889] yes=93,no=94,missing=93,gain=0.1477011,cover=125
- 93:leaf=-0.00326502672,cover=0
- 94:leaf=0.00051157939,cover=0
- 2:[Curv5<0.118689038] yes=5,no=6,missing=6,gain=3.33035016,cover=4943961
- 5:[Sulc0<0.610343635] yes=11,no=12,missing=11,gain=6.82074404,cover=4267049
- 11:[LGI5<3.74316525] yes=23,no=24,missing=23,gain=5.46426964,cover=4091815
- 23:[Ecc<46.7494621] yes=47,no=48,missing=47,gain=5.31430435,cover=4034169
- 47:[Pol<113.913933] yes=95,no=96,missing=95,gain=4.81039429,cover=4000266
- 95:leaf=4.8975573e-05,cover=0
- 96:leaf=-6.114391e-05,cover=0
- 48:[Pol<126.540802] yes=97,no=98,missing=97,gain=6.37377644,cover=33903
- 97:leaf=0.000135179653,cover=0
- 98:leaf=0.00158207305,cover=0
- 24:[PialArea5<0.658944428] yes=49,no=50,missing=50,gain=6.66268158,cover=57646
- 49:[Pol<52.7894325] yes=99,no=100,missing=99,gain=5.90935612,cover=10301
- 99:leaf=0.000940349884,cover=0
- 100:leaf=-0.00219440414,cover=0
- 50:[Ecc<14.484726] yes=101,no=102,missing=102,gain=3.87298679,cover=47345
- 101:leaf=-0.00145972788,cover=0
- 102:leaf=-6.82662576e-05,cover=0
- 12:[Ecc<42.1016579] yes=25,no=26,missing=26,gain=11.8565884,cover=175234
- 25:[Pol<113.913933] yes=51,no=52,missing=51,gain=8.81098938,cover=146598
- 51:[PialCurv5<-0.0410871245] yes=103,no=104,missing=103,gain=8.32430077,cover=118889
- 103:leaf=-0.00830050372,cover=0
- 104:leaf=0.000330830138,cover=0
- 52:[PialCurv5<0.0877920389] yes=105,no=106,missing=106,gain=6.05263901,cover=27709
- 105:leaf=0.00316478359,cover=0
- 106:leaf=0.00100758055,cover=0
- 26:[Pol<39.0368156] yes=53,no=54,missing=54,gain=8.09365845,cover=28636
- 53:[PialCurv5<0.054317683] yes=107,no=108,missing=107,gain=4.36170387,cover=3534
- 107:leaf=0.00556943985,cover=0
- 108:leaf=0.000842890237,cover=0
- 54:[Sulc0<0.966456771] yes=109,no=110,missing=109,gain=10.2298288,cover=25102
- 109:leaf=-0.00146181649,cover=0
- 110:leaf=0.000985804363,cover=0
- 6:[Ecc<12.9325523] yes=13,no=14,missing=14,gain=7.80494738,cover=676912
- 13:[Sulc0<0.966456771] yes=27,no=28,missing=27,gain=9.94879341,cover=461127
- 27:[Ecc<1.10530448] yes=55,no=56,missing=55,gain=6.37789011,cover=451289
- 55:[Sulc0<-0.357752919] yes=111,no=112,missing=111,gain=9.47995949,cover=16525
- 111:leaf=-0.00335560553,cover=0
- 112:leaf=-0.000333171542,cover=0
- 56:[Sulc0<-0.27863887] yes=113,no=114,missing=113,gain=11.0286703,cover=434764
- 113:leaf=0.00177287334,cover=0
- 114:leaf=4.06856998e-05,cover=0
- 28:[Pol<102.778297] yes=57,no=58,missing=57,gain=2.00264835,cover=9838
- 57:[Area5<0.69896996] yes=115,no=116,missing=116,gain=1.99520779,cover=7747
- 115:leaf=-0.000430566113,cover=0
- 116:leaf=-0.00236393674,cover=0
- 58:[Curv5<0.166947007] yes=117,no=118,missing=117,gain=2.15561438,cover=2091
- 117:leaf=0.00153913593,cover=0
- 118:leaf=-0.0016794065,cover=0
- 14:[Pol<128.334747] yes=29,no=30,missing=29,gain=11.1465731,cover=215785
- 29:[Sulc0<0.795422614] yes=59,no=60,missing=59,gain=13.9868469,cover=197048
- 59:[Pol<56.1920547] yes=119,no=120,missing=120,gain=18.044138,cover=90238
- 119:leaf=0.00206099753,cover=0
- 120:leaf=-0.00109361764,cover=0
- 60:[Ecc<43.8470497] yes=121,no=122,missing=121,gain=4.531847,cover=106810
- 121:leaf=5.7803245e-05,cover=0
- 122:leaf=-0.000846166804,cover=0
- 30:[PialCurv5<0.116372027] yes=61,no=62,missing=62,gain=10.009655,cover=18737
- 61:[LGI5<2.85840034] yes=123,no=124,missing=123,gain=3.17121792,cover=1164
- 123:leaf=-0.00390730286,cover=0
- 124:leaf=0.00603365526,cover=0
- 62:[LGI5<3.60428405] yes=125,no=126,missing=125,gain=5.32216358,cover=17573
- 125:leaf=0.000273032842,cover=0
- 126:leaf=0.00369775714,cover=0
-booster[433]:
-0:[PialArea5<0.869586051] yes=1,no=2,missing=2,gain=1.96628189,cover=5124388
- 1:[Area5<0.784037054] yes=3,no=4,missing=4,gain=7.12889671,cover=3188477
- 3:[PialCurv5<-0.115016438] yes=7,no=8,missing=8,gain=4.58229685,cover=2991387
- 7:[Curv5<-0.195883974] yes=15,no=16,missing=15,gain=24.6867638,cover=364588
- 15:[PialCurv5<-0.210138425] yes=31,no=32,missing=32,gain=3.70027113,cover=314464
- 31:[Ecc<5.33884621] yes=63,no=64,missing=63,gain=3.29957056,cover=14557
- 63:leaf=0.00218655961,cover=0
- 64:leaf=0.000346066838,cover=0
- 32:[Sulc0<0.281104684] yes=65,no=66,missing=66,gain=5.5947175,cover=299907
- 65:leaf=-6.83575854e-05,cover=0
- 66:leaf=-0.00435532397,cover=0
- 16:[Area5<0.548651993] yes=33,no=34,missing=33,gain=23.6989384,cover=50124
- 33:[Sulc0<0.0850813463] yes=67,no=68,missing=68,gain=4.51699829,cover=21708
- 67:leaf=1.07162859e-05,cover=0
- 68:leaf=-0.00522543956,cover=0
- 34:[PialCurv5<-0.129174799] yes=69,no=70,missing=69,gain=8.92541122,cover=28416
- 69:leaf=0.00319692725,cover=0
- 70:leaf=0.00138524652,cover=0
- 8:[Curv5<-0.0439181365] yes=17,no=18,missing=17,gain=9.09088898,cover=2626799
- 17:[Area5<0.600206077] yes=35,no=36,missing=36,gain=15.6491623,cover=630876
- 35:[Pol<55.3432045] yes=71,no=72,missing=71,gain=12.8646593,cover=284382
- 71:leaf=-0.000790712831,cover=0
- 72:leaf=0.000178696748,cover=0
- 36:[Pol<156.492447] yes=73,no=74,missing=73,gain=16.0684662,cover=346494
- 73:leaf=-0.00061006,cover=0
- 74:leaf=0.000302132335,cover=0
- 18:[PialCurv5<0.054317683] yes=37,no=38,missing=37,gain=9.32616043,cover=1995923
- 37:[Curv5<0.0300692953] yes=75,no=76,missing=75,gain=19.9971352,cover=467511
- 75:leaf=-1.4966904e-05,cover=0
- 76:leaf=0.000726062397,cover=0
- 38:[PialArea5<0.546516836] yes=77,no=78,missing=77,gain=13.8586626,cover=1528412
- 77:leaf=4.25701364e-05,cover=0
- 78:leaf=-0.000268558622,cover=0
- 4:[PialArea5<0.772500634] yes=9,no=10,missing=9,gain=7.51465893,cover=197090
- 9:[Curv5<0.151368812] yes=19,no=20,missing=19,gain=6.04615498,cover=149666
- 19:[Sulc0<1.16950965] yes=39,no=40,missing=40,gain=5.16417313,cover=116642
- 39:[Sulc0<0.506771445] yes=79,no=80,missing=79,gain=6.4782896,cover=113479
- 79:leaf=0.000940448605,cover=0
- 80:leaf=0.000184707795,cover=0
- 40:[Ecc<23.5513935] yes=81,no=82,missing=82,gain=3.34715366,cover=3163
- 81:leaf=-0.00276842318,cover=0
- 82:leaf=0.00309438119,cover=0
- 20:[PialArea5<0.422649235] yes=41,no=42,missing=41,gain=3.97857833,cover=33024
- 41:[Area5<0.894858658] yes=83,no=84,missing=84,gain=2.53915358,cover=14705
- 83:leaf=0.000294576952,cover=0
- 84:leaf=0.00312724523,cover=0
- 42:[MidArea5<0.847394943] yes=85,no=86,missing=86,gain=2.61097479,cover=18319
- 85:leaf=-0.000764357275,cover=0
- 86:leaf=0.0024134405,cover=0
- 10:[Pol<42.7478409] yes=21,no=22,missing=21,gain=5.54882336,cover=47424
- 21:[Ecc<9.88196182] yes=43,no=44,missing=44,gain=4.96560049,cover=6975
- 43:[Pol<14.1659222] yes=87,no=88,missing=87,gain=4.1226697,cover=1700
- 87:leaf=-0.00288576353,cover=0
- 88:leaf=0.00255955919,cover=0
- 44:[Sulc0<0.227376223] yes=89,no=90,missing=89,gain=3.86446953,cover=5275
- 89:leaf=0.00347450166,cover=0
- 90:leaf=0.000698459276,cover=0
- 22:[PialCurv5<0.122354448] yes=45,no=46,missing=45,gain=2.59536076,cover=40449
- 45:[PialCurv5<-0.0668589398] yes=91,no=92,missing=91,gain=2.86880684,cover=34113
- 91:leaf=0.00069739914,cover=0
- 92:leaf=-0.000831312325,cover=0
- 46:[LGI5<2.48603988] yes=93,no=94,missing=93,gain=2.5777452,cover=6336
- 93:leaf=0.00230500079,cover=0
- 94:leaf=-0.000117079078,cover=0
- 2:[Curv5<-0.048490826] yes=5,no=6,missing=6,gain=4.24790573,cover=1935911
- 5:[PialCurv5<-0.0133872591] yes=11,no=12,missing=11,gain=27.3639336,cover=1717799
- 11:[Area5<0.659308732] yes=23,no=24,missing=23,gain=7.34762383,cover=1681505
- 23:[Curv5<-0.117843308] yes=47,no=48,missing=47,gain=22.2862568,cover=644124
- 47:[PialCurv5<-0.0569176264] yes=95,no=96,missing=95,gain=8.68725491,cover=586589
- 95:leaf=-6.04201296e-06,cover=0
- 96:leaf=0.00123388495,cover=0
- 48:[PialCurv5<-0.08490628] yes=97,no=98,missing=97,gain=13.2892456,cover=57535
- 97:leaf=0.00298176217,cover=0
- 98:leaf=0.000755931076,cover=0
- 24:[Curv5<-0.245563462] yes=49,no=50,missing=49,gain=10.920414,cover=1037381
- 49:[PialCurv5<-0.121481076] yes=99,no=100,missing=99,gain=9.2484293,cover=96975
- 99:leaf=0.000235130225,cover=0
- 100:leaf=0.00179520552,cover=0
- 50:[PialCurv5<-0.151339546] yes=101,no=102,missing=101,gain=10.7125502,cover=940406
- 101:leaf=0.0010742849,cover=0
- 102:leaf=-0.000173663997,cover=0
- 12:[Curv5<-0.0816265643] yes=25,no=26,missing=26,gain=15.8306446,cover=36294
- 25:[Area5<0.652759671] yes=51,no=52,missing=51,gain=20.482933,cover=11382
- 51:[PialArea5<1.02926981] yes=103,no=104,missing=103,gain=6.07233953,cover=2763
- 103:leaf=0.000221635288,cover=0
- 104:leaf=-0.00605406612,cover=0
- 52:[Sulc0<-0.0172607526] yes=105,no=106,missing=105,gain=4.68078232,cover=8619
- 105:leaf=0.00354852644,cover=0
- 106:leaf=0.00650879974,cover=0
- 26:[PialCurv5<0.0044251224] yes=53,no=54,missing=53,gain=7.32154751,cover=24912
- 53:[Ecc<5.14592695] yes=107,no=108,missing=107,gain=5.1203804,cover=14412
- 107:leaf=-0.00139895908,cover=0
- 108:leaf=0.000600317493,cover=0
- 54:[PialArea5<1.05969977] yes=109,no=110,missing=109,gain=6.02013302,cover=10500
- 109:leaf=0.00223173201,cover=0
- 110:leaf=-0.000880911772,cover=0
- 6:[PialCurv5<-0.0297427773] yes=13,no=14,missing=13,gain=63.0655365,cover=218112
- 13:[Area5<0.598585367] yes=27,no=28,missing=28,gain=16.292511,cover=26608
- 27:[Pol<76.8473129] yes=55,no=56,missing=56,gain=7.95774746,cover=447
- 55:[Ecc<13.4950199] yes=111,no=112,missing=111,gain=5.35251427,cover=208
- 111:leaf=-0.0175202992,cover=0
- 112:leaf=0.00430846307,cover=0
- 56:[Ecc<4.33753681] yes=113,no=114,missing=113,gain=2.68350267,cover=239
- 113:leaf=0.0054178969,cover=0
- 114:leaf=-0.00524774101,cover=0
- 28:[PialCurv5<-0.0704385936] yes=57,no=58,missing=57,gain=15.0329285,cover=26161
- 57:[LGI5<2.47631311] yes=115,no=116,missing=115,gain=10.5665665,cover=1842
- 115:leaf=0.0145013658,cover=0
- 116:leaf=0.00511685153,cover=0
- 58:[Sulc0<-0.173886195] yes=117,no=118,missing=118,gain=15.7067299,cover=24319
- 117:leaf=0.00141544396,cover=0
- 118:leaf=0.00406943401,cover=0
- 14:[Ecc<17.0169544] yes=29,no=30,missing=29,gain=12.1684809,cover=191504
- 29:[MidArea5<0.832538009] yes=59,no=60,missing=59,gain=13.3555222,cover=122173
- 59:[Area5<0.691945016] yes=119,no=120,missing=119,gain=3.66957664,cover=44093
- 119:leaf=0.00163558649,cover=0
- 120:leaf=0.000633104064,cover=0
- 60:[Area5<0.68633163] yes=121,no=122,missing=121,gain=13.5712252,cover=78080
- 121:leaf=-0.00440865429,cover=0
- 122:leaf=-5.95990532e-05,cover=0
- 30:[PialCurv5<-0.0173297711] yes=61,no=62,missing=62,gain=6.86816788,cover=69331
- 61:[Curv5<-0.0156469513] yes=123,no=124,missing=123,gain=16.5528088,cover=8070
- 123:leaf=-0.000171264968,cover=0
- 124:leaf=0.00620426191,cover=0
- 62:[LGI5<3.36766768] yes=125,no=126,missing=125,gain=8.57486534,cover=61261
- 125:leaf=-0.00115578191,cover=0
- 126:leaf=0.00014973346,cover=0
-booster[434]:
-0:[Sulc0<-1.15707839] yes=1,no=2,missing=2,gain=1.91659832,cover=5124388
- 1:[PialCurv5<-0.116576619] yes=3,no=4,missing=4,gain=3.67564535,cover=60049
- 3:[Ecc<5.08081961] yes=7,no=8,missing=7,gain=2.64611197,cover=48234
- 7:[Ecc<3.10160303] yes=15,no=16,missing=15,gain=4.8014183,cover=32416
- 15:[Area5<0.987501919] yes=31,no=32,missing=32,gain=2.54943109,cover=23104
- 31:[PialCurv5<-0.148241684] yes=63,no=64,missing=63,gain=1.71642613,cover=23056
- 63:leaf=-0.000800650858,cover=0
- 64:leaf=9.23398329e-05,cover=0
- 32:[Pol<7.58674097] yes=65,no=66,missing=65,gain=3.17745161,cover=48
- 65:leaf=0.038063731,cover=0
- 66:leaf=0.00500371773,cover=0
- 16:[Pol<40.9012032] yes=33,no=34,missing=33,gain=7.27304268,cover=9312
- 33:[LGI5<2.28518939] yes=67,no=68,missing=68,gain=3.3834486,cover=5185
- 67:leaf=-0.00271706446,cover=0
- 68:leaf=0.00269638095,cover=0
- 34:[LGI5<2.64649582] yes=69,no=70,missing=69,gain=2.66500282,cover=4127
- 69:leaf=0.000261092704,cover=0
- 70:leaf=-0.00275041163,cover=0
- 8:[LGI5<3.51961541] yes=17,no=18,missing=17,gain=1.49201751,cover=15818
- 17:[PialCurv5<-0.146805272] yes=35,no=36,missing=35,gain=1.28166032,cover=12276
- 35:[MidArea5<0.861292899] yes=71,no=72,missing=71,gain=1.35970783,cover=7705
- 71:leaf=-0.000888140697,cover=0
- 72:leaf=0.000608254108,cover=0
- 36:[LGI5<3.1900804] yes=73,no=74,missing=73,gain=1.49560213,cover=4571
- 73:leaf=-0.00220906432,cover=0
- 74:leaf=-0.000316318445,cover=0
- 18:[PialArea5<0.85412097] yes=37,no=38,missing=37,gain=0.630252957,cover=3542
- 37:[Curv5<-0.211220503] yes=75,no=76,missing=75,gain=0.711926818,cover=853
- 75:leaf=-0.00110743428,cover=0
- 76:leaf=0.0089449659,cover=0
- 38:[LGI5<3.64692807] yes=77,no=78,missing=77,gain=0.568756282,cover=2689
- 77:leaf=0.00158091134,cover=0
- 78:leaf=8.68168354e-05,cover=0
- 4:[Pol<141.801834] yes=9,no=10,missing=10,gain=1.60297871,cover=11815
- 9:[Ecc<5.72519016] yes=19,no=20,missing=19,gain=1.83983922,cover=9531
- 19:[LGI5<2.50273752] yes=39,no=40,missing=39,gain=1.91152692,cover=8820
- 39:[Pol<121.397697] yes=79,no=80,missing=79,gain=1.84755778,cover=6846
- 79:leaf=-0.000811378297,cover=0
- 80:leaf=0.00242751394,cover=0
- 40:[PialArea5<0.925796032] yes=81,no=82,missing=81,gain=3.67799854,cover=1974
- 81:leaf=0.00512246182,cover=0
- 82:leaf=-0.00297531509,cover=0
- 20:[Curv5<-0.148390457] yes=41,no=42,missing=41,gain=1.89722133,cover=711
- 41:[PialArea5<1.48916721] yes=83,no=84,missing=83,gain=0.753435493,cover=639
- 83:leaf=0.000330382813,cover=0
- 84:leaf=0.00725913513,cover=0
- 42:[LGI5<2.80803919] yes=85,no=86,missing=85,gain=1.39019918,cover=72
- 85:leaf=0.0257711243,cover=0
- 86:leaf=0.00627179304,cover=0
- 10:[Ecc<3.22716212] yes=21,no=22,missing=22,gain=1.80472612,cover=2284
- 21:[Curv5<-0.20189926] yes=43,no=44,missing=43,gain=3.66345358,cover=1498
- 43:[Area5<0.617766261] yes=87,no=88,missing=87,gain=2.29924607,cover=667
- 87:leaf=-0.000378752447,cover=0
- 88:leaf=0.00605343282,cover=0
- 44:[LGI5<2.29093218] yes=89,no=90,missing=89,gain=5.01374865,cover=831
- 89:leaf=-0.00865045097,cover=0
- 90:leaf=-0.000553991355,cover=0
- 22:[PialArea5<0.95820266] yes=45,no=46,missing=46,gain=1.50138903,cover=786
- 45:[LGI5<2.2730217] yes=91,no=92,missing=91,gain=0.617313862,cover=186
- 91:leaf=0.00336573576,cover=0
- 92:leaf=-0.00252835895,cover=0
- 46:[Pol<152.092255] yes=93,no=94,missing=93,gain=1.60856867,cover=600
- 93:leaf=-0.0129929334,cover=0
- 94:leaf=-0.00451874128,cover=0
- 2:[PialArea5<1.36541271] yes=5,no=6,missing=6,gain=2.42638493,cover=5064339
- 5:[Curv5<-0.269494504] yes=11,no=12,missing=11,gain=2.44391131,cover=4971542
- 11:[PialCurv5<-0.137075767] yes=23,no=24,missing=24,gain=4.3969326,cover=258751
- 23:[Ecc<0.836319208] yes=47,no=48,missing=47,gain=3.38153791,cover=199673
- 47:[PialCurv5<-0.148241684] yes=95,no=96,missing=95,gain=1.88703418,cover=6672
- 95:leaf=-0.00161447411,cover=0
- 96:leaf=0.000229007957,cover=0
- 48:[Pol<143.959366] yes=97,no=98,missing=97,gain=3.87198472,cover=193001
- 97:leaf=0.000242143476,cover=0
- 98:leaf=-0.000224566116,cover=0
- 24:[Area5<0.564792395] yes=49,no=50,missing=50,gain=4.23804617,cover=59078
- 49:[Pol<67.3859482] yes=99,no=100,missing=99,gain=3.51271629,cover=30112
- 99:leaf=-0.00065243867,cover=0
- 100:leaf=0.000493367959,cover=0
- 50:[PialCurv5<-0.08490628] yes=101,no=102,missing=101,gain=3.92776012,cover=28966
- 101:leaf=0.00109862839,cover=0
- 102:leaf=-0.00146687531,cover=0
- 12:[PialCurv5<-0.171137348] yes=25,no=26,missing=25,gain=5.3309412,cover=4712791
- 25:[Curv5<-0.249691159] yes=51,no=52,missing=52,gain=3.19721127,cover=17336
- 51:[PialCurv5<-0.190801308] yes=103,no=104,missing=103,gain=1.36358714,cover=8348
- 103:leaf=0.00149395992,cover=0
- 104:leaf=-0.000145342754,cover=0
- 52:[Ecc<4.20590305] yes=105,no=106,missing=105,gain=3.63226223,cover=8988
- 105:leaf=0.00335178641,cover=0
- 106:leaf=0.000968243578,cover=0
- 26:[Curv5<-0.0320370905] yes=53,no=54,missing=54,gain=3.8249464,cover=4695455
- 53:[PialArea5<0.669517875] yes=107,no=108,missing=107,gain=13.8522615,cover=2417066
- 107:leaf=-0.000543729053,cover=0
- 108:leaf=-2.72379166e-05,cover=0
- 54:[PialCurv5<-0.00955641083] yes=109,no=110,missing=109,gain=27.3120346,cover=2278389
- 109:leaf=0.000768311264,cover=0
- 110:leaf=-7.15037595e-06,cover=0
- 6:[PialCurv5<-0.181738108] yes=13,no=14,missing=14,gain=3.86754203,cover=92797
- 13:[LGI5<3.13786864] yes=27,no=28,missing=27,gain=1.16294169,cover=409
- 27:[Area5<0.805150867] yes=55,no=56,missing=55,gain=1.67078173,cover=348
- 55:[Curv5<-0.228820562] yes=111,no=112,missing=111,gain=1.23597026,cover=162
- 111:leaf=-0.00547369104,cover=0
- 112:leaf=-0.0188470241,cover=0
- 56:[Area5<0.924216449] yes=113,no=114,missing=113,gain=0.626467705,cover=186
- 113:leaf=-0.00139371725,cover=0
- 114:leaf=0.00683646975,cover=0
- 28:[Curv5<-0.214297205] yes=57,no=58,missing=58,gain=0.263022423,cover=61
- 57:[Sulc0<-0.769821882] yes=115,no=116,missing=115,gain=0.346742272,cover=50
- 115:leaf=-0.0117075834,cover=0
- 116:leaf=-0.00246161828,cover=0
- 58:leaf=-0.0179666989,cover=0
- 14:[Pol<14.1659222] yes=29,no=30,missing=30,gain=3.18057346,cover=92388
- 29:[Ecc<25.5461979] yes=59,no=60,missing=59,gain=2.77594423,cover=15235
- 59:[Sulc0<-0.166708246] yes=117,no=118,missing=118,gain=1.84388626,cover=14103
- 117:leaf=-0.00059423421,cover=0
- 118:leaf=0.0149929794,cover=0
- 60:[LGI5<3.17022181] yes=119,no=120,missing=119,gain=6.31695652,cover=1132
- 119:leaf=0.00561299082,cover=0
- 120:leaf=-0.00185530109,cover=0
- 30:[PialCurv5<-0.08490628] yes=61,no=62,missing=61,gain=3.41518831,cover=77153
- 61:[Curv5<-0.12365336] yes=121,no=122,missing=122,gain=7.8562603,cover=59894
- 121:leaf=0.000467740465,cover=0
- 122:leaf=0.00333490223,cover=0
- 62:[Area5<0.745235085] yes=123,no=124,missing=123,gain=8.06372643,cover=17259
- 123:leaf=-0.00195669825,cover=0
- 124:leaf=0.000457921153,cover=0
-booster[435]:
-0:[Curv5<0.245671451] yes=1,no=2,missing=2,gain=1.90538168,cover=5124388
- 1:[PialArea5<0.390391022] yes=3,no=4,missing=3,gain=3.06201506,cover=5084355
- 3:[Sulc0<0.272107065] yes=7,no=8,missing=7,gain=4.91364574,cover=369813
- 7:[Ecc<1.10530448] yes=15,no=16,missing=16,gain=5.88951731,cover=37048
- 15:[Pol<128.334747] yes=31,no=32,missing=32,gain=5.55664682,cover=8461
- 31:[Area5<0.790145099] yes=63,no=64,missing=63,gain=4.55658817,cover=2101
- 63:leaf=0.00157312897,cover=0
- 64:leaf=0.0312708803,cover=0
- 32:[LGI5<2.18291569] yes=65,no=66,missing=65,gain=3.25378871,cover=6360
- 65:leaf=-0.00598909426,cover=0
- 66:leaf=-0.00094007561,cover=0
- 16:[PialCurv5<0.0128733069] yes=33,no=34,missing=34,gain=5.92355537,cover=28587
- 33:[Pol<110.287491] yes=67,no=68,missing=68,gain=2.51656365,cover=2357
- 67:leaf=-0.00281619281,cover=0
- 68:leaf=0.000474577624,cover=0
- 34:[Sulc0<-0.166708246] yes=69,no=70,missing=69,gain=6.47373581,cover=26230
- 69:leaf=0.00339345308,cover=0
- 70:leaf=0.000958786986,cover=0
- 8:[Pol<89.7623749] yes=17,no=18,missing=17,gain=4.86998701,cover=332765
- 17:[Ecc<8.23836613] yes=35,no=36,missing=35,gain=10.0071182,cover=79783
- 35:[PialCurv5<0.309146255] yes=71,no=72,missing=71,gain=7.19447613,cover=8812
- 71:leaf=0.00317237759,cover=0
- 72:leaf=0.000254086073,cover=0
- 36:[LGI5<3.58443618] yes=73,no=74,missing=74,gain=5.20567417,cover=70971
- 73:leaf=9.94263901e-05,cover=0
- 74:leaf=0.00169912388,cover=0
- 18:[Pol<103.31839] yes=37,no=38,missing=37,gain=6.58714533,cover=252982
- 37:[Ecc<22.8050022] yes=75,no=76,missing=76,gain=7.08775139,cover=147481
- 75:leaf=-0.000390315254,cover=0
- 76:leaf=0.000571521407,cover=0
- 38:[Ecc<15.5679035] yes=77,no=78,missing=77,gain=4.26446247,cover=105501
- 77:leaf=0.000507078075,cover=0
- 78:leaf=-0.000160134732,cover=0
- 4:[Curv5<0.101325236] yes=9,no=10,missing=9,gain=3.97934318,cover=4714542
- 9:[Sulc0<0.610343635] yes=19,no=20,missing=19,gain=7.29550266,cover=4071092
- 19:[LGI5<3.74316525] yes=39,no=40,missing=39,gain=4.8204875,cover=3960170
- 39:[Pol<114.432869] yes=79,no=80,missing=79,gain=4.67336464,cover=3904106
- 79:leaf=5.5481134e-05,cover=0
- 80:leaf=-5.43770257e-05,cover=0
- 40:[PialArea5<0.632563293] yes=81,no=82,missing=81,gain=6.7939415,cover=56064
- 81:leaf=-0.00193017523,cover=0
- 82:leaf=-0.000255161867,cover=0
- 20:[PialCurv5<-0.0154925911] yes=41,no=42,missing=41,gain=8.8940506,cover=110922
- 41:[Pol<116.093399] yes=83,no=84,missing=84,gain=6.50625277,cover=1742
- 83:leaf=-0.00581955118,cover=0
- 84:leaf=0.000340305531,cover=0
- 42:[PialCurv5<0.0798129067] yes=85,no=86,missing=85,gain=8.1164484,cover=109180
- 85:leaf=0.00140381034,cover=0
- 86:leaf=0.000268299918,cover=0
- 10:[Pol<128.951508] yes=21,no=22,missing=21,gain=8.2242403,cover=643450
- 21:[Ecc<12.9325523] yes=43,no=44,missing=44,gain=11.885807,cover=568371
- 43:[Pol<80.8913651] yes=87,no=88,missing=87,gain=5.84580612,cover=383746
- 87:leaf=0.00050412881,cover=0
- 88:leaf=-0.000101366641,cover=0
- 44:[Pol<44.6807365] yes=89,no=90,missing=90,gain=13.1842747,cover=184625
- 89:leaf=0.00190665608,cover=0
- 90:leaf=-0.000591932971,cover=0
- 22:[Ecc<1.3629595] yes=45,no=46,missing=46,gain=11.5354147,cover=75079
- 45:[Sulc0<-0.305269122] yes=91,no=92,missing=91,gain=8.92427921,cover=11162
- 91:leaf=-0.00290939305,cover=0
- 92:leaf=-1.13849035e-06,cover=0
- 46:[Sulc0<-0.298712492] yes=93,no=94,missing=93,gain=25.0252457,cover=63917
- 93:leaf=0.00453660544,cover=0
- 94:leaf=0.000376748387,cover=0
- 2:[Ecc<3.67199802] yes=5,no=6,missing=5,gain=1.59698963,cover=40033
- 5:[Area5<0.529385149] yes=11,no=12,missing=11,gain=1.91813827,cover=16651
- 11:[Ecc<1.85215485] yes=23,no=24,missing=24,gain=1.99459577,cover=979
- 23:[Area5<0.499970406] yes=47,no=48,missing=47,gain=1.76243389,cover=185
- 47:[LGI5<2.50608969] yes=95,no=96,missing=96,gain=0.41530478,cover=37
- 95:leaf=0.0126950135,cover=0
- 96:leaf=-0.00781675335,cover=0
- 48:[PialCurv5<0.291493237] yes=97,no=98,missing=97,gain=0.702981174,cover=148
- 97:leaf=-0.005152639,cover=0
- 98:leaf=0.00195127097,cover=0
- 24:[Pol<97.9094925] yes=49,no=50,missing=50,gain=1.3972621,cover=794
- 49:[LGI5<2.25958419] yes=99,no=100,missing=99,gain=1.19998014,cover=233
- 99:leaf=0.0113570839,cover=0
- 100:leaf=-0.00175047945,cover=0
- 50:[PialCurv5<0.329096764] yes=101,no=102,missing=101,gain=1.05803728,cover=561
- 101:leaf=-0.00890838355,cover=0
- 102:leaf=-0.00397953345,cover=0
- 12:[LGI5<2.13090348] yes=25,no=26,missing=26,gain=1.22378016,cover=15672
- 25:[PialArea5<0.301675379] yes=51,no=52,missing=51,gain=0.303126991,cover=167
- 51:[PialCurv5<0.362132162] yes=103,no=104,missing=103,gain=0.123259544,cover=112
- 103:leaf=0.00229586335,cover=0
- 104:leaf=0.00614485005,cover=0
- 52:[Sulc0<0.40262419] yes=105,no=106,missing=105,gain=0.205881193,cover=55
- 105:leaf=-0.000875416386,cover=0
- 106:leaf=0.00674172956,cover=0
- 26:[MidArea5<0.776906967] yes=53,no=54,missing=54,gain=0.977406025,cover=15505
- 53:[LGI5<2.68917012] yes=107,no=108,missing=107,gain=0.941664696,cover=15431
- 107:leaf=-0.000713123998,cover=0
- 108:leaf=0.00206657848,cover=0
- 54:[Ecc<2.6050899] yes=109,no=110,missing=110,gain=0.397138,cover=74
- 109:leaf=0.00161665946,cover=0
- 110:leaf=0.0089599276,cover=0
- 6:[Sulc0<-0.130613819] yes=13,no=14,missing=13,gain=3.23879361,cover=23382
- 13:[Pol<100.090813] yes=27,no=28,missing=27,gain=0.841599941,cover=288
- 27:[Ecc<16.7734241] yes=55,no=56,missing=55,gain=0.427758455,cover=63
- 55:[Pol<3.6072247] yes=111,no=112,missing=112,gain=0.302367926,cover=56
- 111:leaf=0.000915998244,cover=0
- 112:leaf=0.0129426271,cover=0
- 56:[Ecc<24.7238369] yes=113,no=114,missing=113,gain=0.0553813092,cover=7
- 113:leaf=0.00100622943,cover=0
- 114:leaf=-0.00847436488,cover=0
- 28:[LGI5<3.02536297] yes=57,no=58,missing=57,gain=0.688809752,cover=225
- 57:[MidArea5<0.460721314] yes=115,no=116,missing=115,gain=0.631156802,cover=190
- 115:leaf=0.0101788994,cover=0
- 116:leaf=0.00330657209,cover=0
- 58:[Ecc<9.27846909] yes=117,no=118,missing=117,gain=0.149715275,cover=35
- 117:leaf=-0.00786515046,cover=0
- 118:leaf=-0.000637641468,cover=0
- 14:[Area5<0.827407002] yes=29,no=30,missing=29,gain=1.57504654,cover=23094
- 29:[LGI5<3.60428405] yes=59,no=60,missing=59,gain=1.47912812,cover=22976
- 59:[LGI5<3.34776258] yes=119,no=120,missing=120,gain=1.86911678,cover=22193
- 119:leaf=-0.00015890885,cover=0
- 120:leaf=0.00170032121,cover=0
- 60:[PialCurv5<0.119354174] yes=121,no=122,missing=122,gain=0.6027987,cover=783
- 121:leaf=0.00656748191,cover=0
- 122:leaf=-0.00246330327,cover=0
- 30:[LGI5<3.37729335] yes=61,no=62,missing=61,gain=0.766433954,cover=118
- 61:[Ecc<35.195137] yes=123,no=124,missing=123,gain=0.594816566,cover=86
- 123:leaf=0.000815627922,cover=0
- 124:leaf=-0.00743644172,cover=0
- 62:[Sulc0<1.25822949] yes=125,no=126,missing=125,gain=0.0190939903,cover=32
- 125:leaf=-0.0127610071,cover=0
- 126:leaf=-0.0042868061,cover=0
-booster[436]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=2,gain=1.90558159,cover=5124388
- 1:[LGI5<2.92895722] yes=3,no=4,missing=3,gain=1.1780324,cover=60049
- 3:[LGI5<2.48603988] yes=7,no=8,missing=7,gain=1.46651554,cover=37011
- 7:[PialCurv5<0.0377402082] yes=15,no=16,missing=15,gain=1.30515778,cover=13018
- 15:[Sulc0<-0.351394534] yes=31,no=32,missing=32,gain=1.00347757,cover=222
- 31:[LGI5<2.24172258] yes=63,no=64,missing=63,gain=0.565264881,cover=107
- 63:leaf=-0.00673454395,cover=0
- 64:leaf=0.00209024246,cover=0
- 32:[Sulc0<0.586347759] yes=65,no=66,missing=65,gain=0.604537129,cover=115
- 65:leaf=-0.00787595566,cover=0
- 66:leaf=0.00272772531,cover=0
- 16:[PialCurv5<0.141046807] yes=33,no=34,missing=33,gain=1.35508871,cover=12796
- 33:[LGI5<2.29093218] yes=67,no=68,missing=67,gain=1.83443069,cover=786
- 67:leaf=-0.00157628523,cover=0
- 68:leaf=0.00399914663,cover=0
- 34:[Pol<117.668175] yes=69,no=70,missing=70,gain=1.10857821,cover=12010
- 69:leaf=0.000611316005,cover=0
- 70:leaf=-0.00112984155,cover=0
- 8:[Pol<71.0996552] yes=17,no=18,missing=18,gain=1.31329477,cover=23993
- 17:[Area5<0.760524631] yes=35,no=36,missing=35,gain=0.915414691,cover=407
- 35:[Sulc0<1.25822949] yes=71,no=72,missing=71,gain=0.771400452,cover=378
- 71:leaf=0.00107001141,cover=0
- 72:leaf=0.00743195415,cover=0
- 36:[MidArea5<0.498434067] yes=73,no=74,missing=73,gain=0.281719446,cover=29
- 73:leaf=0.0264885928,cover=0
- 74:leaf=0.00905512646,cover=0
- 18:[Sulc0<1.02827847] yes=37,no=38,missing=37,gain=1.28582883,cover=23586
- 37:[Curv5<0.107059956] yes=75,no=76,missing=76,gain=1.62426233,cover=20460
- 75:leaf=-0.00330012897,cover=0
- 76:leaf=2.98279228e-05,cover=0
- 38:[Area5<0.683950484] yes=77,no=78,missing=77,gain=1.21306801,cover=3126
- 77:leaf=-0.0017838761,cover=0
- 78:leaf=0.000339984894,cover=0
- 4:[LGI5<3.12489319] yes=9,no=10,missing=9,gain=1.74706864,cover=23038
- 9:[PialCurv5<0.265012205] yes=19,no=20,missing=19,gain=2.29905653,cover=8173
- 19:[Ecc<8.41855335] yes=39,no=40,missing=39,gain=1.74323225,cover=2402
- 39:[Curv5<0.233002663] yes=79,no=80,missing=80,gain=1.60123634,cover=209
- 79:leaf=0.00616019126,cover=0
- 80:leaf=0.0382825136,cover=0
- 40:[LGI5<3.03694534] yes=81,no=82,missing=81,gain=2.48507071,cover=2193
- 81:leaf=0.000740350049,cover=0
- 82:leaf=0.00422710972,cover=0
- 20:[Ecc<21.7409172] yes=41,no=42,missing=41,gain=1.51811397,cover=5771
- 41:[PialArea5<0.245474651] yes=83,no=84,missing=83,gain=1.62069345,cover=3155
- 83:leaf=0.00291588274,cover=0
- 84:leaf=0.000527386845,cover=0
- 42:[LGI5<2.94529939] yes=85,no=86,missing=85,gain=2.51045036,cover=2616
- 85:leaf=0.00643554842,cover=0
- 86:leaf=-0.000640583399,cover=0
- 10:[Ecc<8.48579407] yes=21,no=22,missing=21,gain=1.3590765,cover=14865
- 21:[Pol<107.129471] yes=43,no=44,missing=43,gain=0.656925797,cover=254
- 43:[Sulc0<0.849368811] yes=87,no=88,missing=87,gain=1.28736174,cover=225
- 87:leaf=0.00156015961,cover=0
- 88:leaf=-0.00598990871,cover=0
- 44:[Ecc<7.69572639] yes=89,no=90,missing=89,gain=0.960692167,cover=29
- 89:leaf=-0.0139523493,cover=0
- 90:leaf=0.0104896473,cover=0
- 22:[Ecc<15.7955055] yes=45,no=46,missing=45,gain=1.37269568,cover=14611
- 45:[Pol<103.851685] yes=91,no=92,missing=91,gain=2.98825788,cover=3368
- 91:leaf=0.000431731343,cover=0
- 92:leaf=0.00412585353,cover=0
- 46:[Curv5<0.128008828] yes=93,no=94,missing=93,gain=1.64391482,cover=11243
- 93:leaf=-0.00206513843,cover=0
- 94:leaf=0.000209629055,cover=0
- 2:[Curv5<0.126145482] yes=5,no=6,missing=6,gain=2.45404935,cover=5064339
- 5:[Sulc0<0.676033437] yes=11,no=12,missing=12,gain=7.69413471,cover=4355203
- 11:[MidArea5<0.592231214] yes=23,no=24,missing=23,gain=4.54707336,cover=4196354
- 23:[Ecc<3.48115921] yes=47,no=48,missing=47,gain=10.2912626,cover=351641
- 47:[PialCurv5<-0.101551421] yes=95,no=96,missing=96,gain=5.97959518,cover=114051
- 95:leaf=-0.000378535275,cover=0
- 96:leaf=0.000436524453,cover=0
- 48:[Pol<84.7687759] yes=97,no=98,missing=97,gain=16.6533966,cover=237590
- 97:leaf=0.000263434427,cover=0
- 98:leaf=-0.000642015075,cover=0
- 24:[PialArea5<0.580179036] yes=49,no=50,missing=49,gain=17.5478973,cover=3844713
- 49:[Curv5<0.0322575867] yes=99,no=100,missing=99,gain=19.2222385,cover=180802
- 99:leaf=-0.000820790126,cover=0
- 100:leaf=0.000696490228,cover=0
- 50:[Curv5<0.0554658733] yes=101,no=102,missing=101,gain=13.6114531,cover=3663911
- 101:leaf=1.87535243e-05,cover=0
- 102:leaf=-0.000331070565,cover=0
- 12:[Ecc<43.8470497] yes=25,no=26,missing=25,gain=11.846468,cover=158849
- 25:[Pol<109.773643] yes=51,no=52,missing=52,gain=7.9983511,cover=138665
- 51:[Area5<0.56946665] yes=103,no=104,missing=104,gain=7.96003485,cover=106022
- 103:leaf=-0.00313728093,cover=0
- 104:leaf=0.000360830309,cover=0
- 52:[PialCurv5<0.104427323] yes=105,no=106,missing=105,gain=6.27104187,cover=32643
- 105:leaf=0.00291777682,cover=0
- 106:leaf=0.000921541476,cover=0
- 26:[PialArea5<0.613238215] yes=53,no=54,missing=53,gain=7.11254549,cover=20184
- 53:[Sulc0<0.966456771] yes=107,no=108,missing=107,gain=8.10103607,cover=12873
- 107:leaf=-0.00251087616,cover=0
- 108:leaf=4.93047701e-05,cover=0
- 54:[Pol<38.1036148] yes=109,no=110,missing=109,gain=3.12224483,cover=7311
- 109:leaf=0.00290695275,cover=0
- 110:leaf=2.86638569e-05,cover=0
- 6:[Sulc0<0.517823458] yes=13,no=14,missing=14,gain=5.72626495,cover=709136
- 13:[Pol<90.9627914] yes=27,no=28,missing=27,gain=7.63037062,cover=334912
- 27:[Ecc<32.0879669] yes=55,no=56,missing=56,gain=8.02539253,cover=75836
- 55:[Area5<0.639429986] yes=111,no=112,missing=111,gain=6.03364801,cover=74449
- 111:leaf=-0.000387247041,cover=0
- 112:leaf=0.000678951736,cover=0
- 56:[Pol<30.3635597] yes=113,no=114,missing=113,gain=6.86675072,cover=1387
- 113:leaf=0.0110686226,cover=0
- 114:leaf=0.00244702189,cover=0
- 28:[Pol<116.093399] yes=57,no=58,missing=57,gain=5.65385723,cover=259076
- 57:[Ecc<11.6821251] yes=115,no=116,missing=116,gain=10.1594534,cover=161151
- 115:leaf=-0.000141057346,cover=0
- 116:leaf=-0.00168958853,cover=0
- 58:[Ecc<1.46579576] yes=117,no=118,missing=117,gain=8.9462204,cover=97925
- 117:leaf=-0.000974581053,cover=0
- 118:leaf=0.000420554279,cover=0
- 14:[PialArea5<0.524996102] yes=29,no=30,missing=30,gain=6.36580324,cover=374224
- 29:[Area5<0.987501919] yes=59,no=60,missing=60,gain=5.08422995,cover=353453
- 59:[Pol<148.336472] yes=119,no=120,missing=120,gain=4.86942863,cover=352878
- 119:leaf=-0.000174006345,cover=0
- 120:leaf=-0.00469350349,cover=0
- 60:[Ecc<21.3640327] yes=121,no=122,missing=122,gain=1.66114759,cover=575
- 121:leaf=0.00126754108,cover=0
- 122:leaf=0.00674121315,cover=0
- 30:[LGI5<2.44319153] yes=61,no=62,missing=62,gain=4.54885769,cover=20771
- 61:[PialArea5<0.588969886] yes=123,no=124,missing=124,gain=2.15275621,cover=812
- 123:leaf=0.000968963956,cover=0
- 124:leaf=0.00667598983,cover=0
- 62:[Sulc0<0.703387856] yes=125,no=126,missing=125,gain=3.64895535,cover=19959
- 125:leaf=-0.00189842691,cover=0
- 126:leaf=-0.000546261319,cover=0
-booster[437]:
-0:[Area5<0.44435063] yes=1,no=2,missing=1,gain=1.96232903,cover=5124388
- 1:[Ecc<1.57116413] yes=3,no=4,missing=4,gain=2.98512506,cover=100082
- 3:[Sulc0<-0.407819748] yes=7,no=8,missing=7,gain=3.27061701,cover=35314
- 7:[Pol<162.313202] yes=15,no=16,missing=15,gain=2.45763063,cover=34356
- 15:[LGI5<2.13090348] yes=31,no=32,missing=31,gain=2.34307551,cover=32466
- 31:[MidArea5<0.594104469] yes=63,no=64,missing=63,gain=2.23653388,cover=531
- 63:leaf=0.00548072113,cover=0
- 64:leaf=-0.00136466499,cover=0
- 32:[PialCurv5<-0.111886919] yes=65,no=66,missing=65,gain=2.1331892,cover=31935
- 65:leaf=-0.000501651433,cover=0
- 66:leaf=0.00034149838,cover=0
- 16:[Ecc<0.618862808] yes=33,no=34,missing=33,gain=1.6849997,cover=1890
- 33:[Curv5<-0.319950402] yes=67,no=68,missing=68,gain=0.540219367,cover=776
- 67:leaf=-0.00492452038,cover=0
- 68:leaf=0.000173344772,cover=0
- 34:[Sulc0<-0.726142108] yes=69,no=70,missing=70,gain=1.94360209,cover=1114
- 69:leaf=-0.00464623421,cover=0
- 70:leaf=-0.000154428693,cover=0
- 8:[PialArea5<0.375788301] yes=17,no=18,missing=18,gain=1.39671373,cover=958
- 17:[PialCurv5<-0.210138425] yes=35,no=36,missing=35,gain=0.379530847,cover=24
- 35:[PialArea5<0.349780142] yes=71,no=72,missing=71,gain=0.0116656981,cover=9
- 71:leaf=-0.0023954201,cover=0
- 72:leaf=0.000896782731,cover=0
- 36:[PialArea5<0.301675379] yes=73,no=74,missing=73,gain=0.0473954678,cover=15
- 73:leaf=-0.00716261892,cover=0
- 74:leaf=-0.0158324633,cover=0
- 18:[PialArea5<0.785624862] yes=37,no=38,missing=37,gain=1.13885355,cover=934
- 37:[LGI5<2.34802985] yes=75,no=76,missing=75,gain=1.07963991,cover=902
- 75:leaf=0.00135535304,cover=0
- 76:leaf=0.00485714339,cover=0
- 38:[LGI5<2.51969218] yes=77,no=78,missing=77,gain=0.184089184,cover=32
- 77:leaf=-0.00711165881,cover=0
- 78:leaf=0.00635935087,cover=0
- 4:[Sulc0<-0.0713235363] yes=9,no=10,missing=9,gain=2.6216321,cover=64768
- 9:[Pol<141.801834] yes=19,no=20,missing=19,gain=2.82331562,cover=59544
- 19:[Pol<100.628822] yes=39,no=40,missing=40,gain=4.0547266,cover=31408
- 39:[Pol<21.2328167] yes=79,no=80,missing=79,gain=2.44069314,cover=18093
- 79:leaf=-0.00114516821,cover=0
- 80:leaf=0.000578543404,cover=0
- 40:[Ecc<7.08616447] yes=81,no=82,missing=81,gain=6.25213718,cover=13315
- 81:leaf=0.00225239876,cover=0
- 82:leaf=-6.34830722e-05,cover=0
- 20:[Curv5<-0.0620335713] yes=41,no=42,missing=41,gain=3.25453401,cover=28136
- 41:[PialArea5<1.00196755] yes=83,no=84,missing=83,gain=2.83708549,cover=27927
- 83:leaf=0.000105554544,cover=0
- 84:leaf=0.00294701429,cover=0
- 42:[Ecc<5.21075869] yes=85,no=86,missing=85,gain=1.33257222,cover=209
- 85:leaf=-0.00992285646,cover=0
- 86:leaf=-0.00193026324,cover=0
- 10:[Ecc<2.73602629] yes=21,no=22,missing=22,gain=3.08750296,cover=5224
- 21:[Pol<118.712891] yes=43,no=44,missing=43,gain=1.21276045,cover=128
- 43:[LGI5<2.37224698] yes=87,no=88,missing=88,gain=0.896980464,cover=61
- 87:leaf=0.00528942887,cover=0
- 88:leaf=-0.0084270779,cover=0
- 44:[LGI5<2.37589788] yes=89,no=90,missing=89,gain=1.05502701,cover=67
- 89:leaf=0.00245298725,cover=0
- 90:leaf=0.0158930495,cover=0
- 22:[MidArea5<0.468026847] yes=45,no=46,missing=45,gain=2.28698468,cover=5096
- 45:[Pol<82.2009888] yes=91,no=92,missing=91,gain=1.49365973,cover=2658
- 91:leaf=-0.00136326987,cover=0
- 92:leaf=0.0010848461,cover=0
- 46:[Pol<105.462654] yes=93,no=94,missing=93,gain=1.60194445,cover=2438
- 93:leaf=-0.00317228748,cover=0
- 94:leaf=-0.000605773297,cover=0
- 2:[Sulc0<-0.285426885] yes=5,no=6,missing=5,gain=2.54667711,cover=5024306
- 5:[PialArea5<0.739180207] yes=11,no=12,missing=11,gain=8.67042637,cover=2352132
- 11:[Ecc<4.27275372] yes=23,no=24,missing=23,gain=17.3217888,cover=324056
- 23:[MidArea5<0.678623557] yes=47,no=48,missing=47,gain=11.0564871,cover=174316
- 47:[PialArea5<0.546516836] yes=95,no=96,missing=95,gain=5.30572319,cover=152064
- 95:leaf=0.000742252043,cover=0
- 96:leaf=4.52022068e-05,cover=0
- 48:[Ecc<0.45941934] yes=97,no=98,missing=97,gain=9.39983082,cover=22252
- 97:leaf=0.00166284386,cover=0
- 98:leaf=-0.00138343743,cover=0
- 24:[LGI5<2.50944686] yes=49,no=50,missing=49,gain=28.1927528,cover=149740
- 49:[Area5<0.571740985] yes=99,no=100,missing=99,gain=18.9980469,cover=24263
- 99:leaf=-0.000514362298,cover=0
- 100:leaf=-0.00337335258,cover=0
- 50:[Curv5<0.126145482] yes=101,no=102,missing=102,gain=13.1795616,cover=125477
- 101:leaf=-0.000447350234,cover=0
- 102:leaf=0.00326290214,cover=0
- 12:[Curv5<-0.0390223041] yes=25,no=26,missing=25,gain=5.96443844,cover=2028076
- 25:[Area5<0.589787364] yes=51,no=52,missing=51,gain=3.65922141,cover=1925395
- 51:[Curv5<-0.130991504] yes=103,no=104,missing=104,gain=11.9616079,cover=460978
- 103:leaf=6.25731491e-06,cover=0
- 104:leaf=0.000797661778,cover=0
- 52:[Curv5<-0.261287659] yes=105,no=106,missing=106,gain=6.64738989,cover=1464417
- 105:leaf=0.000262838905,cover=0
- 106:leaf=-9.72968046e-05,cover=0
- 26:[Ecc<7.7481575] yes=53,no=54,missing=53,gain=27.0814152,cover=102681
- 53:[Pol<68.1421661] yes=107,no=108,missing=108,gain=28.4927692,cover=76805
- 107:leaf=0.0024007482,cover=0
- 108:leaf=0.00024496211,cover=0
- 54:[Pol<40.9012032] yes=109,no=110,missing=109,gain=12.040513,cover=25876
- 109:leaf=0.000633933407,cover=0
- 110:leaf=-0.00172997813,cover=0
- 6:[Pol<8.56911278] yes=13,no=14,missing=14,gain=6.00735664,cover=2672174
- 13:[PialCurv5<-0.0501225069] yes=27,no=28,missing=27,gain=22.9699306,cover=26236
- 27:[Curv5<-0.117843308] yes=55,no=56,missing=56,gain=7.70809126,cover=9594
- 55:[PialCurv5<-0.0914456472] yes=111,no=112,missing=111,gain=3.05524707,cover=6462
- 111:leaf=0.00138712663,cover=0
- 112:leaf=-0.000790325925,cover=0
- 56:[PialCurv5<-0.0644776821] yes=113,no=114,missing=113,gain=4.50538063,cover=3132
- 113:leaf=0.00527550839,cover=0
- 114:leaf=0.00147503731,cover=0
- 28:[Ecc<11.6821251] yes=57,no=58,missing=57,gain=15.2846775,cover=16642
- 57:[Sulc0<-0.145219594] yes=115,no=116,missing=115,gain=7.68785095,cover=7660
- 115:leaf=-0.00211626734,cover=0
- 116:leaf=-0.00531804515,cover=0
- 58:[Curv5<-0.0575901605] yes=117,no=118,missing=117,gain=12.0200357,cover=8982
- 117:leaf=-0.00321718468,cover=0
- 118:leaf=0.000760118244,cover=0
- 14:[Curv5<0.069626309] yes=29,no=30,missing=29,gain=5.50991535,cover=2645938
- 29:[Ecc<4.87342644] yes=59,no=60,missing=60,gain=18.9861641,cover=1340481
- 59:[PialCurv5<0.0798129067] yes=119,no=120,missing=120,gain=37.8942184,cover=172323
- 119:leaf=-0.000774870161,cover=0
- 120:leaf=0.00101789506,cover=0
- 60:[Pol<66.6374893] yes=121,no=122,missing=122,gain=20.7272682,cover=1168158
- 121:leaf=-0.000169984123,cover=0
- 122:leaf=0.000306731468,cover=0
- 30:[Pol<49.2074432] yes=61,no=62,missing=61,gain=15.9689798,cover=1305457
- 61:[PialCurv5<0.0798129067] yes=123,no=124,missing=123,gain=21.2710495,cover=26601
- 123:leaf=0.00526477955,cover=0
- 124:leaf=0.00068696402,cover=0
- 62:[PialArea5<0.576038003] yes=125,no=126,missing=125,gain=12.6374598,cover=1278856
- 125:leaf=1.58364455e-05,cover=0
- 126:leaf=-0.000379901467,cover=0
-booster[438]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=1,gain=1.90890086,cover=5124388
- 1:[Pol<155.012512] yes=3,no=4,missing=4,gain=17.9970779,cover=423406
- 3:[Pol<64.3762589] yes=7,no=8,missing=7,gain=18.4096222,cover=335156
- 7:[Ecc<0.836319208] yes=15,no=16,missing=16,gain=9.46074581,cover=124214
- 15:[Area5<0.822840035] yes=31,no=32,missing=31,gain=7.86667871,cover=72010
- 31:[Curv5<0.067619428] yes=63,no=64,missing=63,gain=7.24754047,cover=71340
- 63:leaf=8.27410695e-05,cover=0
- 64:leaf=-0.00325819664,cover=0
- 32:[PialCurv5<-0.058241725] yes=65,no=66,missing=66,gain=3.57637787,cover=670
- 65:leaf=-0.00319115142,cover=0
- 66:leaf=-0.011398661,cover=0
- 16:[PialArea5<0.753297985] yes=33,no=34,missing=33,gain=6.7471962,cover=52204
- 33:[PialCurv5<0.0354230702] yes=67,no=68,missing=67,gain=8.15229416,cover=7914
- 67:leaf=-0.00329045649,cover=0
- 68:leaf=0.000259832712,cover=0
- 34:[PialArea5<1.23851824] yes=69,no=70,missing=69,gain=4.0800848,cover=44290
- 69:leaf=-0.000864120026,cover=0
- 70:leaf=0.000629215909,cover=0
- 8:[Area5<0.641697526] yes=17,no=18,missing=18,gain=14.6453228,cover=210942
- 17:[LGI5<2.3865335] yes=35,no=36,missing=35,gain=7.00170898,cover=148656
- 35:[Sulc0<-0.903383076] yes=71,no=72,missing=72,gain=3.58698845,cover=81113
- 71:leaf=-0.00082161621,cover=0
- 72:leaf=-4.50782536e-05,cover=0
- 36:[LGI5<2.61063838] yes=73,no=74,missing=74,gain=4.69417191,cover=67543
- 73:leaf=0.00058220973,cover=0
- 74:leaf=-0.00092371332,cover=0
- 18:[Ecc<0.618862808] yes=37,no=38,missing=37,gain=11.4846077,cover=62286
- 37:[PialCurv5<-0.0800075978] yes=75,no=76,missing=76,gain=11.6203842,cover=22491
- 75:leaf=-0.000239147092,cover=0
- 76:leaf=0.0025013946,cover=0
- 38:[Pol<87.9431763] yes=77,no=78,missing=77,gain=8.53254128,cover=39795
- 77:leaf=0.00142976409,cover=0
- 78:leaf=-8.3098108e-05,cover=0
- 4:[PialArea5<0.651661396] yes=9,no=10,missing=10,gain=4.43344688,cover=88250
- 9:[Curv5<0.113010712] yes=19,no=20,missing=19,gain=6.78679848,cover=31996
- 19:[Sulc0<-0.34506914] yes=39,no=40,missing=39,gain=3.80361366,cover=21123
- 39:[LGI5<2.21018219] yes=79,no=80,missing=79,gain=4.62052107,cover=15346
- 79:leaf=0.00241925102,cover=0
- 80:leaf=-0.000448462932,cover=0
- 40:[PialCurv5<0.0695191324] yes=81,no=82,missing=81,gain=3.51085854,cover=5777
- 81:leaf=-9.36950091e-05,cover=0
- 82:leaf=0.00240186998,cover=0
- 20:[PialCurv5<0.137877449] yes=41,no=42,missing=41,gain=6.98483515,cover=10873
- 41:[MidArea5<0.548060238] yes=83,no=84,missing=83,gain=2.38471603,cover=2392
- 83:leaf=-0.00262997905,cover=0
- 84:leaf=-0.00607503066,cover=0
- 42:[Sulc0<-0.364187956] yes=85,no=86,missing=85,gain=2.90209794,cover=8481
- 85:leaf=-0.00255234609,cover=0
- 86:leaf=-0.000168615923,cover=0
- 10:[PialArea5<0.925796032] yes=21,no=22,missing=21,gain=6.93639183,cover=56254
- 21:[Area5<0.598585367] yes=43,no=44,missing=44,gain=6.41182137,cover=41907
- 43:[Sulc0<-0.849334478] yes=87,no=88,missing=87,gain=3.4374218,cover=21663
- 87:leaf=-0.00200010976,cover=0
- 88:leaf=-0.000418521056,cover=0
- 44:[PialCurv5<-0.0487009101] yes=89,no=90,missing=89,gain=9.34873581,cover=20244
- 89:leaf=-0.00345234806,cover=0
- 90:leaf=-0.00119051139,cover=0
- 22:[PialCurv5<-0.0656740367] yes=45,no=46,missing=45,gain=5.48027658,cover=14347
- 45:[Area5<0.768806875] yes=91,no=92,missing=91,gain=5.25126743,cover=11000
- 91:leaf=-0.000399828044,cover=0
- 92:leaf=-0.00673014298,cover=0
- 46:[PialCurv5<-0.00569582684] yes=93,no=94,missing=93,gain=7.24159813,cover=3347
- 93:leaf=0.00263508735,cover=0
- 94:leaf=-0.00416370435,cover=0
- 2:[LGI5<2.29093218] yes=5,no=6,missing=5,gain=7.66735744,cover=4700982
- 5:[Pol<78.2110443] yes=11,no=12,missing=12,gain=10.8023129,cover=201067
- 11:[Ecc<2.79805064] yes=23,no=24,missing=24,gain=6.97836256,cover=53658
- 23:[Sulc0<-0.407819748] yes=47,no=48,missing=47,gain=6.34913683,cover=33079
- 47:[LGI5<2.18291569] yes=95,no=96,missing=95,gain=4.51613903,cover=30518
- 95:leaf=0.00109563558,cover=0
- 96:leaf=-0.000370855414,cover=0
- 48:[LGI5<2.2730217] yes=97,no=98,missing=97,gain=2.93151617,cover=2561
- 97:leaf=0.00173225219,cover=0
- 98:leaf=0.00607200945,cover=0
- 24:[PialCurv5<-0.0789950639] yes=49,no=50,missing=49,gain=4.90513992,cover=20579
- 49:[Pol<65.8802414] yes=99,no=100,missing=99,gain=4.64799166,cover=12503
- 99:leaf=-0.000876118138,cover=0
- 100:leaf=0.00154735742,cover=0
- 50:[Pol<21.2328167] yes=101,no=102,missing=101,gain=4.97333145,cover=8076
- 101:leaf=0.00282073277,cover=0
- 102:leaf=-0.00230001635,cover=0
- 12:[PialArea5<0.96486038] yes=25,no=26,missing=26,gain=9.80327797,cover=147409
- 25:[Pol<97.9094925] yes=51,no=52,missing=51,gain=8.25528717,cover=127073
- 51:[Ecc<2.8577323] yes=103,no=104,missing=103,gain=7.92325783,cover=30670
- 103:leaf=0.00199559005,cover=0
- 104:leaf=0.000375447969,cover=0
- 52:[Area5<0.626857519] yes=105,no=106,missing=106,gain=4.28648567,cover=96403
- 105:leaf=0.000477567926,cover=0
- 106:leaf=-0.000189255908,cover=0
- 26:[Ecc<3.48115921] yes=53,no=54,missing=53,gain=6.8834095,cover=20336
- 53:[Ecc<1.79549146] yes=107,no=108,missing=108,gain=3.9355526,cover=11205
- 107:leaf=0.00100951549,cover=0
- 108:leaf=0.00302189309,cover=0
- 54:[Area5<0.894858658] yes=109,no=110,missing=109,gain=3.39631605,cover=9131
- 109:leaf=0.000679625373,cover=0
- 110:leaf=-0.00578364404,cover=0
- 6:[Pol<144.670364] yes=13,no=14,missing=13,gain=4.36753798,cover=4499915
- 13:[Pol<117.137611] yes=27,no=28,missing=27,gain=9.26947975,cover=3584587
- 27:[Ecc<35.8605728] yes=55,no=56,missing=55,gain=10.9122677,cover=2805091
- 55:[Curv5<0.0756113976] yes=111,no=112,missing=111,gain=10.3555965,cover=2583412
- 111:leaf=0.000114417569,cover=0
- 112:leaf=-9.64236897e-05,cover=0
- 56:[PialCurv5<-0.0395349935] yes=113,no=114,missing=114,gain=11.8654814,cover=221679
- 113:leaf=0.000390853122,cover=0
- 114:leaf=-0.000510818441,cover=0
- 28:[Sulc0<0.40262419] yes=57,no=58,missing=57,gain=35.9468918,cover=779496
- 57:[Ecc<15.3430929] yes=115,no=116,missing=115,gain=27.6458168,cover=653242
- 115:leaf=-0.000180087547,cover=0
- 116:leaf=-0.00103199354,cover=0
- 58:[PialCurv5<0.134718806] yes=117,no=118,missing=118,gain=15.5038338,cover=126254
- 117:leaf=0.00135177048,cover=0
- 118:leaf=0.000187270765,cover=0
- 14:[Curv5<-0.163374811] yes=29,no=30,missing=29,gain=15.8634558,cover=915328
- 29:[PialCurv5<-0.0914456472] yes=59,no=60,missing=59,gain=26.3518391,cover=470237
- 59:[MidArea5<0.788378119] yes=119,no=120,missing=120,gain=10.1317425,cover=423960
- 119:leaf=-1.66155462e-06,cover=0
- 120:leaf=-0.000491252809,cover=0
- 60:[Ecc<6.81643343] yes=121,no=122,missing=121,gain=13.6762905,cover=46277
- 121:leaf=-0.000196175577,cover=0
- 122:leaf=0.00162925723,cover=0
- 30:[PialCurv5<-0.122305259] yes=61,no=62,missing=61,gain=46.8919678,cover=445091
- 61:[LGI5<3.26095963] yes=123,no=124,missing=123,gain=12.8324623,cover=5248
- 123:leaf=0.006004191,cover=0
- 124:leaf=-0.00111058715,cover=0
- 62:[Ecc<7.69572639] yes=125,no=126,missing=125,gain=38.1720886,cover=439843
- 125:leaf=0.000897235645,cover=0
- 126:leaf=-8.47193078e-05,cover=0
-booster[439]:
-0:[Sulc0<-0.285426885] yes=1,no=2,missing=2,gain=2.09261322,cover=5124388
- 1:[PialArea5<0.727568209] yes=3,no=4,missing=3,gain=7.55401182,cover=2441886
- 3:[Ecc<4.27275372] yes=7,no=8,missing=7,gain=14.0538054,cover=323206
- 7:[MidArea5<0.67240268] yes=15,no=16,missing=15,gain=9.94563866,cover=179280
- 15:[Curv5<-0.0837168768] yes=31,no=32,missing=32,gain=5.52055407,cover=158031
- 31:[Sulc0<-0.563680887] yes=63,no=64,missing=63,gain=2.54062438,cover=70133
- 63:leaf=4.31647313e-05,cover=0
- 64:leaf=-0.000608803879,cover=0
- 32:[PialCurv5<0.04242469] yes=65,no=66,missing=65,gain=5.62227011,cover=87898
- 65:leaf=0.000798683148,cover=0
- 66:leaf=-5.18690013e-06,cover=0
- 16:[Pol<65.1286774] yes=33,no=34,missing=33,gain=10.4862175,cover=21249
- 33:[Ecc<2.19188094] yes=67,no=68,missing=67,gain=21.642313,cover=3819
- 67:leaf=-0.00135300297,cover=0
- 68:leaf=0.00654937839,cover=0
- 34:[Ecc<1.85215485] yes=69,no=70,missing=69,gain=22.4125328,cover=17430
- 69:leaf=-4.55382215e-05,cover=0
- 70:leaf=-0.00371074793,cover=0
- 8:[PialCurv5<-0.113441773] yes=17,no=18,missing=17,gain=23.8565559,cover=143926
- 17:[Area5<0.609410942] yes=35,no=36,missing=35,gain=4.15765095,cover=56037
- 35:[Ecc<12.9325523] yes=71,no=72,missing=72,gain=4.23765039,cover=45137
- 71:leaf=0.000301644875,cover=0
- 72:leaf=-0.000735345529,cover=0
- 36:[LGI5<2.52320862] yes=73,no=74,missing=73,gain=7.21129417,cover=10900
- 73:leaf=-0.00219016103,cover=0
- 74:leaf=0.00156531052,cover=0
- 18:[LGI5<2.49934268] yes=37,no=38,missing=37,gain=22.1667519,cover=87889
- 37:[Area5<0.571740985] yes=75,no=76,missing=76,gain=10.8060493,cover=14666
- 75:leaf=-0.000916708726,cover=0
- 76:leaf=-0.00383677497,cover=0
- 38:[Area5<0.648839295] yes=77,no=78,missing=77,gain=22.8774452,cover=73223
- 77:leaf=-0.00160745438,cover=0
- 78:leaf=0.000164722485,cover=0
- 4:[MidArea5<0.545424342] yes=9,no=10,missing=10,gain=5.78823137,cover=2118680
- 9:[MidArea5<0.535488486] yes=19,no=20,missing=19,gain=0.597998619,cover=764
- 19:[LGI5<2.30690479] yes=39,no=40,missing=40,gain=0.160638332,cover=247
- 39:[Pol<26.4235344] yes=79,no=80,missing=79,gain=0.144465983,cover=75
- 79:leaf=-0.00146523118,cover=0
- 80:leaf=0.00514105987,cover=0
- 40:[LGI5<2.80803919] yes=81,no=82,missing=81,gain=0.161941528,cover=172
- 81:leaf=0.00765180821,cover=0
- 82:leaf=0.00148890668,cover=0
- 20:[PialArea5<0.739180207] yes=41,no=42,missing=41,gain=0.547744751,cover=517
- 41:[PialCurv5<-0.171137348] yes=83,no=84,missing=83,gain=0.385846317,cover=246
- 83:leaf=-0.00388985476,cover=0
- 84:leaf=0.00235071569,cover=0
- 42:[PialCurv5<-0.122305259] yes=85,no=86,missing=86,gain=0.211374521,cover=271
- 85:leaf=0.00544623239,cover=0
- 86:leaf=0.00119082688,cover=0
- 10:[Curv5<-0.0816265643] yes=21,no=22,missing=21,gain=4.36476374,cover=2117916
- 21:[PialCurv5<-0.0330938511] yes=43,no=44,missing=43,gain=15.1590633,cover=1863573
- 43:[Area5<0.567154288] yes=87,no=88,missing=87,gain=6.83080196,cover=1828875
- 87:leaf=0.000136250703,cover=0
- 88:leaf=-9.7858916e-05,cover=0
- 44:[Area5<0.582201123] yes=89,no=90,missing=90,gain=18.2839336,cover=34698
- 89:leaf=-0.00157240964,cover=0
- 90:leaf=0.00151854346,cover=0
- 22:[PialCurv5<-0.062031392] yes=45,no=46,missing=45,gain=74.1253662,cover=254343
- 45:[Area5<0.612264991] yes=91,no=92,missing=91,gain=13.9566803,cover=25807
- 91:leaf=0.000260468252,cover=0
- 92:leaf=0.0032803081,cover=0
- 46:[Ecc<6.98131132] yes=93,no=94,missing=94,gain=25.5867081,cover=228536
- 93:leaf=0.000270630728,cover=0
- 94:leaf=-0.000862440269,cover=0
- 2:[Pol<8.56911278] yes=5,no=6,missing=6,gain=5.51931953,cover=2682502
- 5:[PialCurv5<-0.0515215881] yes=11,no=12,missing=12,gain=20.5746899,cover=26298
- 11:[Curv5<-0.117843308] yes=23,no=24,missing=23,gain=7.42184734,cover=9400
- 23:[Ecc<29.3556995] yes=47,no=48,missing=47,gain=2.72899628,cover=6454
- 47:[LGI5<3.04906535] yes=95,no=96,missing=96,gain=2.02370191,cover=1209
- 95:leaf=0.00346673257,cover=0
- 96:leaf=-0.00145316089,cover=0
- 48:[Ecc<40.3354568] yes=97,no=98,missing=97,gain=4.84490013,cover=5245
- 97:leaf=-0.00209772727,cover=0
- 98:leaf=0.00099666731,cover=0
- 24:[PialCurv5<-0.0644776821] yes=49,no=50,missing=49,gain=3.51753902,cover=2946
- 49:[LGI5<3.20360112] yes=99,no=100,missing=99,gain=3.63931465,cover=1472
- 99:leaf=0.00705866748,cover=0
- 100:leaf=0.00199862267,cover=0
- 50:[Sulc0<0.0770083591] yes=101,no=102,missing=101,gain=4.11306667,cover=1474
- 101:leaf=0.000294123631,cover=0
- 102:leaf=0.00715180114,cover=0
- 12:[Ecc<11.6821251] yes=25,no=26,missing=25,gain=13.9448528,cover=16898
- 25:[Sulc0<-0.145219594] yes=51,no=52,missing=52,gain=6.93814468,cover=7705
- 51:[LGI5<2.97899532] yes=103,no=104,missing=103,gain=6.8214879,cover=4417
- 103:leaf=-0.000132550369,cover=0
- 104:leaf=-0.00406637602,cover=0
- 52:[LGI5<3.60428405] yes=105,no=106,missing=105,gain=8.43645859,cover=3288
- 105:leaf=-0.00536360731,cover=0
- 106:leaf=0.0147597389,cover=0
- 26:[Curv5<-0.0439181365] yes=53,no=54,missing=54,gain=11.0914221,cover=9193
- 53:[MidArea5<0.91065979] yes=107,no=108,missing=108,gain=4.36261368,cover=3749
- 107:leaf=-0.0015286518,cover=0
- 108:leaf=-0.00547441514,cover=0
- 54:[LGI5<3.64692807] yes=109,no=110,missing=109,gain=6.40597343,cover=5444
- 109:leaf=0.000578116335,cover=0
- 110:leaf=0.00763732055,cover=0
- 6:[LGI5<2.29656005] yes=13,no=14,missing=13,gain=5.15124226,cover=2656204
- 13:[LGI5<2.21018219] yes=27,no=28,missing=28,gain=5.62439251,cover=87148
- 27:[Ecc<1.26157856] yes=55,no=56,missing=56,gain=8.54790783,cover=25251
- 55:[PialCurv5<0.154069737] yes=111,no=112,missing=111,gain=7.21926117,cover=2524
- 111:leaf=-0.00550128799,cover=0
- 112:leaf=-0.000145738057,cover=0
- 56:[PialCurv5<-0.0114707183] yes=113,no=114,missing=113,gain=6.23854399,cover=22727
- 113:leaf=0.00263343961,cover=0
- 114:leaf=-0.00017673758,cover=0
- 28:[Curv5<0.153449878] yes=57,no=58,missing=57,gain=4.27503109,cover=61897
- 57:[Sulc0<0.74744761] yes=115,no=116,missing=116,gain=11.1807566,cover=42701
- 115:leaf=0.000911025971,cover=0
- 116:leaf=0.0174047388,cover=0
- 58:[Ecc<2.31110334] yes=117,no=118,missing=117,gain=3.04625416,cover=19196
- 117:leaf=0.00120990747,cover=0
- 118:leaf=-0.000290260854,cover=0
- 14:[Ecc<5.08081961] yes=29,no=30,missing=29,gain=7.91719246,cover=2569056
- 29:[PialCurv5<0.107261039] yes=59,no=60,missing=60,gain=38.4386787,cover=426284
- 59:[Area5<0.630444467] yes=119,no=120,missing=119,gain=16.0284729,cover=179358
- 119:leaf=0.000121788587,cover=0
- 120:leaf=-0.000991651439,cover=0
- 60:[PialArea5<0.775119185] yes=121,no=122,missing=122,gain=11.180028,cover=246926
- 121:leaf=0.000175787471,cover=0
- 122:leaf=0.00222292892,cover=0
- 30:[PialCurv5<0.104427323] yes=61,no=62,missing=61,gain=18.0500336,cover=2142772
- 61:[LGI5<2.58096433] yes=123,no=124,missing=123,gain=20.4283333,cover=1137237
- 123:leaf=0.000783819181,cover=0
- 124:leaf=0.000123432474,cover=0
- 62:[PialArea5<0.546516836] yes=125,no=126,missing=125,gain=13.6748295,cover=1005535
- 125:leaf=2.77908839e-05,cover=0
- 126:leaf=-0.000378091267,cover=0
-booster[440]:
-0:[Sulc0<-0.271910518] yes=1,no=2,missing=2,gain=1.89045,cover=5124388
- 1:[PialArea5<0.727568209] yes=3,no=4,missing=3,gain=6.585217,cover=2481919
- 3:[Ecc<4.07113361] yes=7,no=8,missing=7,gain=12.5630417,cover=335152
- 7:[MidArea5<0.658196807] yes=15,no=16,missing=15,gain=7.63096809,cover=180879
- 15:[Curv5<-0.0902613774] yes=31,no=32,missing=31,gain=5.40252352,cover=149504
- 31:[LGI5<2.70988083] yes=63,no=64,missing=63,gain=2.01262927,cover=63827
- 63:leaf=-0.000112198599,cover=0
- 64:leaf=-0.00203113304,cover=0
- 32:[PialCurv5<0.0354230702] yes=65,no=66,missing=65,gain=5.97915936,cover=85677
- 65:leaf=0.00085471943,cover=0
- 66:leaf=1.86637772e-05,cover=0
- 16:[Ecc<0.729281187] yes=33,no=34,missing=33,gain=8.76092529,cover=31375
- 33:[Pol<144.670364] yes=67,no=68,missing=67,gain=6.47182178,cover=7848
- 67:leaf=0.0021938167,cover=0
- 68:leaf=-0.000677967677,cover=0
- 34:[Pol<65.1286774] yes=69,no=70,missing=70,gain=10.7446375,cover=23527
- 69:leaf=0.00106598588,cover=0
- 70:leaf=-0.00166225713,cover=0
- 8:[LGI5<2.49934268] yes=17,no=18,missing=18,gain=23.1720085,cover=154273
- 17:[Area5<0.571740985] yes=35,no=36,missing=35,gain=20.8509674,cover=26178
- 35:[MidArea5<0.421422303] yes=71,no=72,missing=72,gain=5.015306,cover=11787
- 71:leaf=0.00918113068,cover=0
- 72:leaf=-0.000476512912,cover=0
- 36:[Pol<74.7525482] yes=73,no=74,missing=73,gain=12.2565308,cover=14391
- 73:leaf=0.000139817639,cover=0
- 74:leaf=-0.00383862597,cover=0
- 18:[Curv5<0.0935273841] yes=37,no=38,missing=38,gain=13.3039742,cover=128095
- 37:[PialCurv5<-0.115016438] yes=75,no=76,missing=75,gain=16.621788,cover=121832
- 75:leaf=0.000316054531,cover=0
- 76:leaf=-0.000878867169,cover=0
- 38:[Ecc<8.23836613] yes=77,no=78,missing=77,gain=19.0637398,cover=6263
- 77:leaf=0.00538998796,cover=0
- 78:leaf=-0.000259802735,cover=0
- 4:[MidArea5<0.545424342] yes=9,no=10,missing=9,gain=5.40840292,cover=2146767
- 9:[MidArea5<0.535488486] yes=19,no=20,missing=19,gain=0.574429035,cover=769
- 19:[LGI5<2.30690479] yes=39,no=40,missing=40,gain=0.159825802,cover=251
- 39:[Sulc0<-0.966370046] yes=79,no=80,missing=80,gain=0.132505357,cover=75
- 79:leaf=0.00601217244,cover=0
- 80:leaf=0.00174232817,cover=0
- 40:[Curv5<-0.218969986] yes=81,no=82,missing=81,gain=0.17287755,cover=176
- 81:leaf=0.00763323857,cover=0
- 82:leaf=0.00297960965,cover=0
- 20:[PialArea5<0.739180207] yes=41,no=42,missing=41,gain=0.509593964,cover=518
- 41:[PialCurv5<-0.171137348] yes=83,no=84,missing=83,gain=0.34910813,cover=246
- 83:leaf=-0.00370230945,cover=0
- 84:leaf=0.00223370967,cover=0
- 42:[PialCurv5<-0.122305259] yes=85,no=86,missing=85,gain=0.195325851,cover=272
- 85:leaf=0.00522213196,cover=0
- 86:leaf=0.0011329822,cover=0
- 10:[Curv5<-0.0439181365] yes=21,no=22,missing=22,gain=4.17831087,cover=2145998
- 21:[Area5<0.587948382] yes=43,no=44,missing=44,gain=4.84784365,cover=2018504
- 43:[Curv5<-0.127358407] yes=87,no=88,missing=87,gain=9.80977726,cover=524932
- 87:leaf=4.03466947e-05,cover=0
- 88:leaf=0.000759874471,cover=0
- 44:[Curv5<-0.261287659] yes=89,no=90,missing=90,gain=5.92588902,cover=1493572
- 89:leaf=0.000238270994,cover=0
- 90:leaf=-9.6927477e-05,cover=0
- 22:[Ecc<7.7481575] yes=45,no=46,missing=45,gain=26.1996365,cover=127494
- 45:[Pol<68.1421661] yes=91,no=92,missing=91,gain=31.7366695,cover=94368
- 91:leaf=0.00221625925,cover=0
- 92:leaf=0.000146522434,cover=0
- 46:[Pol<31.3444195] yes=93,no=94,missing=94,gain=12.9135838,cover=33126
- 93:leaf=0.00087727292,cover=0
- 94:leaf=-0.00147118093,cover=0
- 2:[Pol<7.58674097] yes=5,no=6,missing=6,gain=5.3847599,cover=2642469
- 5:[PialCurv5<-0.0515215881] yes=11,no=12,missing=11,gain=16.1459198,cover=22466
- 11:[Curv5<-0.0963523984] yes=23,no=24,missing=23,gain=5.25680542,cover=7769
- 23:[PialArea5<0.82654506] yes=47,no=48,missing=48,gain=3.66766095,cover=6260
- 47:[LGI5<3.3215456] yes=95,no=96,missing=95,gain=4.12925386,cover=1343
- 95:leaf=0.00498665962,cover=0
- 96:leaf=-0.000698495714,cover=0
- 48:[Ecc<16.0247612] yes=97,no=98,missing=98,gain=4.65736628,cover=4917
- 97:leaf=0.00348979584,cover=0
- 98:leaf=-0.000816152373,cover=0
- 24:[LGI5<3.21041465] yes=49,no=50,missing=49,gain=3.0373106,cover=1509
- 49:[Ecc<8.48579407] yes=99,no=100,missing=100,gain=3.5202055,cover=921
- 99:leaf=-0.00016446579,cover=0
- 100:leaf=0.00721382722,cover=0
- 50:[PialArea5<1.19545019] yes=101,no=102,missing=101,gain=4.74732208,cover=588
- 101:leaf=0.00227358728,cover=0
- 102:leaf=-0.0141329244,cover=0
- 12:[Ecc<11.6821251] yes=25,no=26,missing=25,gain=12.5489483,cover=14697
- 25:[LGI5<2.83041978] yes=51,no=52,missing=52,gain=6.19845963,cover=6752
- 51:[Sulc0<-0.108384088] yes=103,no=104,missing=103,gain=4.88469028,cover=2061
- 103:leaf=0.00066236133,cover=0
- 104:leaf=-0.0045455494,cover=0
- 52:[LGI5<3.56741142] yes=105,no=106,missing=105,gain=4.55400467,cover=4691
- 105:leaf=-0.00459268363,cover=0
- 106:leaf=0.00410289178,cover=0
- 26:[MidArea5<0.897373378] yes=53,no=54,missing=53,gain=9.4584322,cover=7945
- 53:[Area5<0.72514528] yes=107,no=108,missing=107,gain=9.19085312,cover=6446
- 107:leaf=-0.00116678968,cover=0
- 108:leaf=0.00264941831,cover=0
- 54:[Curv5<-0.00402251538] yes=109,no=110,missing=109,gain=1.66939068,cover=1499
- 109:leaf=-0.00437411945,cover=0
- 110:leaf=0.00252091116,cover=0
- 6:[Curv5<0.069626309] yes=13,no=14,missing=13,gain=4.80379391,cover=2620003
- 13:[Ecc<4.73840666] yes=27,no=28,missing=27,gain=15.8104553,cover=1317221
- 27:[PialCurv5<0.0798129067] yes=55,no=56,missing=56,gain=32.8252945,cover=156602
- 55:[Area5<0.625618935] yes=111,no=112,missing=111,gain=17.1538486,cover=121203
- 111:leaf=0.000309743453,cover=0
- 112:leaf=-0.00109034986,cover=0
- 56:[PialArea5<0.813682437] yes=113,no=114,missing=113,gain=6.13284683,cover=35399
- 113:leaf=0.000715311209,cover=0
- 114:leaf=0.0026636573,cover=0
- 28:[Pol<66.6374893] yes=57,no=58,missing=58,gain=18.3412971,cover=1160619
- 57:[Ecc<13.3064203] yes=115,no=116,missing=115,gain=121.311462,cover=307091
- 115:leaf=-0.00187704584,cover=0
- 116:leaf=0.000412264228,cover=0
- 58:[Pol<114.432869] yes=117,no=118,missing=117,gain=53.4413681,cover=853528
- 117:leaf=0.000793843472,cover=0
- 118:leaf=-2.21348655e-05,cover=0
- 14:[Pol<49.2074432] yes=29,no=30,missing=29,gain=14.3458185,cover=1302782
- 29:[PialCurv5<0.0798129067] yes=59,no=60,missing=59,gain=18.588829,cover=26635
- 59:[LGI5<3.26095963] yes=119,no=120,missing=119,gain=15.8479347,cover=2831
- 119:leaf=0.00165084039,cover=0
- 120:leaf=0.00919328909,cover=0
- 60:[Ecc<2.02168798] yes=121,no=122,missing=121,gain=7.98443222,cover=23804
- 121:leaf=-0.0036408708,cover=0
- 122:leaf=0.000855690043,cover=0
- 30:[Area5<0.67915231] yes=61,no=62,missing=61,gain=12.188015,cover=1276147
- 61:[Curv5<0.164550796] yes=123,no=124,missing=123,gain=10.4039392,cover=465440
- 123:leaf=-0.000474963395,cover=0
- 124:leaf=-5.23555137e-08,cover=0
- 62:[PialArea5<0.597118378] yes=125,no=126,missing=125,gain=16.5655174,cover=810707
- 125:leaf=0.000182166623,cover=0
- 126:leaf=-0.000360791164,cover=0
-booster[441]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=2,gain=2.0410459,cover=5124388
- 1:[Pol<152.092255] yes=3,no=4,missing=4,gain=16.4323425,cover=423406
- 3:[Pol<67.3859482] yes=7,no=8,missing=7,gain=17.5756874,cover=327112
- 7:[PialCurv5<-0.0363363102] yes=15,no=16,missing=15,gain=8.36737633,cover=130133
- 15:[Ecc<0.836319208] yes=31,no=32,missing=31,gain=6.65811348,cover=110287
- 31:[Curv5<-0.0837168768] yes=63,no=64,missing=64,gain=4.96411324,cover=64469
- 63:leaf=2.87518924e-06,cover=0
- 64:leaf=0.00189840293,cover=0
- 32:[PialArea5<0.724588811] yes=65,no=66,missing=65,gain=6.10869503,cover=45818
- 65:leaf=-0.00287821959,cover=0
- 66:leaf=-0.000526302436,cover=0
- 16:[Area5<0.833255887] yes=33,no=34,missing=33,gain=5.00079632,cover=19846
- 33:[Area5<0.710077047] yes=67,no=68,missing=68,gain=4.4259882,cover=19521
- 67:leaf=-0.00164634362,cover=0
- 68:leaf=0.00013027215,cover=0
- 34:[Ecc<0.943656743] yes=69,no=70,missing=69,gain=2.0881896,cover=325
- 69:leaf=-0.011814733,cover=0
- 70:leaf=-0.00375351124,cover=0
- 8:[Area5<0.644818127] yes=17,no=18,missing=17,gain=14.1813345,cover=196979
- 17:[LGI5<2.3865335] yes=35,no=36,missing=35,gain=5.91416216,cover=141679
- 35:[Ecc<0.618862808] yes=71,no=72,missing=71,gain=3.63429403,cover=77235
- 71:leaf=-0.000697311654,cover=0
- 72:leaf=3.73942858e-05,cover=0
- 36:[LGI5<2.61550069] yes=73,no=74,missing=74,gain=4.28746128,cover=64444
- 73:leaf=0.000569149386,cover=0
- 74:leaf=-0.000949656882,cover=0
- 18:[PialArea5<0.613238215] yes=37,no=38,missing=37,gain=12.1529579,cover=55300
- 37:[Sulc0<-0.426983118] yes=75,no=76,missing=75,gain=21.2001705,cover=9735
- 75:leaf=0.00644095941,cover=0
- 76:leaf=0.00121027639,cover=0
- 38:[LGI5<2.56467891] yes=77,no=78,missing=78,gain=16.5206718,cover=45565
- 77:leaf=0.000990278553,cover=0
- 78:leaf=-0.00240461808,cover=0
- 4:[Ecc<0.353712648] yes=9,no=10,missing=10,gain=3.6777668,cover=96294
- 9:[Area5<0.698189139] yes=19,no=20,missing=19,gain=4.10927534,cover=19348
- 19:[Sulc0<-0.603582025] yes=39,no=40,missing=39,gain=2.29491115,cover=16419
- 39:[LGI5<2.45602322] yes=79,no=80,missing=80,gain=2.40144205,cover=8397
- 79:leaf=0.000663303712,cover=0
- 80:leaf=-0.00135937333,cover=0
- 40:[MidArea5<0.594104469] yes=81,no=82,missing=81,gain=4.29437733,cover=8022
- 81:leaf=0.000166167985,cover=0
- 82:leaf=-0.00214755721,cover=0
- 20:[Sulc0<-0.202991232] yes=41,no=42,missing=41,gain=3.15136576,cover=2929
- 41:[PialCurv5<-0.062031392] yes=83,no=84,missing=83,gain=2.80311489,cover=2643
- 83:leaf=-0.000824891671,cover=0
- 84:leaf=0.00307701901,cover=0
- 42:[PialCurv5<0.0904879719] yes=85,no=86,missing=85,gain=4.62187672,cover=286
- 85:leaf=-0.0140808225,cover=0
- 86:leaf=0.00042219949,cover=0
- 10:[Area5<0.743131101] yes=21,no=22,missing=22,gain=5.89451599,cover=76946
- 21:[Sulc0<-0.769821882] yes=43,no=44,missing=43,gain=5.20591736,cover=73598
- 43:[Curv5<-0.163374811] yes=87,no=88,missing=87,gain=16.0920029,cover=14934
- 87:leaf=-0.000146403108,cover=0
- 88:leaf=-0.00346080004,cover=0
- 44:[MidArea5<0.95319289] yes=89,no=90,missing=90,gain=7.20845222,cover=58664
- 89:leaf=-0.00056030089,cover=0
- 90:leaf=0.00916909426,cover=0
- 22:[Area5<0.987501919] yes=45,no=46,missing=45,gain=4.01507664,cover=3348
- 45:[MidArea5<0.659801304] yes=91,no=92,missing=91,gain=2.8326149,cover=2934
- 91:leaf=-0.00926872715,cover=0
- 92:leaf=-0.00311344559,cover=0
- 46:[PialArea5<0.705942631] yes=93,no=94,missing=93,gain=4.26619816,cover=414
- 93:leaf=0.00935551059,cover=0
- 94:leaf=-0.00164078758,cover=0
- 2:[Ecc<1.96654522] yes=5,no=6,missing=5,gain=6.88560724,cover=4700982
- 5:[Pol<143.959366] yes=11,no=12,missing=12,gain=15.363143,cover=242701
- 11:[LGI5<2.96780801] yes=23,no=24,missing=23,gain=11.0015841,cover=199301
- 23:[Pol<102.241241] yes=47,no=48,missing=47,gain=10.6590405,cover=199124
- 47:[Pol<81.5476837] yes=95,no=96,missing=95,gain=28.1755962,cover=135076
- 95:leaf=-0.000123526697,cover=0
- 96:leaf=0.0014892543,cover=0
- 48:[Sulc0<-0.632113814] yes=97,no=98,missing=97,gain=16.3843861,cover=64048
- 97:leaf=0.000583632383,cover=0
- 98:leaf=-0.00107243541,cover=0
- 24:[Sulc0<-0.522449493] yes=49,no=50,missing=49,gain=2.84703732,cover=177
- 49:[Pol<16.156723] yes=99,no=100,missing=99,gain=0.38091445,cover=83
- 99:leaf=-0.00971763022,cover=0
- 100:leaf=0.00634884927,cover=0
- 50:[Sulc0<0.443755656] yes=101,no=102,missing=101,gain=0.213067055,cover=94
- 101:leaf=0.0190169606,cover=0
- 102:leaf=0.006588527,cover=0
- 12:[PialCurv5<-0.076943703] yes=25,no=26,missing=26,gain=26.9785347,cover=43400
- 25:[Sulc0<-0.626357138] yes=51,no=52,missing=51,gain=6.1065793,cover=28671
- 51:[Curv5<-0.146701202] yes=103,no=104,missing=103,gain=4.66587114,cover=25682
- 103:leaf=0.000247792224,cover=0
- 104:leaf=-0.00170949381,cover=0
- 52:[MidArea5<0.87169838] yes=105,no=106,missing=105,gain=4.32688522,cover=2989
- 105:leaf=0.0020266471,cover=0
- 106:leaf=0.0130435694,cover=0
- 26:[LGI5<2.41354537] yes=53,no=54,missing=53,gain=9.43044281,cover=14729
- 53:[PialCurv5<0.104427323] yes=107,no=108,missing=107,gain=4.05181885,cover=8103
- 107:leaf=0.00428751623,cover=0
- 108:leaf=-0.000411393325,cover=0
- 54:[Area5<0.64784193] yes=109,no=110,missing=109,gain=9.64334297,cover=6626
- 109:leaf=0.0028470743,cover=0
- 110:leaf=-0.00116331945,cover=0
- 6:[Ecc<2.97906685] yes=13,no=14,missing=13,gain=5.91300344,cover=4458281
- 13:[Pol<44.6807365] yes=27,no=28,missing=27,gain=30.1694393,cover=343202
- 27:[Curv5<-0.16496937] yes=55,no=56,missing=56,gain=40.4102898,cover=64493
- 55:[LGI5<2.61980247] yes=111,no=112,missing=111,gain=8.62955666,cover=48586
- 111:leaf=0.000317477534,cover=0
- 112:leaf=-0.00163302838,cover=0
- 56:[Pol<14.1659222] yes=113,no=114,missing=114,gain=9.9798851,cover=15907
- 113:leaf=0.00129453465,cover=0
- 114:leaf=0.00390092912,cover=0
- 28:[Area5<0.613672853] yes=57,no=58,missing=57,gain=34.3249054,cover=278709
- 57:[Curv5<-0.114048101] yes=115,no=116,missing=115,gain=21.1834564,cover=99165
- 115:leaf=-0.000143930592,cover=0
- 116:leaf=0.00147547608,cover=0
- 58:[PialCurv5<0.00860458333] yes=117,no=118,missing=117,gain=37.1223602,cover=179544
- 117:leaf=-0.00165764801,cover=0
- 118:leaf=-0.000208255442,cover=0
- 14:[Sulc0<-0.620624542] yes=29,no=30,missing=29,gain=3.75039744,cover=4115079
- 29:[Pol<168.718765] yes=59,no=60,missing=59,gain=11.8254652,cover=803223
- 59:[Pol<79.5617371] yes=119,no=120,missing=119,gain=19.5917645,cover=657666
- 119:leaf=2.3266437e-05,cover=0
- 120:leaf=-0.00055045425,cover=0
- 60:[PialArea5<0.844099998] yes=121,no=122,missing=121,gain=7.16387415,cover=145557
- 121:leaf=0.00105923717,cover=0
- 122:leaf=0.00015576763,cover=0
- 30:[Curv5<-0.209697157] yes=61,no=62,missing=61,gain=15.754406,cover=3311856
- 61:[PialCurv5<-0.11422696] yes=123,no=124,missing=123,gain=46.2674408,cover=240362
- 123:leaf=3.74710544e-05,cover=0
- 124:leaf=0.00166606379,cover=0
- 62:[PialCurv5<-0.130080611] yes=125,no=126,missing=125,gain=23.2525082,cover=3071494
- 125:leaf=0.00151565473,cover=0
- 126:leaf=-7.54145367e-06,cover=0
-booster[442]:
-0:[PialArea5<1.05055559] yes=1,no=2,missing=2,gain=2.0621779,cover=5124388
- 1:[Ecc<1.21076584] yes=3,no=4,missing=3,gain=4.66897869,cover=4337902
- 3:[Pol<147.599014] yes=7,no=8,missing=7,gain=15.6406307,cover=319488
- 7:[Pol<68.895668] yes=15,no=16,missing=15,gain=16.9523869,cover=224875
- 15:[Area5<0.542713821] yes=31,no=32,missing=32,gain=5.3476963,cover=83229
- 31:[Sulc0<-1.03844893] yes=63,no=64,missing=63,gain=3.9566772,cover=29134
- 63:leaf=0.00121550809,cover=0
- 64:leaf=-0.000272204168,cover=0
- 32:[LGI5<2.37224698] yes=65,no=66,missing=66,gain=5.9049015,cover=54095
- 65:leaf=-0.000232710605,cover=0
- 66:leaf=-0.00128712843,cover=0
- 16:[Area5<0.644818127] yes=33,no=34,missing=34,gain=12.7717152,cover=141646
- 33:[LGI5<2.3349762] yes=67,no=68,missing=68,gain=5.85344076,cover=106777
- 67:leaf=-0.000374708645,cover=0
- 68:leaf=0.000385239895,cover=0
- 34:[Ecc<0.669936359] yes=69,no=70,missing=70,gain=22.0337715,cover=34869
- 69:leaf=0.00261104223,cover=0
- 70:leaf=7.89983606e-05,cover=0
- 8:[Ecc<0.45941934] yes=17,no=18,missing=18,gain=4.35438347,cover=94613
- 17:[LGI5<2.44639945] yes=35,no=36,missing=35,gain=3.97682905,cover=32911
- 35:[Area5<0.67507118] yes=71,no=72,missing=72,gain=6.16655445,cover=24433
- 71:leaf=-0.000361112732,cover=0
- 72:leaf=0.00158077595,cover=0
- 36:[Area5<0.740087628] yes=73,no=74,missing=73,gain=3.06062031,cover=8478
- 73:leaf=-0.000994660542,cover=0
- 74:leaf=-0.00549175916,cover=0
- 18:[Area5<0.612264991] yes=37,no=38,missing=38,gain=7.73934937,cover=61702
- 37:[LGI5<2.18291569] yes=75,no=76,missing=76,gain=6.06324291,cover=34057
- 75:leaf=-0.00346817239,cover=0
- 76:leaf=-0.000331039366,cover=0
- 38:[Sulc0<-0.63852036] yes=77,no=78,missing=77,gain=19.3708324,cover=27645
- 77:leaf=-0.00382804242,cover=0
- 78:leaf=-0.000817665656,cover=0
- 4:[Pol<172.045227] yes=9,no=10,missing=9,gain=7.35584736,cover=4018414
- 9:[Pol<29.3809395] yes=19,no=20,missing=19,gain=6.93903399,cover=3815572
- 19:[Ecc<5.08081961] yes=39,no=40,missing=39,gain=29.4615707,cover=349670
- 39:[Area5<0.600206077] yes=79,no=80,missing=79,gain=40.6945839,cover=68094
- 79:leaf=-0.000314456614,cover=0
- 80:leaf=0.00216462649,cover=0
- 40:[Area5<0.67507118] yes=81,no=82,missing=81,gain=10.619133,cover=281576
- 81:leaf=-0.000343001419,cover=0
- 82:leaf=0.000271313445,cover=0
- 20:[Sulc0<-0.481185079] yes=41,no=42,missing=41,gain=17.67803,cover=3465902
- 41:[Area5<0.620557249] yes=83,no=84,missing=83,gain=20.8944035,cover=657425
- 83:leaf=-1.829342e-05,cover=0
- 84:leaf=-0.000585851318,cover=0
- 42:[Curv5<-0.217408031] yes=85,no=86,missing=85,gain=10.9798126,cover=2808477
- 85:leaf=0.000554039143,cover=0
- 86:leaf=4.86951478e-07,cover=0
- 10:[Sulc0<0.0372688323] yes=21,no=22,missing=22,gain=8.55191803,cover=202842
- 21:[Area5<0.688713074] yes=43,no=44,missing=43,gain=8.3845129,cover=190103
- 43:[Sulc0<-0.451341361] yes=87,no=88,missing=88,gain=7.12580347,cover=133822
- 87:leaf=0.000386191823,cover=0
- 88:leaf=-0.000433804147,cover=0
- 44:[PialArea5<0.715215623] yes=89,no=90,missing=89,gain=14.6441708,cover=56281
- 89:leaf=0.00219193753,cover=0
- 90:leaf=0.000390728936,cover=0
- 22:[Ecc<10.2861843] yes=45,no=46,missing=45,gain=13.1114292,cover=12739
- 45:[Curv5<0.103246093] yes=91,no=92,missing=91,gain=25.4761066,cover=5845
- 91:leaf=-0.00940048415,cover=0
- 92:leaf=-0.00107489247,cover=0
- 46:[Curv5<-0.130991504] yes=93,no=94,missing=93,gain=6.94231558,cover=6894
- 93:leaf=0.0042171753,cover=0
- 94:leaf=-0.000162899247,cover=0
- 2:[Pol<39.9674568] yes=5,no=6,missing=6,gain=5.01395988,cover=786486
- 5:[PialCurv5<-0.076943703] yes=11,no=12,missing=12,gain=5.18784714,cover=323677
- 11:[Curv5<-0.110226393] yes=23,no=24,missing=23,gain=15.7957916,cover=269773
- 23:[Area5<0.650824547] yes=47,no=48,missing=47,gain=5.17086267,cover=265482
- 47:[Ecc<3.22716212] yes=95,no=96,missing=95,gain=4.72204018,cover=51496
- 95:leaf=-1.57324507e-06,cover=0
- 96:leaf=0.000965559215,cover=0
- 48:[Sulc0<-0.696500599] yes=97,no=98,missing=97,gain=3.1736021,cover=213986
- 97:leaf=-1.20313789e-05,cover=0
- 98:leaf=-0.000425089209,cover=0
- 24:[PialCurv5<-0.0905637741] yes=49,no=50,missing=49,gain=9.44498348,cover=4291
- 49:[Sulc0<-0.895242691] yes=99,no=100,missing=100,gain=7.60254669,cover=1454
- 99:leaf=-0.00454072142,cover=0
- 100:leaf=0.00750049716,cover=0
- 50:[Curv5<-0.0575901605] yes=101,no=102,missing=102,gain=3.88314247,cover=2837
- 101:leaf=0.000995335053,cover=0
- 102:leaf=0.0112267593,cover=0
- 12:[Curv5<-0.148390457] yes=25,no=26,missing=26,gain=13.5168056,cover=53904
- 25:[Ecc<2.54464626] yes=51,no=52,missing=51,gain=9.48196983,cover=7008
- 51:[Pol<17.1471634] yes=103,no=104,missing=103,gain=4.28039932,cover=2063
- 103:leaf=-0.00364485756,cover=0
- 104:leaf=0.000909249298,cover=0
- 52:[Area5<0.691153347] yes=105,no=106,missing=105,gain=4.34417629,cover=4945
- 105:leaf=0.000369273213,cover=0
- 106:leaf=0.00364911719,cover=0
- 26:[Sulc0<-0.849334478] yes=53,no=54,missing=53,gain=7.89754581,cover=46896
- 53:[LGI5<3.56741142] yes=107,no=108,missing=107,gain=10.9880495,cover=3390
- 107:leaf=-0.00377003639,cover=0
- 108:leaf=0.0099875601,cover=0
- 54:[Ecc<3.8768425] yes=109,no=110,missing=109,gain=3.90709066,cover=43506
- 109:leaf=0.000489380385,cover=0
- 110:leaf=-0.000846361741,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=14,gain=5.52484608,cover=462809
- 13:[Pol<164.532394] yes=27,no=28,missing=27,gain=5.77371883,cover=461109
- 27:[Ecc<6.16403294] yes=55,no=56,missing=55,gain=10.6685238,cover=345407
- 55:[PialCurv5<-0.0965851992] yes=111,no=112,missing=111,gain=11.961731,cover=193291
- 111:leaf=0.000438063173,cover=0
- 112:leaf=-0.000349499664,cover=0
- 56:[Pol<63.605114] yes=113,no=114,missing=113,gain=7.74267578,cover=152116
- 113:leaf=9.21057872e-05,cover=0
- 114:leaf=0.000843271089,cover=0
- 28:[Ecc<6.35379457] yes=57,no=58,missing=57,gain=17.4378471,cover=115702
- 57:[Curv5<-0.183827445] yes=115,no=116,missing=115,gain=20.9761887,cover=33190
- 115:leaf=-0.000212246698,cover=0
- 116:leaf=0.00234513404,cover=0
- 58:[Area5<0.655598104] yes=117,no=118,missing=117,gain=3.99445057,cover=82512
- 117:leaf=0.00035681334,cover=0
- 118:leaf=-0.000662597246,cover=0
- 14:[Area5<0.663893223] yes=29,no=30,missing=29,gain=4.61200142,cover=1700
- 29:[PialCurv5<-0.11578764] yes=59,no=60,missing=60,gain=5.18070602,cover=287
- 59:[Ecc<28.7730255] yes=119,no=120,missing=120,gain=0.357679963,cover=125
- 119:leaf=0.0018922931,cover=0
- 120:leaf=-0.00796666276,cover=0
- 60:[LGI5<3.94193578] yes=121,no=122,missing=121,gain=2.57240105,cover=162
- 121:leaf=0.0180711579,cover=0
- 122:leaf=0.00298480643,cover=0
- 30:[Pol<134.081207] yes=61,no=62,missing=61,gain=2.38197756,cover=1413
- 61:[Ecc<14.484726] yes=123,no=124,missing=123,gain=1.34363222,cover=156
- 123:leaf=0.00124210771,cover=0
- 124:leaf=0.0110048214,cover=0
- 62:[LGI5<3.94193578] yes=125,no=126,missing=126,gain=1.04216027,cover=1257
- 125:leaf=0.00269478071,cover=0
- 126:leaf=-0.000194671054,cover=0
-booster[443]:
-0:[Pol<132.742767] yes=1,no=2,missing=1,gain=2.02293086,cover=5124388
- 1:[Sulc0<-0.101085678] yes=3,no=4,missing=3,gain=7.80369616,cover=3711688
- 3:[Pol<107.129471] yes=7,no=8,missing=8,gain=40.334259,cover=1813826
- 7:[LGI5<2.89127874] yes=15,no=16,missing=15,gain=11.7822762,cover=1518924
- 15:[PialArea5<0.712173045] yes=31,no=32,missing=31,gain=18.3361206,cover=1021020
- 31:[Ecc<0.783076942] yes=63,no=64,missing=64,gain=19.3575706,cover=143011
- 63:leaf=0.001219208,cover=0
- 64:leaf=-0.000624169479,cover=0
- 32:[PialCurv5<0.000298873958] yes=65,no=66,missing=65,gain=27.8091602,cover=878009
- 65:leaf=0.000106879212,cover=0
- 66:leaf=0.00111130439,cover=0
- 16:[Pol<63.605114] yes=33,no=34,missing=33,gain=37.3846397,cover=497904
- 33:[PialCurv5<-0.0877386853] yes=67,no=68,missing=67,gain=25.928751,cover=464494
- 67:leaf=4.78523816e-06,cover=0
- 68:leaf=-0.000755367859,cover=0
- 34:[Area5<0.707692921] yes=69,no=70,missing=69,gain=11.8379784,cover=33410
- 69:leaf=0.00213651522,cover=0
- 70:leaf=0.000179023438,cover=0
- 8:[Ecc<3.8768425] yes=17,no=18,missing=18,gain=62.3054085,cover=294902
- 17:[Sulc0<-0.580759466] yes=35,no=36,missing=35,gain=14.3557529,cover=138516
- 35:[Ecc<1.68457866] yes=71,no=72,missing=71,gain=7.0459919,cover=62496
- 71:leaf=0.000480652292,cover=0
- 72:leaf=0.00196149573,cover=0
- 36:[Area5<0.587948382] yes=73,no=74,missing=74,gain=13.7596846,cover=76020
- 73:leaf=0.000777533627,cover=0
- 74:leaf=-0.000730992237,cover=0
- 18:[LGI5<2.89660096] yes=37,no=38,missing=37,gain=86.7556458,cover=156386
- 37:[Curv5<-0.136312515] yes=75,no=76,missing=75,gain=84.9281158,cover=119627
- 75:leaf=-0.000521083479,cover=0
- 76:leaf=-0.00319425575,cover=0
- 38:[Ecc<22.0897732] yes=77,no=78,missing=77,gain=20.0272102,cover=36759
- 77:leaf=0.000461162592,cover=0
- 78:leaf=0.00469593424,cover=0
- 4:[Curv5<0.0534323379] yes=9,no=10,missing=9,gain=16.3067017,cover=1897862
- 9:[Ecc<12.3665791] yes=19,no=20,missing=20,gain=29.3981133,cover=610858
- 19:[Pol<80.8913651] yes=39,no=40,missing=39,gain=154.654251,cover=316704
- 39:[LGI5<2.66988635] yes=79,no=80,missing=79,gain=59.2177353,cover=87639
- 79:leaf=-0.000229911049,cover=0
- 80:leaf=-0.00289495965,cover=0
- 40:[Ecc<2.73602629] yes=81,no=82,missing=82,gain=34.6605225,cover=229065
- 81:leaf=-0.00155575422,cover=0
- 82:leaf=0.000787768222,cover=0
- 20:[Ecc<21.0377083] yes=41,no=42,missing=41,gain=83.8805695,cover=294154
- 41:[PialArea5<0.472106963] yes=83,no=84,missing=84,gain=26.0164337,cover=93329
- 83:leaf=-0.000863054243,cover=0
- 84:leaf=0.00211835513,cover=0
- 42:[PialCurv5<-0.0262977369] yes=85,no=86,missing=85,gain=28.7298412,cover=200825
- 85:leaf=0.00107026834,cover=0
- 86:leaf=-0.000301487133,cover=0
- 10:[Area5<0.839165807] yes=21,no=22,missing=21,gain=13.9463034,cover=1287004
- 21:[Ecc<13.8847265] yes=43,no=44,missing=43,gain=15.2139664,cover=1248964
- 43:[Pol<43.7633247] yes=87,no=88,missing=88,gain=14.0154181,cover=791562
- 87:leaf=-0.00388527638,cover=0
- 88:leaf=6.56935372e-05,cover=0
- 44:[Sulc0<0.74744761] yes=89,no=90,missing=89,gain=26.9379292,cover=457402
- 89:leaf=-0.000681274279,cover=0
- 90:leaf=8.64229078e-05,cover=0
- 22:[PialCurv5<0.265012205] yes=45,no=46,missing=45,gain=3.4949398,cover=38040
- 45:[Sulc0<0.134837523] yes=91,no=92,missing=91,gain=4.14720535,cover=26184
- 91:leaf=-0.000527460536,cover=0
- 92:leaf=0.00144318922,cover=0
- 46:[PialArea5<0.390391022] yes=93,no=94,missing=93,gain=2.17837787,cover=11856
- 93:leaf=0.00172557705,cover=0
- 94:leaf=-0.000116045201,cover=0
- 2:[Ecc<12.1917515] yes=5,no=6,missing=5,gain=13.5504751,cover=1412700
- 5:[LGI5<2.75211287] yes=11,no=12,missing=11,gain=34.5266228,cover=904808
- 11:[Curv5<-0.127358407] yes=23,no=24,missing=23,gain=19.3231335,cover=675659
- 23:[Ecc<7.69572639] yes=47,no=48,missing=47,gain=10.2213249,cover=400299
- 47:[LGI5<2.43374896] yes=95,no=96,missing=95,gain=12.6165648,cover=357532
- 95:leaf=4.54844849e-06,cover=0
- 96:leaf=-0.000592171622,cover=0
- 48:[Sulc0<-0.540693521] yes=97,no=98,missing=97,gain=19.5247459,cover=42767
- 97:leaf=-0.000317468657,cover=0
- 98:leaf=0.00189913961,cover=0
- 24:[PialCurv5<-0.107986279] yes=49,no=50,missing=49,gain=31.5108566,cover=275360
- 49:[MidArea5<0.716947436] yes=99,no=100,missing=100,gain=29.6390419,cover=2967
- 99:leaf=0.000317499711,cover=0
- 100:leaf=0.0103136031,cover=0
- 50:[Ecc<1.05247808] yes=101,no=102,missing=101,gain=24.969099,cover=272393
- 101:leaf=-0.000492903113,cover=0
- 102:leaf=0.000560601009,cover=0
- 12:[Pol<154.27803] yes=25,no=26,missing=25,gain=65.6500092,cover=229149
- 25:[PialCurv5<-0.0839454681] yes=51,no=52,missing=52,gain=62.3984985,cover=88966
- 51:[Curv5<-0.134546712] yes=103,no=104,missing=103,gain=10.5153093,cover=51522
- 103:leaf=0.000476344314,cover=0
- 104:leaf=0.00393523416,cover=0
- 52:[Ecc<3.67199802] yes=105,no=106,missing=105,gain=20.894928,cover=37444
- 105:leaf=-0.00144513173,cover=0
- 106:leaf=0.00360606355,cover=0
- 26:[Curv5<-0.0530214235] yes=53,no=54,missing=53,gain=16.765934,cover=140183
- 53:[Ecc<5.27515984] yes=107,no=108,missing=107,gain=27.5696239,cover=84321
- 107:leaf=-0.00147954468,cover=0
- 108:leaf=0.000887825096,cover=0
- 54:[PialCurv5<-0.148241684] yes=109,no=110,missing=109,gain=32.3039169,cover=55862
- 109:leaf=0.0682654232,cover=0
- 110:leaf=-0.000669669418,cover=0
- 6:[Sulc0<0.299089104] yes=13,no=14,missing=13,gain=27.7834949,cover=507892
- 13:[Pol<146.864227] yes=27,no=28,missing=27,gain=34.3376884,cover=452099
- 27:[Ecc<29.8764286] yes=55,no=56,missing=55,gain=49.4400787,cover=100705
- 55:[Ecc<16.0247612] yes=111,no=112,missing=111,gain=37.4786911,cover=81293
- 111:leaf=-0.00040598592,cover=0
- 112:leaf=-0.00257425359,cover=0
- 56:[PialArea5<0.829066753] yes=113,no=114,missing=113,gain=14.155282,cover=19412
- 113:leaf=-0.000355656957,cover=0
- 114:leaf=0.00236425712,cover=0
- 28:[LGI5<2.47631311] yes=57,no=58,missing=57,gain=25.0277824,cover=351394
- 57:[Curv5<-0.129194111] yes=115,no=116,missing=116,gain=7.06905365,cover=802
- 115:leaf=-0.00514601823,cover=0
- 116:leaf=-0.0148056392,cover=0
- 58:[Curv5<0.0386843979] yes=117,no=118,missing=118,gain=14.7761164,cover=350592
- 117:leaf=-9.64534993e-05,cover=0
- 118:leaf=0.00160771457,cover=0
- 14:[Ecc<20.3925476] yes=29,no=30,missing=29,gain=22.7202702,cover=55793
- 29:[Pol<149.795395] yes=59,no=60,missing=60,gain=5.32162189,cover=12230
- 59:[LGI5<2.70478106] yes=119,no=120,missing=120,gain=4.18839836,cover=11652
- 119:leaf=0.0026112725,cover=0
- 120:leaf=-0.00104004575,cover=0
- 60:[Curv5<0.135532871] yes=121,no=122,missing=121,gain=1.79450893,cover=578
- 121:leaf=-0.00852578785,cover=0
- 122:leaf=-0.00294226315,cover=0
- 30:[PialArea5<0.829066753] yes=61,no=62,missing=61,gain=7.74721909,cover=43563
- 61:[LGI5<3.60428405] yes=123,no=124,missing=123,gain=6.82001114,cover=33836
- 123:leaf=0.00200062408,cover=0
- 124:leaf=-0.000592248223,cover=0
- 62:[Pol<164.532394] yes=125,no=126,missing=125,gain=4.30017805,cover=9727
- 125:leaf=0.000631365459,cover=0
- 126:leaf=-0.00230375305,cover=0
-booster[444]:
-0:[PialArea5<0.946096778] yes=1,no=2,missing=2,gain=1.88235664,cover=5124388
- 1:[Curv5<0.00546095846] yes=3,no=4,missing=3,gain=4.22562981,cover=3752000
- 3:[PialArea5<0.588969886] yes=7,no=8,missing=8,gain=15.4362144,cover=1819231
- 7:[Area5<0.567154288] yes=15,no=16,missing=16,gain=6.13680077,cover=86662
- 15:[PialCurv5<-0.0173297711] yes=31,no=32,missing=32,gain=4.86788654,cover=40982
- 31:[Ecc<7.29654455] yes=63,no=64,missing=63,gain=5.04324007,cover=27748
- 63:leaf=-3.34986944e-05,cover=0
- 64:leaf=-0.0013858435,cover=0
- 32:[Ecc<16.5318356] yes=65,no=66,missing=66,gain=7.67354727,cover=13234
- 65:leaf=-0.000120104574,cover=0
- 66:leaf=0.00281289965,cover=0
- 16:[Pol<136.792099] yes=33,no=34,missing=33,gain=10.7869091,cover=45680
- 33:[Pol<85.4004211] yes=67,no=68,missing=68,gain=11.8986893,cover=35852
- 67:leaf=-0.000444030768,cover=0
- 68:leaf=-0.00229257299,cover=0
- 34:[Curv5<-0.0553030409] yes=69,no=70,missing=69,gain=9.32795143,cover=9828
- 69:leaf=0.00238381908,cover=0
- 70:leaf=-0.00081871415,cover=0
- 8:[Area5<0.729573667] yes=17,no=18,missing=17,gain=15.1375723,cover=1732569
- 17:[Sulc0<0.227376223] yes=35,no=36,missing=36,gain=16.1304188,cover=1525624
- 35:[Ecc<22.0897732] yes=71,no=72,missing=71,gain=7.38258791,cover=1472792
- 71:leaf=2.37885033e-05,cover=0
- 72:leaf=-0.000325537258,cover=0
- 36:[Ecc<13.1181517] yes=73,no=74,missing=74,gain=14.6935158,cover=52832
- 73:leaf=-0.000454430992,cover=0
- 74:leaf=0.00139639887,cover=0
- 18:[PialCurv5<-0.0758950338] yes=37,no=38,missing=37,gain=14.024332,cover=206945
- 37:[Curv5<-0.0943295062] yes=75,no=76,missing=76,gain=8.63237095,cover=51494
- 75:leaf=8.06894168e-05,cover=0
- 76:leaf=0.00244778488,cover=0
- 38:[PialCurv5<0.054317683] yes=77,no=78,missing=77,gain=15.0907383,cover=155451
- 77:leaf=-0.000815674488,cover=0
- 78:leaf=0.00109210925,cover=0
- 4:[PialCurv5<0.0354230702] yes=9,no=10,missing=10,gain=23.3814602,cover=1932769
- 9:[MidArea5<0.614099324] yes=19,no=20,missing=20,gain=16.6086483,cover=163191
- 19:[Ecc<1.68457866] yes=39,no=40,missing=39,gain=13.4316387,cover=41881
- 39:[Area5<0.619086087] yes=79,no=80,missing=79,gain=7.39845037,cover=9055
- 79:leaf=0.000369171961,cover=0
- 80:leaf=0.00333822635,cover=0
- 40:[Pol<94.4799194] yes=81,no=82,missing=81,gain=10.222847,cover=32826
- 81:leaf=0.000317651866,cover=0
- 82:leaf=-0.00147109525,cover=0
- 20:[Ecc<4.8056078] yes=41,no=42,missing=42,gain=20.0485344,cover=121310
- 41:[Area5<0.839165807] yes=83,no=84,missing=83,gain=9.0054512,cover=29476
- 83:leaf=-5.81106251e-05,cover=0
- 84:leaf=-0.00461560488,cover=0
- 42:[Curv5<0.0257103238] yes=85,no=86,missing=86,gain=19.7295494,cover=91834
- 85:leaf=0.000624879554,cover=0
- 86:leaf=0.00210365211,cover=0
- 10:[PialArea5<0.693130434] yes=21,no=22,missing=21,gain=12.3802042,cover=1769578
- 21:[Area5<0.670794368] yes=43,no=44,missing=43,gain=20.9419804,cover=1484616
- 43:[PialArea5<0.542192638] yes=87,no=88,missing=87,gain=12.4822407,cover=512845
- 87:leaf=-9.69696412e-05,cover=0
- 88:leaf=-0.000713936752,cover=0
- 44:[Sulc0<0.383163035] yes=89,no=90,missing=89,gain=25.2668114,cover=971771
- 89:leaf=0.000513006351,cover=0
- 90:leaf=-1.74354154e-05,cover=0
- 22:[Ecc<7.79996967] yes=45,no=46,missing=45,gain=13.9141397,cover=284962
- 45:[Pol<71.8249207] yes=91,no=92,missing=91,gain=26.6634254,cover=115558
- 91:leaf=0.00221583457,cover=0
- 92:leaf=-0.000171313746,cover=0
- 46:[Pol<80.8913651] yes=93,no=94,missing=93,gain=12.4994354,cover=169404
- 93:leaf=-0.00102287543,cover=0
- 94:leaf=-0.000163219753,cover=0
- 2:[LGI5<3.84897733] yes=5,no=6,missing=6,gain=2.70428181,cover=1372388
- 5:[Area5<0.987501919] yes=11,no=12,missing=12,gain=2.73508096,cover=1365788
- 11:[MidArea5<1.21578133] yes=23,no=24,missing=24,gain=2.98920321,cover=1352951
- 23:[Area5<0.483568966] yes=47,no=48,missing=48,gain=2.40562773,cover=1340305
- 47:[Sulc0<-0.325671464] yes=95,no=96,missing=96,gain=5.75334072,cover=15722
- 95:leaf=0.000736209447,cover=0
- 96:leaf=-0.0112953531,cover=0
- 48:[Curv5<-0.024997253] yes=97,no=98,missing=97,gain=2.47156572,cover=1324583
- 97:leaf=2.32929615e-05,cover=0
- 98:leaf=0.000363490079,cover=0
- 24:[Area5<0.701312602] yes=49,no=50,missing=49,gain=2.03683639,cover=12646
- 49:[Ecc<2.73602629] yes=99,no=100,missing=100,gain=1.60814452,cover=635
- 99:leaf=0.000993028167,cover=0
- 100:leaf=0.00602689059,cover=0
- 50:[Sulc0<-0.0326132737] yes=101,no=102,missing=101,gain=1.76906729,cover=12011
- 101:leaf=0.00064758095,cover=0
- 102:leaf=0.0163350776,cover=0
- 12:[LGI5<2.3865335] yes=25,no=26,missing=26,gain=2.10164213,cover=12837
- 25:[Pol<107.66053] yes=51,no=52,missing=51,gain=3.10514903,cover=2237
- 51:[Ecc<3.16401935] yes=103,no=104,missing=104,gain=6.72530937,cover=1311
- 103:leaf=0.000638132624,cover=0
- 104:leaf=0.0101026287,cover=0
- 52:[Ecc<1.31300318] yes=105,no=106,missing=105,gain=2.63944077,cover=926
- 105:leaf=0.00617165072,cover=0
- 106:leaf=-0.00242955121,cover=0
- 26:[LGI5<2.70988083] yes=53,no=54,missing=53,gain=4.76399469,cover=10600
- 53:[Ecc<6.41291761] yes=107,no=108,missing=108,gain=6.05401039,cover=3747
- 107:leaf=-0.00159218931,cover=0
- 108:leaf=-0.00736030657,cover=0
- 54:[Ecc<2.54464626] yes=109,no=110,missing=110,gain=4.296556,cover=6853
- 109:leaf=0.0274797864,cover=0
- 110:leaf=-0.000247726857,cover=0
- 6:[Pol<25.2957573] yes=13,no=14,missing=14,gain=8.26386356,cover=6600
- 13:[Sulc0<-0.463317156] yes=27,no=28,missing=27,gain=1.05063033,cover=1511
- 27:[Ecc<23.1745358] yes=55,no=56,missing=55,gain=2.86405134,cover=989
- 55:[MidArea5<0.87169838] yes=111,no=112,missing=111,gain=0.726912975,cover=549
- 111:leaf=-0.00143990933,cover=0
- 112:leaf=-0.00514551252,cover=0
- 56:[PialArea5<1.4350239] yes=113,no=114,missing=113,gain=0.365770817,cover=440
- 113:leaf=0.00216188794,cover=0
- 114:leaf=-0.00356638106,cover=0
- 28:[Sulc0<0.0530014001] yes=57,no=58,missing=57,gain=1.52561164,cover=522
- 57:[Ecc<33.2971039] yes=115,no=116,missing=116,gain=0.727193356,cover=433
- 115:leaf=-0.00207325979,cover=0
- 116:leaf=-0.00656271214,cover=0
- 58:[PialCurv5<-0.0379593484] yes=117,no=118,missing=117,gain=0.804514229,cover=89
- 117:leaf=0.00978624634,cover=0
- 118:leaf=-0.000892450276,cover=0
- 14:[Ecc<20.7119312] yes=29,no=30,missing=30,gain=7.14555836,cover=5089
- 29:[Sulc0<-0.0172607526] yes=59,no=60,missing=59,gain=2.10827017,cover=2580
- 59:[MidArea5<1.00466764] yes=119,no=120,missing=119,gain=2.16894889,cover=2509
- 119:leaf=-0.000580489694,cover=0
- 120:leaf=0.00413264614,cover=0
- 60:[PialCurv5<0.0354230702] yes=121,no=122,missing=121,gain=1.21259046,cover=71
- 121:leaf=0.0110918088,cover=0
- 122:leaf=-0.00787504669,cover=0
- 30:[Area5<0.65839982] yes=61,no=62,missing=61,gain=3.46188545,cover=2509
- 61:[MidArea5<0.882454634] yes=123,no=124,missing=124,gain=5.28738403,cover=547
- 123:leaf=0.00554511277,cover=0
- 124:leaf=0.0202874132,cover=0
- 62:[PialCurv5<-0.0515215881] yes=125,no=126,missing=125,gain=2.85482121,cover=1962
- 125:leaf=0.00175158144,cover=0
- 126:leaf=0.00600434188,cover=0
-booster[445]:
-0:[PialArea5<0.409017563] yes=1,no=2,missing=1,gain=1.87423503,cover=5124388
- 1:[Area5<0.726017833] yes=3,no=4,missing=4,gain=4.97317219,cover=483456
- 3:[PialCurv5<0.010724308] yes=7,no=8,missing=7,gain=4.60909224,cover=398494
- 7:[LGI5<3.64692807] yes=15,no=16,missing=16,gain=2.20785809,cover=6871
- 15:[Sulc0<1.16950965] yes=31,no=32,missing=31,gain=1.5536356,cover=6686
- 31:[PialCurv5<-0.190801308] yes=63,no=64,missing=64,gain=1.2088275,cover=6652
- 63:leaf=0.000659319223,cover=0
- 64:leaf=-0.00141779589,cover=0
- 32:[Ecc<43.8470497] yes=65,no=66,missing=66,gain=1.52826643,cover=34
- 65:leaf=0.0151475687,cover=0
- 66:leaf=-0.00890936144,cover=0
- 16:[Pol<125.881905] yes=33,no=34,missing=33,gain=1.71527004,cover=185
- 33:[Ecc<28.2834949] yes=67,no=68,missing=67,gain=1.08518124,cover=171
- 67:leaf=-0.010676316,cover=0
- 68:leaf=-0.00202986854,cover=0
- 34:[Ecc<12.7231894] yes=69,no=70,missing=69,gain=0.787747443,cover=14
- 69:leaf=-0.0145160779,cover=0
- 70:leaf=0.0145373838,cover=0
- 8:[Sulc0<0.134837523] yes=17,no=18,missing=17,gain=6.44200897,cover=391623
- 17:[Ecc<0.943656743] yes=35,no=36,missing=36,gain=3.99075317,cover=33165
- 35:[Pol<123.615685] yes=71,no=72,missing=71,gain=5.26051235,cover=9112
- 71:leaf=0.00220861449,cover=0
- 72:leaf=-0.000785775133,cover=0
- 36:[Sulc0<-0.217071146] yes=73,no=74,missing=73,gain=6.19266033,cover=24053
- 73:leaf=0.00278971647,cover=0
- 74:leaf=0.000677180244,cover=0
- 18:[Ecc<1.15906882] yes=37,no=38,missing=38,gain=4.61891651,cover=358458
- 37:[PialCurv5<0.175003663] yes=75,no=76,missing=76,gain=3.39031267,cover=922
- 75:leaf=-0.0120588765,cover=0
- 76:leaf=-0.00246873661,cover=0
- 38:[Pol<89.1530609] yes=77,no=78,missing=77,gain=4.36898518,cover=357536
- 77:leaf=0.000326451933,cover=0
- 78:leaf=-0.000101085425,cover=0
- 4:[PialCurv5<0.291493237] yes=9,no=10,missing=9,gain=7.33990431,cover=84962
- 9:[Curv5<0.0595101416] yes=19,no=20,missing=20,gain=8.03178692,cover=33150
- 19:[Ecc<15.7955055] yes=39,no=40,missing=39,gain=2.27277946,cover=207
- 39:[LGI5<2.30180311] yes=79,no=80,missing=80,gain=2.20799494,cover=95
- 79:leaf=-0.0213875379,cover=0
- 80:leaf=9.62265985e-05,cover=0
- 40:[Ecc<27.7987404] yes=81,no=82,missing=81,gain=1.47268772,cover=112
- 81:leaf=-0.0183261484,cover=0
- 82:leaf=-0.00649853749,cover=0
- 20:[LGI5<2.31684756] yes=41,no=42,missing=42,gain=3.38740158,cover=32943
- 41:[Ecc<2.07756257] yes=83,no=84,missing=83,gain=4.86406469,cover=488
- 83:leaf=-0.0123580182,cover=0
- 84:leaf=-0.000375243748,cover=0
- 42:[Sulc0<-0.0326132737] yes=85,no=86,missing=85,gain=5.79039955,cover=32455
- 85:leaf=0.00854939502,cover=0
- 86:leaf=0.00108571071,cover=0
- 10:[Sulc0<0.812575758] yes=21,no=22,missing=21,gain=4.92257547,cover=51812
- 21:[LGI5<2.45932961] yes=43,no=44,missing=43,gain=1.78830218,cover=18806
- 43:[Sulc0<0.317313671] yes=87,no=88,missing=87,gain=0.993597269,cover=3628
- 87:leaf=0.00206517125,cover=0
- 88:leaf=-0.000573767466,cover=0
- 44:[Sulc0<0.528918922] yes=89,no=90,missing=89,gain=2.49730635,cover=15178
- 89:leaf=0.00254767784,cover=0
- 90:leaf=0.000695214665,cover=0
- 22:[Ecc<21.0377083] yes=45,no=46,missing=45,gain=6.10162401,cover=33006
- 45:[PialArea5<0.338250697] yes=91,no=92,missing=91,gain=2.76395941,cover=17466
- 91:leaf=-0.000148443258,cover=0
- 92:leaf=-0.00143972842,cover=0
- 46:[Area5<0.924216449] yes=93,no=94,missing=93,gain=2.40959406,cover=15540
- 93:leaf=0.000361225335,cover=0
- 94:leaf=0.00679333275,cover=0
- 2:[Curv5<0.107059956] yes=5,no=6,missing=5,gain=4.65979815,cover=4640932
- 5:[Sulc0<-0.0326132737] yes=11,no=12,missing=11,gain=4.76546192,cover=4113015
- 11:[PialArea5<0.747707367] yes=23,no=24,missing=24,gain=8.054533,cover=3056553
- 23:[Pol<172.045227] yes=47,no=48,missing=47,gain=15.779933,cover=579410
- 47:[Ecc<2.07756257] yes=95,no=96,missing=95,gain=14.197814,cover=530275
- 95:leaf=0.00013241898,cover=0
- 96:leaf=-0.000436744624,cover=0
- 48:[Area5<0.68633163] yes=97,no=98,missing=97,gain=23.3858337,cover=49135
- 97:leaf=-1.89785133e-05,cover=0
- 98:leaf=0.00240317872,cover=0
- 24:[Area5<0.877147377] yes=49,no=50,missing=49,gain=6.07315063,cover=2477143
- 49:[Curv5<-0.0366821773] yes=99,no=100,missing=100,gain=7.72507811,cover=2426849
- 99:leaf=-4.54793508e-07,cover=0
- 100:leaf=0.000316102552,cover=0
- 50:[Curv5<-0.0203319378] yes=101,no=102,missing=101,gain=7.80586672,cover=50294
- 101:leaf=-0.000336610101,cover=0
- 102:leaf=-0.00255521387,cover=0
- 12:[Pol<156.492447] yes=25,no=26,missing=25,gain=16.7290955,cover=1056462
- 25:[Ecc<2.6050899] yes=51,no=52,missing=51,gain=13.1826096,cover=1018265
- 51:[Area5<0.720865786] yes=103,no=104,missing=104,gain=9.50993443,cover=22688
- 103:leaf=-0.00183836406,cover=0
- 104:leaf=0.000281505141,cover=0
- 52:[Pol<84.1277542] yes=105,no=106,missing=106,gain=14.4990368,cover=995577
- 105:leaf=-7.71125124e-05,cover=0
- 106:leaf=0.000315543643,cover=0
- 26:[Ecc<9.75650311] yes=53,no=54,missing=53,gain=48.7664261,cover=38197
- 53:[Sulc0<0.0689564943] yes=107,no=108,missing=108,gain=13.2823448,cover=4844
- 107:leaf=-0.0036403907,cover=0
- 108:leaf=-0.00908939354,cover=0
- 54:[Ecc<42.1016579] yes=109,no=110,missing=109,gain=14.1068373,cover=33353
- 109:leaf=-0.000974870753,cover=0
- 110:leaf=0.00120524969,cover=0
- 6:[Pol<129.571716] yes=13,no=14,missing=13,gain=6.42182016,cover=527917
- 13:[Ecc<12.9325523] yes=27,no=28,missing=27,gain=7.49992371,cover=465369
- 27:[Pol<81.5476837] yes=55,no=56,missing=56,gain=4.57016134,cover=322123
- 55:[Ecc<0.783076942] yes=111,no=112,missing=111,gain=5.79035282,cover=40731
- 111:leaf=-0.00341979973,cover=0
- 112:leaf=0.000507986755,cover=0
- 56:[PialCurv5<0.175003663] yes=113,no=114,missing=113,gain=9.11946487,cover=281392
- 113:leaf=-0.000672467751,cover=0
- 114:leaf=4.13793441e-06,cover=0
- 28:[Pol<44.6807365] yes=57,no=58,missing=58,gain=10.4991932,cover=143246
- 57:[PialCurv5<0.128475845] yes=115,no=116,missing=115,gain=20.0438614,cover=4101
- 115:leaf=0.00949668791,cover=0
- 116:leaf=0.000353615411,cover=0
- 58:[Sulc0<0.703387856] yes=117,no=118,missing=117,gain=10.701498,cover=139145
- 117:leaf=-0.00107449747,cover=0
- 118:leaf=-0.000192787018,cover=0
- 14:[LGI5<3.58443618] yes=29,no=30,missing=29,gain=8.01984024,cover=62548
- 29:[Pol<165.944183] yes=59,no=60,missing=59,gain=6.82444191,cover=60693
- 59:[Sulc0<-0.0401471928] yes=119,no=120,missing=119,gain=10.0606184,cover=36760
- 119:leaf=0.00201819162,cover=0
- 120:leaf=0.000152999448,cover=0
- 60:[LGI5<2.91278505] yes=121,no=122,missing=121,gain=8.65359116,cover=23933
- 121:leaf=0.000388453511,cover=0
- 122:leaf=-0.00153436512,cover=0
- 30:[Pol<139.671173] yes=61,no=62,missing=62,gain=2.97224331,cover=1855
- 61:[Area5<0.64983958] yes=123,no=124,missing=123,gain=1.2443285,cover=933
- 123:leaf=0.00644244999,cover=0
- 124:leaf=0.000886483584,cover=0
- 62:[Ecc<15.7955055] yes=125,no=126,missing=126,gain=3.8842907,cover=922
- 125:leaf=0.000462796044,cover=0
- 126:leaf=0.00763415406,cover=0
-booster[446]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=1.82532537,cover=5124388
- 1:[Ecc<9.38688755] yes=3,no=4,missing=3,gain=5.34426928,cover=60049
- 3:[PialCurv5<0.0285326894] yes=7,no=8,missing=7,gain=7.52575302,cover=22826
- 7:[LGI5<3.15728688] yes=15,no=16,missing=15,gain=4.31266737,cover=20837
- 15:[Sulc0<0.151281953] yes=31,no=32,missing=31,gain=1.94120288,cover=18708
- 31:[Area5<0.742118597] yes=63,no=64,missing=63,gain=1.22200632,cover=18698
- 63:leaf=0.000488743652,cover=0
- 64:leaf=-0.000373183109,cover=0
- 32:[Area5<0.72867924] yes=65,no=66,missing=65,gain=1.71936512,cover=10
- 65:leaf=-0.0330564678,cover=0
- 66:leaf=0.00890388992,cover=0
- 16:[PialArea5<0.524996102] yes=33,no=34,missing=34,gain=2.1021843,cover=2129
- 33:[LGI5<3.38720298] yes=67,no=68,missing=68,gain=1.66802371,cover=16
- 67:leaf=-0.00509275263,cover=0
- 68:leaf=0.0269507058,cover=0
- 34:[Sulc0<-0.325671464] yes=69,no=70,missing=70,gain=2.10368347,cover=2113
- 69:leaf=-0.00170960592,cover=0
- 70:leaf=-0.0064078453,cover=0
- 8:[Area5<0.584141672] yes=17,no=18,missing=17,gain=2.52674007,cover=1989
- 17:[Ecc<7.4459548] yes=35,no=36,missing=36,gain=0.913326502,cover=40
- 35:[Sulc0<-0.457356662] yes=71,no=72,missing=71,gain=0.434886813,cover=25
- 71:leaf=0.00052342884,cover=0
- 72:leaf=-0.0134239495,cover=0
- 36:[LGI5<2.73077893] yes=73,no=74,missing=74,gain=0.285505772,cover=15
- 73:leaf=-0.00466109952,cover=0
- 74:leaf=-0.0276432279,cover=0
- 18:[Sulc0<-0.152423486] yes=37,no=38,missing=37,gain=1.91875601,cover=1949
- 37:[PialCurv5<0.15079549] yes=75,no=76,missing=76,gain=1.1216023,cover=1323
- 75:leaf=-0.00133826188,cover=0
- 76:leaf=-0.00554777635,cover=0
- 38:[PialArea5<0.427728564] yes=77,no=78,missing=77,gain=0.873085499,cover=626
- 77:leaf=0.000341975596,cover=0
- 78:leaf=-0.00590313785,cover=0
- 4:[MidArea5<0.648438752] yes=9,no=10,missing=9,gain=3.57914686,cover=37223
- 9:[Ecc<35.8605728] yes=19,no=20,missing=20,gain=2.49876595,cover=2985
- 19:[Area5<0.721707046] yes=39,no=40,missing=40,gain=1.43490314,cover=2205
- 39:[Sulc0<-0.27863887] yes=79,no=80,missing=79,gain=1.66818237,cover=2080
- 79:leaf=-0.0013132022,cover=0
- 80:leaf=-0.00447881548,cover=0
- 40:[LGI5<2.97899532] yes=81,no=82,missing=81,gain=1.20174217,cover=125
- 81:leaf=0.0110283969,cover=0
- 82:leaf=0.00021682978,cover=0
- 20:[PialCurv5<-0.058241725] yes=41,no=42,missing=42,gain=2.18686628,cover=780
- 41:[Area5<0.4695113] yes=83,no=84,missing=83,gain=0.703912914,cover=517
- 83:leaf=-0.00353448349,cover=0
- 84:leaf=0.000633624557,cover=0
- 42:[PialCurv5<0.160740122] yes=85,no=86,missing=85,gain=0.930459261,cover=263
- 85:leaf=0.00787034445,cover=0
- 86:leaf=0.00189633144,cover=0
- 10:[PialCurv5<-0.0923183635] yes=21,no=22,missing=22,gain=3.02782249,cover=34238
- 21:[PialArea5<0.808668435] yes=43,no=44,missing=43,gain=2.4592936,cover=20317
- 43:[Sulc0<-0.370474488] yes=87,no=88,missing=87,gain=1.50367999,cover=1664
- 87:leaf=0.0016418075,cover=0
- 88:leaf=0.00602339394,cover=0
- 44:[Curv5<-0.121808149] yes=89,no=90,missing=89,gain=3.13591528,cover=18653
- 89:leaf=0.000156607261,cover=0
- 90:leaf=0.00562464399,cover=0
- 22:[Sulc0<-0.224179193] yes=45,no=46,missing=45,gain=4.1926651,cover=13921
- 45:[LGI5<3.11198854] yes=91,no=92,missing=92,gain=3.06008148,cover=9986
- 91:leaf=0.00284845382,cover=0
- 92:leaf=0.00109215116,cover=0
- 46:[MidArea5<0.885289252] yes=93,no=94,missing=93,gain=3.20976973,cover=3935
- 93:leaf=0.000833764789,cover=0
- 94:leaf=-0.00239647878,cover=0
- 2:[Sulc0<-0.319176674] yes=5,no=6,missing=5,gain=2.12261462,cover=5064339
- 5:[PialArea5<0.742050111] yes=11,no=12,missing=11,gain=5.4874115,cover=2289606
- 11:[Ecc<4.73840666] yes=23,no=24,missing=24,gain=9.98295784,cover=331170
- 23:[MidArea5<0.688058555] yes=47,no=48,missing=47,gain=10.5348263,cover=194668
- 47:[Ecc<1.46579576] yes=95,no=96,missing=95,gain=4.66728115,cover=177667
- 95:leaf=-9.76951123e-05,cover=0
- 96:leaf=0.000423087971,cover=0
- 48:[Pol<68.1421661] yes=97,no=98,missing=98,gain=12.4923096,cover=17001
- 97:leaf=0.00141289236,cover=0
- 98:leaf=-0.00189292233,cover=0
- 24:[PialCurv5<-0.115016438] yes=49,no=50,missing=50,gain=22.5253334,cover=136502
- 49:[Pol<149.795395] yes=99,no=100,missing=99,gain=3.87977552,cover=59015
- 99:leaf=-7.5287644e-05,cover=0
- 100:leaf=0.000822218892,cover=0
- 50:[Pol<172.045227] yes=101,no=102,missing=101,gain=16.9679031,cover=77487
- 101:leaf=-0.00145564391,cover=0
- 102:leaf=0.000493805797,cover=0
- 12:[MidArea5<0.552703321] yes=25,no=26,missing=26,gain=4.55534744,cover=1958436
- 25:[PialArea5<0.756055057] yes=51,no=52,missing=51,gain=0.668111324,cover=691
- 51:[MidArea5<0.548060238] yes=103,no=104,missing=104,gain=0.463368654,cover=428
- 103:leaf=0.00413802406,cover=0
- 104:leaf=0.000766040816,cover=0
- 52:[Ecc<0.729281187] yes=105,no=106,missing=105,gain=0.43881464,cover=263
- 105:leaf=0.0111425808,cover=0
- 106:leaf=0.00517602311,cover=0
- 26:[Curv5<-0.0816265643] yes=53,no=54,missing=53,gain=3.78087282,cover=1957745
- 53:[PialCurv5<-0.0410871245] yes=107,no=108,missing=107,gain=13.568079,cover=1745840
- 107:leaf=-5.56287778e-05,cover=0
- 108:leaf=0.000814308121,cover=0
- 54:[PialCurv5<-0.0644776821] yes=109,no=110,missing=109,gain=62.3278999,cover=211905
- 109:leaf=0.00289702602,cover=0
- 110:leaf=-8.07709657e-05,cover=0
- 6:[LGI5<2.29656005] yes=13,no=14,missing=13,gain=5.31254673,cover=2774733
- 13:[LGI5<2.21018219] yes=27,no=28,missing=27,gain=5.71590805,cover=93644
- 27:[Ecc<1.26157856] yes=55,no=56,missing=55,gain=8.6041708,cover=27139
- 55:[PialCurv5<0.0798129067] yes=111,no=112,missing=111,gain=7.70093441,cover=3030
- 111:leaf=-0.00611343374,cover=0
- 112:leaf=-0.000850374054,cover=0
- 56:[PialCurv5<-0.0114707183] yes=113,no=114,missing=113,gain=5.77964115,cover=24109
- 113:leaf=0.00225891965,cover=0
- 114:leaf=-0.00017714467,cover=0
- 28:[MidArea5<0.786720097] yes=57,no=58,missing=58,gain=4.41469002,cover=66505
- 57:[PialCurv5<-0.0262977369] yes=115,no=116,missing=115,gain=3.8067894,cover=61039
- 115:leaf=-0.000947756344,cover=0
- 116:leaf=0.000629895425,cover=0
- 58:[Area5<0.894858658] yes=117,no=118,missing=117,gain=4.44321728,cover=5466
- 117:leaf=0.00246146182,cover=0
- 118:leaf=-0.00246226485,cover=0
- 14:[Ecc<5.08081961] yes=29,no=30,missing=29,gain=6.10359001,cover=2681089
- 29:[PialCurv5<0.107261039] yes=59,no=60,missing=59,gain=30.4253998,cover=454674
- 59:[Area5<0.630444467] yes=119,no=120,missing=120,gain=17.2117233,cover=203385
- 119:leaf=0.000192565247,cover=0
- 120:leaf=-0.000872499717,cover=0
- 60:[PialArea5<0.761482477] yes=121,no=122,missing=122,gain=9.64628601,cover=251289
- 121:leaf=0.000155313668,cover=0
- 122:leaf=0.00184235594,cover=0
- 30:[PialCurv5<0.104427323] yes=61,no=62,missing=62,gain=14.3429956,cover=2226415
- 61:[LGI5<2.58096433] yes=123,no=124,missing=123,gain=17.7066689,cover=1217412
- 123:leaf=0.00068699586,cover=0
- 124:leaf=9.34840791e-05,cover=0
- 62:[PialArea5<0.546516836] yes=125,no=126,missing=125,gain=13.5163221,cover=1009003
- 125:leaf=2.55227187e-05,cover=0
- 126:leaf=-0.000376851123,cover=0
-booster[447]:
-0:[Curv5<0.266060919] yes=1,no=2,missing=1,gain=1.87157667,cover=5124388
- 1:[PialArea5<0.324585885] yes=3,no=4,missing=3,gain=2.56185269,cover=5104371
- 3:[Pol<103.31839] yes=7,no=8,missing=8,gain=1.77989125,cover=148019
- 7:[Pol<93.3357697] yes=15,no=16,missing=15,gain=2.76303577,cover=104089
- 15:[Ecc<9.27846909] yes=31,no=32,missing=31,gain=6.25703907,cover=46547
- 31:[LGI5<2.29093218] yes=63,no=64,missing=63,gain=3.78010559,cover=10656
- 63:leaf=-0.00294510275,cover=0
- 64:leaf=0.00164640788,cover=0
- 32:[LGI5<3.58443618] yes=65,no=66,missing=65,gain=2.38506603,cover=35891
- 65:leaf=-4.81687421e-05,cover=0
- 66:leaf=0.00153579924,cover=0
- 16:[Ecc<6.16403294] yes=33,no=34,missing=34,gain=3.77411199,cover=57542
- 33:[Sulc0<0.118391842] yes=67,no=68,missing=67,gain=2.31031132,cover=13966
- 67:leaf=0.0036925883,cover=0
- 68:leaf=0.000444984209,cover=0
- 34:[Ecc<20.3925476] yes=69,no=70,missing=69,gain=4.63840866,cover=43576
- 69:leaf=-0.000614356599,cover=0
- 70:leaf=0.000707767322,cover=0
- 8:[Ecc<0.836319208] yes=17,no=18,missing=18,gain=2.63268995,cover=43930
- 17:[LGI5<2.47264814] yes=35,no=36,missing=36,gain=1.58761919,cover=2416
- 35:[PialCurv5<0.493508637] yes=71,no=72,missing=72,gain=1.22275162,cover=2060
- 71:leaf=-0.000782325573,cover=0
- 72:leaf=0.00737639889,cover=0
- 36:[LGI5<2.53029394] yes=73,no=74,missing=73,gain=1.49574065,cover=356
- 73:leaf=-0.0082633188,cover=0
- 74:leaf=-0.00161619706,cover=0
- 18:[Ecc<17.0169544] yes=37,no=38,missing=37,gain=2.02385473,cover=41514
- 37:[LGI5<2.81919122] yes=75,no=76,missing=76,gain=7.4315877,cover=31139
- 75:leaf=0.000317980041,cover=0
- 76:leaf=0.00209257007,cover=0
- 38:[Pol<119.248337] yes=77,no=78,missing=77,gain=3.20769596,cover=10375
- 77:leaf=-0.000499297457,cover=0
- 78:leaf=0.00163638091,cover=0
- 4:[PialCurv5<0.493508637] yes=9,no=10,missing=9,gain=3.29193139,cover=4956352
- 9:[PialCurv5<0.353309482] yes=19,no=20,missing=19,gain=3.7954185,cover=4949715
- 19:[Sulc0<1.25822949] yes=39,no=40,missing=40,gain=4.01730585,cover=4843278
- 39:[Ecc<34.5416374] yes=79,no=80,missing=79,gain=2.37758613,cover=4835172
- 79:leaf=8.38941378e-06,cover=0
- 80:leaf=-0.000130771106,cover=0
- 40:[Area5<0.731406808] yes=81,no=82,missing=82,gain=3.68036366,cover=8106
- 81:leaf=-0.000222081944,cover=0
- 82:leaf=0.00196299958,cover=0
- 20:[Curv5<0.166947007] yes=41,no=42,missing=41,gain=2.77141738,cover=106437
- 41:[PialArea5<0.48968944] yes=83,no=84,missing=83,gain=4.93133831,cover=30232
- 83:leaf=-0.000190401362,cover=0
- 84:leaf=0.00148904638,cover=0
- 42:[MidArea5<0.524661958] yes=85,no=86,missing=85,gain=2.39470387,cover=76205
- 85:leaf=-4.52087224e-05,cover=0
- 86:leaf=-0.000650358037,cover=0
- 10:[Sulc0<1.02827847] yes=21,no=22,missing=22,gain=2.51003265,cover=6637
- 21:[LGI5<2.78495932] yes=43,no=44,missing=44,gain=2.55427361,cover=5592
- 43:[Sulc0<-0.0637059584] yes=87,no=88,missing=87,gain=3.36643457,cover=3710
- 87:leaf=0.00536192721,cover=0
- 88:leaf=0.000273647398,cover=0
- 44:[LGI5<3.64692807] yes=89,no=90,missing=89,gain=2.66278124,cover=1882
- 89:leaf=0.00350892218,cover=0
- 90:leaf=-0.00431648456,cover=0
- 22:[Ecc<13.4950199] yes=45,no=46,missing=45,gain=0.631031156,cover=1045
- 45:[PialArea5<0.458904862] yes=91,no=92,missing=91,gain=1.22450507,cover=332
- 91:leaf=-0.00333830132,cover=0
- 92:leaf=0.0194871947,cover=0
- 46:[LGI5<3.60428405] yes=93,no=94,missing=93,gain=0.662856698,cover=713
- 93:leaf=0.000497817178,cover=0
- 94:leaf=-0.00320560182,cover=0
- 2:[Ecc<3.80337262] yes=5,no=6,missing=5,gain=1.87140918,cover=20017
- 5:[Area5<0.521939099] yes=11,no=12,missing=11,gain=1.45533085,cover=9479
- 11:[Ecc<2.25101852] yes=23,no=24,missing=24,gain=1.84809875,cover=727
- 23:[LGI5<2.25958419] yes=47,no=48,missing=47,gain=1.31113243,cover=185
- 47:leaf=0.0223985277,cover=0
- 48:[Area5<0.489361584] yes=95,no=96,missing=95,gain=0.887852669,cover=179
- 95:leaf=0.00537174894,cover=0
- 96:leaf=-0.00209935778,cover=0
- 24:[Sulc0<0.0689564943] yes=49,no=50,missing=49,gain=0.930250645,cover=542
- 49:[PialArea5<0.292306483] yes=97,no=98,missing=98,gain=0.423040152,cover=128
- 97:leaf=-0.00566286175,cover=0
- 98:leaf=-0.0115951691,cover=0
- 50:[PialCurv5<0.322157294] yes=99,no=100,missing=100,gain=0.350513577,cover=414
- 99:leaf=-0.00638519228,cover=0
- 100:leaf=-0.00271234778,cover=0
- 12:[LGI5<2.13090348] yes=25,no=26,missing=26,gain=0.790805578,cover=8752
- 25:[PialCurv5<0.382664889] yes=51,no=52,missing=52,gain=0.198733807,cover=76
- 51:[Ecc<3.22716212] yes=101,no=102,missing=101,gain=0.0334137045,cover=40
- 101:leaf=0.00239284383,cover=0
- 102:leaf=-0.00126147945,cover=0
- 52:[Pol<106.604004] yes=103,no=104,missing=103,gain=0.101587474,cover=36
- 103:leaf=0.00766438572,cover=0
- 104:leaf=-0.00149233942,cover=0
- 26:[Sulc0<0.235979095] yes=53,no=54,missing=53,gain=0.687195778,cover=8676
- 53:[Ecc<0.353712648] yes=105,no=106,missing=105,gain=0.841670275,cover=3165
- 105:leaf=0.0025616379,cover=0
- 106:leaf=-0.00161077199,cover=0
- 54:[Ecc<1.73852015] yes=107,no=108,missing=107,gain=0.828420699,cover=5511
- 107:leaf=-0.00296166702,cover=0
- 108:leaf=-0.000366724271,cover=0
- 6:[Ecc<22.0897732] yes=13,no=14,missing=13,gain=2.30730939,cover=10538
- 13:[Ecc<12.7231894] yes=27,no=28,missing=27,gain=5.42657566,cover=7386
- 27:[LGI5<3.16380119] yes=55,no=56,missing=56,gain=2.82346773,cover=7108
- 55:[LGI5<2.3349762] yes=109,no=110,missing=109,gain=3.25168061,cover=6758
- 109:leaf=-0.00164458121,cover=0
- 110:leaf=0.00100089295,cover=0
- 56:[PialArea5<0.472106963] yes=111,no=112,missing=111,gain=1.93151832,cover=350
- 111:leaf=-0.00503105856,cover=0
- 112:leaf=0.0118136657,cover=0
- 28:[LGI5<2.94529939] yes=57,no=58,missing=57,gain=1.57080889,cover=278
- 57:[PialCurv5<0.157381535] yes=113,no=114,missing=113,gain=0.296506882,cover=69
- 113:leaf=-0.00361341238,cover=0
- 114:leaf=0.0143691571,cover=0
- 58:[Sulc0<0.995960534] yes=115,no=116,missing=116,gain=2.5810833,cover=209
- 115:leaf=0.00218757126,cover=0
- 116:leaf=0.0157151558,cover=0
- 14:[LGI5<2.59789038] yes=29,no=30,missing=30,gain=1.55370569,cover=3152
- 29:[PialArea5<0.245474651] yes=59,no=60,missing=59,gain=0.237144828,cover=57
- 59:[Ecc<28.7730255] yes=117,no=118,missing=117,gain=0.021907568,cover=46
- 117:leaf=-0.00907413568,cover=0
- 118:leaf=-0.0129157146,cover=0
- 60:[Area5<0.674147427] yes=119,no=120,missing=119,gain=0.0346300825,cover=11
- 119:leaf=-0.000116208197,cover=0
- 120:leaf=-0.00558149954,cover=0
- 30:[LGI5<2.81919122] yes=61,no=62,missing=61,gain=1.15128148,cover=3095
- 61:[Area5<0.607942343] yes=121,no=122,missing=122,gain=0.572880566,cover=266
- 121:leaf=0.000439527765,cover=0
- 122:leaf=0.00530356262,cover=0
- 62:[LGI5<2.93433285] yes=123,no=124,missing=123,gain=2.85504317,cover=2829
- 123:leaf=-0.00592059642,cover=0
- 124:leaf=-0.000753694389,cover=0
-booster[448]:
-0:[Sulc0<-1.15707839] yes=1,no=2,missing=1,gain=1.80217338,cover=5124388
- 1:[PialCurv5<-0.103163145] yes=3,no=4,missing=4,gain=3.39339709,cover=60049
- 3:[Area5<0.693521142] yes=7,no=8,missing=8,gain=2.16248965,cover=54784
- 7:[Ecc<0.836319208] yes=15,no=16,missing=16,gain=1.93060517,cover=41382
- 15:[PialCurv5<-0.153030112] yes=31,no=32,missing=31,gain=1.74157476,cover=5482
- 31:[LGI5<2.13090348] yes=63,no=64,missing=63,gain=1.22110283,cover=1151
- 63:leaf=0.00801089685,cover=0
- 64:leaf=-0.00147560833,cover=0
- 32:[Area5<0.66211915] yes=65,no=66,missing=65,gain=1.38333726,cover=4331
- 65:leaf=0.00127395825,cover=0
- 66:leaf=-0.00190009386,cover=0
- 16:[Curv5<-0.292340577] yes=33,no=34,missing=34,gain=1.94376016,cover=35900
- 33:[LGI5<2.89127874] yes=67,no=68,missing=68,gain=1.36808467,cover=9619
- 67:leaf=0.000529166951,cover=0
- 68:leaf=-0.000773647276,cover=0
- 34:[LGI5<2.13090348] yes=69,no=70,missing=69,gain=1.29716587,cover=26281
- 69:leaf=-0.00282047386,cover=0
- 70:leaf=-0.000632597308,cover=0
- 8:[LGI5<2.67457628] yes=17,no=18,missing=17,gain=2.49498558,cover=13402
- 17:[PialArea5<1.16911256] yes=35,no=36,missing=35,gain=1.9552474,cover=6612
- 35:[Sulc0<-1.24864507] yes=71,no=72,missing=71,gain=1.38578939,cover=1802
- 71:leaf=0.00429063011,cover=0
- 72:leaf=0.00142171502,cover=0
- 36:[Area5<0.846071243] yes=73,no=74,missing=74,gain=2.83339381,cover=4810
- 73:leaf=0.000150931577,cover=0
- 74:leaf=0.00415204512,cover=0
- 18:[PialArea5<0.95820266] yes=37,no=38,missing=37,gain=1.64199805,cover=6790
- 37:[Curv5<-0.303613424] yes=75,no=76,missing=75,gain=1.31165171,cover=1148
- 75:leaf=-0.00593338441,cover=0
- 76:leaf=-0.0012726268,cover=0
- 38:[Ecc<3.67199802] yes=77,no=78,missing=77,gain=1.84590495,cover=5642
- 77:leaf=-0.00268358295,cover=0
- 78:leaf=0.000370377791,cover=0
- 4:[LGI5<2.74134016] yes=9,no=10,missing=9,gain=3.41633749,cover=5265
- 9:[Ecc<3.29132295] yes=19,no=20,missing=20,gain=3.05106115,cover=4834
- 19:[Curv5<-0.222158164] yes=39,no=40,missing=39,gain=1.79615068,cover=3944
- 39:[Pol<39.0368156] yes=79,no=80,missing=79,gain=1.06506395,cover=779
- 79:leaf=-0.000476485351,cover=0
- 80:leaf=0.00339312735,cover=0
- 40:[Ecc<2.54464626] yes=81,no=82,missing=81,gain=1.56325865,cover=3165
- 81:leaf=-0.00242188782,cover=0
- 82:leaf=0.000177994239,cover=0
- 20:[PialArea5<0.911882102] yes=41,no=42,missing=42,gain=2.04474211,cover=890
- 41:[PialCurv5<-0.058241725] yes=83,no=84,missing=83,gain=0.871761203,cover=61
- 83:leaf=0.00593964336,cover=0
- 84:leaf=-0.0159089472,cover=0
- 42:[Pol<52.7894325] yes=85,no=86,missing=86,gain=1.23474598,cover=829
- 85:leaf=-0.00404810812,cover=0
- 86:leaf=-0.00854561757,cover=0
- 10:[Curv5<-0.215837389] yes=21,no=22,missing=21,gain=1.75670385,cover=431
- 21:[Pol<22.2436924] yes=43,no=44,missing=43,gain=0.341240108,cover=108
- 43:[PialCurv5<-0.0680129603] yes=87,no=88,missing=88,gain=0.194015324,cover=69
- 87:leaf=-0.00144308375,cover=0
- 88:leaf=0.00732753146,cover=0
- 44:[LGI5<3.15084362] yes=89,no=90,missing=89,gain=0.403383851,cover=39
- 89:leaf=-0.000528455945,cover=0
- 90:leaf=-0.0107181584,cover=0
- 22:[MidArea5<0.851890504] yes=45,no=46,missing=45,gain=0.858642817,cover=323
- 45:[LGI5<3.37729335] yes=91,no=92,missing=91,gain=2.04137278,cover=102
- 91:leaf=0.0127011752,cover=0
- 92:leaf=-0.00302665634,cover=0
- 46:[LGI5<3.78836131] yes=93,no=94,missing=93,gain=1.16852188,cover=221
- 93:leaf=0.000959646713,cover=0
- 94:leaf=0.00984621048,cover=0
- 2:[PialArea5<1.29873812] yes=5,no=6,missing=5,gain=2.24073792,cover=5064339
- 5:[Ecc<1.21076584] yes=11,no=12,missing=11,gain=2.41544461,cover=4914344
- 11:[Pol<148.336472] yes=23,no=24,missing=23,gain=12.5428791,cover=362532
- 23:[Pol<50.9985542] yes=47,no=48,missing=47,gain=16.1874561,cover=264627
- 47:[Ecc<0.729281187] yes=95,no=96,missing=95,gain=6.3816061,cover=77957
- 95:leaf=-0.000137576702,cover=0
- 96:leaf=-0.00104562694,cover=0
- 48:[Area5<0.629274011] yes=97,no=98,missing=98,gain=12.4983559,cover=186670
- 97:leaf=1.11982763e-05,cover=0
- 98:leaf=0.000874889374,cover=0
- 24:[PialArea5<1.01690364] yes=49,no=50,missing=49,gain=4.91431046,cover=97905
- 49:[Area5<0.735260904] yes=99,no=100,missing=99,gain=3.88862038,cover=90689
- 99:leaf=-0.00063875888,cover=0
- 100:leaf=-0.00221048086,cover=0
- 50:[PialCurv5<-0.0940372422] yes=101,no=102,missing=102,gain=4.53921318,cover=7216
- 101:leaf=-0.000687436259,cover=0
- 102:leaf=0.0018250182,cover=0
- 12:[LGI5<2.29093218] yes=25,no=26,missing=25,gain=6.78282118,cover=4551812
- 25:[Ecc<3.03937531] yes=51,no=52,missing=51,gain=8.80518532,cover=196312
- 51:[LGI5<2.25958419] yes=103,no=104,missing=104,gain=6.28506565,cover=104211
- 103:leaf=0.00033944624,cover=0
- 104:leaf=0.00116771087,cover=0
- 52:[Sulc0<-0.370474488] yes=105,no=106,missing=105,gain=12.1967793,cover=92101
- 105:leaf=-0.000740549702,cover=0
- 106:leaf=0.000426072016,cover=0
- 26:[Pol<27.4246235] yes=53,no=54,missing=54,gain=4.70978451,cover=4355500
- 53:[Ecc<4.27275372] yes=107,no=108,missing=107,gain=11.6523361,cover=453423
- 107:leaf=0.000724108308,cover=0
- 108:leaf=3.55844531e-05,cover=0
- 54:[Ecc<3.29132295] yes=109,no=110,missing=109,gain=7.44519329,cover=3902077
- 109:leaf=-0.000203173709,cover=0
- 110:leaf=3.16463411e-06,cover=0
- 6:[PialCurv5<-0.118254207] yes=13,no=14,missing=13,gain=4.36702251,cover=149995
- 13:[Curv5<-0.175970852] yes=27,no=28,missing=27,gain=9.39508247,cover=45682
- 27:[Pol<19.2006226] yes=55,no=56,missing=55,gain=2.81377959,cover=41498
- 55:[MidArea5<0.938860953] yes=111,no=112,missing=112,gain=1.43882561,cover=12085
- 111:leaf=0.00657696649,cover=0
- 112:leaf=-0.00112282147,cover=0
- 56:[Ecc<2.91795349] yes=113,no=114,missing=113,gain=2.45299864,cover=29413
- 113:leaf=-0.000993833062,cover=0
- 114:leaf=7.76556626e-05,cover=0
- 28:[Sulc0<-0.667459846] yes=57,no=58,missing=58,gain=4.46599722,cover=4184
- 57:[Curv5<-0.155295327] yes=115,no=116,missing=116,gain=4.13166046,cover=3064
- 115:leaf=0.00178764388,cover=0
- 116:leaf=0.00574384769,cover=0
- 58:[Ecc<0.999059319] yes=117,no=118,missing=117,gain=3.47232676,cover=1120
- 117:leaf=-0.0245529078,cover=0
- 118:leaf=-0.000333243079,cover=0
- 14:[LGI5<2.45602322] yes=29,no=30,missing=29,gain=3.86142921,cover=104313
- 29:[Pol<14.1659222] yes=59,no=60,missing=59,gain=6.21063137,cover=26807
- 59:[Area5<0.567154288] yes=119,no=120,missing=119,gain=3.79829836,cover=3588
- 119:leaf=0.00927444268,cover=0
- 120:leaf=-0.00130242656,cover=0
- 60:[Ecc<4.07113361] yes=121,no=122,missing=121,gain=5.59609032,cover=23219
- 121:leaf=0.0015542811,cover=0
- 122:leaf=-0.000458842231,cover=0
- 30:[Ecc<4.8056078] yes=61,no=62,missing=61,gain=11.3660917,cover=77506
- 61:[Ecc<1.15906882] yes=123,no=124,missing=124,gain=4.71026564,cover=27321
- 123:leaf=0.00182653905,cover=0
- 124:leaf=-0.000803000235,cover=0
- 62:[Curv5<-0.188354567] yes=125,no=126,missing=125,gain=4.15646172,cover=50185
- 125:leaf=0.00151115458,cover=0
- 126:leaf=0.000402293546,cover=0
-booster[449]:
-0:[Pol<132.742767] yes=1,no=2,missing=1,gain=1.93616641,cover=5124388
- 1:[Sulc0<-0.101085678] yes=3,no=4,missing=3,gain=6.87033749,cover=3711688
- 3:[Pol<107.129471] yes=7,no=8,missing=8,gain=35.9934082,cover=1813826
- 7:[Ecc<7.49602938] yes=15,no=16,missing=15,gain=10.4281769,cover=1518924
- 15:[Ecc<4.13769388] yes=31,no=32,missing=31,gain=19.6674347,cover=979800
- 31:[LGI5<2.63733578] yes=63,no=64,missing=63,gain=14.7841978,cover=630011
- 63:leaf=1.10692363e-05,cover=0
- 64:leaf=-0.000884056382,cover=0
- 32:[Pol<91.5616074] yes=65,no=66,missing=65,gain=42.3789902,cover=349789
- 65:leaf=0.00052163651,cover=0
- 66:leaf=-0.00224449858,cover=0
- 16:[PialCurv5<-0.0931780562] yes=33,no=34,missing=33,gain=16.9057198,cover=539124
- 33:[Curv5<-0.130991504] yes=67,no=68,missing=67,gain=35.5780869,cover=285189
- 67:leaf=-6.34866956e-06,cover=0
- 68:leaf=0.00310941413,cover=0
- 34:[Ecc<12.5441074] yes=69,no=70,missing=69,gain=31.0396061,cover=253935
- 69:leaf=-0.00114759535,cover=0
- 70:leaf=-1.68813131e-05,cover=0
- 8:[Area5<0.635019779] yes=17,no=18,missing=18,gain=56.6759758,cover=294902
- 17:[Ecc<6.16403294] yes=35,no=36,missing=35,gain=13.1066771,cover=137113
- 35:[Ecc<2.07756257] yes=71,no=72,missing=71,gain=14.292407,cover=91920
- 71:leaf=0.000142895733,cover=0
- 72:leaf=0.0016047539,cover=0
- 36:[PialCurv5<0.0262785293] yes=73,no=74,missing=73,gain=43.3815231,cover=45193
- 73:leaf=-0.000206503391,cover=0
- 74:leaf=-0.00758267893,cover=0
- 18:[Ecc<0.999059319] yes=37,no=38,missing=38,gain=57.6025467,cover=157789
- 37:[PialCurv5<-0.0693148375] yes=75,no=76,missing=75,gain=7.70730972,cover=10849
- 75:leaf=0.000474120927,cover=0
- 76:leaf=0.00326142693,cover=0
- 38:[Curv5<-0.163374811] yes=77,no=78,missing=78,gain=52.7693634,cover=146940
- 77:leaf=0.000294680911,cover=0
- 78:leaf=-0.00200007949,cover=0
- 4:[Curv5<0.0554658733] yes=9,no=10,missing=9,gain=14.3881798,cover=1897862
- 9:[Ecc<10.426198] yes=19,no=20,missing=20,gain=26.3003101,cover=624903
- 19:[Pol<80.8913651] yes=39,no=40,missing=39,gain=137.028992,cover=287216
- 39:[LGI5<2.67938972] yes=79,no=80,missing=79,gain=65.208847,cover=79308
- 79:leaf=-0.00026290986,cover=0
- 80:leaf=-0.00315027544,cover=0
- 40:[Ecc<6.2938199] yes=81,no=82,missing=81,gain=31.1676216,cover=207908
- 81:leaf=-0.000205027332,cover=0
- 82:leaf=0.00105238101,cover=0
- 20:[Ecc<22.4429302] yes=41,no=42,missing=41,gain=54.6590424,cover=337687
- 41:[Ecc<14.0810061] yes=83,no=84,missing=84,gain=32.7734146,cover=144677
- 83:leaf=0.000407143962,cover=0
- 84:leaf=0.00192828593,cover=0
- 42:[PialCurv5<-0.0262977369] yes=85,no=86,missing=85,gain=24.945034,cover=193010
- 85:leaf=0.000966048974,cover=0
- 86:leaf=-0.000339421327,cover=0
- 10:[Area5<0.822840035] yes=21,no=22,missing=21,gain=13.2574787,cover=1272959
- 21:[Ecc<14.484726] yes=43,no=44,missing=43,gain=13.6419296,cover=1219322
- 43:[Pol<43.7633247] yes=87,no=88,missing=87,gain=11.9289293,cover=794899
- 87:leaf=-0.00361482496,cover=0
- 88:leaf=4.97182955e-05,cover=0
- 44:[Sulc0<0.74744761] yes=89,no=90,missing=89,gain=24.2050381,cover=424423
- 89:leaf=-0.00068912498,cover=0
- 90:leaf=6.60590231e-05,cover=0
- 22:[PialCurv5<0.275165707] yes=45,no=46,missing=45,gain=3.99731636,cover=53637
- 45:[Sulc0<1.16950965] yes=91,no=92,missing=92,gain=4.14484215,cover=38459
- 91:leaf=0.000878937484,cover=0
- 92:leaf=0.00338409585,cover=0
- 46:[PialArea5<0.390391022] yes=93,no=94,missing=93,gain=2.11508036,cover=15178
- 93:leaf=0.00121226744,cover=0
- 94:leaf=-0.000262135582,cover=0
- 2:[Ecc<12.0179253] yes=5,no=6,missing=5,gain=12.8495083,cover=1412700
- 5:[LGI5<2.75211287] yes=11,no=12,missing=12,gain=31.929718,cover=899023
- 11:[Sulc0<0.101211272] yes=23,no=24,missing=23,gain=17.6675854,cover=674803
- 23:[Curv5<-0.127358407] yes=47,no=48,missing=47,gain=23.8495598,cover=664392
- 47:[Ecc<7.69572639] yes=95,no=96,missing=95,gain=9.05753326,cover=399856
- 95:leaf=-0.00030148885,cover=0
- 96:leaf=0.000471870473,cover=0
- 48:[Ecc<1.05247808] yes=97,no=98,missing=97,gain=28.9363136,cover=264536
- 97:leaf=-0.000410985638,cover=0
- 98:leaf=0.000732771412,cover=0
- 24:[Pol<139.671173] yes=49,no=50,missing=49,gain=6.28603745,cover=10411
- 49:[PialArea5<0.476533443] yes=99,no=100,missing=99,gain=1.86482668,cover=4481
- 99:leaf=0.00110537431,cover=0
- 100:leaf=-0.00123451988,cover=0
- 50:[Curv5<0.114925429] yes=101,no=102,missing=102,gain=8.28190231,cover=5930
- 101:leaf=-0.00554496376,cover=0
- 102:leaf=-0.00167957379,cover=0
- 12:[Pol<154.27803] yes=25,no=26,missing=25,gain=59.6811676,cover=224220
- 25:[PialCurv5<-0.0810050145] yes=51,no=52,missing=52,gain=53.8513107,cover=86614
- 51:[Curv5<-0.117843308] yes=103,no=104,missing=103,gain=8.83935165,cover=51794
- 103:leaf=0.000576360559,cover=0
- 104:leaf=0.00455480115,cover=0
- 52:[Ecc<3.67199802] yes=105,no=106,missing=106,gain=18.959198,cover=34820
- 105:leaf=-0.00134988513,cover=0
- 106:leaf=0.00352666085,cover=0
- 26:[Curv5<-0.0507577434] yes=53,no=54,missing=53,gain=14.6186991,cover=137606
- 53:[Ecc<5.27515984] yes=107,no=108,missing=107,gain=25.1282787,cover=83710
- 107:leaf=-0.00140852423,cover=0
- 108:leaf=0.00085148681,cover=0
- 54:[PialCurv5<-0.148241684] yes=109,no=110,missing=110,gain=27.0928078,cover=53896
- 109:leaf=0.0644452646,cover=0
- 110:leaf=-0.000628014037,cover=0
- 6:[LGI5<2.45281005] yes=13,no=14,missing=13,gain=25.9596596,cover=513677
- 13:[LGI5<2.2730217] yes=27,no=28,missing=27,gain=6.74743271,cover=1056
- 27:[Area5<0.682363749] yes=55,no=56,missing=55,gain=1.3904618,cover=158
- 55:[Area5<0.617766261] yes=111,no=112,missing=111,gain=0.223674417,cover=103
- 111:leaf=0.00683208881,cover=0
- 112:leaf=0.00202015135,cover=0
- 56:[Area5<0.743131101] yes=113,no=114,missing=113,gain=0.0847510099,cover=55
- 113:leaf=-0.00259759068,cover=0
- 114:leaf=-0.00666168658,cover=0
- 28:[PialArea5<0.874648154] yes=57,no=58,missing=57,gain=4.87361526,cover=898
- 57:[Pol<141.801834] yes=115,no=116,missing=116,gain=4.53917313,cover=696
- 115:leaf=-0.00577558437,cover=0
- 116:leaf=-0.0144339101,cover=0
- 58:[Area5<0.653711498] yes=117,no=118,missing=117,gain=1.52663279,cover=202
- 117:leaf=0.00656932453,cover=0
- 118:leaf=-0.00478834379,cover=0
- 14:[Sulc0<0.29007864] yes=29,no=30,missing=30,gain=23.8693619,cover=512621
- 29:[Pol<146.864227] yes=59,no=60,missing=59,gain=31.7863579,cover=454747
- 59:[Ecc<27.327179] yes=119,no=120,missing=119,gain=44.2545013,cover=100985
- 119:leaf=-0.00162012817,cover=0
- 120:leaf=0.00084318436,cover=0
- 60:[Curv5<0.0386843979] yes=121,no=122,missing=121,gain=11.680479,cover=353762
- 121:leaf=-8.98717917e-05,cover=0
- 122:leaf=0.00139195763,cover=0
- 30:[Ecc<20.3925476] yes=61,no=62,missing=61,gain=19.7211494,cover=57874
- 61:[LGI5<2.70478106] yes=123,no=124,missing=123,gain=5.21545315,cover=12866
- 123:leaf=0.00281888898,cover=0
- 124:leaf=-0.00117556693,cover=0
- 62:[LGI5<3.58443618] yes=125,no=126,missing=125,gain=7.53344917,cover=45008
- 125:leaf=0.00153779192,cover=0
- 126:leaf=-0.000573022466,cover=0
-booster[450]:
-0:[Curv5<0.22365725] yes=1,no=2,missing=2,gain=1.77206373,cover=5124388
- 1:[PialArea5<0.418112278] yes=3,no=4,missing=3,gain=2.9768126,cover=5044321
- 3:[PialCurv5<0.010724308] yes=7,no=8,missing=7,gain=5.90806293,cover=454577
- 7:[LGI5<3.78836131] yes=15,no=16,missing=16,gain=1.99325085,cover=8050
- 15:[Sulc0<0.610343635] yes=31,no=32,missing=31,gain=2.05650568,cover=7947
- 31:[Ecc<35.8605728] yes=63,no=64,missing=64,gain=1.86616898,cover=7057
- 63:leaf=-0.00127670518,cover=0
- 64:leaf=-0.0063011297,cover=0
- 32:[Area5<0.610838115] yes=65,no=66,missing=65,gain=2.71274757,cover=890
- 65:leaf=-0.00247992435,cover=0
- 66:leaf=0.0032391015,cover=0
- 16:[Pol<128.951508] yes=33,no=34,missing=33,gain=2.28274894,cover=103
- 33:[Ecc<29.3556995] yes=67,no=68,missing=67,gain=0.775118351,cover=95
- 67:leaf=-0.0117374258,cover=0
- 68:leaf=0.00335335615,cover=0
- 34:leaf=0.0161968078,cover=0
- 8:[Sulc0<0.227376223] yes=17,no=18,missing=17,gain=9.21292114,cover=446527
- 17:[Ecc<0.999059319] yes=35,no=36,missing=35,gain=5.37257195,cover=43234
- 35:[LGI5<2.13090348] yes=69,no=70,missing=69,gain=4.85431862,cover=9237
- 69:leaf=-0.00765076745,cover=0
- 70:leaf=-4.87516008e-05,cover=0
- 36:[Sulc0<-0.237935558] yes=71,no=72,missing=71,gain=4.53956223,cover=33997
- 71:leaf=0.00277068722,cover=0
- 72:leaf=0.000930114358,cover=0
- 18:[PialCurv5<0.409174502] yes=37,no=38,missing=38,gain=5.95620537,cover=403293
- 37:[Area5<0.691945016] yes=73,no=74,missing=73,gain=5.41831017,cover=362289
- 73:leaf=-3.25462279e-05,cover=0
- 74:leaf=0.000356628996,cover=0
- 38:[Ecc<19.170145] yes=75,no=76,missing=75,gain=2.86695194,cover=41004
- 75:leaf=-0.000760324358,cover=0
- 76:leaf=0.000164601035,cover=0
- 4:[PialCurv5<0.45140323] yes=9,no=10,missing=10,gain=5.53034496,cover=4589744
- 9:[Curv5<0.107059956] yes=19,no=20,missing=19,gain=4.97372723,cover=4586620
- 19:[Curv5<0.000893599819] yes=39,no=40,missing=39,gain=4.54489374,cover=4105181
- 39:[PialArea5<0.669517875] yes=77,no=78,missing=77,gain=14.1825151,cover=3123013
- 77:leaf=-0.000408989203,cover=0
- 78:leaf=7.8153389e-06,cover=0
- 40:[PialCurv5<0.0218105931] yes=79,no=80,missing=79,gain=23.9237938,cover=982168
- 79:leaf=0.000766861776,cover=0
- 80:leaf=1.02648628e-05,cover=0
- 20:[Sulc0<0.464385748] yes=41,no=42,missing=41,gain=6.8193965,cover=481439
- 41:[Pol<57.0350037] yes=81,no=82,missing=82,gain=10.5776463,cover=281166
- 81:leaf=0.0017212074,cover=0
- 82:leaf=-5.75780359e-05,cover=0
- 42:[Pol<92.1537628] yes=83,no=84,missing=83,gain=13.9892683,cover=200273
- 83:leaf=-0.000963424507,cover=0
- 84:leaf=-8.30118297e-05,cover=0
- 10:[Area5<0.72690624] yes=21,no=22,missing=21,gain=1.74829245,cover=3124
- 21:[LGI5<3.48966408] yes=43,no=44,missing=43,gain=1.95831585,cover=2264
- 43:[LGI5<3.39750218] yes=85,no=86,missing=86,gain=2.94760704,cover=2110
- 85:leaf=0.00290757185,cover=0
- 86:leaf=0.0144424681,cover=0
- 44:[Ecc<20.3925476] yes=87,no=88,missing=88,gain=0.609608889,cover=154
- 87:leaf=-0.00655276328,cover=0
- 88:leaf=-0.000113935028,cover=0
- 22:[Ecc<1.96654522] yes=45,no=46,missing=45,gain=0.712407827,cover=860
- 45:[Area5<0.754342616] yes=89,no=90,missing=89,gain=0.00215351582,cover=15
- 89:leaf=-0.0110503202,cover=0
- 90:leaf=-0.00519698113,cover=0
- 46:[LGI5<3.02536297] yes=91,no=92,missing=91,gain=0.486709088,cover=845
- 91:leaf=-0.000562168134,cover=0
- 92:leaf=0.0019100731,cover=0
- 2:[Ecc<3.67199802] yes=5,no=6,missing=5,gain=2.36483932,cover=80067
- 5:[Area5<0.529385149] yes=11,no=12,missing=11,gain=2.40295172,cover=29547
- 11:[Ecc<2.54464626] yes=23,no=24,missing=24,gain=1.25014496,cover=1197
- 23:[LGI5<2.43692279] yes=47,no=48,missing=47,gain=1.89123821,cover=523
- 47:[Pol<87.9431763] yes=93,no=94,missing=94,gain=1.46660697,cover=246
- 93:leaf=0.00467755273,cover=0
- 94:leaf=-0.00580081344,cover=0
- 48:[Ecc<2.42687178] yes=95,no=96,missing=96,gain=1.84526873,cover=277
- 95:leaf=0.000779217109,cover=0
- 96:leaf=0.0169267114,cover=0
- 24:[PialCurv5<0.329096764] yes=49,no=50,missing=49,gain=0.804531097,cover=674
- 49:[Ecc<2.97906685] yes=97,no=98,missing=97,gain=0.619501114,cover=192
- 97:leaf=-0.00930605922,cover=0
- 98:leaf=-0.00347821414,cover=0
- 50:[LGI5<2.45281005] yes=99,no=100,missing=99,gain=0.43826139,cover=482
- 99:leaf=-0.00158519007,cover=0
- 100:leaf=-0.00460750423,cover=0
- 12:[LGI5<2.13090348] yes=25,no=26,missing=26,gain=1.71413422,cover=28350
- 25:[MidArea5<0.53022486] yes=51,no=52,missing=51,gain=0.466319084,cover=305
- 51:[PialCurv5<0.362132162] yes=101,no=102,missing=102,gain=0.402309299,cover=278
- 101:leaf=0.00158519263,cover=0
- 102:leaf=0.00545128994,cover=0
- 52:[Ecc<0.618862808] yes=103,no=104,missing=103,gain=0.00546264648,cover=27
- 103:leaf=-0.00115033879,cover=0
- 104:leaf=-0.00330698863,cover=0
- 26:[MidArea5<0.776906967] yes=53,no=54,missing=53,gain=1.59818935,cover=28045
- 53:[LGI5<2.68917012] yes=105,no=106,missing=105,gain=1.42709732,cover=27877
- 105:leaf=-0.000623287109,cover=0
- 106:leaf=0.00166490057,cover=0
- 54:[Ecc<2.31110334] yes=107,no=108,missing=107,gain=0.447136283,cover=168
- 107:leaf=0.000597094127,cover=0
- 108:leaf=0.0060979207,cover=0
- 6:[Sulc0<-0.210027173] yes=13,no=14,missing=13,gain=4.20305157,cover=50520
- 13:[PialArea5<0.427728564] yes=27,no=28,missing=27,gain=1.36973286,cover=304
- 27:[Area5<0.580209434] yes=55,no=56,missing=55,gain=0.583779335,cover=159
- 55:[Ecc<5.33884621] yes=109,no=110,missing=109,gain=0.657797992,cover=72
- 109:leaf=0.00838669669,cover=0
- 110:leaf=-0.00232650852,cover=0
- 56:[PialCurv5<0.336333007] yes=111,no=112,missing=112,gain=0.641784668,cover=87
- 111:leaf=0.00857175514,cover=0
- 112:leaf=0.0180102382,cover=0
- 28:[LGI5<2.60638428] yes=57,no=58,missing=57,gain=0.281574965,cover=145
- 57:[LGI5<2.22170687] yes=113,no=114,missing=113,gain=0.319680631,cover=36
- 113:leaf=-0.0019436538,cover=0
- 114:leaf=0.00870129745,cover=0
- 58:[Pol<168.023468] yes=115,no=116,missing=115,gain=0.392231613,cover=109
- 115:leaf=0.00349119049,cover=0
- 116:leaf=-0.0025453195,cover=0
- 14:[Ecc<5.08081961] yes=29,no=30,missing=29,gain=2.45036721,cover=50216
- 29:[LGI5<2.3349762] yes=59,no=60,missing=59,gain=2.25117612,cover=15255
- 59:[Pol<113.913933] yes=117,no=118,missing=117,gain=0.68005389,cover=2983
- 117:leaf=-0.000377027609,cover=0
- 118:leaf=-0.00223662495,cover=0
- 60:[Sulc0<-0.0326132737] yes=119,no=120,missing=119,gain=2.10914278,cover=12272
- 119:leaf=0.0058470224,cover=0
- 120:leaf=0.000682446349,cover=0
- 30:[MidArea5<0.421422303] yes=61,no=62,missing=62,gain=2.46565962,cover=34961
- 61:[PialArea5<0.245474651] yes=121,no=122,missing=121,gain=1.62551177,cover=4842
- 121:leaf=0.00143761584,cover=0
- 122:leaf=-0.000474310335,cover=0
- 62:[Ecc<33.2971039] yes=123,no=124,missing=123,gain=1.6737442,cover=30119
- 123:leaf=-0.000650148781,cover=0
- 124:leaf=0.000271072087,cover=0
-booster[451]:
-0:[Curv5<-0.303613424] yes=1,no=2,missing=1,gain=1.76869011,cover=5124388
- 1:[PialArea5<1.22674179] yes=3,no=4,missing=3,gain=2.17417717,cover=120099
- 3:[PialCurv5<-0.10074953] yes=7,no=8,missing=7,gain=2.00122023,cover=117199
- 7:[LGI5<2.57263851] yes=15,no=16,missing=15,gain=1.82789707,cover=114066
- 15:[Area5<0.504816413] yes=31,no=32,missing=32,gain=4.3117919,cover=36640
- 31:[LGI5<2.41724968] yes=63,no=64,missing=63,gain=2.38083029,cover=16667
- 63:leaf=-0.000568648509,cover=0
- 64:leaf=0.000637042045,cover=0
- 32:[Ecc<1.26157856] yes=65,no=66,missing=66,gain=2.56043816,cover=19973
- 65:leaf=-0.000264213857,cover=0
- 66:leaf=0.00128875475,cover=0
- 16:[Ecc<6.87229633] yes=33,no=34,missing=33,gain=2.46022582,cover=77426
- 33:[MidArea5<0.538059175] yes=67,no=68,missing=67,gain=2.94032049,cover=16197
- 67:leaf=0.00187738263,cover=0
- 68:leaf=-0.000625122513,cover=0
- 34:[PialArea5<0.705942631] yes=69,no=70,missing=69,gain=1.88555956,cover=61229
- 69:leaf=-0.000175194917,cover=0
- 70:leaf=0.00043965035,cover=0
- 8:[Ecc<3.48115921] yes=17,no=18,missing=17,gain=2.12037349,cover=3133
- 17:[LGI5<2.45932961] yes=35,no=36,missing=35,gain=1.88912225,cover=628
- 35:[LGI5<2.24172258] yes=71,no=72,missing=71,gain=1.58860195,cover=423
- 71:leaf=-0.00635615131,cover=0
- 72:leaf=0.000309564231,cover=0
- 36:[PialCurv5<-0.0363363102] yes=73,no=74,missing=74,gain=0.598167419,cover=205
- 73:leaf=-0.00651849154,cover=0
- 74:leaf=-0.0150713846,cover=0
- 18:[Ecc<6.2938199] yes=37,no=38,missing=38,gain=2.98036051,cover=2505
- 37:[LGI5<2.86927843] yes=75,no=76,missing=76,gain=2.6639204,cover=461
- 75:leaf=0.00125646917,cover=0
- 76:leaf=0.0104803219,cover=0
- 38:[LGI5<2.83041978] yes=77,no=78,missing=77,gain=1.55588901,cover=2044
- 77:leaf=0.0011362239,cover=0
- 78:leaf=-0.00200770353,cover=0
- 4:[PialCurv5<-0.181738108] yes=9,no=10,missing=9,gain=1.78994763,cover=2900
- 9:[LGI5<3.11839271] yes=19,no=20,missing=19,gain=0.952943563,cover=624
- 19:[LGI5<2.41022825] yes=39,no=40,missing=39,gain=1.05889392,cover=516
- 39:[PialArea5<1.36541271] yes=79,no=80,missing=79,gain=1.38270783,cover=59
- 79:leaf=-0.00341600669,cover=0
- 80:leaf=-0.0196307208,cover=0
- 40:[LGI5<2.46263766] yes=81,no=82,missing=82,gain=0.62345475,cover=457
- 81:leaf=0.00300242612,cover=0
- 82:leaf=-0.00250914088,cover=0
- 20:[Pol<20.2198563] yes=41,no=42,missing=41,gain=0.42506361,cover=108
- 41:[Area5<0.811441243] yes=83,no=84,missing=84,gain=0.321929455,cover=78
- 83:leaf=-0.00746751064,cover=0
- 84:leaf=-0.014870353,cover=0
- 42:[MidArea5<1.03476131] yes=85,no=86,missing=85,gain=0.159098595,cover=30
- 85:leaf=0.000406259642,cover=0
- 86:leaf=-0.00683174795,cover=0
- 10:[Area5<0.833255887] yes=21,no=22,missing=21,gain=2.23176146,cover=2276
- 21:[Ecc<5.33884621] yes=43,no=44,missing=43,gain=1.73702753,cover=2127
- 43:[Pol<67.3859482] yes=87,no=88,missing=87,gain=1.82340765,cover=1316
- 87:leaf=-0.000520617526,cover=0
- 88:leaf=0.00502788788,cover=0
- 44:[Pol<150.62207] yes=89,no=90,missing=89,gain=2.55348444,cover=811
- 89:leaf=-0.001348736,cover=0
- 90:leaf=-0.00838433485,cover=0
- 22:[Pol<21.2328167] yes=45,no=46,missing=45,gain=0.636518359,cover=149
- 45:[Ecc<7.1378541] yes=91,no=92,missing=91,gain=0.68139863,cover=73
- 91:leaf=0.0121199517,cover=0
- 92:leaf=0.00188912789,cover=0
- 46:[Pol<159.435425] yes=93,no=94,missing=93,gain=0.206416041,cover=76
- 93:leaf=0.00292054098,cover=0
- 94:leaf=-0.00611801958,cover=0
- 2:[Area5<0.404548973] yes=5,no=6,missing=5,gain=2.16904116,cover=5004289
- 5:[Curv5<-0.249691159] yes=11,no=12,missing=11,gain=1.36628723,cover=32487
- 11:[MidArea5<0.532900333] yes=23,no=24,missing=24,gain=1.31567729,cover=11177
- 23:[PialArea5<0.693130434] yes=47,no=48,missing=47,gain=2.52174067,cover=2927
- 47:[PialCurv5<-0.181738108] yes=95,no=96,missing=95,gain=1.52747703,cover=2431
- 95:leaf=-0.00334409252,cover=0
- 96:leaf=0.000644508284,cover=0
- 48:[PialArea5<0.718622029] yes=97,no=98,missing=97,gain=0.454167128,cover=496
- 97:leaf=0.00306558493,cover=0
- 98:leaf=0.00633391738,cover=0
- 24:[PialArea5<0.744910836] yes=49,no=50,missing=49,gain=1.19808006,cover=8250
- 49:[PialCurv5<-0.11578764] yes=99,no=100,missing=99,gain=2.4115541,cover=2028
- 99:leaf=-0.00208461867,cover=0
- 100:leaf=0.00306476536,cover=0
- 50:[MidArea5<0.55041182] yes=101,no=102,missing=101,gain=2.45290923,cover=6222
- 101:leaf=0.00563132437,cover=0
- 102:leaf=-0.000198326525,cover=0
- 12:[PialArea5<0.795950115] yes=25,no=26,missing=25,gain=1.91794682,cover=21310
- 25:[Sulc0<-0.801933944] yes=51,no=52,missing=52,gain=1.69351208,cover=15843
- 51:[PialCurv5<-0.181738108] yes=103,no=104,missing=103,gain=1.37987435,cover=4971
- 103:leaf=-0.00664733304,cover=0
- 104:leaf=-0.000294418278,cover=0
- 52:[Ecc<3.35458159] yes=105,no=106,missing=105,gain=1.87359333,cover=10872
- 105:leaf=0.00137227331,cover=0
- 106:leaf=5.94828271e-05,cover=0
- 26:[MidArea5<0.574335396] yes=53,no=54,missing=54,gain=2.64018631,cover=5467
- 53:[Pol<165.239029] yes=107,no=108,missing=108,gain=0.634760857,cover=60
- 107:leaf=0.00835929625,cover=0
- 108:leaf=0.0201786086,cover=0
- 54:[Pol<134.081207] yes=109,no=110,missing=109,gain=1.79165459,cover=5407
- 109:leaf=0.00037462404,cover=0
- 110:leaf=0.00219690264,cover=0
- 6:[Curv5<-0.0226651002] yes=13,no=14,missing=13,gain=2.47122955,cover=4971802
- 13:[PialArea5<0.624898493] yes=27,no=28,missing=28,gain=14.5439014,cover=2773535
- 27:[Pol<135.419098] yes=55,no=56,missing=55,gain=7.34238529,cover=85598
- 55:[Ecc<0.729281187] yes=111,no=112,missing=111,gain=9.0883522,cover=63888
- 111:leaf=0.00136020395,cover=0
- 112:leaf=-0.00110405835,cover=0
- 56:[Area5<0.67507118] yes=113,no=114,missing=113,gain=15.2177162,cover=21710
- 113:leaf=-0.000349059963,cover=0
- 114:leaf=0.00389664969,cover=0
- 28:[Ecc<8.97079182] yes=57,no=58,missing=57,gain=8.52391624,cover=2687937
- 57:[LGI5<3.21041465] yes=115,no=116,missing=115,gain=12.6239223,cover=1711580
- 115:leaf=-6.61351733e-05,cover=0
- 116:leaf=-0.00104222621,cover=0
- 58:[Pol<40.9012032] yes=117,no=118,missing=117,gain=21.1202526,cover=976357
- 117:leaf=-0.000238968947,cover=0
- 118:leaf=0.000259398192,cover=0
- 14:[PialCurv5<-0.00171623251] yes=29,no=30,missing=29,gain=20.6229858,cover=2198267
- 29:[PialArea5<0.793370187] yes=59,no=60,missing=60,gain=43.9975281,cover=119381
- 59:[PialArea5<0.550757647] yes=119,no=120,missing=119,gain=12.9188719,cover=75857
- 119:leaf=-0.00121575047,cover=0
- 120:leaf=0.000311365497,cover=0
- 60:[Sulc0<-0.0713235363] yes=121,no=122,missing=122,gain=13.3906937,cover=43524
- 121:leaf=0.00120369194,cover=0
- 122:leaf=0.0029852658,cover=0
- 30:[Curv5<0.000893599819] yes=61,no=62,missing=61,gain=8.41172981,cover=2078886
- 61:[Pol<50.1003532] yes=123,no=124,missing=124,gain=19.1551037,cover=137269
- 123:leaf=-0.00188764487,cover=0
- 124:leaf=-0.000150781911,cover=0
- 62:[PialCurv5<0.0262785293] yes=125,no=126,missing=125,gain=17.2987957,cover=1941617
- 125:leaf=0.000680485391,cover=0
- 126:leaf=-1.14159911e-05,cover=0
-booster[452]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=1,gain=1.78755701,cover=5124388
- 1:[Pol<96.2546158] yes=3,no=4,missing=3,gain=1.98557925,cover=5104371
- 3:[Ecc<14.0810061] yes=7,no=8,missing=8,gain=9.39996529,cover=2372902
- 7:[Ecc<7.24576569] yes=15,no=16,missing=15,gain=42.5600548,cover=1623784
- 15:[Ecc<4.13769388] yes=31,no=32,missing=31,gain=27.3496418,cover=1121283
- 31:[LGI5<2.63290954] yes=63,no=64,missing=64,gain=19.6141701,cover=656243
- 63:leaf=1.5915306e-05,cover=0
- 64:leaf=-0.000950899615,cover=0
- 32:[Area5<0.621834755] yes=65,no=66,missing=65,gain=16.2661705,cover=465040
- 65:leaf=-0.000168728016,cover=0
- 66:leaf=0.000577886007,cover=0
- 16:[PialCurv5<-0.102360219] yes=33,no=34,missing=33,gain=32.8724403,cover=502501
- 33:[Curv5<-0.148390457] yes=67,no=68,missing=68,gain=8.67535591,cover=115751
- 67:leaf=0.000219267473,cover=0
- 68:leaf=0.00210426305,cover=0
- 34:[Pol<70.3717499] yes=69,no=70,missing=69,gain=65.8713531,cover=386750
- 69:leaf=-0.00133788853,cover=0
- 70:leaf=-2.93382018e-05,cover=0
- 8:[Pol<43.7633247] yes=17,no=18,missing=18,gain=30.7380943,cover=749118
- 17:[Area5<0.685542226] yes=35,no=36,missing=36,gain=27.8852577,cover=360936
- 35:[PialCurv5<-0.0501225069] yes=71,no=72,missing=71,gain=18.3545666,cover=142747
- 71:leaf=-0.000406952866,cover=0
- 72:leaf=-0.00181484129,cover=0
- 36:[PialArea5<0.767178178] yes=73,no=74,missing=73,gain=38.756031,cover=218189
- 73:leaf=0.00193994585,cover=0
- 74:leaf=-5.08229714e-05,cover=0
- 18:[Curv5<0.0235087723] yes=37,no=38,missing=37,gain=196.168259,cover=388182
- 37:[Pol<55.3432045] yes=75,no=76,missing=76,gain=61.263443,cover=111962
- 75:leaf=0.000866757357,cover=0
- 76:leaf=0.00324071827,cover=0
- 38:[PialCurv5<0.04242469] yes=77,no=78,missing=78,gain=20.0092697,cover=276220
- 77:leaf=0.00162762054,cover=0
- 78:leaf=-0.000322698266,cover=0
- 4:[Ecc<16.5318356] yes=9,no=10,missing=9,gain=10.7758341,cover=2731469
- 9:[LGI5<2.80243301] yes=19,no=20,missing=19,gain=34.9280624,cover=2131901
- 19:[Ecc<8.17402458] yes=39,no=40,missing=39,gain=13.0974121,cover=1538286
- 39:[Ecc<4.33753681] yes=79,no=80,missing=79,gain=25.5340042,cover=1334094
- 79:leaf=4.00874087e-05,cover=0
- 80:leaf=-0.000399700977,cover=0
- 40:[Sulc0<-0.420901269] yes=81,no=82,missing=82,gain=22.303627,cover=204192
- 81:leaf=-0.000705348037,cover=0
- 82:leaf=0.000551865087,cover=0
- 20:[Pol<160.153915] yes=41,no=42,missing=41,gain=23.5916958,cover=593615
- 41:[Ecc<12.5441074] yes=83,no=84,missing=83,gain=24.2686195,cover=447776
- 83:leaf=0.000784162432,cover=0
- 84:leaf=-4.35917673e-06,cover=0
- 42:[Curv5<-0.0708468556] yes=85,no=86,missing=85,gain=22.850071,cover=145839
- 85:leaf=0.00036684607,cover=0
- 86:leaf=-0.000890775758,cover=0
- 10:[Sulc0<0.74744761] yes=21,no=22,missing=22,gain=23.0077305,cover=599568
- 21:[Pol<119.248337] yes=43,no=44,missing=44,gain=35.4003525,cover=505392
- 43:[Sulc0<0.101211272] yes=87,no=88,missing=87,gain=32.3783188,cover=66573
- 87:leaf=0.00219876296,cover=0
- 88:leaf=-0.00175828289,cover=0
- 44:[Sulc0<0.364060968] yes=89,no=90,missing=89,gain=23.4033432,cover=438819
- 89:leaf=-0.000350784481,cover=0
- 90:leaf=0.000619970611,cover=0
- 22:[MidArea5<0.614099324] yes=45,no=46,missing=46,gain=10.3659468,cover=94176
- 45:[LGI5<3.58443618] yes=91,no=92,missing=91,gain=4.27644634,cover=71822
- 91:leaf=0.000345343811,cover=0
- 92:leaf=-0.00089244917,cover=0
- 46:[Ecc<25.5461979] yes=93,no=94,missing=94,gain=8.61918449,cover=22354
- 93:leaf=-3.57911495e-06,cover=0
- 94:leaf=0.00210948358,cover=0
- 2:[Pol<92.7492142] yes=5,no=6,missing=6,gain=3.71590042,cover=20017
- 5:[MidArea5<0.692627788] yes=11,no=12,missing=11,gain=4.63328314,cover=8614
- 11:[Ecc<31.520586] yes=23,no=24,missing=23,gain=4.98873043,cover=4254
- 23:[PialCurv5<0.101587482] yes=47,no=48,missing=47,gain=3.99242592,cover=3151
- 47:[Ecc<18.5999508] yes=95,no=96,missing=95,gain=5.99603081,cover=1927
- 95:leaf=-0.00227792491,cover=0
- 96:leaf=-0.00787475612,cover=0
- 48:[Sulc0<0.443755656] yes=97,no=98,missing=97,gain=1.72199559,cover=1224
- 97:leaf=-0.00321696489,cover=0
- 98:leaf=0.000540676934,cover=0
- 24:[PialArea5<0.593058109] yes=49,no=50,missing=50,gain=3.11156416,cover=1103
- 49:[Area5<0.66211915] yes=99,no=100,missing=99,gain=1.01881182,cover=822
- 99:leaf=-0.00404722011,cover=0
- 100:leaf=-4.26704173e-05,cover=0
- 50:[Pol<5.08026028] yes=101,no=102,missing=101,gain=0.647913694,cover=281
- 101:leaf=0.0139654269,cover=0
- 102:leaf=0.00433260994,cover=0
- 12:[Sulc0<0.118391842] yes=25,no=26,missing=25,gain=4.49077749,cover=4360
- 25:[PialCurv5<-0.0245349593] yes=51,no=52,missing=51,gain=2.58562613,cover=3070
- 51:[Ecc<12.0179253] yes=103,no=104,missing=103,gain=1.81213212,cover=2225
- 103:leaf=0.00514950929,cover=0
- 104:leaf=-0.000631501607,cover=0
- 52:[Ecc<23.9349174] yes=105,no=106,missing=106,gain=2.61427784,cover=845
- 105:leaf=-0.0070847841,cover=0
- 106:leaf=-0.00134291966,cover=0
- 26:[Ecc<32.0879669] yes=53,no=54,missing=53,gain=2.32921147,cover=1290
- 53:[PialArea5<0.724588811] yes=107,no=108,missing=107,gain=2.29151249,cover=377
- 107:leaf=0.00155128934,cover=0
- 108:leaf=0.00935853925,cover=0
- 54:[Sulc0<1.11117697] yes=109,no=110,missing=110,gain=1.91047585,cover=913
- 109:leaf=0.000317992963,cover=0
- 110:leaf=0.00869873818,cover=0
- 6:[Ecc<15.5679035] yes=13,no=14,missing=13,gain=1.70135987,cover=11403
- 13:[Ecc<12.5441074] yes=27,no=28,missing=28,gain=1.16736412,cover=1661
- 27:[Pol<102.241241] yes=55,no=56,missing=55,gain=0.45956257,cover=239
- 55:[Ecc<11.5171156] yes=111,no=112,missing=111,gain=0.285273314,cover=36
- 111:leaf=-0.0108130872,cover=0
- 112:leaf=-0.00187049003,cover=0
- 56:[Sulc0<0.364060968] yes=113,no=114,missing=113,gain=0.469238341,cover=203
- 113:leaf=-0.00336585729,cover=0
- 114:leaf=0.00144983304,cover=0
- 28:[Sulc0<0.0214736983] yes=57,no=58,missing=58,gain=1.37518764,cover=1422
- 57:[Pol<123.615685] yes=115,no=116,missing=115,gain=0.880972147,cover=542
- 115:leaf=0.0089649288,cover=0
- 116:leaf=-0.000299655105,cover=0
- 58:[PialArea5<0.733388364] yes=117,no=118,missing=118,gain=3.80486393,cover=880
- 117:leaf=0.00234878785,cover=0
- 118:leaf=0.014058793,cover=0
- 14:[Sulc0<0.0372688323] yes=29,no=30,missing=29,gain=1.94722855,cover=9742
- 29:[Area5<0.864337862] yes=59,no=60,missing=59,gain=1.80144358,cover=4921
- 59:[Ecc<19.7764034] yes=119,no=120,missing=120,gain=1.5615226,cover=4790
- 119:leaf=-0.000533689454,cover=0
- 120:leaf=0.00137300545,cover=0
- 60:[PialCurv5<-0.0868030339] yes=121,no=122,missing=121,gain=0.466426253,cover=131
- 121:leaf=-0.00404809928,cover=0
- 122:leaf=-0.0132539766,cover=0
- 30:[Area5<0.67507118] yes=61,no=62,missing=61,gain=2.38418293,cover=4821
- 61:[PialCurv5<0.122354448] yes=123,no=124,missing=123,gain=2.03922272,cover=1116
- 123:leaf=-0.00496732071,cover=0
- 124:leaf=-0.000692367787,cover=0
- 62:[MidArea5<0.778519452] yes=125,no=126,missing=125,gain=2.45098162,cover=3705
- 125:leaf=0.000461792428,cover=0
- 126:leaf=-0.00260676979,cover=0
-booster[453]:
-0:[Pol<2.97048163] yes=1,no=2,missing=1,gain=1.98493409,cover=5124388
- 1:[Ecc<9.38688755] yes=3,no=4,missing=4,gain=4.92796087,cover=60049
- 3:[PialCurv5<0.0771882981] yes=7,no=8,missing=7,gain=6.59025764,cover=22826
- 7:[LGI5<3.04290652] yes=15,no=16,missing=15,gain=3.91216111,cover=21754
- 15:[Curv5<-0.39144522] yes=31,no=32,missing=31,gain=1.40651655,cover=17453
- 31:[Ecc<7.4459548] yes=63,no=64,missing=64,gain=6.08632231,cover=154
- 63:leaf=-0.00330502051,cover=0
- 64:leaf=0.0167894214,cover=0
- 32:[Area5<0.768806875] yes=65,no=66,missing=65,gain=1.18151414,cover=17299
- 65:leaf=0.000411837595,cover=0
- 66:leaf=-0.000570991251,cover=0
- 16:[Sulc0<0.143142253] yes=33,no=34,missing=33,gain=2.16682935,cover=4301
- 33:[Area5<0.576076329] yes=67,no=68,missing=67,gain=1.35701394,cover=4289
- 67:leaf=-0.00501427148,cover=0
- 68:leaf=-0.00117362919,cover=0
- 34:[Curv5<0.0798443258] yes=69,no=70,missing=70,gain=1.01329422,cover=12
- 69:leaf=-0.0311478619,cover=0
- 70:leaf=-0.000718948839,cover=0
- 8:[Sulc0<-0.655889988] yes=17,no=18,missing=18,gain=1.78959894,cover=1072
- 17:[Area5<0.66824472] yes=35,no=36,missing=35,gain=0.360695601,cover=10
- 35:[Ecc<1.15906882] yes=71,no=72,missing=71,gain=0.0676821694,cover=3
- 71:leaf=-0.0064219418,cover=0
- 72:leaf=0.00547507219,cover=0
- 36:[Ecc<4.00532722] yes=73,no=74,missing=73,gain=0.0381033421,cover=7
- 73:leaf=0.0231565852,cover=0
- 74:leaf=0.00509407232,cover=0
- 18:[Area5<0.582201123] yes=37,no=38,missing=37,gain=1.87304258,cover=1062
- 37:[LGI5<2.73077893] yes=75,no=76,missing=76,gain=0.212364435,cover=18
- 75:leaf=-0.0121760229,cover=0
- 76:leaf=-0.0256473776,cover=0
- 38:[PialArea5<0.811158121] yes=77,no=78,missing=77,gain=1.68048525,cover=1044
- 77:leaf=-0.00331816496,cover=0
- 78:leaf=-0.00968892779,cover=0
- 4:[MidArea5<0.648438752] yes=9,no=10,missing=10,gain=3.123034,cover=37223
- 9:[Ecc<35.8605728] yes=19,no=20,missing=19,gain=2.19729662,cover=2985
- 19:[Area5<0.721707046] yes=39,no=40,missing=39,gain=1.28480792,cover=2205
- 39:[Curv5<-0.132798299] yes=79,no=80,missing=79,gain=1.45563197,cover=2080
- 79:leaf=-0.000366279332,cover=0
- 80:leaf=-0.00307535683,cover=0
- 40:[LGI5<2.97899532] yes=81,no=82,missing=81,gain=1.09118247,cover=125
- 81:leaf=0.010545847,cover=0
- 82:leaf=0.000243169794,cover=0
- 20:[PialCurv5<-0.058241725] yes=41,no=42,missing=41,gain=1.97030163,cover=780
- 41:[Area5<0.476400614] yes=83,no=84,missing=83,gain=0.638900101,cover=517
- 83:leaf=-0.00311226142,cover=0
- 84:leaf=0.00072108506,cover=0
- 42:[PialCurv5<0.160740122] yes=85,no=86,missing=85,gain=0.864495993,cover=263
- 85:leaf=0.00753776357,cover=0
- 86:leaf=0.00178002473,cover=0
- 10:[PialCurv5<-0.0923183635] yes=21,no=22,missing=22,gain=2.90909386,cover=34238
- 21:[PialArea5<0.808668435] yes=43,no=44,missing=43,gain=2.16461349,cover=20317
- 43:[LGI5<3.33014965] yes=87,no=88,missing=87,gain=1.46763277,cover=1664
- 87:leaf=0.00291921734,cover=0
- 88:leaf=-0.000639678154,cover=0
- 44:[Curv5<-0.121808149] yes=89,no=90,missing=89,gain=2.66375113,cover=18653
- 89:leaf=0.000168095183,cover=0
- 90:leaf=0.00520769972,cover=0
- 22:[Sulc0<-0.224179193] yes=45,no=46,missing=45,gain=3.9222393,cover=13921
- 45:[LGI5<3.11198854] yes=91,no=92,missing=91,gain=2.80983448,cover=9986
- 91:leaf=0.00276729255,cover=0
- 92:leaf=0.00108431827,cover=0
- 46:[MidArea5<0.885289252] yes=93,no=94,missing=93,gain=2.95099139,cover=3935
- 93:leaf=0.000819949841,cover=0
- 94:leaf=-0.00227734307,cover=0
- 2:[Pol<132.742767] yes=5,no=6,missing=5,gain=2.04984665,cover=5064339
- 5:[Ecc<40.3354568] yes=11,no=12,missing=11,gain=7.77618551,cover=3651639
- 11:[Sulc0<-0.108384088] yes=23,no=24,missing=23,gain=9.35866165,cover=3502412
- 23:[Pol<107.129471] yes=47,no=48,missing=48,gain=31.830925,cover=1730029
- 47:[PialCurv5<0.0285326894] yes=95,no=96,missing=95,gain=11.1551762,cover=1440093
- 95:leaf=-3.71548413e-05,cover=0
- 96:leaf=0.000460492825,cover=0
- 48:[Ecc<3.8768425] yes=97,no=98,missing=98,gain=53.934742,cover=289936
- 97:leaf=0.000150624823,cover=0
- 98:leaf=-0.001215228,cover=0
- 24:[Curv5<0.0554658733] yes=49,no=50,missing=49,gain=13.5068626,cover=1772383
- 49:[Ecc<13.1181517] yes=99,no=100,missing=99,gain=37.3137283,cover=569246
- 99:leaf=-5.54066864e-05,cover=0
- 100:leaf=0.000771835155,cover=0
- 50:[Area5<0.750726104] yes=101,no=102,missing=101,gain=12.4154301,cover=1203137
- 101:leaf=-0.00010479075,cover=0
- 102:leaf=0.000290443219,cover=0
- 12:[Pol<31.3444195] yes=25,no=26,missing=26,gain=10.0800743,cover=149227
- 25:[Sulc0<0.263311565] yes=51,no=52,missing=51,gain=10.541151,cover=47699
- 51:[PialArea5<0.747707367] yes=103,no=104,missing=104,gain=8.27596951,cover=32556
- 103:leaf=0.00191321434,cover=0
- 104:leaf=-0.000573260244,cover=0
- 52:[PialCurv5<0.0128733069] yes=105,no=106,missing=105,gain=11.4168415,cover=15143
- 105:leaf=0.00336012361,cover=0
- 106:leaf=0.000392123649,cover=0
- 26:[Sulc0<0.995960534] yes=53,no=54,missing=53,gain=10.2308159,cover=101528
- 53:[PialArea5<0.665998757] yes=107,no=108,missing=107,gain=13.9122448,cover=68895
- 107:leaf=-0.00166542584,cover=0
- 108:leaf=-0.000240787966,cover=0
- 54:[PialCurv5<0.122354448] yes=109,no=110,missing=109,gain=6.67404461,cover=32633
- 109:leaf=0.00331388949,cover=0
- 110:leaf=-8.66921546e-05,cover=0
- 6:[Ecc<12.0179253] yes=13,no=14,missing=13,gain=12.0568352,cover=1412700
- 13:[Sulc0<0.210163057] yes=27,no=28,missing=27,gain=29.8648796,cover=899023
- 27:[Sulc0<-0.413983464] yes=55,no=56,missing=55,gain=35.4572372,cover=891484
- 55:[LGI5<2.91823459] yes=111,no=112,missing=112,gain=22.225153,cover=638141
- 111:leaf=-0.00010990625,cover=0
- 112:leaf=0.000893936667,cover=0
- 56:[Ecc<5.97554874] yes=113,no=114,missing=114,gain=39.0737114,cover=253343
- 113:leaf=-4.41879092e-05,cover=0
- 114:leaf=0.00121381611,cover=0
- 28:[Curv5<0.122410901] yes=57,no=58,missing=57,gain=12.3611908,cover=7539
- 57:[Pol<143.959366] yes=115,no=116,missing=116,gain=11.4592094,cover=2538
- 115:leaf=-0.00333580491,cover=0
- 116:leaf=-0.0103701865,cover=0
- 58:[Sulc0<0.433680743] yes=117,no=118,missing=117,gain=3.22517109,cover=5001
- 117:leaf=-0.000952910748,cover=0
- 118:leaf=-0.00431507267,cover=0
- 14:[LGI5<2.47631311] yes=29,no=30,missing=30,gain=23.6929436,cover=513677
- 29:[LGI5<2.26652193] yes=59,no=60,missing=59,gain=4.65938187,cover=1404
- 59:[Area5<0.682363749] yes=119,no=120,missing=119,gain=1.06450236,cover=145
- 119:leaf=0.00479884027,cover=0
- 120:leaf=-0.00428020163,cover=0
- 60:[Pol<166.64444] yes=121,no=122,missing=122,gain=4.35862923,cover=1259
- 121:leaf=-0.00612746505,cover=0
- 122:leaf=-0.0134981126,cover=0
- 30:[Sulc0<0.29007864] yes=61,no=62,missing=62,gain=20.671957,cover=512273
- 61:[Pol<146.864227] yes=123,no=124,missing=123,gain=29.0856285,cover=454442
- 123:leaf=-0.000989845721,cover=0
- 124:leaf=-2.73319783e-05,cover=0
- 62:[Ecc<20.3925476] yes=125,no=126,missing=126,gain=17.5278931,cover=57831
- 125:leaf=-0.000866880757,cover=0
- 126:leaf=0.00122763065,cover=0
-booster[454]:
-0:[PialArea5<0.849116743] yes=1,no=2,missing=1,gain=1.93216527,cover=5124388
- 1:[Area5<0.759248734] yes=3,no=4,missing=3,gain=7.8972187,cover=3025564
- 3:[PialCurv5<-0.115016438] yes=7,no=8,missing=8,gain=3.96614623,cover=2678275
- 7:[Curv5<-0.207981065] yes=15,no=16,missing=15,gain=15.5728683,cover=317202
- 15:[PialCurv5<-0.210138425] yes=31,no=32,missing=31,gain=3.74683619,cover=256712
- 31:[Ecc<0.353712648] yes=61,no=62,missing=62,gain=3.0325973,cover=13809
- 61:leaf=0.0192919988,cover=0
- 62:leaf=0.000712756068,cover=0
- 32:[Sulc0<0.281104684] yes=63,no=64,missing=63,gain=5.26302099,cover=242903
- 63:leaf=-9.20218445e-05,cover=0
- 64:leaf=-0.00452964194,cover=0
- 16:[Area5<0.548651993] yes=33,no=34,missing=33,gain=20.9612598,cover=60490
- 33:[PialCurv5<-0.137075767] yes=65,no=66,missing=66,gain=4.75584221,cover=27597
- 65:leaf=0.000908256974,cover=0
- 66:leaf=-0.000577829138,cover=0
- 34:[PialCurv5<-0.135003537] yes=67,no=68,missing=67,gain=7.51583099,cover=32893
- 67:leaf=0.00287076482,cover=0
- 68:leaf=0.00120352779,cover=0
- 8:[Curv5<-0.223784685] yes=17,no=18,missing=18,gain=6.06084681,cover=2361073
- 17:[LGI5<2.29093218] yes=35,no=36,missing=35,gain=3.98104239,cover=31916
- 35:[Area5<0.548651993] yes=69,no=70,missing=70,gain=3.05700731,cover=3245
- 69:leaf=0.00158313592,cover=0
- 70:leaf=0.00571392989,cover=0
- 36:[PialArea5<0.472106963] yes=71,no=72,missing=71,gain=3.52421451,cover=28671
- 71:leaf=-0.00315064541,cover=0
- 72:leaf=0.000505527249,cover=0
- 18:[Curv5<-0.0598238073] yes=37,no=38,missing=37,gain=9.64033508,cover=2329157
- 37:[Pol<160.153915] yes=73,no=74,missing=73,gain=9.01415825,cover=450363
- 73:leaf=-0.000385616266,cover=0
- 74:leaf=0.000252671423,cover=0
- 38:[PialCurv5<-0.0347327143] yes=75,no=76,missing=75,gain=10.3056068,cover=1878794
- 75:leaf=0.000615814934,cover=0
- 76:leaf=-5.75528538e-05,cover=0
- 4:[Curv5<0.0300692953] yes=9,no=10,missing=9,gain=12.236537,cover=347289
- 9:[Pol<142.520569] yes=19,no=20,missing=19,gain=8.31942081,cover=61357
- 19:[Pol<64.3762589] yes=39,no=40,missing=39,gain=7.65333462,cover=49626
- 39:[LGI5<3.78836131] yes=77,no=78,missing=78,gain=5.19091558,cover=13888
- 77:leaf=0.000389329129,cover=0
- 78:leaf=-0.00762643665,cover=0
- 40:[PialCurv5<0.0720715299] yes=79,no=80,missing=79,gain=6.42336273,cover=35738
- 79:leaf=-0.00140027725,cover=0
- 80:leaf=0.000446896127,cover=0
- 20:[Ecc<1.3629595] yes=41,no=42,missing=41,gain=6.52102995,cover=11731
- 41:[LGI5<2.4272728] yes=81,no=82,missing=81,gain=4.62965202,cover=980
- 81:leaf=-0.00583758671,cover=0
- 82:leaf=0.00123531965,cover=0
- 42:[LGI5<2.73077893] yes=83,no=84,missing=83,gain=9.59502506,cover=10751
- 83:leaf=0.00436255056,cover=0
- 84:leaf=0.000425216742,cover=0
- 10:[PialCurv5<0.0567538291] yes=21,no=22,missing=22,gain=11.6464739,cover=285932
- 21:[Pol<76.8473129] yes=43,no=44,missing=43,gain=12.0825634,cover=16058
- 43:[LGI5<2.64191389] yes=85,no=86,missing=85,gain=9.18353081,cover=6867
- 85:leaf=0.00747348368,cover=0
- 86:leaf=0.00244239043,cover=0
- 44:[Sulc0<-0.27863887] yes=87,no=88,missing=87,gain=5.50891924,cover=9191
- 87:leaf=-0.00227944716,cover=0
- 88:leaf=0.00100586389,cover=0
- 22:[Curv5<0.166947007] yes=45,no=46,missing=46,gain=7.51348591,cover=269874
- 45:[PialArea5<0.70906347] yes=89,no=90,missing=89,gain=10.0906563,cover=237401
- 89:leaf=0.00054283021,cover=0
- 90:leaf=-0.000212708328,cover=0
- 46:[PialArea5<0.422649235] yes=91,no=92,missing=92,gain=3.11039448,cover=32473
- 91:leaf=-5.28949568e-06,cover=0
- 92:leaf=-0.000987475505,cover=0
- 2:[Area5<0.805150867] yes=5,no=6,missing=5,gain=3.83579922,cover=2098824
- 5:[Sulc0<0.795422614] yes=11,no=12,missing=12,gain=5.48742437,cover=1883376
- 11:[PialCurv5<0.0851107761] yes=23,no=24,missing=23,gain=4.84017277,cover=1883332
- 23:[Pol<68.895668] yes=47,no=48,missing=47,gain=4.27099133,cover=1868322
- 47:[LGI5<2.70988083] yes=93,no=94,missing=94,gain=8.23251343,cover=873835
- 93:leaf=0.000137849682,cover=0
- 94:leaf=-0.000170089086,cover=0
- 48:[Pol<117.668175] yes=95,no=96,missing=95,gain=22.5634308,cover=994487
- 95:leaf=0.000663990562,cover=0
- 96:leaf=1.81452597e-05,cover=0
- 24:[Pol<99.0100403] yes=49,no=50,missing=49,gain=6.2833786,cover=15010
- 49:[Sulc0<-0.552155435] yes=97,no=98,missing=98,gain=3.64895344,cover=7495
- 97:leaf=-0.00269457907,cover=0
- 98:leaf=0.00223810924,cover=0
- 50:[Pol<165.239029] yes=99,no=100,missing=99,gain=3.15056109,cover=7515
- 99:leaf=0.000314167439,cover=0
- 100:leaf=-0.00280917226,cover=0
- 12:[Pol<57.8577347] yes=25,no=26,missing=25,gain=3.72827101,cover=44
- 25:leaf=0.0429357179,cover=0
- 26:[LGI5<3.34776258] yes=51,no=52,missing=51,gain=1.68659711,cover=34
- 51:[Pol<64.3762589] yes=101,no=102,missing=101,gain=0.374293327,cover=21
- 101:leaf=0.000805604446,cover=0
- 102:leaf=0.020087136,cover=0
- 52:[Pol<130.198486] yes=103,no=104,missing=103,gain=1.26906121,cover=13
- 103:leaf=0.00906661246,cover=0
- 104:leaf=-0.0201883484,cover=0
- 6:[Pol<62.0115929] yes=13,no=14,missing=13,gain=3.52452898,cover=215448
- 13:[Ecc<0.999059319] yes=27,no=28,missing=28,gain=6.81674671,cover=118955
- 27:[Sulc0<-0.776109517] yes=53,no=54,missing=53,gain=4.24013901,cover=1055
- 53:[Ecc<0.567370772] yes=105,no=106,missing=105,gain=1.44976759,cover=551
- 105:leaf=0.00256738509,cover=0
- 106:leaf=-0.00281074084,cover=0
- 54:[Curv5<-0.247622609] yes=107,no=108,missing=107,gain=2.34597111,cover=504
- 107:leaf=0.0215989463,cover=0
- 108:leaf=-0.00768045429,cover=0
- 28:[Ecc<11.1913614] yes=55,no=56,missing=56,gain=3.99209714,cover=117900
- 55:[Curv5<-0.0686563179] yes=109,no=110,missing=109,gain=11.2025948,cover=71354
- 109:leaf=-0.000370347494,cover=0
- 110:leaf=0.00188204017,cover=0
- 56:[Pol<32.323391] yes=111,no=112,missing=111,gain=4.58382368,cover=46546
- 111:leaf=0.000788156234,cover=0
- 112:leaf=-0.000244905095,cover=0
- 14:[Pol<127.728462] yes=29,no=30,missing=29,gain=8.15718651,cover=96493
- 29:[LGI5<2.36851335] yes=57,no=58,missing=58,gain=11.351757,cover=37756
- 57:[Pol<82.2009888] yes=113,no=114,missing=113,gain=8.58435249,cover=5504
- 113:leaf=-0.00118833757,cover=0
- 114:leaf=0.00281341583,cover=0
- 58:[Sulc0<-0.285426885] yes=115,no=116,missing=115,gain=10.3801842,cover=32252
- 115:leaf=-0.00276433001,cover=0
- 116:leaf=-0.000762308424,cover=0
- 30:[PialArea5<1.57955706] yes=59,no=60,missing=59,gain=3.43618464,cover=58737
- 59:[Pol<155.757294] yes=117,no=118,missing=117,gain=3.86524105,cover=57492
- 117:leaf=0.000334970508,cover=0
- 118:leaf=-0.000484960387,cover=0
- 60:[Ecc<6.10119486] yes=119,no=120,missing=119,gain=9.0188427,cover=1245
- 119:leaf=0.0114721125,cover=0
- 120:leaf=0.000543485512,cover=0
-booster[455]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=2,gain=1.83616424,cover=5124388
- 1:[Curv5<0.0736173838] yes=3,no=4,missing=3,gain=1.22217989,cover=80066
- 3:[Area5<0.453641325] yes=7,no=8,missing=8,gain=1.26209939,cover=631
- 7:[Sulc0<0.717745602] yes=15,no=16,missing=16,gain=0.635405481,cover=205
- 15:[PialArea5<0.245474651] yes=31,no=32,missing=31,gain=0.210436895,cover=172
- 31:[Curv5<-0.39144522] yes=63,no=64,missing=63,gain=0.0517029613,cover=53
- 63:leaf=-0.0019138552,cover=0
- 64:leaf=-0.00662677968,cover=0
- 32:[LGI5<2.22170687] yes=65,no=66,missing=66,gain=0.130249768,cover=119
- 65:leaf=-0.00401052414,cover=0
- 66:leaf=0.00170829147,cover=0
- 16:[Ecc<23.9349174] yes=33,no=34,missing=33,gain=0.34830153,cover=33
- 33:[Pol<87.9431763] yes=67,no=68,missing=67,gain=0.199777246,cover=28
- 67:leaf=0.0143838031,cover=0
- 68:leaf=0.00544038368,cover=0
- 34:[Ecc<30.959959] yes=69,no=70,missing=69,gain=0.175079733,cover=5
- 69:leaf=-0.0127084274,cover=0
- 70:leaf=0.00351980026,cover=0
- 8:[LGI5<2.76843596] yes=17,no=18,missing=17,gain=1.37925291,cover=426
- 17:[Pol<104.38549] yes=35,no=36,missing=35,gain=2.52182531,cover=134
- 35:[Ecc<8.06448936] yes=71,no=72,missing=71,gain=0.634100914,cover=67
- 71:leaf=-0.0248314533,cover=0
- 72:leaf=-0.0118008694,cover=0
- 36:[Pol<113.913933] yes=73,no=74,missing=73,gain=0.487922877,cover=67
- 73:leaf=0.00431526219,cover=0
- 74:leaf=-0.00424934365,cover=0
- 18:[PialCurv5<0.241144046] yes=37,no=38,missing=38,gain=1.33723426,cover=292
- 37:[Ecc<25.981123] yes=75,no=76,missing=76,gain=0.808900893,cover=246
- 75:leaf=-0.005102091,cover=0
- 76:leaf=0.000911248848,cover=0
- 38:[Pol<90.361351] yes=77,no=78,missing=77,gain=1.79134512,cover=46
- 77:leaf=-0.00406528823,cover=0
- 78:leaf=0.0153502552,cover=0
- 4:[Curv5<0.153449878] yes=9,no=10,missing=9,gain=1.79904985,cover=79435
- 9:[LGI5<2.13090348] yes=19,no=20,missing=20,gain=1.32429481,cover=13005
- 19:[Ecc<1.3629595] yes=39,no=40,missing=39,gain=0.653266072,cover=34
- 39:[PialCurv5<0.113078766] yes=79,no=80,missing=79,gain=0.0695557594,cover=19
- 79:leaf=-0.00366313872,cover=0
- 80:leaf=-0.0158767831,cover=0
- 40:[Ecc<3.35458159] yes=81,no=82,missing=81,gain=0.198867336,cover=15
- 81:leaf=-0.00341518573,cover=0
- 82:leaf=0.0107830763,cover=0
- 20:[PialCurv5<0.409174502] yes=41,no=42,missing=41,gain=1.22410846,cover=12971
- 41:[Area5<0.453641325] yes=83,no=84,missing=84,gain=1.40931177,cover=12509
- 83:leaf=-0.00601554103,cover=0
- 84:leaf=0.00095287658,cover=0
- 42:[Pol<90.361351] yes=85,no=86,missing=85,gain=2.00515246,cover=462
- 85:leaf=-0.00598627282,cover=0
- 86:leaf=0.000820994785,cover=0
- 10:[Ecc<1.3629595] yes=21,no=22,missing=21,gain=0.86751157,cover=66430
- 21:[MidArea5<0.421422303] yes=43,no=44,missing=43,gain=1.37701786,cover=1360
- 43:[Pol<91.5616074] yes=87,no=88,missing=88,gain=1.40425551,cover=596
- 87:leaf=0.00890223309,cover=0
- 88:leaf=-1.5861262e-05,cover=0
- 44:[Pol<80.2322083] yes=89,no=90,missing=89,gain=1.21182549,cover=764
- 89:leaf=-0.00887846667,cover=0
- 90:leaf=-0.00187891105,cover=0
- 22:[LGI5<2.18291569] yes=45,no=46,missing=45,gain=1.46613002,cover=65070
- 45:[Ecc<2.02168798] yes=91,no=92,missing=92,gain=0.459822774,cover=508
- 91:leaf=-0.00144660601,cover=0
- 92:leaf=0.00337235117,cover=0
- 46:[Pol<124.735107] yes=93,no=94,missing=93,gain=1.34658718,cover=64562
- 93:leaf=0.000125878869,cover=0
- 94:leaf=0.00196066825,cover=0
- 2:[Curv5<0.22365725] yes=5,no=6,missing=6,gain=2.21285343,cover=5044322
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=2.5410974,cover=4987499
- 11:[PialCurv5<0.362132162] yes=23,no=24,missing=23,gain=1.97916067,cover=4982134
- 23:[PialArea5<0.454431564] yes=47,no=48,missing=47,gain=4.23630333,cover=4885357
- 47:[Curv5<0.0300692953] yes=95,no=96,missing=95,gain=10.8683968,cover=469259
- 95:leaf=-0.00119765196,cover=0
- 96:leaf=0.000188963066,cover=0
- 48:[Curv5<0.10516572] yes=97,no=98,missing=97,gain=6.49687672,cover=4416098
- 97:leaf=6.08548908e-06,cover=0
- 98:leaf=-0.000213901498,cover=0
- 24:[Sulc0<0.193122864] yes=49,no=50,missing=49,gain=2.95900106,cover=96777
- 49:[PialCurv5<0.409174502] yes=99,no=100,missing=100,gain=2.08306479,cover=7281
- 99:leaf=0.000154106063,cover=0
- 100:leaf=0.00195645797,cover=0
- 50:[PialArea5<0.567627013] yes=101,no=102,missing=101,gain=2.99160886,cover=89496
- 101:leaf=-0.000336633093,cover=0
- 102:leaf=0.00226958049,cover=0
- 12:[Sulc0<0.849368811] yes=25,no=26,missing=25,gain=2.13397193,cover=5365
- 25:[Pol<96.8070755] yes=51,no=52,missing=52,gain=2.06850052,cover=3316
- 51:[LGI5<3.58443618] yes=103,no=104,missing=103,gain=1.63658047,cover=1094
- 103:leaf=0.00402792636,cover=0
- 104:leaf=-0.00617044838,cover=0
- 52:[Pol<138.971481] yes=105,no=106,missing=105,gain=1.5688622,cover=2222
- 105:leaf=0.000464946555,cover=0
- 106:leaf=0.00433125999,cover=0
- 26:[PialArea5<0.472106963] yes=53,no=54,missing=53,gain=2.17085743,cover=2049
- 53:[Ecc<13.8847265] yes=107,no=108,missing=107,gain=1.86919117,cover=2007
- 107:leaf=-0.00199595885,cover=0
- 108:leaf=0.00105605647,cover=0
- 54:[Ecc<8.29616165] yes=109,no=110,missing=109,gain=3.2375536,cover=42
- 109:leaf=0.0256506037,cover=0
- 110:leaf=-0.00178388134,cover=0
- 6:[Sulc0<0.423605621] yes=13,no=14,missing=13,gain=2.06632781,cover=56823
- 13:[Pol<116.093399] yes=27,no=28,missing=27,gain=1.73481703,cover=28869
- 27:[LGI5<3.13786864] yes=55,no=56,missing=55,gain=2.21673393,cover=19995
- 55:[Ecc<6.2938199] yes=111,no=112,missing=112,gain=4.23064137,cover=19725
- 111:leaf=-0.000745001482,cover=0
- 112:leaf=-0.00382058998,cover=0
- 56:[PialCurv5<0.45140323] yes=113,no=114,missing=113,gain=2.19123816,cover=270
- 113:leaf=0.00658702105,cover=0
- 114:leaf=-0.00317066908,cover=0
- 28:[LGI5<3.11839271] yes=57,no=58,missing=57,gain=1.74922717,cover=8874
- 57:[LGI5<2.46931005] yes=115,no=116,missing=116,gain=2.52457905,cover=7899
- 115:leaf=-0.000694141025,cover=0
- 116:leaf=0.00109375827,cover=0
- 58:[Pol<118.712891] yes=117,no=118,missing=118,gain=3.22250795,cover=975
- 117:leaf=0.0150138754,cover=0
- 118:leaf=-0.00250802143,cover=0
- 14:[Pol<132.083344] yes=29,no=30,missing=29,gain=1.75862956,cover=27954
- 29:[LGI5<2.69973111] yes=59,no=60,missing=59,gain=1.35163295,cover=27536
- 59:[Area5<0.670794368] yes=119,no=120,missing=119,gain=1.5351615,cover=16284
- 119:leaf=0.000628342328,cover=0
- 120:leaf=-0.000464041252,cover=0
- 60:[Ecc<33.2971039] yes=121,no=122,missing=122,gain=1.50900435,cover=11252
- 121:leaf=-0.000857751642,cover=0
- 122:leaf=0.000321705418,cover=0
- 30:[Ecc<22.4429302] yes=61,no=62,missing=61,gain=1.04367483,cover=418
- 61:[PialCurv5<0.255337358] yes=123,no=124,missing=123,gain=0.735872984,cover=395
- 123:leaf=-0.00759504968,cover=0
- 124:leaf=-0.00258273818,cover=0
- 62:[LGI5<3.09872246] yes=125,no=126,missing=125,gain=0.28641957,cover=23
- 125:leaf=0.00941314921,cover=0
- 126:leaf=-0.00439036265,cover=0
-booster[456]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=1.80270135,cover=5124388
- 1:[Ecc<9.38688755] yes=3,no=4,missing=3,gain=4.46001244,cover=60049
- 3:[PialCurv5<0.0771882981] yes=7,no=8,missing=7,gain=5.96095276,cover=22826
- 7:[LGI5<3.04290652] yes=15,no=16,missing=16,gain=3.52258301,cover=21754
- 15:[Ecc<6.03867722] yes=31,no=32,missing=31,gain=1.37982571,cover=17453
- 31:[Curv5<-0.0507577434] yes=63,no=64,missing=64,gain=2.50657701,cover=8385
- 63:leaf=-0.00045191063,cover=0
- 64:leaf=0.00336418184,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=65,gain=3.32107401,cover=9068
- 65:leaf=0.00975272804,cover=0
- 66:leaf=0.000544294191,cover=0
- 16:[Sulc0<0.143142253] yes=33,no=34,missing=34,gain=1.9827466,cover=4301
- 33:[Area5<0.576076329] yes=67,no=68,missing=67,gain=1.22472811,cover=4289
- 67:leaf=-0.00476142205,cover=0
- 68:leaf=-0.00111278018,cover=0
- 34:[Curv5<0.0798443258] yes=69,no=70,missing=69,gain=0.92636323,cover=12
- 69:leaf=-0.0297799557,cover=0
- 70:leaf=-0.000685943407,cover=0
- 8:[Sulc0<-0.655889988] yes=17,no=18,missing=17,gain=1.64062262,cover=1072
- 17:[Area5<0.66824472] yes=35,no=36,missing=35,gain=0.330690265,cover=10
- 35:[Ecc<1.15906882] yes=71,no=72,missing=71,gain=0.0642636195,cover=3
- 71:leaf=-0.00625463435,cover=0
- 72:leaf=0.00533823203,cover=0
- 36:[PialCurv5<0.0877920389] yes=73,no=74,missing=73,gain=0.037967205,cover=7
- 73:leaf=0.0264645219,cover=0
- 74:leaf=0.0118624391,cover=0
- 18:[Area5<0.582201123] yes=37,no=38,missing=38,gain=1.71230221,cover=1062
- 37:[LGI5<2.73077893] yes=75,no=76,missing=76,gain=0.194059134,cover=18
- 75:leaf=-0.0116254166,cover=0
- 76:leaf=-0.0244982336,cover=0
- 38:[Area5<0.695856333] yes=77,no=78,missing=78,gain=1.58500814,cover=1044
- 77:leaf=-0.00137983577,cover=0
- 78:leaf=-0.00538296299,cover=0
- 4:[MidArea5<0.603350997] yes=9,no=10,missing=9,gain=2.83671427,cover=37223
- 9:[LGI5<2.44958925] yes=19,no=20,missing=19,gain=2.16658688,cover=1382
- 19:[Ecc<9.75650311] yes=39,no=40,missing=40,gain=0.0322160721,cover=10
- 39:leaf=-0.00953298435,cover=0
- 40:leaf=-0.0258113742,cover=0
- 20:[Ecc<38.0136108] yes=41,no=42,missing=41,gain=1.62971997,cover=1372
- 41:[LGI5<2.68420529] yes=79,no=80,missing=80,gain=2.70900679,cover=1061
- 79:leaf=0.014615762,cover=0
- 80:leaf=-0.00273986883,cover=0
- 42:[PialCurv5<-0.0569176264] yes=81,no=82,missing=81,gain=1.0489459,cover=311
- 81:leaf=-0.000832599995,cover=0
- 82:leaf=0.00500065973,cover=0
- 10:[LGI5<3.38720298] yes=21,no=22,missing=21,gain=2.02362442,cover=35841
- 21:[PialArea5<1.06921077] yes=43,no=44,missing=44,gain=1.7108469,cover=29634
- 43:[LGI5<3.33014965] yes=83,no=84,missing=83,gain=2.23068047,cover=20921
- 83:leaf=0.000980095239,cover=0
- 84:leaf=0.00312518957,cover=0
- 44:[Sulc0<-0.23104082] yes=85,no=86,missing=86,gain=2.62894559,cover=8713
- 85:leaf=0.000547871867,cover=0
- 86:leaf=-0.00252284296,cover=0
- 22:[PialCurv5<0.426807076] yes=45,no=46,missing=45,gain=1.69802916,cover=6207
- 45:[Ecc<30.959959] yes=87,no=88,missing=87,gain=1.43427801,cover=6204
- 87:leaf=0.000456232898,cover=0
- 88:leaf=-0.00110519386,cover=0
- 46:leaf=0.0324412994,cover=0
- 2:[Area5<0.476400614] yes=5,no=6,missing=6,gain=1.88613212,cover=5064339
- 5:[PialCurv5<-0.0227819066] yes=11,no=12,missing=11,gain=3.58949804,cover=179743
- 11:[Curv5<-0.161761403] yes=23,no=24,missing=23,gain=3.4383409,cover=170942
- 23:[Ecc<1.68457866] yes=47,no=48,missing=47,gain=3.82879663,cover=139890
- 47:[PialArea5<0.824056447] yes=89,no=90,missing=89,gain=2.55185747,cover=51529
- 89:leaf=-0.000515114749,cover=0
- 90:leaf=0.00021106629,cover=0
- 48:[PialCurv5<-0.139269829] yes=91,no=92,missing=91,gain=3.92334795,cover=88361
- 91:leaf=0.000671583519,cover=0
- 92:leaf=1.39854808e-06,cover=0
- 24:[Sulc0<-0.815117955] yes=49,no=50,missing=49,gain=2.96707487,cover=31052
- 49:[Curv5<-0.0553030409] yes=93,no=94,missing=93,gain=2.60292816,cover=4956
- 93:leaf=-0.000329233997,cover=0
- 94:leaf=-0.0124096302,cover=0
- 50:[LGI5<2.63733578] yes=95,no=96,missing=95,gain=4.94991207,cover=26096
- 95:leaf=0.0013184573,cover=0
- 96:leaf=-0.000225558368,cover=0
- 12:[PialArea5<0.537928462] yes=25,no=26,missing=25,gain=3.45253086,cover=8801
- 25:[LGI5<3.39750218] yes=51,no=52,missing=52,gain=1.60100353,cover=4658
- 51:[Pol<66.6374893] yes=97,no=98,missing=97,gain=3.29157639,cover=4239
- 97:leaf=-0.00539584784,cover=0
- 98:leaf=0.000185973695,cover=0
- 52:[LGI5<3.78836131] yes=99,no=100,missing=99,gain=3.46310997,cover=419
- 99:leaf=0.00524020847,cover=0
- 100:leaf=-0.00632503117,cover=0
- 26:[Ecc<6.22534323] yes=53,no=54,missing=54,gain=4.84749699,cover=4143
- 53:[LGI5<2.91278505] yes=101,no=102,missing=101,gain=2.82151175,cover=2979
- 101:leaf=-0.00100759417,cover=0
- 102:leaf=0.0110909203,cover=0
- 54:[PialCurv5<0.0044251224] yes=103,no=104,missing=103,gain=1.19827938,cover=1164
- 103:leaf=-0.00292165787,cover=0
- 104:leaf=-0.00614248263,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=14,gain=2.5521307,cover=4884596
- 13:[Ecc<14.484726] yes=27,no=28,missing=27,gain=2.17185688,cover=13536
- 27:[MidArea5<0.816721499] yes=55,no=56,missing=55,gain=2.53734398,cover=9393
- 55:[Pol<143.237381] yes=105,no=106,missing=105,gain=2.47870922,cover=8570
- 105:leaf=0.00168145506,cover=0
- 106:leaf=-0.000840735098,cover=0
- 56:[Ecc<3.80337262] yes=107,no=108,missing=107,gain=1.19821858,cover=823
- 107:leaf=-0.00614961144,cover=0
- 108:leaf=-0.000761201547,cover=0
- 28:[Ecc<35.8605728] yes=57,no=58,missing=57,gain=2.49807048,cover=4143
- 57:[LGI5<2.79683423] yes=109,no=110,missing=109,gain=1.05141139,cover=3532
- 109:leaf=-0.00369992224,cover=0
- 110:leaf=-0.000532225065,cover=0
- 58:[LGI5<3.37729335] yes=111,no=112,missing=111,gain=1.80926251,cover=611
- 111:leaf=0.000901277352,cover=0
- 112:leaf=0.0068513006,cover=0
- 14:[Curv5<-0.00402251538] yes=29,no=30,missing=29,gain=2.68120646,cover=4871060
- 29:[PialArea5<0.643814564] yes=59,no=60,missing=59,gain=17.3416214,cover=2842372
- 59:[Pol<138.971481] yes=113,no=114,missing=113,gain=7.05423927,cover=125659
- 113:leaf=-0.000831179321,cover=0
- 114:leaf=3.73779076e-05,cover=0
- 60:[PialCurv5<0.0262785293] yes=115,no=116,missing=116,gain=8.82339954,cover=2716713
- 115:leaf=-3.16869991e-05,cover=0
- 116:leaf=0.000494114356,cover=0
- 30:[PialCurv5<0.0193316489] yes=61,no=62,missing=61,gain=16.7296867,cover=2028688
- 61:[PialArea5<0.739180207] yes=117,no=118,missing=118,gain=22.9527721,cover=136131
- 117:leaf=1.89380498e-05,cover=0
- 118:leaf=0.00133558852,cover=0
- 62:[PialArea5<0.721636832] yes=119,no=120,missing=119,gain=11.1098909,cover=1892557
- 119:leaf=4.65778394e-05,cover=0
- 120:leaf=-0.000286933559,cover=0
-booster[457]:
-0:[PialArea5<0.898016751] yes=1,no=2,missing=1,gain=1.82349098,cover=5124388
- 1:[PialCurv5<-0.111886919] yes=3,no=4,missing=4,gain=5.01442146,cover=3408659
- 3:[Curv5<-0.19738704] yes=7,no=8,missing=7,gain=20.9128685,cover=456349
- 7:[Sulc0<-0.63852036] yes=15,no=16,missing=16,gain=2.86505866,cover=381888
- 15:[Pol<161.595886] yes=31,no=32,missing=31,gain=3.81865263,cover=241109
- 31:[Curv5<-0.319950402] yes=63,no=64,missing=64,gain=4.02623034,cover=188126
- 63:leaf=0.000331574091,cover=0
- 64:leaf=-0.000322468841,cover=0
- 32:[Ecc<2.8577323] yes=65,no=66,missing=65,gain=4.87753868,cover=52983
- 65:leaf=-0.00085735647,cover=0
- 66:leaf=0.00046101847,cover=0
- 16:[Sulc0<0.0689564943] yes=33,no=34,missing=33,gain=3.3863287,cover=140779
- 33:[LGI5<3.64692807] yes=67,no=68,missing=68,gain=2.4808948,cover=136415
- 67:leaf=0.000166906277,cover=0
- 68:leaf=0.00134866172,cover=0
- 34:[Area5<0.557224929] yes=69,no=70,missing=69,gain=5.76594782,cover=4364
- 69:leaf=0.00157827605,cover=0
- 70:leaf=-0.00239293999,cover=0
- 8:[Area5<0.548651993] yes=17,no=18,missing=17,gain=19.2108402,cover=74461
- 17:[Sulc0<0.0850813463] yes=35,no=36,missing=35,gain=4.05608797,cover=29337
- 35:[PialCurv5<-0.130995557] yes=71,no=72,missing=71,gain=4.61944962,cover=28866
- 71:leaf=0.000937191769,cover=0
- 72:leaf=-0.000438638875,cover=0
- 36:[Curv5<-0.0816265643] yes=73,no=74,missing=73,gain=4.04466105,cover=471
- 73:leaf=-0.0017740099,cover=0
- 74:leaf=-0.0120461527,cover=0
- 18:[PialCurv5<-0.129174799] yes=37,no=38,missing=37,gain=12.9505844,cover=45124
- 37:[Pol<157.22821] yes=75,no=76,missing=75,gain=8.01219177,cover=14500
- 75:leaf=0.00219811546,cover=0
- 76:leaf=0.00516099064,cover=0
- 38:[Curv5<-0.174421206] yes=77,no=78,missing=77,gain=4.09269238,cover=30624
- 77:leaf=0.000373296876,cover=0
- 78:leaf=0.00152963528,cover=0
- 4:[Curv5<0.00546095846] yes=9,no=10,missing=9,gain=10.4782734,cover=2952310
- 9:[Area5<0.604913712] yes=19,no=20,missing=20,gain=16.0829639,cover=1041407
- 19:[Pol<59.5955544] yes=39,no=40,missing=39,gain=22.1115551,cover=358747
- 39:[LGI5<2.45602322] yes=79,no=80,missing=80,gain=8.38102627,cover=56810
- 79:leaf=4.02767582e-05,cover=0
- 80:leaf=-0.00124204799,cover=0
- 40:[PialCurv5<-0.0748331472] yes=81,no=82,missing=82,gain=15.221055,cover=301937
- 81:leaf=-0.000146187944,cover=0
- 82:leaf=0.000572469726,cover=0
- 20:[PialArea5<0.559226274] yes=41,no=42,missing=41,gain=11.5747433,cover=682660
- 41:[Pol<146.864227] yes=83,no=84,missing=83,gain=9.95897675,cover=18795
- 83:leaf=-0.0020253947,cover=0
- 84:leaf=0.00118229748,cover=0
- 42:[PialCurv5<0.0308136549] yes=85,no=86,missing=85,gain=13.9750271,cover=663865
- 85:leaf=-0.000365247048,cover=0
- 86:leaf=0.000339829421,cover=0
- 10:[PialCurv5<0.0471153036] yes=21,no=22,missing=21,gain=15.0850515,cover=1910903
- 21:[LGI5<3.78836131] yes=43,no=44,missing=43,gain=11.4896784,cover=214840
- 43:[Curv5<0.0300692953] yes=87,no=88,missing=87,gain=11.7432594,cover=211841
- 87:leaf=9.14013872e-05,cover=0
- 88:leaf=0.000835945073,cover=0
- 44:[Pol<141.081833] yes=89,no=90,missing=89,gain=5.05473614,cover=2999
- 89:leaf=-0.00342698279,cover=0
- 90:leaf=0.00278753368,cover=0
- 22:[PialArea5<0.640100121] yes=45,no=46,missing=45,gain=11.8448257,cover=1696063
- 45:[Area5<0.655598104] yes=91,no=92,missing=91,gain=17.4798183,cover=1320800
- 91:leaf=-0.000252298923,cover=0
- 92:leaf=0.000156268623,cover=0
- 46:[Sulc0<0.732260227] yes=93,no=94,missing=94,gain=10.2745209,cover=375263
- 93:leaf=-0.000319354731,cover=0
- 94:leaf=0.00121459027,cover=0
- 2:[PialCurv5<-0.0999256745] yes=5,no=6,missing=5,gain=3.73368001,cover=1715729
- 5:[Curv5<-0.141545609] yes=11,no=12,missing=11,gain=165.698273,cover=819020
- 11:[Curv5<-0.150053754] yes=23,no=24,missing=23,gain=11.0174751,cover=793971
- 23:[Curv5<-0.2435821] yes=47,no=48,missing=48,gain=10.2173796,cover=779034
- 47:[PialCurv5<-0.132898524] yes=95,no=96,missing=95,gain=10.9892988,cover=232465
- 95:leaf=-0.000137308307,cover=0
- 96:leaf=0.000609395385,cover=0
- 48:[PialCurv5<-0.164281175] yes=97,no=98,missing=98,gain=13.0308342,cover=546569
- 97:leaf=0.00208301423,cover=0
- 98:leaf=-0.000330294337,cover=0
- 24:[PialCurv5<-0.116576619] yes=49,no=50,missing=49,gain=13.0176449,cover=14937
- 49:[PialCurv5<-0.122305259] yes=99,no=100,missing=99,gain=1.48577499,cover=2862
- 99:leaf=0.00526593532,cover=0
- 100:leaf=0.00297530391,cover=0
- 50:[PialCurv5<-0.103163145] yes=101,no=102,missing=101,gain=2.29794741,cover=12075
- 101:leaf=0.000919080921,cover=0
- 102:leaf=-0.000582366367,cover=0
- 12:[PialCurv5<-0.106427588] yes=25,no=26,missing=25,gain=22.4904327,cover=25049
- 25:[Ecc<5.01513863] yes=51,no=52,missing=51,gain=9.207901,cover=13583
- 51:[Sulc0<-0.769821882] yes=103,no=104,missing=104,gain=11.1384735,cover=5551
- 103:leaf=0.00422404846,cover=0
- 104:leaf=0.0087802941,cover=0
- 52:[Curv5<-0.0179657843] yes=105,no=106,missing=105,gain=4.77623749,cover=8032
- 105:leaf=0.0043336018,cover=0
- 106:leaf=-0.0163688771,cover=0
- 26:[Curv5<-0.121808149] yes=53,no=54,missing=54,gain=12.0926399,cover=11466
- 53:[LGI5<2.13090348] yes=107,no=108,missing=107,gain=2.62628365,cover=7833
- 107:leaf=-0.0108142858,cover=0
- 108:leaf=0.00130105217,cover=0
- 54:[Area5<0.707692921] yes=109,no=110,missing=110,gain=3.57870865,cover=3633
- 109:leaf=0.00314566237,cover=0
- 110:leaf=0.00628727535,cover=0
- 6:[Curv5<-0.174421206] yes=13,no=14,missing=13,gain=53.2208939,cover=896709
- 13:[Sulc0<-0.592216015] yes=27,no=28,missing=27,gain=24.324749,cover=115321
- 27:[Sulc0<-1.03844893] yes=55,no=56,missing=55,gain=6.105093,cover=70790
- 55:[Pol<10.3232107] yes=111,no=112,missing=111,gain=2.41555429,cover=8571
- 111:leaf=-0.00254985364,cover=0
- 112:leaf=-0.000328419905,cover=0
- 56:[MidArea5<0.95319289] yes=113,no=114,missing=113,gain=4.79034615,cover=62219
- 113:leaf=0.000480375631,cover=0
- 114:leaf=0.00154409593,cover=0
- 28:[Area5<0.542713821] yes=57,no=58,missing=57,gain=15.162384,cover=44531
- 57:[Sulc0<-0.469276249] yes=115,no=116,missing=116,gain=5.12232256,cover=1650
- 115:leaf=-3.72305703e-06,cover=0
- 116:leaf=-0.00557894586,cover=0
- 58:[PialCurv5<-0.0810050145] yes=117,no=118,missing=118,gain=15.7380219,cover=42881
- 117:leaf=0.0016167796,cover=0
- 118:leaf=0.00375407562,cover=0
- 14:[MidArea5<0.816721499] yes=29,no=30,missing=29,gain=15.3308821,cover=781388
- 29:[Pol<68.895668] yes=59,no=60,missing=59,gain=9.80457783,cover=143612
- 59:[Pol<16.156723] yes=119,no=120,missing=119,gain=5.41672134,cover=53330
- 119:leaf=0.000986918691,cover=0
- 120:leaf=-0.000338527927,cover=0
- 60:[Area5<0.64784193] yes=121,no=122,missing=121,gain=9.62263298,cover=90282
- 121:leaf=0.00121040258,cover=0
- 122:leaf=0.000171552092,cover=0
- 30:[Pol<145.397461] yes=61,no=62,missing=62,gain=10.8625298,cover=637776
- 61:[Area5<0.612264991] yes=123,no=124,missing=123,gain=11.3825903,cover=492220
- 123:leaf=-0.00218507345,cover=0
- 124:leaf=-0.000222833507,cover=0
- 62:[Ecc<25.1292973] yes=125,no=126,missing=125,gain=10.5203114,cover=145556
- 125:leaf=0.000454604218,cover=0
- 126:leaf=-0.00059881917,cover=0
-booster[458]:
-0:[PialArea5<1.06442153] yes=1,no=2,missing=2,gain=1.80534887,cover=5124388
- 1:[MidArea5<1.12090862] yes=3,no=4,missing=3,gain=3.74721909,cover=4397951
- 3:[Ecc<1.21076584] yes=7,no=8,missing=7,gain=3.75959587,cover=4397286
- 7:[Pol<147.599014] yes=15,no=16,missing=15,gain=11.215023,cover=324335
- 15:[Pol<68.895668] yes=31,no=32,missing=31,gain=14.1102524,cover=229119
- 31:[Area5<0.542713821] yes=63,no=64,missing=64,gain=5.02046394,cover=85692
- 63:leaf=3.41107334e-05,cover=0
- 64:leaf=-0.000771603314,cover=0
- 32:[Curv5<-0.0708468556] yes=65,no=66,missing=65,gain=11.3958511,cover=143427
- 65:leaf=-9.22076833e-06,cover=0
- 66:leaf=0.000926441164,cover=0
- 16:[LGI5<2.2730217] yes=33,no=34,missing=33,gain=4.10497284,cover=95216
- 33:[LGI5<2.23211861] yes=67,no=68,missing=68,gain=13.5631495,cover=19191
- 67:leaf=-0.000174766392,cover=0
- 68:leaf=-0.00287595834,cover=0
- 34:[LGI5<2.66052985] yes=69,no=70,missing=69,gain=3.80041838,cover=76025
- 69:leaf=-0.000395546493,cover=0
- 70:leaf=-0.00220243796,cover=0
- 8:[Pol<29.3809395] yes=17,no=18,missing=17,gain=6.48100662,cover=4072951
- 17:[Ecc<4.8056078] yes=35,no=36,missing=35,gain=23.5391712,cover=363454
- 35:[Area5<0.610838115] yes=71,no=72,missing=72,gain=37.3950119,cover=67125
- 71:leaf=-0.00022371349,cover=0
- 72:leaf=0.0021430552,cover=0
- 36:[Area5<0.685542226] yes=73,no=74,missing=73,gain=8.04307842,cover=296329
- 73:leaf=-0.000233398663,cover=0
- 74:leaf=0.000288725481,cover=0
- 18:[Pol<154.27803] yes=37,no=38,missing=37,gain=7.69263124,cover=3709497
- 37:[Sulc0<-0.332174033] yes=75,no=76,missing=75,gain=23.1411285,cover=3139730
- 75:leaf=-0.000299986074,cover=0
- 76:leaf=2.37117038e-05,cover=0
- 38:[Sulc0<-0.0788570642] yes=77,no=78,missing=77,gain=14.128891,cover=569767
- 77:leaf=0.000240683235,cover=0
- 78:leaf=-0.000531683618,cover=0
- 4:[LGI5<2.97899532] yes=9,no=10,missing=10,gain=0.977175474,cover=665
- 9:[Ecc<3.94116735] yes=19,no=20,missing=19,gain=2.10384512,cover=488
- 19:[Pol<116.093399] yes=39,no=40,missing=40,gain=0.757531881,cover=384
- 39:[Curv5<0.155577481] yes=79,no=80,missing=80,gain=0.313063681,cover=232
- 79:leaf=0.0017521577,cover=0
- 80:leaf=0.00724368403,cover=0
- 40:[LGI5<2.74134016] yes=81,no=82,missing=82,gain=0.760341883,cover=152
- 81:leaf=0.00768777123,cover=0
- 82:leaf=-0.010700711,cover=0
- 20:[Pol<105.995506] yes=41,no=42,missing=41,gain=0.874200881,cover=104
- 41:[LGI5<2.39007568] yes=83,no=84,missing=84,gain=0.235797182,cover=42
- 83:leaf=0.00779219484,cover=0
- 84:leaf=-0.000449480489,cover=0
- 42:[Pol<136.095428] yes=85,no=86,missing=86,gain=0.215756297,cover=62
- 85:leaf=-0.00585672539,cover=0
- 86:leaf=-0.0136608901,cover=0
- 10:[LGI5<3.01384926] yes=21,no=22,missing=21,gain=1.80950427,cover=177
- 21:[PialCurv5<-0.0245349593] yes=43,no=44,missing=44,gain=0.618621349,cover=57
- 43:leaf=-0.00622680038,cover=0
- 44:[Pol<112.359543] yes=87,no=88,missing=88,gain=0.255656719,cover=54
- 87:leaf=0.0115813101,cover=0
- 88:leaf=0.019519452,cover=0
- 22:[Sulc0<0.966456771] yes=45,no=46,missing=46,gain=0.63288027,cover=120
- 45:[Pol<104.38549] yes=89,no=90,missing=89,gain=0.228719831,cover=39
- 89:leaf=0.0163563248,cover=0
- 90:leaf=0.00636588922,cover=0
- 46:[PialArea5<0.922987998] yes=91,no=92,missing=92,gain=0.77186799,cover=81
- 91:leaf=0.00463448791,cover=0
- 92:leaf=-0.00527374074,cover=0
- 2:[PialCurv5<-0.0644776821] yes=5,no=6,missing=5,gain=4.85364246,cover=726437
- 5:[Curv5<-0.0902613774] yes=11,no=12,missing=12,gain=36.3992271,cover=606981
- 11:[Area5<0.734195113] yes=23,no=24,missing=23,gain=4.57907867,cover=596547
- 23:[Sulc0<-0.305269122] yes=47,no=48,missing=48,gain=7.18459988,cover=337165
- 47:[Sulc0<-0.87967056] yes=93,no=94,missing=93,gain=8.41898441,cover=321004
- 93:leaf=-5.40772526e-05,cover=0
- 94:leaf=0.000466351397,cover=0
- 48:[Pol<161.595886] yes=95,no=96,missing=96,gain=5.68037176,cover=16161
- 95:leaf=-0.000310654286,cover=0
- 96:leaf=-0.00252655754,cover=0
- 24:[Sulc0<-0.93782407] yes=49,no=50,missing=50,gain=3.48172879,cover=259382
- 49:[Ecc<1.57116413] yes=97,no=98,missing=98,gain=2.78770542,cover=40082
- 97:leaf=-0.00109055988,cover=0
- 98:leaf=0.000470411702,cover=0
- 50:[Pol<168.718765] yes=99,no=100,missing=99,gain=3.87083673,cover=219300
- 99:leaf=-8.02038194e-05,cover=0
- 100:leaf=-0.000730929256,cover=0
- 12:[Ecc<3.41847086] yes=25,no=26,missing=25,gain=10.9842606,cover=10434
- 25:[PialCurv5<-0.0999256745] yes=51,no=52,missing=51,gain=12.5542984,cover=2140
- 51:[Ecc<0.999059319] yes=101,no=102,missing=102,gain=19.1089535,cover=246
- 101:leaf=-0.0092867054,cover=0
- 102:leaf=0.0242204051,cover=0
- 52:[Pol<20.2198563] yes=103,no=104,missing=103,gain=3.46376991,cover=1894
- 103:leaf=-5.90883928e-06,cover=0
- 104:leaf=0.00580340624,cover=0
- 26:[Curv5<-0.066452302] yes=53,no=54,missing=53,gain=5.94680214,cover=8294
- 53:[Pol<60.4070244] yes=105,no=106,missing=105,gain=4.17596054,cover=6647
- 105:leaf=0.000383250299,cover=0
- 106:leaf=0.00289382297,cover=0
- 54:[Area5<0.610838115] yes=107,no=108,missing=107,gain=6.24172688,cover=1647
- 107:leaf=-0.0151256686,cover=0
- 108:leaf=0.00539208669,cover=0
- 6:[Area5<0.688713074] yes=13,no=14,missing=13,gain=29.900341,cover=119456
- 13:[PialCurv5<-0.0209923834] yes=27,no=28,missing=28,gain=9.64261436,cover=16030
- 27:[Ecc<1.31300318] yes=55,no=56,missing=56,gain=3.30985737,cover=13519
- 55:[MidArea5<0.91065979] yes=109,no=110,missing=110,gain=1.87022305,cover=2603
- 109:leaf=-0.000999785145,cover=0
- 110:leaf=0.00189063535,cover=0
- 56:[Sulc0<-1.02305627] yes=111,no=112,missing=111,gain=4.21939659,cover=10916
- 111:leaf=-0.00887358747,cover=0
- 112:leaf=-0.00193834398,cover=0
- 28:[Pol<115.563423] yes=57,no=58,missing=58,gain=4.9174881,cover=2511
- 57:[Sulc0<-0.181880832] yes=113,no=114,missing=113,gain=2.56989336,cover=1367
- 113:leaf=-0.00239869626,cover=0
- 114:leaf=-0.0103408881,cover=0
- 58:[LGI5<2.39007568] yes=115,no=116,missing=116,gain=3.02983475,cover=1144
- 115:leaf=-0.000783363939,cover=0
- 116:leaf=-0.00847780239,cover=0
- 14:[Curv5<-0.125495523] yes=29,no=30,missing=29,gain=37.3868713,cover=103426
- 29:[Sulc0<-0.569364369] yes=59,no=60,missing=59,gain=5.97539902,cover=9729
- 59:[PialArea5<1.16111541] yes=117,no=118,missing=117,gain=2.83168316,cover=4121
- 117:leaf=0.00323151471,cover=0
- 118:leaf=0.000546026975,cover=0
- 60:[Area5<0.924216449] yes=119,no=120,missing=119,gain=3.06752777,cover=5608
- 119:leaf=0.00430444768,cover=0
- 120:leaf=-0.00274874154,cover=0
- 30:[Area5<0.72514528] yes=61,no=62,missing=62,gain=5.07502079,cover=93697
- 61:[Ecc<1.3629595] yes=121,no=122,missing=122,gain=3.96509409,cover=12629
- 121:leaf=0.0013659125,cover=0
- 122:leaf=-0.00145794579,cover=0
- 62:[Curv5<-0.108295463] yes=123,no=124,missing=123,gain=6.0304575,cover=81068
- 123:leaf=0.00128634553,cover=0
- 124:leaf=-0.000205277232,cover=0
-booster[459]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=2,gain=1.72261441,cover=5124388
- 1:[MidArea5<0.439916283] yes=3,no=4,missing=3,gain=1.11028707,cover=40033
- 3:[Area5<0.64983958] yes=7,no=8,missing=8,gain=6.3041935,cover=21475
- 7:[Pol<95.6227875] yes=15,no=16,missing=15,gain=1.60964286,cover=20401
- 15:[Curv5<0.116796501] yes=31,no=32,missing=31,gain=1.42247462,cover=6910
- 31:[Ecc<9.75650311] yes=63,no=64,missing=64,gain=0.480426192,cover=304
- 63:leaf=0.00278454018,cover=0
- 64:leaf=-0.00310607743,cover=0
- 32:[PialCurv5<0.125401646] yes=65,no=66,missing=65,gain=2.24195719,cover=6606
- 65:leaf=0.00539504504,cover=0
- 66:leaf=0.000949320674,cover=0
- 16:[Ecc<29.3556995] yes=33,no=34,missing=33,gain=1.9195888,cover=13491
- 33:[LGI5<3.268116] yes=67,no=68,missing=67,gain=1.75013959,cover=13074
- 67:leaf=9.75771691e-05,cover=0
- 68:leaf=-0.0023217143,cover=0
- 34:[LGI5<3.28291535] yes=69,no=70,missing=69,gain=1.51511621,cover=417
- 69:leaf=0.00120526762,cover=0
- 70:leaf=0.00754556386,cover=0
- 8:[Ecc<17.7876587] yes=17,no=18,missing=17,gain=1.96379232,cover=1074
- 17:[Sulc0<0.676033437] yes=35,no=36,missing=35,gain=0.954374313,cover=582
- 35:[LGI5<2.33061647] yes=71,no=72,missing=72,gain=1.11121893,cover=130
- 71:leaf=0.000309548137,cover=0
- 72:leaf=0.0122270714,cover=0
- 36:[Area5<0.667375207] yes=73,no=74,missing=73,gain=0.620519638,cover=452
- 73:leaf=0.00392383663,cover=0
- 74:leaf=0.00798522215,cover=0
- 18:[Sulc0<0.74744761] yes=37,no=38,missing=37,gain=2.59469604,cover=492
- 37:[Pol<87.9431763] yes=75,no=76,missing=75,gain=0.493661404,cover=65
- 75:leaf=-0.00296472362,cover=0
- 76:leaf=-0.0117360912,cover=0
- 38:[LGI5<3.25380015] yes=77,no=78,missing=78,gain=0.754712343,cover=427
- 77:leaf=0.00170425978,cover=0
- 78:leaf=0.00601842953,cover=0
- 4:[Curv5<0.266060919] yes=9,no=10,missing=9,gain=2.15122724,cover=18558
- 9:[Area5<0.685542226] yes=19,no=20,missing=19,gain=2.00112081,cover=17953
- 19:[Curv5<0.18040961] yes=39,no=40,missing=39,gain=1.17612898,cover=11697
- 39:[PialCurv5<0.0171581414] yes=79,no=80,missing=80,gain=2.06384349,cover=4884
- 79:leaf=-0.00799584389,cover=0
- 80:leaf=0.000474886328,cover=0
- 40:[Sulc0<0.762988985] yes=81,no=82,missing=81,gain=1.26574099,cover=6813
- 81:leaf=0.00030032947,cover=0
- 82:leaf=-0.00114761887,cover=0
- 20:[Ecc<2.8577323] yes=41,no=42,missing=41,gain=1.80397844,cover=6256
- 41:[LGI5<2.45932961] yes=83,no=84,missing=84,gain=0.428488731,cover=83
- 83:leaf=0.000146776831,cover=0
- 84:leaf=0.00973958801,cover=0
- 42:[MidArea5<0.460721314] yes=85,no=86,missing=85,gain=1.62633061,cover=6173
- 85:leaf=0.00315542589,cover=0
- 86:leaf=0.000489325379,cover=0
- 10:[PialCurv5<0.493508637] yes=21,no=22,missing=22,gain=0.790204763,cover=605
- 21:[Ecc<31.520586] yes=43,no=44,missing=43,gain=0.989953637,cover=335
- 43:[Area5<0.713311911] yes=87,no=88,missing=87,gain=1.06552243,cover=270
- 87:leaf=-0.000618132879,cover=0
- 88:leaf=0.014051348,cover=0
- 44:[LGI5<3.268116] yes=89,no=90,missing=89,gain=0.399169683,cover=65
- 89:leaf=-0.00252096192,cover=0
- 90:leaf=-0.0104190791,cover=0
- 22:[Pol<81.5476837] yes=45,no=46,missing=46,gain=0.575835466,cover=270
- 45:[Ecc<26.874506] yes=91,no=92,missing=91,gain=0.421738207,cover=23
- 91:leaf=0.015503915,cover=0
- 92:leaf=-0.000780536502,cover=0
- 46:[PialArea5<0.245474651] yes=93,no=94,missing=93,gain=0.609828472,cover=247
- 93:leaf=-0.00827414263,cover=0
- 94:leaf=-0.0032602672,cover=0
- 2:[Curv5<0.14511615] yes=5,no=6,missing=6,gain=2.04765821,cover=5084355
- 5:[Sulc0<1.25822949] yes=11,no=12,missing=11,gain=4.76666641,cover=4554888
- 11:[PialArea5<0.390391022] yes=23,no=24,missing=23,gain=3.57406807,cover=4550784
- 23:[PialCurv5<0.291493237] yes=47,no=48,missing=47,gain=4.99653149,cover=103489
- 47:[Pol<72.6247101] yes=95,no=96,missing=95,gain=5.00469303,cover=84330
- 95:leaf=0.00215330138,cover=0
- 96:leaf=0.000375015137,cover=0
- 48:[LGI5<3.51961541] yes=97,no=98,missing=97,gain=3.58765507,cover=19159
- 97:leaf=-0.000635138131,cover=0
- 98:leaf=0.00186888862,cover=0
- 24:[MidArea5<0.56810379] yes=49,no=50,missing=49,gain=5.53764439,cover=4447295
- 49:[Ecc<3.48115921] yes=99,no=100,missing=100,gain=5.84170294,cover=250966
- 99:leaf=0.000148040606,cover=0
- 100:leaf=-0.000382861064,cover=0
- 50:[PialArea5<0.520672619] yes=101,no=102,missing=101,gain=7.74352217,cover=4196329
- 101:leaf=0.000315135898,cover=0
- 102:leaf=-1.70084297e-06,cover=0
- 12:[Area5<0.604913712] yes=25,no=26,missing=25,gain=3.52904177,cover=4104
- 25:[PialArea5<0.355263293] yes=51,no=52,missing=52,gain=1.35450673,cover=103
- 51:[LGI5<3.48966408] yes=103,no=104,missing=103,gain=0.413026094,cover=43
- 103:leaf=-0.0113140466,cover=0
- 104:leaf=-0.0249644779,cover=0
- 52:[LGI5<2.92895722] yes=105,no=106,missing=106,gain=0.545755804,cover=60
- 105:leaf=-0.0167749599,cover=0
- 106:leaf=-0.000873581448,cover=0
- 26:[Ecc<22.8050022] yes=53,no=54,missing=54,gain=3.05001068,cover=4001
- 53:[Area5<0.66824472] yes=107,no=108,missing=107,gain=2.53244972,cover=202
- 107:leaf=-0.0156647898,cover=0
- 108:leaf=-0.00133756129,cover=0
- 54:[Pol<103.31839] yes=109,no=110,missing=109,gain=2.90805483,cover=3799
- 109:leaf=0.00276513607,cover=0
- 110:leaf=-0.00156341307,cover=0
- 6:[Pol<125.308708] yes=13,no=14,missing=13,gain=3.1890974,cover=529467
- 13:[Sulc0<0.210163057] yes=27,no=28,missing=27,gain=4.35598278,cover=476351
- 27:[Pol<104.929901] yes=55,no=56,missing=56,gain=4.85610723,cover=72897
- 55:[Pol<65.1286774] yes=111,no=112,missing=111,gain=2.62564373,cover=48147
- 111:leaf=0.00102130196,cover=0
- 112:leaf=-0.000311365467,cover=0
- 56:[Ecc<2.19188094] yes=113,no=114,missing=114,gain=5.51506901,cover=24750
- 113:leaf=0.000918768521,cover=0
- 114:leaf=-0.00134277018,cover=0
- 28:[Sulc0<0.68960917] yes=57,no=58,missing=57,gain=4.990839,cover=403454
- 57:[Ecc<12.3665791] yes=115,no=116,missing=116,gain=11.4406834,cover=212424
- 115:leaf=0.000254146376,cover=0
- 116:leaf=-0.000748554536,cover=0
- 58:[Ecc<25.5461979] yes=117,no=118,missing=117,gain=3.68040609,cover=191030
- 117:leaf=-0.000416267401,cover=0
- 118:leaf=4.61288546e-05,cover=0
- 14:[Ecc<1.51801682] yes=29,no=30,missing=29,gain=6.03505516,cover=53116
- 29:[Ecc<0.406764686] yes=59,no=60,missing=60,gain=4.3895607,cover=10019
- 59:[Sulc0<0.0530014001] yes=119,no=120,missing=119,gain=2.09768677,cover=2962
- 119:leaf=0.00125474238,cover=0
- 120:leaf=-0.0029575855,cover=0
- 60:[Sulc0<-0.305269122] yes=121,no=122,missing=121,gain=3.39955378,cover=7057
- 121:leaf=-0.00352284312,cover=0
- 122:leaf=-0.000912557764,cover=0
- 30:[Sulc0<-0.217071146] yes=61,no=62,missing=62,gain=21.7201118,cover=43097
- 61:[Ecc<5.33884621] yes=123,no=124,missing=123,gain=14.2780743,cover=2939
- 123:leaf=0.00944383256,cover=0
- 124:leaf=0.00212866417,cover=0
- 62:[Ecc<4.53598547] yes=125,no=126,missing=126,gain=5.20625639,cover=40158
- 125:leaf=0.00155695376,cover=0
- 126:leaf=-1.82484073e-05,cover=0
-booster[460]:
-0:[Area5<0.453641325] yes=1,no=2,missing=1,gain=1.71835995,cover=5124388
- 1:[Ecc<0.513775289] yes=3,no=4,missing=4,gain=2.56123137,cover=120099
- 3:[LGI5<2.22170687] yes=7,no=8,missing=8,gain=1.24767649,cover=5798
- 7:[Sulc0<-0.801933944] yes=15,no=16,missing=16,gain=1.24731874,cover=686
- 15:[LGI5<2.18291569] yes=31,no=32,missing=31,gain=0.709216118,cover=393
- 31:[Curv5<-0.125495523] yes=63,no=64,missing=64,gain=0.283315957,cover=237
- 63:leaf=0.00127565197,cover=0
- 64:leaf=-0.00468132738,cover=0
- 32:[Curv5<-0.303613424] yes=65,no=66,missing=65,gain=0.830890179,cover=156
- 65:leaf=0.00910911616,cover=0
- 66:leaf=-0.00462009246,cover=0
- 16:[LGI5<2.16230083] yes=33,no=34,missing=33,gain=1.50067353,cover=293
- 33:[Curv5<-0.188354567] yes=67,no=68,missing=67,gain=2.11083126,cover=83
- 67:leaf=-0.0185197126,cover=0
- 68:leaf=-0.00257500377,cover=0
- 34:[MidArea5<0.468026847] yes=69,no=70,missing=70,gain=0.546233416,cover=210
- 69:leaf=0.00302763726,cover=0
- 70:leaf=-0.00408548536,cover=0
- 8:[MidArea5<0.545424342] yes=17,no=18,missing=17,gain=1.20421863,cover=5112
- 17:[Curv5<-0.174421206] yes=35,no=36,missing=36,gain=1.14532423,cover=955
- 35:[PialCurv5<-0.148241684] yes=71,no=72,missing=71,gain=0.994358778,cover=585
- 71:leaf=0.0040632668,cover=0
- 72:leaf=-0.0013064692,cover=0
- 36:[PialCurv5<-0.0280297659] yes=73,no=74,missing=73,gain=1.07212937,cover=370
- 73:leaf=0.00487103919,cover=0
- 74:leaf=-0.00112147396,cover=0
- 18:[Curv5<-0.0507577434] yes=37,no=38,missing=37,gain=0.917592883,cover=4157
- 37:[Sulc0<-1.12931466] yes=75,no=76,missing=75,gain=0.863816142,cover=4139
- 75:leaf=-0.003407849,cover=0
- 76:leaf=-0.000679385033,cover=0
- 38:[PialCurv5<-0.0426128618] yes=77,no=78,missing=78,gain=0.392849684,cover=18
- 77:leaf=-0.0150428144,cover=0
- 78:leaf=0.00363783841,cover=0
- 4:[PialCurv5<-0.0441194475] yes=9,no=10,missing=9,gain=2.42200994,cover=114301
- 9:[PialCurv5<-0.0965851992] yes=19,no=20,missing=20,gain=2.8185277,cover=108039
- 19:[Ecc<3.8768425] yes=39,no=40,missing=40,gain=3.21443772,cover=89520
- 39:[PialArea5<0.82654506] yes=79,no=80,missing=79,gain=3.32977295,cover=56494
- 79:leaf=-0.000328850787,cover=0
- 80:leaf=0.000479233509,cover=0
- 40:[PialCurv5<-0.137075767] yes=81,no=82,missing=81,gain=4.08154154,cover=33026
- 81:leaf=0.00103220984,cover=0
- 82:leaf=-9.84305298e-05,cover=0
- 20:[LGI5<2.68917012] yes=41,no=42,missing=41,gain=3.08379459,cover=18519
- 41:[LGI5<2.51288176] yes=83,no=84,missing=84,gain=2.39597416,cover=15192
- 83:leaf=0.000869684969,cover=0
- 84:leaf=0.00252699107,cover=0
- 42:[Ecc<4.87342644] yes=85,no=86,missing=85,gain=1.99038804,cover=3327
- 85:leaf=-0.00527083129,cover=0
- 86:leaf=-0.000207852616,cover=0
- 10:[Pol<43.7633247] yes=21,no=22,missing=21,gain=2.3391695,cover=6262
- 21:[Sulc0<-0.50485903] yes=43,no=44,missing=43,gain=0.697396278,cover=167
- 43:[LGI5<2.36851335] yes=87,no=88,missing=87,gain=0.522651792,cover=62
- 87:leaf=-0.00977404136,cover=0
- 88:leaf=0.000476412446,cover=0
- 44:[Sulc0<0.364060968] yes=89,no=90,missing=89,gain=1.01224089,cover=105
- 89:leaf=-0.0106764194,cover=0
- 90:leaf=0.00497801462,cover=0
- 22:[LGI5<3.78836131] yes=45,no=46,missing=45,gain=2.48197865,cover=6095
- 45:[LGI5<3.62495422] yes=91,no=92,missing=92,gain=7.25851059,cover=6017
- 91:leaf=-0.000635805249,cover=0
- 92:leaf=0.0150168566,cover=0
- 46:[PialCurv5<0.0932018384] yes=93,no=94,missing=93,gain=2.0265193,cover=78
- 93:leaf=-0.0132573145,cover=0
- 94:leaf=0.00680672517,cover=0
- 2:[Curv5<-0.39144522] yes=5,no=6,missing=6,gain=2.25978661,cover=5004289
- 5:[PialCurv5<-0.117370568] yes=11,no=12,missing=11,gain=1.81536078,cover=15674
- 11:[Ecc<4.20590305] yes=23,no=24,missing=23,gain=2.01044393,cover=14459
- 23:[Sulc0<-0.237935558] yes=47,no=48,missing=48,gain=4.94452906,cover=2031
- 47:[Pol<68.895668] yes=95,no=96,missing=95,gain=2.24094772,cover=1973
- 95:leaf=0.00076953182,cover=0
- 96:leaf=0.0045877276,cover=0
- 48:[Ecc<3.80337262] yes=97,no=98,missing=98,gain=2.61549997,cover=58
- 97:leaf=0.0026910624,cover=0
- 98:leaf=0.024596123,cover=0
- 24:[Pol<53.6550331] yes=49,no=50,missing=49,gain=1.78661263,cover=12428
- 49:[LGI5<2.75749183] yes=99,no=100,missing=100,gain=4.22453928,cover=6554
- 99:leaf=-0.00252108555,cover=0
- 100:leaf=0.000598187034,cover=0
- 50:[Pol<131.443253] yes=101,no=102,missing=101,gain=3.0982976,cover=5874
- 101:leaf=0.00256498391,cover=0
- 102:leaf=0.000216677654,cover=0
- 12:[Pol<126.540802] yes=25,no=26,missing=25,gain=1.61219609,cover=1215
- 25:[Pol<123.615685] yes=51,no=52,missing=51,gain=5.06309748,cover=895
- 51:[Ecc<9.27846909] yes=103,no=104,missing=103,gain=1.09500313,cover=861
- 103:leaf=0.000391145615,cover=0
- 104:leaf=-0.0033352084,cover=0
- 52:[Ecc<7.4459548] yes=105,no=106,missing=105,gain=4.6789875,cover=34
- 105:leaf=0.0383965932,cover=0
- 106:leaf=0.00160953437,cover=0
- 26:[LGI5<3.15728688] yes=53,no=54,missing=53,gain=0.754309177,cover=320
- 53:[LGI5<2.82485151] yes=107,no=108,missing=107,gain=0.796681166,cover=274
- 107:leaf=-0.00174036378,cover=0
- 108:leaf=-0.00734456861,cover=0
- 54:[PialArea5<0.651661396] yes=109,no=110,missing=109,gain=0.367083162,cover=46
- 109:leaf=0.0059402301,cover=0
- 110:leaf=-0.00281666731,cover=0
- 6:[PialArea5<1.06442153] yes=13,no=14,missing=13,gain=1.91488004,cover=4988615
- 13:[Sulc0<-0.332174033] yes=27,no=28,missing=27,gain=4.04170132,cover=4263970
- 27:[Pol<20.2198563] yes=55,no=56,missing=55,gain=8.6687851,cover=1556989
- 55:[Curv5<-0.220549613] yes=111,no=112,missing=111,gain=14.2095222,cover=220396
- 111:leaf=-0.000246716285,cover=0
- 112:leaf=0.000562291301,cover=0
- 56:[Pol<142.520569] yes=113,no=114,missing=113,gain=10.4993153,cover=1336593
- 113:leaf=-0.000255382649,cover=0
- 114:leaf=2.69483953e-05,cover=0
- 28:[LGI5<2.93433285] yes=57,no=58,missing=57,gain=6.55367279,cover=2706981
- 57:[Pol<129.571716] yes=115,no=116,missing=115,gain=32.3887711,cover=1525327
- 115:leaf=-9.56351687e-06,cover=0
- 116:leaf=0.000640264188,cover=0
- 58:[Ecc<2.6050899] yes=117,no=118,missing=117,gain=18.0704594,cover=1181654
- 117:leaf=0.0138226366,cover=0
- 118:leaf=-7.33612032e-05,cover=0
- 14:[PialCurv5<-0.0644776821] yes=29,no=30,missing=29,gain=4.31152439,cover=724645
- 29:[Curv5<-0.0902613774] yes=59,no=60,missing=59,gain=32.876545,cover=605224
- 59:[Area5<0.734195113] yes=119,no=120,missing=119,gain=4.10152483,cover=594790
- 119:leaf=0.000189562808,cover=0
- 120:leaf=-7.52185224e-05,cover=0
- 60:[Ecc<3.29132295] yes=121,no=122,missing=122,gain=9.94794846,cover=10434
- 121:leaf=0.00607981859,cover=0
- 122:leaf=0.00215403829,cover=0
- 30:[Area5<0.704541981] yes=61,no=62,missing=61,gain=27.1047554,cover=119421
- 61:[PialCurv5<-0.00171623251] yes=123,no=124,missing=123,gain=8.21480179,cover=21801
- 123:leaf=-0.00151407009,cover=0
- 124:leaf=-0.00509858644,cover=0
- 62:[Curv5<-0.119937547] yes=125,no=126,missing=125,gain=33.3918839,cover=97620
- 125:leaf=0.00278185448,cover=0
- 126:leaf=-0.000174744317,cover=0
-booster[461]:
-0:[PialArea5<0.82654506] yes=1,no=2,missing=1,gain=1.67985165,cover=5124388
- 1:[Area5<0.755546272] yes=3,no=4,missing=3,gain=9.31670761,cover=2845137
- 3:[Ecc<0.406764686] yes=7,no=8,missing=8,gain=3.65708566,cover=2487709
- 7:[Area5<0.674147427] yes=15,no=16,missing=15,gain=7.43209171,cover=40729
- 15:[LGI5<2.62853003] yes=31,no=32,missing=31,gain=3.62756753,cover=33901
- 31:[LGI5<2.3349762] yes=63,no=64,missing=63,gain=4.6702652,cover=32980
- 63:leaf=-0.000499162648,cover=0
- 64:leaf=0.000704521313,cover=0
- 32:[MidArea5<0.588423193] yes=65,no=66,missing=65,gain=5.65423155,cover=921
- 65:leaf=0.00202556606,cover=0
- 66:leaf=-0.00604275381,cover=0
- 16:[Sulc0<-0.115756653] yes=33,no=34,missing=34,gain=7.81857586,cover=6828
- 33:[LGI5<2.44639945] yes=67,no=68,missing=67,gain=4.97474766,cover=6157
- 67:leaf=0.00326817227,cover=0
- 68:leaf=-6.77937423e-05,cover=0
- 34:[PialCurv5<0.175003663] yes=69,no=70,missing=69,gain=2.37500668,cover=671
- 69:leaf=-0.00667088339,cover=0
- 70:leaf=-0.000654341886,cover=0
- 8:[LGI5<2.13090348] yes=17,no=18,missing=18,gain=4.85426283,cover=2446980
- 17:[Pol<152.827332] yes=35,no=36,missing=35,gain=7.08306646,cover=10397
- 35:[Pol<90.9627914] yes=71,no=72,missing=71,gain=3.55911732,cover=8652
- 71:leaf=0.000229166151,cover=0
- 72:leaf=0.0023485336,cover=0
- 36:[Ecc<0.669936359] yes=73,no=74,missing=73,gain=2.50268078,cover=1745
- 73:leaf=0.00227200869,cover=0
- 74:leaf=-0.00275400723,cover=0
- 18:[LGI5<2.16230083] yes=37,no=38,missing=37,gain=5.58282709,cover=2436583
- 37:[Pol<105.462654] yes=75,no=76,missing=75,gain=6.25304222,cover=10684
- 75:leaf=-0.00251394534,cover=0
- 76:leaf=-8.83488319e-05,cover=0
- 38:[MidArea5<0.715439677] yes=77,no=78,missing=77,gain=3.54731941,cover=2425899
- 77:leaf=-4.39721989e-05,cover=0
- 78:leaf=-0.000223915398,cover=0
- 4:[Pol<53.6550331] yes=9,no=10,missing=10,gain=10.0203114,cover=357428
- 9:[Ecc<2.97906685] yes=19,no=20,missing=20,gain=9.37680435,cover=32299
- 19:[Ecc<0.406764686] yes=39,no=40,missing=39,gain=3.48062754,cover=1005
- 39:[Sulc0<-0.445309728] yes=79,no=80,missing=80,gain=2.0658679,cover=124
- 79:leaf=0.00886668731,cover=0
- 80:leaf=-0.00451665279,cover=0
- 40:[LGI5<2.19753051] yes=81,no=82,missing=82,gain=1.76989174,cover=881
- 81:leaf=0.00106164115,cover=0
- 82:leaf=-0.00565677369,cover=0
- 20:[LGI5<2.56078315] yes=41,no=42,missing=41,gain=21.8188591,cover=31294
- 41:[Pol<13.2006302] yes=83,no=84,missing=84,gain=17.4695377,cover=730
- 83:leaf=-0.00347161037,cover=0
- 84:leaf=0.0142587675,cover=0
- 42:[PialCurv5<0.157381535] yes=85,no=86,missing=86,gain=5.10928345,cover=30564
- 85:leaf=0.00127440877,cover=0
- 86:leaf=-0.00052975415,cover=0
- 10:[Curv5<0.0213092454] yes=21,no=22,missing=21,gain=9.73144817,cover=325129
- 21:[Pol<123.615685] yes=43,no=44,missing=43,gain=12.4189167,cover=38915
- 43:[Ecc<29.3556995] yes=87,no=88,missing=88,gain=8.64583015,cover=22032
- 87:leaf=-0.00103188958,cover=0
- 88:leaf=-0.00410314882,cover=0
- 44:[Ecc<7.03401423] yes=89,no=90,missing=89,gain=6.89452314,cover=16883
- 89:leaf=-0.00171490328,cover=0
- 90:leaf=0.000888953102,cover=0
- 22:[Sulc0<0.364060968] yes=45,no=46,missing=45,gain=7.72538996,cover=286214
- 45:[Sulc0<-0.319176674] yes=91,no=92,missing=92,gain=9.03648472,cover=96361
- 91:leaf=-0.00164856727,cover=0
- 92:leaf=0.000699605793,cover=0
- 46:[Pol<90.361351] yes=93,no=94,missing=93,gain=12.215807,cover=189853
- 93:leaf=-0.000496045395,cover=0
- 94:leaf=0.000342504267,cover=0
- 2:[PialCurv5<0.104427323] yes=5,no=6,missing=6,gain=4.09394455,cover=2279251
- 5:[Sulc0<0.830503881] yes=11,no=12,missing=11,gain=4.66961479,cover=2260129
- 11:[Area5<0.702883124] yes=23,no=24,missing=23,gain=4.54578114,cover=2259996
- 23:[Curv5<-0.0642315522] yes=47,no=48,missing=47,gain=14.5887299,cover=1247816
- 47:[PialCurv5<-0.0209923834] yes=95,no=96,missing=95,gain=6.56368828,cover=1159505
- 95:leaf=2.61259265e-05,cover=0
- 96:leaf=0.000936109107,cover=0
- 48:[Pol<43.7633247] yes=97,no=98,missing=97,gain=18.3846741,cover=88311
- 97:leaf=-0.000827184995,cover=0
- 98:leaf=0.00104748819,cover=0
- 24:[PialArea5<0.987776101] yes=49,no=50,missing=49,gain=6.56228113,cover=1012180
- 49:[PialCurv5<-0.102360219] yes=99,no=100,missing=99,gain=7.70602369,cover=391676
- 99:leaf=0.000280624052,cover=0
- 100:leaf=-0.000313207915,cover=0
- 50:[Pol<39.9674568] yes=101,no=102,missing=101,gain=3.53622723,cover=620504
- 101:leaf=-9.6693293e-05,cover=0
- 102:leaf=0.000146364895,cover=0
- 12:[PialCurv5<0.0308136549] yes=25,no=26,missing=25,gain=1.98891258,cover=133
- 25:[LGI5<3.47596025] yes=51,no=52,missing=51,gain=1.0631969,cover=23
- 51:[Pol<120.317558] yes=103,no=104,missing=103,gain=0.16566059,cover=13
- 103:leaf=0.00721008051,cover=0
- 104:leaf=-0.00875531416,cover=0
- 52:[MidArea5<1.02408183] yes=105,no=106,missing=105,gain=0.0965425968,cover=10
- 105:leaf=-0.0202823244,cover=0
- 106:leaf=-0.00792229455,cover=0
- 26:[MidArea5<0.809363365] yes=53,no=54,missing=54,gain=1.36656475,cover=110
- 53:leaf=0.0381178819,cover=0
- 54:[PialArea5<1.02520955] yes=107,no=108,missing=108,gain=0.656918526,cover=106
- 107:leaf=0.0125731444,cover=0
- 108:leaf=0.00197680783,cover=0
- 6:[LGI5<2.51629615] yes=13,no=14,missing=13,gain=6.53874588,cover=19122
- 13:[Pol<63.605114] yes=27,no=28,missing=27,gain=2.01464176,cover=6357
- 27:[Area5<0.598585367] yes=55,no=56,missing=56,gain=2.86313868,cover=362
- 55:[PialArea5<1.00196755] yes=109,no=110,missing=109,gain=0.398844242,cover=29
- 109:leaf=-0.00384905748,cover=0
- 110:leaf=-0.0158008207,cover=0
- 56:[LGI5<2.33061647] yes=111,no=112,missing=111,gain=2.79890442,cover=333
- 111:leaf=0.0130441403,cover=0
- 112:leaf=0.00351333222,cover=0
- 28:[Curv5<0.0365542509] yes=57,no=58,missing=58,gain=2.11838436,cover=5995
- 57:[LGI5<2.3349762] yes=113,no=114,missing=113,gain=3.03239918,cover=1653
- 113:leaf=0.00672316691,cover=0
- 114:leaf=0.00200309837,cover=0
- 58:[Sulc0<-0.237935558] yes=115,no=116,missing=115,gain=3.48531079,cover=4342
- 115:leaf=-0.000810894649,cover=0
- 116:leaf=0.00223433087,cover=0
- 14:[Curv5<0.049365297] yes=29,no=30,missing=29,gain=3.45517731,cover=12765
- 29:[Pol<95.050293] yes=59,no=60,missing=60,gain=3.71765709,cover=5726
- 59:[Curv5<-0.0390223041] yes=117,no=118,missing=117,gain=3.69862127,cover=2277
- 117:leaf=0.0125817573,cover=0
- 118:leaf=0.0021801081,cover=0
- 60:[Sulc0<0.0850813463] yes=119,no=120,missing=119,gain=3.28352976,cover=3449
- 119:leaf=-0.00146692083,cover=0
- 120:leaf=0.00162334554,cover=0
- 30:[MidArea5<0.778519452] yes=61,no=62,missing=62,gain=1.93344617,cover=7039
- 61:[Ecc<4.40349627] yes=121,no=122,missing=121,gain=0.992400765,cover=344
- 121:leaf=0.00806422252,cover=0
- 122:leaf=0.00158451218,cover=0
- 62:[LGI5<3.78836131] yes=123,no=124,missing=123,gain=2.06358051,cover=6695
- 123:leaf=-0.000948637375,cover=0
- 124:leaf=0.00525201065,cover=0
-booster[462]:
-0:[Pol<96.2546158] yes=1,no=2,missing=2,gain=1.75489485,cover=5124388
- 1:[Ecc<6.98131132] yes=3,no=4,missing=3,gain=9.23427963,cover=2381836
- 3:[Ecc<4.40349627] yes=7,no=8,missing=8,gain=28.5696697,cover=1075972
- 7:[LGI5<2.63733578] yes=15,no=16,missing=15,gain=14.4085407,cover=693401
- 15:[PialCurv5<0.0959877223] yes=31,no=32,missing=31,gain=12.6752062,cover=628382
- 31:[Pol<56.1920547] yes=63,no=64,missing=63,gain=18.0000477,cover=549904
- 63:leaf=0.000187936865,cover=0
- 64:leaf=-0.000389096764,cover=0
- 32:[MidArea5<0.712433219] yes=65,no=66,missing=66,gain=11.4200201,cover=78478
- 65:leaf=0.000359349477,cover=0
- 66:leaf=0.00203246134,cover=0
- 16:[Pol<58.6768646] yes=33,no=34,missing=33,gain=12.1779041,cover=65019
- 33:[LGI5<2.90731096] yes=67,no=68,missing=68,gain=10.9900723,cover=43806
- 67:leaf=-3.61334787e-05,cover=0
- 68:leaf=-0.00281542656,cover=0
- 34:[Curv5<0.120553598] yes=69,no=70,missing=69,gain=10.8502655,cover=21213
- 69:leaf=-0.00225759111,cover=0
- 70:leaf=0.000743139361,cover=0
- 8:[Pol<49.2074432] yes=17,no=18,missing=18,gain=18.1766968,cover=382571
- 17:[Curv5<0.0344051942] yes=35,no=36,missing=35,gain=16.6819973,cover=144258
- 35:[Area5<0.741095543] yes=71,no=72,missing=71,gain=7.58204603,cover=141225
- 71:leaf=0.000263461057,cover=0
- 72:leaf=-0.000484667544,cover=0
- 36:[Area5<0.651789546] yes=73,no=74,missing=73,gain=13.5537663,cover=3033
- 73:leaf=-0.00188940798,cover=0
- 74:leaf=0.00570525369,cover=0
- 18:[MidArea5<0.731918395] yes=37,no=38,missing=37,gain=50.5480042,cover=238313
- 37:[Curv5<0.0100963581] yes=75,no=76,missing=76,gain=15.7383413,cover=137901
- 75:leaf=-0.000510804181,cover=0
- 76:leaf=0.000576320745,cover=0
- 38:[Sulc0<-0.123243913] yes=77,no=78,missing=78,gain=21.916748,cover=100412
- 77:leaf=0.00212597172,cover=0
- 78:leaf=0.000554275175,cover=0
- 4:[Ecc<11.0302963] yes=9,no=10,missing=9,gain=40.1184425,cover=1305864
- 9:[Pol<78.8803177] yes=19,no=20,missing=19,gain=27.1754951,cover=407043
- 19:[Sulc0<-0.351394534] yes=39,no=40,missing=39,gain=64.0880432,cover=275920
- 39:[PialCurv5<-0.122305259] yes=79,no=80,missing=79,gain=12.4415045,cover=147504
- 79:leaf=0.000578176114,cover=0
- 80:leaf=-0.000381292019,cover=0
- 40:[Curv5<0.069626309] yes=81,no=82,missing=81,gain=38.8182526,cover=128416
- 81:leaf=-0.00203411723,cover=0
- 82:leaf=5.355346e-05,cover=0
- 20:[PialArea5<0.739180207] yes=41,no=42,missing=41,gain=24.6687241,cover=131123
- 41:[LGI5<2.55687809] yes=83,no=84,missing=83,gain=6.0357933,cover=116819
- 83:leaf=-0.000815390144,cover=0
- 84:leaf=6.78516662e-05,cover=0
- 42:[Sulc0<-0.188964635] yes=85,no=86,missing=85,gain=7.5411129,cover=14304
- 85:leaf=6.97589057e-05,cover=0
- 86:leaf=0.00273740548,cover=0
- 10:[Curv5<0.0635297745] yes=21,no=22,missing=22,gain=22.3607674,cover=898821
- 21:[Pol<58.6768646] yes=43,no=44,missing=43,gain=152.7724,cover=617355
- 43:[PialCurv5<-0.0379593484] yes=87,no=88,missing=87,gain=22.7732029,cover=498863
- 87:leaf=0.000160005744,cover=0
- 88:leaf=-0.00054954912,cover=0
- 44:[Curv5<0.0213092454] yes=89,no=90,missing=89,gain=57.8276215,cover=118492
- 89:leaf=0.00279452489,cover=0
- 90:leaf=0.000530195131,cover=0
- 22:[Pol<50.1003532] yes=45,no=46,missing=46,gain=21.8137093,cover=281466
- 45:[PialCurv5<0.0798129067] yes=91,no=92,missing=91,gain=16.8918839,cover=32660
- 91:leaf=0.00374341919,cover=0
- 92:leaf=0.000507171324,cover=0
- 46:[PialArea5<0.502762914] yes=93,no=94,missing=94,gain=13.1787577,cover=248806
- 93:leaf=-0.000155712492,cover=0
- 94:leaf=-0.000941714563,cover=0
- 2:[Ecc<17.0169544] yes=5,no=6,missing=6,gain=9.61445999,cover=2742552
- 5:[LGI5<2.74668789] yes=11,no=12,missing=11,gain=29.7364044,cover=2156678
- 11:[Ecc<4.33753681] yes=23,no=24,missing=23,gain=13.3083677,cover=1445198
- 23:[Sulc0<-0.50485903] yes=47,no=48,missing=47,gain=18.170969,cover=726729
- 47:[PialCurv5<-0.0632625744] yes=95,no=96,missing=96,gain=17.5612526,cover=362641
- 95:leaf=0.000107934888,cover=0
- 96:leaf=0.000948091503,cover=0
- 48:[Curv5<-0.0943295062] yes=97,no=98,missing=97,gain=20.4983559,cover=364088
- 97:leaf=-0.00122571283,cover=0
- 98:leaf=-6.91788809e-05,cover=0
- 24:[Sulc0<-0.0637059584] yes=49,no=50,missing=49,gain=44.8917007,cover=718469
- 49:[Pol<130.198486] yes=99,no=100,missing=100,gain=86.5294647,cover=401260
- 99:leaf=-0.00192114804,cover=0
- 100:leaf=-0.000200708237,cover=0
- 50:[PialCurv5<0.104427323] yes=101,no=102,missing=101,gain=23.0563564,cover=317209
- 101:leaf=0.000804902636,cover=0
- 102:leaf=-0.000109092951,cover=0
- 12:[Pol<162.313202] yes=25,no=26,missing=25,gain=19.3908348,cover=711480
- 25:[PialArea5<0.795950115] yes=51,no=52,missing=51,gain=17.0367851,cover=551120
- 51:[Ecc<12.0179253] yes=103,no=104,missing=103,gain=17.7861538,cover=338228
- 103:leaf=0.000493827451,cover=0
- 104:leaf=-0.000250974495,cover=0
- 52:[PialCurv5<-0.0758950338] yes=105,no=106,missing=105,gain=49.2993736,cover=212892
- 105:leaf=7.34640707e-05,cover=0
- 106:leaf=0.00159981835,cover=0
- 26:[Curv5<-0.0708468556] yes=53,no=54,missing=53,gain=15.0544395,cover=160360
- 53:[PialArea5<0.851613045] yes=107,no=108,missing=108,gain=20.7877731,cover=88520
- 107:leaf=0.00169810781,cover=0
- 108:leaf=-0.000163603327,cover=0
- 54:[Area5<0.644818127] yes=109,no=110,missing=109,gain=21.7969685,cover=71840
- 109:leaf=-0.0025127267,cover=0
- 110:leaf=-0.000308720337,cover=0
- 6:[Ecc<29.3556995] yes=13,no=14,missing=13,gain=21.3158188,cover=585874
- 13:[Pol<157.965515] yes=27,no=28,missing=27,gain=35.1422729,cover=353802
- 27:[Sulc0<0.272107065] yes=55,no=56,missing=55,gain=40.8847923,cover=247118
- 55:[Sulc0<-0.426983118] yes=111,no=112,missing=111,gain=26.7069778,cover=104011
- 111:leaf=0.000752422551,cover=0
- 112:leaf=-0.0018138109,cover=0
- 56:[Pol<128.951508] yes=113,no=114,missing=114,gain=17.5207958,cover=143107
- 113:leaf=-0.000558339816,cover=0
- 114:leaf=0.000702679332,cover=0
- 28:[PialCurv5<-0.0800075978] yes=57,no=58,missing=57,gain=13.1121387,cover=106684
- 57:[Curv5<-0.127358407] yes=115,no=116,missing=116,gain=7.62495995,cover=86852
- 115:leaf=-1.13542264e-05,cover=0
- 116:leaf=0.00412647799,cover=0
- 58:[Sulc0<0.299089104] yes=117,no=118,missing=117,gain=9.01910019,cover=19832
- 117:leaf=0.00159030769,cover=0
- 118:leaf=-0.00776651874,cover=0
- 14:[Curv5<0.0235087723] yes=29,no=30,missing=29,gain=12.3337173,cover=232072
- 29:[PialArea5<0.669517875] yes=59,no=60,missing=59,gain=28.3133888,cover=160123
- 59:[Area5<0.630444467] yes=119,no=120,missing=119,gain=11.0365047,cover=12906
- 119:leaf=-0.000514927495,cover=0
- 120:leaf=-0.00350583321,cover=0
- 60:[Pol<148.336472] yes=121,no=122,missing=121,gain=18.9541512,cover=147217
- 121:leaf=0.00093973719,cover=0
- 122:leaf=-0.000273682381,cover=0
- 30:[Pol<134.743088] yes=61,no=62,missing=62,gain=24.9792137,cover=71949
- 61:[Sulc0<0.586347759] yes=123,no=124,missing=123,gain=26.9267807,cover=59630
- 123:leaf=-0.00199292623,cover=0
- 124:leaf=0.000781192852,cover=0
- 62:[LGI5<3.34776258] yes=125,no=126,missing=126,gain=9.1949501,cover=12319
- 125:leaf=0.00179864373,cover=0
- 126:leaf=0.00470271986,cover=0
-booster[463]:
-0:[PialArea5<0.34410578] yes=1,no=2,missing=1,gain=1.71272957,cover=5124388
- 1:[Curv5<0.124281213] yes=3,no=4,missing=3,gain=1.93320107,cover=222961
- 3:[Pol<130.822815] yes=7,no=8,missing=7,gain=2.93123293,cover=19273
- 7:[Curv5<0.0534323379] yes=15,no=16,missing=16,gain=2.55680943,cover=17871
- 15:[MidArea5<0.480047464] yes=31,no=32,missing=31,gain=2.4352212,cover=1718
- 31:[Ecc<18.8860435] yes=63,no=64,missing=63,gain=2.44621539,cover=1350
- 63:leaf=-0.00178890291,cover=0
- 64:leaf=0.00255759922,cover=0
- 32:[Pol<102.241241] yes=65,no=66,missing=65,gain=1.79356456,cover=368
- 65:leaf=-0.00233440637,cover=0
- 66:leaf=-0.00992980506,cover=0
- 16:[Pol<108.184875] yes=33,no=34,missing=34,gain=2.53982782,cover=16153
- 33:[Sulc0<-0.271910518] yes=67,no=68,missing=68,gain=2.3775599,cover=14032
- 67:leaf=0.00763115752,cover=0
- 68:leaf=0.000676560216,cover=0
- 34:[MidArea5<0.439916283] yes=69,no=70,missing=69,gain=1.8747263,cover=2121
- 69:leaf=0.00681755831,cover=0
- 70:leaf=0.00206965907,cover=0
- 8:[LGI5<2.13090348] yes=17,no=18,missing=17,gain=2.54751968,cover=1402
- 17:[Pol<132.083344] yes=35,no=36,missing=36,gain=0.0481624603,cover=23
- 35:leaf=-0.00589697761,cover=0
- 36:[Curv5<0.0300692953] yes=71,no=72,missing=72,gain=0.0148994923,cover=21
- 71:leaf=-0.00480952859,cover=0
- 72:leaf=-0.0189725719,cover=0
- 18:[LGI5<2.34364653] yes=37,no=38,missing=37,gain=2.95427632,cover=1379
- 37:[Sulc0<-0.364187956] yes=73,no=74,missing=73,gain=2.78815889,cover=456
- 73:leaf=0.00560336374,cover=0
- 74:leaf=-0.00222279178,cover=0
- 38:[Ecc<0.783076942] yes=75,no=76,missing=75,gain=1.32446408,cover=923
- 75:leaf=-0.00519069703,cover=0
- 76:leaf=-0.00134158309,cover=0
- 4:[Area5<0.770300686] yes=9,no=10,missing=10,gain=1.94356203,cover=203688
- 9:[Pol<51.9018669] yes=19,no=20,missing=20,gain=1.76555824,cover=197277
- 19:[LGI5<2.60212255] yes=39,no=40,missing=39,gain=1.75526857,cover=1319
- 39:[Ecc<0.729281187] yes=77,no=78,missing=78,gain=0.916907072,cover=208
- 77:leaf=0.00217295182,cover=0
- 78:leaf=-0.00475117285,cover=0
- 40:[LGI5<3.84897733] yes=79,no=80,missing=79,gain=0.762034416,cover=1111
- 79:leaf=0.00293429871,cover=0
- 80:leaf=-0.00386699405,cover=0
- 20:[Pol<115.563423] yes=41,no=42,missing=41,gain=1.78739166,cover=195958
- 41:[Sulc0<0.0214736983] yes=81,no=82,missing=82,gain=2.67938328,cover=180685
- 81:leaf=0.00186801725,cover=0
- 82:leaf=-1.36965846e-05,cover=0
- 42:[Ecc<1.10530448] yes=83,no=84,missing=84,gain=3.43731689,cover=15273
- 83:leaf=-0.000951227383,cover=0
- 84:leaf=0.000939419318,cover=0
- 10:[Ecc<42.9490852] yes=21,no=22,missing=21,gain=1.67320776,cover=6411
- 21:[Pol<135.419098] yes=43,no=44,missing=43,gain=1.71668935,cover=5838
- 43:[PialCurv5<0.291493237] yes=85,no=86,missing=85,gain=1.99101925,cover=5819
- 85:leaf=0.00314677856,cover=0
- 86:leaf=0.000798949972,cover=0
- 44:[Ecc<0.618862808] yes=87,no=88,missing=87,gain=0.114094377,cover=19
- 87:leaf=-0.0176791362,cover=0
- 88:leaf=-0.00833946187,cover=0
- 22:[Curv5<0.22365725] yes=45,no=46,missing=45,gain=1.05572629,cover=573
- 45:[MidArea5<0.49446398] yes=89,no=90,missing=89,gain=0.651613414,cover=520
- 89:leaf=0.0132292481,cover=0
- 90:leaf=-0.00115510577,cover=0
- 46:[Sulc0<1.16950965] yes=91,no=92,missing=91,gain=0.867504716,cover=53
- 91:leaf=-0.0165690929,cover=0
- 92:leaf=-0.00331400032,cover=0
- 2:[Curv5<0.195079193] yes=5,no=6,missing=5,gain=2.92080617,cover=4901427
- 5:[PialCurv5<0.45140323] yes=11,no=12,missing=12,gain=2.15890718,cover=4806501
- 11:[Area5<0.536314785] yes=23,no=24,missing=23,gain=1.9683131,cover=4802127
- 23:[Sulc0<0.795422614] yes=47,no=48,missing=47,gain=6.03912163,cover=435393
- 47:[PialCurv5<0.00236006663] yes=93,no=94,missing=93,gain=3.17673421,cover=434789
- 93:leaf=0.000139174226,cover=0
- 94:leaf=-0.000453675544,cover=0
- 48:[Curv5<0.153449878] yes=95,no=96,missing=95,gain=8.45710373,cover=604
- 95:leaf=-0.00700282818,cover=0
- 96:leaf=0.0116030751,cover=0
- 24:[Sulc0<-0.285426885] yes=49,no=50,missing=49,gain=2.59101748,cover=4366734
- 49:[PialArea5<0.769840837] yes=97,no=98,missing=97,gain=8.13000488,cover=2058942
- 97:leaf=-0.00028676854,cover=0
- 98:leaf=-1.04730234e-05,cover=0
- 50:[LGI5<2.93433285] yes=99,no=100,missing=99,gain=7.60693979,cover=2307792
- 99:leaf=0.000108262517,cover=0
- 100:leaf=-7.38826129e-05,cover=0
- 12:[Pol<175.068527] yes=25,no=26,missing=26,gain=2.64788938,cover=4374
- 25:[MidArea5<0.48507002] yes=51,no=52,missing=51,gain=1.81069112,cover=4312
- 51:[Curv5<0.000893599819] yes=101,no=102,missing=102,gain=1.02084517,cover=145
- 101:leaf=-0.0185135063,cover=0
- 102:leaf=-0.00323553127,cover=0
- 52:[PialArea5<0.632563293] yes=103,no=104,missing=103,gain=1.52084374,cover=4167
- 103:leaf=0.000951846305,cover=0
- 104:leaf=0.00571485003,cover=0
- 26:[Ecc<10.2861843] yes=53,no=54,missing=54,gain=1.21238399,cover=62
- 53:[Area5<0.617766261] yes=105,no=106,missing=105,gain=0.373544067,cover=37
- 105:leaf=-0.00544931041,cover=0
- 106:leaf=0.00748743862,cover=0
- 54:[MidArea5<0.548060238] yes=107,no=108,missing=107,gain=1.52874756,cover=25
- 107:leaf=0.0351203158,cover=0
- 108:leaf=0.00931801554,cover=0
- 6:[Ecc<28.7730255] yes=13,no=14,missing=13,gain=2.93166876,cover=94926
- 13:[PialCurv5<0.160740122] yes=27,no=28,missing=28,gain=2.27516508,cover=86046
- 27:[LGI5<3.47596025] yes=55,no=56,missing=55,gain=3.28776622,cover=5855
- 55:[Sulc0<0.940059185] yes=109,no=110,missing=109,gain=3.13801003,cover=5709
- 109:leaf=0.000335124758,cover=0
- 110:leaf=0.024928866,cover=0
- 56:[Ecc<15.3430929] yes=111,no=112,missing=111,gain=0.508751154,cover=146
- 111:leaf=8.53093079e-05,cover=0
- 112:leaf=0.00906333607,cover=0
- 28:[Ecc<11.5171156] yes=57,no=58,missing=57,gain=2.96378613,cover=80191
- 57:[Sulc0<0.41245693] yes=113,no=114,missing=113,gain=2.43763828,cover=72233
- 113:leaf=-0.000562409987,cover=0
- 114:leaf=3.83853003e-05,cover=0
- 58:[Area5<0.794681609] yes=115,no=116,missing=116,gain=1.55844545,cover=7958
- 115:leaf=-0.00119099964,cover=0
- 116:leaf=-0.00433890056,cover=0
- 14:[LGI5<2.89660096] yes=29,no=30,missing=29,gain=1.87322402,cover=8880
- 29:[Area5<0.759248734] yes=59,no=60,missing=60,gain=0.85462904,cover=906
- 59:[Area5<0.564792395] yes=117,no=118,missing=118,gain=0.641614318,cover=771
- 117:leaf=-0.00497056171,cover=0
- 118:leaf=0.00238140067,cover=0
- 60:[LGI5<2.60638428] yes=119,no=120,missing=120,gain=0.279539824,cover=135
- 119:leaf=-0.00450694747,cover=0
- 120:leaf=0.00684587425,cover=0
- 30:[Pol<141.801834] yes=61,no=62,missing=61,gain=1.35193992,cover=7974
- 61:[PialCurv5<0.426807076] yes=121,no=122,missing=122,gain=1.32974696,cover=7937
- 121:leaf=0.000630801078,cover=0
- 122:leaf=-0.000949381036,cover=0
- 62:[MidArea5<0.566005528] yes=123,no=124,missing=123,gain=0.839405298,cover=37
- 123:leaf=0.0144947832,cover=0
- 124:leaf=-0.00174538291,cover=0
-booster[464]:
-0:[Area5<0.380439579] yes=1,no=2,missing=1,gain=1.6027137,cover=5124388
- 1:[MidArea5<0.52745223] yes=3,no=4,missing=3,gain=1.86752307,cover=20016
- 3:[PialArea5<0.686586082] yes=7,no=8,missing=8,gain=4.36501265,cover=8703
- 7:[MidArea5<0.505849421] yes=15,no=16,missing=15,gain=2.4968257,cover=7501
- 15:[Pol<124.735107] yes=31,no=32,missing=31,gain=3.42950487,cover=5870
- 31:[PialCurv5<-0.161598593] yes=63,no=64,missing=64,gain=1.82770514,cover=3826
- 63:leaf=-0.00142404099,cover=0
- 64:leaf=0.00090621243,cover=0
- 32:[PialCurv5<-0.0800075978] yes=65,no=66,missing=65,gain=1.78343534,cover=2044
- 65:leaf=0.00319651258,cover=0
- 66:leaf=-0.00155369472,cover=0
- 16:[PialCurv5<-0.171137348] yes=33,no=34,missing=33,gain=1.14060092,cover=1631
- 33:[Sulc0<-0.620624542] yes=67,no=68,missing=67,gain=0.251849174,cover=210
- 67:leaf=-0.0035532706,cover=0
- 68:leaf=-0.00755049381,cover=0
- 34:[PialArea5<0.662493944] yes=69,no=70,missing=69,gain=0.780207634,cover=1421
- 69:leaf=-0.00229695323,cover=0
- 70:leaf=0.000172153392,cover=0
- 8:[PialArea5<0.712173045] yes=17,no=18,missing=18,gain=0.758970737,cover=1202
- 17:[MidArea5<0.518836677] yes=35,no=36,missing=35,gain=0.790168285,cover=902
- 35:[MidArea5<0.49446398] yes=71,no=72,missing=72,gain=0.300251722,cover=481
- 71:leaf=0.0100841876,cover=0
- 72:leaf=0.00415391289,cover=0
- 36:[Curv5<-0.292340577] yes=73,no=74,missing=73,gain=0.497436583,cover=421
- 73:leaf=-0.00127091911,cover=0
- 74:leaf=0.00254569016,cover=0
- 18:[Curv5<-0.218969986] yes=37,no=38,missing=37,gain=0.245568752,cover=300
- 37:[Sulc0<-0.370474488] yes=75,no=76,missing=76,gain=0.564751148,cover=264
- 75:leaf=0.00572328642,cover=0
- 76:leaf=0.0137352943,cover=0
- 38:[Ecc<1.62447274] yes=77,no=78,missing=77,gain=0.119711719,cover=36
- 77:leaf=-0.00133796781,cover=0
- 78:leaf=0.00438400079,cover=0
- 4:[PialArea5<0.747707367] yes=9,no=10,missing=9,gain=2.69246864,cover=11313
- 9:[PialCurv5<-0.113441773] yes=19,no=20,missing=19,gain=2.88147235,cover=3891
- 19:[MidArea5<0.545424342] yes=39,no=40,missing=40,gain=2.20134115,cover=3084
- 39:[PialArea5<0.721636832] yes=79,no=80,missing=79,gain=4.53431416,cover=1999
- 79:leaf=-0.00257827435,cover=0
- 80:leaf=0.00235080533,cover=0
- 40:[Curv5<-0.251844287] yes=81,no=82,missing=81,gain=0.894904613,cover=1085
- 81:leaf=-0.00485536456,cover=0
- 82:leaf=-0.00196501124,cover=0
- 20:[LGI5<2.48931384] yes=41,no=42,missing=41,gain=0.713828862,cover=807
- 41:[Sulc0<-1.06881595] yes=83,no=84,missing=83,gain=1.03960049,cover=636
- 83:leaf=0.00921926182,cover=0
- 84:leaf=0.000354235846,cover=0
- 42:[LGI5<2.51629615] yes=85,no=86,missing=86,gain=1.32663667,cover=171
- 85:leaf=0.0113366237,cover=0
- 86:leaf=0.00164869649,cover=0
- 10:[MidArea5<0.559431195] yes=21,no=22,missing=21,gain=3.31539583,cover=7422
- 21:[PialArea5<0.767178178] yes=43,no=44,missing=43,gain=1.07942247,cover=1056
- 43:[MidArea5<0.55041182] yes=87,no=88,missing=88,gain=0.991692185,cover=803
- 87:leaf=0.00446627615,cover=0
- 88:leaf=0.000864621892,cover=0
- 44:[PialCurv5<-0.175695807] yes=89,no=90,missing=89,gain=0.236701012,cover=253
- 89:leaf=0.00169758627,cover=0
- 90:leaf=0.00656770868,cover=0
- 22:[PialArea5<0.780359626] yes=45,no=46,missing=45,gain=2.78296638,cover=6366
- 45:[MidArea5<0.56810379] yes=91,no=92,missing=91,gain=0.591134667,cover=1497
- 91:leaf=-0.000905991066,cover=0
- 92:leaf=-0.00292765023,cover=0
- 46:[MidArea5<0.57021302] yes=93,no=94,missing=93,gain=2.43795538,cover=4869
- 93:leaf=0.0051763826,cover=0
- 94:leaf=0.000448879378,cover=0
- 2:[Sulc0<-1.12931466] yes=5,no=6,missing=5,gain=1.74061298,cover=5104372
- 5:[PialCurv5<-0.107986279] yes=11,no=12,missing=11,gain=3.42639303,cover=79091
- 11:[Ecc<5.33884621] yes=23,no=24,missing=23,gain=2.04065728,cover=68869
- 23:[Ecc<2.97906685] yes=47,no=48,missing=47,gain=4.40312099,cover=47872
- 47:[Pol<44.6807365] yes=95,no=96,missing=96,gain=2.58561754,cover=32283
- 95:leaf=-0.000600232685,cover=0
- 96:leaf=0.000328955444,cover=0
- 48:[Pol<39.9674568] yes=97,no=98,missing=97,gain=7.45200539,cover=15589
- 97:leaf=0.00176383054,cover=0
- 98:leaf=-0.000430880027,cover=0
- 24:[LGI5<3.51961541] yes=49,no=50,missing=49,gain=1.52419949,cover=20997
- 49:[PialCurv5<-0.146805272] yes=99,no=100,missing=99,gain=1.33788896,cover=16301
- 99:leaf=-0.000374495197,cover=0
- 100:leaf=-0.00129773736,cover=0
- 50:[Curv5<-0.175970852] yes=101,no=102,missing=101,gain=1.03233933,cover=4696
- 101:leaf=0.000178645205,cover=0
- 102:leaf=0.00597928418,cover=0
- 12:[Ecc<8.41855335] yes=25,no=26,missing=25,gain=1.81828165,cover=10222
- 25:[Ecc<3.35458159] yes=51,no=52,missing=51,gain=2.99232674,cover=9714
- 51:[Curv5<-0.198884338] yes=103,no=104,missing=103,gain=1.86499977,cover=7729
- 103:leaf=2.71964527e-05,cover=0
- 104:leaf=-0.00152873795,cover=0
- 52:[PialArea5<0.914612174] yes=105,no=106,missing=105,gain=1.92583513,cover=1985
- 105:leaf=0.00207426492,cover=0
- 106:leaf=-0.00345203886,cover=0
- 26:[Ecc<18.3223667] yes=53,no=54,missing=53,gain=1.30426836,cover=508
- 53:[Curv5<-0.212755695] yes=107,no=108,missing=107,gain=1.32079732,cover=358
- 107:leaf=-0.00176405034,cover=0
- 108:leaf=0.00521710236,cover=0
- 54:[Ecc<25.981123] yes=109,no=110,missing=110,gain=0.449792653,cover=150
- 109:leaf=-0.00289912638,cover=0
- 110:leaf=0.00684508821,cover=0
- 6:[PialArea5<1.33957577] yes=13,no=14,missing=14,gain=2.0363028,cover=5025281
- 13:[Curv5<-0.272521824] yes=27,no=28,missing=27,gain=2.21244407,cover=4915811
- 27:[Pol<149.072266] yes=55,no=56,missing=55,gain=3.25565696,cover=227251
- 55:[Pol<39.9674568] yes=111,no=112,missing=111,gain=7.09398985,cover=157440
- 111:leaf=-5.06231336e-05,cover=0
- 112:leaf=0.000620903738,cover=0
- 56:[PialCurv5<-0.164281175] yes=113,no=114,missing=113,gain=2.57365894,cover=69811
- 113:leaf=-0.000541598245,cover=0
- 114:leaf=9.18114092e-05,cover=0
- 28:[PialCurv5<-0.175695807] yes=57,no=58,missing=57,gain=4.25805807,cover=4688560
- 57:[Curv5<-0.0773924068] yes=115,no=116,missing=115,gain=2.6821785,cover=12206
- 115:leaf=0.00102038099,cover=0
- 116:leaf=-0.00467994343,cover=0
- 58:[Pol<26.4235344] yes=117,no=118,missing=117,gain=2.89727163,cover=4676354
- 117:leaf=0.000111529429,cover=0
- 118:leaf=-2.51276451e-05,cover=0
- 14:[PialCurv5<-0.181738108] yes=29,no=30,missing=30,gain=2.96270752,cover=109470
- 29:[LGI5<3.13786864] yes=59,no=60,missing=59,gain=1.55810428,cover=515
- 59:[Area5<0.808195949] yes=119,no=120,missing=120,gain=2.11569953,cover=436
- 119:leaf=-0.00580549007,cover=0
- 120:leaf=0.00114896079,cover=0
- 60:[Curv5<-0.206445083] yes=121,no=122,missing=121,gain=0.281349182,cover=79
- 121:leaf=-0.00854810607,cover=0
- 122:leaf=-0.0174046289,cover=0
- 30:[Pol<19.2006226] yes=61,no=62,missing=61,gain=2.28189397,cover=108955
- 61:[Ecc<16.0247612] yes=123,no=124,missing=124,gain=4.18605804,cover=24393
- 123:leaf=-0.000478467729,cover=0
- 124:leaf=0.001309452,cover=0
- 62:[Ecc<2.19188094] yes=125,no=126,missing=125,gain=3.48903847,cover=84562
- 125:leaf=0.00115537562,cover=0
- 126:leaf=0.000226952514,cover=0
-booster[465]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=2,gain=1.62433004,cover=5124388
- 1:[Curv5<0.0736173838] yes=3,no=4,missing=4,gain=1.6387074,cover=140394
- 3:[MidArea5<0.509283841] yes=7,no=8,missing=7,gain=1.50393891,cover=1487
- 7:[Ecc<21.0377083] yes=15,no=16,missing=16,gain=1.14305949,cover=1448
- 15:[PialCurv5<0.24610664] yes=31,no=32,missing=31,gain=0.893245578,cover=1010
- 31:[Sulc0<0.345196545] yes=63,no=64,missing=63,gain=1.37647223,cover=910
- 63:leaf=-0.000657724915,cover=0
- 64:leaf=-0.00454705395,cover=0
- 32:[Area5<0.584141672] yes=65,no=66,missing=65,gain=0.993270576,cover=100
- 65:leaf=-0.00174638687,cover=0
- 66:leaf=0.00832791533,cover=0
- 16:[LGI5<3.33014965] yes=33,no=34,missing=33,gain=1.16212249,cover=438
- 33:[Ecc<22.8050022] yes=67,no=68,missing=67,gain=2.52811146,cover=280
- 67:leaf=0.0127980206,cover=0
- 68:leaf=0.000582722481,cover=0
- 34:[Ecc<32.6813126] yes=69,no=70,missing=69,gain=1.23557496,cover=158
- 69:leaf=-0.00747598475,cover=0
- 70:leaf=0.0013901022,cover=0
- 8:[Ecc<15.7955055] yes=17,no=18,missing=17,gain=0.291732311,cover=39
- 17:[Pol<110.287491] yes=35,no=36,missing=36,gain=0.029803738,cover=17
- 35:[Curv5<0.0100963581] yes=71,no=72,missing=71,gain=0.0401748717,cover=15
- 71:leaf=-0.00257135462,cover=0
- 72:leaf=-0.00837022811,cover=0
- 36:[Ecc<10.569519] yes=73,no=74,missing=73,gain=0.00106545188,cover=2
- 73:leaf=0.000875717436,cover=0
- 74:leaf=-0.000757765782,cover=0
- 18:[LGI5<2.83041978] yes=37,no=38,missing=37,gain=0.530431509,cover=22
- 37:leaf=-0.0245148297,cover=0
- 38:[Sulc0<0.474820405] yes=75,no=76,missing=75,gain=0.197862595,cover=14
- 75:leaf=-0.0162220504,cover=0
- 76:leaf=-0.00352128642,cover=0
- 4:[Curv5<0.14511615] yes=9,no=10,missing=9,gain=1.94992065,cover=138907
- 9:[Pol<131.443253] yes=19,no=20,missing=20,gain=1.82226968,cover=20571
- 19:[Sulc0<-0.0401471928] yes=39,no=40,missing=40,gain=1.81264162,cover=19682
- 39:[LGI5<2.29656005] yes=77,no=78,missing=77,gain=2.80648828,cover=370
- 77:leaf=-0.00303535466,cover=0
- 78:leaf=0.00680401176,cover=0
- 40:[LGI5<3.42912889] yes=79,no=80,missing=80,gain=1.81904411,cover=19312
- 79:leaf=0.000498810434,cover=0
- 80:leaf=0.00205861824,cover=0
- 20:[LGI5<2.47264814] yes=41,no=42,missing=42,gain=1.91473413,cover=889
- 41:[LGI5<2.13090348] yes=81,no=82,missing=81,gain=1.3353107,cover=616
- 81:leaf=-0.01476759,cover=0
- 82:leaf=0.000334991928,cover=0
- 42:[Area5<0.66824472] yes=83,no=84,missing=83,gain=1.1023643,cover=273
- 83:leaf=-0.0067531527,cover=0
- 84:leaf=0.000857304723,cover=0
- 10:[MidArea5<0.590346038] yes=21,no=22,missing=22,gain=1.58331549,cover=118336
- 21:[Pol<114.966316] yes=43,no=44,missing=43,gain=1.0428977,cover=118265
- 43:[Sulc0<0.118391842] yes=85,no=86,missing=86,gain=1.48109972,cover=110232
- 85:leaf=0.00157527404,cover=0
- 86:leaf=4.04911953e-05,cover=0
- 44:[Ecc<1.10530448] yes=87,no=88,missing=88,gain=2.03367138,cover=8033
- 87:leaf=-0.000871007796,cover=0
- 88:leaf=0.00106799661,cover=0
- 22:[LGI5<3.31338549] yes=45,no=46,missing=46,gain=0.426606297,cover=71
- 45:[Curv5<0.195079193] yes=89,no=90,missing=89,gain=0.464169979,cover=41
- 89:leaf=0.0079804128,cover=0
- 90:leaf=-0.00284078903,cover=0
- 46:leaf=0.0119805178,cover=0
- 2:[Curv5<0.120553598] yes=5,no=6,missing=6,gain=2.44810224,cover=4983994
- 5:[Sulc0<0.676033437] yes=11,no=12,missing=11,gain=5.6442461,cover=4290047
- 11:[MidArea5<0.578370392] yes=23,no=24,missing=23,gain=3.97454596,cover=4153156
- 23:[Ecc<3.48115921] yes=47,no=48,missing=48,gain=8.37550163,cover=255423
- 47:[Pol<110.811417] yes=91,no=92,missing=91,gain=5.86270428,cover=86169
- 91:leaf=-0.000278275431,cover=0
- 92:leaf=0.000558106636,cover=0
- 48:[Pol<85.4004211] yes=93,no=94,missing=94,gain=13.8493652,cover=169254
- 93:leaf=0.000254151033,cover=0
- 94:leaf=-0.00071084802,cover=0
- 24:[PialArea5<0.542192638] yes=49,no=50,missing=49,gain=10.9937887,cover=3897733
- 49:[Curv5<0.0344051942] yes=95,no=96,missing=95,gain=21.0110703,cover=108564
- 95:leaf=-0.00143998954,cover=0
- 96:leaf=0.000756001042,cover=0
- 50:[Curv5<0.0574831441] yes=97,no=98,missing=97,gain=5.2438941,cover=3789169
- 97:leaf=1.58277307e-05,cover=0
- 98:leaf=-0.000189129118,cover=0
- 12:[Ecc<43.8470497] yes=25,no=26,missing=25,gain=8.735075,cover=136891
- 25:[Area5<0.596935391] yes=51,no=52,missing=51,gain=7.40940857,cover=118371
- 51:[Sulc0<0.795422614] yes=99,no=100,missing=99,gain=6.41247702,cover=3575
- 99:leaf=0.000301820663,cover=0
- 100:leaf=-0.00393423531,cover=0
- 52:[PialCurv5<0.200529471] yes=101,no=102,missing=101,gain=6.15111923,cover=114796
- 101:leaf=0.0008021057,cover=0
- 102:leaf=1.51752047e-05,cover=0
- 26:[PialArea5<0.613238215] yes=53,no=54,missing=53,gain=6.06907082,cover=18520
- 53:[Pol<78.2110443] yes=103,no=104,missing=103,gain=6.71643829,cover=11301
- 103:leaf=-0.00270171906,cover=0
- 104:leaf=-0.000259559078,cover=0
- 54:[Pol<34.3003769] yes=105,no=106,missing=106,gain=2.68699765,cover=7219
- 105:leaf=0.0036006521,cover=0
- 106:leaf=0.000152837238,cover=0
- 6:[Sulc0<0.517823458] yes=13,no=14,missing=14,gain=6.20178318,cover=693947
- 13:[Pol<60.4070244] yes=27,no=28,missing=27,gain=6.83197069,cover=352249
- 27:[Ecc<2.48523927] yes=55,no=56,missing=56,gain=11.8868313,cover=8477
- 55:[Ecc<0.943656743] yes=107,no=108,missing=107,gain=2.09003043,cover=1736
- 107:leaf=-0.00424193637,cover=0
- 108:leaf=-0.000734246511,cover=0
- 56:[LGI5<2.57675576] yes=109,no=110,missing=109,gain=7.01102448,cover=6741
- 109:leaf=0.00876963791,cover=0
- 110:leaf=0.00199861336,cover=0
- 28:[Ecc<9.50052643] yes=57,no=58,missing=57,gain=6.77709627,cover=343772
- 57:[LGI5<2.70478106] yes=111,no=112,missing=111,gain=6.94856691,cover=274946
- 111:leaf=2.56326402e-05,cover=0
- 112:leaf=0.00072663615,cover=0
- 58:[LGI5<3.58443618] yes=113,no=114,missing=113,gain=5.33886242,cover=68826
- 113:leaf=-0.000538864289,cover=0
- 114:leaf=0.00124962698,cover=0
- 14:[PialArea5<0.524996102] yes=29,no=30,missing=30,gain=6.16853237,cover=341698
- 29:[Area5<0.894858658] yes=59,no=60,missing=59,gain=4.60109472,cover=315644
- 59:[Pol<147.599014] yes=115,no=116,missing=116,gain=3.90049648,cover=312559
- 115:leaf=-0.000193976884,cover=0
- 116:leaf=-0.00432304479,cover=0
- 60:[Curv5<0.149355054] yes=117,no=118,missing=117,gain=1.73836851,cover=3085
- 117:leaf=0.00345527241,cover=0
- 118:leaf=0.000917657395,cover=0
- 30:[MidArea5<0.888195574] yes=61,no=62,missing=61,gain=4.74113369,cover=26054
- 61:[PialCurv5<0.336333007] yes=119,no=120,missing=119,gain=4.30208874,cover=25440
- 119:leaf=-0.00130189571,cover=0
- 120:leaf=0.000887149945,cover=0
- 62:[LGI5<3.25380015] yes=121,no=122,missing=121,gain=1.75775123,cover=614
- 121:leaf=0.00553032011,cover=0
- 122:leaf=6.99101438e-05,cover=0
-booster[466]:
-0:[PialArea5<0.365779996] yes=1,no=2,missing=1,gain=1.59990287,cover=5124388
- 1:[Curv5<0.129884616] yes=3,no=4,missing=3,gain=2.76168704,cover=303029
- 3:[MidArea5<0.610527694] yes=7,no=8,missing=7,gain=3.07492542,cover=40463
- 7:[Sulc0<0.649594426] yes=15,no=16,missing=16,gain=3.00605392,cover=40457
- 15:[Ecc<8.23836613] yes=29,no=30,missing=30,gain=5.22021914,cover=17286
- 29:[Area5<0.67507118] yes=57,no=58,missing=58,gain=5.50346184,cover=7316
- 57:leaf=0.000356620672,cover=0
- 58:leaf=0.00386497728,cover=0
- 30:[Pol<87.3220139] yes=59,no=60,missing=59,gain=6.74037457,cover=9970
- 59:leaf=0.000978944241,cover=0
- 60:leaf=-0.0017237548,cover=0
- 16:[PialCurv5<0.265012205] yes=31,no=32,missing=31,gain=4.9936018,cover=23171
- 31:[LGI5<2.77389717] yes=61,no=62,missing=62,gain=4.01922894,cover=16596
- 61:leaf=-0.000529609737,cover=0
- 62:leaf=0.00166040123,cover=0
- 32:[Area5<0.652759671] yes=63,no=64,missing=63,gain=4.20370913,cover=6575
- 63:leaf=-0.00229022023,cover=0
- 64:leaf=0.000507554971,cover=0
- 8:leaf=-0.0326406471,cover=0
- 4:[Pol<119.248337] yes=9,no=10,missing=10,gain=2.2801156,cover=262566
- 9:[Sulc0<-0.0172607526] yes=17,no=18,missing=17,gain=2.73019004,cover=246182
- 17:[Area5<0.76451689] yes=33,no=34,missing=34,gain=2.36725926,cover=2715
- 33:[LGI5<2.8416636] yes=65,no=66,missing=66,gain=1.41251206,cover=2707
- 65:leaf=0.00120797404,cover=0
- 66:leaf=0.00590438303,cover=0
- 34:leaf=0.0271962117,cover=0
- 18:[Pol<91.5616074] yes=35,no=36,missing=35,gain=2.4891727,cover=243467
- 35:[Ecc<9.38688755] yes=67,no=68,missing=67,gain=5.84640598,cover=65695
- 67:leaf=0.00112641056,cover=0
- 68:leaf=2.91853576e-06,cover=0
- 36:[Ecc<33.9075584] yes=69,no=70,missing=69,gain=2.38808012,cover=177772
- 69:leaf=-0.000140438991,cover=0
- 70:leaf=0.000742397271,cover=0
- 10:[Ecc<1.15906882] yes=19,no=20,missing=20,gain=4.65389729,cover=16384
- 19:[PialCurv5<0.196748361] yes=37,no=38,missing=37,gain=2.76407242,cover=3782
- 37:[LGI5<2.2730217] yes=71,no=72,missing=71,gain=2.56650424,cover=1521
- 71:leaf=-0.00619201548,cover=0
- 72:leaf=-0.00139913347,cover=0
- 38:[Area5<0.567154288] yes=73,no=74,missing=73,gain=0.888842165,cover=2261
- 73:leaf=0.0019199478,cover=0
- 74:leaf=-0.000374969764,cover=0
- 20:[Curv5<0.166947007] yes=39,no=40,missing=40,gain=3.07152843,cover=12602
- 39:[Sulc0<1.16950965] yes=75,no=76,missing=75,gain=2.00414371,cover=3938
- 75:leaf=0.00240755337,cover=0
- 76:leaf=-0.00544908224,cover=0
- 40:[Sulc0<0.29007864] yes=77,no=78,missing=77,gain=3.08293056,cover=8664
- 77:leaf=0.00182664045,cover=0
- 78:leaf=-0.000142854857,cover=0
- 2:[Curv5<0.199476883] yes=5,no=6,missing=6,gain=3.00088048,cover=4821359
- 5:[PialCurv5<0.45140323] yes=11,no=12,missing=12,gain=3.34948254,cover=4756486
- 11:[MidArea5<0.548060238] yes=21,no=22,missing=21,gain=2.17019725,cover=4752492
- 21:[Ecc<3.94116735] yes=41,no=42,missing=42,gain=5.68787098,cover=241915
- 41:[Pol<89.7623749] yes=79,no=80,missing=79,gain=3.44191885,cover=68843
- 79:leaf=-0.000489686092,cover=0
- 80:leaf=0.000407395622,cover=0
- 42:[Area5<0.610838115] yes=81,no=82,missing=81,gain=5.84494066,cover=173072
- 81:leaf=-0.000659983663,cover=0
- 82:leaf=-6.62951497e-05,cover=0
- 22:[PialArea5<0.485325813] yes=43,no=44,missing=43,gain=4.46424055,cover=4510577
- 43:[Sulc0<0.40262419] yes=83,no=84,missing=83,gain=12.6937828,cover=287902
- 83:leaf=0.000738119881,cover=0
- 84:leaf=-8.12906092e-06,cover=0
- 44:[Curv5<0.10516572] yes=85,no=86,missing=85,gain=8.31889725,cover=4222675
- 85:leaf=9.97235747e-06,cover=0
- 86:leaf=-0.000271476485,cover=0
- 12:[Pol<174.523148] yes=23,no=24,missing=24,gain=1.79794502,cover=3994
- 23:[MidArea5<0.474339783] yes=45,no=46,missing=45,gain=1.66532302,cover=3918
- 45:[Curv5<0.000893599819] yes=87,no=88,missing=87,gain=0.706615806,cover=64
- 87:leaf=-0.0176510774,cover=0
- 88:leaf=-0.00407346478,cover=0
- 46:[PialArea5<0.665998757] yes=89,no=90,missing=89,gain=1.34267497,cover=3854
- 89:leaf=0.00125245587,cover=0
- 90:leaf=0.00636672601,cover=0
- 24:[Ecc<10.426198] yes=47,no=48,missing=48,gain=1.22208357,cover=76
- 47:[Area5<0.617766261] yes=91,no=92,missing=91,gain=0.438971162,cover=46
- 91:leaf=-0.00634592026,cover=0
- 92:leaf=0.0059811431,cover=0
- 48:[MidArea5<0.566005528] yes=93,no=94,missing=93,gain=1.23004055,cover=30
- 93:leaf=0.0257860851,cover=0
- 94:leaf=0.00529671134,cover=0
- 6:[LGI5<2.25958419] yes=13,no=14,missing=13,gain=2.45411134,cover=64873
- 13:[Sulc0<-0.401674598] yes=25,no=26,missing=25,gain=1.94022799,cover=4708
- 25:[Ecc<1.3629595] yes=49,no=50,missing=49,gain=2.35549808,cover=113
- 49:[PialArea5<0.418112278] yes=95,no=96,missing=96,gain=0.701597691,cover=57
- 95:leaf=-0.00479155919,cover=0
- 96:leaf=-0.0180746373,cover=0
- 50:[Ecc<4.87342644] yes=97,no=98,missing=97,gain=0.490434408,cover=56
- 97:leaf=-0.00290283631,cover=0
- 98:leaf=0.00844884757,cover=0
- 26:[Curv5<0.266060919] yes=51,no=52,missing=51,gain=0.83944869,cover=4595
- 51:[PialCurv5<0.409174502] yes=99,no=100,missing=100,gain=0.895091653,cover=4193
- 99:leaf=-0.00141021039,cover=0
- 100:leaf=0.000512583822,cover=0
- 52:[Sulc0<0.392869562] yes=101,no=102,missing=101,gain=0.328184366,cover=402
- 101:leaf=-0.00288567762,cover=0
- 102:leaf=-0.00707140192,cover=0
- 14:[PialArea5<0.559226274] yes=27,no=28,missing=28,gain=2.26733732,cover=60165
- 27:[Pol<90.9627914] yes=53,no=54,missing=54,gain=2.14442873,cover=58153
- 53:[MidArea5<0.498434067] yes=103,no=104,missing=104,gain=1.46018708,cover=12294
- 103:leaf=-0.00142577314,cover=0
- 104:leaf=0.000445564277,cover=0
- 54:[Area5<0.695856333] yes=105,no=106,missing=106,gain=3.00900507,cover=45859
- 105:leaf=-0.000248188706,cover=0
- 106:leaf=-0.00120258785,cover=0
- 28:[Area5<0.663006425] yes=55,no=56,missing=55,gain=2.31161046,cover=2012
- 55:[LGI5<2.93433285] yes=107,no=108,missing=108,gain=1.46892023,cover=502
- 107:leaf=0.0029970489,cover=0
- 108:leaf=0.00986146089,cover=0
- 56:[Pol<71.8249207] yes=109,no=110,missing=109,gain=1.98115122,cover=1510
- 109:leaf=0.011535746,cover=0
- 110:leaf=0.000118049422,cover=0
-booster[467]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=1.5301733,cover=5124388
- 1:[Pol<96.2546158] yes=3,no=4,missing=3,gain=1.7244482,cover=5104371
- 3:[Sulc0<0.373583466] yes=7,no=8,missing=7,gain=8.96250534,cover=2372902
- 7:[Pol<66.6374893] yes=15,no=16,missing=15,gain=17.2660999,cover=1942166
- 15:[Curv5<0.0655679703] yes=31,no=32,missing=32,gain=21.1202526,cover=1367723
- 31:[Ecc<6.52965975] yes=63,no=64,missing=63,gain=15.2315149,cover=1328176
- 63:leaf=0.000136145944,cover=0
- 64:leaf=-0.00020435614,cover=0
- 32:[Sulc0<-0.152423486] yes=65,no=66,missing=65,gain=15.0942326,cover=39547
- 65:leaf=0.00262413593,cover=0
- 66:leaf=0.000486004137,cover=0
- 16:[Ecc<12.7231894] yes=33,no=34,missing=33,gain=82.0497437,cover=574443
- 33:[Ecc<4.53598547] yes=67,no=68,missing=67,gain=25.0147877,cover=517875
- 67:leaf=-0.00023596012,cover=0
- 68:leaf=0.000459040748,cover=0
- 34:[Curv5<0.0386843979] yes=69,no=70,missing=69,gain=66.8766098,cover=56568
- 69:leaf=0.00365584414,cover=0
- 70:leaf=0.000196440262,cover=0
- 8:[PialCurv5<0.0567538291] yes=17,no=18,missing=17,gain=18.381176,cover=430736
- 17:[Curv5<-0.188354567] yes=35,no=36,missing=36,gain=15.9232216,cover=37308
- 35:[Ecc<26.4278679] yes=71,no=72,missing=71,gain=2.48599815,cover=236
- 71:leaf=-0.0154535472,cover=0
- 72:leaf=-0.00428619189,cover=0
- 36:[Ecc<20.3925476] yes=73,no=74,missing=73,gain=11.0475397,cover=37072
- 73:leaf=-0.00039864154,cover=0
- 74:leaf=0.00151417963,cover=0
- 18:[PialArea5<0.476533443] yes=37,no=38,missing=37,gain=20.1615448,cover=393428
- 37:[LGI5<3.67381835] yes=75,no=76,missing=76,gain=6.13052464,cover=236929
- 75:leaf=-3.22884916e-05,cover=0
- 76:leaf=0.00133271178,cover=0
- 38:[Curv5<0.0278947372] yes=77,no=78,missing=77,gain=20.7784595,cover=156499
- 77:leaf=0.00195729616,cover=0
- 78:leaf=-0.000838665466,cover=0
- 4:[Ecc<17.0169544] yes=9,no=10,missing=10,gain=8.37403393,cover=2731469
- 9:[LGI5<2.81359315] yes=19,no=20,missing=19,gain=27.0831985,cover=2154126
- 19:[Ecc<7.85193825] yes=39,no=40,missing=39,gain=12.5428181,cover=1558138
- 39:[Area5<0.63275224] yes=79,no=80,missing=79,gain=23.7050743,cover=1296379
- 79:leaf=7.66440571e-05,cover=0
- 80:leaf=-0.000352124596,cover=0
- 40:[Pol<163.028091] yes=81,no=82,missing=81,gain=24.4960728,cover=261759
- 81:leaf=0.000451034546,cover=0
- 82:leaf=-0.000813643914,cover=0
- 20:[Pol<159.435425] yes=41,no=42,missing=42,gain=21.3778324,cover=595988
- 41:[Ecc<12.7231894] yes=83,no=84,missing=83,gain=23.7722168,cover=444977
- 83:leaf=0.000738955801,cover=0
- 84:leaf=-3.68134424e-05,cover=0
- 42:[Curv5<-0.0708468556] yes=85,no=86,missing=85,gain=21.5498734,cover=151011
- 85:leaf=0.00031636504,cover=0
- 86:leaf=-0.000888527371,cover=0
- 10:[Sulc0<0.795422614] yes=21,no=22,missing=21,gain=18.746357,cover=577343
- 21:[Pol<117.137611] yes=43,no=44,missing=43,gain=29.8272648,cover=499272
- 43:[Sulc0<0.167916268] yes=87,no=88,missing=87,gain=26.0549889,cover=62220
- 87:leaf=0.00173437071,cover=0
- 88:leaf=-0.00167285278,cover=0
- 44:[Ecc<30.959959] yes=89,no=90,missing=90,gain=21.5473576,cover=437052
- 89:leaf=-0.000417924224,cover=0
- 90:leaf=0.000319012412,cover=0
- 22:[PialArea5<0.567627013] yes=45,no=46,missing=46,gain=10.2277489,cover=78071
- 45:[LGI5<2.53428411] yes=91,no=92,missing=92,gain=4.44628,cover=72535
- 91:leaf=0.00559218461,cover=0
- 92:leaf=0.00033855639,cover=0
- 46:[Ecc<25.1292973] yes=93,no=94,missing=93,gain=5.45610046,cover=5536
- 93:leaf=-0.000481329538,cover=0
- 94:leaf=0.00339742564,cover=0
- 2:[Pol<92.7492142] yes=5,no=6,missing=5,gain=3.42933607,cover=20017
- 5:[MidArea5<0.692627788] yes=11,no=12,missing=11,gain=4.25599718,cover=8614
- 11:[Ecc<31.520586] yes=23,no=24,missing=23,gain=4.57781506,cover=4254
- 23:[PialCurv5<0.101587482] yes=47,no=48,missing=47,gain=3.60517693,cover=3151
- 47:[Ecc<19.4699688] yes=95,no=96,missing=96,gain=5.44295311,cover=1927
- 95:leaf=-0.00257359445,cover=0
- 96:leaf=-0.00806613266,cover=0
- 48:[Sulc0<0.443755656] yes=97,no=98,missing=97,gain=1.57832265,cover=1224
- 97:leaf=-0.00308491895,cover=0
- 98:leaf=0.00051255693,cover=0
- 24:[PialArea5<0.546516836] yes=49,no=50,missing=49,gain=2.81921506,cover=1103
- 49:[Area5<0.661233962] yes=99,no=100,missing=99,gain=1.07083392,cover=707
- 99:leaf=-0.00454371516,cover=0
- 100:leaf=-0.000217491091,cover=0
- 50:[PialCurv5<0.104427323] yes=101,no=102,missing=102,gain=1.52508378,cover=396
- 101:leaf=0.0064436323,cover=0
- 102:leaf=0.000154479218,cover=0
- 12:[Sulc0<0.0689564943] yes=25,no=26,missing=25,gain=3.9608953,cover=4360
- 25:[PialCurv5<-0.0314326771] yes=51,no=52,missing=52,gain=2.45009398,cover=2951
- 51:[Curv5<-0.048490826] yes=103,no=104,missing=103,gain=1.70973325,cover=2117
- 103:leaf=-0.000480376562,cover=0
- 104:leaf=0.00775617454,cover=0
- 52:[Ecc<23.9349174] yes=105,no=106,missing=105,gain=2.2643187,cover=834
- 105:leaf=-0.00652200822,cover=0
- 106:leaf=-0.00123323256,cover=0
- 26:[Ecc<32.0879669] yes=53,no=54,missing=53,gain=2.1061914,cover=1409
- 53:[PialArea5<0.724588811] yes=107,no=108,missing=107,gain=2.64844513,cover=433
- 107:leaf=0.00061890058,cover=0
- 108:leaf=0.00848234724,cover=0
- 54:[Sulc0<1.11117697] yes=109,no=110,missing=109,gain=1.73026586,cover=976
- 109:leaf=0.000196674286,cover=0
- 110:leaf=0.00814961642,cover=0
- 6:[Ecc<15.5679035] yes=13,no=14,missing=13,gain=1.54760039,cover=11403
- 13:[Area5<0.631603718] yes=27,no=28,missing=27,gain=1.12767291,cover=1661
- 27:[Sulc0<0.528918922] yes=55,no=56,missing=55,gain=1.65755391,cover=327
- 55:[PialArea5<0.507580996] yes=111,no=112,missing=111,gain=1.25307512,cover=265
- 111:leaf=-0.00344806234,cover=0
- 112:leaf=0.00442129606,cover=0
- 56:[PialCurv5<0.216171265] yes=113,no=114,missing=113,gain=0.5586586,cover=62
- 113:leaf=0.0143401446,cover=0
- 114:leaf=0.00347947376,cover=0
- 28:[Sulc0<-0.574995995] yes=57,no=58,missing=57,gain=1.08858538,cover=1334
- 57:[Pol<169.412277] yes=115,no=116,missing=116,gain=0.249198198,cover=179
- 115:leaf=-0.00187513442,cover=0
- 116:leaf=-0.00689377123,cover=0
- 58:[MidArea5<0.681940854] yes=117,no=118,missing=117,gain=1.01059413,cover=1155
- 117:leaf=0.000301525695,cover=0
- 118:leaf=0.00334811001,cover=0
- 14:[Sulc0<0.0770083591] yes=29,no=30,missing=29,gain=1.72223127,cover=9742
- 29:[Ecc<28.2834949] yes=59,no=60,missing=59,gain=1.67449617,cover=5171
- 59:[Area5<0.734195113] yes=119,no=120,missing=119,gain=2.3280766,cover=3950
- 119:leaf=0.000743673008,cover=0
- 120:leaf=-0.00200884207,cover=0
- 60:[Pol<117.668175] yes=121,no=122,missing=121,gain=1.84749389,cover=1221
- 121:leaf=-0.0192810334,cover=0
- 122:leaf=0.00230924808,cover=0
- 30:[Curv5<0.0146088367] yes=61,no=62,missing=61,gain=2.30522823,cover=4571
- 61:[Sulc0<0.598320961] yes=123,no=124,missing=124,gain=2.10217762,cover=1290
- 123:leaf=-0.00195413153,cover=0
- 124:leaf=-0.00888112467,cover=0
- 62:[PialCurv5<-0.019163372] yes=125,no=126,missing=125,gain=4.92519045,cover=3281
- 125:leaf=-0.019329723,cover=0
- 126:leaf=8.44339884e-05,cover=0
-booster[468]:
-0:[Sulc0<-1.15707839] yes=1,no=2,missing=2,gain=1.50385964,cover=5124388
- 1:[PialCurv5<-0.116576619] yes=3,no=4,missing=3,gain=2.90720415,cover=60049
- 3:[PialArea5<1.04617453] yes=7,no=8,missing=7,gain=2.17575431,cover=48234
- 7:[LGI5<2.99035311] yes=15,no=16,missing=15,gain=1.03776622,cover=26713
- 15:[Area5<0.671631575] yes=31,no=32,missing=31,gain=1.95131898,cover=19617
- 31:[Curv5<-0.287682682] yes=63,no=64,missing=64,gain=2.52118254,cover=17880
- 63:leaf=0.000420772616,cover=0
- 64:leaf=-0.00080567284,cover=0
- 32:[PialCurv5<-0.164281175] yes=65,no=66,missing=65,gain=1.8313086,cover=1737
- 65:leaf=-0.000569084426,cover=0
- 66:leaf=0.00274022878,cover=0
- 16:[Ecc<7.24576569] yes=33,no=34,missing=34,gain=2.54168606,cover=7096
- 33:[Ecc<3.03937531] yes=67,no=68,missing=67,gain=1.232723,cover=448
- 67:leaf=0.00678620627,cover=0
- 68:leaf=-0.00513646752,cover=0
- 34:[LGI5<3.51961541] yes=69,no=70,missing=70,gain=1.2803129,cover=6648
- 69:leaf=-0.00120360835,cover=0
- 70:leaf=0.000219526046,cover=0
- 8:[LGI5<2.50608969] yes=17,no=18,missing=17,gain=1.36744618,cover=21521
- 17:[Ecc<5.72519016] yes=35,no=36,missing=35,gain=2.23813963,cover=11610
- 35:[Ecc<3.10160303] yes=71,no=72,missing=71,gain=3.14645791,cover=11149
- 71:leaf=0.000337320322,cover=0
- 72:leaf=0.00230910792,cover=0
- 36:[Pol<10.3232107] yes=73,no=74,missing=73,gain=1.56487954,cover=461
- 73:leaf=-0.0198573675,cover=0
- 74:leaf=-0.00224410347,cover=0
- 18:[Curv5<-0.180574343] yes=37,no=38,missing=37,gain=2.71197081,cover=9911
- 37:[Area5<0.648839295] yes=75,no=76,missing=75,gain=2.04156613,cover=9688
- 75:leaf=-0.0014873211,cover=0
- 76:leaf=0.000169492603,cover=0
- 38:[PialCurv5<-0.140412122] yes=77,no=78,missing=77,gain=1.55468822,cover=223
- 77:leaf=0.0168215763,cover=0
- 78:leaf=0.00377400755,cover=0
- 4:[PialArea5<1.02520955] yes=9,no=10,missing=9,gain=1.41887999,cover=11815
- 9:[LGI5<2.27925944] yes=19,no=20,missing=20,gain=3.14832854,cover=2779
- 19:[Ecc<2.3695333] yes=39,no=40,missing=39,gain=1.76997566,cover=822
- 39:[Area5<0.584141672] yes=79,no=80,missing=79,gain=1.31437945,cover=642
- 79:leaf=-0.0027077049,cover=0
- 80:leaf=-0.00855941884,cover=0
- 40:[Pol<26.4235344] yes=81,no=82,missing=81,gain=1.14724588,cover=180
- 81:leaf=0.0128035918,cover=0
- 82:leaf=0.00037106502,cover=0
- 20:[Area5<0.640637577] yes=41,no=42,missing=42,gain=1.69840622,cover=1957
- 41:[PialCurv5<-0.0644776821] yes=83,no=84,missing=83,gain=1.0935539,cover=1484
- 83:leaf=0.00050196395,cover=0
- 84:leaf=-0.00856963079,cover=0
- 42:[LGI5<3.24660802] yes=85,no=86,missing=85,gain=1.6245122,cover=473
- 85:leaf=0.00556098437,cover=0
- 86:leaf=-0.000947665249,cover=0
- 10:[LGI5<3.78836131] yes=21,no=22,missing=22,gain=1.96024513,cover=9036
- 21:[PialCurv5<-0.0905637741] yes=43,no=44,missing=43,gain=1.72056246,cover=8972
- 43:[LGI5<2.50273752] yes=87,no=88,missing=87,gain=1.52168965,cover=7417
- 87:leaf=-0.000536066305,cover=0
- 88:leaf=-0.00210472848,cover=0
- 44:[LGI5<2.25075769] yes=89,no=90,missing=89,gain=4.4353013,cover=1555
- 89:leaf=0.00221318007,cover=0
- 90:leaf=-0.00424170634,cover=0
- 22:[Curv5<-0.203415334] yes=45,no=46,missing=46,gain=0.387767673,cover=64
- 45:[PialCurv5<-0.11422696] yes=91,no=92,missing=91,gain=0.00591236725,cover=9
- 91:leaf=-0.00356491818,cover=0
- 92:leaf=-0.000866385817,cover=0
- 46:[PialArea5<1.33957577] yes=93,no=94,missing=93,gain=0.31056416,cover=55
- 93:leaf=0.010792708,cover=0
- 94:leaf=0.00129215023,cover=0
- 2:[LGI5<2.22170687] yes=5,no=6,missing=5,gain=1.94221544,cover=5064339
- 5:[Area5<0.684738636] yes=11,no=12,missing=11,gain=6.22598934,cover=114881
- 11:[LGI5<2.16230083] yes=23,no=24,missing=24,gain=5.43810225,cover=87201
- 23:[PialArea5<1.05969977] yes=47,no=48,missing=47,gain=5.41289043,cover=29087
- 47:[Sulc0<-0.757337272] yes=95,no=96,missing=95,gain=3.02846622,cover=26696
- 95:leaf=-0.00103468343,cover=0
- 96:leaf=6.47136112e-05,cover=0
- 48:[Ecc<2.31110334] yes=97,no=98,missing=97,gain=5.65206194,cover=2391
- 97:leaf=0.00378001458,cover=0
- 98:leaf=-0.00145352329,cover=0
- 24:[Curv5<0.139330834] yes=49,no=50,missing=49,gain=5.71866608,cover=58114
- 49:[PialArea5<0.511941612] yes=99,no=100,missing=99,gain=7.3818903,cover=52339
- 99:leaf=0.00317997672,cover=0
- 100:leaf=0.000705822487,cover=0
- 50:[Ecc<0.836319208] yes=101,no=102,missing=101,gain=1.43455422,cover=5775
- 101:leaf=0.00126864004,cover=0
- 102:leaf=-0.00110018137,cover=0
- 12:[Ecc<2.42687178] yes=25,no=26,missing=25,gain=7.48586845,cover=27680
- 25:[LGI5<2.13090348] yes=51,no=52,missing=51,gain=4.65815258,cover=12164
- 51:[Ecc<1.51801682] yes=103,no=104,missing=103,gain=4.86988878,cover=2098
- 103:leaf=0.000177421913,cover=0
- 104:leaf=0.00499493582,cover=0
- 52:[Pol<123.615685] yes=105,no=106,missing=105,gain=8.73410988,cover=10066
- 105:leaf=-0.000912655087,cover=0
- 106:leaf=0.00232395506,cover=0
- 26:[Sulc0<-0.305269122] yes=53,no=54,missing=53,gain=5.28103542,cover=15516
- 53:[Curv5<-0.139824241] yes=107,no=108,missing=107,gain=7.61674976,cover=5497
- 107:leaf=9.3921597e-05,cover=0
- 108:leaf=-0.00379781984,cover=0
- 54:[Ecc<3.8768425] yes=109,no=110,missing=109,gain=6.1303978,cover=10019
- 109:leaf=-0.00188724976,cover=0
- 110:leaf=0.000604216184,cover=0
- 6:[MidArea5<1.1557827] yes=13,no=14,missing=13,gain=2.17429972,cover=4949458
- 13:[Ecc<3.03937531] yes=27,no=28,missing=27,gain=1.99634671,cover=4912340
- 27:[LGI5<2.51629615] yes=55,no=56,missing=55,gain=17.0354061,cover=910581
- 55:[Curv5<-0.206445083] yes=111,no=112,missing=112,gain=4.08477497,cover=712507
- 111:leaf=-0.000182209697,cover=0
- 112:leaf=0.000106322688,cover=0
- 56:[MidArea5<0.704742908] yes=113,no=114,missing=113,gain=11.2073936,cover=198074
- 113:leaf=-3.45282715e-05,cover=0
- 114:leaf=-0.000798013469,cover=0
- 28:[Sulc0<-0.620624542] yes=57,no=58,missing=58,gain=3.24625587,cover=4001759
- 57:[Pol<168.023468] yes=115,no=116,missing=115,gain=10.172636,cover=736208
- 115:leaf=-0.000175107489,cover=0
- 116:leaf=0.000296073355,cover=0
- 58:[Curv5<-0.209697157] yes=117,no=118,missing=117,gain=12.9471188,cover=3265551
- 117:leaf=0.000386946223,cover=0
- 118:leaf=4.01800889e-06,cover=0
- 14:[Area5<0.732334435] yes=29,no=30,missing=29,gain=5.46905041,cover=37118
- 29:[Sulc0<-0.87967056] yes=59,no=60,missing=59,gain=3.78089094,cover=2986
- 59:[PialCurv5<-0.0896686092] yes=119,no=120,missing=119,gain=2.17993188,cover=1645
- 119:leaf=0.00143639313,cover=0
- 120:leaf=-0.00457432773,cover=0
- 60:[LGI5<2.45281005] yes=121,no=122,missing=121,gain=4.04057217,cover=1341
- 121:leaf=0.00793924835,cover=0
- 122:leaf=0.00226969551,cover=0
- 30:[PialArea5<1.00196755] yes=61,no=62,missing=61,gain=2.91141939,cover=34132
- 61:[Pol<108.184875] yes=123,no=124,missing=124,gain=1.04918718,cover=265
- 123:leaf=0.00210589636,cover=0
- 124:leaf=0.00841461029,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=125,gain=2.55502748,cover=33867
- 125:leaf=0.000534511113,cover=0
- 126:leaf=-0.000343237189,cover=0
-booster[469]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=1.51898968,cover=5124388
- 1:[PialCurv5<0.0932018384] yes=3,no=4,missing=3,gain=4.16263247,cover=60049
- 3:[Ecc<8.7927618] yes=7,no=8,missing=7,gain=3.53213072,cover=57853
- 7:[LGI5<3.04290652] yes=15,no=16,missing=15,gain=3.02202606,cover=19435
- 15:[Area5<0.739104271] yes=31,no=32,missing=31,gain=1.29188538,cover=16068
- 31:[Curv5<-0.39144522] yes=63,no=64,missing=63,gain=1.1977675,cover=10751
- 63:leaf=0.00494431471,cover=0
- 64:leaf=0.000321469037,cover=0
- 32:[PialArea5<0.887534022] yes=65,no=66,missing=66,gain=1.33458877,cover=5317
- 65:leaf=-0.00257184962,cover=0
- 66:leaf=-0.000256684667,cover=0
- 16:[Sulc0<-0.325671464] yes=33,no=34,missing=33,gain=1.82533622,cover=3367
- 33:[Curv5<-0.319950402] yes=67,no=68,missing=68,gain=0.899577498,cover=2841
- 67:leaf=-0.00526135601,cover=0
- 68:leaf=-0.000888623705,cover=0
- 34:[PialArea5<0.445556581] yes=69,no=70,missing=70,gain=1.98375964,cover=526
- 69:leaf=0.0178236719,cover=0
- 70:leaf=-0.00470142951,cover=0
- 8:[MidArea5<0.646593809] yes=17,no=18,missing=17,gain=3.10117769,cover=38418
- 17:[Ecc<35.8605728] yes=35,no=36,missing=35,gain=1.07905388,cover=2395
- 35:[LGI5<2.68420529] yes=71,no=72,missing=72,gain=2.07863784,cover=1794
- 71:leaf=0.00588797638,cover=0
- 72:leaf=-0.00212521618,cover=0
- 36:[PialCurv5<-0.0262977369] yes=73,no=74,missing=73,gain=1.58853543,cover=601
- 73:leaf=-0.000312289339,cover=0
- 74:leaf=0.00721391663,cover=0
- 18:[Curv5<-0.115945198] yes=37,no=38,missing=37,gain=2.65821981,cover=36023
- 37:[LGI5<3.23225117] yes=75,no=76,missing=76,gain=2.2302146,cover=26595
- 75:leaf=0.000770496845,cover=0
- 76:leaf=-0.000226377582,cover=0
- 38:[Area5<0.69896996] yes=77,no=78,missing=77,gain=3.72917509,cover=9428
- 77:leaf=-6.76329582e-05,cover=0
- 78:leaf=0.00209931587,cover=0
- 4:[Ecc<9.17092323] yes=9,no=10,missing=9,gain=2.53110075,cover=2196
- 9:[Area5<0.582201123] yes=19,no=20,missing=19,gain=1.23965454,cover=714
- 19:[Sulc0<-0.87967056] yes=39,no=40,missing=40,gain=0.289908171,cover=17
- 39:leaf=0.00483833579,cover=0
- 40:[Ecc<8.6295805] yes=79,no=80,missing=79,gain=0.0901415348,cover=16
- 79:leaf=-0.0208450351,cover=0
- 80:leaf=-0.00739347795,cover=0
- 20:[Area5<0.692729533] yes=41,no=42,missing=42,gain=1.43444395,cover=697
- 41:[LGI5<3.56741142] yes=81,no=82,missing=81,gain=0.813285768,cover=261
- 81:leaf=-0.0015705995,cover=0
- 82:leaf=0.0137279006,cover=0
- 42:[LGI5<2.57263851] yes=83,no=84,missing=84,gain=0.880831242,cover=436
- 83:leaf=0.000948172703,cover=0
- 84:leaf=-0.00649175933,cover=0
- 10:[Ecc<42.9490852] yes=21,no=22,missing=21,gain=1.30867529,cover=1482
- 21:[PialCurv5<0.220156521] yes=43,no=44,missing=43,gain=1.06552434,cover=1349
- 43:[PialArea5<0.925796032] yes=85,no=86,missing=85,gain=0.761888981,cover=1038
- 85:leaf=-0.00206777058,cover=0
- 86:leaf=0.0125577589,cover=0
- 44:[Curv5<0.0877084062] yes=87,no=88,missing=87,gain=2.80375457,cover=311
- 87:leaf=0.0185985081,cover=0
- 88:leaf=8.39230706e-05,cover=0
- 22:[PialArea5<0.609252691] yes=45,no=46,missing=45,gain=0.465482831,cover=133
- 45:[Sulc0<0.373583466] yes=89,no=90,missing=89,gain=1.26044202,cover=116
- 89:leaf=0.013249171,cover=0
- 90:leaf=0.00179170375,cover=0
- 46:[MidArea5<0.688058555] yes=91,no=92,missing=91,gain=0.101618446,cover=17
- 91:leaf=-0.012013766,cover=0
- 92:leaf=-0.00175166398,cover=0
- 2:[Curv5<0.00319097727] yes=5,no=6,missing=5,gain=1.63978994,cover=5064339
- 5:[PialArea5<0.597118378] yes=11,no=12,missing=11,gain=13.519702,cover=3093534
- 11:[Area5<0.683950484] yes=23,no=24,missing=24,gain=4.63842297,cover=93455
- 23:[LGI5<2.40363431] yes=47,no=48,missing=47,gain=3.30136395,cover=84405
- 47:[PialCurv5<0.0591915138] yes=93,no=94,missing=93,gain=2.55425096,cover=18471
- 93:leaf=0.000260354223,cover=0
- 94:leaf=-0.00192024594,cover=0
- 48:[LGI5<2.86381269] yes=95,no=96,missing=95,gain=5.59287643,cover=65934
- 95:leaf=-0.0011327425,cover=0
- 96:leaf=-0.000211696883,cover=0
- 24:[Pol<145.397461] yes=49,no=50,missing=49,gain=25.0056534,cover=9050
- 49:[PialArea5<0.422649235] yes=97,no=98,missing=97,gain=5.3484726,cover=7486
- 97:leaf=-0.0116384756,cover=0
- 98:leaf=-0.00269020093,cover=0
- 50:[Curv5<-0.143275946] yes=99,no=100,missing=99,gain=5.85858154,cover=1564
- 99:leaf=0.0165924337,cover=0
- 100:leaf=0.00330543146,cover=0
- 12:[Area5<0.64784193] yes=25,no=26,missing=25,gain=7.69341803,cover=3000079
- 25:[Curv5<-0.0816265643] yes=51,no=52,missing=51,gain=18.5498505,cover=1303520
- 51:[LGI5<2.86381269] yes=101,no=102,missing=101,gain=6.63837528,cover=1144703
- 101:leaf=-5.68913019e-05,cover=0
- 102:leaf=0.000218768255,cover=0
- 52:[Pol<51.9018669] yes=103,no=104,missing=103,gain=31.4766769,cover=158817
- 103:leaf=-0.00141696597,cover=0
- 104:leaf=0.000837317668,cover=0
- 26:[PialCurv5<0.0471153036] yes=53,no=54,missing=53,gain=18.1274796,cover=1696559
- 53:[Curv5<-0.130991504] yes=105,no=106,missing=105,gain=13.4807053,cover=1655777
- 105:leaf=3.56847668e-05,cover=0
- 106:leaf=-0.000249761244,cover=0
- 54:[Pol<99.5532455] yes=107,no=108,missing=107,gain=11.0548697,cover=40782
- 107:leaf=0.0019587914,cover=0
- 108:leaf=0.000282769324,cover=0
- 6:[PialCurv5<0.0285326894] yes=13,no=14,missing=14,gain=17.7432899,cover=1970805
- 13:[MidArea5<0.664561689] yes=27,no=28,missing=27,gain=22.3773785,cover=147658
- 27:[Ecc<1.79549146] yes=55,no=56,missing=55,gain=8.2676363,cover=60094
- 55:[Pol<74.7525482] yes=109,no=110,missing=110,gain=12.9704971,cover=11637
- 109:leaf=-0.00306614814,cover=0
- 110:leaf=0.00169637706,cover=0
- 56:[Sulc0<-0.202991232] yes=111,no=112,missing=111,gain=12.4235306,cover=48457
- 111:leaf=-0.00189433119,cover=0
- 112:leaf=-2.03895688e-05,cover=0
- 28:[Ecc<4.73840666] yes=57,no=58,missing=57,gain=15.554718,cover=87564
- 57:[PialCurv5<-0.137075767] yes=113,no=114,missing=114,gain=7.55591631,cover=20133
- 113:leaf=0.029136518,cover=0
- 114:leaf=-0.000181855343,cover=0
- 58:[Curv5<0.0213092454] yes=115,no=116,missing=115,gain=16.809021,cover=67431
- 115:leaf=0.000791607366,cover=0
- 116:leaf=0.00240419991,cover=0
- 14:[PialArea5<0.699586272] yes=29,no=30,missing=30,gain=11.9033842,cover=1823147
- 29:[Pol<50.1003532] yes=59,no=60,missing=59,gain=18.0460167,cover=1515750
- 59:[LGI5<3.268116] yes=117,no=118,missing=117,gain=15.5312138,cover=39078
- 117:leaf=0.000293872989,cover=0
- 118:leaf=0.00232842565,cover=0
- 60:[Area5<0.7084831] yes=119,no=120,missing=119,gain=14.0279264,cover=1476672
- 119:leaf=-0.000105994441,cover=0
- 120:leaf=0.000208768673,cover=0
- 30:[Ecc<8.97079182] yes=61,no=62,missing=62,gain=14.7143936,cover=307397
- 61:[Pol<66.6374893] yes=121,no=122,missing=121,gain=24.3635216,cover=145948
- 121:leaf=0.00234877621,cover=0
- 122:leaf=-0.000113021517,cover=0
- 62:[Area5<0.827407002] yes=123,no=124,missing=123,gain=12.4727898,cover=161449
- 123:leaf=-0.000782594725,cover=0
- 124:leaf=0.00058465742,cover=0
-booster[470]:
-0:[PialArea5<0.839144647] yes=1,no=2,missing=1,gain=1.53025675,cover=5124388
- 1:[Area5<0.776627541] yes=3,no=4,missing=3,gain=7.85740232,cover=2945496
- 3:[MidArea5<0.761092186] yes=7,no=8,missing=8,gain=3.91770315,cover=2725665
- 7:[Area5<0.720865786] yes=15,no=16,missing=15,gain=4.46464491,cover=2624675
- 15:[PialArea5<0.764178395] yes=31,no=32,missing=32,gain=6.41179466,cover=2154564
- 31:[LGI5<2.42065382] yes=63,no=64,missing=63,gain=4.41135597,cover=1728509
- 63:leaf=4.82573414e-05,cover=0
- 64:leaf=-0.00014899284,cover=0
- 32:[Sulc0<0.308185816] yes=65,no=66,missing=66,gain=8.80330181,cover=426055
- 65:leaf=7.43436904e-05,cover=0
- 66:leaf=0.00162787305,cover=0
- 16:[Pol<55.3432045] yes=33,no=34,missing=34,gain=18.5378304,cover=470111
- 33:[LGI5<2.69470191] yes=67,no=68,missing=67,gain=8.06737137,cover=35571
- 67:leaf=0.00340180332,cover=0
- 68:leaf=0.000944272091,cover=0
- 34:[Curv5<0.0100963581] yes=69,no=70,missing=69,gain=17.0650311,cover=434540
- 69:leaf=-0.000996137853,cover=0
- 70:leaf=0.000111951333,cover=0
- 8:[Pol<34.3003769] yes=17,no=18,missing=18,gain=4.43916512,cover=100990
- 17:[PialCurv5<0.0285326894] yes=35,no=36,missing=36,gain=4.88818455,cover=11029
- 35:[LGI5<2.84729719] yes=71,no=72,missing=71,gain=4.54051352,cover=7635
- 71:leaf=0.00327064842,cover=0
- 72:leaf=0.000543194299,cover=0
- 36:[Area5<0.717401922] yes=73,no=74,missing=73,gain=1.2421937,cover=3394
- 73:leaf=-0.00390895922,cover=0
- 74:leaf=-0.000671146845,cover=0
- 18:[PialCurv5<0.137877449] yes=37,no=38,missing=37,gain=5.22870445,cover=89961
- 37:[PialCurv5<-0.0858580992] yes=75,no=76,missing=76,gain=3.76056576,cover=85332
- 75:leaf=0.000480028073,cover=0
- 76:leaf=-0.000663365412,cover=0
- 38:[Pol<100.090813] yes=77,no=78,missing=77,gain=3.14491415,cover=4629
- 77:leaf=0.00273713213,cover=0
- 78:leaf=8.58005442e-05,cover=0
- 4:[Curv5<0.0300692953] yes=9,no=10,missing=9,gain=6.30582237,cover=219831
- 9:[Pol<122.504936] yes=19,no=20,missing=19,gain=8.15095615,cover=32865
- 19:[Pol<93.9093552] yes=39,no=40,missing=39,gain=14.5718384,cover=20816
- 39:[LGI5<2.60212255] yes=79,no=80,missing=79,gain=3.49500775,cover=13186
- 79:leaf=0.00137769128,cover=0
- 80:leaf=-0.000459937204,cover=0
- 40:[Ecc<2.13501525] yes=81,no=82,missing=81,gain=5.63083076,cover=7630
- 81:leaf=0.000640933053,cover=0
- 82:leaf=-0.00326264906,cover=0
- 20:[Ecc<13.6880245] yes=41,no=42,missing=41,gain=5.93210077,cover=12049
- 41:[Ecc<7.03401423] yes=83,no=84,missing=83,gain=11.4682121,cover=5841
- 83:leaf=-0.000711176137,cover=0
- 84:leaf=0.00375501299,cover=0
- 42:[Curv5<-0.00866711512] yes=85,no=86,missing=86,gain=1.8942939,cover=6208
- 85:leaf=-0.00115541986,cover=0
- 86:leaf=0.000615293335,cover=0
- 10:[Pol<53.6550331] yes=21,no=22,missing=21,gain=6.46235466,cover=186966
- 21:[Ecc<35.195137] yes=43,no=44,missing=43,gain=7.77021503,cover=15331
- 43:[Pol<7.58674097] yes=87,no=88,missing=88,gain=5.16342163,cover=4801
- 87:leaf=-0.00114528986,cover=0
- 88:leaf=0.00367082655,cover=0
- 44:[Sulc0<0.101211272] yes=89,no=90,missing=89,gain=2.35170388,cover=10530
- 89:leaf=0.0103091104,cover=0
- 90:leaf=0.000542118854,cover=0
- 22:[LGI5<3.45167398] yes=45,no=46,missing=45,gain=4.44089079,cover=171635
- 45:[PialCurv5<0.260145098] yes=91,no=92,missing=91,gain=5.13424397,cover=151096
- 91:leaf=0.000570505799,cover=0
- 92:leaf=-6.89802619e-05,cover=0
- 46:[Pol<86.7064972] yes=93,no=94,missing=93,gain=10.0529537,cover=20539
- 93:leaf=-0.00161789672,cover=0
- 94:leaf=0.000604395813,cover=0
- 2:[Area5<0.854415178] yes=5,no=6,missing=5,gain=3.39243817,cover=2178892
- 5:[Sulc0<0.795422614] yes=11,no=12,missing=11,gain=5.36473227,cover=2091385
- 11:[Ecc<44.7855835] yes=23,no=24,missing=23,gain=3.76742649,cover=2091289
- 23:[PialCurv5<0.0798129067] yes=47,no=48,missing=47,gain=3.30686331,cover=2060924
- 47:[Ecc<24.7238369] yes=95,no=96,missing=96,gain=3.0002017,cover=2036535
- 95:leaf=5.13610139e-05,cover=0
- 96:leaf=-0.000135117822,cover=0
- 48:[Ecc<7.69572639] yes=97,no=98,missing=97,gain=8.69923306,cover=24389
- 97:leaf=0.001479286,cover=0
- 98:leaf=-0.000416586176,cover=0
- 24:[Pol<108.715256] yes=49,no=50,missing=50,gain=4.76112032,cover=30365
- 49:[PialCurv5<0.010724308] yes=99,no=100,missing=99,gain=4.69073582,cover=18482
- 99:leaf=0.00049616897,cover=0
- 100:leaf=-0.00148588407,cover=0
- 50:[Pol<143.237381] yes=101,no=102,missing=101,gain=10.4537458,cover=11883
- 101:leaf=0.00474440679,cover=0
- 102:leaf=0.000724357495,cover=0
- 12:[LGI5<3.17022181] yes=25,no=26,missing=25,gain=3.59666824,cover=96
- 25:[Pol<47.409153] yes=51,no=52,missing=51,gain=1.95834446,cover=47
- 51:leaf=0.0405152142,cover=0
- 52:[Curv5<0.0574831441] yes=103,no=104,missing=103,gain=0.162926435,cover=37
- 103:leaf=0.00641016802,cover=0
- 104:leaf=0.0169707648,cover=0
- 26:[Pol<135.419098] yes=53,no=54,missing=53,gain=1.30550718,cover=49
- 53:[Area5<0.695070922] yes=105,no=106,missing=106,gain=0.697239459,cover=43
- 105:leaf=0.028730914,cover=0
- 106:leaf=0.00357888569,cover=0
- 54:leaf=-0.0178892855,cover=0
- 6:[Ecc<7.95697832] yes=13,no=14,missing=13,gain=5.49737406,cover=87507
- 13:[Pol<152.827332] yes=27,no=28,missing=28,gain=6.07824421,cover=42069
- 27:[LGI5<2.53029394] yes=55,no=56,missing=55,gain=6.84718609,cover=39242
- 55:[Ecc<6.70300007] yes=107,no=108,missing=108,gain=4.43063927,cover=13951
- 107:leaf=-0.000222529852,cover=0
- 108:leaf=0.00303419097,cover=0
- 56:[Pol<71.0996552] yes=109,no=110,missing=109,gain=14.669281,cover=25291
- 109:leaf=-0.000762581767,cover=0
- 110:leaf=-0.00386171951,cover=0
- 28:[PialCurv5<-0.164281175] yes=57,no=58,missing=57,gain=14.0275679,cover=2827
- 57:[LGI5<2.50944686] yes=111,no=112,missing=112,gain=9.76096439,cover=86
- 111:leaf=-0.00352234766,cover=0
- 112:leaf=0.032557562,cover=0
- 58:[PialArea5<1.57955706] yes=113,no=114,missing=113,gain=4.85203838,cover=2741
- 113:leaf=0.000327995251,cover=0
- 114:leaf=0.00832518842,cover=0
- 14:[Curv5<-0.00866711512] yes=29,no=30,missing=29,gain=2.62241077,cover=45438
- 29:[PialArea5<1.29873812] yes=59,no=60,missing=60,gain=2.36891174,cover=37986
- 59:[Pol<39.0368156] yes=115,no=116,missing=115,gain=2.30763674,cover=24133
- 115:leaf=0.000247909396,cover=0
- 116:leaf=-0.000752966676,cover=0
- 60:[Pol<171.401581] yes=117,no=118,missing=117,gain=3.51998353,cover=13853
- 117:leaf=0.000768905855,cover=0
- 118:leaf=-0.0016015342,cover=0
- 30:[LGI5<3.78836131] yes=61,no=62,missing=61,gain=2.19202757,cover=7452
- 61:[LGI5<3.62495422] yes=119,no=120,missing=120,gain=3.63802218,cover=7159
- 119:leaf=0.00106865016,cover=0
- 120:leaf=-0.00379347405,cover=0
- 62:[Sulc0<0.915739596] yes=121,no=122,missing=121,gain=2.6544416,cover=293
- 121:leaf=0.0075810249,cover=0
- 122:leaf=-0.00422590924,cover=0
-booster[471]:
-0:[PialArea5<0.432214499] yes=1,no=2,missing=2,gain=1.62665415,cover=5124388
- 1:[Area5<0.593548477] yes=3,no=4,missing=4,gain=6.02612114,cover=586041
- 3:[PialCurv5<-0.00763805071] yes=7,no=8,missing=7,gain=2.17157006,cover=61021
- 7:[Pol<101.695656] yes=15,no=16,missing=15,gain=3.63296151,cover=4091
- 15:[Pol<74.0505524] yes=31,no=32,missing=32,gain=2.39791918,cover=2127
- 31:[LGI5<3.1900804] yes=63,no=64,missing=63,gain=1.41530991,cover=936
- 63:leaf=-0.00218144991,cover=0
- 64:leaf=0.00226423494,cover=0
- 32:[Curv5<-0.112134233] yes=65,no=66,missing=66,gain=2.82056427,cover=1191
- 65:leaf=-0.00182671088,cover=0
- 66:leaf=-0.00670546433,cover=0
- 16:[Curv5<0.0896491781] yes=33,no=34,missing=33,gain=2.94791937,cover=1964
- 33:[Pol<128.334747] yes=67,no=68,missing=67,gain=4.26862478,cover=1704
- 67:leaf=0.00353495195,cover=0
- 68:leaf=-0.00148677255,cover=0
- 34:[LGI5<2.18291569] yes=69,no=70,missing=70,gain=1.83460855,cover=260
- 69:leaf=-0.0194755476,cover=0
- 70:leaf=-0.00367761822,cover=0
- 8:[Pol<70.3717499] yes=17,no=18,missing=17,gain=2.60257435,cover=56930
- 17:[LGI5<3.56741142] yes=35,no=36,missing=36,gain=5.55364704,cover=2081
- 35:[Pol<5.90224934] yes=71,no=72,missing=71,gain=2.567662,cover=1784
- 71:leaf=-0.00980086811,cover=0
- 72:leaf=0.000720887387,cover=0
- 36:[PialCurv5<0.297166049] yes=73,no=74,missing=73,gain=5.18408489,cover=297
- 73:leaf=0.0114322118,cover=0
- 74:leaf=-0.00400116667,cover=0
- 18:[PialCurv5<0.315450013] yes=37,no=38,missing=37,gain=1.84574676,cover=54849
- 37:[Curv5<0.0798443258] yes=75,no=76,missing=76,gain=3.51397657,cover=35052
- 75:leaf=0.000448892417,cover=0
- 76:leaf=-0.000835654733,cover=0
- 38:[Curv5<0.15992938] yes=77,no=78,missing=77,gain=2.90803242,cover=19797
- 77:leaf=-0.00219281996,cover=0
- 78:leaf=0.000174996632,cover=0
- 4:[Curv5<0.049365297] yes=9,no=10,missing=10,gain=9.40315437,cover=525020
- 9:[Area5<0.680766582] yes=19,no=20,missing=19,gain=5.87003517,cover=6626
- 19:[Pol<89.1530609] yes=39,no=40,missing=39,gain=4.24732351,cover=5354
- 39:[LGI5<3.34776258] yes=79,no=80,missing=79,gain=7.93758535,cover=2020
- 79:leaf=0.0025748862,cover=0
- 80:leaf=-0.00472110836,cover=0
- 40:[LGI5<3.64692807] yes=81,no=82,missing=81,gain=4.28136873,cover=3334
- 81:leaf=-0.0024146603,cover=0
- 82:leaf=0.00835651811,cover=0
- 20:[Ecc<16.5318356] yes=41,no=42,missing=41,gain=4.9172945,cover=1272
- 41:[LGI5<2.63733578] yes=83,no=84,missing=83,gain=7.48313665,cover=698
- 83:leaf=-0.00940273609,cover=0
- 84:leaf=0.00162959506,cover=0
- 42:[Sulc0<0.995960534] yes=85,no=86,missing=85,gain=4.4916296,cover=574
- 85:leaf=-0.00968233403,cover=0
- 86:leaf=0.00503411563,cover=0
- 10:[Sulc0<0.263311565] yes=21,no=22,missing=21,gain=9.91849899,cover=518394
- 21:[Curv5<0.204311207] yes=43,no=44,missing=43,gain=5.17008591,cover=56400
- 43:[Pol<160.153915] yes=87,no=88,missing=87,gain=5.76335335,cover=41336
- 87:leaf=0.00137409044,cover=0
- 88:leaf=-8.15696185e-05,cover=0
- 44:[Pol<123.059357] yes=89,no=90,missing=89,gain=2.77318239,cover=15064
- 89:leaf=-0.000437253155,cover=0
- 90:leaf=0.00106716075,cover=0
- 22:[Curv5<0.120553598] yes=45,no=46,missing=45,gain=5.60444593,cover=461994
- 45:[LGI5<2.42065382] yes=91,no=92,missing=92,gain=8.12745476,cover=62360
- 91:leaf=-0.00275045354,cover=0
- 92:leaf=0.00062099041,cover=0
- 46:[MidArea5<0.421422303] yes=93,no=94,missing=93,gain=6.02564812,cover=399634
- 93:leaf=0.00228897319,cover=0
- 94:leaf=-4.78177799e-06,cover=0
- 2:[Curv5<0.0974604636] yes=5,no=6,missing=6,gain=4.4934926,cover=4538347
- 5:[Sulc0<0.540103436] yes=11,no=12,missing=11,gain=4.59713984,cover=4008211
- 11:[LGI5<3.74316525] yes=23,no=24,missing=23,gain=4.26728201,cover=3873051
- 23:[Pol<116.093399] yes=47,no=48,missing=47,gain=4.6290741,cover=3819016
- 47:[Ecc<31.520586] yes=95,no=96,missing=95,gain=14.3934555,cover=2103426
- 95:leaf=9.04186018e-05,cover=0
- 96:leaf=-0.000414868555,cover=0
- 48:[Pol<127.728462] yes=97,no=98,missing=97,gain=13.868578,cover=1715590
- 97:leaf=-0.000371278584,cover=0
- 98:leaf=7.51073185e-06,cover=0
- 24:[PialArea5<0.632563293] yes=49,no=50,missing=49,gain=6.33729982,cover=54035
- 49:[Pol<53.6550331] yes=99,no=100,missing=100,gain=5.12912846,cover=5805
- 99:leaf=0.0012748054,cover=0
- 100:leaf=-0.00267731166,cover=0
- 50:[Ecc<13.8847265] yes=101,no=102,missing=101,gain=3.58523655,cover=48230
- 101:leaf=-0.00154701492,cover=0
- 102:leaf=-0.000111492605,cover=0
- 12:[PialCurv5<-0.0347327143] yes=25,no=26,missing=26,gain=9.45002079,cover=135160
- 25:[LGI5<3.51961541] yes=51,no=52,missing=51,gain=3.86128855,cover=1988
- 51:[LGI5<3.39750218] yes=103,no=104,missing=104,gain=7.78381681,cover=1468
- 103:leaf=-0.00370381214,cover=0
- 104:leaf=0.00518457033,cover=0
- 52:[Area5<0.638344944] yes=105,no=106,missing=105,gain=3.31701279,cover=520
- 105:leaf=-0.000604773406,cover=0
- 106:leaf=-0.00938557088,cover=0
- 26:[PialCurv5<0.0666604191] yes=53,no=54,missing=53,gain=12.2333012,cover=133172
- 53:[Ecc<4.53598547] yes=107,no=108,missing=108,gain=8.1109333,cover=23858
- 107:leaf=-0.0237856116,cover=0
- 108:leaf=0.00140519312,cover=0
- 54:[Pol<89.7623749] yes=109,no=110,missing=109,gain=6.44046354,cover=109314
- 109:leaf=-0.000322360807,cover=0
- 110:leaf=0.000453419721,cover=0
- 6:[Pol<117.668175] yes=13,no=14,missing=13,gain=6.35671282,cover=530136
- 13:[Area5<0.854415178] yes=27,no=28,missing=27,gain=6.58872128,cover=392320
- 27:[Pol<51.9018669] yes=55,no=56,missing=56,gain=7.00025272,cover=376393
- 55:[PialCurv5<0.128475845] yes=111,no=112,missing=112,gain=12.1081734,cover=14367
- 111:leaf=0.00306554907,cover=0
- 112:leaf=-0.000135421273,cover=0
- 56:[PialCurv5<0.167567819] yes=113,no=114,missing=113,gain=12.5825748,cover=362026
- 113:leaf=-0.000830093224,cover=0
- 114:leaf=-0.000159270261,cover=0
- 28:[Sulc0<-0.0788570642] yes=57,no=58,missing=58,gain=3.76857114,cover=15927
- 57:[Ecc<2.19188094] yes=115,no=116,missing=115,gain=1.35872364,cover=773
- 115:leaf=-0.00424270891,cover=0
- 116:leaf=0.000110011853,cover=0
- 58:[LGI5<3.13142419] yes=117,no=118,missing=117,gain=4.19527292,cover=15154
- 117:leaf=0.001637446,cover=0
- 118:leaf=-4.4711458e-05,cover=0
- 14:[MidArea5<0.681940854] yes=29,no=30,missing=29,gain=6.80881548,cover=137816
- 29:[PialCurv5<0.193043977] yes=59,no=60,missing=59,gain=8.93932152,cover=114994
- 59:[Ecc<1.73852015] yes=119,no=120,missing=119,gain=6.28332996,cover=48242
- 119:leaf=-0.000997619121,cover=0
- 120:leaf=0.000999417971,cover=0
- 60:[PialArea5<0.693130434] yes=121,no=122,missing=121,gain=4.06729031,cover=66752
- 121:leaf=-8.60098298e-05,cover=0
- 122:leaf=0.0116426311,cover=0
- 30:[Sulc0<0.812575758] yes=61,no=62,missing=61,gain=4.46055794,cover=22822
- 61:[Area5<0.697420239] yes=123,no=124,missing=124,gain=4.04826164,cover=22151
- 123:leaf=0.00217487128,cover=0
- 124:leaf=-0.000920748047,cover=0
- 62:[LGI5<2.93978119] yes=125,no=126,missing=126,gain=2.89158344,cover=671
- 125:leaf=0.00902886968,cover=0
- 126:leaf=0.00146529486,cover=0
-booster[472]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=1,gain=1.53417289,cover=5124388
- 1:[Pol<155.012512] yes=3,no=4,missing=4,gain=11.019084,cover=423406
- 3:[Pol<51.9018669] yes=7,no=8,missing=8,gain=12.8198738,cover=335156
- 7:[Ecc<0.836319208] yes=15,no=16,missing=16,gain=6.85666704,cover=100960
- 15:[Area5<0.822840035] yes=31,no=32,missing=31,gain=6.30434322,cover=59384
- 31:[PialCurv5<0.01500447] yes=63,no=64,missing=63,gain=5.34083176,cover=58840
- 63:leaf=7.82170537e-05,cover=0
- 64:leaf=-0.00200830097,cover=0
- 32:[Curv5<-0.146701202] yes=65,no=66,missing=65,gain=2.78405619,cover=544
- 65:leaf=-0.0013591809,cover=0
- 66:leaf=-0.00857458916,cover=0
- 16:[PialArea5<0.753297985] yes=33,no=34,missing=33,gain=5.18384838,cover=41576
- 33:[LGI5<2.23211861] yes=67,no=68,missing=68,gain=10.3515263,cover=5470
- 67:leaf=0.00369377877,cover=0
- 68:leaf=-0.00313924602,cover=0
- 34:[Sulc0<-0.271910518] yes=69,no=70,missing=69,gain=3.38836575,cover=36106
- 69:leaf=-0.000759997114,cover=0
- 70:leaf=0.00366477645,cover=0
- 8:[Area5<0.628069878] yes=17,no=18,missing=17,gain=9.40507221,cover=234196
- 17:[LGI5<2.3865335] yes=35,no=36,missing=36,gain=6.0695672,cover=150932
- 35:[Ecc<0.618862808] yes=71,no=72,missing=71,gain=3.22801924,cover=82751
- 71:leaf=-0.000733190449,cover=0
- 72:leaf=-6.50125803e-05,cover=0
- 36:[MidArea5<0.518836677] yes=73,no=74,missing=74,gain=3.48145843,cover=68181
- 73:leaf=-0.000907089678,cover=0
- 74:leaf=0.000457733026,cover=0
- 18:[Sulc0<-0.528458416] yes=37,no=38,missing=37,gain=11.4691181,cover=83264
- 37:[PialArea5<0.609252691] yes=75,no=76,missing=76,gain=16.4067154,cover=45888
- 75:leaf=0.00546325464,cover=0
- 76:leaf=0.000989327906,cover=0
- 38:[Curv5<-0.0575901605] yes=77,no=78,missing=77,gain=22.2992592,cover=37376
- 77:leaf=-0.00243891892,cover=0
- 78:leaf=0.000625908782,cover=0
- 4:[PialArea5<0.651661396] yes=9,no=10,missing=10,gain=3.8275032,cover=88250
- 9:[Curv5<0.101325236] yes=19,no=20,missing=19,gain=5.20474815,cover=31996
- 19:[Area5<0.67507118] yes=39,no=40,missing=39,gain=4.12547016,cover=19733
- 39:[Curv5<0.0191024225] yes=79,no=80,missing=79,gain=3.42065907,cover=16803
- 79:leaf=-0.000641755993,cover=0
- 80:leaf=0.000785682991,cover=0
- 40:[LGI5<2.66519833] yes=81,no=82,missing=82,gain=5.83199358,cover=2930
- 81:leaf=0.00178757403,cover=0
- 82:leaf=0.0190139171,cover=0
- 20:[PialCurv5<0.137877449] yes=41,no=42,missing=42,gain=7.20098495,cover=12263
- 41:[PialArea5<0.458904862] yes=83,no=84,missing=84,gain=2.91404247,cover=3107
- 83:leaf=-0.00193893746,cover=0
- 84:leaf=-0.00517172972,cover=0
- 42:[Sulc0<-0.364187956] yes=85,no=86,missing=86,gain=2.5552175,cover=9156
- 85:leaf=-0.00195495132,cover=0
- 86:leaf=0.000155654488,cover=0
- 10:[PialArea5<0.925796032] yes=21,no=22,missing=21,gain=5.61897945,cover=56254
- 21:[LGI5<2.68917012] yes=43,no=44,missing=44,gain=5.45604515,cover=41907
- 43:[LGI5<2.32613516] yes=87,no=88,missing=87,gain=5.43963432,cover=40526
- 87:leaf=-0.00181688485,cover=0
- 88:leaf=-0.000600557134,cover=0
- 44:[PialCurv5<0.0240441076] yes=89,no=90,missing=89,gain=5.48441887,cover=1381
- 89:leaf=-0.00505649624,cover=0
- 90:leaf=0.00758710597,cover=0
- 22:[PialCurv5<-0.0656740367] yes=45,no=46,missing=45,gain=4.66764212,cover=14347
- 45:[Area5<0.768806875] yes=91,no=92,missing=91,gain=4.8043685,cover=11000
- 91:leaf=-0.0002939486,cover=0
- 92:leaf=-0.00634888699,cover=0
- 46:[PialCurv5<-0.00569582684] yes=93,no=94,missing=93,gain=6.53612995,cover=3347
- 93:leaf=0.0025253545,cover=0
- 94:leaf=-0.00393380225,cover=0
- 2:[Ecc<2.02168798] yes=5,no=6,missing=5,gain=6.20240784,cover=4700982
- 5:[Pol<144.670364] yes=11,no=12,missing=11,gain=13.975379,cover=262718
- 11:[LGI5<2.96780801] yes=23,no=24,missing=24,gain=11.372982,cover=216891
- 23:[Pol<104.929901] yes=47,no=48,missing=47,gain=9.02246094,cover=216689
- 47:[Pol<80.2322083] yes=95,no=96,missing=95,gain=25.1639309,cover=151794
- 95:leaf=-0.00016543972,cover=0
- 96:leaf=0.00121425639,cover=0
- 48:[Sulc0<-0.644343197] yes=97,no=98,missing=97,gain=15.9573555,cover=64895
- 97:leaf=0.00057714968,cover=0
- 98:leaf=-0.00103952258,cover=0
- 24:[Sulc0<-0.528458416] yes=49,no=50,missing=49,gain=2.29394245,cover=202
- 49:[LGI5<3.04906535] yes=99,no=100,missing=100,gain=0.526186347,cover=86
- 99:leaf=0.00330118625,cover=0
- 100:leaf=0.0123355743,cover=0
- 50:[Sulc0<0.281104684] yes=101,no=102,missing=102,gain=0.361368179,cover=116
- 101:leaf=0.0175387897,cover=0
- 102:leaf=0.00807545986,cover=0
- 12:[PialCurv5<-0.0868030339] yes=25,no=26,missing=25,gain=23.5393066,cover=45827
- 25:[Sulc0<-0.673217118] yes=51,no=52,missing=51,gain=3.53549147,cover=26810
- 51:[Curv5<-0.156904668] yes=103,no=104,missing=103,gain=6.4489789,cover=23237
- 103:leaf=0.000178099857,cover=0
- 104:leaf=-0.00230953773,cover=0
- 52:[LGI5<2.53428411] yes=105,no=106,missing=105,gain=1.59405708,cover=3573
- 105:leaf=0.00210609217,cover=0
- 106:leaf=-0.000447501341,cover=0
- 26:[LGI5<2.41354537] yes=53,no=54,missing=53,gain=6.85279846,cover=19017
- 53:[Ecc<1.46579576] yes=107,no=108,missing=107,gain=3.76869583,cover=10380
- 107:leaf=0.00191683869,cover=0
- 108:leaf=0.00393076194,cover=0
- 54:[Area5<0.64784193] yes=109,no=110,missing=109,gain=8.68829918,cover=8637
- 109:leaf=0.00242922548,cover=0
- 110:leaf=-0.000970919908,cover=0
- 6:[Ecc<2.97906685] yes=13,no=14,missing=13,gain=4.88906097,cover=4438264
- 13:[Pol<41.8258972] yes=27,no=28,missing=27,gain=24.167902,cover=323185
- 27:[Curv5<-0.191348091] yes=55,no=56,missing=55,gain=30.7618179,cover=56263
- 55:[Area5<0.987501919] yes=111,no=112,missing=112,gain=7.00958157,cover=34313
- 111:leaf=-0.000207486708,cover=0
- 112:leaf=0.0239719283,cover=0
- 56:[PialArea5<1.02076101] yes=113,no=114,missing=114,gain=12.2720108,cover=21950
- 113:leaf=0.00372167374,cover=0
- 114:leaf=0.00128545635,cover=0
- 28:[Area5<0.621834755] yes=57,no=58,missing=57,gain=25.6160164,cover=266922
- 57:[Curv5<-0.127358407] yes=115,no=116,missing=116,gain=18.1831532,cover=101157
- 115:leaf=-0.000240318754,cover=0
- 116:leaf=0.00117992819,cover=0
- 58:[PialCurv5<0.00860458333] yes=117,no=118,missing=117,gain=31.5880775,cover=165765
- 117:leaf=-0.00155940314,cover=0
- 118:leaf=-0.000167473088,cover=0
- 14:[Sulc0<-0.516633809] yes=29,no=30,missing=29,gain=3.00817657,cover=4115079
- 29:[PialCurv5<-0.106427588] yes=59,no=60,missing=59,gain=10.9477291,cover=1063455
- 59:[Curv5<-0.151772231] yes=119,no=120,missing=119,gain=55.6487122,cover=674412
- 119:leaf=-1.77442107e-05,cover=0
- 120:leaf=0.00276843365,cover=0
- 60:[Pol<17.1471634] yes=121,no=122,missing=121,gain=23.1961975,cover=389043
- 121:leaf=0.000558309199,cover=0
- 122:leaf=-0.000453632703,cover=0
- 30:[Curv5<-0.132798299] yes=61,no=62,missing=61,gain=10.3623085,cover=3051624
- 61:[PialCurv5<-0.0715543851] yes=123,no=124,missing=123,gain=100.249191,cover=478340
- 123:leaf=-4.26281586e-05,cover=0
- 124:leaf=0.00205139723,cover=0
- 62:[PialCurv5<-0.0868030339] yes=125,no=126,missing=125,gain=68.609642,cover=2573284
- 125:leaf=0.0020122386,cover=0
- 126:leaf=-3.85765707e-05,cover=0
-booster[473]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=1,gain=1.54648447,cover=5124388
- 1:[PialCurv5<0.45140323] yes=3,no=4,missing=3,gain=1.10348618,cover=80066
- 3:[Curv5<0.266060919] yes=7,no=8,missing=7,gain=1.3153019,cover=65599
- 7:[Curv5<0.0736173838] yes=15,no=16,missing=16,gain=1.18461919,cover=61212
- 15:[Area5<0.462054074] yes=31,no=32,missing=31,gain=1.10833538,cover=570
- 31:[Curv5<0.0278947372] yes=63,no=64,missing=64,gain=0.676252007,cover=177
- 63:leaf=0.000279996631,cover=0
- 64:leaf=0.0100406697,cover=0
- 32:[PialCurv5<0.24610664] yes=65,no=66,missing=66,gain=1.32792389,cover=393
- 65:leaf=-0.00424692547,cover=0
- 66:leaf=0.00624819519,cover=0
- 16:[Pol<136.792099] yes=33,no=34,missing=33,gain=1.08116436,cover=60642
- 33:[Pol<114.966316] yes=67,no=68,missing=68,gain=2.36245441,cover=59010
- 67:leaf=0.000357378245,cover=0
- 68:leaf=0.0019805734,cover=0
- 34:[Ecc<7.69572639] yes=69,no=70,missing=69,gain=0.937861919,cover=1632
- 69:leaf=-0.00146991923,cover=0
- 70:leaf=0.00155988871,cover=0
- 8:[Ecc<33.2971039] yes=17,no=18,missing=17,gain=1.80061519,cover=4387
- 17:[Ecc<3.73767829] yes=35,no=36,missing=35,gain=0.877849102,cover=3890
- 35:[Pol<87.9431763] yes=71,no=72,missing=71,gain=1.09916759,cover=1640
- 71:leaf=0.00785087515,cover=0
- 72:leaf=-0.00123554445,cover=0
- 36:[LGI5<2.24172258] yes=73,no=74,missing=73,gain=1.46776581,cover=2250
- 73:leaf=-0.00609435048,cover=0
- 74:leaf=0.000720541982,cover=0
- 18:[LGI5<2.81919122] yes=37,no=38,missing=38,gain=0.757690191,cover=497
- 37:[PialArea5<0.245474651] yes=75,no=76,missing=75,gain=0.0795606077,cover=77
- 75:leaf=-0.000363066734,cover=0
- 76:leaf=0.00282374816,cover=0
- 38:[Area5<0.545738399] yes=77,no=78,missing=77,gain=0.379003763,cover=420
- 77:leaf=-0.00670219352,cover=0
- 78:leaf=-0.00327729923,cover=0
- 4:[Curv5<0.20983994] yes=9,no=10,missing=10,gain=2.17703438,cover=14467
- 9:[Sulc0<0.966456771] yes=19,no=20,missing=19,gain=1.10364318,cover=3737
- 19:[Ecc<18.3223667] yes=39,no=40,missing=39,gain=1.32897079,cover=2025
- 39:[LGI5<3.11839271] yes=79,no=80,missing=80,gain=0.535625577,cover=1602
- 79:leaf=-0.000762626005,cover=0
- 80:leaf=-0.00368726882,cover=0
- 40:[LGI5<3.4634192] yes=81,no=82,missing=81,gain=0.925623894,cover=423
- 81:leaf=0.00140367926,cover=0
- 82:leaf=0.0103852255,cover=0
- 20:[LGI5<3.29780769] yes=41,no=42,missing=42,gain=1.09078479,cover=1712
- 41:[MidArea5<0.421422303] yes=83,no=84,missing=83,gain=0.534019589,cover=1374
- 83:leaf=0.000775933091,cover=0
- 84:leaf=-0.00194441329,cover=0
- 42:[LGI5<3.35709596] yes=85,no=86,missing=85,gain=2.84144926,cover=338
- 85:leaf=-0.0105695305,cover=0
- 86:leaf=-0.00112073717,cover=0
- 10:[LGI5<2.99594808] yes=21,no=22,missing=21,gain=1.29934907,cover=10730
- 21:[LGI5<2.95653391] yes=43,no=44,missing=43,gain=1.91587687,cover=8673
- 43:[LGI5<2.92358446] yes=87,no=88,missing=87,gain=1.70779371,cover=8286
- 87:leaf=-4.29019565e-05,cover=0
- 88:leaf=0.00435459474,cover=0
- 44:[PialArea5<0.245474651] yes=89,no=90,missing=90,gain=0.90588665,cover=387
- 89:leaf=-0.00561766094,cover=0
- 90:leaf=-0.000733264897,cover=0
- 22:[LGI5<3.60428405] yes=45,no=46,missing=45,gain=2.04386473,cover=2057
- 45:[Ecc<10.569519] yes=91,no=92,missing=91,gain=1.3417263,cover=1914
- 91:leaf=0.00492454646,cover=0
- 92:leaf=0.00119367288,cover=0
- 46:[PialArea5<0.245474651] yes=93,no=94,missing=93,gain=0.59289968,cover=143
- 93:leaf=-0.00851832237,cover=0
- 94:leaf=-0.00188576081,cover=0
- 2:[PialArea5<0.81902951] yes=5,no=6,missing=5,gain=1.76548958,cover=5044322
- 5:[Area5<0.747392178] yes=11,no=12,missing=11,gain=9.61123943,cover=2705021
- 11:[Ecc<0.45941934] yes=23,no=24,missing=23,gain=3.83237457,cover=2284362
- 23:[Area5<0.648839295] yes=47,no=48,missing=48,gain=7.98533106,cover=48236
- 47:[Sulc0<0.423605621] yes=95,no=96,missing=95,gain=4.04104185,cover=35383
- 95:leaf=-1.40171676e-06,cover=0
- 96:leaf=-0.0169993918,cover=0
- 48:[Sulc0<-0.0326132737] yes=97,no=98,missing=97,gain=10.2586155,cover=12853
- 97:leaf=0.00177624996,cover=0
- 98:leaf=-0.00444041705,cover=0
- 24:[LGI5<2.13090348] yes=49,no=50,missing=49,gain=4.1715045,cover=2236126
- 49:[Pol<152.827332] yes=99,no=100,missing=99,gain=6.87672806,cover=9540
- 99:leaf=0.00156675687,cover=0
- 100:leaf=-0.00201829616,cover=0
- 50:[LGI5<2.16230083] yes=101,no=102,missing=102,gain=4.68413019,cover=2226586
- 101:leaf=-0.00116700435,cover=0
- 102:leaf=-8.05287345e-05,cover=0
- 12:[Pol<53.6550331] yes=25,no=26,missing=25,gain=11.7415361,cover=420659
- 25:[Ecc<2.8577323] yes=51,no=52,missing=52,gain=7.69335842,cover=36786
- 51:[Ecc<0.353712648] yes=103,no=104,missing=103,gain=3.9427278,cover=1224
- 103:leaf=0.00556691596,cover=0
- 104:leaf=-0.00380749977,cover=0
- 52:[LGI5<2.56078315] yes=105,no=106,missing=105,gain=23.9817028,cover=35562
- 105:leaf=0.00929449499,cover=0
- 106:leaf=0.000968468783,cover=0
- 26:[Curv5<0.0235087723] yes=53,no=54,missing=53,gain=11.0126925,cover=383873
- 53:[Pol<120.854889] yes=107,no=108,missing=107,gain=10.7545681,cover=47181
- 107:leaf=-0.00130718015,cover=0
- 108:leaf=0.000207095902,cover=0
- 54:[Curv5<0.128008828] yes=109,no=110,missing=109,gain=8.93599224,cover=336692
- 109:leaf=0.000408652617,cover=0
- 110:leaf=-0.000122125828,cover=0
- 6:[Ecc<47.7892265] yes=13,no=14,missing=13,gain=3.97427034,cover=2339301
- 13:[MidArea5<0.592231214] yes=27,no=28,missing=27,gain=3.9358325,cover=2325723
- 27:[LGI5<2.71502113] yes=55,no=56,missing=55,gain=0.591035128,cover=285
- 55:[LGI5<2.41724968] yes=111,no=112,missing=112,gain=0.729569912,cover=269
- 111:leaf=0.00425162073,cover=0
- 112:leaf=0.00959417783,cover=0
- 56:[Ecc<6.92728615] yes=113,no=114,missing=113,gain=0.0111779347,cover=16
- 113:leaf=-0.00387521996,cover=0
- 114:leaf=-0.000375553966,cover=0
- 28:[Area5<0.788037419] yes=57,no=58,missing=57,gain=3.77337742,cover=2325438
- 57:[PialCurv5<0.0851107761] yes=115,no=116,missing=116,gain=6.90705204,cover=2019963
- 115:leaf=3.81139762e-05,cover=0
- 116:leaf=0.000966116786,cover=0
- 58:[PialArea5<1.10654831] yes=117,no=118,missing=117,gain=3.74021101,cover=305475
- 117:leaf=-0.00032554561,cover=0
- 118:leaf=2.48518572e-05,cover=0
- 14:[PialCurv5<-0.00569582684] yes=29,no=30,missing=29,gain=3.04949617,cover=13578
- 29:[Curv5<-0.00866711512] yes=59,no=60,missing=60,gain=5.20289135,cover=9811
- 59:[MidArea5<0.828536689] yes=119,no=120,missing=119,gain=1.97355223,cover=9482
- 119:leaf=0.00191217125,cover=0
- 120:leaf=0.000464787445,cover=0
- 60:[MidArea5<0.780140936] yes=121,no=122,missing=122,gain=1.46530485,cover=329
- 121:leaf=6.62495004e-05,cover=0
- 122:leaf=0.00900757872,cover=0
- 30:[Curv5<-0.0816265643] yes=61,no=62,missing=62,gain=1.89739144,cover=3767
- 61:[PialCurv5<-0.00372259994] yes=123,no=124,missing=123,gain=0.281658173,cover=29
- 123:leaf=-0.00417633494,cover=0
- 124:leaf=0.0135151912,cover=0
- 62:[Sulc0<0.151281953] yes=125,no=126,missing=125,gain=1.38001013,cover=3738
- 125:leaf=-0.00329690869,cover=0
- 126:leaf=-0.000106661268,cover=0
-booster[474]:
-0:[PialArea5<0.413606972] yes=1,no=2,missing=2,gain=1.57233822,cover=5124388
- 1:[Pol<87.9431763] yes=3,no=4,missing=3,gain=4.42686272,cover=503473
- 3:[Ecc<8.6295805] yes=7,no=8,missing=7,gain=6.5224762,cover=99945
- 7:[Ecc<2.13501525] yes=15,no=16,missing=15,gain=6.87218761,cover=16967
- 15:[LGI5<2.26652193] yes=31,no=32,missing=31,gain=2.79519582,cover=3470
- 31:[Area5<0.615061462] yes=63,no=64,missing=64,gain=3.34222913,cover=777
- 63:leaf=4.65656194e-06,cover=0
- 64:leaf=-0.00655141613,cover=0
- 32:[Curv5<0.0168606453] yes=65,no=66,missing=66,gain=1.58968592,cover=2693
- 65:leaf=-0.00843924005,cover=0
- 66:leaf=0.000226868695,cover=0
- 16:[Area5<0.637240529] yes=33,no=34,missing=33,gain=5.53060722,cover=13497
- 33:[LGI5<2.47631311] yes=67,no=68,missing=67,gain=3.72603464,cover=5420
- 67:leaf=0.00315503264,cover=0
- 68:leaf=-0.000109941342,cover=0
- 34:[PialCurv5<0.232516408] yes=69,no=70,missing=70,gain=5.15730858,cover=8077
- 69:leaf=0.00409744959,cover=0
- 70:leaf=0.00153761485,cover=0
- 8:[Pol<78.8803177] yes=17,no=18,missing=17,gain=4.71673393,cover=82978
- 17:[Ecc<38.0136108] yes=35,no=36,missing=35,gain=4.89178419,cover=36749
- 35:[LGI5<3.56741142] yes=71,no=72,missing=72,gain=8.11052322,cover=23664
- 71:leaf=0.000737896422,cover=0
- 72:leaf=0.00378851267,cover=0
- 36:[PialCurv5<0.0193316489] yes=73,no=74,missing=73,gain=2.25797248,cover=13085
- 73:leaf=-0.00695241336,cover=0
- 74:leaf=-9.03520558e-05,cover=0
- 18:[LGI5<3.31338549] yes=37,no=38,missing=37,gain=2.77784014,cover=46229
- 37:[Curv5<0.186949074] yes=75,no=76,missing=76,gain=2.14584136,cover=34197
- 75:leaf=-0.000122305602,cover=0
- 76:leaf=0.000821656256,cover=0
- 38:[PialCurv5<0.147539601] yes=77,no=78,missing=77,gain=6.89700127,cover=12032
- 77:leaf=-0.00413681893,cover=0
- 78:leaf=-0.000362098071,cover=0
- 4:[Pol<108.184875] yes=9,no=10,missing=9,gain=6.6691184,cover=403528
- 9:[Ecc<25.5461979] yes=19,no=20,missing=19,gain=5.85937023,cover=286803
- 19:[Ecc<7.18838644] yes=39,no=40,missing=39,gain=8.3241024,cover=254178
- 39:[Sulc0<0.762988985] yes=79,no=80,missing=79,gain=5.12743568,cover=104840
- 79:leaf=0.000299703301,cover=0
- 80:leaf=-0.000629329938,cover=0
- 40:[Sulc0<0.506771445] yes=81,no=82,missing=82,gain=11.7848015,cover=149338
- 81:leaf=-0.00171394204,cover=0
- 82:leaf=-0.000285366899,cover=0
- 20:[LGI5<2.73607373] yes=41,no=42,missing=41,gain=2.27983832,cover=32625
- 41:[PialArea5<0.245474651] yes=83,no=84,missing=83,gain=1.86164439,cover=998
- 83:leaf=-0.0107843336,cover=0
- 84:leaf=-0.00131806149,cover=0
- 42:[Area5<0.67507118] yes=85,no=86,missing=86,gain=2.0994525,cover=31627
- 85:leaf=9.38979574e-05,cover=0
- 86:leaf=0.00092307775,cover=0
- 10:[Sulc0<1.06550956] yes=21,no=22,missing=21,gain=3.90225697,cover=116725
- 21:[Area5<0.732334435] yes=43,no=44,missing=44,gain=4.61333418,cover=113127
- 43:[PialCurv5<0.24610664] yes=87,no=88,missing=87,gain=2.99789262,cover=102672
- 87:leaf=0.00058259978,cover=0
- 88:leaf=3.8440412e-05,cover=0
- 44:[PialCurv5<0.255337358] yes=89,no=90,missing=89,gain=2.37929869,cover=10455
- 89:leaf=0.00254948135,cover=0
- 90:leaf=0.000893871125,cover=0
- 22:[Ecc<32.0879669] yes=45,no=46,missing=46,gain=1.66038513,cover=3598
- 45:[LGI5<3.21727777] yes=91,no=92,missing=91,gain=1.97078896,cover=2243
- 91:leaf=-0.00374991004,cover=0
- 92:leaf=-0.000773250125,cover=0
- 46:[LGI5<3.05514836] yes=93,no=94,missing=93,gain=1.49763989,cover=1355
- 93:leaf=0.00450879661,cover=0
- 94:leaf=-0.00053454662,cover=0
- 2:[MidArea5<0.563840628] yes=5,no=6,missing=5,gain=3.37965417,cover=4620915
- 5:[Ecc<7.08616447] yes=11,no=12,missing=12,gain=5.06557751,cover=248205
- 11:[Pol<121.397697] yes=23,no=24,missing=24,gain=7.57671165,cover=138158
- 23:[LGI5<2.58517122] yes=47,no=48,missing=48,gain=3.58366942,cover=89300
- 47:[Sulc0<0.20153527] yes=95,no=96,missing=96,gain=2.47343922,cover=69952
- 95:leaf=-0.000264427741,cover=0
- 96:leaf=0.000425312406,cover=0
- 48:[Pol<26.4235344] yes=97,no=98,missing=98,gain=7.05023098,cover=19348
- 97:leaf=0.00475383829,cover=0
- 98:leaf=-0.00102528138,cover=0
- 24:[LGI5<2.52320862] yes=49,no=50,missing=49,gain=8.13779736,cover=48858
- 49:[LGI5<2.43692279] yes=99,no=100,missing=99,gain=4.69005489,cover=37169
- 99:leaf=0.000477450754,cover=0
- 100:leaf=-0.00081658439,cover=0
- 50:[PialArea5<0.559226274] yes=101,no=102,missing=101,gain=6.03586769,cover=11689
- 101:leaf=0.00252813334,cover=0
- 102:leaf=0.000170047264,cover=0
- 12:[Pol<87.3220139] yes=25,no=26,missing=26,gain=8.73313141,cover=110047
- 25:[Sulc0<0.812575758] yes=51,no=52,missing=51,gain=4.39644861,cover=37279
- 51:[Pol<4.30929279] yes=103,no=104,missing=104,gain=4.08760118,cover=33998
- 103:leaf=-0.00311436108,cover=0
- 104:leaf=0.000436057948,cover=0
- 52:[Area5<0.604913712] yes=105,no=106,missing=106,gain=7.28359699,cover=3281
- 105:leaf=-0.0071963626,cover=0
- 106:leaf=-0.000581207394,cover=0
- 26:[Sulc0<0.392869562] yes=53,no=54,missing=53,gain=11.9876785,cover=72768
- 53:[PialCurv5<-0.138158455] yes=107,no=108,missing=108,gain=10.5047588,cover=35932
- 107:leaf=0.000491344545,cover=0
- 108:leaf=-0.00179459306,cover=0
- 54:[Ecc<39.5502243] yes=109,no=110,missing=109,gain=3.29775119,cover=36836
- 109:leaf=-1.01775877e-05,cover=0
- 110:leaf=-0.00204784493,cover=0
- 6:[Curv5<0.14511615] yes=13,no=14,missing=13,gain=3.72659302,cover=4372710
- 13:[PialArea5<0.520672619] yes=27,no=28,missing=27,gain=6.24502659,cover=4213812
- 27:[Pol<113.913933] yes=55,no=56,missing=56,gain=15.3862743,cover=209252
- 55:[Sulc0<0.32645905] yes=111,no=112,missing=111,gain=13.2710361,cover=159504
- 111:leaf=0.000821287744,cover=0
- 112:leaf=-0.000228311794,cover=0
- 56:[Ecc<33.2971039] yes=113,no=114,missing=113,gain=6.3332653,cover=49748
- 113:leaf=0.00122029753,cover=0
- 114:leaf=-0.000761144154,cover=0
- 28:[PialCurv5<0.297166049] yes=57,no=58,missing=58,gain=5.46574545,cover=4004560
- 57:[Curv5<0.10516572] yes=115,no=116,missing=115,gain=7.49771738,cover=3994352
- 115:leaf=6.26004066e-06,cover=0
- 116:leaf=-0.000364689215,cover=0
- 58:[Ecc<1.21076584] yes=117,no=118,missing=118,gain=2.95153141,cover=10208
- 117:leaf=-0.0042259614,cover=0
- 118:leaf=0.00128585135,cover=0
- 14:[PialCurv5<-0.0314326771] yes=29,no=30,missing=30,gain=3.61812115,cover=158898
- 29:[Pol<153.554306] yes=59,no=60,missing=59,gain=12.3979464,cover=89
- 59:[Ecc<2.97906685] yes=119,no=120,missing=119,gain=0.801787198,cover=71
- 119:leaf=-0.00708034355,cover=0
- 120:leaf=0.0039623226,cover=0
- 60:[Ecc<11.6821251] yes=121,no=122,missing=121,gain=0.459225655,cover=18
- 121:leaf=0.0475454889,cover=0
- 122:leaf=0.00585479429,cover=0
- 30:[Area5<0.559839368] yes=61,no=62,missing=61,gain=3.61007905,cover=158809
- 61:[Pol<68.895668] yes=123,no=124,missing=124,gain=0.917106152,cover=29
- 123:leaf=-0.00423697708,cover=0
- 124:leaf=0.0205465313,cover=0
- 62:[MidArea5<0.91065979] yes=125,no=126,missing=125,gain=3.20768738,cover=158780
- 125:leaf=-0.000262195274,cover=0
- 126:leaf=0.00279798335,cover=0
-booster[475]:
-0:[Area5<0.420677572] yes=1,no=2,missing=2,gain=1.53368592,cover=5124388
- 1:[Ecc<1.46579576] yes=3,no=4,missing=3,gain=1.81427193,cover=60049
- 3:[Pol<76.8473129] yes=7,no=8,missing=7,gain=2.7023499,cover=19948
- 7:[PialArea5<0.987776101] yes=15,no=16,missing=16,gain=2.56338882,cover=5873
- 15:[LGI5<2.13090348] yes=31,no=32,missing=31,gain=1.71575308,cover=5648
- 31:[PialCurv5<-0.119850777] yes=63,no=64,missing=63,gain=1.89030552,cover=140
- 63:leaf=0.0112027666,cover=0
- 64:leaf=-0.000435253984,cover=0
- 32:[PialCurv5<-0.104861222] yes=65,no=66,missing=66,gain=1.06575835,cover=5508
- 65:leaf=9.09194132e-05,cover=0
- 66:leaf=0.0019116638,cover=0
- 16:[Pol<50.1003532] yes=33,no=34,missing=33,gain=1.20583153,cover=225
- 33:[LGI5<2.3349762] yes=67,no=68,missing=68,gain=0.589607239,cover=169
- 67:leaf=0.000608625531,cover=0
- 68:leaf=0.00924522988,cover=0
- 34:[Sulc0<-0.966370046] yes=69,no=70,missing=69,gain=0.239984244,cover=56
- 69:leaf=-0.00297388411,cover=0
- 70:leaf=0.00360158691,cover=0
- 8:[LGI5<2.41022825] yes=17,no=18,missing=17,gain=2.32243729,cover=14075
- 17:[PialCurv5<-0.118254207] yes=35,no=36,missing=35,gain=1.38144565,cover=9129
- 35:[LGI5<2.31684756] yes=71,no=72,missing=72,gain=2.15958977,cover=4460
- 71:leaf=-0.00063769141,cover=0
- 72:leaf=-0.00285342894,cover=0
- 36:[PialArea5<0.769840837] yes=73,no=74,missing=73,gain=2.2827239,cover=4669
- 73:leaf=0.000433842506,cover=0
- 74:leaf=-0.00187648949,cover=0
- 18:[PialCurv5<-0.171137348] yes=37,no=38,missing=37,gain=2.01306891,cover=4946
- 37:[LGI5<2.44006681] yes=75,no=76,missing=75,gain=1.01732635,cover=315
- 75:leaf=0.00291749975,cover=0
- 76:leaf=-0.00474988436,cover=0
- 38:[Pol<132.742767] yes=77,no=78,missing=77,gain=2.28875732,cover=4631
- 77:leaf=-0.000245690724,cover=0
- 78:leaf=0.00204585469,cover=0
- 4:[Pol<21.2328167] yes=9,no=10,missing=10,gain=2.62973738,cover=40101
- 9:[PialCurv5<-0.210138425] yes=19,no=20,missing=19,gain=1.10345364,cover=1320
- 19:[LGI5<3.15728688] yes=39,no=40,missing=39,gain=1.36451805,cover=126
- 39:[Ecc<42.1016579] yes=79,no=80,missing=79,gain=0.56853807,cover=78
- 79:leaf=0.00807788689,cover=0
- 80:leaf=-0.00619202852,cover=0
- 40:[LGI5<3.29043651] yes=81,no=82,missing=81,gain=0.75105989,cover=48
- 81:leaf=-0.00803925004,cover=0
- 82:leaf=0.00514960242,cover=0
- 20:[PialArea5<0.511941612] yes=41,no=42,missing=41,gain=1.21979833,cover=1194
- 41:[PialArea5<0.427728564] yes=83,no=84,missing=84,gain=0.163036942,cover=48
- 83:leaf=-0.0043903226,cover=0
- 84:leaf=-0.0116327023,cover=0
- 42:[PialArea5<0.651661396] yes=85,no=86,missing=85,gain=0.618264675,cover=1146
- 85:leaf=-0.00381618156,cover=0
- 86:leaf=-0.00118613441,cover=0
- 10:[Pol<144.670364] yes=21,no=22,missing=21,gain=1.40036201,cover=38781
- 21:[Pol<109.773643] yes=43,no=44,missing=44,gain=2.82495022,cover=22825
- 43:[PialArea5<0.961681247] yes=87,no=88,missing=87,gain=1.46498871,cover=12178
- 87:leaf=0.000327371759,cover=0
- 88:leaf=-0.00367582659,cover=0
- 44:[LGI5<3.53458858] yes=89,no=90,missing=90,gain=2.71123505,cover=10647
- 89:leaf=0.00128417416,cover=0
- 90:leaf=0.00917589571,cover=0
- 22:[PialArea5<0.952096343] yes=45,no=46,missing=45,gain=2.91211939,cover=15956
- 45:[Curv5<-0.066452302] yes=91,no=92,missing=92,gain=1.32361519,cover=15209
- 91:leaf=5.18298075e-05,cover=0
- 92:leaf=-0.00526436605,cover=0
- 46:[Curv5<-0.214297205] yes=93,no=94,missing=94,gain=1.12138224,cover=747
- 93:leaf=0.00219973153,cover=0
- 94:leaf=0.0069504492,cover=0
- 2:[PialArea5<0.463276565] yes=5,no=6,missing=6,gain=1.65306389,cover=5064339
- 5:[Curv5<0.0235087723] yes=11,no=12,missing=12,gain=10.4646063,cover=724183
- 11:[Area5<0.660333693] yes=23,no=24,missing=23,gain=8.67599964,cover=14098
- 23:[PialCurv5<0.0771882981] yes=47,no=48,missing=47,gain=5.40852737,cover=12175
- 47:[Area5<0.542713821] yes=95,no=96,missing=96,gain=3.61367321,cover=9516
- 95:leaf=-0.000225129057,cover=0
- 96:leaf=-0.00219290284,cover=0
- 48:[Area5<0.576076329] yes=97,no=98,missing=98,gain=3.70730233,cover=2659
- 97:leaf=0.0033749037,cover=0
- 98:leaf=-0.000400630612,cover=0
- 24:[Sulc0<1.02827847] yes=49,no=50,missing=49,gain=2.70702457,cover=1923
- 49:[Ecc<17.0169544] yes=99,no=100,missing=100,gain=2.96304703,cover=1901
- 99:leaf=-0.00297500496,cover=0
- 100:leaf=-0.0070004994,cover=0
- 50:[Sulc0<1.16950965] yes=101,no=102,missing=101,gain=0.555307627,cover=22
- 101:leaf=0.00751900999,cover=0
- 102:leaf=0.0260317009,cover=0
- 12:[Pol<82.8478928] yes=25,no=26,missing=25,gain=7.82834291,cover=710085
- 25:[Curv5<0.10516572] yes=51,no=52,missing=51,gain=9.25800514,cover=94190
- 51:[PialCurv5<0.200529471] yes=103,no=104,missing=103,gain=8.05754852,cover=15093
- 103:leaf=0.0021819775,cover=0
- 104:leaf=-0.000869731244,cover=0
- 52:[Ecc<41.2560654] yes=105,no=106,missing=105,gain=5.41538334,cover=79097
- 105:leaf=0.000500630471,cover=0
- 106:leaf=-0.000558724336,cover=0
- 26:[Pol<111.846848] yes=53,no=54,missing=53,gain=10.6301222,cover=615895
- 53:[Sulc0<-0.332174033] yes=107,no=108,missing=108,gain=7.36489677,cover=476779
- 107:leaf=0.00364906574,cover=0
- 108:leaf=-9.37360383e-05,cover=0
- 54:[Sulc0<1.06550956] yes=109,no=110,missing=110,gain=8.08549786,cover=139116
- 109:leaf=0.000468342419,cover=0
- 110:leaf=-0.00222951826,cover=0
- 6:[MidArea5<0.594104469] yes=13,no=14,missing=13,gain=6.22673702,cover=4340156
- 13:[LGI5<3.84897733] yes=27,no=28,missing=28,gain=5.46855831,cover=290105
- 27:[PialCurv5<-0.137075767] yes=55,no=56,missing=55,gain=4.5737381,cover=287433
- 55:[Curv5<0.000893599819] yes=111,no=112,missing=111,gain=2.84582758,cover=24190
- 111:leaf=0.000473588065,cover=0
- 112:leaf=-0.00843416806,cover=0
- 56:[PialCurv5<-0.0923183635] yes=113,no=114,missing=113,gain=8.34947014,cover=263243
- 113:leaf=-0.00117893459,cover=0
- 114:leaf=-0.000189931045,cover=0
- 28:[Curv5<-0.203415334] yes=57,no=58,missing=58,gain=3.78603983,cover=2672
- 57:[Ecc<16.2597466] yes=115,no=116,missing=116,gain=0.73794663,cover=272
- 115:leaf=-0.00407270296,cover=0
- 116:leaf=0.00402746443,cover=0
- 58:[PialCurv5<0.0877920389] yes=117,no=118,missing=117,gain=3.2680006,cover=2400
- 117:leaf=-0.004728992,cover=0
- 118:leaf=-0.00100291928,cover=0
- 14:[Curv5<0.126145482] yes=29,no=30,missing=29,gain=5.2030611,cover=4050051
- 29:[PialArea5<0.580179036] yes=59,no=60,missing=59,gain=10.5644302,cover=3891168
- 59:[Pol<115.563423] yes=119,no=120,missing=119,gain=20.759634,cover=215177
- 119:leaf=5.50304831e-05,cover=0
- 120:leaf=0.00116184226,cover=0
- 60:[Curv5<0.0534323379] yes=121,no=122,missing=121,gain=7.69047976,cover=3675991
- 121:leaf=1.61982334e-05,cover=0
- 122:leaf=-0.000231620972,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=62,gain=4.27959061,cover=158883
- 61:[Sulc0<0.506771445] yes=123,no=124,missing=123,gain=4.44361639,cover=155894
- 123:leaf=-0.000127134743,cover=0
- 124:leaf=-0.000694305811,cover=0
- 62:[PialCurv5<0.260145098] yes=125,no=126,missing=125,gain=2.30460501,cover=2989
- 125:leaf=0.00261217798,cover=0
- 126:leaf=-0.000298851606,cover=0
-booster[476]:
-0:[PialArea5<0.360595763] yes=1,no=2,missing=2,gain=1.48965573,cover=5124388
- 1:[Curv5<0.129884616] yes=3,no=4,missing=3,gain=2.22113037,cover=283012
- 3:[Curv5<0.0554658733] yes=7,no=8,missing=7,gain=2.58698773,cover=36005
- 7:[LGI5<3.31338549] yes=15,no=16,missing=16,gain=2.18736291,cover=3376
- 15:[Ecc<18.5999508] yes=31,no=32,missing=31,gain=2.55719304,cover=2768
- 31:[Ecc<11.1913614] yes=63,no=64,missing=63,gain=1.96515512,cover=1978
- 63:leaf=-2.00104623e-05,cover=0
- 64:leaf=-0.00330195948,cover=0
- 32:[Ecc<33.2971039] yes=65,no=66,missing=66,gain=4.29973984,cover=790
- 65:leaf=0.00436453661,cover=0
- 66:leaf=-0.00399612123,cover=0
- 16:[Ecc<27.327179] yes=33,no=34,missing=33,gain=2.95393991,cover=608
- 33:[Ecc<16.0247612] yes=67,no=68,missing=67,gain=4.9345293,cover=399
- 67:leaf=0.00298049394,cover=0
- 68:leaf=-0.00946946908,cover=0
- 34:[Sulc0<0.795422614] yes=69,no=70,missing=69,gain=1.63533354,cover=209
- 69:leaf=-0.00246996898,cover=0
- 70:leaf=0.00645906432,cover=0
- 8:[LGI5<3.70550299] yes=17,no=18,missing=18,gain=3.16028357,cover=32629
- 17:[PialCurv5<0.394910008] yes=35,no=36,missing=35,gain=2.27055836,cover=31739
- 35:[Area5<0.729573667] yes=71,no=72,missing=72,gain=1.70821524,cover=31450
- 71:leaf=0.000456724782,cover=0
- 72:leaf=0.00174245227,cover=0
- 36:[LGI5<3.51961541] yes=73,no=74,missing=74,gain=2.06231833,cover=289
- 73:leaf=-0.00520660356,cover=0
- 74:leaf=0.00932250079,cover=0
- 18:[Ecc<20.3925476] yes=37,no=38,missing=38,gain=3.56299877,cover=890
- 37:[PialCurv5<0.074624911] yes=75,no=76,missing=75,gain=2.13206196,cover=346
- 75:leaf=-0.0131563563,cover=0
- 76:leaf=0.000787804835,cover=0
- 38:[Sulc0<0.74744761] yes=77,no=78,missing=77,gain=2.97530079,cover=544
- 77:leaf=0.0149251362,cover=0
- 78:leaf=0.00451553473,cover=0
- 4:[Area5<0.593548477] yes=9,no=10,missing=9,gain=1.92940402,cover=247007
- 9:[PialCurv5<-0.00763805071] yes=19,no=20,missing=19,gain=1.96073997,cover=31184
- 19:[PialArea5<0.281252682] yes=39,no=40,missing=40,gain=0.936209202,cover=159
- 39:[Curv5<0.18040961] yes=79,no=80,missing=79,gain=0.659485698,cover=56
- 79:leaf=0.00241120881,cover=0
- 80:leaf=-0.0100495359,cover=0
- 40:[LGI5<3.33878016] yes=81,no=82,missing=81,gain=0.244778395,cover=103
- 81:leaf=-0.00923802983,cover=0
- 82:leaf=0.00100771186,cover=0
- 20:[PialArea5<0.267248243] yes=41,no=42,missing=41,gain=1.52904654,cover=31025
- 41:[PialCurv5<0.141046807] yes=83,no=84,missing=83,gain=1.22507524,cover=10159
- 83:leaf=0.00299971062,cover=0
- 84:leaf=0.000113392227,cover=0
- 42:[Ecc<23.5513935] yes=85,no=86,missing=85,gain=2.01289678,cover=20866
- 85:leaf=-0.000354019459,cover=0
- 86:leaf=-0.00192818104,cover=0
- 10:[MidArea5<0.421422303] yes=21,no=22,missing=21,gain=4.74111652,cover=215823
- 21:[Area5<0.630444467] yes=43,no=44,missing=44,gain=2.06568575,cover=3012
- 43:[LGI5<3.50441384] yes=87,no=88,missing=88,gain=1.23984218,cover=2522
- 87:leaf=0.00170862791,cover=0
- 88:leaf=-0.00443663541,cover=0
- 44:[Curv5<0.266060919] yes=89,no=90,missing=89,gain=0.8268857,cover=490
- 89:leaf=0.00609938288,cover=0
- 90:leaf=0.00103020656,cover=0
- 22:[Sulc0<0.474820405] yes=45,no=46,missing=45,gain=3.59380507,cover=212811
- 45:[Curv5<0.164550796] yes=91,no=92,missing=91,gain=4.72593641,cover=31781
- 91:leaf=0.00166822842,cover=0
- 92:leaf=0.000234005085,cover=0
- 46:[PialCurv5<0.426807076] yes=93,no=94,missing=94,gain=2.0632534,cover=181030
- 93:leaf=6.95302733e-05,cover=0
- 94:leaf=-0.000396568008,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=6,gain=2.52546453,cover=4841376
- 5:[PialCurv5<0.45140323] yes=11,no=12,missing=12,gain=3.20841837,cover=4793765
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=23,gain=1.74915719,cover=4788116
- 23:[Ecc<33.9075584] yes=47,no=48,missing=47,gain=1.94159889,cover=4779598
- 47:[Pol<103.31839] yes=95,no=96,missing=95,gain=3.76314902,cover=4434473
- 95:leaf=4.93962507e-05,cover=0
- 96:leaf=-4.27239356e-05,cover=0
- 48:[Pol<121.948479] yes=97,no=98,missing=97,gain=17.8457737,cover=345125
- 97:leaf=-0.000373137504,cover=0
- 98:leaf=0.000390495523,cover=0
- 24:[Ecc<24.3269672] yes=49,no=50,missing=49,gain=4.96268272,cover=8518
- 49:[Area5<0.67507118] yes=99,no=100,missing=100,gain=2.50870442,cover=669
- 99:leaf=-0.0116155064,cover=0
- 100:leaf=-0.00227231416,cover=0
- 50:[PialCurv5<0.275165707] yes=101,no=102,missing=101,gain=2.40574336,cover=7849
- 101:leaf=0.00211439957,cover=0
- 102:leaf=0.00033450409,cover=0
- 12:[Pol<174.523148] yes=25,no=26,missing=26,gain=2.18594289,cover=5649
- 25:[PialArea5<0.409017563] yes=51,no=52,missing=51,gain=1.74168634,cover=5549
- 51:[Pol<141.801834] yes=103,no=104,missing=103,gain=1.68728471,cover=2678
- 103:leaf=-1.08245504e-05,cover=0
- 104:leaf=0.0107410243,cover=0
- 52:[Area5<0.72690624] yes=105,no=106,missing=105,gain=1.07200336,cover=2871
- 105:leaf=0.00250483141,cover=0
- 106:leaf=0.000340254162,cover=0
- 26:[Ecc<10.2861843] yes=53,no=54,missing=54,gain=1.06632733,cover=100
- 53:[Area5<0.617766261] yes=107,no=108,missing=107,gain=0.475793123,cover=54
- 107:leaf=-0.00639538234,cover=0
- 108:leaf=0.00570263108,cover=0
- 54:[MidArea5<0.521771789] yes=109,no=110,missing=109,gain=1.18339157,cover=46
- 109:leaf=0.0318224877,cover=0
- 110:leaf=0.0100841643,cover=0
- 6:[PialArea5<0.550757647] yes=13,no=14,missing=13,gain=1.66212916,cover=47611
- 13:[Sulc0<0.383163035] yes=27,no=28,missing=27,gain=1.71713328,cover=46072
- 27:[Ecc<15.3430929] yes=55,no=56,missing=55,gain=1.52739668,cover=27071
- 55:[LGI5<3.33878016] yes=111,no=112,missing=112,gain=1.24587297,cover=26733
- 111:leaf=-0.000681188947,cover=0
- 112:leaf=-0.00365921832,cover=0
- 56:[MidArea5<0.576365113] yes=113,no=114,missing=113,gain=1.37473905,cover=338
- 113:leaf=0.0013274058,cover=0
- 114:leaf=0.0103136823,cover=0
- 28:[Area5<0.644818127] yes=57,no=58,missing=57,gain=2.5450089,cover=19001
- 57:[PialArea5<0.494012713] yes=115,no=116,missing=116,gain=1.73682594,cover=5925
- 115:leaf=0.000709381362,cover=0
- 116:leaf=0.00880614575,cover=0
- 58:[Pol<105.462654] yes=117,no=118,missing=117,gain=2.11573553,cover=13076
- 117:leaf=1.92763819e-05,cover=0
- 118:leaf=-0.00131356786,cover=0
- 14:[LGI5<3.00232744] yes=29,no=30,missing=30,gain=1.71104169,cover=1539
- 29:[PialCurv5<0.362132162] yes=59,no=60,missing=59,gain=0.839623332,cover=1310
- 59:[PialArea5<0.624898493] yes=119,no=120,missing=120,gain=0.446044624,cover=1083
- 119:leaf=0.000460670184,cover=0
- 120:leaf=0.00267128414,cover=0
- 60:[Area5<0.610838115] yes=121,no=122,missing=122,gain=0.895422637,cover=227
- 121:leaf=0.0100649958,cover=0
- 122:leaf=-0.00299941725,cover=0
- 30:[Pol<150.62207] yes=61,no=62,missing=61,gain=1.70961452,cover=229
- 61:[Area5<0.732334435] yes=123,no=124,missing=123,gain=1.37242889,cover=152
- 123:leaf=0.0114856027,cover=0
- 124:leaf=0.00125139451,cover=0
- 62:[LGI5<3.07360435] yes=125,no=126,missing=125,gain=0.417272121,cover=77
- 125:leaf=0.00304210442,cover=0
- 126:leaf=-0.0042426209,cover=0
-booster[477]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=2,gain=1.47922409,cover=5124388
- 1:[Pol<155.012512] yes=3,no=4,missing=3,gain=10.1521549,cover=423406
- 3:[Pol<51.9018669] yes=7,no=8,missing=7,gain=11.7612877,cover=335156
- 7:[Ecc<0.836319208] yes=15,no=16,missing=16,gain=6.12558699,cover=100960
- 15:[Area5<0.822840035] yes=31,no=32,missing=31,gain=5.65457582,cover=59384
- 31:[PialCurv5<0.01500447] yes=63,no=64,missing=63,gain=4.80945873,cover=58840
- 63:leaf=6.70769514e-05,cover=0
- 64:leaf=-0.00191292597,cover=0
- 32:[Curv5<-0.146701202] yes=65,no=66,missing=65,gain=2.48880672,cover=544
- 65:leaf=-0.00130080397,cover=0
- 66:leaf=-0.00812298339,cover=0
- 16:[PialArea5<0.753297985] yes=33,no=34,missing=33,gain=4.60055065,cover=41576
- 33:[LGI5<2.24172258] yes=67,no=68,missing=68,gain=9.40933132,cover=5470
- 67:leaf=0.00306211505,cover=0
- 68:leaf=-0.00304351281,cover=0
- 34:[LGI5<2.3969903] yes=69,no=70,missing=69,gain=3.30549908,cover=36106
- 69:leaf=-0.00115529436,cover=0
- 70:leaf=-0.000198474459,cover=0
- 8:[Area5<0.641697526] yes=17,no=18,missing=17,gain=8.26228714,cover=234196
- 17:[LGI5<2.3349762] yes=35,no=36,missing=35,gain=5.48387194,cover=162573
- 35:[Sulc0<-0.528458416] yes=71,no=72,missing=71,gain=7.72356033,cover=62501
- 71:leaf=-5.43764327e-05,cover=0
- 72:leaf=-0.00143889512,cover=0
- 36:[Curv5<-0.0902613774] yes=73,no=74,missing=73,gain=3.18863368,cover=100072
- 73:leaf=8.87363785e-05,cover=0
- 74:leaf=0.000720160257,cover=0
- 18:[Sulc0<-0.574995995] yes=37,no=38,missing=37,gain=11.1309643,cover=71623
- 37:[PialCurv5<-0.0607835948] yes=75,no=76,missing=76,gain=13.194334,cover=34297
- 75:leaf=0.000559307577,cover=0
- 76:leaf=0.0025790236,cover=0
- 38:[Curv5<-0.0343657099] yes=77,no=78,missing=77,gain=19.2218685,cover=37326
- 77:leaf=-0.00164310914,cover=0
- 78:leaf=0.000827413809,cover=0
- 4:[LGI5<2.26652193] yes=9,no=10,missing=9,gain=3.51852226,cover=88250
- 9:[LGI5<2.23211861] yes=19,no=20,missing=19,gain=14.0858564,cover=16081
- 19:[LGI5<2.18291569] yes=39,no=40,missing=39,gain=4.37493896,cover=10255
- 39:[Ecc<0.353712648] yes=79,no=80,missing=80,gain=4.23065948,cover=4461
- 79:leaf=0.00133509783,cover=0
- 80:leaf=-0.00219718157,cover=0
- 40:[LGI5<2.21018219] yes=81,no=82,missing=81,gain=5.86208439,cover=5794
- 81:leaf=0.00227047503,cover=0
- 82:leaf=-0.000917370897,cover=0
- 20:[MidArea5<0.688058555] yes=41,no=42,missing=42,gain=6.66086388,cover=5826
- 41:[PialCurv5<0.000298873958] yes=83,no=84,missing=83,gain=4.5425725,cover=3653
- 83:leaf=-6.48826754e-05,cover=0
- 84:leaf=-0.00359316706,cover=0
- 42:[PialArea5<0.952096343] yes=85,no=86,missing=85,gain=5.5298481,cover=2173
- 85:leaf=-0.00693994341,cover=0
- 86:leaf=-0.00128443923,cover=0
- 10:[LGI5<2.44639945] yes=21,no=22,missing=22,gain=2.75307322,cover=72169
- 21:[Sulc0<0.126604497] yes=43,no=44,missing=44,gain=2.83795071,cover=45911
- 43:[PialCurv5<-0.0487009101] yes=87,no=88,missing=87,gain=2.81880713,cover=45611
- 87:leaf=-0.000594893645,cover=0
- 88:leaf=0.000196813126,cover=0
- 44:[PialCurv5<0.285888344] yes=89,no=90,missing=89,gain=1.06528044,cover=300
- 89:leaf=-0.00865557417,cover=0
- 90:leaf=-0.00256701838,cover=0
- 22:[Curv5<-0.160152137] yes=45,no=46,missing=46,gain=3.34977627,cover=26258
- 45:[Sulc0<-0.338601172] yes=91,no=92,missing=91,gain=3.22795105,cover=6136
- 91:leaf=0.000121905869,cover=0
- 92:leaf=0.0177769829,cover=0
- 46:[Sulc0<-0.614971876] yes=93,no=94,missing=93,gain=8.85276604,cover=20122
- 93:leaf=-0.00277018757,cover=0
- 94:leaf=-0.000463990466,cover=0
- 2:[LGI5<2.28518939] yes=5,no=6,missing=5,gain=5.95485115,cover=4700982
- 5:[Pol<77.5287857] yes=11,no=12,missing=12,gain=9.54595757,cover=187228
- 11:[Ecc<2.6675415] yes=23,no=24,missing=23,gain=7.1317935,cover=49134
- 23:[Sulc0<-0.475189745] yes=47,no=48,missing=47,gain=4.43980122,cover=28789
- 47:[LGI5<2.24172258] yes=95,no=96,missing=95,gain=3.8780961,cover=25634
- 95:leaf=0.000476890797,cover=0
- 96:leaf=-0.000778216694,cover=0
- 48:[LGI5<2.2730217] yes=97,no=98,missing=97,gain=2.72800922,cover=3155
- 97:leaf=0.00138844631,cover=0
- 98:leaf=0.00573506532,cover=0
- 24:[PialCurv5<-0.0789950639] yes=49,no=50,missing=49,gain=5.32808781,cover=20345
- 49:[Pol<64.3762589] yes=99,no=100,missing=99,gain=4.32707119,cover=12790
- 99:leaf=-0.000896539714,cover=0
- 100:leaf=0.00132489309,cover=0
- 50:[Pol<21.2328167] yes=101,no=102,missing=102,gain=4.50785255,cover=7555
- 101:leaf=0.00242872094,cover=0
- 102:leaf=-0.00241379649,cover=0
- 12:[PialArea5<0.914612174] yes=25,no=26,missing=26,gain=9.15631676,cover=138094
- 25:[LGI5<2.25958419] yes=51,no=52,missing=51,gain=6.18177509,cover=111905
- 51:[PialCurv5<-0.0982506946] yes=103,no=104,missing=103,gain=4.48147249,cover=78914
- 103:leaf=-0.000751132378,cover=0
- 104:leaf=0.000235089086,cover=0
- 52:[Ecc<3.8768425] yes=105,no=106,missing=105,gain=8.13154221,cover=32991
- 105:leaf=0.00152115209,cover=0
- 106:leaf=-7.86531527e-05,cover=0
- 26:[Ecc<3.29132295] yes=53,no=54,missing=53,gain=8.31379509,cover=26189
- 53:[LGI5<2.13090348] yes=107,no=108,missing=108,gain=3.51620865,cover=13804
- 107:leaf=-0.000902762287,cover=0
- 108:leaf=0.00238903216,cover=0
- 54:[Sulc0<-0.370474488] yes=109,no=110,missing=109,gain=4.73687506,cover=12385
- 109:leaf=-1.86380985e-05,cover=0
- 110:leaf=0.00269117393,cover=0
- 6:[Area5<0.433531314] yes=13,no=14,missing=13,gain=3.23227501,cover=4513754
- 13:[LGI5<2.33929968] yes=27,no=28,missing=27,gain=1.79845285,cover=48472
- 27:[MidArea5<0.439916283] yes=55,no=56,missing=55,gain=2.72851038,cover=6083
- 55:[Curv5<0.18040961] yes=111,no=112,missing=111,gain=0.499189854,cover=102
- 111:leaf=0.0110413758,cover=0
- 112:leaf=0.0022745009,cover=0
- 56:[Ecc<8.41855335] yes=113,no=114,missing=113,gain=2.73615694,cover=5981
- 113:leaf=0.000984086189,cover=0
- 114:leaf=0.0148113398,cover=0
- 28:[PialCurv5<-0.142826259] yes=57,no=58,missing=58,gain=2.66926193,cover=42389
- 57:[Curv5<-0.148390457] yes=115,no=116,missing=116,gain=3.00242758,cover=15803
- 115:leaf=0.000690816902,cover=0
- 116:leaf=0.00507876324,cover=0
- 58:[LGI5<2.67938972] yes=117,no=118,missing=118,gain=2.29145241,cover=26586
- 117:leaf=0.000279374217,cover=0
- 118:leaf=-0.000741687021,cover=0
- 14:[Ecc<3.03937531] yes=29,no=30,missing=29,gain=3.50094748,cover=4465282
- 29:[Pol<41.8258972] yes=59,no=60,missing=59,gain=19.5852489,cover=490224
- 59:[Curv5<-0.179045901] yes=119,no=120,missing=119,gain=34.661705,cover=93966
- 119:leaf=-0.000144940394,cover=0
- 120:leaf=0.00191223051,cover=0
- 60:[Area5<0.630444467] yes=121,no=122,missing=122,gain=27.781311,cover=396258
- 121:leaf=0.000203575313,cover=0
- 122:leaf=-0.000644489599,cover=0
- 30:[Pol<92.7492142] yes=61,no=62,missing=61,gain=3.55246592,cover=3975058
- 61:[LGI5<2.6558373] yes=123,no=124,missing=123,gain=23.9823456,cover=1753276
- 123:leaf=0.000396585237,cover=0
- 124:leaf=-4.09337881e-05,cover=0
- 62:[Ecc<7.24576569] yes=125,no=126,missing=125,gain=11.7233791,cover=2221782
- 125:leaf=-0.00020495434,cover=0
- 126:leaf=4.30286236e-05,cover=0
-booster[478]:
-0:[Sulc0<-0.82173413] yes=1,no=2,missing=1,gain=1.51465213,cover=5124388
- 1:[Curv5<-0.0203319378] yes=3,no=4,missing=4,gain=5.79071569,cover=666107
- 3:[LGI5<3.34776258] yes=7,no=8,missing=8,gain=4.71789837,cover=665235
- 7:[Curv5<-0.119937547] yes=15,no=16,missing=16,gain=2.46562815,cover=610723
- 15:[PialCurv5<-0.0693148375] yes=31,no=32,missing=32,gain=5.01730061,cover=587296
- 31:[Ecc<0.295587689] yes=63,no=64,missing=64,gain=2.34417295,cover=574884
- 63:leaf=-0.000854429149,cover=0
- 64:leaf=-9.25487038e-05,cover=0
- 32:[PialArea5<1.10654831] yes=65,no=66,missing=65,gain=9.44680786,cover=12412
- 65:leaf=0.001796989,cover=0
- 66:leaf=-0.00123460719,cover=0
- 16:[PialCurv5<-0.0868030339] yes=33,no=34,missing=34,gain=9.78881931,cover=23427
- 33:[Area5<0.504816413] yes=67,no=68,missing=68,gain=8.09033966,cover=3879
- 67:leaf=-0.00420363108,cover=0
- 68:leaf=0.0025708999,cover=0
- 34:[PialArea5<0.567627013] yes=69,no=70,missing=70,gain=3.96236229,cover=19548
- 69:leaf=0.00592140248,cover=0
- 70:leaf=-0.00113556231,cover=0
- 8:[Sulc0<-1.06881595] yes=17,no=18,missing=18,gain=1.68742919,cover=54512
- 17:[Pol<20.2198563] yes=35,no=36,missing=36,gain=1.92077577,cover=13748
- 35:[Ecc<23.1745358] yes=71,no=72,missing=71,gain=2.14868999,cover=6498
- 71:leaf=-0.00123242813,cover=0
- 72:leaf=0.000898116559,cover=0
- 36:[PialArea5<1.00196755] yes=73,no=74,missing=74,gain=3.20670891,cover=7250
- 73:leaf=-0.000389308436,cover=0
- 74:leaf=0.00176104368,cover=0
- 18:[PialCurv5<-0.125671759] yes=37,no=38,missing=37,gain=1.42331171,cover=40764
- 37:[Curv5<-0.186853081] yes=75,no=76,missing=76,gain=1.28129292,cover=24058
- 75:leaf=0.000726134516,cover=0
- 76:leaf=0.00292651448,cover=0
- 38:[Curv5<-0.275784403] yes=77,no=78,missing=77,gain=1.73005664,cover=16706
- 77:leaf=-0.0030003055,cover=0
- 78:leaf=0.000268880307,cover=0
- 4:[Ecc<9.0678978] yes=9,no=10,missing=9,gain=3.80094624,cover=872
- 9:[LGI5<2.87999082] yes=19,no=20,missing=20,gain=2.01189613,cover=824
- 19:[Ecc<2.42687178] yes=39,no=40,missing=39,gain=3.43789053,cover=786
- 39:[Pol<83.4982376] yes=79,no=80,missing=79,gain=5.2563839,cover=610
- 79:leaf=-0.0119838798,cover=0
- 80:leaf=-0.00245758798,cover=0
- 40:[Pol<95.050293] yes=81,no=82,missing=81,gain=3.43250942,cover=176
- 81:leaf=0.0077501894,cover=0
- 82:leaf=-0.00628949795,cover=0
- 20:[Ecc<5.91357183] yes=41,no=42,missing=41,gain=2.09908342,cover=38
- 41:[Pol<34.3003769] yes=83,no=84,missing=83,gain=0.1910882,cover=23
- 83:leaf=-0.0270880703,cover=0
- 84:leaf=-0.0090917265,cover=0
- 42:[Ecc<7.18838644] yes=85,no=86,missing=85,gain=0.144249395,cover=15
- 85:leaf=0.00504076621,cover=0
- 86:leaf=-0.00461779628,cover=0
- 10:[Area5<0.742118597] yes=21,no=22,missing=22,gain=2.57560682,cover=48
- 21:[Pol<5.90224934] yes=43,no=44,missing=43,gain=1.00406885,cover=33
- 43:[PialCurv5<-0.0133872591] yes=87,no=88,missing=87,gain=0.144866914,cover=16
- 87:leaf=0.00375230308,cover=0
- 88:leaf=-0.0091091143,cover=0
- 44:[Pol<19.2006226] yes=89,no=90,missing=89,gain=0.266716897,cover=17
- 89:leaf=0.0123236878,cover=0
- 90:leaf=-0.00312484056,cover=0
- 22:[LGI5<3.34776258] yes=45,no=46,missing=45,gain=1.82052422,cover=15
- 45:[Ecc<11.5171156] yes=91,no=92,missing=92,gain=0.00375509262,cover=11
- 91:leaf=0.0208256152,cover=0
- 92:leaf=0.0404132605,cover=0
- 46:[Pol<5.90224934] yes=93,no=94,missing=93,gain=0.0149585782,cover=4
- 93:leaf=-0.00414909748,cover=0
- 94:leaf=0.00155951979,cover=0
- 2:[LGI5<2.31684756] yes=5,no=6,missing=5,gain=2.96089029,cover=4458281
- 5:[LGI5<2.26652193] yes=11,no=12,missing=11,gain=3.47802353,cover=290392
- 11:[LGI5<2.24172258] yes=23,no=24,missing=23,gain=4.32731485,cover=157050
- 23:[Area5<0.749596059] yes=47,no=48,missing=47,gain=3.63583612,cover=111759
- 47:[Curv5<0.0974604636] yes=95,no=96,missing=95,gain=2.89802456,cover=102363
- 95:leaf=0.000403934682,cover=0
- 96:leaf=-0.000229148296,cover=0
- 48:[LGI5<2.13090348] yes=97,no=98,missing=98,gain=3.48332024,cover=9396
- 97:leaf=0.00216597877,cover=0
- 98:leaf=-0.0010844291,cover=0
- 24:[Ecc<1.31300318] yes=49,no=50,missing=50,gain=5.97931004,cover=45291
- 49:[Pol<157.965515] yes=99,no=100,missing=99,gain=5.9167366,cover=13576
- 99:leaf=-0.000676528842,cover=0
- 100:leaf=-0.00307599432,cover=0
- 50:[Sulc0<-0.655889988] yes=101,no=102,missing=102,gain=4.89151669,cover=31715
- 101:leaf=-0.00139007089,cover=0
- 102:leaf=0.0002527287,cover=0
- 12:[Ecc<4.27275372] yes=25,no=26,missing=26,gain=4.98794365,cover=133342
- 25:[Area5<0.663893223] yes=51,no=52,missing=52,gain=4.47027969,cover=99024
- 51:[PialCurv5<-0.08490628] yes=103,no=104,missing=103,gain=1.96516013,cover=60410
- 103:leaf=-0.000151623317,cover=0
- 104:leaf=0.000459721166,cover=0
- 52:[Sulc0<-0.047846999] yes=105,no=106,missing=105,gain=5.79137516,cover=38614
- 105:leaf=0.00130158395,cover=0
- 106:leaf=-0.000122367332,cover=0
- 26:[Sulc0<-0.413983464] yes=53,no=54,missing=53,gain=8.9408865,cover=34318
- 53:[PialCurv5<-0.0693148375] yes=107,no=108,missing=108,gain=11.0179033,cover=9029
- 107:leaf=-0.000416581344,cover=0
- 108:leaf=-0.00428864034,cover=0
- 54:[Sulc0<0.454035848] yes=109,no=110,missing=109,gain=4.17648745,cover=25289
- 109:leaf=0.000592404744,cover=0
- 110:leaf=-0.00117515284,cover=0
- 6:[Pol<136.792099] yes=13,no=14,missing=13,gain=3.19152713,cover=4167889
- 13:[Curv5<-0.217408031] yes=27,no=28,missing=28,gain=8.10382938,cover=3183620
- 27:[PialCurv5<-0.120663248] yes=55,no=56,missing=55,gain=14.5788021,cover=231710
- 55:[Pol<35.2629585] yes=111,no=112,missing=111,gain=7.80310011,cover=171173
- 111:leaf=-0.000346604269,cover=0
- 112:leaf=0.000331558724,cover=0
- 56:[Area5<0.610838115] yes=113,no=114,missing=113,gain=13.3303585,cover=60537
- 113:leaf=0.000179709445,cover=0
- 114:leaf=0.00166366273,cover=0
- 28:[PialCurv5<-0.139269829] yes=57,no=58,missing=57,gain=21.1879826,cover=2951910
- 57:[Curv5<-0.195883974] yes=115,no=116,missing=116,gain=9.36312294,cover=19075
- 115:leaf=0.00056640798,cover=0
- 116:leaf=0.00278540771,cover=0
- 58:[Sulc0<-0.181880832] yes=117,no=118,missing=117,gain=18.812149,cover=2932835
- 117:leaf=-0.000244424737,cover=0
- 118:leaf=2.81650919e-05,cover=0
- 14:[Ecc<12.1917515] yes=29,no=30,missing=30,gain=16.1572018,cover=984269
- 29:[Sulc0<0.20153527] yes=59,no=60,missing=59,gain=27.6177387,cover=557088
- 59:[Sulc0<-0.426983118] yes=119,no=120,missing=119,gain=16.7036572,cover=551352
- 119:leaf=7.56124355e-05,cover=0
- 120:leaf=0.000642173167,cover=0
- 60:[Curv5<0.128008828] yes=121,no=122,missing=121,gain=15.5958672,cover=5736
- 121:leaf=-0.00701076631,cover=0
- 122:leaf=-0.00141367887,cover=0
- 30:[LGI5<2.44639945] yes=61,no=62,missing=61,gain=27.6133881,cover=427181
- 61:[PialArea5<0.874648154] yes=123,no=124,missing=123,gain=4.13915825,cover=597
- 123:leaf=-0.0128981071,cover=0
- 124:leaf=-0.00224965322,cover=0
- 62:[Curv5<0.0386843979] yes=125,no=126,missing=125,gain=18.8917503,cover=426584
- 125:leaf=-0.000245850155,cover=0
- 126:leaf=0.000887239352,cover=0
-booster[479]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=2,gain=1.39063334,cover=5124388
- 1:[Curv5<0.174639657] yes=3,no=4,missing=3,gain=1.02138638,cover=100082
- 3:[LGI5<3.42912889] yes=7,no=8,missing=7,gain=1.48455977,cover=35191
- 7:[LGI5<3.31338549] yes=15,no=16,missing=15,gain=4.52554131,cover=31602
- 15:[LGI5<2.13090348] yes=31,no=32,missing=31,gain=1.3188343,cover=28797
- 31:[Ecc<3.35458159] yes=61,no=62,missing=61,gain=1.86512387,cover=64
- 61:leaf=-0.0101034027,cover=0
- 62:leaf=0.0134477364,cover=0
- 32:[PialCurv5<0.353309482] yes=63,no=64,missing=64,gain=1.16345525,cover=28733
- 63:leaf=0.000653557188,cover=0
- 64:leaf=-0.000142853649,cover=0
- 16:[Ecc<15.5679035] yes=33,no=34,missing=33,gain=4.03204632,cover=2805
- 33:[Sulc0<0.74744761] yes=65,no=66,missing=65,gain=1.32433939,cover=634
- 65:leaf=-0.000831828627,cover=0
- 66:leaf=0.00380110741,cover=0
- 34:[Curv5<0.126145482] yes=67,no=68,missing=67,gain=2.32139301,cover=2171
- 67:leaf=-0.00594001636,cover=0
- 68:leaf=-0.00183557929,cover=0
- 8:[Pol<130.198486] yes=17,no=18,missing=17,gain=2.08621645,cover=3589
- 17:[PialCurv5<0.0904879719] yes=35,no=36,missing=35,gain=1.71903682,cover=3580
- 35:[LGI5<3.64692807] yes=69,no=70,missing=70,gain=1.66691232,cover=168
- 69:leaf=0.00197407883,cover=0
- 70:leaf=-0.00798676442,cover=0
- 36:[MidArea5<0.460721314] yes=71,no=72,missing=71,gain=1.51494384,cover=3412
- 71:leaf=0.00309323194,cover=0
- 72:leaf=0.000890499447,cover=0
- 18:leaf=-0.0214452185,cover=0
- 4:[LGI5<2.48603988] yes=9,no=10,missing=10,gain=0.785118818,cover=64891
- 9:[Ecc<14.484726] yes=19,no=20,missing=20,gain=1.64140105,cover=17806
- 19:[Area5<0.532936037] yes=37,no=38,missing=37,gain=1.47841215,cover=17708
- 37:[Pol<89.1530609] yes=73,no=74,missing=73,gain=4.43354177,cover=1086
- 73:leaf=0.0132274916,cover=0
- 74:leaf=-0.0021645606,cover=0
- 38:[LGI5<2.3969903] yes=75,no=76,missing=75,gain=1.57231867,cover=16622
- 75:leaf=-1.24854869e-05,cover=0
- 76:leaf=0.000964277424,cover=0
- 20:[Curv5<0.216179401] yes=39,no=40,missing=40,gain=0.374737144,cover=98
- 39:[LGI5<2.47264814] yes=77,no=78,missing=77,gain=0.173586637,cover=60
- 77:leaf=0.00226692925,cover=0
- 78:leaf=0.00803838205,cover=0
- 40:[Ecc<19.4699688] yes=79,no=80,missing=79,gain=0.154591799,cover=38
- 79:leaf=0.0115306778,cover=0
- 80:leaf=-0.000212904808,cover=0
- 10:[PialCurv5<0.0447484925] yes=21,no=22,missing=22,gain=1.91936028,cover=47085
- 21:[LGI5<3.268116] yes=41,no=42,missing=41,gain=1.7094326,cover=185
- 41:[Pol<103.851685] yes=81,no=82,missing=81,gain=1.04994059,cover=147
- 81:leaf=-0.000462541648,cover=0
- 82:leaf=0.00843710639,cover=0
- 42:[Pol<74.0505524] yes=83,no=84,missing=83,gain=1.15079045,cover=38
- 83:leaf=0.0219177436,cover=0
- 84:leaf=0.00428646803,cover=0
- 22:[Pol<120.854889] yes=43,no=44,missing=43,gain=1.26256967,cover=46900
- 43:[Ecc<2.54464626] yes=85,no=86,missing=86,gain=2.0156312,cover=45497
- 85:leaf=0.00316226366,cover=0
- 86:leaf=-0.000139590353,cover=0
- 44:[Ecc<0.943656743] yes=87,no=88,missing=87,gain=1.00731599,cover=1403
- 87:leaf=-0.00334619894,cover=0
- 88:leaf=0.00179234135,cover=0
- 2:[PialArea5<0.82654506] yes=5,no=6,missing=5,gain=1.70709777,cover=5024306
- 5:[Area5<0.782137334] yes=11,no=12,missing=11,gain=8.2875452,cover=2745055
- 11:[Ecc<0.406764686] yes=23,no=24,missing=24,gain=3.53578472,cover=2561904
- 23:[Area5<0.674147427] yes=45,no=46,missing=46,gain=6.90866947,cover=40622
- 45:[PialCurv5<-0.0456207059] yes=89,no=90,missing=89,gain=3.57270122,cover=33289
- 89:leaf=0.000706190942,cover=0
- 90:leaf=-0.00034172801,cover=0
- 46:[Sulc0<-0.115756653] yes=91,no=92,missing=91,gain=6.3435812,cover=7333
- 91:leaf=0.00228302856,cover=0
- 92:leaf=-0.00266257604,cover=0
- 24:[LGI5<2.13090348] yes=47,no=48,missing=48,gain=3.98662901,cover=2521282
- 47:[Pol<152.827332] yes=93,no=94,missing=94,gain=5.78476048,cover=10171
- 93:leaf=0.00147089222,cover=0
- 94:leaf=-0.00168631505,cover=0
- 48:[LGI5<2.16230083] yes=95,no=96,missing=95,gain=5.21203899,cover=2511111
- 95:leaf=-0.00116655324,cover=0
- 96:leaf=-6.02065957e-05,cover=0
- 12:[Curv5<0.0344051942] yes=25,no=26,missing=25,gain=4.56296253,cover=183151
- 25:[Pol<119.777687] yes=49,no=50,missing=49,gain=7.61636019,cover=26018
- 49:[Pol<94.4799194] yes=97,no=98,missing=97,gain=13.4180555,cover=15930
- 97:leaf=3.71117021e-05,cover=0
- 98:leaf=-0.00303090923,cover=0
- 50:[Ecc<13.6880245] yes=99,no=100,missing=99,gain=4.1543684,cover=10088
- 99:leaf=0.00173664559,cover=0
- 100:leaf=-0.000293720543,cover=0
- 26:[Sulc0<0.506771445] yes=51,no=52,missing=51,gain=5.83176517,cover=157133
- 51:[Pol<52.7894325] yes=101,no=102,missing=101,gain=6.5217371,cover=64793
- 101:leaf=0.00256126211,cover=0
- 102:leaf=0.00062017719,cover=0
- 52:[Pol<95.050293] yes=103,no=104,missing=103,gain=6.14621449,cover=92340
- 103:leaf=-0.000253326289,cover=0
- 104:leaf=0.0005629753,cover=0
- 6:[Ecc<44.7855835] yes=13,no=14,missing=13,gain=3.64791107,cover=2279251
- 13:[MidArea5<0.592231214] yes=27,no=28,missing=28,gain=3.3578558,cover=2244942
- 27:[Ecc<6.47151232] yes=53,no=54,missing=53,gain=0.501801014,cover=152
- 53:[LGI5<2.41724968] yes=105,no=106,missing=106,gain=0.226030111,cover=141
- 105:leaf=0.00638151029,cover=0
- 106:leaf=0.0106424866,cover=0
- 54:[Ecc<6.92728615] yes=107,no=108,missing=107,gain=0.0338124372,cover=11
- 107:leaf=-0.00389644131,cover=0
- 108:leaf=0.00238380046,cover=0
- 28:[Area5<0.877147377] yes=55,no=56,missing=56,gain=2.98633409,cover=2244790
- 55:[Sulc0<0.795422614] yes=109,no=110,missing=110,gain=3.75712848,cover=2186355
- 109:leaf=2.90208845e-05,cover=0
- 110:leaf=0.010933185,cover=0
- 56:[Ecc<13.4950199] yes=111,no=112,missing=111,gain=7.10048962,cover=58435
- 111:leaf=-0.00070145668,cover=0
- 112:leaf=0.00049114041,cover=0
- 14:[Pol<109.773643] yes=29,no=30,missing=29,gain=4.4513073,cover=34309
- 29:[PialCurv5<-0.0209923834] yes=57,no=58,missing=57,gain=4.3537302,cover=21059
- 57:[Curv5<-0.0366821773] yes=113,no=114,missing=113,gain=16.7814884,cover=11961
- 113:leaf=0.000143085839,cover=0
- 114:leaf=0.00684573874,cover=0
- 58:[Curv5<-0.0109836133] yes=115,no=116,missing=115,gain=5.93276596,cover=9098
- 115:leaf=-0.00259940722,cover=0
- 116:leaf=0.000138723684,cover=0
- 30:[Pol<148.336472] yes=59,no=60,missing=59,gain=9.68017769,cover=13250
- 59:[LGI5<3.45167398] yes=117,no=118,missing=117,gain=4.21562195,cover=3271
- 117:leaf=0.00462209946,cover=0
- 118:leaf=0.000409561966,cover=0
- 60:[Area5<0.987501919] yes=119,no=120,missing=119,gain=3.92314005,cover=9979
- 119:leaf=0.000553624646,cover=0
- 120:leaf=-0.0136291999,cover=0
-booster[480]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=2,gain=1.41088843,cover=5124388
- 1:[Ecc<1.31300318] yes=3,no=4,missing=3,gain=1.63802493,cover=5024305
- 3:[Pol<157.22821] yes=7,no=8,missing=8,gain=9.00224495,cover=418400
- 7:[Pol<67.3859482] yes=15,no=16,missing=15,gain=10.6878252,cover=336386
- 15:[Sulc0<-0.574995995] yes=31,no=32,missing=31,gain=6.52429914,cover=126489
- 31:[Ecc<0.889730632] yes=61,no=62,missing=61,gain=5.32144451,cover=101433
- 61:leaf=9.69889734e-05,cover=0
- 62:leaf=-0.000662532286,cover=0
- 32:[LGI5<2.36851335] yes=63,no=64,missing=63,gain=2.49576378,cover=25056
- 63:leaf=-0.00039399424,cover=0
- 64:leaf=-0.00143813621,cover=0
- 16:[Curv5<-0.0983823985] yes=33,no=34,missing=33,gain=7.71516514,cover=209897
- 33:[Sulc0<-0.522449493] yes=65,no=66,missing=66,gain=17.7502842,cover=123471
- 65:leaf=0.000175435067,cover=0
- 66:leaf=-0.00186966942,cover=0
- 34:[PialCurv5<-0.0114707183] yes=67,no=68,missing=67,gain=13.5479259,cover=86426
- 67:leaf=0.00140422944,cover=0
- 68:leaf=0.000111605499,cover=0
- 8:[PialArea5<0.651661396] yes=17,no=18,missing=17,gain=3.84157944,cover=82014
- 17:[Curv5<0.101325236] yes=35,no=36,missing=36,gain=4.37488079,cover=30271
- 35:[Sulc0<-0.34506914] yes=69,no=70,missing=69,gain=3.4848423,cover=18540
- 69:leaf=-4.42506425e-05,cover=0
- 70:leaf=0.00152724411,cover=0
- 36:[PialCurv5<0.137877449] yes=71,no=72,missing=71,gain=6.2305131,cover=11731
- 71:leaf=-0.00285992073,cover=0
- 72:leaf=-0.000206981829,cover=0
- 18:[LGI5<2.26652193] yes=37,no=38,missing=38,gain=4.85883808,cover=51743
- 37:[LGI5<2.23211861] yes=73,no=74,missing=73,gain=7.80570126,cover=9002
- 73:leaf=-0.000773508742,cover=0
- 74:leaf=-0.00383498217,cover=0
- 38:[LGI5<2.65113688] yes=75,no=76,missing=76,gain=4.8621459,cover=42741
- 75:leaf=-0.000482545787,cover=0
- 76:leaf=-0.00288424524,cover=0
- 4:[LGI5<2.29093218] yes=9,no=10,missing=9,gain=5.13446856,cover=4605905
- 9:[Pol<77.5287857] yes=19,no=20,missing=19,gain=9.97980595,cover=197322
- 19:[Ecc<3.48115921] yes=39,no=40,missing=40,gain=5.07228088,cover=49885
- 39:[PialCurv5<0.0471153036] yes=77,no=78,missing=78,gain=4.39597988,cover=38266
- 77:leaf=-0.000200230614,cover=0
- 78:leaf=0.00229057344,cover=0
- 40:[LGI5<2.13090348] yes=79,no=80,missing=79,gain=4.48119068,cover=11619
- 79:leaf=-0.00492986897,cover=0
- 80:leaf=-0.00100812176,cover=0
- 20:[PialArea5<0.96486038] yes=41,no=42,missing=42,gain=8.66489983,cover=147437
- 41:[Pol<97.9094925] yes=81,no=82,missing=81,gain=5.98016691,cover=127830
- 81:leaf=0.000909861003,cover=0
- 82:leaf=0.000115800722,cover=0
- 42:[PialArea5<1.25128293] yes=83,no=84,missing=84,gain=4.53598976,cover=19607
- 83:leaf=0.00121630158,cover=0
- 84:leaf=0.00402680831,cover=0
- 10:[Pol<28.4081879] yes=21,no=22,missing=21,gain=2.95155382,cover=4408583
- 21:[Ecc<13.8847265] yes=43,no=44,missing=43,gain=7.2262907,cover=499985
- 43:[Sulc0<-0.166708246] yes=85,no=86,missing=85,gain=24.1037865,cover=266228
- 85:leaf=0.00035720141,cover=0
- 86:leaf=-0.00290343002,cover=0
- 44:[Area5<0.685542226] yes=87,no=88,missing=87,gain=18.5879707,cover=233757
- 87:leaf=-0.000570593926,cover=0
- 88:leaf=0.000323023909,cover=0
- 22:[Sulc0<-0.540693521] yes=45,no=46,missing=45,gain=5.48681927,cover=3908598
- 45:[Pol<165.239029] yes=89,no=90,missing=89,gain=15.1087208,cover=829521
- 89:leaf=-0.000266629941,cover=0
- 90:leaf=0.000210974438,cover=0
- 46:[Curv5<-0.217408031] yes=91,no=92,missing=91,gain=8.14956856,cover=3079077
- 91:leaf=0.000387362001,cover=0
- 92:leaf=-7.67419897e-06,cover=0
- 2:[Area5<0.631603718] yes=5,no=6,missing=5,gain=4.16165495,cover=100083
- 5:[LGI5<2.58517122] yes=11,no=12,missing=11,gain=2.80662394,cover=1168
- 11:[Ecc<6.58772182] yes=23,no=24,missing=24,gain=2.5865221,cover=904
- 23:[PialCurv5<-0.159167215] yes=47,no=48,missing=47,gain=2.278615,cover=889
- 47:[Ecc<2.31110334] yes=93,no=94,missing=93,gain=0.00600743294,cover=4
- 93:leaf=-0.0325487778,cover=0
- 94:leaf=-0.00890703779,cover=0
- 48:[Curv5<-0.134546712] yes=95,no=96,missing=95,gain=1.77576447,cover=885
- 95:leaf=0.00476647494,cover=0
- 96:leaf=-0.00630432973,cover=0
- 24:[Pol<157.22821] yes=49,no=50,missing=50,gain=0.129625559,cover=15
- 49:[Ecc<7.34691238] yes=97,no=98,missing=97,gain=0.00609788299,cover=3
- 97:leaf=0.0115387999,cover=0
- 98:leaf=0.00264666672,cover=0
- 50:leaf=0.026992796,cover=0
- 12:[Sulc0<-1.19305253] yes=25,no=26,missing=25,gain=1.16970015,cover=264
- 25:leaf=-0.0154461358,cover=0
- 26:[LGI5<3.268116] yes=51,no=52,missing=51,gain=0.880528688,cover=251
- 51:[LGI5<2.65113688] yes=99,no=100,missing=99,gain=0.573975325,cover=240
- 99:leaf=-0.00395072903,cover=0
- 100:leaf=0.00154318276,cover=0
- 52:leaf=-0.0138105107,cover=0
- 6:[PialArea5<0.984361112] yes=13,no=14,missing=14,gain=3.84062099,cover=98915
- 13:[PialCurv5<0.00860458333] yes=27,no=28,missing=27,gain=1.32487154,cover=691
- 27:[Pol<148.336472] yes=53,no=54,missing=54,gain=1.34843135,cover=109
- 53:[Pol<134.081207] yes=101,no=102,missing=101,gain=0.510941327,cover=80
- 101:leaf=-0.00229113339,cover=0
- 102:leaf=-0.0117194857,cover=0
- 54:[PialArea5<0.801087916] yes=103,no=104,missing=103,gain=0.648499131,cover=29
- 103:leaf=0.0175569206,cover=0
- 104:leaf=0.00216479413,cover=0
- 28:[PialCurv5<0.212141559] yes=55,no=56,missing=55,gain=1.26886702,cover=582
- 55:[Pol<110.287491] yes=105,no=106,missing=105,gain=1.39421082,cover=427
- 105:leaf=0.00356965186,cover=0
- 106:leaf=0.00932329241,cover=0
- 56:[Ecc<3.48115921] yes=107,no=108,missing=107,gain=0.6526829,cover=155
- 107:leaf=0.00496569835,cover=0
- 108:leaf=-0.00165012386,cover=0
- 14:[PialCurv5<-0.11422696] yes=29,no=30,missing=29,gain=2.48594952,cover=98224
- 29:[Curv5<-0.148390457] yes=57,no=58,missing=57,gain=4.55636597,cover=35098
- 57:[Sulc0<-0.757337272] yes=109,no=110,missing=110,gain=2.15134382,cover=34141
- 109:leaf=-3.71236529e-05,cover=0
- 110:leaf=-0.000889477495,cover=0
- 58:[Sulc0<-0.420901269] yes=111,no=112,missing=111,gain=4.60430431,cover=957
- 111:leaf=0.00432747742,cover=0
- 112:leaf=-0.00732936198,cover=0
- 30:[Area5<0.854415178] yes=59,no=60,missing=59,gain=3.56745076,cover=63126
- 59:[Sulc0<-0.956550419] yes=113,no=114,missing=113,gain=6.02216625,cover=34961
- 113:leaf=-0.000633836433,cover=0
- 114:leaf=0.000985117746,cover=0
- 60:[Curv5<-0.195883974] yes=115,no=116,missing=115,gain=4.07761908,cover=28165
- 115:leaf=0.00230595446,cover=0
- 116:leaf=-0.000256541389,cover=0
-booster[481]:
-0:[Area5<0.494833142] yes=1,no=2,missing=2,gain=1.45140076,cover=5124388
- 1:[PialCurv5<-0.00569582684] yes=3,no=4,missing=4,gain=3.89678192,cover=242979
- 3:[Curv5<0.0100963581] yes=7,no=8,missing=7,gain=3.65943027,cover=231555
- 7:[Curv5<-0.106344692] yes=15,no=16,missing=16,gain=3.40314603,cover=230752
- 15:[Ecc<1.68457866] yes=31,no=32,missing=31,gain=2.91883063,cover=216470
- 31:[Pol<164.532394] yes=63,no=64,missing=63,gain=3.94899702,cover=79572
- 63:leaf=-2.29408834e-05,cover=0
- 64:leaf=-0.00146733364,cover=0
- 32:[PialArea5<0.632563293] yes=65,no=66,missing=65,gain=3.5063436,cover=136898
- 65:leaf=-0.000418240641,cover=0
- 66:leaf=0.000359694735,cover=0
- 16:[Pol<65.1286774] yes=33,no=34,missing=34,gain=4.79623318,cover=14282
- 33:[PialArea5<0.864470184] yes=67,no=68,missing=67,gain=5.30509138,cover=2378
- 67:leaf=-0.000536041276,cover=0
- 68:leaf=-0.0105691999,cover=0
- 34:[Sulc0<-0.79536891] yes=69,no=70,missing=70,gain=4.89374638,cover=11904
- 69:leaf=-0.00302633364,cover=0
- 70:leaf=0.00156819995,cover=0
- 8:[PialArea5<0.730471373] yes=17,no=18,missing=18,gain=2.62298059,cover=803
- 17:[Sulc0<0.662694752] yes=35,no=36,missing=36,gain=2.62464404,cover=736
- 35:[Ecc<0.513775289] yes=71,no=72,missing=72,gain=1.2211386,cover=691
- 71:leaf=0.00566537213,cover=0
- 72:leaf=-0.00216792384,cover=0
- 36:[Ecc<15.3430929] yes=73,no=74,missing=74,gain=0.640310049,cover=45
- 73:leaf=0.0100301905,cover=0
- 74:leaf=-0.0152144609,cover=0
- 18:[PialArea5<0.879786193] yes=37,no=38,missing=38,gain=0.457051277,cover=67
- 37:[Curv5<0.103246093] yes=75,no=76,missing=75,gain=0.160849571,cover=53
- 75:leaf=-0.0120584723,cover=0
- 76:leaf=-0.00561373634,cover=0
- 38:[Pol<65.1286774] yes=77,no=78,missing=77,gain=0.0479948521,cover=14
- 77:leaf=-0.021517165,cover=0
- 78:leaf=-0.00428108592,cover=0
- 4:[PialArea5<0.520672619] yes=9,no=10,missing=10,gain=4.17350769,cover=11424
- 9:[LGI5<2.27925944] yes=19,no=20,missing=19,gain=1.97898257,cover=6127
- 19:[LGI5<2.18291569] yes=39,no=40,missing=39,gain=0.977700353,cover=400
- 39:[Ecc<2.48523927] yes=79,no=80,missing=79,gain=0.934097469,cover=124
- 79:leaf=-0.0011880853,cover=0
- 80:leaf=0.0121060116,cover=0
- 40:[Sulc0<-0.217071146] yes=81,no=82,missing=81,gain=0.995778799,cover=276
- 81:leaf=-0.00820226781,cover=0
- 82:leaf=-0.00216562906,cover=0
- 20:[Ecc<25.1292973] yes=41,no=42,missing=42,gain=2.0837729,cover=5727
- 41:[LGI5<3.37729335] yes=83,no=84,missing=83,gain=2.34425783,cover=4831
- 83:leaf=0.000428071915,cover=0
- 84:leaf=0.00446661329,cover=0
- 42:[Sulc0<0.176289052] yes=85,no=86,missing=85,gain=4.50094986,cover=896
- 85:leaf=-0.0189456493,cover=0
- 86:leaf=-0.00113313773,cover=0
- 10:[Ecc<6.41291761] yes=21,no=22,missing=21,gain=4.59893227,cover=5297
- 21:[Pol<137.578873] yes=43,no=44,missing=44,gain=2.99001908,cover=3794
- 43:[LGI5<2.91823459] yes=87,no=88,missing=87,gain=2.36950874,cover=2732
- 87:leaf=-0.000176668269,cover=0
- 88:leaf=0.0127363028,cover=0
- 44:[LGI5<2.25075769] yes=89,no=90,missing=89,gain=1.22442484,cover=1062
- 89:leaf=-0.00744052744,cover=0
- 90:leaf=-0.00245968159,cover=0
- 22:[PialArea5<0.788206637] yes=45,no=46,missing=46,gain=2.80955219,cover=1503
- 45:[PialCurv5<0.01500447] yes=91,no=92,missing=91,gain=1.52515507,cover=1463
- 91:leaf=-0.00164505769,cover=0
- 92:leaf=-0.00500466069,cover=0
- 46:[Ecc<7.54628181] yes=93,no=94,missing=93,gain=0.0878248215,cover=40
- 93:leaf=-0.0114911608,cover=0
- 94:leaf=-0.0189849362,cover=0
- 2:[Curv5<-0.0530214235] yes=5,no=6,missing=5,gain=2.16044784,cover=4881409
- 5:[PialArea5<0.632563293] yes=11,no=12,missing=11,gain=9.23631573,cover=2431838
- 11:[Pol<135.419098] yes=23,no=24,missing=23,gain=10.3265953,cover=59928
- 23:[Ecc<0.669936359] yes=47,no=48,missing=48,gain=7.41465378,cover=44260
- 47:[Curv5<-0.185332045] yes=95,no=96,missing=95,gain=7.10526419,cover=2020
- 95:leaf=0.0113685941,cover=0
- 96:leaf=0.000985438819,cover=0
- 48:[Sulc0<0.281104684] yes=97,no=98,missing=98,gain=5.8656559,cover=42240
- 97:leaf=-0.000956748903,cover=0
- 98:leaf=-0.00270967232,cover=0
- 24:[Area5<0.610838115] yes=49,no=50,missing=49,gain=14.0960512,cover=15668
- 49:[Ecc<12.1917515] yes=99,no=100,missing=99,gain=4.19079876,cover=10584
- 99:leaf=-4.22409539e-05,cover=0
- 100:leaf=-0.00240009744,cover=0
- 50:[Ecc<10.8716469] yes=101,no=102,missing=102,gain=7.13461018,cover=5084
- 101:leaf=0.00416877819,cover=0
- 102:leaf=0.000357575394,cover=0
- 12:[PialCurv5<-0.00955641083] yes=25,no=26,missing=25,gain=13.7605686,cover=2371910
- 25:[Ecc<8.87956142] yes=51,no=52,missing=51,gain=6.18650627,cover=2302530
- 51:[LGI5<3.21041465] yes=103,no=104,missing=104,gain=9.12640572,cover=1421320
- 103:leaf=-9.08448346e-05,cover=0
- 104:leaf=-0.000980580808,cover=0
- 52:[Pol<39.9674568] yes=105,no=106,missing=106,gain=10.4538021,cover=881210
- 105:leaf=-0.000181339667,cover=0
- 106:leaf=0.000182569478,cover=0
- 26:[MidArea5<0.725911021] yes=53,no=54,missing=53,gain=25.6804123,cover=69380
- 53:[Pol<115.563423] yes=107,no=108,missing=107,gain=13.8425407,cover=28021
- 107:leaf=0.000689417066,cover=0
- 108:leaf=-0.00153810647,cover=0
- 54:[Curv5<-0.0902613774] yes=109,no=110,missing=109,gain=14.0363617,cover=41359
- 109:leaf=0.00310296821,cover=0
- 110:leaf=0.000944742118,cover=0
- 6:[PialCurv5<-0.0280297659] yes=13,no=14,missing=13,gain=38.7713127,cover=2449571
- 13:[PialArea5<0.669517875] yes=27,no=28,missing=27,gain=34.9092255,cover=111146
- 27:[Ecc<2.02168798] yes=55,no=56,missing=56,gain=7.76100397,cover=27148
- 55:[Pol<74.0505524] yes=111,no=112,missing=111,gain=9.12505722,cover=6253
- 111:leaf=-0.00292815478,cover=0
- 112:leaf=0.0018723812,cover=0
- 56:[Sulc0<-0.258417875] yes=113,no=114,missing=113,gain=10.1453047,cover=20895
- 113:leaf=-0.00270458544,cover=0
- 114:leaf=-0.000333649514,cover=0
- 28:[Pol<165.944183] yes=57,no=58,missing=57,gain=23.374733,cover=83998
- 57:[Ecc<14.9070177] yes=115,no=116,missing=115,gain=18.5753479,cover=72594
- 115:leaf=0.00126972387,cover=0
- 116:leaf=0.00304268301,cover=0
- 58:[PialCurv5<-0.144106165] yes=117,no=118,missing=117,gain=12.5722046,cover=11404
- 117:leaf=0.0379908085,cover=0
- 118:leaf=-0.000732214656,cover=0
- 14:[Curv5<-0.00866711512] yes=29,no=30,missing=29,gain=12.5127916,cover=2338425
- 29:[Area5<0.64784193] yes=59,no=60,missing=59,gain=11.9540806,cover=291753
- 59:[Pol<59.5955544] yes=119,no=120,missing=119,gain=17.2969398,cover=67603
- 119:leaf=-0.00192975404,cover=0
- 120:leaf=0.000552344776,cover=0
- 60:[PialCurv5<0.0262785293] yes=121,no=122,missing=122,gain=19.4739017,cover=224150
- 121:leaf=-0.000750019797,cover=0
- 122:leaf=0.000364452921,cover=0
- 30:[PialCurv5<0.00860458333] yes=61,no=62,missing=61,gain=12.7710638,cover=2046672
- 61:[PialArea5<0.795950115] yes=123,no=124,missing=124,gain=26.7898636,cover=84172
- 123:leaf=1.5644393e-05,cover=0
- 124:leaf=0.00192448765,cover=0
- 62:[PialArea5<0.721636832] yes=125,no=126,missing=126,gain=8.23504829,cover=1962500
- 125:leaf=4.82424439e-05,cover=0
- 126:leaf=-0.000223477356,cover=0
-booster[482]:
-0:[Curv5<-0.287682682] yes=1,no=2,missing=2,gain=1.42100739,cover=5124388
- 1:[Pol<162.313202] yes=3,no=4,missing=3,gain=2.73494339,cover=180427
- 3:[Pol<39.0368156] yes=7,no=8,missing=7,gain=3.38680267,cover=147767
- 7:[LGI5<2.73607373] yes=15,no=16,missing=15,gain=4.6038456,cover=68147
- 15:[Ecc<3.73767829] yes=31,no=32,missing=31,gain=5.81177139,cover=26409
- 31:[Area5<0.631603718] yes=63,no=64,missing=63,gain=4.50615358,cover=17284
- 63:leaf=-0.000444113102,cover=0
- 64:leaf=0.00148409919,cover=0
- 32:[PialCurv5<-0.133997425] yes=65,no=66,missing=65,gain=3.47071075,cover=9125
- 65:leaf=-0.00195147272,cover=0
- 66:leaf=0.000904282497,cover=0
- 16:[Ecc<4.8056078] yes=33,no=34,missing=34,gain=1.62610149,cover=41738
- 33:[PialArea5<0.753297985] yes=67,no=68,missing=67,gain=6.2621603,cover=1537
- 67:leaf=0.0101691401,cover=0
- 68:leaf=0.000662607024,cover=0
- 34:[LGI5<3.39750218] yes=69,no=70,missing=69,gain=1.77223277,cover=40201
- 69:leaf=0.000102611542,cover=0
- 70:leaf=0.00105987291,cover=0
- 8:[LGI5<3.34776258] yes=17,no=18,missing=17,gain=4.21302509,cover=79620
- 17:[MidArea5<0.719939232] yes=35,no=36,missing=35,gain=3.44011497,cover=74124
- 35:[Pol<118.712891] yes=71,no=72,missing=72,gain=2.68813658,cover=52023
- 71:leaf=0.000780621252,cover=0
- 72:leaf=4.2530577e-05,cover=0
- 36:[PialCurv5<-0.0426128618] yes=73,no=74,missing=73,gain=3.48990631,cover=22101
- 73:leaf=0.00110928714,cover=0
- 74:leaf=-0.00962434243,cover=0
- 18:[Ecc<12.9325523] yes=37,no=38,missing=37,gain=2.0083642,cover=5496
- 37:[LGI5<3.67381835] yes=75,no=76,missing=76,gain=2.59983301,cover=1543
- 75:leaf=-0.00311958906,cover=0
- 76:leaf=0.00354207424,cover=0
- 38:[Area5<0.517926872] yes=77,no=78,missing=77,gain=1.63785923,cover=3953
- 77:leaf=0.00156074518,cover=0
- 78:leaf=-0.000847566349,cover=0
- 4:[PialCurv5<-0.0829703882] yes=9,no=10,missing=10,gain=3.0199585,cover=32660
- 9:[PialArea5<1.1257062] yes=19,no=20,missing=19,gain=2.43636274,cover=32512
- 19:[LGI5<2.18291569] yes=39,no=40,missing=39,gain=1.54023671,cover=31150
- 39:[LGI5<2.13090348] yes=79,no=80,missing=80,gain=1.99747968,cover=229
- 79:leaf=-0.00069010508,cover=0
- 80:leaf=0.00862391759,cover=0
- 40:[PialArea5<0.516320646] yes=81,no=82,missing=82,gain=1.44609189,cover=30921
- 81:leaf=-0.00546628749,cover=0
- 82:leaf=-0.000161317788,cover=0
- 20:[LGI5<2.33061647] yes=41,no=42,missing=41,gain=2.52193666,cover=1362
- 41:[PialArea5<1.20515823] yes=83,no=84,missing=84,gain=0.619611144,cover=78
- 83:leaf=0.00225266954,cover=0
- 84:leaf=0.0112110926,cover=0
- 42:[Ecc<21.0377083] yes=85,no=86,missing=85,gain=1.83044672,cover=1284
- 85:leaf=-0.00379954721,cover=0
- 86:leaf=0.000881431741,cover=0
- 10:[Ecc<0.943656743] yes=21,no=22,missing=22,gain=0.521290302,cover=148
- 21:[Pol<176.970428] yes=43,no=44,missing=43,gain=0.131277293,cover=9
- 43:[Ecc<0.669936359] yes=87,no=88,missing=87,gain=0.038077727,cover=8
- 87:leaf=0.00263732462,cover=0
- 88:leaf=0.0099907266,cover=0
- 44:leaf=-0.00826265849,cover=0
- 22:[LGI5<2.60212255] yes=45,no=46,missing=45,gain=0.741708755,cover=139
- 45:leaf=-0.0214312412,cover=0
- 46:[LGI5<3.14439583] yes=89,no=90,missing=89,gain=0.506245852,cover=130
- 89:leaf=-0.00473241974,cover=0
- 90:leaf=-0.0113910949,cover=0
- 2:[PialArea5<1.10654831] yes=5,no=6,missing=5,gain=1.93988752,cover=4943961
- 5:[Sulc0<-0.37669614] yes=11,no=12,missing=11,gain=3.87664413,cover=4392237
- 11:[Pol<28.4081879] yes=23,no=24,missing=24,gain=6.83539677,cover=1527376
- 23:[Ecc<13.6880245] yes=47,no=48,missing=47,gain=16.0754509,cover=278564
- 47:[Ecc<1.79549146] yes=91,no=92,missing=91,gain=17.7638493,cover=183404
- 91:leaf=-0.000375919713,cover=0
- 92:leaf=0.000722431636,cover=0
- 48:[PialCurv5<-0.0426128618] yes=93,no=94,missing=93,gain=13.8395224,cover=95160
- 93:leaf=-0.000533624028,cover=0
- 94:leaf=0.00204304489,cover=0
- 24:[Area5<0.59157455] yes=49,no=50,missing=50,gain=12.8505707,cover=1248812
- 49:[PialCurv5<0.00652291393] yes=95,no=96,missing=95,gain=6.81842899,cover=477214
- 95:leaf=0.00010891584,cover=0
- 96:leaf=-0.000935915683,cover=0
- 50:[Pol<153.554306] yes=97,no=98,missing=97,gain=15.2404041,cover=771598
- 97:leaf=-0.000422843936,cover=0
- 98:leaf=4.03942504e-05,cover=0
- 12:[LGI5<2.91823459] yes=25,no=26,missing=25,gain=5.0029726,cover=2864861
- 25:[Pol<132.742767] yes=51,no=52,missing=51,gain=28.5968494,cover=1589871
- 51:[Sulc0<-0.00954892673] yes=99,no=100,missing=99,gain=11.5958462,cover=1372486
- 99:leaf=-0.000211657331,cover=0
- 100:leaf=9.61798141e-05,cover=0
- 52:[Ecc<5.85121489] yes=101,no=102,missing=101,gain=30.3162193,cover=217385
- 101:leaf=-0.0001007268,cover=0
- 102:leaf=0.00110059825,cover=0
- 26:[Ecc<2.6050899] yes=53,no=54,missing=54,gain=17.2666626,cover=1274990
- 53:[LGI5<3.01963663] yes=103,no=104,missing=103,gain=3.497118,cover=291
- 103:leaf=0.00737521658,cover=0
- 104:leaf=0.0185355451,cover=0
- 54:[Pol<132.083344] yes=105,no=106,missing=106,gain=9.1706028,cover=1274699
- 105:leaf=1.53567125e-05,cover=0
- 106:leaf=-0.000302255852,cover=0
- 6:[PialCurv5<-0.0693148375] yes=13,no=14,missing=13,gain=4.92761374,cover=551724
- 13:[Curv5<-0.102400392] yes=27,no=28,missing=27,gain=21.9763794,cover=455215
- 27:[Area5<0.693521142] yes=55,no=56,missing=55,gain=5.11898804,cover=443142
- 55:[Sulc0<-0.0562447868] yes=107,no=108,missing=107,gain=6.54577589,cover=155442
- 107:leaf=0.000348459929,cover=0
- 108:leaf=-0.00435902644,cover=0
- 56:[PialCurv5<-0.108766198] yes=109,no=110,missing=109,gain=2.989115,cover=287700
- 109:leaf=-0.000191800456,cover=0
- 110:leaf=0.000130530607,cover=0
- 28:[PialCurv5<-0.0829703882] yes=57,no=58,missing=57,gain=11.9475994,cover=12073
- 57:[Area5<0.722552657] yes=111,no=112,missing=111,gain=9.58533859,cover=4222
- 111:leaf=0.00137331872,cover=0
- 112:leaf=0.00627603335,cover=0
- 58:[Curv5<-0.0686563179] yes=113,no=114,missing=114,gain=5.69504738,cover=7851
- 113:leaf=0.000672228343,cover=0
- 114:leaf=0.00531234965,cover=0
- 14:[Area5<0.72514528] yes=29,no=30,missing=29,gain=21.0576057,cover=96509
- 29:[Curv5<-0.146701202] yes=59,no=60,missing=59,gain=8.075634,cover=24217
- 59:[Area5<0.685542226] yes=115,no=116,missing=115,gain=2.3846786,cover=4434
- 115:leaf=-0.000388781016,cover=0
- 116:leaf=0.00209117983,cover=0
- 60:[Ecc<1.31300318] yes=117,no=118,missing=117,gain=5.88922882,cover=19783
- 117:leaf=4.91335122e-05,cover=0
- 118:leaf=-0.00232182466,cover=0
- 30:[Curv5<-0.125495523] yes=61,no=62,missing=61,gain=18.6294479,cover=72292
- 61:[Sulc0<-0.815117955] yes=119,no=120,missing=119,gain=3.97966194,cover=8171
- 119:leaf=-0.000481802592,cover=0
- 120:leaf=0.00285200472,cover=0
- 62:[Pol<42.7478409] yes=121,no=122,missing=121,gain=4.73782492,cover=64121
- 121:leaf=-0.000739218609,cover=0
- 122:leaf=0.000188836289,cover=0
-booster[483]:
-0:[Sulc0<-1.08640325] yes=1,no=2,missing=2,gain=1.41853321,cover=5124388
- 1:[PialCurv5<-0.0819871053] yes=3,no=4,missing=3,gain=3.59752464,cover=120098
- 3:[Area5<0.758003652] yes=7,no=8,missing=8,gain=1.42637706,cover=117381
- 7:[Ecc<5.59685707] yes=15,no=16,missing=15,gain=1.15040898,cover=105201
- 15:[Ecc<2.73602629] yes=31,no=32,missing=32,gain=2.20184135,cover=79079
- 31:[Pol<43.7633247] yes=63,no=64,missing=63,gain=3.3538723,cover=50444
- 63:leaf=-0.000651649665,cover=0
- 64:leaf=0.000169930674,cover=0
- 32:[Pol<39.9674568] yes=65,no=66,missing=65,gain=4.77649927,cover=28635
- 65:leaf=0.000918917824,cover=0
- 66:leaf=-0.000372937036,cover=0
- 16:[Curv5<-0.138079464] yes=33,no=34,missing=34,gain=2.18765593,cover=26122
- 33:[PialCurv5<-0.132898524] yes=67,no=68,missing=67,gain=1.51009893,cover=26069
- 67:leaf=-0.000293714518,cover=0
- 68:leaf=-0.00121205393,cover=0
- 34:[LGI5<2.81359315] yes=69,no=70,missing=69,gain=0.892074585,cover=53
- 69:leaf=0.015119276,cover=0
- 70:leaf=0.00202252134,cover=0
- 8:[LGI5<2.39356947] yes=17,no=18,missing=17,gain=1.84264648,cover=12180
- 17:[LGI5<2.27925944] yes=35,no=36,missing=36,gain=2.56809354,cover=1678
- 35:[Pol<32.323391] yes=71,no=72,missing=71,gain=0.709250927,cover=474
- 71:leaf=-0.00339215412,cover=0
- 72:leaf=0.000502654875,cover=0
- 36:[Pol<30.3635597] yes=73,no=74,missing=73,gain=2.75537634,cover=1204
- 73:leaf=0.00586077478,cover=0
- 74:leaf=0.00103901024,cover=0
- 18:[Ecc<1.79549146] yes=37,no=38,missing=38,gain=1.89976871,cover=10502
- 37:[Curv5<-0.195883974] yes=75,no=76,missing=75,gain=0.951070905,cover=464
- 75:leaf=-0.00121682778,cover=0
- 76:leaf=-0.00588476704,cover=0
- 38:[Pol<31.3444195] yes=77,no=78,missing=77,gain=1.65107882,cover=10038
- 77:leaf=-3.11705699e-05,cover=0
- 78:leaf=0.00159217685,cover=0
- 4:[LGI5<2.13090348] yes=9,no=10,missing=9,gain=3.2668848,cover=2717
- 9:[Area5<0.612264991] yes=19,no=20,missing=20,gain=1.72095108,cover=133
- 19:[PialCurv5<-0.0656740367] yes=39,no=40,missing=39,gain=0.923497856,cover=74
- 39:[Ecc<0.618862808] yes=79,no=80,missing=79,gain=0.794727683,cover=57
- 79:leaf=-0.00904587936,cover=0
- 80:leaf=0.00266134785,cover=0
- 40:[MidArea5<0.677069247] yes=81,no=82,missing=81,gain=0.441875637,cover=17
- 81:leaf=-0.00346493511,cover=0
- 82:leaf=0.0146399261,cover=0
- 20:[Ecc<0.836319208] yes=41,no=42,missing=41,gain=0.858877897,cover=59
- 41:[Area5<0.633885562] yes=83,no=84,missing=84,gain=0.326251507,cover=50
- 83:leaf=0.00974723976,cover=0
- 84:leaf=0.0186075661,cover=0
- 42:[Curv5<-0.125495523] yes=85,no=86,missing=85,gain=0.0209064838,cover=9
- 85:leaf=-0.00360460556,cover=0
- 86:leaf=0.0010949776,cover=0
- 10:[PialArea5<0.816499233] yes=21,no=22,missing=22,gain=2.43733501,cover=2584
- 21:[Area5<0.673304081] yes=43,no=44,missing=44,gain=0.684171736,cover=155
- 43:[MidArea5<0.664561689] yes=87,no=88,missing=87,gain=1.49653447,cover=130
- 87:leaf=0.00159080222,cover=0
- 88:leaf=0.0132159991,cover=0
- 44:[Ecc<1.15906882] yes=89,no=90,missing=90,gain=0.420040607,cover=25
- 89:leaf=0.00199147384,cover=0
- 90:leaf=-0.0106402105,cover=0
- 22:[LGI5<2.68917012] yes=45,no=46,missing=45,gain=2.22350931,cover=2429
- 45:[Ecc<3.67199802] yes=91,no=92,missing=92,gain=2.83703995,cover=2170
- 91:leaf=-0.00260886061,cover=0
- 92:leaf=-0.0082078455,cover=0
- 46:[Area5<0.72690624] yes=93,no=94,missing=93,gain=1.41550076,cover=259
- 93:leaf=-0.00228455663,cover=0
- 94:leaf=0.0050947275,cover=0
- 2:[MidArea5<1.1557827] yes=5,no=6,missing=6,gain=1.83902276,cover=5004290
- 5:[Curv5<-0.272521824] yes=11,no=12,missing=11,gain=1.69194877,cover=4968545
- 11:[Pol<157.22821] yes=23,no=24,missing=24,gain=4.00758839,cover=226934
- 23:[Pol<39.9674568] yes=47,no=48,missing=47,gain=4.50731802,cover=173304
- 47:[LGI5<2.73607373] yes=95,no=96,missing=95,gain=8.49316597,cover=78413
- 95:leaf=-0.000715556496,cover=0
- 96:leaf=0.000365506508,cover=0
- 48:[PialCurv5<-0.164281175] yes=97,no=98,missing=97,gain=6.87878895,cover=94891
- 97:leaf=-6.61939193e-05,cover=0
- 98:leaf=0.00081320852,cover=0
- 24:[PialArea5<1.28208315] yes=49,no=50,missing=50,gain=3.69073343,cover=53630
- 49:[Ecc<14.484726] yes=99,no=100,missing=99,gain=2.09176159,cover=53105
- 99:leaf=-0.000568653399,cover=0
- 100:leaf=6.66863634e-05,cover=0
- 50:[LGI5<2.31192279] yes=101,no=102,missing=102,gain=2.36361551,cover=525
- 101:leaf=0.0129407113,cover=0
- 102:leaf=-0.00505079236,cover=0
- 12:[PialCurv5<-0.171137348] yes=25,no=26,missing=25,gain=3.28686285,cover=4741611
- 25:[Sulc0<-0.047846999] yes=51,no=52,missing=51,gain=2.41104865,cover=18216
- 51:[Curv5<-0.2435821] yes=103,no=104,missing=103,gain=3.31233263,cover=17450
- 103:leaf=0.000249336794,cover=0
- 104:leaf=0.00167024229,cover=0
- 52:[Curv5<-0.179045901] yes=105,no=106,missing=105,gain=1.55894268,cover=766
- 105:leaf=-0.000416039489,cover=0
- 106:leaf=-0.00513677206,cover=0
- 26:[Curv5<-0.0439181365] yes=53,no=54,missing=53,gain=1.86604083,cover=4723395
- 53:[PialArea5<0.651661396] yes=107,no=108,missing=108,gain=8.6367836,cover=2344041
- 107:leaf=-0.000501340837,cover=0
- 108:leaf=-1.91962099e-05,cover=0
- 54:[PialCurv5<-0.0245349593] yes=109,no=110,missing=109,gain=27.9130402,cover=2379354
- 109:leaf=0.000857754319,cover=0
- 110:leaf=-1.14341465e-05,cover=0
- 6:[Area5<0.732334435] yes=13,no=14,missing=13,gain=5.98515701,cover=35745
- 13:[Sulc0<-0.87967056] yes=27,no=28,missing=28,gain=2.72177553,cover=2727
- 27:[PialCurv5<-0.0886472985] yes=55,no=56,missing=55,gain=1.90504515,cover=1353
- 55:[Ecc<3.48115921] yes=111,no=112,missing=111,gain=2.48271847,cover=1211
- 111:leaf=0.0031252671,cover=0
- 112:leaf=-0.00183535542,cover=0
- 56:[LGI5<2.35279679] yes=113,no=114,missing=113,gain=1.19104552,cover=142
- 113:leaf=-0.0105699953,cover=0
- 114:leaf=-0.00103079632,cover=0
- 28:[LGI5<2.45281005] yes=57,no=58,missing=57,gain=3.6282692,cover=1374
- 57:[LGI5<2.31192279] yes=115,no=116,missing=116,gain=2.84905148,cover=536
- 115:leaf=0.00271952129,cover=0
- 116:leaf=0.0102403751,cover=0
- 58:[Pol<170.080093] yes=117,no=118,missing=117,gain=3.50494909,cover=838
- 117:leaf=0.000916406163,cover=0
- 118:leaf=0.0108072525,cover=0
- 14:[PialArea5<1.08444798] yes=29,no=30,missing=29,gain=2.83048725,cover=33018
- 29:[PialCurv5<0.255337358] yes=59,no=60,missing=59,gain=0.648957729,cover=498
- 59:[Pol<113.394409] yes=119,no=120,missing=119,gain=0.863036156,cover=456
- 119:leaf=0.00271970453,cover=0
- 120:leaf=0.00719751557,cover=0
- 60:[Pol<111.846848] yes=121,no=122,missing=121,gain=0.251719534,cover=42
- 121:leaf=0.00184364896,cover=0
- 122:leaf=-0.00574335689,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=61,gain=2.00156641,cover=32520
- 61:[LGI5<3.06739473] yes=123,no=124,missing=123,gain=2.54444623,cover=24179
- 123:leaf=0.000124355822,cover=0
- 124:leaf=0.00152223359,cover=0
- 62:[LGI5<2.70988083] yes=125,no=126,missing=125,gain=1.3399117,cover=8341
- 125:leaf=-0.00134914066,cover=0
- 126:leaf=-4.74021472e-05,cover=0
-booster[484]:
-0:[Pol<96.2546158] yes=1,no=2,missing=1,gain=1.38927233,cover=5124388
- 1:[Ecc<14.0810061] yes=3,no=4,missing=4,gain=8.01350212,cover=2381836
- 3:[Ecc<7.34691238] yes=7,no=8,missing=7,gain=35.9118729,cover=1624588
- 7:[Ecc<4.13769388] yes=15,no=16,missing=15,gain=19.5896072,cover=1139068
- 15:[LGI5<2.62417936] yes=31,no=32,missing=31,gain=16.2976685,cover=656243
- 31:[PialCurv5<0.0331302322] yes=63,no=64,missing=64,gain=13.0478668,cover=593402
- 63:leaf=-9.17742946e-05,cover=0
- 64:leaf=0.000505045813,cover=0
- 32:[Pol<57.0350037] yes=65,no=66,missing=66,gain=13.432972,cover=62841
- 65:leaf=-0.000285069458,cover=0
- 66:leaf=-0.00181498099,cover=0
- 16:[Pol<43.7633247] yes=33,no=34,missing=33,gain=13.227087,cover=482825
- 33:[Area5<0.734195113] yes=67,no=68,missing=67,gain=9.70558262,cover=156703
- 67:leaf=0.000322308711,cover=0
- 68:leaf=-0.000473336695,cover=0
- 34:[MidArea5<0.731918395] yes=69,no=70,missing=69,gain=40.7310829,cover=326122
- 69:leaf=4.26070619e-05,cover=0
- 70:leaf=0.00116724661,cover=0
- 8:[PialCurv5<-0.102360219] yes=17,no=18,missing=17,gain=27.2998981,cover=485520
- 17:[Curv5<-0.148390457] yes=35,no=36,missing=35,gain=6.15991402,cover=111781
- 35:[PialCurv5<-0.126528949] yes=71,no=72,missing=72,gain=5.36845589,cover=105510
- 71:leaf=0.000501286879,cover=0
- 72:leaf=-0.000222317714,cover=0
- 36:[MidArea5<0.700202465] yes=73,no=74,missing=74,gain=3.99076271,cover=6271
- 73:leaf=-0.000752818654,cover=0
- 74:leaf=0.00243297475,cover=0
- 18:[Pol<70.3717499] yes=37,no=38,missing=37,gain=55.0321236,cover=373739
- 37:[Pol<46.5024796] yes=75,no=76,missing=75,gain=38.9282074,cover=174046
- 75:leaf=-0.000318902399,cover=0
- 76:leaf=-0.00185043167,cover=0
- 38:[Sulc0<0.193122864] yes=77,no=78,missing=77,gain=23.4784985,cover=199693
- 77:leaf=0.000990151544,cover=0
- 78:leaf=-0.000320537714,cover=0
- 4:[Pol<41.8258972] yes=9,no=10,missing=10,gain=23.8986931,cover=757248
- 9:[LGI5<3.34776258] yes=19,no=20,missing=19,gain=22.5701523,cover=349073
- 19:[Pol<13.2006302] yes=39,no=40,missing=39,gain=26.5026321,cover=247083
- 39:[Curv5<-0.100392215] yes=79,no=80,missing=79,gain=8.68950844,cover=87431
- 79:leaf=7.12997717e-05,cover=0
- 80:leaf=0.00138650648,cover=0
- 40:[Area5<0.699748635] yes=81,no=82,missing=81,gain=22.9733849,cover=159652
- 81:leaf=-0.00146736193,cover=0
- 82:leaf=-0.000257336942,cover=0
- 20:[PialArea5<0.662493944] yes=41,no=42,missing=41,gain=16.3900909,cover=101990
- 41:[LGI5<3.84897733] yes=83,no=84,missing=84,gain=5.91212463,cover=7572
- 83:leaf=0.00322961924,cover=0
- 84:leaf=-0.00112437096,cover=0
- 42:[LGI5<3.44046211] yes=85,no=86,missing=85,gain=10.6522579,cover=94418
- 85:leaf=0.00111621316,cover=0
- 86:leaf=-4.28028216e-05,cover=0
- 10:[Curv5<-0.00402251538] yes=21,no=22,missing=21,gain=145.647522,cover=408175
- 21:[Pol<54.5053368] yes=43,no=44,missing=44,gain=40.2972107,cover=92394
- 43:[PialCurv5<-0.0280297659] yes=87,no=88,missing=87,gain=31.7302456,cover=41454
- 87:leaf=0.00193102378,cover=0
- 88:leaf=-0.00106826273,cover=0
- 44:[PialArea5<0.676429033] yes=89,no=90,missing=90,gain=56.1946564,cover=50940
- 89:leaf=0.00117054465,cover=0
- 90:leaf=0.00453203823,cover=0
- 22:[Curv5<0.0386843979] yes=45,no=46,missing=45,gain=17.3670959,cover=315781
- 45:[Pol<61.2046547] yes=91,no=92,missing=92,gain=23.5753517,cover=51964
- 91:leaf=-0.000207911231,cover=0
- 92:leaf=0.00193483278,cover=0
- 46:[PialCurv5<0.054317683] yes=93,no=94,missing=93,gain=14.4826508,cover=263817
- 93:leaf=0.00140400068,cover=0
- 94:leaf=-0.000336230121,cover=0
- 2:[Ecc<16.5318356] yes=5,no=6,missing=5,gain=8.9883604,cover=2742552
- 5:[LGI5<2.81359315] yes=11,no=12,missing=11,gain=25.5101089,cover=2134138
- 11:[Ecc<7.85193825] yes=23,no=24,missing=23,gain=10.0057945,cover=1555851
- 23:[Ecc<4.33753681] yes=47,no=48,missing=47,gain=22.2825546,cover=1296379
- 47:[Sulc0<-0.50485903] yes=95,no=96,missing=96,gain=11.9951267,cover=736486
- 95:leaf=0.000244739349,cover=0
- 96:leaf=-0.000158831652,cover=0
- 48:[Pol<163.028091] yes=97,no=98,missing=97,gain=30.864809,cover=559893
- 97:leaf=-0.000542143767,cover=0
- 98:leaf=0.00045266794,cover=0
- 24:[Area5<0.666510165] yes=49,no=50,missing=49,gain=23.8619633,cover=259472
- 49:[PialCurv5<-0.0209923834] yes=99,no=100,missing=100,gain=14.6451206,cover=97897
- 99:leaf=8.80564185e-05,cover=0
- 100:leaf=-0.00115896389,cover=0
- 50:[PialCurv5<0.189327508] yes=101,no=102,missing=101,gain=20.9379425,cover=161575
- 101:leaf=0.000909706054,cover=0
- 102:leaf=-0.000393525319,cover=0
- 12:[Pol<160.153915] yes=25,no=26,missing=25,gain=22.4417686,cover=578287
- 25:[Ecc<12.0179253] yes=51,no=52,missing=51,gain=17.5057373,cover=436585
- 51:[Pol<128.951508] yes=103,no=104,missing=103,gain=29.1466637,cover=272208
- 103:leaf=0.000325804664,cover=0
- 104:leaf=0.00139157323,cover=0
- 52:[PialArea5<0.829066753] yes=105,no=106,missing=105,gain=16.2076225,cover=164377
- 105:leaf=-0.000233058498,cover=0
- 106:leaf=0.000871009601,cover=0
- 26:[Curv5<-0.0575901605] yes=53,no=54,missing=53,gain=17.9067516,cover=141702
- 53:[Ecc<5.27515984] yes=107,no=108,missing=108,gain=11.451086,cover=81995
- 107:leaf=-0.00157416298,cover=0
- 108:leaf=0.00043291389,cover=0
- 54:[Pol<170.749283] yes=109,no=110,missing=110,gain=19.9304161,cover=59707
- 109:leaf=-0.00220177462,cover=0
- 110:leaf=-0.000257818116,cover=0
- 6:[Sulc0<0.762988985] yes=13,no=14,missing=14,gain=17.192421,cover=608414
- 13:[Pol<117.137611] yes=27,no=28,missing=27,gain=27.399332,cover=517931
- 27:[Sulc0<0.167916268] yes=55,no=56,missing=56,gain=27.1342926,cover=60748
- 55:[LGI5<3.10571551] yes=111,no=112,missing=111,gain=12.9853859,cover=6576
- 111:leaf=-0.00151417207,cover=0
- 112:leaf=0.00325137447,cover=0
- 56:[Sulc0<0.586347759] yes=113,no=114,missing=113,gain=11.0639458,cover=54172
- 113:leaf=-0.00234089186,cover=0
- 114:leaf=-0.000908792194,cover=0
- 28:[Ecc<29.3556995] yes=57,no=58,missing=58,gain=18.3548489,cover=457183
- 57:[Pol<157.965515] yes=115,no=116,missing=115,gain=38.2799225,cover=282490
- 115:leaf=-0.000897149846,cover=0
- 116:leaf=0.000290701631,cover=0
- 58:[PialCurv5<-0.00569582684] yes=117,no=118,missing=118,gain=20.5802917,cover=174693
- 117:leaf=-6.44447427e-05,cover=0
- 118:leaf=0.00122892845,cover=0
- 14:[PialCurv5<0.141046807] yes=29,no=30,missing=29,gain=7.63280821,cover=90483
- 29:[LGI5<3.58443618] yes=59,no=60,missing=59,gain=4.29409122,cover=11711
- 59:[Pol<105.462654] yes=119,no=120,missing=120,gain=4.07243919,cover=9811
- 119:leaf=0.000731191481,cover=0
- 120:leaf=0.00283871754,cover=0
- 60:[LGI5<3.64692807] yes=121,no=122,missing=121,gain=3.11909199,cover=1900
- 121:leaf=-0.00414255075,cover=0
- 122:leaf=0.00059665431,cover=0
- 30:[LGI5<2.53428411] yes=61,no=62,missing=62,gain=4.37699795,cover=78772
- 61:[Ecc<21.3640327] yes=123,no=124,missing=124,gain=1.35682058,cover=504
- 123:leaf=0.00295629748,cover=0
- 124:leaf=0.00837702118,cover=0
- 62:[Ecc<21.0377083] yes=125,no=126,missing=125,gain=3.79908276,cover=78268
- 125:leaf=-0.000364800799,cover=0
- 126:leaf=0.000437370938,cover=0
-booster[485]:
-0:[PialArea5<0.476533443] yes=1,no=2,missing=2,gain=1.59775448,cover=5124388
- 1:[PialCurv5<0.0171581414] yes=3,no=4,missing=4,gain=9.02231693,cover=786485
- 3:[Ecc<8.55626965] yes=7,no=8,missing=7,gain=8.48252201,cover=21356
- 7:[LGI5<3.22522902] yes=15,no=16,missing=15,gain=2.67726231,cover=12232
- 15:[LGI5<3.09872246] yes=31,no=32,missing=32,gain=3.21032214,cover=12150
- 31:[LGI5<2.97342348] yes=63,no=64,missing=63,gain=6.88980532,cover=11979
- 63:leaf=-0.000246863987,cover=0
- 64:leaf=0.00729371002,cover=0
- 32:[Ecc<7.69572639] yes=65,no=66,missing=65,gain=1.98736429,cover=171
- 65:leaf=-0.0116572035,cover=0
- 66:leaf=-0.000807532517,cover=0
- 16:[Curv5<0.0655679703] yes=33,no=34,missing=34,gain=2.54892993,cover=82
- 33:[LGI5<3.50441384] yes=67,no=68,missing=68,gain=0.679781139,cover=65
- 67:leaf=0.00683666626,cover=0
- 68:leaf=-0.00530653633,cover=0
- 34:[Ecc<7.59607029] yes=69,no=70,missing=69,gain=0.643470764,cover=17
- 69:leaf=0.0451544486,cover=0
- 70:leaf=0.0186018776,cover=0
- 8:[Sulc0<0.574602425] yes=17,no=18,missing=17,gain=5.63537216,cover=9124
- 17:[Pol<73.3354874] yes=35,no=36,missing=35,gain=4.55945969,cover=7474
- 35:[LGI5<2.44319153] yes=71,no=72,missing=72,gain=3.27230573,cover=2099
- 71:leaf=-0.0219364073,cover=0
- 72:leaf=-0.000525136653,cover=0
- 36:[Pol<110.287491] yes=73,no=74,missing=73,gain=3.65737534,cover=5375
- 73:leaf=-0.00480962452,cover=0
- 74:leaf=-0.00219815969,cover=0
- 18:[Ecc<15.7955055] yes=37,no=38,missing=37,gain=4.32332706,cover=1650
- 37:[Curv5<-0.0226651002] yes=75,no=76,missing=75,gain=3.05305719,cover=491
- 75:leaf=-0.00449096179,cover=0
- 76:leaf=0.0061948481,cover=0
- 38:[LGI5<3.15728688] yes=77,no=78,missing=77,gain=4.00217628,cover=1159
- 77:leaf=-0.00475326646,cover=0
- 78:leaf=0.00125136971,cover=0
- 4:[Pol<79.5617371] yes=9,no=10,missing=9,gain=8.72785187,cover=765129
- 9:[Curv5<0.099404186] yes=19,no=20,missing=19,gain=11.3811054,cover=77070
- 19:[LGI5<2.45602322] yes=39,no=40,missing=39,gain=6.75483704,cover=12673
- 39:[MidArea5<0.515777051] yes=79,no=80,missing=79,gain=4.31160259,cover=808
- 79:leaf=0.00157884252,cover=0
- 80:leaf=-0.0057549146,cover=0
- 40:[PialCurv5<0.208232641] yes=81,no=82,missing=81,gain=5.28463554,cover=11865
- 81:leaf=0.0026276554,cover=0
- 82:leaf=-0.000837184198,cover=0
- 20:[Ecc<42.1016579] yes=41,no=42,missing=41,gain=5.57925892,cover=64397
- 41:[Area5<0.676715076] yes=83,no=84,missing=83,gain=6.07583857,cover=51896
- 83:leaf=-8.30210338e-05,cover=0
- 84:leaf=0.00101439189,cover=0
- 42:[Sulc0<0.392869562] yes=85,no=86,missing=86,gain=2.29431152,cover=12501
- 85:leaf=0.00854022708,cover=0
- 86:leaf=-0.000669366447,cover=0
- 10:[Pol<113.913933] yes=21,no=22,missing=21,gain=11.61938,cover=688059
- 21:[Curv5<0.0257103238] yes=43,no=44,missing=44,gain=5.72985411,cover=556382
- 43:[Area5<0.641697526] yes=87,no=88,missing=87,gain=7.92542315,cover=5387
- 87:leaf=-0.000424941274,cover=0
- 88:leaf=-0.00460338918,cover=0
- 44:[Ecc<12.0179253] yes=89,no=90,missing=89,gain=4.88947821,cover=550995
- 89:leaf=6.63346509e-05,cover=0
- 90:leaf=-0.000242932336,cover=0
- 22:[Sulc0<1.06550956] yes=45,no=46,missing=45,gain=6.7913475,cover=131677
- 45:[Curv5<0.183586344] yes=91,no=92,missing=91,gain=6.3476572,cover=129474
- 91:leaf=0.00072271371,cover=0
- 92:leaf=-6.04489178e-05,cover=0
- 46:[PialCurv5<0.220156521] yes=93,no=94,missing=93,gain=2.57761908,cover=2203
- 93:leaf=-0.00567359524,cover=0
- 94:leaf=-0.00142666372,cover=0
- 2:[Curv5<0.10516572] yes=5,no=6,missing=6,gain=4.98008013,cover=4337903
- 5:[MidArea5<0.592231214] yes=11,no=12,missing=11,gain=3.94862437,cover=4018846
- 11:[PialCurv5<0.175003663] yes=23,no=24,missing=24,gain=6.13143826,cover=222877
- 23:[LGI5<3.84897733] yes=47,no=48,missing=47,gain=5.05173588,cover=213525
- 47:[Area5<0.626857519] yes=95,no=96,missing=95,gain=4.67071772,cover=211530
- 95:leaf=-0.000216151107,cover=0
- 96:leaf=0.000468596903,cover=0
- 48:[Curv5<-0.185332045] yes=97,no=98,missing=98,gain=4.93471193,cover=1995
- 97:leaf=0.00202810345,cover=0
- 98:leaf=-0.00397039903,cover=0
- 24:[Ecc<5.66086149] yes=49,no=50,missing=50,gain=5.39143372,cover=9352
- 49:[PialArea5<0.643814564] yes=99,no=100,missing=99,gain=1.87435687,cover=3170
- 99:leaf=0.000153690387,cover=0
- 100:leaf=0.0218349304,cover=0
- 50:[Area5<0.625618935] yes=101,no=102,missing=101,gain=6.33002663,cover=6182
- 101:leaf=-0.0045872787,cover=0
- 102:leaf=-0.00118769484,cover=0
- 12:[PialArea5<0.593058109] yes=25,no=26,missing=25,gain=10.648138,cover=3795969
- 25:[Curv5<0.0322575867] yes=51,no=52,missing=52,gain=16.4692516,cover=185218
- 51:[Pol<132.083344] yes=103,no=104,missing=103,gain=8.16557693,cover=35269
- 103:leaf=-0.00100797915,cover=0
- 104:leaf=0.000788246689,cover=0
- 52:[Sulc0<0.308185816] yes=105,no=106,missing=105,gain=14.0846882,cover=149949
- 105:leaf=0.00117559102,cover=0
- 106:leaf=0.00019576175,cover=0
- 26:[Curv5<0.0513985939] yes=53,no=54,missing=53,gain=6.24219084,cover=3610751
- 53:[Sulc0<0.244668111] yes=107,no=108,missing=108,gain=11.4530888,cover=3325016
- 107:leaf=-6.9616226e-06,cover=0
- 108:leaf=0.000398482895,cover=0
- 54:[Area5<0.714116395] yes=109,no=110,missing=109,gain=30.7680779,cover=285735
- 109:leaf=-0.00095050782,cover=0
- 110:leaf=0.000144586695,cover=0
- 6:[Area5<0.987501919] yes=13,no=14,missing=13,gain=5.23500538,cover=319057
- 13:[Sulc0<0.474820405] yes=27,no=28,missing=28,gain=5.44590569,cover=314928
- 27:[Pol<78.2110443] yes=55,no=56,missing=56,gain=6.63634586,cover=213739
- 55:[Ecc<32.6813126] yes=111,no=112,missing=112,gain=4.43547249,cover=27367
- 111:leaf=0.000495139917,cover=0
- 112:leaf=0.00335086766,cover=0
- 56:[PialCurv5<0.171042696] yes=113,no=114,missing=113,gain=5.75183201,cover=186372
- 113:leaf=-0.000593338627,cover=0
- 114:leaf=1.86326213e-06,cover=0
- 28:[Pol<92.7492142] yes=57,no=58,missing=57,gain=12.5690308,cover=101189
- 57:[Curv5<0.149355054] yes=115,no=116,missing=115,gain=6.71942329,cover=37033
- 115:leaf=-0.00160353072,cover=0
- 116:leaf=6.28113048e-05,cover=0
- 58:[Sulc0<0.849368811] yes=117,no=118,missing=117,gain=4.20864725,cover=64156
- 117:leaf=-0.000276766048,cover=0
- 118:leaf=0.000845284667,cover=0
- 14:[PialCurv5<-0.00171623251] yes=29,no=30,missing=30,gain=2.07361937,cover=4129
- 29:[Sulc0<-0.00954892673] yes=59,no=60,missing=59,gain=0.287658572,cover=38
- 59:[LGI5<2.16230083] yes=119,no=120,missing=119,gain=0.0757990777,cover=26
- 119:leaf=0.00198676391,cover=0
- 120:leaf=-0.00729243783,cover=0
- 60:[MidArea5<1.12090862] yes=121,no=122,missing=121,gain=0.0135045052,cover=12
- 121:leaf=-0.0168277789,cover=0
- 122:leaf=-0.00412761001,cover=0
- 30:[PialCurv5<0.270000219] yes=61,no=62,missing=61,gain=2.29097891,cover=4091
- 61:[Ecc<2.02168798] yes=123,no=124,missing=124,gain=1.69394827,cover=3150
- 123:leaf=-0.000267215044,cover=0
- 124:leaf=0.00284105958,cover=0
- 62:[Pol<74.0505524] yes=125,no=126,missing=125,gain=1.90395951,cover=941
- 125:leaf=-0.00807686988,cover=0
- 126:leaf=0.000176840957,cover=0
-booster[486]:
-0:[PialArea5<0.370812863] yes=1,no=2,missing=2,gain=1.49354565,cover=5124388
- 1:[Pol<91.5616074] yes=3,no=4,missing=3,gain=2.30172229,cover=323045
- 3:[Ecc<9.38688755] yes=7,no=8,missing=8,gain=5.69171524,cover=85656
- 7:[Ecc<1.96654522] yes=15,no=16,missing=16,gain=3.54410076,cover=19431
- 15:[Ecc<0.783076942] yes=31,no=32,missing=31,gain=2.83319235,cover=2256
- 31:[Sulc0<-0.27863887] yes=63,no=64,missing=63,gain=0.89882946,cover=481
- 63:leaf=0.00542574795,cover=0
- 64:leaf=0.000952964299,cover=0
- 32:[LGI5<2.48603988] yes=65,no=66,missing=65,gain=2.09532762,cover=1775
- 65:leaf=-0.00262378971,cover=0
- 66:leaf=0.00150675909,cover=0
- 16:[Area5<0.601796865] yes=33,no=34,missing=34,gain=2.73566055,cover=17175
- 33:[Ecc<8.41855335] yes=67,no=68,missing=67,gain=2.59649134,cover=2837
- 67:leaf=0.000568886928,cover=0
- 68:leaf=-0.00353836804,cover=0
- 34:[Curv5<0.069626309] yes=69,no=70,missing=69,gain=8.26902103,cover=14338
- 69:leaf=0.014674969,cover=0
- 70:leaf=0.00149366981,cover=0
- 8:[LGI5<3.70550299] yes=17,no=18,missing=17,gain=2.73106003,cover=66225
- 17:[LGI5<3.31338549] yes=35,no=36,missing=35,gain=2.50301671,cover=63072
- 35:[LGI5<3.26095963] yes=71,no=72,missing=71,gain=3.38031483,cover=46658
- 71:leaf=8.79907529e-05,cover=0
- 72:leaf=0.00158744107,cover=0
- 36:[Area5<0.854415178] yes=73,no=74,missing=73,gain=3.91485786,cover=16414
- 73:leaf=-0.000561907655,cover=0
- 74:leaf=0.00873619504,cover=0
- 18:[PialCurv5<0.0567538291] yes=37,no=38,missing=38,gain=3.66289544,cover=3153
- 37:[Pol<78.2110443] yes=75,no=76,missing=76,gain=1.12644935,cover=105
- 75:leaf=-0.00248773932,cover=0
- 76:leaf=-0.012855853,cover=0
- 38:[Sulc0<1.11117697] yes=77,no=78,missing=77,gain=3.76057959,cover=3048
- 77:leaf=0.00351863587,cover=0
- 78:leaf=1.14581655e-06,cover=0
- 4:[Pol<103.851685] yes=9,no=10,missing=9,gain=4.02832317,cover=237389
- 9:[Ecc<6.41291761] yes=19,no=20,missing=19,gain=6.72671986,cover=134436
- 19:[Ecc<3.29132295] yes=39,no=40,missing=39,gain=2.34182644,cover=39651
- 39:[Area5<0.664770067] yes=79,no=80,missing=79,gain=2.65429568,cover=13442
- 79:leaf=-0.000519603258,cover=0
- 80:leaf=0.00117529021,cover=0
- 40:[Sulc0<-0.0562447868] yes=81,no=82,missing=81,gain=9.29666996,cover=26209
- 81:leaf=0.0155852577,cover=0
- 82:leaf=0.000606199785,cover=0
- 20:[Ecc<20.3925476] yes=41,no=42,missing=41,gain=6.64173269,cover=94785
- 41:[Sulc0<0.624357879] yes=83,no=84,missing=83,gain=4.4411478,cover=74063
- 83:leaf=-0.00141534652,cover=0
- 84:leaf=-0.000421145232,cover=0
- 42:[PialCurv5<0.0877920389] yes=85,no=86,missing=85,gain=1.59007823,cover=20722
- 85:leaf=-0.00228178082,cover=0
- 86:leaf=0.000477500726,cover=0
- 10:[Ecc<6.35379457] yes=21,no=22,missing=21,gain=4.48337936,cover=102953
- 21:[LGI5<3.04290652] yes=43,no=44,missing=44,gain=2.20579767,cover=45546
- 43:[Sulc0<0.68960917] yes=87,no=88,missing=87,gain=2.04235506,cover=45480
- 87:leaf=3.47238456e-05,cover=0
- 88:leaf=-0.000829478377,cover=0
- 44:[Curv5<0.190557376] yes=89,no=90,missing=89,gain=0.328051329,cover=66
- 89:leaf=0.0159642491,cover=0
- 90:leaf=0.00697123865,cover=0
- 22:[Ecc<15.5679035] yes=45,no=46,missing=45,gain=9.11752701,cover=57407
- 45:[LGI5<3.22522902] yes=91,no=92,missing=91,gain=4.24251175,cover=29784
- 91:leaf=0.000899053004,cover=0
- 92:leaf=0.00252503529,cover=0
- 46:[Pol<119.248337] yes=93,no=94,missing=93,gain=4.77482557,cover=27623
- 93:leaf=-0.000480519462,cover=0
- 94:leaf=0.00103788089,cover=0
- 2:[MidArea5<0.548060238] yes=5,no=6,missing=5,gain=2.30525088,cover=4801343
- 5:[PialArea5<0.724588811] yes=11,no=12,missing=11,gain=5.02194691,cover=264251
- 11:[Area5<0.609410942] yes=23,no=24,missing=23,gain=4.1080246,cover=263030
- 23:[Ecc<7.08616447] yes=47,no=48,missing=48,gain=5.18873453,cover=123279
- 47:[Pol<89.7623749] yes=95,no=96,missing=95,gain=5.2735405,cover=76865
- 95:leaf=-0.000842810259,cover=0
- 96:leaf=0.000114792543,cover=0
- 48:[LGI5<2.89127874] yes=97,no=98,missing=97,gain=8.09503269,cover=46414
- 97:leaf=-0.00168775988,cover=0
- 98:leaf=-0.000305797526,cover=0
- 24:[Sulc0<-0.210027173] yes=49,no=50,missing=49,gain=5.06168509,cover=139751
- 49:[PialCurv5<-0.0173297711] yes=99,no=100,missing=99,gain=6.89391041,cover=6696
- 99:leaf=-0.00400747219,cover=0
- 100:leaf=0.00184056757,cover=0
- 50:[Curv5<-0.0598238073] yes=101,no=102,missing=101,gain=2.50295115,cover=133055
- 101:leaf=-0.0038782896,cover=0
- 102:leaf=-3.50584232e-05,cover=0
- 12:[MidArea5<0.535488486] yes=25,no=26,missing=26,gain=0.851753235,cover=1221
- 25:[LGI5<2.30690479] yes=51,no=52,missing=51,gain=0.185709,cover=329
- 51:[Ecc<3.54469991] yes=103,no=104,missing=104,gain=0.129131317,cover=98
- 103:leaf=0.00388035364,cover=0
- 104:leaf=-0.0025044044,cover=0
- 52:[Curv5<-0.218969986] yes=105,no=106,missing=106,gain=0.246984243,cover=231
- 105:leaf=0.00674841693,cover=0
- 106:leaf=0.00235102698,cover=0
- 26:[PialArea5<0.739180207] yes=53,no=54,missing=53,gain=0.72226584,cover=892
- 53:[Curv5<-0.292340577] yes=107,no=108,missing=107,gain=0.551883221,cover=485
- 107:leaf=-0.00193268363,cover=0
- 108:leaf=0.00192197494,cover=0
- 54:[Pol<88.5531387] yes=109,no=110,missing=109,gain=0.21123147,cover=407
- 109:leaf=0.00570499012,cover=0
- 110:leaf=0.00309262122,cover=0
- 6:[PialArea5<0.498393416] yes=13,no=14,missing=13,gain=2.71240449,cover=4537092
- 13:[Curv5<0.0344051942] yes=27,no=28,missing=28,gain=10.4980278,cover=357609
- 27:[Area5<0.685542226] yes=55,no=56,missing=56,gain=7.97218132,cover=8484
- 55:[Pol<86.0952454] yes=111,no=112,missing=111,gain=4.58319187,cover=5630
- 111:leaf=0.00144505152,cover=0
- 112:leaf=-0.00155186269,cover=0
- 56:[Pol<152.092255] yes=113,no=114,missing=113,gain=6.41000938,cover=2854
- 113:leaf=-0.00459988043,cover=0
- 114:leaf=0.0028928183,cover=0
- 28:[Sulc0<0.41245693] yes=57,no=58,missing=57,gain=10.6574945,cover=349125
- 57:[Pol<83.4982376] yes=115,no=116,missing=116,gain=14.0834169,cover=110450
- 115:leaf=0.00180799689,cover=0
- 116:leaf=0.000321868982,cover=0
- 58:[Pol<108.715256] yes=117,no=118,missing=117,gain=6.78745079,cover=238675
- 117:leaf=-0.000174864123,cover=0
- 118:leaf=0.000424809201,cover=0
- 14:[Curv5<0.101325236] yes=29,no=30,missing=29,gain=5.65094662,cover=4179483
- 29:[Sulc0<0.869075775] yes=59,no=60,missing=59,gain=4.8424902,cover=3897760
- 59:[Pol<115.563423] yes=119,no=120,missing=119,gain=3.86770391,cover=3886372
- 119:leaf=4.7626123e-05,cover=0
- 120:leaf=-5.26717813e-05,cover=0
- 60:[Area5<0.644818127] yes=121,no=122,missing=122,gain=10.9758759,cover=11388
- 121:leaf=-0.00672641164,cover=0
- 122:leaf=0.00134549546,cover=0
- 30:[Sulc0<0.433680743] yes=61,no=62,missing=61,gain=5.33894634,cover=281723
- 61:[Pol<76.1517639] yes=123,no=124,missing=124,gain=6.53642845,cover=185375
- 123:leaf=0.000746067963,cover=0
- 124:leaf=-0.000177392969,cover=0
- 62:[Pol<92.7492142] yes=125,no=126,missing=125,gain=11.3507423,cover=96348
- 125:leaf=-0.00123523606,cover=0
- 126:leaf=-0.000111606663,cover=0
-booster[487]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=2,gain=1.42024839,cover=5124388
- 1:[Area5<0.707692921] yes=3,no=4,missing=4,gain=1.6982317,cover=202946
- 3:[Curv5<0.126145482] yes=7,no=8,missing=7,gain=1.38303208,cover=165815
- 7:[LGI5<2.80243301] yes=15,no=16,missing=15,gain=2.8259151,cover=15480
- 15:[Ecc<7.59607029] yes=31,no=32,missing=31,gain=3.10680389,cover=4958
- 31:[LGI5<2.74134016] yes=63,no=64,missing=63,gain=4.62517309,cover=2794
- 63:leaf=0.000990596483,cover=0
- 64:leaf=-0.010787528,cover=0
- 32:[MidArea5<0.474339783] yes=65,no=66,missing=66,gain=3.28553796,cover=2164
- 65:leaf=-0.00384336757,cover=0
- 66:leaf=5.21849142e-05,cover=0
- 16:[Sulc0<0.636906147] yes=33,no=34,missing=33,gain=3.16473532,cover=10522
- 33:[Ecc<20.0856266] yes=67,no=68,missing=67,gain=2.11419296,cover=2884
- 67:leaf=-0.00121774641,cover=0
- 68:leaf=0.00190690148,cover=0
- 34:[Ecc<15.5679035] yes=69,no=70,missing=69,gain=2.69354296,cover=7638
- 69:leaf=0.00310155889,cover=0
- 70:leaf=0.000954365009,cover=0
- 8:[Ecc<3.60812569] yes=17,no=18,missing=17,gain=1.16665804,cover=150335
- 17:[Area5<0.67915231] yes=35,no=36,missing=36,gain=1.30203462,cover=20436
- 35:[Sulc0<0.126604497] yes=71,no=72,missing=71,gain=1.17910159,cover=18912
- 71:leaf=0.000190937295,cover=0
- 72:leaf=-0.000692930247,cover=0
- 36:[Ecc<0.406764686] yes=73,no=74,missing=74,gain=1.44164824,cover=1524
- 73:leaf=-0.00854991097,cover=0
- 74:leaf=0.00131407601,cover=0
- 18:[LGI5<2.48931384] yes=37,no=38,missing=37,gain=3.03102088,cover=129899
- 37:[Area5<0.616426587] yes=75,no=76,missing=75,gain=2.0861721,cover=23829
- 75:leaf=-4.29674656e-05,cover=0
- 76:leaf=0.000931162096,cover=0
- 38:[Sulc0<-0.0862998366] yes=77,no=78,missing=78,gain=2.98159194,cover=106070
- 77:leaf=0.00424282206,cover=0
- 78:leaf=-6.07801776e-05,cover=0
- 4:[MidArea5<0.468026847] yes=9,no=10,missing=9,gain=2.66899419,cover=37131
- 9:[Curv5<0.245671451] yes=19,no=20,missing=19,gain=0.428361654,cover=295
- 19:[LGI5<3.31338549] yes=39,no=40,missing=39,gain=0.439487934,cover=264
- 39:[Ecc<42.9490852] yes=79,no=80,missing=80,gain=0.390505791,cover=201
- 79:leaf=0.0054993527,cover=0
- 80:leaf=0.010471941,cover=0
- 40:[Sulc0<0.995960534] yes=81,no=82,missing=81,gain=0.30952099,cover=63
- 81:leaf=0.00841212645,cover=0
- 82:leaf=0.000199388043,cover=0
- 20:[Ecc<26.874506] yes=41,no=42,missing=41,gain=0.633494496,cover=31
- 41:[LGI5<3.36766768] yes=83,no=84,missing=83,gain=0.32041499,cover=10
- 83:leaf=0.0147026395,cover=0
- 84:leaf=-0.0034885616,cover=0
- 42:[Pol<86.7064972] yes=85,no=86,missing=85,gain=0.144282177,cover=21
- 85:leaf=-0.000364176638,cover=0
- 86:leaf=-0.00864191446,cover=0
- 10:[LGI5<3.53458858] yes=21,no=22,missing=21,gain=1.97750497,cover=36836
- 21:[Sulc0<0.779008448] yes=43,no=44,missing=43,gain=2.251647,cover=34694
- 43:[Ecc<8.97079182] yes=87,no=88,missing=87,gain=2.13541174,cover=10829
- 87:leaf=0.00164093135,cover=0
- 88:leaf=0.000235056315,cover=0
- 44:[LGI5<2.60638428] yes=89,no=90,missing=89,gain=2.30928588,cover=23865
- 89:leaf=-0.00123201159,cover=0
- 90:leaf=0.000225790194,cover=0
- 22:[Ecc<41.2560654] yes=45,no=46,missing=45,gain=1.26910615,cover=2142
- 45:[LGI5<3.60428405] yes=91,no=92,missing=91,gain=0.790549278,cover=1819
- 91:leaf=0.00384361972,cover=0
- 92:leaf=0.00163764041,cover=0
- 46:[Sulc0<0.795422614] yes=93,no=94,missing=93,gain=0.263723135,cover=323
- 93:leaf=0.0137562929,cover=0
- 94:leaf=-0.00114880374,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=6,gain=1.73742449,cover=4921442
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=12,gain=2.46612525,cover=4860090
- 11:[Area5<0.536314785] yes=23,no=24,missing=24,gain=1.65638602,cover=4857701
- 23:[Sulc0<0.830503881] yes=47,no=48,missing=47,gain=4.87282419,cover=435870
- 47:[LGI5<3.24660802] yes=95,no=96,missing=96,gain=2.94856334,cover=435322
- 95:leaf=6.49342182e-05,cover=0
- 96:leaf=0.000638853933,cover=0
- 48:[Curv5<0.153449878] yes=97,no=98,missing=97,gain=7.48279095,cover=548
- 97:leaf=-0.00703408336,cover=0
- 98:leaf=0.00943240896,cover=0
- 24:[Curv5<-0.0273730159] yes=49,no=50,missing=49,gain=2.57219148,cover=4421831
- 49:[PialArea5<0.764178395] yes=99,no=100,missing=99,gain=13.8183241,cover=2470417
- 99:leaf=-0.000351596333,cover=0
- 100:leaf=-1.1842868e-07,cover=0
- 50:[PialCurv5<-0.00569582684] yes=101,no=102,missing=101,gain=21.9348278,cover=1951414
- 101:leaf=0.000703425263,cover=0
- 102:leaf=-1.08429394e-05,cover=0
- 12:[Pol<174.523148] yes=25,no=26,missing=26,gain=1.40265465,cover=2389
- 25:[Pol<3.6072247] yes=51,no=52,missing=52,gain=1.31509364,cover=2336
- 51:leaf=0.0300719049,cover=0
- 52:[Curv5<0.153449878] yes=103,no=104,missing=103,gain=1.25554395,cover=2333
- 103:leaf=-0.00123342697,cover=0
- 104:leaf=0.00188552798,cover=0
- 26:[Ecc<11.3532677] yes=53,no=54,missing=54,gain=1.65020406,cover=53
- 53:[Sulc0<-0.0562447868] yes=105,no=106,missing=105,gain=0.855286241,cover=40
- 105:leaf=-0.00265048631,cover=0
- 106:leaf=0.0116956532,cover=0
- 54:[PialArea5<0.48968944] yes=107,no=108,missing=107,gain=0.340611458,cover=13
- 107:leaf=0.027596781,cover=0
- 108:leaf=0.00338999438,cover=0
- 6:[Sulc0<0.383163035] yes=13,no=14,missing=13,gain=1.89570928,cover=61352
- 13:[PialArea5<0.601145923] yes=27,no=28,missing=27,gain=1.6995914,cover=32927
- 27:[Ecc<15.3430929] yes=55,no=56,missing=55,gain=1.37050486,cover=32457
- 55:[Area5<0.545738399] yes=109,no=110,missing=109,gain=1.23934746,cover=32047
- 109:leaf=-0.00232301955,cover=0
- 110:leaf=-0.00055162335,cover=0
- 56:[MidArea5<0.576365113] yes=111,no=112,missing=111,gain=2.01089287,cover=410
- 111:leaf=0.000835296232,cover=0
- 112:leaf=0.0106759062,cover=0
- 28:[Area5<0.66211915] yes=57,no=58,missing=57,gain=1.04254174,cover=470
- 57:[PialCurv5<0.212141559] yes=113,no=114,missing=113,gain=1.75193858,cover=118
- 113:leaf=0.00104771252,cover=0
- 114:leaf=0.0132716922,cover=0
- 58:[PialCurv5<0.125401646] yes=115,no=116,missing=115,gain=0.491969407,cover=352
- 115:leaf=0.00756976707,cover=0
- 116:leaf=0.0005440393,cover=0
- 14:[Area5<0.652759671] yes=29,no=30,missing=29,gain=1.88699043,cover=28425
- 29:[PialArea5<0.520672619] yes=59,no=60,missing=59,gain=2.53034306,cover=11653
- 59:[PialCurv5<0.260145098] yes=117,no=118,missing=117,gain=1.68808734,cover=11609
- 117:leaf=-0.000541770074,cover=0
- 118:leaf=0.000830642064,cover=0
- 60:[Ecc<8.6295805] yes=119,no=120,missing=119,gain=0.809916735,cover=44
- 119:leaf=0.00605376158,cover=0
- 120:leaf=0.0199216809,cover=0
- 30:[Pol<121.948479] yes=61,no=62,missing=61,gain=2.18682718,cover=16772
- 61:[PialCurv5<0.409174502] yes=121,no=122,missing=121,gain=1.54626548,cover=15949
- 121:leaf=0.000193035288,cover=0
- 122:leaf=-0.000829374592,cover=0
- 62:[LGI5<2.83602357] yes=123,no=124,missing=123,gain=1.2921946,cover=823
- 123:leaf=-0.00119673496,cover=0
- 124:leaf=-0.00523893163,cover=0
-booster[488]:
-0:[Sulc0<-0.82173413] yes=1,no=2,missing=1,gain=1.43295169,cover=5124388
- 1:[Curv5<-0.0203319378] yes=3,no=4,missing=4,gain=5.24427319,cover=666107
- 3:[Ecc<20.0856266] yes=7,no=8,missing=7,gain=4.25128031,cover=665235
- 7:[Ecc<15.3430929] yes=15,no=16,missing=16,gain=2.67135191,cover=615732
- 15:[Curv5<-0.119937547] yes=31,no=32,missing=31,gain=3.15822196,cover=574949
- 31:[PialCurv5<-0.0693148375] yes=63,no=64,missing=64,gain=4.03612328,cover=551350
- 63:leaf=-6.77353964e-05,cover=0
- 64:leaf=0.000842970796,cover=0
- 32:[PialCurv5<-0.0868030339] yes=65,no=66,missing=65,gain=8.63467407,cover=23599
- 65:leaf=0.00151073316,cover=0
- 66:leaf=-0.00106352405,cover=0
- 16:[Curv5<-0.134546712] yes=33,no=34,missing=33,gain=5.23432255,cover=40783
- 33:[LGI5<3.51961541] yes=67,no=68,missing=67,gain=4.46494102,cover=39878
- 67:leaf=-0.00088816369,cover=0
- 68:leaf=0.000319806335,cover=0
- 34:[Area5<0.694293797] yes=69,no=70,missing=70,gain=1.61266661,cover=905
- 69:leaf=-0.000111450921,cover=0
- 70:leaf=0.00458452431,cover=0
- 8:[Pol<13.2006302] yes=17,no=18,missing=17,gain=3.31256509,cover=49503
- 17:[PialCurv5<-0.0737633556] yes=35,no=36,missing=35,gain=2.58123612,cover=22146
- 35:[LGI5<2.91278505] yes=71,no=72,missing=72,gain=0.900073826,cover=21974
- 71:leaf=0.000805378077,cover=0
- 72:leaf=-0.000230668156,cover=0
- 36:[LGI5<3.70550299] yes=73,no=74,missing=73,gain=1.72664285,cover=172
- 73:leaf=0.00816716254,cover=0
- 74:leaf=-0.00544384774,cover=0
- 18:[PialArea5<0.882323086] yes=37,no=38,missing=37,gain=2.86584425,cover=27357
- 37:[LGI5<2.84729719] yes=75,no=76,missing=75,gain=1.11709189,cover=9525
- 75:leaf=-0.00280357013,cover=0
- 76:leaf=0.000152939392,cover=0
- 38:[Curv5<-0.249691159] yes=77,no=78,missing=77,gain=4.87184811,cover=17832
- 77:leaf=0.0021022358,cover=0
- 78:leaf=0.000425900624,cover=0
- 4:[Ecc<9.0678978] yes=9,no=10,missing=9,gain=3.42717171,cover=872
- 9:[Ecc<0.669936359] yes=19,no=20,missing=20,gain=1.859056,cover=824
- 19:[Area5<0.732334435] yes=39,no=40,missing=39,gain=4.37428856,cover=308
- 39:[Pol<71.8249207] yes=79,no=80,missing=79,gain=2.61004591,cover=272
- 79:leaf=-0.014127274,cover=0
- 80:leaf=-0.00147878088,cover=0
- 40:[Area5<0.833255887] yes=81,no=82,missing=81,gain=1.00185204,cover=36
- 81:leaf=0.0174262766,cover=0
- 82:leaf=-0.00755589968,cover=0
- 20:[Ecc<2.42687178] yes=41,no=42,missing=41,gain=3.79796886,cover=516
- 41:[Area5<0.625618935] yes=83,no=84,missing=84,gain=3.45611572,cover=302
- 83:leaf=-0.00156330038,cover=0
- 84:leaf=-0.0134697231,cover=0
- 42:[LGI5<2.87999082] yes=85,no=86,missing=85,gain=3.67883039,cover=214
- 85:leaf=0.00164359435,cover=0
- 86:leaf=-0.0153224515,cover=0
- 10:[Area5<0.742118597] yes=21,no=22,missing=21,gain=2.34087944,cover=48
- 21:[Pol<5.90224934] yes=43,no=44,missing=44,gain=0.914359629,cover=33
- 43:[PialCurv5<-0.0133872591] yes=87,no=88,missing=87,gain=0.131701559,cover=16
- 87:leaf=0.00353960576,cover=0
- 88:leaf=-0.00873433519,cover=0
- 44:[Pol<19.2006226] yes=89,no=90,missing=89,gain=0.242631912,cover=17
- 89:leaf=0.0117149996,cover=0
- 90:leaf=-0.00301215658,cover=0
- 22:[LGI5<3.34776258] yes=45,no=46,missing=45,gain=1.66215873,cover=15
- 45:[Pol<8.56911278] yes=91,no=92,missing=91,gain=0.00447654724,cover=11
- 91:leaf=0.0351992175,cover=0
- 92:leaf=0.0100060022,cover=0
- 46:[Pol<5.90224934] yes=93,no=94,missing=93,gain=0.0140323676,cover=4
- 93:leaf=-0.00406330545,cover=0
- 94:leaf=0.00148001616,cover=0
- 2:[LGI5<2.36851335] yes=5,no=6,missing=5,gain=2.73351383,cover=4458281
- 5:[Ecc<7.49602938] yes=11,no=12,missing=11,gain=5.63631153,cover=475313
- 11:[Curv5<0.147363082] yes=23,no=24,missing=24,gain=4.96936655,cover=457846
- 23:[PialCurv5<0.137877449] yes=47,no=48,missing=47,gain=7.88165379,cover=393472
- 47:[Area5<0.68633163] yes=95,no=96,missing=95,gain=4.65689468,cover=348654
- 95:leaf=0.000263930298,cover=0
- 96:leaf=-0.000133876092,cover=0
- 48:[LGI5<2.16230083] yes=97,no=98,missing=98,gain=8.78522205,cover=44818
- 97:leaf=-0.00208222563,cover=0
- 98:leaf=0.00101518491,cover=0
- 24:[Sulc0<-0.469276249] yes=49,no=50,missing=49,gain=2.33560991,cover=64374
- 49:[LGI5<2.29093218] yes=99,no=100,missing=99,gain=4.05751133,cover=656
- 99:leaf=-0.0060620117,cover=0
- 100:leaf=0.00220183469,cover=0
- 50:[Pol<102.778297] yes=101,no=102,missing=101,gain=1.52093649,cover=63718
- 101:leaf=4.77144931e-05,cover=0
- 102:leaf=-0.000442812074,cover=0
- 12:[PialCurv5<0.493508637] yes=25,no=26,missing=26,gain=3.84772301,cover=17467
- 25:[Pol<105.462654] yes=51,no=52,missing=51,gain=2.84552956,cover=17406
- 51:[Sulc0<-0.0936657563] yes=103,no=104,missing=103,gain=4.41022348,cover=7070
- 103:leaf=-0.00434138719,cover=0
- 104:leaf=-0.00101119524,cover=0
- 52:[Ecc<10.569519] yes=105,no=106,missing=105,gain=5.92974281,cover=10336
- 105:leaf=0.000153595378,cover=0
- 106:leaf=-0.0036319287,cover=0
- 26:[LGI5<2.36078882] yes=53,no=54,missing=54,gain=1.45755982,cover=61
- 53:[Ecc<11.3532677] yes=107,no=108,missing=107,gain=0.0735629797,cover=48
- 107:leaf=0.00836052373,cover=0
- 108:leaf=0.00310623436,cover=0
- 54:leaf=0.0259786285,cover=0
- 6:[Ecc<0.406764686] yes=13,no=14,missing=13,gain=4.41327858,cover=3982968
- 13:[LGI5<2.44319153] yes=27,no=28,missing=27,gain=6.61007977,cover=28350
- 27:[Area5<0.648839295] yes=55,no=56,missing=55,gain=8.87982273,cover=13292
- 55:[MidArea5<0.612316132] yes=109,no=110,missing=110,gain=3.85243702,cover=8497
- 109:leaf=-0.000882268592,cover=0
- 110:leaf=0.00130421761,cover=0
- 56:[Sulc0<-0.540693521] yes=111,no=112,missing=111,gain=5.9882946,cover=4795
- 111:leaf=0.00498013664,cover=0
- 112:leaf=0.00144363393,cover=0
- 28:[MidArea5<0.897373378] yes=57,no=58,missing=58,gain=7.94763994,cover=15058
- 57:[PialCurv5<-0.190801308] yes=113,no=114,missing=113,gain=3.14904952,cover=14203
- 113:leaf=0.0166786388,cover=0
- 114:leaf=-0.000413444825,cover=0
- 58:[Area5<0.846071243] yes=115,no=116,missing=115,gain=3.81210136,cover=855
- 115:leaf=0.00606230972,cover=0
- 116:leaf=-0.00291657192,cover=0
- 14:[LGI5<2.44958925] yes=29,no=30,missing=29,gain=4.52873659,cover=3954618
- 29:[Ecc<11.8489361] yes=59,no=60,missing=59,gain=14.3251543,cover=369952
- 59:[Pol<57.0350037] yes=117,no=118,missing=117,gain=15.5347919,cover=366999
- 117:leaf=0.000750110543,cover=0
- 118:leaf=-0.000264437898,cover=0
- 60:[Area5<0.691153347] yes=119,no=120,missing=119,gain=14.4295111,cover=2953
- 119:leaf=-0.00746703893,cover=0
- 120:leaf=-0.00044914239,cover=0
- 30:[LGI5<2.48603988] yes=61,no=62,missing=61,gain=5.92041588,cover=3584666
- 61:[Pol<119.777687] yes=121,no=122,missing=122,gain=8.34456635,cover=177856
- 121:leaf=0.000530643563,cover=0
- 122:leaf=-0.000198091497,cover=0
- 62:[Ecc<3.35458159] yes=123,no=124,missing=124,gain=8.27390194,cover=3406810
- 123:leaf=-0.000299302454,cover=0
- 124:leaf=1.53960773e-05,cover=0
-booster[489]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=2,gain=1.38111603,cover=5124388
- 1:[MidArea5<0.439916283] yes=3,no=4,missing=4,gain=1.02262414,cover=40033
- 3:[Area5<0.64983958] yes=7,no=8,missing=8,gain=5.64376831,cover=21475
- 7:[Pol<95.6227875] yes=15,no=16,missing=15,gain=1.42370391,cover=20401
- 15:[Curv5<0.116796501] yes=31,no=32,missing=31,gain=1.28704762,cover=6910
- 31:[Ecc<9.75650311] yes=63,no=64,missing=63,gain=0.462882161,cover=304
- 63:leaf=0.00278194738,cover=0
- 64:leaf=-0.00299955788,cover=0
- 32:[PialCurv5<0.128475845] yes=65,no=66,missing=66,gain=1.92558908,cover=6606
- 65:leaf=0.004912348,cover=0
- 66:leaf=0.00088154478,cover=0
- 16:[Ecc<29.3556995] yes=33,no=34,missing=33,gain=1.62063313,cover=13491
- 33:[LGI5<3.268116] yes=67,no=68,missing=67,gain=1.57531738,cover=13074
- 67:leaf=8.41618239e-05,cover=0
- 68:leaf=-0.00221111975,cover=0
- 34:[LGI5<3.28291535] yes=69,no=70,missing=69,gain=1.38770235,cover=417
- 69:leaf=0.0010146097,cover=0
- 70:leaf=0.00708168745,cover=0
- 8:[Ecc<17.7876587] yes=17,no=18,missing=17,gain=1.78560829,cover=1074
- 17:[Sulc0<0.676033437] yes=35,no=36,missing=35,gain=0.868815422,cover=582
- 35:[LGI5<2.33061647] yes=71,no=72,missing=72,gain=1.00616503,cover=130
- 71:leaf=0.000272251375,cover=0
- 72:leaf=0.011611497,cover=0
- 36:[Area5<0.667375207] yes=73,no=74,missing=73,gain=0.563498974,cover=452
- 73:leaf=0.00369711476,cover=0
- 74:leaf=0.00756684272,cover=0
- 18:[Sulc0<0.74744761] yes=37,no=38,missing=37,gain=2.25291419,cover=492
- 37:[Pol<87.9431763] yes=75,no=76,missing=75,gain=0.415343761,cover=65
- 75:leaf=-0.00282303174,cover=0
- 76:leaf=-0.0108738961,cover=0
- 38:[LGI5<3.25380015] yes=77,no=78,missing=77,gain=0.692948699,cover=427
- 77:leaf=0.00154196913,cover=0
- 78:leaf=0.00567514775,cover=0
- 4:[Curv5<0.266060919] yes=9,no=10,missing=10,gain=1.84061861,cover=18558
- 9:[Area5<0.702101529] yes=19,no=20,missing=19,gain=1.69336152,cover=17953
- 19:[Curv5<0.18040961] yes=39,no=40,missing=39,gain=0.989076436,cover=14102
- 39:[PialCurv5<0.0171581414] yes=79,no=80,missing=80,gain=1.93939829,cover=6031
- 79:leaf=-0.00754179433,cover=0
- 80:leaf=0.000444636185,cover=0
- 40:[Sulc0<0.74744761] yes=81,no=82,missing=81,gain=1.38878846,cover=8071
- 81:leaf=0.000512923754,cover=0
- 82:leaf=-0.000926653855,cover=0
- 20:[MidArea5<0.468026847] yes=41,no=42,missing=41,gain=2.07367992,cover=3851
- 41:[LGI5<3.3215456] yes=83,no=84,missing=83,gain=0.354301453,cover=399
- 83:leaf=0.00528138783,cover=0
- 84:leaf=0.00175985997,cover=0
- 42:[Ecc<38.0136108] yes=85,no=86,missing=85,gain=1.7692883,cover=3452
- 85:leaf=0.0012037101,cover=0
- 86:leaf=-0.00165029522,cover=0
- 10:[PialCurv5<0.493508637] yes=21,no=22,missing=22,gain=0.688777924,cover=605
- 21:[Ecc<31.520586] yes=43,no=44,missing=43,gain=0.893169522,cover=335
- 43:[Area5<0.713311911] yes=87,no=88,missing=87,gain=0.932512581,cover=270
- 87:leaf=-0.000551451172,cover=0
- 88:leaf=0.0131719336,cover=0
- 44:[LGI5<3.268116] yes=89,no=90,missing=89,gain=0.351973772,cover=65
- 89:leaf=-0.00241259928,cover=0
- 90:leaf=-0.00983150583,cover=0
- 22:[Pol<81.5476837] yes=45,no=46,missing=46,gain=0.501380682,cover=270
- 45:[Ecc<26.874506] yes=91,no=92,missing=91,gain=0.361172318,cover=23
- 91:leaf=0.014370027,cover=0
- 92:leaf=-0.000700688979,cover=0
- 46:[PialArea5<0.245474651] yes=93,no=94,missing=93,gain=0.519223452,cover=247
- 93:leaf=-0.00769031001,cover=0
- 94:leaf=-0.00306287454,cover=0
- 2:[Area5<0.483568966] yes=5,no=6,missing=6,gain=1.36955893,cover=5084355
- 5:[PialCurv5<-0.0245349593] yes=11,no=12,missing=11,gain=2.93412685,cover=201762
- 11:[PialCurv5<-0.0990834236] yes=23,no=24,missing=24,gain=3.67560911,cover=191776
- 23:[Ecc<1.68457866] yes=47,no=48,missing=47,gain=4.06584501,cover=145289
- 47:[PialArea5<0.772500634] yes=95,no=96,missing=95,gain=4.51732349,cover=50795
- 95:leaf=-0.000905808527,cover=0
- 96:leaf=6.1049861e-05,cover=0
- 48:[PialCurv5<-0.138158455] yes=97,no=98,missing=97,gain=3.66829443,cover=94494
- 97:leaf=0.000554747239,cover=0
- 98:leaf=-6.83654507e-05,cover=0
- 24:[Ecc<6.81643343] yes=49,no=50,missing=49,gain=4.34075642,cover=46487
- 49:[LGI5<2.51629615] yes=99,no=100,missing=99,gain=2.7914257,cover=38242
- 99:leaf=0.000573463971,cover=0
- 100:leaf=0.00166304898,cover=0
- 50:[Ecc<18.5999508] yes=101,no=102,missing=101,gain=2.98657513,cover=8245
- 101:leaf=-0.000954329967,cover=0
- 102:leaf=0.00144285406,cover=0
- 12:[LGI5<3.78836131] yes=25,no=26,missing=25,gain=4.22910404,cover=9986
- 25:[LGI5<3.60428405] yes=51,no=52,missing=52,gain=3.45166898,cover=9880
- 51:[Ecc<26.4278679] yes=103,no=104,missing=104,gain=4.49150848,cover=9782
- 103:leaf=-0.000461693766,cover=0
- 104:leaf=-0.00557608111,cover=0
- 52:[Pol<71.8249207] yes=105,no=106,missing=105,gain=2.19029951,cover=98
- 105:leaf=0.0119712958,cover=0
- 106:leaf=-0.00786225963,cover=0
- 26:[Ecc<19.4699688] yes=53,no=54,missing=53,gain=0.896576405,cover=106
- 53:[PialCurv5<0.0851107761] yes=107,no=108,missing=107,gain=0.340966463,cover=83
- 107:leaf=-0.00942962244,cover=0
- 108:leaf=-0.000819699024,cover=0
- 54:[Sulc0<0.74744761] yes=109,no=110,missing=110,gain=0.904900074,cover=23
- 109:leaf=-0.0309932567,cover=0
- 110:leaf=-0.0101074977,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=14,gain=2.14035416,cover=4882593
- 13:[LGI5<2.32613516] yes=27,no=28,missing=27,gain=1.88843155,cover=13596
- 27:[Pol<15.1533136] yes=55,no=56,missing=56,gain=0.996181011,cover=565
- 55:[Ecc<1.57116413] yes=111,no=112,missing=111,gain=0.856316328,cover=44
- 111:leaf=0.0130739082,cover=0
- 112:leaf=-0.00769545743,cover=0
- 56:[PialArea5<0.790770054] yes=113,no=114,missing=113,gain=0.905254841,cover=521
- 113:leaf=0.00461464189,cover=0
- 114:leaf=0.000401023222,cover=0
- 28:[PialArea5<1.00930154] yes=57,no=58,missing=58,gain=2.02381325,cover=13031
- 57:[PialCurv5<-0.151339546] yes=115,no=116,missing=115,gain=1.52891922,cover=12270
- 115:leaf=0.000912913296,cover=0
- 116:leaf=-0.000539039494,cover=0
- 58:[Ecc<3.80337262] yes=117,no=118,missing=117,gain=2.48036718,cover=761
- 117:leaf=-0.0103341937,cover=0
- 118:leaf=-0.00102578592,cover=0
- 14:[Sulc0<-0.325671464] yes=29,no=30,missing=29,gain=1.85717511,cover=4868997
- 29:[PialArea5<0.727568209] yes=59,no=60,missing=59,gain=4.57417202,cover=2131801
- 59:[Ecc<4.60336304] yes=119,no=120,missing=120,gain=10.3631821,cover=230885
- 119:leaf=3.11702606e-05,cover=0
- 120:leaf=-0.000647310168,cover=0
- 60:[Curv5<-0.0816265643] yes=121,no=122,missing=121,gain=3.72135186,cover=1900916
- 121:leaf=-4.41066913e-05,cover=0
- 122:leaf=0.00017453781,cover=0
- 30:[PialCurv5<-0.154837668] yes=61,no=62,missing=61,gain=6.09420013,cover=2737196
- 61:[LGI5<2.70478106] yes=123,no=124,missing=123,gain=5.99992132,cover=11542
- 123:leaf=0.00118139712,cover=0
- 124:leaf=-0.00169100263,cover=0
- 62:[Curv5<-0.222158164] yes=125,no=126,missing=126,gain=8.34717464,cover=2725654
- 125:leaf=0.000777639565,cover=0
- 126:leaf=1.26386603e-05,cover=0
-booster[490]:
-0:[PialArea5<0.445556581] yes=1,no=2,missing=2,gain=1.30912566,cover=5124388
- 1:[PialCurv5<-0.0154925911] yes=3,no=4,missing=3,gain=6.19245529,cover=646091
- 3:[Pol<100.628822] yes=7,no=8,missing=7,gain=2.57958746,cover=7907
- 7:[Curv5<0.0595101416] yes=15,no=16,missing=15,gain=2.77301598,cover=4013
- 15:[Sulc0<0.33585754] yes=31,no=32,missing=32,gain=3.85457802,cover=2834
- 31:[Area5<0.551487505] yes=63,no=64,missing=63,gain=2.1864624,cover=2296
- 63:leaf=-0.00106815866,cover=0
- 64:leaf=-0.0043349131,cover=0
- 32:[MidArea5<0.559431195] yes=65,no=66,missing=66,gain=2.49277782,cover=538
- 65:leaf=-0.00592953246,cover=0
- 66:leaf=-0.0194271691,cover=0
- 16:[Area5<0.586059749] yes=33,no=34,missing=33,gain=2.55558324,cover=1179
- 33:[Pol<79.5617371] yes=67,no=68,missing=67,gain=4.31901932,cover=235
- 67:leaf=0.00359883159,cover=0
- 68:leaf=-0.0102394009,cover=0
- 34:[Pol<95.6227875] yes=69,no=70,missing=69,gain=1.69376993,cover=944
- 69:leaf=0.00188256265,cover=0
- 70:leaf=-0.0040075588,cover=0
- 8:[Curv5<0.0935273841] yes=17,no=18,missing=17,gain=4.05456495,cover=3894
- 17:[Pol<128.951508] yes=35,no=36,missing=36,gain=3.42690277,cover=3023
- 35:[MidArea5<0.56810379] yes=71,no=72,missing=71,gain=2.9823215,cover=1479
- 71:leaf=0.00247709895,cover=0
- 72:leaf=-0.0146130025,cover=0
- 36:[Sulc0<0.0850813463] yes=73,no=74,missing=74,gain=1.81610322,cover=1544
- 73:leaf=-0.000600910396,cover=0
- 74:leaf=-0.00619702926,cover=0
- 18:[MidArea5<0.559431195] yes=37,no=38,missing=37,gain=2.14521456,cover=871
- 37:[LGI5<2.25075769] yes=75,no=76,missing=75,gain=1.52282286,cover=798
- 75:leaf=-0.011330313,cover=0
- 76:leaf=-0.00349034718,cover=0
- 38:[LGI5<3.1967752] yes=77,no=78,missing=77,gain=1.30354989,cover=73
- 77:leaf=0.00756972237,cover=0
- 78:leaf=-0.0104720658,cover=0
- 4:[Pol<80.8913651] yes=9,no=10,missing=9,gain=5.90602112,cover=638184
- 9:[Curv5<0.10516572] yes=19,no=20,missing=19,gain=7.9928956,cover=68243
- 19:[Pol<68.1421661] yes=39,no=40,missing=39,gain=4.77185345,cover=10684
- 39:[LGI5<3.06122994] yes=79,no=80,missing=79,gain=9.64557171,cover=3050
- 79:leaf=0.000383344654,cover=0
- 80:leaf=0.00602764031,cover=0
- 40:[LGI5<3.30554914] yes=81,no=82,missing=81,gain=5.63422966,cover=7634
- 81:leaf=0.00183256646,cover=0
- 82:leaf=-0.00144547573,cover=0
- 20:[Area5<0.680766582] yes=41,no=42,missing=41,gain=4.40815544,cover=57559
- 41:[LGI5<3.55025291] yes=83,no=84,missing=83,gain=4.71342802,cover=25262
- 83:leaf=-0.000418303069,cover=0
- 84:leaf=0.00197752169,cover=0
- 42:[Ecc<43.8470497] yes=85,no=86,missing=85,gain=3.66314888,cover=32297
- 85:leaf=0.000933126488,cover=0
- 86:leaf=-0.000430546206,cover=0
- 10:[Pol<108.184875] yes=21,no=22,missing=21,gain=6.62049627,cover=569941
- 21:[Ecc<7.08616447] yes=43,no=44,missing=43,gain=6.09235477,cover=407350
- 43:[Pol<100.090813] yes=87,no=88,missing=87,gain=6.4611845,cover=132833
- 87:leaf=0.000539047993,cover=0
- 88:leaf=-0.000158747425,cover=0
- 44:[Ecc<25.5461979] yes=89,no=90,missing=90,gain=10.3860016,cover=274517
- 89:leaf=-0.000365899381,cover=0
- 90:leaf=0.000399717741,cover=0
- 22:[Curv5<0.183586344] yes=45,no=46,missing=45,gain=5.40017414,cover=162591
- 45:[Ecc<15.121048] yes=91,no=92,missing=91,gain=7.0505209,cover=110464
- 91:leaf=0.000829810102,cover=0
- 92:leaf=1.67406488e-05,cover=0
- 46:[MidArea5<0.535488486] yes=93,no=94,missing=93,gain=2.09554982,cover=52127
- 93:leaf=4.85413075e-05,cover=0
- 94:leaf=-0.000719872303,cover=0
- 2:[MidArea5<0.612316132] yes=5,no=6,missing=5,gain=3.48262572,cover=4478297
- 5:[PialArea5<0.628734469] yes=11,no=12,missing=11,gain=4.44198513,cover=574829
- 11:[Area5<0.639429986] yes=23,no=24,missing=23,gain=11.7380667,cover=443117
- 23:[Ecc<4.46987629] yes=47,no=48,missing=48,gain=11.9118729,cover=200870
- 47:[Pol<120.854889] yes=95,no=96,missing=95,gain=7.66792965,cover=79955
- 95:leaf=-0.000448525039,cover=0
- 96:leaf=0.000536570849,cover=0
- 48:[Sulc0<-0.00176540145] yes=97,no=98,missing=97,gain=17.8010559,cover=120915
- 97:leaf=-0.00148081954,cover=0
- 98:leaf=-0.000258556189,cover=0
- 24:[Sulc0<-0.487093836] yes=49,no=50,missing=49,gain=13.0723372,cover=242247
- 49:[Ecc<11.3532677] yes=99,no=100,missing=99,gain=4.88105392,cover=3431
- 99:leaf=0.00366347074,cover=0
- 100:leaf=-0.00318334973,cover=0
- 50:[Curv5<0.0191024225] yes=101,no=102,missing=101,gain=7.55163908,cover=238816
- 101:leaf=-0.00131348311,cover=0
- 102:leaf=5.06742763e-05,cover=0
- 12:[MidArea5<0.498434067] yes=25,no=26,missing=26,gain=5.35074091,cover=131712
- 25:[LGI5<2.28518939] yes=51,no=52,missing=51,gain=1.11232758,cover=904
- 51:[Ecc<3.03937531] yes=103,no=104,missing=103,gain=0.474069148,cover=140
- 103:leaf=0.00126598612,cover=0
- 104:leaf=-0.00609621266,cover=0
- 52:[MidArea5<0.48507002] yes=105,no=106,missing=105,gain=0.682014465,cover=764
- 105:leaf=0.00690851687,cover=0
- 106:leaf=0.00368200871,cover=0
- 26:[Ecc<1.57116413] yes=53,no=54,missing=53,gain=4.69386387,cover=130808
- 53:[PialCurv5<-0.10074953] yes=107,no=108,missing=107,gain=2.30916762,cover=41507
- 107:leaf=-0.000683452934,cover=0
- 108:leaf=6.41886072e-05,cover=0
- 54:[Curv5<0.0877084062] yes=109,no=110,missing=109,gain=3.09722733,cover=89301
- 109:leaf=0.000296498649,cover=0
- 110:leaf=0.00776597345,cover=0
- 6:[PialArea5<0.601145923] yes=13,no=14,missing=13,gain=5.42560863,cover=3903468
- 13:[Pol<124.735107] yes=27,no=28,missing=27,gain=15.514122,cover=313429
- 27:[Ecc<42.9490852] yes=55,no=56,missing=56,gain=10.9045715,cover=263809
- 55:[Pol<55.3432045] yes=111,no=112,missing=111,gain=11.479147,cover=251559
- 111:leaf=0.00165565894,cover=0
- 112:leaf=5.06619508e-05,cover=0
- 56:[Sulc0<1.11117697] yes=113,no=114,missing=113,gain=4.67298794,cover=12250
- 113:leaf=-0.00187001156,cover=0
- 114:leaf=0.000636725803,cover=0
- 28:[PialCurv5<0.0904879719] yes=57,no=58,missing=57,gain=9.49299812,cover=49620
- 57:[LGI5<2.49934268] yes=115,no=116,missing=115,gain=4.78256607,cover=14881
- 115:leaf=0.000448910811,cover=0
- 116:leaf=0.00256881211,cover=0
- 58:[Area5<0.699748635] yes=117,no=118,missing=117,gain=5.29719448,cover=34739
- 117:leaf=-0.000392043934,cover=0
- 118:leaf=0.000963453203,cover=0
- 14:[Curv5<0.0513985939] yes=29,no=30,missing=29,gain=8.65855885,cover=3590039
- 29:[Sulc0<0.244668111] yes=59,no=60,missing=59,gain=9.86678886,cover=3248801
- 59:[Area5<0.63275224] yes=119,no=120,missing=119,gain=4.94447803,cover=3069331
- 119:leaf=8.53312085e-05,cover=0
- 120:leaf=-5.00952847e-05,cover=0
- 60:[Area5<0.756765008] yes=121,no=122,missing=121,gain=15.9496489,cover=179470
- 121:leaf=0.000688592379,cover=0
- 122:leaf=-0.000334010198,cover=0
- 30:[PialCurv5<0.0616685152] yes=61,no=62,missing=61,gain=13.993453,cover=341238
- 61:[Ecc<5.21075869] yes=123,no=124,missing=124,gain=25.7375507,cover=32812
- 123:leaf=-0.00120874564,cover=0
- 124:leaf=0.00174234679,cover=0
- 62:[Area5<0.714116395] yes=125,no=126,missing=125,gain=8.75304508,cover=308426
- 125:leaf=-0.000755375659,cover=0
- 126:leaf=-0.00017730314,cover=0
-booster[491]:
-0:[PialArea5<0.309935868] yes=1,no=2,missing=1,gain=1.29813051,cover=5124388
- 1:[LGI5<3.42912889] yes=3,no=4,missing=4,gain=1.08802485,cover=120099
- 3:[LGI5<3.31338549] yes=7,no=8,missing=7,gain=4.54139996,cover=110654
- 7:[LGI5<3.25380015] yes=15,no=16,missing=15,gain=1.252707,cover=103748
- 15:[Sulc0<1.02827847] yes=31,no=32,missing=31,gain=1.6324476,cover=99478
- 31:[Pol<95.050293] yes=63,no=64,missing=63,gain=2.06926274,cover=84997
- 63:leaf=0.000645246299,cover=0
- 64:leaf=9.52317641e-05,cover=0
- 32:[LGI5<3.02536297] yes=65,no=66,missing=65,gain=1.74025464,cover=14481
- 65:leaf=-0.000789068581,cover=0
- 66:leaf=0.000322546286,cover=0
- 16:[Ecc<22.4429302] yes=33,no=34,missing=33,gain=5.31363869,cover=4270
- 33:[Pol<119.248337] yes=67,no=68,missing=68,gain=1.59096766,cover=1807
- 67:leaf=-0.00136593159,cover=0
- 68:leaf=0.00531567121,cover=0
- 34:[PialCurv5<0.160740122] yes=69,no=70,missing=69,gain=12.2235956,cover=2463
- 69:leaf=0.0124456482,cover=0
- 70:leaf=0.00129601499,cover=0
- 8:[Area5<0.822840035] yes=17,no=18,missing=17,gain=3.12036729,cover=6906
- 17:[Ecc<41.2560654] yes=35,no=36,missing=35,gain=2.37850809,cover=6855
- 35:[Ecc<15.7955055] yes=71,no=72,missing=71,gain=3.61192131,cover=6040
- 71:leaf=0.00027683549,cover=0
- 72:leaf=-0.00237230025,cover=0
- 36:[PialArea5<0.281252682] yes=73,no=74,missing=73,gain=0.850863218,cover=815
- 73:leaf=0.00274998974,cover=0
- 74:leaf=-0.000501473318,cover=0
- 18:[LGI5<3.3215456] yes=37,no=38,missing=37,gain=0.283396244,cover=51
- 37:leaf=-0.00297070155,cover=0
- 38:[Ecc<42.9490852] yes=75,no=76,missing=76,gain=0.159063339,cover=48
- 75:leaf=0.0129732443,cover=0
- 76:leaf=0.00287145772,cover=0
- 4:[Ecc<16.5318356] yes=9,no=10,missing=9,gain=2.22876024,cover=9445
- 9:[Pol<82.8478928] yes=19,no=20,missing=19,gain=2.35997272,cover=2061
- 19:[Pol<3.6072247] yes=39,no=40,missing=40,gain=1.27601576,cover=160
- 39:leaf=-0.0131899687,cover=0
- 40:[Ecc<12.7231894] yes=77,no=78,missing=78,gain=1.05902386,cover=154
- 77:leaf=0.00312710297,cover=0
- 78:leaf=0.0118755484,cover=0
- 20:[Pol<100.090813] yes=41,no=42,missing=41,gain=3.7972641,cover=1901
- 41:[Sulc0<0.795422614] yes=79,no=80,missing=79,gain=4.5152812,cover=936
- 79:leaf=-0.0056283325,cover=0
- 80:leaf=0.00177742855,cover=0
- 42:[Area5<0.44435063] yes=81,no=82,missing=82,gain=1.87060261,cover=965
- 81:leaf=0.0220052581,cover=0
- 82:leaf=0.00356592098,cover=0
- 10:[Curv5<0.14511615] yes=21,no=22,missing=22,gain=1.32145715,cover=7384
- 21:[PialCurv5<0.0877920389] yes=43,no=44,missing=43,gain=1.82264006,cover=1359
- 43:[LGI5<3.64692807] yes=83,no=84,missing=84,gain=0.937861919,cover=131
- 83:leaf=0.0011388826,cover=0
- 84:leaf=-0.00741444249,cover=0
- 44:[LGI5<3.84897733] yes=85,no=86,missing=85,gain=2.11537933,cover=1228
- 85:leaf=0.00159719854,cover=0
- 86:leaf=0.00861496665,cover=0
- 22:[LGI5<3.78836131] yes=45,no=46,missing=45,gain=0.692077637,cover=6025
- 45:[LGI5<3.70550299] yes=87,no=88,missing=87,gain=1.85699332,cover=5154
- 87:leaf=-0.000154358058,cover=0
- 88:leaf=0.00291463477,cover=0
- 46:[MidArea5<0.451744556] yes=89,no=90,missing=89,gain=1.13983917,cover=871
- 89:leaf=-0.0042572855,cover=0
- 90:leaf=-0.000224882664,cover=0
- 2:[PialCurv5<0.493508637] yes=5,no=6,missing=5,gain=1.55499923,cover=5004289
- 5:[PialCurv5<0.382664889] yes=11,no=12,missing=11,gain=2.4247179,cover=4995129
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=23,gain=1.83343101,cover=4923295
- 23:[Ecc<34.5416374] yes=47,no=48,missing=48,gain=1.87132311,cover=4912716
- 47:[Pol<103.31839] yes=91,no=92,missing=92,gain=3.27143979,cover=4577815
- 91:leaf=4.81189418e-05,cover=0
- 92:leaf=-3.64176922e-05,cover=0
- 48:[Pol<121.948479] yes=93,no=94,missing=93,gain=14.3520603,cover=334901
- 93:leaf=-0.000341970299,cover=0
- 94:leaf=0.000358546124,cover=0
- 24:[Area5<0.681571782] yes=49,no=50,missing=49,gain=2.31438255,cover=10579
- 49:[Ecc<28.2834949] yes=95,no=96,missing=96,gain=4.4921298,cover=1669
- 95:leaf=-0.00915903505,cover=0
- 96:leaf=-0.000222064904,cover=0
- 50:[PialCurv5<0.315450013] yes=97,no=98,missing=97,gain=2.81673837,cover=8910
- 97:leaf=0.0017019388,cover=0
- 98:leaf=-0.000112893227,cover=0
- 12:[Curv5<0.166947007] yes=25,no=26,missing=25,gain=2.6592555,cover=71834
- 25:[MidArea5<0.474339783] yes=51,no=52,missing=51,gain=4.45164442,cover=13402
- 51:[Ecc<30.959959] yes=99,no=100,missing=100,gain=0.716307402,cover=369
- 99:leaf=-0.00419988763,cover=0
- 100:leaf=-0.0107926456,cover=0
- 52:[PialArea5<0.463276565] yes=101,no=102,missing=101,gain=3.8042345,cover=13033
- 101:leaf=5.33856801e-05,cover=0
- 102:leaf=0.00214671926,cover=0
- 26:[Ecc<30.959959] yes=53,no=54,missing=54,gain=1.72699118,cover=58432
- 53:[Sulc0<0.869075775] yes=103,no=104,missing=103,gain=4.23994732,cover=50496
- 103:leaf=-0.00030870334,cover=0
- 104:leaf=-0.00142807886,cover=0
- 54:[LGI5<2.97342348] yes=105,no=106,missing=105,gain=1.17135143,cover=7936
- 105:leaf=0.00149807765,cover=0
- 106:leaf=-4.83074073e-05,cover=0
- 6:[LGI5<3.62495422] yes=13,no=14,missing=14,gain=2.04612303,cover=9160
- 13:[LGI5<2.78495932] yes=27,no=28,missing=27,gain=2.90119386,cover=8824
- 27:[Curv5<0.0655679703] yes=55,no=56,missing=55,gain=2.57873893,cover=5628
- 55:[Area5<0.598585367] yes=107,no=108,missing=108,gain=0.156355381,cover=41
- 107:leaf=-0.0157389194,cover=0
- 108:leaf=-0.00865343865,cover=0
- 56:[Sulc0<-0.0637059584] yes=109,no=110,missing=109,gain=2.99412894,cover=5587
- 109:leaf=0.00387025811,cover=0
- 110:leaf=-0.000162834418,cover=0
- 28:[Sulc0<1.11117697] yes=57,no=58,missing=57,gain=2.22692537,cover=3196
- 57:[Pol<105.995506] yes=111,no=112,missing=111,gain=2.14579296,cover=2449
- 111:leaf=0.0040253317,cover=0
- 112:leaf=0.00103999849,cover=0
- 58:[Ecc<12.5441074] yes=113,no=114,missing=113,gain=1.04476964,cover=747
- 113:leaf=-0.00418833084,cover=0
- 114:leaf=0.000525771,cover=0
- 14:[LGI5<3.74316525] yes=29,no=30,missing=29,gain=0.662851691,cover=336
- 29:[Sulc0<0.812575758] yes=59,no=60,missing=60,gain=1.17959428,cover=159
- 59:[Pol<89.7623749] yes=115,no=116,missing=115,gain=0.152453929,cover=18
- 115:leaf=0.0101081645,cover=0
- 116:leaf=0.000911674288,cover=0
- 60:[MidArea5<0.518836677] yes=117,no=118,missing=118,gain=0.0785069466,cover=141
- 117:leaf=-0.00534234941,cover=0
- 118:leaf=-0.00803618971,cover=0
- 30:[Sulc0<0.915739596] yes=61,no=62,missing=61,gain=0.772934914,cover=177
- 61:[Pol<41.8258972] yes=119,no=120,missing=120,gain=0.17371279,cover=92
- 119:leaf=-0.00193193392,cover=0
- 120:leaf=-0.00631796662,cover=0
- 62:[Pol<96.2546158] yes=121,no=122,missing=122,gain=0.575706482,cover=85
- 121:leaf=0.00122542155,cover=0
- 122:leaf=0.0173075031,cover=0
-booster[492]:
-0:[Sulc0<-1.15707839] yes=1,no=2,missing=2,gain=1.30677211,cover=5124388
- 1:[PialCurv5<-0.116576619] yes=3,no=4,missing=3,gain=2.69391513,cover=60049
- 3:[MidArea5<0.832538009] yes=7,no=8,missing=7,gain=1.8708744,cover=48234
- 7:[Ecc<1.05247808] yes=15,no=16,missing=16,gain=1.58679581,cover=25958
- 15:[PialCurv5<-0.156767949] yes=31,no=32,missing=31,gain=1.79564369,cover=3700
- 31:[LGI5<2.13090348] yes=63,no=64,missing=63,gain=0.719649971,cover=1080
- 63:leaf=0.00574548356,cover=0
- 64:leaf=-0.00135248422,cover=0
- 32:[Curv5<-0.194365487] yes=65,no=66,missing=65,gain=1.8204807,cover=2620
- 65:leaf=0.00159291353,cover=0
- 66:leaf=-0.00484188972,cover=0
- 16:[Curv5<-0.39144522] yes=33,no=34,missing=34,gain=1.30477905,cover=22258
- 33:[Ecc<6.10119486] yes=67,no=68,missing=67,gain=1.38095844,cover=560
- 67:leaf=0.00404361961,cover=0
- 68:leaf=-0.000957123295,cover=0
- 34:[Ecc<2.6050899] yes=69,no=70,missing=70,gain=0.941807032,cover=21698
- 69:leaf=-0.00104174926,cover=0
- 70:leaf=-0.00034273963,cover=0
- 8:[LGI5<2.67457628] yes=17,no=18,missing=17,gain=1.13673854,cover=22276
- 17:[Area5<0.846071243] yes=35,no=36,missing=36,gain=1.97607958,cover=14696
- 35:[Ecc<5.33884621] yes=71,no=72,missing=71,gain=2.05311775,cover=14166
- 71:leaf=0.000566185568,cover=0
- 72:leaf=-0.00196981197,cover=0
- 36:[Curv5<-0.272521824] yes=73,no=74,missing=73,gain=2.00930023,cover=530
- 73:leaf=0.0176691171,cover=0
- 74:leaf=0.00284580933,cover=0
- 18:[LGI5<3.20360112] yes=37,no=38,missing=38,gain=1.52548838,cover=7580
- 37:[LGI5<3.06739473] yes=75,no=76,missing=75,gain=0.934252858,cover=4314
- 75:leaf=-0.000485712488,cover=0
- 76:leaf=-0.00235426705,cover=0
- 38:[Pol<19.2006226] yes=77,no=78,missing=78,gain=1.38235497,cover=3266
- 77:leaf=-0.000379629346,cover=0
- 78:leaf=0.00168102572,cover=0
- 4:[PialArea5<1.02520955] yes=9,no=10,missing=10,gain=1.30109859,cover=11815
- 9:[LGI5<2.27925944] yes=19,no=20,missing=20,gain=2.83025861,cover=2779
- 19:[Ecc<2.3695333] yes=39,no=40,missing=39,gain=1.57892287,cover=822
- 39:[Area5<0.584141672] yes=79,no=80,missing=79,gain=1.1858952,cover=642
- 79:leaf=-0.00255784485,cover=0
- 80:leaf=-0.00811609998,cover=0
- 40:[Pol<26.4235344] yes=81,no=82,missing=81,gain=1.03739262,cover=180
- 81:leaf=0.0121572884,cover=0
- 82:leaf=0.000335106422,cover=0
- 20:[Area5<0.64784193] yes=41,no=42,missing=42,gain=1.56275463,cover=1957
- 41:[PialCurv5<-0.0644776821] yes=83,no=84,missing=84,gain=1.00333011,cover=1529
- 83:leaf=0.000521720562,cover=0
- 84:leaf=-0.00792555604,cover=0
- 42:[LGI5<3.24660802] yes=85,no=86,missing=85,gain=1.42117524,cover=428
- 85:leaf=0.00560489949,cover=0
- 86:leaf=-0.000694079266,cover=0
- 10:[LGI5<3.78836131] yes=21,no=22,missing=21,gain=1.73358536,cover=9036
- 21:[PialCurv5<-0.0905637741] yes=43,no=44,missing=44,gain=1.48739052,cover=8972
- 43:[LGI5<2.50273752] yes=87,no=88,missing=88,gain=1.37660599,cover=7417
- 87:leaf=-0.00052128575,cover=0
- 88:leaf=-0.00201329845,cover=0
- 44:[LGI5<2.25075769] yes=89,no=90,missing=90,gain=3.86352921,cover=1555
- 89:leaf=0.00204287237,cover=0
- 90:leaf=-0.00398163917,cover=0
- 22:[Curv5<-0.203415334] yes=45,no=46,missing=45,gain=0.338215351,cover=64
- 45:[PialCurv5<-0.11578764] yes=91,no=92,missing=91,gain=0.0061334474,cover=9
- 91:leaf=-0.00381986913,cover=0
- 92:leaf=-0.000906635833,cover=0
- 46:[PialArea5<1.29873812] yes=93,no=94,missing=94,gain=0.280556798,cover=55
- 93:leaf=0.0106371213,cover=0
- 94:leaf=0.00260054623,cover=0
- 2:[MidArea5<1.12090862] yes=5,no=6,missing=6,gain=1.61098862,cover=5064339
- 5:[LGI5<2.22170687] yes=11,no=12,missing=11,gain=1.58774996,cover=5007812
- 11:[Area5<0.683950484] yes=23,no=24,missing=23,gain=5.33734322,cover=114261
- 23:[LGI5<2.16230083] yes=47,no=48,missing=47,gain=4.46375847,cover=86807
- 47:[PialArea5<1.06921077] yes=95,no=96,missing=96,gain=4.70624971,cover=28970
- 95:leaf=-0.000314132689,cover=0
- 96:leaf=0.0020801397,cover=0
- 48:[Curv5<0.139330834] yes=97,no=98,missing=97,gain=4.82697964,cover=57837
- 97:leaf=0.000781300419,cover=0
- 98:leaf=-0.000748356921,cover=0
- 24:[Ecc<2.3695333] yes=49,no=50,missing=50,gain=5.98379326,cover=27454
- 49:[Sulc0<-0.732140064] yes=99,no=100,missing=99,gain=4.32054424,cover=11752
- 99:leaf=-0.00119598967,cover=0
- 100:leaf=0.00099487952,cover=0
- 50:[Sulc0<-0.305269122] yes=101,no=102,missing=101,gain=4.19457245,cover=15702
- 101:leaf=-0.00218656752,cover=0
- 102:leaf=-0.000468222512,cover=0
- 12:[Curv5<0.00319097727] yes=25,no=26,missing=25,gain=1.93286121,cover=4893551
- 25:[PialArea5<0.584843099] yes=51,no=52,missing=52,gain=10.8617163,cover=2953382
- 51:[LGI5<2.2730217] yes=103,no=104,missing=103,gain=4.83587742,cover=76610
- 103:leaf=-0.00274941325,cover=0
- 104:leaf=-0.000543564674,cover=0
- 52:[Area5<0.726017833] yes=105,no=106,missing=105,gain=6.08521128,cover=2876772
- 105:leaf=2.7434211e-05,cover=0
- 106:leaf=-0.000140867764,cover=0
- 26:[PialCurv5<0.0308136549] yes=53,no=54,missing=53,gain=14.2714481,cover=1940169
- 53:[MidArea5<0.62992847] yes=107,no=108,missing=108,gain=21.1659813,cover=156123
- 107:leaf=-0.000435871072,cover=0
- 108:leaf=0.000857654901,cover=0
- 54:[PialArea5<0.721636832] yes=109,no=110,missing=109,gain=11.5574694,cover=1784046
- 109:leaf=4.49839281e-05,cover=0
- 110:leaf=-0.000324210589,cover=0
- 6:[Area5<0.747392178] yes=13,no=14,missing=13,gain=3.21326065,cover=56527
- 13:[Sulc0<-0.849334478] yes=27,no=28,missing=28,gain=4.13444853,cover=7295
- 27:[Ecc<3.48115921] yes=55,no=56,missing=55,gain=3.53067136,cover=4304
- 55:[PialCurv5<-0.0905637741] yes=111,no=112,missing=111,gain=2.52084017,cover=3013
- 111:leaf=0.00177683798,cover=0
- 112:leaf=-0.00238244678,cover=0
- 56:[LGI5<2.49595737] yes=113,no=114,missing=113,gain=4.64160824,cover=1291
- 113:leaf=-0.00638299808,cover=0
- 114:leaf=8.58324711e-05,cover=0
- 28:[LGI5<2.44639945] yes=57,no=58,missing=57,gain=3.76043701,cover=2991
- 57:[Curv5<-0.177508175] yes=115,no=116,missing=116,gain=5.23818493,cover=893
- 115:leaf=0.000780938775,cover=0
- 116:leaf=0.00856998563,cover=0
- 58:[PialCurv5<-0.0931780562] yes=117,no=118,missing=117,gain=2.86706185,cover=2098
- 117:leaf=0.00280470005,cover=0
- 118:leaf=-0.00113368733,cover=0
- 14:[PialArea5<1.00930154] yes=29,no=30,missing=30,gain=2.78836632,cover=49232
- 29:[Pol<108.184875] yes=59,no=60,missing=60,gain=0.886322737,cover=453
- 59:[LGI5<2.30180311] yes=119,no=120,missing=119,gain=0.525820732,cover=224
- 119:leaf=-0.00507925032,cover=0
- 120:leaf=0.00261901249,cover=0
- 60:[PialCurv5<0.236826599] yes=121,no=122,missing=121,gain=1.45440936,cover=229
- 121:leaf=0.00777763641,cover=0
- 122:leaf=-0.00376740098,cover=0
- 30:[PialCurv5<-0.103163145] yes=61,no=62,missing=61,gain=2.12426305,cover=48779
- 61:[Curv5<-0.141545609] yes=123,no=124,missing=124,gain=2.52727318,cover=24753
- 123:leaf=-0.000338571059,cover=0
- 124:leaf=0.00230739708,cover=0
- 62:[Curv5<-0.180574343] yes=125,no=126,missing=125,gain=3.66738749,cover=24026
- 125:leaf=0.00231889542,cover=0
- 126:leaf=0.000220513204,cover=0
-booster[493]:
-0:[Ecc<1.21076584] yes=1,no=2,missing=2,gain=1.35537565,cover=5124388
- 1:[Pol<147.599014] yes=3,no=4,missing=4,gain=10.4654636,cover=383095
- 3:[Pol<111.846848] yes=7,no=8,missing=7,gain=9.59941959,cover=282370
- 7:[Sulc0<-0.586468518] yes=15,no=16,missing=15,gain=11.4744854,cover=203569
- 15:[PialCurv5<-0.0819871053] yes=31,no=32,missing=31,gain=12.7606421,cover=146707
- 31:[Curv5<-0.125495523] yes=63,no=64,missing=63,gain=6.47185898,cover=105958
- 63:leaf=-0.000254880724,cover=0
- 64:leaf=0.00165435707,cover=0
- 32:[Pol<59.5955544] yes=65,no=66,missing=65,gain=12.4386168,cover=40749
- 65:leaf=-0.000106252228,cover=0
- 66:leaf=0.00165164028,cover=0
- 16:[Curv5<-0.0881721899] yes=33,no=34,missing=33,gain=10.2261047,cover=56862
- 33:[Area5<0.536314785] yes=67,no=68,missing=67,gain=10.0999222,cover=18246
- 67:leaf=0.000176670335,cover=0
- 68:leaf=-0.00243380759,cover=0
- 34:[LGI5<2.16230083] yes=69,no=70,missing=70,gain=6.47713995,cover=38616
- 69:leaf=-0.00407177024,cover=0
- 70:leaf=-0.000147853265,cover=0
- 8:[Area5<0.664770067] yes=17,no=18,missing=17,gain=7.83015823,cover=78801
- 17:[PialCurv5<0.0567538291] yes=35,no=36,missing=36,gain=5.57708979,cover=64476
- 35:[Curv5<-0.00402251538] yes=71,no=72,missing=71,gain=6.90989208,cover=58075
- 71:leaf=0.000326921174,cover=0
- 72:leaf=0.00280122017,cover=0
- 36:[Sulc0<-0.338601172] yes=73,no=74,missing=73,gain=6.79376602,cover=6401
- 73:leaf=-0.00296585308,cover=0
- 74:leaf=0.000321462605,cover=0
- 18:[MidArea5<0.603350997] yes=37,no=38,missing=37,gain=3.92117691,cover=14325
- 37:[Sulc0<-0.351394534] yes=75,no=76,missing=75,gain=5.43351555,cover=1221
- 75:leaf=0.00868347194,cover=0
- 76:leaf=0.00176151248,cover=0
- 38:[PialCurv5<0.00652291393] yes=77,no=78,missing=77,gain=4.07649136,cover=13104
- 77:leaf=0.00197038776,cover=0
- 78:leaf=0.000107483778,cover=0
- 4:[PialArea5<0.95820266] yes=9,no=10,missing=10,gain=3.56024551,cover=100725
- 9:[MidArea5<0.750180483] yes=19,no=20,missing=19,gain=5.57506084,cover=87713
- 19:[PialArea5<0.882323086] yes=39,no=40,missing=40,gain=2.92530012,cover=76662
- 39:[LGI5<2.21018219] yes=79,no=80,missing=80,gain=3.19528008,cover=72907
- 79:leaf=0.000480423652,cover=0
- 80:leaf=-0.00066642696,cover=0
- 40:[LGI5<2.31192279] yes=81,no=82,missing=82,gain=2.52642632,cover=3755
- 81:leaf=-0.00120708323,cover=0
- 82:leaf=0.00167911802,cover=0
- 20:[PialCurv5<-0.0487009101] yes=41,no=42,missing=41,gain=4.54814243,cover=11051
- 41:[Area5<0.603367925] yes=83,no=84,missing=84,gain=5.88493347,cover=6071
- 83:leaf=0.000784767326,cover=0
- 84:leaf=-0.00332437712,cover=0
- 42:[PialCurv5<0.01500447] yes=85,no=86,missing=85,gain=5.74001741,cover=4980
- 85:leaf=0.000613535347,cover=0
- 86:leaf=-0.00300151785,cover=0
- 10:[PialCurv5<-0.0656740367] yes=21,no=22,missing=22,gain=4.45436335,cover=13012
- 21:[Area5<0.741095543] yes=43,no=44,missing=43,gain=3.82602382,cover=10307
- 43:[LGI5<2.48283219] yes=87,no=88,missing=87,gain=3.29231024,cover=9597
- 87:leaf=-0.000486193981,cover=0
- 88:leaf=0.00168676663,cover=0
- 44:[Sulc0<-0.586468518] yes=89,no=90,missing=89,gain=3.26012135,cover=710
- 89:leaf=-0.00512484787,cover=0
- 90:leaf=0.00466231303,cover=0
- 22:[PialCurv5<-0.0227819066] yes=45,no=46,missing=45,gain=4.92900324,cover=2705
- 45:[MidArea5<0.914227545] yes=91,no=92,missing=92,gain=3.2556057,cover=2162
- 91:leaf=0.00211587222,cover=0
- 92:leaf=0.00687795505,cover=0
- 46:[Area5<0.675895274] yes=93,no=94,missing=94,gain=2.43391681,cover=543
- 93:leaf=0.00436991779,cover=0
- 94:leaf=-0.00390267256,cover=0
- 2:[Ecc<2.07756257] yes=5,no=6,missing=5,gain=4.9284358,cover=4741293
- 5:[Pol<76.1517639] yes=11,no=12,missing=12,gain=13.1723499,cover=323324
- 11:[PialArea5<0.715215623] yes=23,no=24,missing=23,gain=17.0249481,cover=118779
- 23:[PialCurv5<0.116372027] yes=47,no=48,missing=47,gain=10.5027409,cover=12795
- 47:[Area5<0.624364853] yes=95,no=96,missing=95,gain=13.4954205,cover=10317
- 95:leaf=-0.00111633574,cover=0
- 96:leaf=-0.00478325738,cover=0
- 48:[Sulc0<-0.457356662] yes=97,no=98,missing=98,gain=5.72350645,cover=2478
- 97:leaf=0.00915376469,cover=0
- 98:leaf=0.000270853488,cover=0
- 24:[Curv5<-0.179045901] yes=49,no=50,missing=49,gain=7.92804146,cover=105984
- 49:[Sulc0<-0.776109517] yes=99,no=100,missing=99,gain=4.08792734,cover=58810
- 99:leaf=-0.000650287897,cover=0
- 100:leaf=0.000298533414,cover=0
- 50:[PialCurv5<-0.102360219] yes=101,no=102,missing=101,gain=25.4030762,cover=47174
- 101:leaf=0.00301199476,cover=0
- 102:leaf=-6.13425727e-05,cover=0
- 12:[Pol<98.4687576] yes=25,no=26,missing=25,gain=18.9144897,cover=204545
- 25:[Curv5<0.0595101416] yes=51,no=52,missing=51,gain=15.282238,cover=50620
- 51:[Sulc0<-0.115756653] yes=103,no=104,missing=103,gain=8.03589249,cover=24174
- 103:leaf=0.00252684858,cover=0
- 104:leaf=-0.000252064987,cover=0
- 52:[Sulc0<-0.395407349] yes=105,no=106,missing=105,gain=8.79856682,cover=26446
- 105:leaf=-0.00307399803,cover=0
- 106:leaf=0.000682937913,cover=0
- 26:[Pol<138.971481] yes=53,no=54,missing=53,gain=18.1503906,cover=153925
- 53:[Sulc0<-0.684786558] yes=107,no=108,missing=107,gain=14.053339,cover=87170
- 107:leaf=0.000780360075,cover=0
- 108:leaf=-0.000680903613,cover=0
- 54:[PialCurv5<-0.0779728889] yes=109,no=110,missing=109,gain=29.6022072,cover=66755
- 109:leaf=3.83065199e-05,cover=0
- 110:leaf=0.00227101799,cover=0
- 6:[Ecc<2.91795349] yes=13,no=14,missing=13,gain=4.80470991,cover=4417969
- 13:[Pol<47.409153] yes=27,no=28,missing=27,gain=19.2194366,cover=282873
- 27:[PialCurv5<-0.105644517] yes=55,no=56,missing=55,gain=31.6537685,cover=56327
- 55:[LGI5<2.62417936] yes=111,no=112,missing=111,gain=6.47371817,cover=36961
- 111:leaf=3.25784313e-05,cover=0
- 112:leaf=-0.00185980834,cover=0
- 56:[PialArea5<0.984361112] yes=113,no=114,missing=113,gain=25.7372055,cover=19366
- 113:leaf=0.00488411216,cover=0
- 114:leaf=0.00099286309,cover=0
- 28:[Area5<0.612264991] yes=57,no=58,missing=57,gain=19.9538021,cover=226546
- 57:[Curv5<-0.100392215] yes=115,no=116,missing=115,gain=16.2773342,cover=78460
- 115:leaf=-0.000187775906,cover=0
- 116:leaf=0.00146496238,cover=0
- 58:[PialCurv5<0.00860458333] yes=117,no=118,missing=117,gain=27.8902359,cover=148086
- 117:leaf=-0.00154783356,cover=0
- 118:leaf=-0.000160596566,cover=0
- 14:[Sulc0<-0.516633809] yes=29,no=30,missing=29,gain=2.56523037,cover=4135096
- 29:[PialCurv5<-0.111886919] yes=59,no=60,missing=60,gain=10.3209867,cover=1072833
- 59:[Curv5<-0.16496937] yes=119,no=120,missing=119,gain=48.8510971,cover=615654
- 119:leaf=-1.43215502e-05,cover=0
- 120:leaf=0.00231357757,cover=0
- 60:[Pol<21.2328167] yes=121,no=122,missing=122,gain=18.0629883,cover=457179
- 121:leaf=0.000378946279,cover=0
- 122:leaf=-0.000399095705,cover=0
- 30:[Curv5<-0.132798299] yes=61,no=62,missing=61,gain=8.81452942,cover=3062263
- 61:[PialCurv5<-0.0680129603] yes=123,no=124,missing=124,gain=91.164505,cover=479022
- 123:leaf=-2.22614181e-05,cover=0
- 124:leaf=0.00213271286,cover=0
- 62:[PialCurv5<-0.0868030339] yes=125,no=126,missing=125,gain=61.687458,cover=2583241
- 125:leaf=0.00190540997,cover=0
- 126:leaf=-3.72949617e-05,cover=0
-booster[494]:
-0:[Curv5<-0.303613424] yes=1,no=2,missing=1,gain=1.34568489,cover=5124388
- 1:[PialCurv5<-0.0999256745] yes=3,no=4,missing=3,gain=1.96204376,cover=120099
- 3:[PialArea5<1.22674179] yes=7,no=8,missing=7,gain=1.85763931,cover=116965
- 7:[LGI5<2.57263851] yes=15,no=16,missing=15,gain=1.64014316,cover=114163
- 15:[Area5<0.504816413] yes=31,no=32,missing=32,gain=4.1173296,cover=36663
- 31:[LGI5<2.41724968] yes=63,no=64,missing=63,gain=2.1839478,cover=16679
- 63:leaf=-0.000575632381,cover=0
- 64:leaf=0.000578719249,cover=0
- 32:[Ecc<1.21076584] yes=65,no=66,missing=66,gain=2.16712713,cover=19984
- 65:leaf=-0.000262809655,cover=0
- 66:leaf=0.00120578625,cover=0
- 16:[Ecc<6.87229633] yes=33,no=34,missing=33,gain=2.26652741,cover=77500
- 33:[MidArea5<0.538059175] yes=67,no=68,missing=68,gain=2.67560768,cover=16204
- 67:leaf=0.00177298661,cover=0
- 68:leaf=-0.00061417243,cover=0
- 34:[PialArea5<0.705942631] yes=69,no=70,missing=69,gain=1.3939743,cover=61296
- 69:leaf=-0.000139401862,cover=0
- 70:leaf=0.000388865941,cover=0
- 8:[PialCurv5<-0.181738108] yes=17,no=18,missing=17,gain=1.56947064,cover=2802
- 17:[LGI5<3.11839271] yes=35,no=36,missing=35,gain=0.831562757,cover=624
- 35:[LGI5<2.41022825] yes=71,no=72,missing=72,gain=0.975486517,cover=516
- 71:leaf=-0.00843507517,cover=0
- 72:leaf=-0.00164671894,cover=0
- 36:[Pol<20.2198563] yes=73,no=74,missing=73,gain=0.381484985,cover=108
- 73:leaf=-0.00908403564,cover=0
- 74:leaf=-0.00236240192,cover=0
- 18:[Area5<0.833255887] yes=37,no=38,missing=37,gain=2.19068336,cover=2178
- 37:[Ecc<6.76014757] yes=75,no=76,missing=75,gain=1.29683864,cover=2032
- 75:leaf=-0.000110437177,cover=0
- 76:leaf=-0.00297831628,cover=0
- 38:[Pol<21.2328167] yes=77,no=78,missing=78,gain=0.560134411,cover=146
- 77:leaf=0.00861215312,cover=0
- 78:leaf=0.00239329971,cover=0
- 4:[Ecc<3.48115921] yes=9,no=10,missing=9,gain=2.10570073,cover=3134
- 9:[Pol<101.159882] yes=19,no=20,missing=19,gain=1.79381752,cover=632
- 19:[Pol<26.4235344] yes=39,no=40,missing=39,gain=0.673987389,cover=400
- 39:[Ecc<1.3629595] yes=79,no=80,missing=79,gain=1.39339495,cover=132
- 79:leaf=0.00460337801,cover=0
- 80:leaf=-0.00626508379,cover=0
- 40:[Pol<66.6374893] yes=81,no=82,missing=82,gain=0.452279091,cover=268
- 81:leaf=-0.00925308838,cover=0
- 82:leaf=-0.00506727537,cover=0
- 20:[Ecc<2.07756257] yes=41,no=42,missing=41,gain=1.38879716,cover=232
- 41:[LGI5<2.50608969] yes=83,no=84,missing=83,gain=0.392915279,cover=187
- 83:leaf=-0.00106665213,cover=0
- 84:leaf=-0.00740554882,cover=0
- 42:[Pol<107.129471] yes=85,no=86,missing=85,gain=0.30315733,cover=45
- 85:leaf=0.0160367619,cover=0
- 86:leaf=0.00545323966,cover=0
- 10:[Ecc<4.94054604] yes=21,no=22,missing=21,gain=3.20413804,cover=2502
- 21:[LGI5<2.51969218] yes=43,no=44,missing=43,gain=2.81224895,cover=217
- 43:[LGI5<2.3349762] yes=87,no=88,missing=88,gain=1.38964736,cover=108
- 87:leaf=0.0105803935,cover=0
- 88:leaf=-0.0032394405,cover=0
- 44:[Pol<80.2322083] yes=89,no=90,missing=89,gain=0.796527386,cover=109
- 89:leaf=0.0123495217,cover=0
- 90:leaf=-0.00224660686,cover=0
- 22:[Pol<160.869751] yes=45,no=46,missing=46,gain=1.84531283,cover=2285
- 45:[Pol<151.353775] yes=91,no=92,missing=91,gain=1.75354385,cover=2111
- 91:leaf=-0.000956417236,cover=0
- 92:leaf=0.0046699713,cover=0
- 46:[PialCurv5<-0.058241725] yes=93,no=94,missing=94,gain=0.5874753,cover=174
- 93:leaf=-0.00363328191,cover=0
- 94:leaf=-0.00968901441,cover=0
- 2:[PialArea5<1.0376358] yes=5,no=6,missing=5,gain=1.77908945,cover=5004289
- 5:[Sulc0<-0.745069146] yes=11,no=12,missing=11,gain=3.86266112,cover=4170859
- 11:[PialCurv5<-0.0758950338] yes=23,no=24,missing=23,gain=5.54340744,cover=489246
- 23:[LGI5<2.13090348] yes=47,no=48,missing=47,gain=6.20975828,cover=441371
- 47:[Curv5<-0.151772231] yes=95,no=96,missing=96,gain=8.39160728,cover=5058
- 95:leaf=-0.00109722477,cover=0
- 96:leaf=-0.00683148159,cover=0
- 48:[LGI5<3.34776258] yes=97,no=98,missing=98,gain=5.1225853,cover=436313
- 97:leaf=-0.000236942433,cover=0
- 98:leaf=0.000375426433,cover=0
- 24:[Curv5<-0.115945198] yes=49,no=50,missing=49,gain=12.225647,cover=47875
- 49:[Ecc<5.97554874] yes=99,no=100,missing=99,gain=9.19639301,cover=22340
- 99:leaf=0.00168492889,cover=0
- 100:leaf=-0.000978185679,cover=0
- 50:[PialArea5<0.981038809] yes=101,no=102,missing=102,gain=6.32070541,cover=25535
- 101:leaf=-0.000678961398,cover=0
- 102:leaf=0.00172370579,cover=0
- 12:[PialCurv5<-0.11578764] yes=25,no=26,missing=26,gain=4.81110764,cover=3681613
- 25:[Curv5<-0.183827445] yes=51,no=52,missing=52,gain=47.1349487,cover=287188
- 51:[Pol<78.8803177] yes=103,no=104,missing=104,gain=5.64814138,cover=246927
- 103:leaf=0.000291350094,cover=0
- 104:leaf=-0.000223781783,cover=0
- 52:[MidArea5<0.63161242] yes=105,no=106,missing=106,gain=14.4968033,cover=40261
- 105:leaf=-5.51759331e-05,cover=0
- 106:leaf=0.00227275863,cover=0
- 26:[Curv5<-0.223784685] yes=53,no=54,missing=53,gain=20.0632153,cover=3394425
- 53:[MidArea5<0.739589095] yes=107,no=108,missing=107,gain=10.0710373,cover=42098
- 107:leaf=0.000438174466,cover=0
- 108:leaf=0.0020174121,cover=0
- 54:[Curv5<-0.0575901605] yes=109,no=110,missing=109,gain=11.0772219,cover=3352327
- 109:leaf=-0.000179143943,cover=0
- 110:leaf=2.53869312e-05,cover=0
- 6:[Pol<39.9674568] yes=13,no=14,missing=13,gain=3.95885777,cover=833430
- 13:[LGI5<2.34802985] yes=27,no=28,missing=28,gain=4.91996384,cover=334405
- 27:[PialCurv5<-0.0379593484] yes=55,no=56,missing=56,gain=4.89315319,cover=28182
- 55:[LGI5<2.16230083] yes=111,no=112,missing=111,gain=3.6207695,cover=27576
- 111:leaf=0.00183078367,cover=0
- 112:leaf=-0.000739553885,cover=0
- 56:[LGI5<2.28518939] yes=113,no=114,missing=114,gain=3.27427769,cover=606
- 113:leaf=-0.000706855382,cover=0
- 114:leaf=-0.00818513893,cover=0
- 28:[Area5<0.656552851] yes=57,no=58,missing=57,gain=4.79666138,cover=306223
- 57:[PialCurv5<-0.072655201] yes=115,no=116,missing=115,gain=4.33043385,cover=49426
- 115:leaf=0.000541728747,cover=0
- 116:leaf=-0.00168987818,cover=0
- 58:[Ecc<3.16401935] yes=117,no=118,missing=118,gain=6.68977404,cover=256797
- 117:leaf=0.000510792539,cover=0
- 118:leaf=-0.000205827178,cover=0
- 14:[LGI5<3.84897733] yes=29,no=30,missing=30,gain=5.15768623,cover=499025
- 29:[Pol<164.532394] yes=59,no=60,missing=59,gain=4.1283164,cover=497090
- 59:[Ecc<6.35379457] yes=119,no=120,missing=120,gain=10.0586338,cover=373344
- 119:leaf=-9.98235919e-07,cover=0
- 120:leaf=0.000523079128,cover=0
- 60:[Ecc<7.1378541] yes=121,no=122,missing=121,gain=16.8129101,cover=123746
- 121:leaf=0.000664298248,cover=0
- 122:leaf=-0.000547968957,cover=0
- 30:[Ecc<22.8050022] yes=61,no=62,missing=62,gain=3.73379564,cover=1935
- 61:[Pol<86.0952454] yes=123,no=124,missing=123,gain=1.31495571,cover=1143
- 123:leaf=0.00592023786,cover=0
- 124:leaf=0.000325341971,cover=0
- 62:[LGI5<3.94193578] yes=125,no=126,missing=125,gain=5.03110027,cover=792
- 125:leaf=0.0101314299,cover=0
- 126:leaf=0.00203160639,cover=0
-booster[495]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=1.31582522,cover=5124388
- 1:[LGI5<3.64692807] yes=3,no=4,missing=3,gain=1.540694,cover=5104371
- 3:[LGI5<3.56741142] yes=7,no=8,missing=7,gain=6.30439806,cover=4983994
- 7:[Sulc0<-0.285426885] yes=15,no=16,missing=15,gain=2.00851059,cover=4901425
- 15:[Ecc<5.97554874] yes=31,no=32,missing=31,gain=4.06620932,cover=2372791
- 31:[Area5<0.714924753] yes=63,no=64,missing=63,gain=9.77475452,cover=1308120
- 63:leaf=9.64771898e-05,cover=0
- 64:leaf=-0.000253057951,cover=0
- 32:[LGI5<2.51288176] yes=65,no=66,missing=66,gain=25.9187183,cover=1064671
- 65:leaf=-0.000906600617,cover=0
- 66:leaf=-2.54310762e-05,cover=0
- 16:[Pol<66.6374893] yes=33,no=34,missing=33,gain=7.19193506,cover=2528634
- 33:[Ecc<13.6880245] yes=67,no=68,missing=67,gain=68.0585098,cover=385310
- 67:leaf=-0.00118834712,cover=0
- 68:leaf=0.000267516414,cover=0
- 34:[Ecc<17.2700901] yes=69,no=70,missing=70,gain=10.1796322,cover=2143324
- 69:leaf=0.000132459405,cover=0
- 70:leaf=-0.000123007354,cover=0
- 8:[Ecc<39.5502243] yes=17,no=18,missing=17,gain=13.350132,cover=82569
- 17:[Area5<0.719086528] yes=35,no=36,missing=35,gain=7.93553734,cover=71028
- 35:[Sulc0<0.464385748] yes=71,no=72,missing=71,gain=6.15302467,cover=41693
- 71:leaf=0.000593903824,cover=0
- 72:leaf=-0.000853454228,cover=0
- 36:[MidArea5<0.576365113] yes=73,no=74,missing=73,gain=5.72196102,cover=29335
- 73:leaf=0.00226164609,cover=0
- 74:leaf=-0.00096844224,cover=0
- 18:[MidArea5<0.6850214] yes=37,no=38,missing=37,gain=6.75893402,cover=11541
- 37:[PialCurv5<0.0591915138] yes=75,no=76,missing=75,gain=7.6014328,cover=4645
- 75:leaf=-0.00704901433,cover=0
- 76:leaf=-0.00233786297,cover=0
- 38:[Area5<0.646843374] yes=77,no=78,missing=77,gain=4.74309635,cover=6896
- 77:leaf=0.00300458423,cover=0
- 78:leaf=-0.00144684571,cover=0
- 4:[Ecc<13.8847265] yes=9,no=10,missing=9,gain=20.6755276,cover=120377
- 9:[Pol<97.9094925] yes=19,no=20,missing=19,gain=3.80584335,cover=14166
- 19:[Curv5<-0.158538193] yes=39,no=40,missing=39,gain=6.72411919,cover=7758
- 39:[Area5<0.606435955] yes=79,no=80,missing=79,gain=2.45491624,cover=2803
- 79:leaf=0.0026650941,cover=0
- 80:leaf=-0.00111625332,cover=0
- 40:[Ecc<10.569519] yes=81,no=82,missing=81,gain=7.88318253,cover=4955
- 81:leaf=-0.00634137681,cover=0
- 82:leaf=-0.00208292273,cover=0
- 20:[Ecc<8.48579407] yes=41,no=42,missing=41,gain=3.34366918,cover=6408
- 41:[MidArea5<1.12090862] yes=83,no=84,missing=84,gain=1.87884498,cover=50
- 83:leaf=0.00537531637,cover=0
- 84:leaf=0.0262768921,cover=0
- 42:[Curv5<-0.0273730159] yes=85,no=86,missing=86,gain=1.87233162,cover=6358
- 85:leaf=-0.00178927451,cover=0
- 86:leaf=-5.96990394e-05,cover=0
- 10:[Pol<43.7633247] yes=21,no=22,missing=22,gain=7.83817482,cover=106211
- 21:[LGI5<3.74316525] yes=43,no=44,missing=43,gain=7.88473892,cover=22848
- 43:[MidArea5<0.838749886] yes=87,no=88,missing=87,gain=6.46383476,cover=12143
- 87:leaf=0.00300196442,cover=0
- 88:leaf=0.00061789382,cover=0
- 44:[MidArea5<0.612316132] yes=89,no=90,missing=89,gain=5.04357147,cover=10705
- 89:leaf=0.00458158646,cover=0
- 90:leaf=-2.3025319e-05,cover=0
- 22:[PialArea5<1.15332794] yes=45,no=46,missing=46,gain=7.30336285,cover=83363
- 45:[PialCurv5<0.178517133] yes=91,no=92,missing=91,gain=4.42860651,cover=81343
- 91:leaf=-9.04573317e-05,cover=0
- 92:leaf=0.000768773723,cover=0
- 46:[PialCurv5<-0.00171623251] yes=93,no=94,missing=94,gain=3.35634136,cover=2020
- 93:leaf=0.00288199633,cover=0
- 94:leaf=0.0180899575,cover=0
- 2:[Pol<92.7492142] yes=5,no=6,missing=5,gain=3.01761532,cover=20017
- 5:[MidArea5<0.692627788] yes=11,no=12,missing=11,gain=3.61208725,cover=8614
- 11:[Sulc0<0.464385748] yes=23,no=24,missing=23,gain=3.99935389,cover=4254
- 23:[PialCurv5<-0.062031392] yes=47,no=48,missing=48,gain=4.49658298,cover=2701
- 47:[Ecc<25.5461979] yes=95,no=96,missing=95,gain=2.30643177,cover=751
- 95:leaf=-0.00109836704,cover=0
- 96:leaf=0.00709064165,cover=0
- 48:[Curv5<0.0431617796] yes=97,no=98,missing=97,gain=3.11681366,cover=1950
- 97:leaf=-0.00641536806,cover=0
- 98:leaf=-0.00240058941,cover=0
- 24:[Pol<62.799984] yes=49,no=50,missing=49,gain=2.37841725,cover=1553
- 49:[PialArea5<0.365779996] yes=99,no=100,missing=99,gain=1.60915756,cover=385
- 99:leaf=-0.00876037218,cover=0
- 100:leaf=0.00413584197,cover=0
- 50:[Area5<0.584141672] yes=101,no=102,missing=101,gain=2.68864346,cover=1168
- 101:leaf=0.0126084834,cover=0
- 102:leaf=-0.00166241324,cover=0
- 12:[Sulc0<0.118391842] yes=25,no=26,missing=25,gain=3.47056174,cover=4360
- 25:[Ecc<12.0179253] yes=51,no=52,missing=51,gain=2.26092649,cover=3070
- 51:[PialArea5<0.898016751] yes=103,no=104,missing=103,gain=1.7453022,cover=145
- 103:leaf=0.0115128029,cover=0
- 104:leaf=0.000423315039,cover=0
- 52:[Area5<0.642765105] yes=105,no=106,missing=105,gain=2.04651451,cover=2925
- 105:leaf=0.00231936108,cover=0
- 106:leaf=-0.00179705233,cover=0
- 26:[PialArea5<0.920147538] yes=53,no=54,missing=54,gain=1.86445975,cover=1290
- 53:[Curv5<0.118689038] yes=107,no=108,missing=107,gain=2.11962605,cover=1124
- 107:leaf=0.000716948649,cover=0
- 108:leaf=0.00888609514,cover=0
- 54:[Pol<80.8913651] yes=109,no=110,missing=109,gain=1.18982959,cover=166
- 109:leaf=0.00814120937,cover=0
- 110:leaf=-0.0083308341,cover=0
- 6:[Ecc<15.5679035] yes=13,no=14,missing=13,gain=1.46422291,cover=11403
- 13:[Area5<0.631603718] yes=27,no=28,missing=28,gain=1.07347536,cover=1661
- 27:[Sulc0<0.528918922] yes=55,no=56,missing=55,gain=1.52974653,cover=327
- 55:[PialArea5<0.476533443] yes=111,no=112,missing=111,gain=1.1100266,cover=265
- 111:leaf=-0.00348862517,cover=0
- 112:leaf=0.00415437436,cover=0
- 56:[PialCurv5<0.216171265] yes=113,no=114,missing=113,gain=0.523338079,cover=62
- 113:leaf=0.0138550103,cover=0
- 114:leaf=0.00334521453,cover=0
- 28:[Sulc0<-0.574995995] yes=57,no=58,missing=57,gain=0.974891186,cover=1334
- 57:[Pol<169.412277] yes=115,no=116,missing=116,gain=0.230410159,cover=179
- 115:leaf=-0.0017404512,cover=0
- 116:leaf=-0.00656484906,cover=0
- 58:[Ecc<13.1181517] yes=117,no=118,missing=117,gain=0.977205932,cover=1155
- 117:leaf=-0.0012923925,cover=0
- 118:leaf=0.00218561129,cover=0
- 14:[Sulc0<0.0770083591] yes=29,no=30,missing=30,gain=1.49261153,cover=9742
- 29:[PialArea5<0.696357906] yes=59,no=60,missing=59,gain=1.56749296,cover=5171
- 59:[Pol<146.122681] yes=119,no=120,missing=119,gain=1.1278969,cover=617
- 119:leaf=7.46511141e-05,cover=0
- 120:leaf=0.00449004769,cover=0
- 60:[Ecc<20.7119312] yes=121,no=122,missing=121,gain=2.34523892,cover=4554
- 121:leaf=-0.00125081732,cover=0
- 122:leaf=0.00107080152,cover=0
- 30:[Curv5<0.0146088367] yes=61,no=62,missing=61,gain=2.11626863,cover=4571
- 61:[PialArea5<0.931472182] yes=123,no=124,missing=123,gain=1.89891028,cover=1290
- 123:leaf=-0.00325037912,cover=0
- 124:leaf=0.00227596168,cover=0
- 62:[PialCurv5<-0.019163372] yes=125,no=126,missing=126,gain=4.43502426,cover=3281
- 125:leaf=-0.018325936,cover=0
- 126:leaf=9.68348322e-05,cover=0
-booster[496]:
-0:[PialArea5<0.95820266] yes=1,no=2,missing=2,gain=1.35746634,cover=5124388
- 1:[Pol<177.729218] yes=3,no=4,missing=3,gain=2.89197922,cover=3832066
- 3:[Sulc0<-0.357752919] yes=7,no=8,missing=7,gain=3.13906646,cover=3786310
- 7:[Ecc<5.59685707] yes=15,no=16,missing=15,gain=7.64534903,cover=1176167
- 15:[Pol<58.6768646] yes=31,no=32,missing=31,gain=15.8621006,cover=654074
- 31:[Area5<0.648839295] yes=63,no=64,missing=63,gain=53.12006,cover=158764
- 63:leaf=-7.61342162e-05,cover=0
- 64:leaf=0.00201775949,cover=0
- 32:[Area5<0.669105887] yes=65,no=66,missing=65,gain=38.5749283,cover=495310
- 65:leaf=8.70674485e-05,cover=0
- 66:leaf=-0.00108598173,cover=0
- 16:[Pol<142.520569] yes=33,no=34,missing=33,gain=18.4837646,cover=522093
- 33:[LGI5<2.49934268] yes=67,no=68,missing=67,gain=22.7861195,cover=305684
- 67:leaf=-0.00189608929,cover=0
- 68:leaf=-0.000348890666,cover=0
- 34:[Curv5<-0.0752395913] yes=69,no=70,missing=70,gain=15.9803019,cover=216409
- 69:leaf=0.000289149495,cover=0
- 70:leaf=-0.000990133616,cover=0
- 8:[Curv5<-0.204921171] yes=17,no=18,missing=17,gain=6.28954124,cover=2610143
- 17:[PialCurv5<-0.0982506946] yes=35,no=36,missing=36,gain=9.18333817,cover=67275
- 35:[LGI5<2.77389717] yes=71,no=72,missing=71,gain=6.62870073,cover=56470
- 71:leaf=0.00112796517,cover=0
- 72:leaf=-9.52290357e-05,cover=0
- 36:[PialArea5<0.617149889] yes=73,no=74,missing=73,gain=9.33811569,cover=10805
- 73:leaf=-0.00122937805,cover=0
- 74:leaf=0.00253101764,cover=0
- 18:[PialCurv5<-0.122305259] yes=37,no=38,missing=37,gain=6.86848497,cover=2542868
- 37:[PialArea5<0.721636832] yes=75,no=76,missing=76,gain=9.6533308,cover=10796
- 75:leaf=-0.000725007616,cover=0
- 76:leaf=0.00238450198,cover=0
- 38:[Curv5<-0.0530214235] yes=77,no=78,missing=77,gain=5.97671318,cover=2532072
- 77:leaf=-0.000195377856,cover=0
- 78:leaf=2.42022397e-05,cover=0
- 4:[Ecc<44.7855835] yes=9,no=10,missing=10,gain=2.85511827,cover=45756
- 9:[Sulc0<0.29007864] yes=19,no=20,missing=19,gain=2.82013631,cover=45134
- 19:[Curv5<-0.239749789] yes=39,no=40,missing=40,gain=2.41545248,cover=44460
- 39:[PialCurv5<-0.0896686092] yes=79,no=80,missing=79,gain=1.30668068,cover=7618
- 79:leaf=-0.000286969705,cover=0
- 80:leaf=-0.00923735742,cover=0
- 40:[Ecc<18.8860435] yes=81,no=82,missing=82,gain=5.30205441,cover=36842
- 81:leaf=0.000377355289,cover=0
- 82:leaf=0.00199806341,cover=0
- 20:[Curv5<-0.0963523984] yes=41,no=42,missing=41,gain=1.73998523,cover=674
- 41:[Sulc0<0.33585754] yes=83,no=84,missing=84,gain=0.68712014,cover=38
- 83:leaf=-0.000445707439,cover=0
- 84:leaf=0.0130198374,cover=0
- 42:[PialCurv5<-0.0209923834] yes=85,no=86,missing=85,gain=1.39597416,cover=636
- 85:leaf=-0.0127088269,cover=0
- 86:leaf=-0.00281029521,cover=0
- 10:[Sulc0<-0.123243913] yes=21,no=22,missing=22,gain=0.607157469,cover=622
- 21:[PialArea5<0.806151748] yes=43,no=44,missing=43,gain=0.336895704,cover=469
- 43:[Area5<0.57817024] yes=87,no=88,missing=88,gain=0.238548696,cover=118
- 87:leaf=-0.00157267787,cover=0
- 88:leaf=-0.00619531376,cover=0
- 44:[Area5<0.59157455] yes=89,no=90,missing=90,gain=0.215134636,cover=351
- 89:leaf=-0.003694318,cover=0
- 90:leaf=-0.000657132769,cover=0
- 22:[Area5<0.698189139] yes=45,no=46,missing=45,gain=0.981119156,cover=153
- 45:[LGI5<3.33878016] yes=91,no=92,missing=92,gain=0.135392427,cover=85
- 91:leaf=-0.00711808866,cover=0
- 92:leaf=-0.0115436558,cover=0
- 46:[PialCurv5<0.0218105931] yes=93,no=94,missing=93,gain=0.524312437,cover=68
- 93:leaf=-0.00382779422,cover=0
- 94:leaf=0.00590837514,cover=0
- 2:[LGI5<3.84897733] yes=5,no=6,missing=6,gain=2.29922843,cover=1292322
- 5:[Area5<0.987501919] yes=11,no=12,missing=12,gain=2.02319002,cover=1286229
- 11:[MidArea5<1.21578133] yes=23,no=24,missing=24,gain=2.40024185,cover=1273553
- 23:[Curv5<-0.0320370905] yes=47,no=48,missing=47,gain=2.18252754,cover=1260907
- 47:[PialCurv5<0.000298873958] yes=95,no=96,missing=95,gain=4.2588377,cover=1202591
- 95:leaf=1.40333095e-05,cover=0
- 96:leaf=0.000860806729,cover=0
- 48:[PialCurv5<-0.0173297711] yes=97,no=98,missing=97,gain=36.357666,cover=58316
- 97:leaf=0.00320914807,cover=0
- 98:leaf=-0.000204990021,cover=0
- 24:[LGI5<2.81359315] yes=49,no=50,missing=49,gain=1.95180655,cover=12646
- 49:[Sulc0<-0.108384088] yes=99,no=100,missing=100,gain=2.58873701,cover=8913
- 99:leaf=0.00110192539,cover=0
- 100:leaf=0.024343146,cover=0
- 50:[Ecc<4.53598547] yes=101,no=102,missing=101,gain=4.20934343,cover=3733
- 101:leaf=-0.00574962934,cover=0
- 102:leaf=0.000281941931,cover=0
- 12:[Pol<165.239029] yes=25,no=26,missing=25,gain=2.06525326,cover=12676
- 25:[Pol<114.432869] yes=51,no=52,missing=52,gain=2.78924751,cover=11795
- 51:[PialCurv5<-0.133997425] yes=103,no=104,missing=103,gain=3.75187159,cover=8166
- 103:leaf=-0.00303917751,cover=0
- 104:leaf=0.000161216594,cover=0
- 52:[Ecc<1.46579576] yes=105,no=106,missing=106,gain=7.12811422,cover=3629
- 105:leaf=0.00626710011,cover=0
- 106:leaf=-0.00251580798,cover=0
- 26:[Ecc<32.6813126] yes=53,no=54,missing=53,gain=3.81962824,cover=881
- 53:[LGI5<2.60212255] yes=107,no=108,missing=108,gain=2.76679993,cover=807
- 107:leaf=-0.00197160733,cover=0
- 108:leaf=0.00455776788,cover=0
- 54:[Sulc0<-0.0326132737] yes=109,no=110,missing=109,gain=0.279994965,cover=74
- 109:leaf=-0.00958308484,cover=0
- 110:leaf=0.00687843561,cover=0
- 6:[Pol<25.2957573] yes=13,no=14,missing=14,gain=7.04828739,cover=6093
- 13:[Sulc0<-0.463317156] yes=27,no=28,missing=27,gain=0.967762709,cover=1415
- 27:[Ecc<22.8050022] yes=55,no=56,missing=55,gain=2.73246574,cover=934
- 55:[PialCurv5<-0.0595124774] yes=111,no=112,missing=112,gain=0.811990023,cover=488
- 111:leaf=-0.00414384156,cover=0
- 112:leaf=0.00593983894,cover=0
- 56:[Sulc0<-0.603582025] yes=113,no=114,missing=113,gain=0.343774736,cover=446
- 113:leaf=0.002434453,cover=0
- 114:leaf=-0.000885555346,cover=0
- 28:[Sulc0<0.0530014001] yes=57,no=58,missing=57,gain=1.23835397,cover=481
- 57:[Ecc<39.5502243] yes=115,no=116,missing=116,gain=0.701151371,cover=403
- 115:leaf=-0.00334131834,cover=0
- 116:leaf=-0.00764682097,cover=0
- 58:[PialCurv5<-0.0379593484] yes=117,no=118,missing=117,gain=0.688123345,cover=78
- 117:leaf=0.00960670225,cover=0
- 118:leaf=-0.000942957122,cover=0
- 14:[Ecc<21.3640327] yes=29,no=30,missing=30,gain=5.95565987,cover=4678
- 29:[MidArea5<0.969680429] yes=59,no=60,missing=59,gain=1.39310408,cover=2539
- 59:[Area5<0.710077047] yes=119,no=120,missing=119,gain=1.33291602,cover=2076
- 119:leaf=0.00114117318,cover=0
- 120:leaf=-0.00140150706,cover=0
- 60:[Pol<84.7687759] yes=121,no=122,missing=121,gain=1.6316545,cover=463
- 121:leaf=0.00759188551,cover=0
- 122:leaf=0.000954409072,cover=0
- 30:[PialCurv5<-0.111886919] yes=61,no=62,missing=62,gain=3.15301418,cover=2139
- 61:[Ecc<32.0879669] yes=123,no=124,missing=124,gain=1.22437823,cover=712
- 123:leaf=0.00202990044,cover=0
- 124:leaf=-0.00381760788,cover=0
- 62:[Area5<0.663006425] yes=125,no=126,missing=125,gain=4.43451118,cover=1427
- 125:leaf=0.0110744247,cover=0
- 126:leaf=0.00390941976,cover=0
-booster[497]:
-0:[PialArea5<1.1257062] yes=1,no=2,missing=2,gain=1.28101373,cover=5124388
- 1:[Ecc<1.21076584] yes=3,no=4,missing=3,gain=2.96585083,cover=4620915
- 3:[Pol<146.864227] yes=7,no=8,missing=7,gain=8.26132774,cover=342854
- 7:[Pol<51.9018669] yes=15,no=16,missing=15,gain=10.5248098,cover=243680
- 15:[Area5<0.57817024] yes=31,no=32,missing=31,gain=5.77312946,cover=70751
- 31:[Sulc0<-1.02305627] yes=63,no=64,missing=63,gain=3.11196446,cover=33374
- 63:leaf=0.000846882001,cover=0
- 64:leaf=-0.000295070553,cover=0
- 32:[LGI5<2.26652193] yes=65,no=66,missing=65,gain=4.37274551,cover=37377
- 65:leaf=0.000389034394,cover=0
- 66:leaf=-0.00115477829,cover=0
- 16:[Area5<0.630444467] yes=33,no=34,missing=33,gain=8.48020744,cover=172929
- 33:[LGI5<2.3349762] yes=67,no=68,missing=67,gain=6.00592089,cover=118925
- 67:leaf=-0.000464158598,cover=0
- 68:leaf=0.000264635368,cover=0
- 34:[Ecc<0.618862808] yes=69,no=70,missing=69,gain=12.9262333,cover=54004
- 69:leaf=0.00172343699,cover=0
- 70:leaf=0.000130232831,cover=0
- 8:[LGI5<2.2730217] yes=17,no=18,missing=17,gain=3.31794643,cover=99174
- 17:[LGI5<2.22170687] yes=35,no=36,missing=36,gain=10.1892433,cover=19964
- 35:[LGI5<2.18291569] yes=71,no=72,missing=71,gain=10.1209784,cover=10327
- 71:leaf=-0.00160165434,cover=0
- 72:leaf=0.00152880535,cover=0
- 36:[Sulc0<-0.285426885] yes=73,no=74,missing=73,gain=6.65865898,cover=9637
- 73:leaf=-0.00278220349,cover=0
- 74:leaf=0.0011571272,cover=0
- 18:[Area5<0.576076329] yes=37,no=38,missing=37,gain=2.82969809,cover=79210
- 37:[MidArea5<0.691121161] yes=75,no=76,missing=75,gain=4.21740007,cover=27314
- 75:leaf=-0.00030751896,cover=0
- 76:leaf=0.00119167299,cover=0
- 38:[LGI5<2.69973111] yes=77,no=78,missing=77,gain=3.81233025,cover=51896
- 77:leaf=-0.000534213556,cover=0
- 78:leaf=-0.0031620746,cover=0
- 4:[Ecc<2.02168798] yes=9,no=10,missing=9,gain=4.93676472,cover=4278061
- 9:[Pol<76.1517639] yes=19,no=20,missing=19,gain=17.5358658,cover=270884
- 19:[PialArea5<0.712173045] yes=39,no=40,missing=39,gain=12.8274794,cover=88604
- 39:[PialCurv5<0.125401646] yes=79,no=80,missing=79,gain=9.20901871,cover=11969
- 79:leaf=-0.00255079078,cover=0
- 80:leaf=0.00101886014,cover=0
- 40:[Pol<40.9012032] yes=81,no=82,missing=81,gain=7.55697441,cover=76635
- 81:leaf=0.000365377287,cover=0
- 82:leaf=-0.000627640577,cover=0
- 20:[Pol<97.3566132] yes=41,no=42,missing=41,gain=14.6943512,cover=182280
- 41:[Curv5<0.0736173838] yes=83,no=84,missing=84,gain=14.1422577,cover=44042
- 83:leaf=0.00214913837,cover=0
- 84:leaf=0.000355980097,cover=0
- 42:[Pol<134.743088] yes=85,no=86,missing=86,gain=15.2564449,cover=138238
- 85:leaf=-0.000250855868,cover=0
- 86:leaf=0.000802586961,cover=0
- 10:[Pol<28.4081879] yes=21,no=22,missing=21,gain=4.91564703,cover=4007177
- 21:[Ecc<4.27275372] yes=43,no=44,missing=43,gain=25.7626286,cover=374885
- 43:[Curv5<-0.203415334] yes=87,no=88,missing=87,gain=25.5714283,cover=38995
- 87:leaf=5.33652856e-05,cover=0
- 88:leaf=0.0026155971,cover=0
- 44:[PialCurv5<0.144311354] yes=89,no=90,missing=89,gain=5.93524313,cover=335890
- 89:leaf=4.29603897e-05,cover=0
- 90:leaf=-0.00192676485,cover=0
- 22:[Sulc0<-0.522449493] yes=45,no=46,missing=45,gain=10.1148233,cover=3632292
- 45:[Pol<165.944183] yes=91,no=92,missing=92,gain=20.2699051,cover=674391
- 91:leaf=-0.000372222363,cover=0
- 92:leaf=0.000241703383,cover=0
- 46:[Curv5<-0.215837389] yes=93,no=94,missing=94,gain=7.70856571,cover=2957901
- 93:leaf=0.00039570537,cover=0
- 94:leaf=-5.76982984e-06,cover=0
- 2:[PialCurv5<-0.072655201] yes=5,no=6,missing=5,gain=4.08311319,cover=503473
- 5:[Curv5<-0.108295463] yes=11,no=12,missing=12,gain=20.1300335,cover=411627
- 11:[Area5<0.68633163] yes=23,no=24,missing=23,gain=3.76271677,cover=399485
- 23:[Curv5<-0.212755695] yes=47,no=48,missing=47,gain=4.82097244,cover=127381
- 47:[Ecc<1.10530448] yes=95,no=96,missing=95,gain=4.42384052,cover=61481
- 95:leaf=0.000998267322,cover=0
- 96:leaf=-0.000190176812,cover=0
- 48:[Ecc<3.29132295] yes=97,no=98,missing=98,gain=6.80046558,cover=65900
- 97:leaf=0.000100716206,cover=0
- 98:leaf=0.00111660908,cover=0
- 24:[PialCurv5<-0.105644517] yes=49,no=50,missing=49,gain=2.8994813,cover=272104
- 49:[Curv5<-0.138079464] yes=99,no=100,missing=99,gain=33.566143,cover=157825
- 99:leaf=-0.000256891333,cover=0
- 100:leaf=0.00543195894,cover=0
- 50:[Curv5<-0.171285838] yes=101,no=102,missing=101,gain=14.1886578,cover=114279
- 101:leaf=0.0010059037,cover=0
- 102:leaf=-0.000201962917,cover=0
- 12:[Ecc<3.29132295] yes=25,no=26,missing=25,gain=11.8887768,cover=12142
- 25:[Pol<144.670364] yes=51,no=52,missing=52,gain=8.578228,cover=2514
- 51:[PialCurv5<-0.142826259] yes=103,no=104,missing=103,gain=5.2419014,cover=2304
- 103:leaf=-0.0273610093,cover=0
- 104:leaf=0.00450148759,cover=0
- 52:[Ecc<2.25101852] yes=105,no=106,missing=106,gain=13.6479797,cover=210
- 105:leaf=0.00157634378,cover=0
- 106:leaf=0.0270487852,cover=0
- 26:[Pol<134.081207] yes=53,no=54,missing=53,gain=8.18307495,cover=9628
- 53:[Area5<0.610838115] yes=107,no=108,missing=107,gain=5.3282671,cover=6449
- 107:leaf=-0.0168199353,cover=0
- 108:leaf=0.000445539452,cover=0
- 54:[Ecc<7.90440989] yes=109,no=110,missing=109,gain=9.66645432,cover=3179
- 109:leaf=0.00587553345,cover=0
- 110:leaf=0.000323767628,cover=0
- 6:[Area5<0.745235085] yes=13,no=14,missing=13,gain=16.613081,cover=91846
- 13:[Curv5<-0.148390457] yes=27,no=28,missing=27,gain=7.39328194,cover=31160
- 27:[Ecc<6.81643343] yes=55,no=56,missing=56,gain=3.40242958,cover=5462
- 55:[Pol<23.2745647] yes=111,no=112,missing=111,gain=2.20905852,cover=4180
- 111:leaf=-0.00228164182,cover=0
- 112:leaf=0.000444951758,cover=0
- 56:[Curv5<-0.186853081] yes=113,no=114,missing=113,gain=1.63909626,cover=1282
- 113:leaf=0.00616582017,cover=0
- 114:leaf=0.00181868882,cover=0
- 28:[Area5<0.643796742] yes=57,no=58,missing=57,gain=6.96308136,cover=25698
- 57:[LGI5<2.42065382] yes=115,no=116,missing=115,gain=7.06552315,cover=3280
- 115:leaf=-0.000543080328,cover=0
- 116:leaf=-0.00539227715,cover=0
- 58:[Ecc<1.15906882] yes=117,no=118,missing=117,gain=4.78460503,cover=22418
- 117:leaf=0.000910956413,cover=0
- 118:leaf=-0.00145647675,cover=0
- 14:[Curv5<-0.134546712] yes=29,no=30,missing=29,gain=15.0172539,cover=60686
- 29:[Sulc0<-0.751221538] yes=59,no=60,missing=59,gain=2.1078701,cover=5212
- 59:[Area5<0.799647689] yes=119,no=120,missing=120,gain=1.8912307,cover=1093
- 119:leaf=-0.00102633878,cover=0
- 120:leaf=0.00314768753,cover=0
- 60:[Area5<0.877147377] yes=121,no=122,missing=121,gain=2.80101395,cover=4119
- 121:leaf=0.00381659344,cover=0
- 122:leaf=-0.000224674426,cover=0
- 30:[Pol<37.1539459] yes=61,no=62,missing=61,gain=5.02481747,cover=55474
- 61:[Ecc<3.41847086] yes=123,no=124,missing=123,gain=3.89085579,cover=15423
- 123:leaf=0.00198494061,cover=0
- 124:leaf=-0.000982162892,cover=0
- 62:[Pol<159.435425] yes=125,no=126,missing=125,gain=4.88754892,cover=40051
- 125:leaf=0.000588151393,cover=0
- 126:leaf=-0.000787780562,cover=0
-booster[498]:
-0:[Area5<0.380439579] yes=1,no=2,missing=1,gain=1.27859008,cover=5124388
- 1:[MidArea5<0.52745223] yes=3,no=4,missing=3,gain=1.86834276,cover=20016
- 3:[PialArea5<0.693130434] yes=7,no=8,missing=8,gain=3.85880423,cover=8703
- 7:[Pol<124.735107] yes=15,no=16,missing=15,gain=1.94491792,cover=7806
- 15:[PialCurv5<-0.175695807] yes=31,no=32,missing=31,gain=2.08524418,cover=4811
- 31:[MidArea5<0.421422303] yes=63,no=64,missing=64,gain=1.74387944,cover=961
- 63:leaf=0.00120600336,cover=0
- 64:leaf=-0.00347693008,cover=0
- 32:[PialCurv5<-0.0472753309] yes=65,no=66,missing=66,gain=1.14528477,cover=3850
- 65:leaf=0.000769451959,cover=0
- 66:leaf=-0.00216720789,cover=0
- 16:[MidArea5<0.505849421] yes=33,no=34,missing=33,gain=2.44575334,cover=2995
- 33:[PialCurv5<-0.210138425] yes=67,no=68,missing=67,gain=1.68582439,cover=2072
- 67:leaf=-0.00120725832,cover=0
- 68:leaf=0.00308696157,cover=0
- 34:[PialArea5<0.679818809] yes=69,no=70,missing=69,gain=1.26579785,cover=923
- 69:leaf=-0.00180051255,cover=0
- 70:leaf=0.00218287436,cover=0
- 8:[PialArea5<0.712173045] yes=17,no=18,missing=18,gain=0.409901142,cover=897
- 17:[MidArea5<0.518836677] yes=35,no=36,missing=35,gain=0.477234602,cover=597
- 35:[Ecc<9.0678978] yes=71,no=72,missing=71,gain=0.275912523,cover=289
- 71:leaf=0.00514058722,cover=0
- 72:leaf=-0.0011920929,cover=0
- 36:[Curv5<-0.292340577] yes=73,no=74,missing=73,gain=0.312084287,cover=308
- 73:leaf=-0.000438268209,cover=0
- 74:leaf=0.00298162084,cover=0
- 18:[LGI5<2.91823459] yes=37,no=38,missing=37,gain=0.208383799,cover=300
- 37:[PialCurv5<-0.144106165] yes=75,no=76,missing=75,gain=0.264560699,cover=287
- 75:leaf=0.00709553203,cover=0
- 76:leaf=0.0039308453,cover=0
- 38:[Pol<159.435425] yes=77,no=78,missing=77,gain=0.0783281699,cover=13
- 77:leaf=0.00456921849,cover=0
- 78:leaf=-0.00310160173,cover=0
- 4:[PialArea5<0.747707367] yes=9,no=10,missing=9,gain=2.34292006,cover=11313
- 9:[PialCurv5<-0.132898524] yes=19,no=20,missing=19,gain=2.65705681,cover=3891
- 19:[MidArea5<0.545424342] yes=39,no=40,missing=39,gain=1.59394073,cover=2045
- 39:[PialArea5<0.721636832] yes=79,no=80,missing=79,gain=2.86616087,cover=1336
- 79:leaf=-0.00307372375,cover=0
- 80:leaf=0.00168109778,cover=0
- 40:[Curv5<-0.230516881] yes=81,no=82,missing=81,gain=0.649296284,cover=709
- 81:leaf=-0.00497037312,cover=0
- 82:leaf=-0.00129130192,cover=0
- 20:[PialCurv5<-0.113441773] yes=41,no=42,missing=41,gain=0.742252469,cover=1846
- 41:[Ecc<0.618862808] yes=83,no=84,missing=83,gain=0.456464469,cover=1039
- 83:leaf=-0.00523777632,cover=0
- 84:leaf=-0.000293556572,cover=0
- 42:[LGI5<2.48931384] yes=85,no=86,missing=85,gain=0.6450665,cover=807
- 85:leaf=0.000757380563,cover=0
- 86:leaf=0.00421050563,cover=0
- 10:[MidArea5<0.559431195] yes=21,no=22,missing=21,gain=2.98925447,cover=7422
- 21:[PialArea5<0.767178178] yes=43,no=44,missing=44,gain=0.985472441,cover=1056
- 43:[MidArea5<0.55041182] yes=87,no=88,missing=87,gain=0.817303181,cover=803
- 87:leaf=0.00408823648,cover=0
- 88:leaf=0.000818445522,cover=0
- 44:[Pol<136.095428] yes=89,no=90,missing=89,gain=0.213583946,cover=253
- 89:leaf=0.00710273627,cover=0
- 90:leaf=0.00412182789,cover=0
- 22:[PialArea5<0.780359626] yes=45,no=46,missing=45,gain=2.40372801,cover=6366
- 45:[MidArea5<0.56810379] yes=91,no=92,missing=91,gain=0.536991,cover=1497
- 91:leaf=-0.000875233673,cover=0
- 92:leaf=-0.00280211284,cover=0
- 46:[MidArea5<0.57021302] yes=93,no=94,missing=93,gain=2.24066949,cover=4869
- 93:leaf=0.00488818111,cover=0
- 94:leaf=0.000356033852,cover=0
- 2:[Sulc0<-0.987509191] yes=5,no=6,missing=5,gain=1.35919487,cover=5104372
- 5:[Curv5<-0.12365336] yes=11,no=12,missing=12,gain=3.04868984,cover=259029
- 11:[Area5<0.76451689] yes=23,no=24,missing=23,gain=2.61756086,cover=255887
- 23:[Ecc<20.3925476] yes=47,no=48,missing=47,gain=1.29510176,cover=231877
- 47:[Ecc<16.5318356] yes=95,no=96,missing=96,gain=1.63044667,cover=218497
- 95:leaf=-0.000143279278,cover=0
- 96:leaf=-0.000765855657,cover=0
- 48:[Pol<13.2006302] yes=97,no=98,missing=97,gain=3.4859705,cover=13380
- 97:leaf=-0.000418720912,cover=0
- 98:leaf=0.00119952043,cover=0
- 24:[LGI5<2.40363431] yes=49,no=50,missing=49,gain=2.56196308,cover=24010
- 49:[Curv5<-0.168147355] yes=99,no=100,missing=99,gain=2.41808629,cover=3326
- 99:leaf=0.000974242867,cover=0
- 100:leaf=0.00422880286,cover=0
- 50:[PialArea5<1.06921077] yes=101,no=102,missing=101,gain=1.34587216,cover=20684
- 101:leaf=-0.00066437741,cover=0
- 102:leaf=0.00038478311,cover=0
- 12:[Ecc<5.08081961] yes=25,no=26,missing=25,gain=6.84957457,cover=3142
- 25:[LGI5<2.34802985] yes=51,no=52,missing=51,gain=1.75777912,cover=2791
- 51:[Ecc<0.353712648] yes=103,no=104,missing=104,gain=2.2559247,cover=1437
- 103:leaf=0.000726201339,cover=0
- 104:leaf=-0.0045909076,cover=0
- 52:[Ecc<3.10160303] yes=105,no=106,missing=105,gain=5.34036875,cover=1354
- 105:leaf=0.00118128455,cover=0
- 106:leaf=-0.00533937616,cover=0
- 26:[LGI5<2.3969903] yes=53,no=54,missing=54,gain=2.83255577,cover=351
- 53:[Area5<0.765896857] yes=107,no=108,missing=107,gain=0.41782856,cover=49
- 107:leaf=-0.00717629958,cover=0
- 108:leaf=0.0123957722,cover=0
- 54:[LGI5<2.84729719] yes=109,no=110,missing=109,gain=1.27709484,cover=302
- 109:leaf=0.0122544952,cover=0
- 110:leaf=0.00478213001,cover=0
- 6:[PialArea5<1.36541271] yes=13,no=14,missing=13,gain=1.85366774,cover=4845343
- 13:[PialCurv5<-0.123971827] yes=27,no=28,missing=27,gain=1.66300607,cover=4769242
- 27:[Curv5<-0.183827445] yes=55,no=56,missing=56,gain=93.4850235,cover=576530
- 55:[PialArea5<0.900697351] yes=111,no=112,missing=111,gain=7.71998167,cover=537466
- 111:leaf=9.39331003e-05,cover=0
- 112:leaf=-0.000285148009,cover=0
- 56:[MidArea5<0.65496558] yes=113,no=114,missing=113,gain=17.2037048,cover=39064
- 113:leaf=0.0004595723,cover=0
- 114:leaf=0.00299719512,cover=0
- 28:[Curv5<-0.22713457] yes=57,no=58,missing=57,gain=19.1535301,cover=4192712
- 57:[Sulc0<-0.63852036] yes=115,no=116,missing=115,gain=14.1467419,cover=121709
- 115:leaf=0.000102451297,cover=0
- 116:leaf=0.00118284288,cover=0
- 58:[PialCurv5<-0.0914456472] yes=117,no=118,missing=117,gain=7.21103811,cover=4071003
- 117:leaf=-0.000192754684,cover=0
- 118:leaf=-1.90115554e-06,cover=0
- 14:[PialCurv5<-0.145424455] yes=29,no=30,missing=30,gain=3.1502614,cover=76101
- 29:[Area5<0.808195949] yes=59,no=60,missing=59,gain=2.72206092,cover=3406
- 59:[Ecc<28.2834949] yes=119,no=120,missing=119,gain=1.96465588,cover=1573
- 119:leaf=-0.00313844276,cover=0
- 120:leaf=0.00549637666,cover=0
- 60:[Sulc0<-0.413983464] yes=121,no=122,missing=121,gain=2.9394455,cover=1833
- 121:leaf=0.000502849522,cover=0
- 122:leaf=-0.00923949759,cover=0
- 30:[PialCurv5<-0.08490628] yes=61,no=62,missing=61,gain=2.49176025,cover=72695
- 61:[Area5<0.740087628] yes=123,no=124,missing=123,gain=6.63517094,cover=54476
- 123:leaf=0.00126419589,cover=0
- 124:leaf=9.57808879e-05,cover=0
- 62:[Area5<0.745235085] yes=125,no=126,missing=125,gain=9.91532993,cover=18219
- 125:leaf=-0.0021582651,cover=0
- 126:leaf=0.000502929965,cover=0
-booster[499]:
-0:[Curv5<0.266060919] yes=1,no=2,missing=2,gain=1.27305245,cover=5124388
- 1:[MidArea5<0.421422303] yes=3,no=4,missing=3,gain=1.72411537,cover=5104371
- 3:[Area5<0.610838115] yes=7,no=8,missing=8,gain=4.89097071,cover=14685
- 7:[PialArea5<0.476533443] yes=15,no=16,missing=16,gain=3.03615069,cover=13568
- 15:[Pol<104.929901] yes=31,no=32,missing=31,gain=1.67737365,cover=13326
- 31:[Ecc<21.0377083] yes=63,no=64,missing=63,gain=2.08452344,cover=9169
- 63:leaf=-0.000650975853,cover=0
- 64:leaf=0.00105669384,cover=0
- 32:[LGI5<3.56741142] yes=65,no=66,missing=66,gain=2.00664711,cover=4157
- 65:leaf=0.00111495703,cover=0
- 66:leaf=-0.0107423607,cover=0
- 16:[PialCurv5<-0.105644517] yes=33,no=34,missing=33,gain=1.89754176,cover=242
- 33:[PialCurv5<-0.171137348] yes=67,no=68,missing=67,gain=0.865733147,cover=196
- 67:leaf=0.00449414598,cover=0
- 68:leaf=0.011203452,cover=0
- 34:[LGI5<3.4634192] yes=69,no=70,missing=69,gain=1.02573085,cover=46
- 69:leaf=-0.00596407475,cover=0
- 70:leaf=0.0161815826,cover=0
- 8:[Pol<87.9431763] yes=17,no=18,missing=17,gain=2.27328396,cover=1117
- 17:[LGI5<3.07984829] yes=35,no=36,missing=35,gain=1.62149429,cover=222
- 35:[Ecc<42.9490852] yes=71,no=72,missing=71,gain=1.44177723,cover=121
- 71:leaf=0.0145329526,cover=0
- 72:leaf=-0.00014194705,cover=0
- 36:[LGI5<3.26095963] yes=73,no=74,missing=73,gain=1.34242153,cover=101
- 73:leaf=-0.00314314896,cover=0
- 74:leaf=0.00841717515,cover=0
- 18:[LGI5<3.00812316] yes=37,no=38,missing=37,gain=1.09160209,cover=895
- 37:[Area5<0.645846248] yes=75,no=76,missing=75,gain=1.03226399,cover=632
- 75:leaf=0.000901374966,cover=0
- 76:leaf=0.0087614283,cover=0
- 38:[LGI5<3.1833725] yes=77,no=78,missing=77,gain=0.823960543,cover=263
- 77:leaf=0.008711325,cover=0
- 78:leaf=0.00298181176,cover=0
- 4:[PialArea5<0.906120181] yes=9,no=10,missing=9,gain=1.27384961,cover=5089686
- 9:[PialCurv5<-0.115016438] yes=19,no=20,missing=19,gain=3.73287821,cover=3434284
- 19:[Curv5<-0.20189926] yes=39,no=40,missing=40,gain=19.6859283,cover=447395
- 39:[PialCurv5<-0.210138425] yes=79,no=80,missing=79,gain=2.88277125,cover=373556
- 79:leaf=0.000652140996,cover=0
- 80:leaf=-5.84116024e-05,cover=0
- 40:[Area5<0.589787364] yes=81,no=82,missing=82,gain=13.5221272,cover=73839
- 81:leaf=0.000211840103,cover=0
- 82:leaf=0.00156606326,cover=0
- 20:[Curv5<0.00546095846] yes=41,no=42,missing=41,gain=7.75463581,cover=2986889
- 41:[Area5<0.729573667] yes=83,no=84,missing=83,gain=12.5589466,cover=1103584
- 83:leaf=-7.87399986e-05,cover=0
- 84:leaf=-0.000587003713,cover=0
- 42:[Area5<0.623097897] yes=85,no=86,missing=85,gain=13.3377762,cover=1883305
- 85:leaf=-0.000372636219,cover=0
- 86:leaf=6.87535648e-05,cover=0
- 10:[PialCurv5<-0.0990834236] yes=21,no=22,missing=21,gain=3.87014484,cover=1655402
- 21:[Curv5<-0.138079464] yes=43,no=44,missing=43,gain=136.162369,cover=808016
- 43:[Curv5<-0.146701202] yes=87,no=88,missing=88,gain=13.6094952,cover=786376
- 87:leaf=-0.000177056034,cover=0
- 88:leaf=0.00144545478,cover=0
- 44:[PialCurv5<-0.106427588] yes=89,no=90,missing=90,gain=14.1853638,cover=21640
- 89:leaf=0.00514461286,cover=0
- 90:leaf=0.00258386019,cover=0
- 22:[Curv5<-0.174421206] yes=45,no=46,missing=45,gain=45.006649,cover=847386
- 45:[Sulc0<-0.592216015] yes=91,no=92,missing=91,gain=20.211071,cover=105399
- 91:leaf=0.000528189878,cover=0
- 92:leaf=0.0019502294,cover=0
- 46:[MidArea5<0.816721499] yes=93,no=94,missing=93,gain=13.5661688,cover=741987
- 93:leaf=0.00045786277,cover=0
- 94:leaf=-0.000120994046,cover=0
- 2:[Ecc<3.80337262] yes=5,no=6,missing=5,gain=1.65477681,cover=20017
- 5:[Area5<0.521939099] yes=11,no=12,missing=11,gain=1.25801706,cover=9479
- 11:[Ecc<1.85215485] yes=23,no=24,missing=24,gain=1.56818271,cover=727
- 23:[Area5<0.489361584] yes=47,no=48,missing=47,gain=1.28205955,cover=97
- 47:[LGI5<2.48283219] yes=95,no=96,missing=95,gain=0.455402017,cover=23
- 95:leaf=0.00893097278,cover=0
- 96:leaf=0.0269746762,cover=0
- 48:[PialCurv5<0.303062648] yes=97,no=98,missing=97,gain=0.391796142,cover=74
- 97:leaf=-0.00520913815,cover=0
- 98:leaf=0.00235826964,cover=0
- 24:[Pol<97.3566132] yes=49,no=50,missing=50,gain=1.28182554,cover=630
- 49:[LGI5<2.25958419] yes=99,no=100,missing=99,gain=1.33251834,cover=129
- 99:leaf=0.0204248913,cover=0
- 100:leaf=-0.000635794189,cover=0
- 50:[PialArea5<0.292306483] yes=101,no=102,missing=102,gain=1.04846573,cover=501
- 101:leaf=-0.00364847598,cover=0
- 102:leaf=-0.00906048249,cover=0
- 12:[LGI5<2.13090348] yes=25,no=26,missing=25,gain=0.556845665,cover=8752
- 25:[PialCurv5<0.382664889] yes=51,no=52,missing=52,gain=0.165054917,cover=76
- 51:[Ecc<2.73602629] yes=103,no=104,missing=103,gain=0.0292620193,cover=40
- 103:leaf=0.00233048922,cover=0
- 104:leaf=-0.000386636413,cover=0
- 52:[Pol<106.604004] yes=105,no=106,missing=105,gain=0.085980773,cover=36
- 105:leaf=0.00665702624,cover=0
- 106:leaf=-0.0016881749,cover=0
- 26:[Sulc0<0.193122864] yes=53,no=54,missing=53,gain=0.558421373,cover=8676
- 53:[Ecc<0.889730632] yes=107,no=108,missing=107,gain=1.09849966,cover=2747
- 107:leaf=0.000479562179,cover=0
- 108:leaf=-0.00188748562,cover=0
- 54:[Ecc<1.73852015] yes=109,no=110,missing=109,gain=0.739072025,cover=5929
- 109:leaf=-0.00256209983,cover=0
- 110:leaf=-0.000325967529,cover=0
- 6:[Ecc<22.0897732] yes=13,no=14,missing=13,gain=1.91319883,cover=10538
- 13:[Ecc<12.7231894] yes=27,no=28,missing=28,gain=4.74351072,cover=7386
- 27:[LGI5<3.16380119] yes=55,no=56,missing=55,gain=2.3756144,cover=7108
- 55:[Ecc<8.01039791] yes=111,no=112,missing=111,gain=3.23102069,cover=6758
- 111:leaf=-8.59441661e-06,cover=0
- 112:leaf=0.00315212994,cover=0
- 56:[MidArea5<0.535488486] yes=113,no=114,missing=113,gain=1.7536087,cover=350
- 113:leaf=-0.00473381625,cover=0
- 114:leaf=0.0092902137,cover=0
- 28:[LGI5<2.94529939] yes=57,no=58,missing=57,gain=1.4099412,cover=278
- 57:[PialCurv5<0.157381535] yes=115,no=116,missing=116,gain=0.265996933,cover=69
- 115:leaf=-0.00345473108,cover=0
- 116:leaf=0.0135659846,cover=0
- 58:[Sulc0<0.995960534] yes=117,no=118,missing=117,gain=2.30296707,cover=209
- 117:leaf=0.00203420664,cover=0
- 118:leaf=0.0148118706,cover=0
- 14:[Ecc<30.4150848] yes=29,no=30,missing=29,gain=1.3757478,cover=3152
- 29:[PialCurv5<0.216171265] yes=59,no=60,missing=59,gain=2.20389581,cover=671
- 59:[PialCurv5<0.196748361] yes=119,no=120,missing=119,gain=0.31527555,cover=25
- 119:leaf=0.0178715214,cover=0
- 120:leaf=0.00605088426,cover=0
- 60:[Pol<80.2322083] yes=121,no=122,missing=122,gain=1.77028131,cover=646
- 121:leaf=0.000890799158,cover=0
- 122:leaf=-0.00510470988,cover=0
- 30:[PialCurv5<0.493508637] yes=61,no=62,missing=61,gain=1.61333442,cover=2481
- 61:[MidArea5<0.509283841] yes=123,no=124,missing=123,gain=1.3065002,cover=1699
- 123:leaf=-0.00201857509,cover=0
- 124:leaf=0.00142480328,cover=0
- 62:[LGI5<3.15084362] yes=125,no=126,missing=126,gain=3.90094042,cover=782
- 125:leaf=-0.00157714414,cover=0
- 126:leaf=0.00557035534,cover=0
-booster[500]:
-0:[Curv5<-0.282992184] yes=1,no=2,missing=1,gain=1.25513804,cover=5124388
- 1:[Pol<157.965515] yes=3,no=4,missing=3,gain=2.69051123,cover=202946
- 3:[Pol<39.0368156] yes=7,no=8,missing=8,gain=3.3618865,cover=157805
- 7:[LGI5<2.73607373] yes=15,no=16,missing=15,gain=4.45705891,cover=76292
- 15:[Ecc<3.73767829] yes=31,no=32,missing=31,gain=6.04242325,cover=29961
- 31:[Area5<0.631603718] yes=63,no=64,missing=63,gain=4.29239035,cover=19772
- 63:leaf=-0.000394488918,cover=0
- 64:leaf=0.00133983546,cover=0
- 32:[Ecc<5.59685707] yes=65,no=66,missing=65,gain=3.27616501,cover=10189
- 65:leaf=-0.00243330793,cover=0
- 66:leaf=-0.000637108751,cover=0
- 16:[Pol<25.2957573] yes=33,no=34,missing=33,gain=1.70522428,cover=46331
- 33:[Ecc<4.87342644] yes=67,no=68,missing=67,gain=3.04910254,cover=37859
- 67:leaf=0.00244033011,cover=0
- 68:leaf=5.67973002e-05,cover=0
- 34:[Ecc<23.1745358] yes=69,no=70,missing=69,gain=6.10741329,cover=8472
- 69:leaf=0.000721453747,cover=0
- 70:leaf=0.0096075777,cover=0
- 8:[MidArea5<0.742612839] yes=17,no=18,missing=18,gain=4.35934305,cover=81513
- 17:[PialCurv5<-0.164281175] yes=35,no=36,missing=35,gain=2.68543386,cover=61712
- 35:[Curv5<-0.39144522] yes=71,no=72,missing=71,gain=5.4418292,cover=27772
- 71:leaf=0.00114446355,cover=0
- 72:leaf=-0.000513822131,cover=0
- 36:[Ecc<1.62447274] yes=73,no=74,missing=73,gain=2.93615079,cover=33940
- 73:leaf=-0.000414987095,cover=0
- 74:leaf=0.000761669595,cover=0
- 18:[LGI5<3.45167398] yes=37,no=38,missing=37,gain=3.1398592,cover=19801
- 37:[PialCurv5<-0.0426128618] yes=75,no=76,missing=75,gain=2.77525997,cover=19098
- 75:leaf=0.00124343589,cover=0
- 76:leaf=-0.00926927477,cover=0
- 38:[PialArea5<0.911882102] yes=77,no=78,missing=77,gain=1.03601968,cover=703
- 77:leaf=0.000154259542,cover=0
- 78:leaf=-0.00375956041,cover=0
- 4:[PialArea5<1.36541271] yes=9,no=10,missing=10,gain=3.33966827,cover=45141
- 9:[Sulc0<-1.03844893] yes=19,no=20,missing=19,gain=1.56584036,cover=44967
- 19:[LGI5<2.67938972] yes=39,no=40,missing=39,gain=2.15039158,cover=8822
- 39:[Area5<0.617766261] yes=79,no=80,missing=80,gain=2.5213623,cover=4826
- 79:leaf=0.000740672112,cover=0
- 80:leaf=0.00459931232,cover=0
- 40:[Ecc<18.5999508] yes=81,no=82,missing=81,gain=2.05998874,cover=3996
- 81:leaf=-0.00124904863,cover=0
- 82:leaf=0.00116441201,cover=0
- 20:[Ecc<15.3430929] yes=41,no=42,missing=41,gain=2.52699614,cover=36145
- 41:[PialArea5<0.844099998] yes=83,no=84,missing=83,gain=2.88462305,cover=14344
- 83:leaf=-7.9559577e-05,cover=0
- 84:leaf=-0.00150296767,cover=0
- 42:[PialCurv5<-0.0923183635] yes=85,no=86,missing=85,gain=1.99065971,cover=21801
- 85:leaf=4.74009357e-05,cover=0
- 86:leaf=-0.00498896092,cover=0
- 10:[LGI5<2.36851335] yes=21,no=22,missing=22,gain=2.24097252,cover=174
- 21:[Ecc<4.20590305] yes=43,no=44,missing=43,gain=0.240266681,cover=28
- 43:[PialCurv5<-0.151339546] yes=87,no=88,missing=87,gain=0.0359195694,cover=20
- 87:leaf=0.00380502944,cover=0
- 88:leaf=-0.000673626142,cover=0
- 44:leaf=0.0125086932,cover=0
- 22:[Area5<0.763170242] yes=45,no=46,missing=45,gain=0.634748459,cover=146
- 45:[LGI5<2.71502113] yes=89,no=90,missing=89,gain=0.471395493,cover=113
- 89:leaf=-0.0139669655,cover=0
- 90:leaf=-0.00706064096,cover=0
- 46:[LGI5<3.29043651] yes=91,no=92,missing=91,gain=0.184491381,cover=33
- 91:leaf=-0.00142585591,cover=0
- 92:leaf=-0.0106083751,cover=0
- 2:[PialCurv5<-0.175695807] yes=5,no=6,missing=5,gain=1.84664202,cover=4921442
- 5:[Curv5<-0.0773924068] yes=11,no=12,missing=11,gain=2.46818399,cover=18886
- 11:[Ecc<22.0897732] yes=23,no=24,missing=23,gain=1.7728672,cover=18661
- 23:[LGI5<2.93978119] yes=47,no=48,missing=47,gain=2.27819872,cover=16248
- 47:[Ecc<4.46987629] yes=93,no=94,missing=93,gain=2.4304328,cover=11707
- 93:leaf=0.00126549078,cover=0
- 94:leaf=-0.000209400969,cover=0
- 48:[Curv5<-0.256378978] yes=95,no=96,missing=95,gain=3.46987581,cover=4541
- 95:leaf=0.000459209987,cover=0
- 96:leaf=0.00324211828,cover=0
- 24:[Area5<0.767325044] yes=49,no=50,missing=49,gain=2.15477467,cover=2413
- 49:[Sulc0<-0.708302617] yes=97,no=98,missing=97,gain=0.634838998,cover=2030
- 97:leaf=0.00117870991,cover=0
- 98:leaf=-0.000692178495,cover=0
- 50:[Sulc0<-0.684786558] yes=99,no=100,missing=99,gain=0.984108448,cover=383
- 99:leaf=-0.000297763967,cover=0
- 100:leaf=-0.00581308501,cover=0
- 12:[PialArea5<0.753297985] yes=25,no=26,missing=26,gain=2.91454077,cover=225
- 25:[Ecc<1.3629595] yes=51,no=52,missing=51,gain=1.92717898,cover=176
- 51:[Pol<86.7064972] yes=101,no=102,missing=101,gain=0.662098169,cover=35
- 101:leaf=-0.00278938655,cover=0
- 102:leaf=0.0126010729,cover=0
- 52:[LGI5<2.68917012] yes=103,no=104,missing=103,gain=3.26318121,cover=141
- 103:leaf=-0.01456255,cover=0
- 104:leaf=0.00129425887,cover=0
- 26:[PialArea5<0.943111241] yes=53,no=54,missing=54,gain=0.526669025,cover=49
- 53:[Sulc0<-0.364187956] yes=105,no=106,missing=105,gain=0.479207039,cover=34
- 105:leaf=-0.0155770509,cover=0
- 106:leaf=-0.00295638572,cover=0
- 54:leaf=-0.0232078526,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=1.81704509,cover=4902556
- 13:[Curv5<-0.249691159] yes=27,no=28,missing=27,gain=1.47750831,cover=28153
- 27:[Pol<151.353775] yes=55,no=56,missing=56,gain=1.63958895,cover=7272
- 55:[Ecc<0.406764686] yes=107,no=108,missing=108,gain=1.05586576,cover=5225
- 107:leaf=-0.0034811676,cover=0
- 108:leaf=0.000385106774,cover=0
- 56:[Ecc<3.16401935] yes=109,no=110,missing=109,gain=1.63184345,cover=2047
- 109:leaf=-0.00285429531,cover=0
- 110:leaf=-3.11138865e-05,cover=0
- 28:[LGI5<2.45281005] yes=57,no=58,missing=57,gain=1.31798935,cover=20881
- 57:[Pol<58.6768646] yes=111,no=112,missing=111,gain=2.48947811,cover=12739
- 111:leaf=0.00200288231,cover=0
- 112:leaf=4.58110298e-06,cover=0
- 58:[LGI5<2.71502113] yes=113,no=114,missing=114,gain=3.14110732,cover=8142
- 113:leaf=0.00184848963,cover=0
- 114:leaf=-0.000191417203,cover=0
- 14:[Sulc0<-0.966370046] yes=29,no=30,missing=29,gain=1.98716652,cover=4874403
- 29:[PialArea5<0.686586082] yes=59,no=60,missing=60,gain=3.62704754,cover=237408
- 59:[LGI5<2.13090348] yes=115,no=116,missing=116,gain=3.17383385,cover=1476
- 115:leaf=-0.00662635639,cover=0
- 116:leaf=0.00291873561,cover=0
- 60:[Area5<0.759248734] yes=117,no=118,missing=117,gain=3.70738792,cover=235932
- 117:leaf=-0.000238234992,cover=0
- 118:leaf=0.000376468146,cover=0
- 30:[PialArea5<1.16111541] yes=61,no=62,missing=61,gain=2.80739617,cover=4636995
- 61:[Sulc0<-0.332174033] yes=119,no=120,missing=119,gain=2.74651957,cover=4320774
- 119:leaf=-6.56440243e-05,cover=0
- 120:leaf=1.73854696e-05,cover=0
- 62:[Ecc<2.25101852] yes=121,no=122,missing=121,gain=3.36619782,cover=316221
- 121:leaf=0.000568418414,cover=0
- 122:leaf=7.94157095e-05,cover=0
-booster[501]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=1.21173,cover=5124388
- 1:[LGI5<3.64692807] yes=3,no=4,missing=3,gain=1.36877251,cover=5104371
- 3:[LGI5<3.56741142] yes=7,no=8,missing=7,gain=5.67719364,cover=4983994
- 7:[Area5<0.72867924] yes=15,no=16,missing=15,gain=1.86100996,cover=4901425
- 15:[Ecc<23.1745358] yes=31,no=32,missing=31,gain=7.77905703,cover=3569063
- 31:[PialArea5<0.756055057] yes=63,no=64,missing=63,gain=8.24645424,cover=3150807
- 63:leaf=-7.30963075e-05,cover=0
- 64:leaf=8.89412477e-05,cover=0
- 32:[LGI5<3.26095963] yes=65,no=66,missing=65,gain=12.9742222,cover=418256
- 65:leaf=-0.000424580561,cover=0
- 66:leaf=0.000156587208,cover=0
- 16:[PialArea5<0.70906347] yes=33,no=34,missing=33,gain=12.308526,cover=1332362
- 33:[Curv5<0.122410901] yes=67,no=68,missing=67,gain=18.1968498,cover=427376
- 67:leaf=0.000579707965,cover=0
- 68:leaf=-7.44835997e-05,cover=0
- 34:[Pol<142.520569] yes=69,no=70,missing=69,gain=6.41638088,cover=904986
- 69:leaf=-0.000116987074,cover=0
- 70:leaf=0.000213386986,cover=0
- 8:[Ecc<39.5502243] yes=17,no=18,missing=17,gain=12.0849495,cover=82569
- 17:[Area5<0.719086528] yes=35,no=36,missing=36,gain=7.1449976,cover=71028
- 35:[Sulc0<0.464385748] yes=71,no=72,missing=71,gain=5.57664824,cover=41693
- 71:leaf=0.000565245748,cover=0
- 72:leaf=-0.000812656072,cover=0
- 36:[MidArea5<0.574335396] yes=73,no=74,missing=73,gain=5.15286493,cover=29335
- 73:leaf=0.00224493118,cover=0
- 74:leaf=-0.000913385709,cover=0
- 18:[MidArea5<0.6850214] yes=37,no=38,missing=37,gain=6.11242485,cover=11541
- 37:[PialCurv5<0.0591915138] yes=75,no=76,missing=75,gain=6.86094475,cover=4645
- 75:leaf=-0.00669992436,cover=0
- 76:leaf=-0.00222411449,cover=0
- 38:[Area5<0.646843374] yes=77,no=78,missing=77,gain=4.24917221,cover=6896
- 77:leaf=0.00283947727,cover=0
- 78:leaf=-0.00137380871,cover=0
- 4:[Ecc<13.8847265] yes=9,no=10,missing=10,gain=18.4851246,cover=120377
- 9:[Pol<97.9094925] yes=19,no=20,missing=19,gain=3.39141941,cover=14166
- 19:[Pol<29.3809395] yes=39,no=40,missing=39,gain=6.54271317,cover=7758
- 39:[Sulc0<-0.108384088] yes=79,no=80,missing=80,gain=4.98872852,cover=2056
- 79:leaf=-6.93448674e-05,cover=0
- 80:leaf=0.0238686632,cover=0
- 40:[Ecc<11.0302963] yes=81,no=82,missing=81,gain=6.65171242,cover=5702
- 81:leaf=-0.00530267227,cover=0
- 82:leaf=-0.00177673495,cover=0
- 20:[Ecc<8.48579407] yes=41,no=42,missing=41,gain=3.03722715,cover=6408
- 41:[MidArea5<1.12090862] yes=83,no=84,missing=84,gain=1.70779371,cover=50
- 83:leaf=0.00512442412,cover=0
- 84:leaf=0.0250518359,cover=0
- 42:[Curv5<-0.0273730159] yes=85,no=86,missing=86,gain=1.69097996,cover=6358
- 85:leaf=-0.00169918803,cover=0
- 86:leaf=-5.55080951e-05,cover=0
- 10:[Pol<43.7633247] yes=21,no=22,missing=21,gain=7.28726292,cover=106211
- 21:[LGI5<3.74316525] yes=43,no=44,missing=43,gain=7.10817623,cover=22848
- 43:[MidArea5<0.767348528] yes=87,no=88,missing=87,gain=5.99429703,cover=12143
- 87:leaf=0.0034252461,cover=0
- 88:leaf=0.00113916886,cover=0
- 44:[MidArea5<0.594104469] yes=89,no=90,missing=89,gain=4.58624363,cover=10705
- 89:leaf=0.00489731831,cover=0
- 90:leaf=1.59087558e-05,cover=0
- 22:[PialArea5<1.15332794] yes=45,no=46,missing=46,gain=6.48933697,cover=83363
- 45:[Sulc0<-0.0788570642] yes=91,no=92,missing=91,gain=4.17645454,cover=81343
- 91:leaf=0.000639172678,cover=0
- 92:leaf=-0.000133623529,cover=0
- 46:[PialCurv5<-0.00171623251] yes=93,no=94,missing=94,gain=3.05265188,cover=2020
- 93:leaf=0.00270942645,cover=0
- 94:leaf=0.0172128268,cover=0
- 2:[Pol<92.7492142] yes=5,no=6,missing=5,gain=2.61337757,cover=20017
- 5:[MidArea5<0.707922041] yes=11,no=12,missing=11,gain=3.33785892,cover=8614
- 11:[Ecc<30.4150848] yes=23,no=24,missing=23,gain=3.30706406,cover=4619
- 23:[MidArea5<0.52745223] yes=47,no=48,missing=48,gain=2.83761311,cover=3287
- 47:[Curv5<0.103246093] yes=95,no=96,missing=95,gain=3.18659306,cover=514
- 95:leaf=0.00508421287,cover=0
- 96:leaf=-0.0028435837,cover=0
- 48:[Curv5<0.101325236] yes=97,no=98,missing=97,gain=3.17444611,cover=2773
- 97:leaf=-0.00425398117,cover=0
- 98:leaf=8.94106051e-05,cover=0
- 24:[PialCurv5<-0.0154925911] yes=49,no=50,missing=49,gain=2.08218908,cover=1332
- 49:[Pol<28.4081879] yes=99,no=100,missing=99,gain=0.691987634,cover=164
- 99:leaf=0.00313698244,cover=0
- 100:leaf=0.010119346,cover=0
- 50:[Area5<0.661233962] yes=101,no=102,missing=101,gain=1.8297292,cover=1168
- 101:leaf=-0.00437484682,cover=0
- 102:leaf=0.00043522843,cover=0
- 12:[Sulc0<0.0214736983] yes=25,no=26,missing=25,gain=3.27989578,cover=3995
- 25:[PialCurv5<-0.0314326771] yes=51,no=52,missing=51,gain=2.012707,cover=2691
- 51:[Area5<0.682363749] yes=103,no=104,missing=103,gain=1.56739795,cover=1998
- 103:leaf=0.00173959194,cover=0
- 104:leaf=-0.00119994383,cover=0
- 52:[Ecc<23.9349174] yes=105,no=106,missing=105,gain=1.7859509,cover=693
- 105:leaf=-0.00640744204,cover=0
- 106:leaf=-0.00122736418,cover=0
- 26:[Ecc<33.2971039] yes=53,no=54,missing=53,gain=2.18383574,cover=1304
- 53:[PialArea5<0.758763015] yes=107,no=108,missing=107,gain=1.65203476,cover=432
- 107:leaf=0.00143851701,cover=0
- 108:leaf=0.00767879328,cover=0
- 54:[Pol<4.30929279] yes=109,no=110,missing=110,gain=1.71865714,cover=872
- 109:leaf=0.0151163284,cover=0
- 110:leaf=0.000287859322,cover=0
- 6:[Ecc<15.7955055] yes=13,no=14,missing=13,gain=1.36300087,cover=11403
- 13:[Area5<0.629274011] yes=27,no=28,missing=27,gain=1.01085877,cover=1814
- 27:[Sulc0<0.528918922] yes=55,no=56,missing=55,gain=1.39795268,cover=343
- 55:[PialArea5<0.476533443] yes=111,no=112,missing=111,gain=1.0095036,cover=280
- 111:leaf=-0.00326292287,cover=0
- 112:leaf=0.00388652319,cover=0
- 56:[PialCurv5<0.178517133] yes=113,no=114,missing=113,gain=0.464304686,cover=63
- 113:leaf=0.0133681316,cover=0
- 114:leaf=0.00392047409,cover=0
- 28:[Ecc<12.9325523] yes=57,no=58,missing=57,gain=0.74036479,cover=1471
- 57:[MidArea5<0.759348273] yes=115,no=116,missing=115,gain=0.579182982,cover=257
- 115:leaf=-0.00290500117,cover=0
- 116:leaf=0.0027719771,cover=0
- 58:[Sulc0<0.0214736983] yes=117,no=118,missing=117,gain=0.777454734,cover=1214
- 117:leaf=-0.000398450298,cover=0
- 118:leaf=0.00224573701,cover=0
- 14:[Ecc<25.5461979] yes=29,no=30,missing=29,gain=1.4315908,cover=9589
- 29:[Sulc0<0.0294309072] yes=59,no=60,missing=59,gain=1.58165538,cover=5528
- 59:[Area5<0.758003652] yes=119,no=120,missing=119,gain=3.15648341,cover=3258
- 119:leaf=0.000778245099,cover=0
- 120:leaf=-0.00328444666,cover=0
- 60:[PialCurv5<0.0171581414] yes=121,no=122,missing=121,gain=2.24964237,cover=2270
- 121:leaf=-0.00623377599,cover=0
- 122:leaf=-0.00112314511,cover=0
- 30:[Area5<0.606435955] yes=61,no=62,missing=61,gain=1.30694652,cover=4061
- 61:[Curv5<-0.179045901] yes=123,no=124,missing=123,gain=2.4779768,cover=325
- 123:leaf=0.00205793022,cover=0
- 124:leaf=-0.00665633613,cover=0
- 62:[PialArea5<0.338250697] yes=125,no=126,missing=125,gain=2.42873192,cover=3736
- 125:leaf=0.00758934114,cover=0
- 126:leaf=0.000606745889,cover=0
-booster[502]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=1.20457268,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=3,gain=4.15399551,cover=60049
- 3:[PialCurv5<0.0044251224] yes=7,no=8,missing=8,gain=4.65778732,cover=19947
- 7:[LGI5<3.15728688] yes=15,no=16,missing=15,gain=1.98435509,cover=18156
- 15:[Sulc0<0.151281953] yes=31,no=32,missing=32,gain=1.39587724,cover=16565
- 31:[PialArea5<0.679818809] yes=63,no=64,missing=63,gain=0.956691861,cover=16557
- 63:leaf=0.00196630158,cover=0
- 64:leaf=-2.94429829e-05,cover=0
- 32:[Area5<0.721707046] yes=65,no=66,missing=65,gain=0.887433887,cover=8
- 65:leaf=-0.0281726923,cover=0
- 66:leaf=0.00678390032,cover=0
- 16:[Sulc0<-0.420901269] yes=33,no=34,missing=33,gain=1.2958436,cover=1591
- 33:[Curv5<-0.235803962] yes=67,no=68,missing=68,gain=0.897475123,cover=1249
- 67:leaf=-0.00340256537,cover=0
- 68:leaf=-0.000296470622,cover=0
- 34:[PialArea5<0.520672619] yes=69,no=70,missing=70,gain=1.75923896,cover=342
- 69:leaf=0.0249881428,cover=0
- 70:leaf=-0.00495774997,cover=0
- 8:[Sulc0<-0.123243913] yes=17,no=18,missing=18,gain=2.16624403,cover=1791
- 17:[PialArea5<0.445556581] yes=35,no=36,missing=36,gain=1.58641553,cover=1431
- 35:[Curv5<0.118689038] yes=71,no=72,missing=71,gain=1.99005175,cover=25
- 71:leaf=0.02933277,cover=0
- 72:leaf=0.000241794856,cover=0
- 36:[PialCurv5<0.128475845] yes=73,no=74,missing=73,gain=0.958227396,cover=1406
- 73:leaf=-0.00164448831,cover=0
- 74:leaf=-0.00553621864,cover=0
- 18:[Area5<0.576076329] yes=37,no=38,missing=37,gain=0.847518444,cover=360
- 37:[Ecc<1.46579576] yes=75,no=76,missing=76,gain=0.0289788246,cover=10
- 75:leaf=-0.00481946161,cover=0
- 76:leaf=-0.021075353,cover=0
- 38:[LGI5<3.07360435] yes=77,no=78,missing=77,gain=0.590457439,cover=350
- 77:leaf=-0.0073321173,cover=0
- 78:leaf=-0.00300432136,cover=0
- 4:[MidArea5<0.648438752] yes=9,no=10,missing=9,gain=3.60967636,cover=40102
- 9:[Ecc<35.8605728] yes=19,no=20,missing=19,gain=2.1690135,cover=3416
- 19:[LGI5<2.68420529] yes=39,no=40,missing=40,gain=2.48730683,cover=2636
- 39:[PialCurv5<-0.0209923834] yes=79,no=80,missing=79,gain=4.72465324,cover=104
- 79:leaf=-0.00403646473,cover=0
- 80:leaf=0.0171660986,cover=0
- 40:[PialCurv5<-0.0789950639] yes=81,no=82,missing=82,gain=1.68355036,cover=2532
- 81:leaf=-0.000184053759,cover=0
- 82:leaf=-0.00293318392,cover=0
- 20:[Curv5<-0.185332045] yes=41,no=42,missing=42,gain=1.44451427,cover=780
- 41:[Area5<0.4695113] yes=83,no=84,missing=83,gain=0.495687097,cover=486
- 83:leaf=-0.00293517648,cover=0
- 84:leaf=0.000603475783,cover=0
- 42:[LGI5<3.44046211] yes=85,no=86,missing=85,gain=0.795342088,cover=294
- 85:leaf=0.00538978726,cover=0
- 86:leaf=-0.000931784685,cover=0
- 10:[LGI5<3.38720298] yes=21,no=22,missing=21,gain=2.28931904,cover=36686
- 21:[PialArea5<1.06921077] yes=43,no=44,missing=43,gain=1.88963985,cover=30603
- 43:[LGI5<3.33878016] yes=87,no=88,missing=88,gain=1.7339468,cover=21459
- 87:leaf=0.000987259555,cover=0
- 88:leaf=0.00300068525,cover=0
- 44:[Sulc0<-0.258417875] yes=89,no=90,missing=90,gain=2.31537271,cover=9144
- 89:leaf=0.000491776562,cover=0
- 90:leaf=-0.00222825329,cover=0
- 22:[Ecc<30.959959] yes=45,no=46,missing=45,gain=1.17138648,cover=6083
- 45:[Sulc0<-0.357752919] yes=91,no=92,missing=91,gain=2.36500883,cover=3788
- 91:leaf=0.00066889805,cover=0
- 92:leaf=-0.00409053592,cover=0
- 46:[LGI5<3.64692807] yes=93,no=94,missing=93,gain=2.97862959,cover=2295
- 93:leaf=-0.0020778433,cover=0
- 94:leaf=0.00225474802,cover=0
- 2:[Area5<0.509397149] yes=5,no=6,missing=6,gain=1.29395688,cover=5064339
- 5:[PialCurv5<-0.00171623251] yes=11,no=12,missing=11,gain=3.04023385,cover=301489
- 11:[Curv5<0.012354264] yes=23,no=24,missing=23,gain=2.4832294,cover=285309
- 23:[Curv5<-0.106344692] yes=47,no=48,missing=48,gain=3.18174434,cover=284257
- 47:[PialCurv5<-0.138158455] yes=95,no=96,missing=95,gain=2.8438015,cover=264042
- 95:leaf=0.00033307838,cover=0
- 96:leaf=-1.63758214e-05,cover=0
- 48:[Pol<64.3762589] yes=97,no=98,missing=98,gain=5.54248142,cover=20215
- 97:leaf=-0.0011678579,cover=0
- 98:leaf=0.00110666477,cover=0
- 24:[PialArea5<0.699586272] yes=49,no=50,missing=49,gain=3.37275791,cover=1052
- 49:[Pol<136.792099] yes=99,no=100,missing=100,gain=2.93304753,cover=953
- 99:leaf=-0.00251695793,cover=0
- 100:leaf=0.00531813083,cover=0
- 50:[PialArea5<0.879786193] yes=101,no=102,missing=102,gain=0.57554388,cover=99
- 101:leaf=-0.0091478778,cover=0
- 102:leaf=-0.0196492784,cover=0
- 12:[Pol<39.0368156] yes=25,no=26,missing=26,gain=6.34245539,cover=16180
- 25:[Ecc<3.22716212] yes=51,no=52,missing=52,gain=3.10541677,cover=289
- 51:[MidArea5<0.572281897] yes=103,no=104,missing=103,gain=0.64699614,cover=130
- 103:leaf=0.000484364398,cover=0
- 104:leaf=-0.00683642412,cover=0
- 52:[Sulc0<0.423605621] yes=105,no=106,missing=105,gain=2.37906933,cover=159
- 105:leaf=-0.0151862083,cover=0
- 106:leaf=0.00154719362,cover=0
- 26:[PialArea5<0.537928462] yes=53,no=54,missing=53,gain=3.73003769,cover=15891
- 53:[LGI5<2.49595737] yes=107,no=108,missing=108,gain=2.32428288,cover=9442
- 107:leaf=-0.000808238226,cover=0
- 108:leaf=0.000809442718,cover=0
- 54:[Ecc<6.70300007] yes=109,no=110,missing=109,gain=5.10743189,cover=6449
- 109:leaf=-0.000541615591,cover=0
- 110:leaf=-0.00377551536,cover=0
- 6:[Sulc0<-0.285426885] yes=13,no=14,missing=13,gain=2.32734656,cover=4762850
- 13:[Pol<142.520569] yes=27,no=28,missing=27,gain=6.51525021,cover=2127667
- 27:[Pol<69.6327286] yes=55,no=56,missing=56,gain=18.2270737,cover=1387219
- 55:[PialCurv5<-0.0114707183] yes=111,no=112,missing=111,gain=27.2281551,cover=952279
- 111:leaf=-5.31711266e-05,cover=0
- 112:leaf=0.00113035517,cover=0
- 56:[Ecc<1.91022825] yes=113,no=114,missing=114,gain=63.2649689,cover=434940
- 113:leaf=0.000427789899,cover=0
- 114:leaf=-0.000830164645,cover=0
- 28:[Ecc<0.999059319] yes=57,no=58,missing=58,gain=12.5303431,cover=740448
- 57:[Curv5<0.0935273841] yes=115,no=116,missing=116,gain=6.86712456,cover=70111
- 115:leaf=-0.000408032414,cover=0
- 116:leaf=-0.0021328514,cover=0
- 58:[Curv5<-0.188354567] yes=117,no=118,missing=117,gain=17.2521782,cover=670337
- 117:leaf=-0.000128560976,cover=0
- 118:leaf=0.000379412319,cover=0
- 14:[PialCurv5<-0.145424455] yes=29,no=30,missing=29,gain=5.36832809,cover=2635183
- 29:[LGI5<2.69973111] yes=59,no=60,missing=60,gain=8.55643272,cover=14941
- 59:[LGI5<2.42399812] yes=119,no=120,missing=120,gain=6.35438156,cover=2665
- 119:leaf=-0.00407409854,cover=0
- 120:leaf=0.00268618134,cover=0
- 60:[Pol<27.4246235] yes=121,no=122,missing=122,gain=4.44050121,cover=12276
- 121:leaf=0.00171012559,cover=0
- 122:leaf=-0.00176348595,cover=0
- 30:[Curv5<-0.232248098] yes=61,no=62,missing=61,gain=4.84735727,cover=2620242
- 61:[LGI5<2.92895722] yes=123,no=124,missing=123,gain=8.90332508,cover=18199
- 123:leaf=0.00229529012,cover=0
- 124:leaf=3.11406261e-08,cover=0
- 62:[Pol<7.58674097] yes=125,no=126,missing=126,gain=3.95467591,cover=2602043
- 125:leaf=-0.000818912056,cover=0
- 126:leaf=2.66287298e-05,cover=0
-booster[503]:
-0:[PialArea5<0.946096778] yes=1,no=2,missing=1,gain=1.20078921,cover=5124388
- 1:[Pol<178.093033] yes=3,no=4,missing=3,gain=2.54757786,cover=3752000
- 3:[Sulc0<-0.395407349] yes=7,no=8,missing=7,gain=2.89492846,cover=3719931
- 7:[Ecc<5.59685707] yes=15,no=16,missing=16,gain=7.56565428,cover=1051595
- 15:[Pol<58.6768646] yes=31,no=32,missing=31,gain=12.3327131,cover=595576
- 31:[Area5<0.635019779] yes=63,no=64,missing=63,gain=44.2234039,cover=145692
- 63:leaf=-0.000127914434,cover=0
- 64:leaf=0.00179238955,cover=0
- 32:[Area5<0.669105887] yes=65,no=66,missing=65,gain=28.8438473,cover=449884
- 65:leaf=6.97730429e-05,cover=0
- 66:leaf=-0.00104025693,cover=0
- 16:[PialCurv5<-0.102360219] yes=33,no=34,missing=34,gain=17.9043751,cover=456019
- 33:[Pol<160.869751] yes=67,no=68,missing=67,gain=11.1862078,cover=292044
- 67:leaf=-0.000169496037,cover=0
- 68:leaf=0.000582893845,cover=0
- 34:[Area5<0.657483757] yes=69,no=70,missing=69,gain=17.1429482,cover=163975
- 69:leaf=-0.00117151253,cover=0
- 70:leaf=-0.000149035652,cover=0
- 8:[Curv5<-0.204921171] yes=17,no=18,missing=17,gain=5.12405157,cover=2668336
- 17:[Sulc0<0.134837523] yes=35,no=36,missing=35,gain=7.73804665,cover=77562
- 35:[PialCurv5<-0.0982506946] yes=71,no=72,missing=71,gain=10.5207405,cover=72574
- 71:leaf=0.000293963443,cover=0
- 72:leaf=0.00200999784,cover=0
- 36:[Area5<0.567154288] yes=73,no=74,missing=74,gain=7.19886827,cover=4988
- 73:leaf=0.00107471168,cover=0
- 74:leaf=-0.00289860996,cover=0
- 18:[PialCurv5<-0.125671759] yes=37,no=38,missing=37,gain=6.71905994,cover=2590774
- 37:[MidArea5<0.715439677] yes=75,no=76,missing=75,gain=7.96129179,cover=9706
- 75:leaf=6.91457753e-05,cover=0
- 76:leaf=0.00296234549,cover=0
- 38:[Curv5<-0.0553030409] yes=77,no=78,missing=77,gain=5.63969326,cover=2581068
- 77:leaf=-0.000186664474,cover=0
- 78:leaf=2.28243789e-05,cover=0
- 4:[Curv5<-0.234010845] yes=9,no=10,missing=9,gain=2.89643836,cover=32069
- 9:[Ecc<22.8050022] yes=19,no=20,missing=19,gain=1.63502049,cover=6220
- 19:[PialCurv5<-0.0965851992] yes=39,no=40,missing=39,gain=1.06361282,cover=3093
- 39:[LGI5<2.88525915] yes=79,no=80,missing=79,gain=0.615908682,cover=3051
- 79:leaf=0.00090629881,cover=0
- 80:leaf=-0.000582879351,cover=0
- 40:[Ecc<7.29654455] yes=81,no=82,missing=81,gain=0.464831769,cover=42
- 81:leaf=-0.00298543996,cover=0
- 82:leaf=-0.0136845028,cover=0
- 20:[Area5<0.513795495] yes=41,no=42,missing=42,gain=0.709826708,cover=3127
- 41:[Sulc0<-0.475189745] yes=83,no=84,missing=83,gain=0.583960414,cover=190
- 83:leaf=0.000437447423,cover=0
- 84:leaf=0.00814475492,cover=0
- 42:[PialArea5<0.82654506] yes=85,no=86,missing=85,gain=0.708713055,cover=2937
- 85:leaf=-0.00264711934,cover=0
- 86:leaf=-0.000993093476,cover=0
- 10:[Curv5<-0.158538193] yes=21,no=22,missing=21,gain=4.59385109,cover=25849
- 21:[Sulc0<-0.137935251] yes=43,no=44,missing=44,gain=3.14699936,cover=5208
- 43:[Area5<0.604913712] yes=87,no=88,missing=87,gain=1.76117134,cover=4948
- 87:leaf=0.000815613486,cover=0
- 88:leaf=0.00270563993,cover=0
- 44:[Ecc<44.7855835] yes=89,no=90,missing=89,gain=3.54780626,cover=260
- 89:leaf=0.00989896711,cover=0
- 90:leaf=-0.00585734751,cover=0
- 22:[LGI5<2.80803919] yes=45,no=46,missing=45,gain=3.53152752,cover=20641
- 45:[Sulc0<-0.0936657563] yes=91,no=92,missing=91,gain=2.71946049,cover=9758
- 91:leaf=2.96613725e-05,cover=0
- 92:leaf=-0.00213597249,cover=0
- 46:[Sulc0<0.354630351] yes=93,no=94,missing=93,gain=2.22837687,cover=10883
- 93:leaf=0.00103134615,cover=0
- 94:leaf=-0.00508573418,cover=0
- 2:[Ecc<0.295587689] yes=5,no=6,missing=5,gain=2.21933556,cover=1372388
- 5:[PialCurv5<-0.0957419723] yes=11,no=12,missing=11,gain=5.3420558,cover=11145
- 11:[LGI5<2.78495932] yes=23,no=24,missing=23,gain=4.88115215,cover=5206
- 23:[LGI5<2.26652193] yes=47,no=48,missing=47,gain=2.67237759,cover=5155
- 47:[LGI5<2.22170687] yes=95,no=96,missing=96,gain=4.70572567,cover=815
- 95:leaf=-0.00103712839,cover=0
- 96:leaf=-0.00864812639,cover=0
- 48:[Curv5<-0.141545609] yes=97,no=98,missing=98,gain=2.80963373,cover=4340
- 97:leaf=-0.00171773124,cover=0
- 98:leaf=0.0056378711,cover=0
- 24:[PialCurv5<-0.126528949] yes=49,no=50,missing=49,gain=3.05719948,cover=51
- 49:[PialArea5<1.1133045] yes=99,no=100,missing=100,gain=0.586377561,cover=27
- 99:leaf=-0.0020101869,cover=0
- 100:leaf=0.0155578274,cover=0
- 50:[Pol<175.068527] yes=101,no=102,missing=101,gain=0.348243237,cover=24
- 101:leaf=0.0272222739,cover=0
- 102:leaf=-0.00148414669,cover=0
- 12:[LGI5<2.37589788] yes=25,no=26,missing=25,gain=3.9334991,cover=5939
- 25:[Sulc0<-0.63852036] yes=51,no=52,missing=51,gain=5.61439323,cover=3298
- 51:[Area5<0.625618935] yes=103,no=104,missing=104,gain=3.6245153,cover=2750
- 103:leaf=-0.00263847457,cover=0
- 104:leaf=0.00132067106,cover=0
- 52:[LGI5<2.19753051] yes=105,no=106,missing=105,gain=2.97770357,cover=548
- 105:leaf=0.00353893335,cover=0
- 106:leaf=-0.00691662682,cover=0
- 26:[PialArea5<1.57955706] yes=53,no=54,missing=54,gain=1.53356552,cover=2641
- 53:[Area5<0.677535415] yes=107,no=108,missing=107,gain=1.33579969,cover=2631
- 107:leaf=0.000801019021,cover=0
- 108:leaf=0.00305706798,cover=0
- 54:[Pol<57.8577347] yes=109,no=110,missing=110,gain=0.252221942,cover=10
- 109:leaf=-0.00682141213,cover=0
- 110:leaf=-0.0240500327,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=13,gain=2.08141041,cover=1361243
- 13:[Area5<0.846071243] yes=27,no=28,missing=28,gain=1.81983411,cover=1354643
- 27:[LGI5<3.78836131] yes=55,no=56,missing=56,gain=1.8028276,cover=1265077
- 55:[Sulc0<0.732260227] yes=111,no=112,missing=111,gain=1.78331316,cover=1261429
- 111:leaf=5.9754595e-05,cover=0
- 112:leaf=0.0106172487,cover=0
- 56:[Curv5<-0.0179657843] yes=113,no=114,missing=113,gain=7.76176453,cover=3648
- 113:leaf=-0.00164638297,cover=0
- 114:leaf=0.00790118333,cover=0
- 28:[LGI5<3.10571551] yes=57,no=58,missing=57,gain=2.8252368,cover=89566
- 57:[Curv5<-0.215837389] yes=115,no=116,missing=116,gain=3.28156352,cover=62672
- 115:leaf=0.000550250697,cover=0
- 116:leaf=-0.000504051568,cover=0
- 58:[PialCurv5<-0.181738108] yes=117,no=118,missing=118,gain=2.59599185,cover=26894
- 117:leaf=-0.00456311507,cover=0
- 118:leaf=0.000302434841,cover=0
- 14:[Pol<26.4235344] yes=29,no=30,missing=29,gain=6.2072134,cover=6600
- 29:[Sulc0<-0.487093836] yes=59,no=60,missing=59,gain=0.904628038,cover=1574
- 59:[Ecc<23.1745358] yes=119,no=120,missing=119,gain=2.40929651,cover=1018
- 119:leaf=-0.00299409917,cover=0
- 120:leaf=0.0019272652,cover=0
- 60:[Sulc0<-0.0401471928] yes=121,no=122,missing=121,gain=1.18085599,cover=556
- 121:leaf=-0.00487677287,cover=0
- 122:leaf=0.00022900301,cover=0
- 30:[Ecc<20.7119312] yes=61,no=62,missing=62,gain=5.24778366,cover=5026
- 61:[Sulc0<-0.0172607526] yes=123,no=124,missing=123,gain=1.78932858,cover=2547
- 123:leaf=-3.0592877e-05,cover=0
- 124:leaf=0.00796540361,cover=0
- 62:[LGI5<3.94193578] yes=125,no=126,missing=125,gain=3.31933975,cover=2479
- 125:leaf=0.00544607081,cover=0
- 126:leaf=0.00176776969,cover=0
-booster[504]:
-0:[LGI5<3.13142419] yes=1,no=2,missing=2,gain=1.16950631,cover=5124388
- 1:[Ecc<30.4150848] yes=3,no=4,missing=3,gain=3.40270376,cover=3934651
- 3:[Sulc0<1.02827847] yes=7,no=8,missing=7,gain=4.86338186,cover=3742800
- 7:[Ecc<13.3064203] yes=15,no=16,missing=16,gain=4.34815359,cover=3724333
- 15:[Pol<130.198486] yes=31,no=32,missing=31,gain=4.20793867,cover=3285558
- 31:[Pol<118.191307] yes=63,no=64,missing=64,gain=11.4877272,cover=2354720
- 63:leaf=1.3901059e-05,cover=0
- 64:leaf=-0.000321226573,cover=0
- 32:[Sulc0<-0.43309778] yes=65,no=66,missing=65,gain=22.0916481,cover=930838
- 65:leaf=-7.13130066e-05,cover=0
- 66:leaf=0.000448503735,cover=0
- 16:[LGI5<2.89660096] yes=33,no=34,missing=33,gain=18.1288109,cover=438775
- 33:[LGI5<2.45932961] yes=67,no=68,missing=68,gain=17.0693531,cover=154248
- 67:leaf=-0.00333979214,cover=0
- 68:leaf=0.000682016485,cover=0
- 34:[Pol<84.7687759] yes=69,no=70,missing=70,gain=10.3405924,cover=284527
- 69:leaf=0.000295386038,cover=0
- 70:leaf=-0.000315975136,cover=0
- 8:[PialCurv5<0.309146255] yes=17,no=18,missing=18,gain=4.10541868,cover=18467
- 17:[PialCurv5<0.0959877223] yes=35,no=36,missing=35,gain=1.36246884,cover=6988
- 35:[Ecc<22.8050022] yes=71,no=72,missing=71,gain=1.20692277,cover=104
- 71:leaf=0.012013725,cover=0
- 72:leaf=0.00115959859,cover=0
- 36:[Curv5<0.216179401] yes=73,no=74,missing=74,gain=1.08557129,cover=6884
- 73:leaf=0.000225262251,cover=0
- 74:leaf=-0.00269702612,cover=0
- 18:[MidArea5<0.421422303] yes=37,no=38,missing=38,gain=4.05018139,cover=11479
- 37:[LGI5<3.03694534] yes=75,no=76,missing=75,gain=6.05666733,cover=643
- 75:leaf=0.000632178213,cover=0
- 76:leaf=0.0151798679,cover=0
- 38:[Sulc0<1.25822949] yes=77,no=78,missing=78,gain=1.33784389,cover=10836
- 77:leaf=-0.00145577919,cover=0
- 78:leaf=-0.00379798189,cover=0
- 4:[LGI5<3.04906535] yes=9,no=10,missing=9,gain=9.3471508,cover=191851
- 9:[Sulc0<0.474820405] yes=19,no=20,missing=19,gain=6.72659016,cover=141124
- 19:[PialCurv5<-0.00955641083] yes=39,no=40,missing=39,gain=9.4000473,cover=91474
- 39:[Curv5<-0.0226651002] yes=79,no=80,missing=79,gain=17.5068665,cover=63648
- 79:leaf=-0.00045452459,cover=0
- 80:leaf=0.0048154383,cover=0
- 40:[Pol<122.504936] yes=81,no=82,missing=81,gain=8.86656952,cover=27826
- 81:leaf=-0.00187269261,cover=0
- 82:leaf=0.000346425804,cover=0
- 20:[Pol<88.5531387] yes=41,no=42,missing=41,gain=11.1564302,cover=49650
- 41:[Curv5<0.00319097727] yes=83,no=84,missing=83,gain=4.87455893,cover=29184
- 83:leaf=0.00494916551,cover=0
- 84:leaf=-0.000636335288,cover=0
- 42:[LGI5<2.99035311] yes=85,no=86,missing=86,gain=6.45510197,cover=20466
- 85:leaf=0.00152939686,cover=0
- 86:leaf=-0.000427668449,cover=0
- 10:[Pol<144.670364] yes=21,no=22,missing=21,gain=4.2990427,cover=50727
- 21:[MidArea5<0.661389112] yes=43,no=44,missing=44,gain=3.46323204,cover=40410
- 43:[Pol<111.326981] yes=87,no=88,missing=87,gain=2.61073112,cover=14274
- 87:leaf=0.000322576641,cover=0
- 88:leaf=-0.00140427449,cover=0
- 44:[Sulc0<0.890415967] yes=89,no=90,missing=90,gain=4.6457386,cover=26136
- 89:leaf=0.000827220734,cover=0
- 90:leaf=0.00420214375,cover=0
- 22:[PialCurv5<0.0591915138] yes=45,no=46,missing=46,gain=3.36803603,cover=10317
- 45:[Curv5<-0.151772231] yes=91,no=92,missing=91,gain=3.97164989,cover=9819
- 91:leaf=9.54948118e-05,cover=0
- 92:leaf=-0.00195747847,cover=0
- 46:[MidArea5<0.643286705] yes=93,no=94,missing=94,gain=2.02233768,cover=498
- 93:leaf=-0.00422057416,cover=0
- 94:leaf=0.00479569426,cover=0
- 2:[Ecc<25.5461979] yes=5,no=6,missing=5,gain=3.63009596,cover=1189737
- 5:[Area5<0.68633163] yes=11,no=12,missing=12,gain=6.92241192,cover=748911
- 11:[Pol<42.7478409] yes=23,no=24,missing=23,gain=7.82529593,cover=330452
- 23:[PialCurv5<-0.113441773] yes=47,no=48,missing=47,gain=12.2461262,cover=65848
- 47:[Curv5<-0.177508175] yes=95,no=96,missing=96,gain=3.58336449,cover=38075
- 95:leaf=5.879327e-05,cover=0
- 96:leaf=0.00259480136,cover=0
- 48:[Ecc<20.0856266] yes=97,no=98,missing=98,gain=9.99795532,cover=27773
- 97:leaf=-0.00179161876,cover=0
- 98:leaf=0.000364079897,cover=0
- 24:[Pol<84.7687759] yes=49,no=50,missing=49,gain=23.1648445,cover=264604
- 49:[Ecc<12.3665791] yes=99,no=100,missing=99,gain=36.98703,cover=72652
- 99:leaf=-0.000997332274,cover=0
- 100:leaf=0.00159853825,cover=0
- 50:[Ecc<13.3064203] yes=101,no=102,missing=101,gain=16.1562805,cover=191952
- 101:leaf=0.000513300765,cover=0
- 102:leaf=-0.000445686426,cover=0
- 12:[Sulc0<-0.420901269] yes=25,no=26,missing=26,gain=9.87526035,cover=418459
- 25:[Ecc<4.67068386] yes=51,no=52,missing=52,gain=3.8302722,cover=134622
- 51:[PialArea5<1.16911256] yes=103,no=104,missing=103,gain=1.22429943,cover=419
- 103:leaf=-0.00761845848,cover=0
- 104:leaf=-0.00218337751,cover=0
- 52:[Pol<15.1533136] yes=105,no=106,missing=105,gain=4.06106567,cover=134203
- 105:leaf=0.000667715445,cover=0
- 106:leaf=-1.65676811e-05,cover=0
- 26:[MidArea5<0.688058555] yes=53,no=54,missing=54,gain=13.093401,cover=283837
- 53:[Pol<113.913933] yes=107,no=108,missing=107,gain=12.0854378,cover=119972
- 107:leaf=-0.000346410496,cover=0
- 108:leaf=0.000746085658,cover=0
- 54:[Pol<130.822815] yes=109,no=110,missing=110,gain=8.08830261,cover=163865
- 109:leaf=-0.000423283636,cover=0
- 110:leaf=-0.00114394538,cover=0
- 6:[LGI5<3.26095963] yes=13,no=14,missing=13,gain=11.6263123,cover=440826
- 13:[Area5<0.68633163] yes=27,no=28,missing=27,gain=10.4248085,cover=121627
- 27:[Curv5<-0.241649449] yes=55,no=56,missing=56,gain=3.7223587,cover=39165
- 55:[PialCurv5<-0.126528949] yes=111,no=112,missing=111,gain=3.88438368,cover=7834
- 111:leaf=-0.000601649692,cover=0
- 112:leaf=0.00217361352,cover=0
- 56:[Pol<39.0368156] yes=113,no=114,missing=113,gain=6.77305794,cover=31331
- 113:leaf=-0.00248591951,cover=0
- 114:leaf=-0.000819747744,cover=0
- 28:[Pol<123.615685] yes=57,no=58,missing=57,gain=5.75893116,cover=82462
- 57:[PialCurv5<-0.0245349593] yes=115,no=116,missing=116,gain=5.14207029,cover=58478
- 115:leaf=0.000651088252,cover=0
- 116:leaf=-0.000526708667,cover=0
- 58:[Sulc0<0.151281953] yes=117,no=118,missing=117,gain=8.37960148,cover=23984
- 117:leaf=-0.000159049043,cover=0
- 118:leaf=0.00173860509,cover=0
- 14:[Pol<50.9985542] yes=29,no=30,missing=29,gain=6.3127327,cover=319199
- 29:[PialArea5<0.658944428] yes=59,no=60,missing=59,gain=22.1435318,cover=97177
- 59:[Sulc0<0.703387856] yes=119,no=120,missing=119,gain=10.2508392,cover=13226
- 119:leaf=0.00331360823,cover=0
- 120:leaf=0.000179305411,cover=0
- 60:[Pol<17.1471634] yes=121,no=122,missing=121,gain=10.7596388,cover=83951
- 121:leaf=-0.000515996362,cover=0
- 122:leaf=0.000675446179,cover=0
- 30:[Pol<84.1277542] yes=61,no=62,missing=62,gain=8.0595932,cover=222022
- 61:[Curv5<0.0278947372] yes=123,no=124,missing=124,gain=23.2663593,cover=54241
- 123:leaf=0.00300955283,cover=0
- 124:leaf=-0.000758156355,cover=0
- 62:[PialCurv5<-0.14160423] yes=125,no=126,missing=125,gain=9.9549408,cover=167781
- 125:leaf=-0.00102417124,cover=0
- 126:leaf=0.000369214627,cover=0
-booster[505]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=2,gain=1.19693553,cover=5124388
- 1:[Area5<0.770300686] yes=3,no=4,missing=3,gain=1.62286437,cover=202946
- 3:[Curv5<0.124281213] yes=7,no=8,missing=7,gain=1.46877432,cover=197414
- 7:[Pol<140.372742] yes=15,no=16,missing=16,gain=2.44215012,cover=16405
- 15:[Curv5<0.0915888697] yes=31,no=32,missing=32,gain=2.25143433,cover=15401
- 31:[LGI5<3.31338549] yes=63,no=64,missing=63,gain=1.58349776,cover=4266
- 63:leaf=0.000207470992,cover=0
- 64:leaf=-0.00220516394,cover=0
- 32:[Pol<102.778297] yes=65,no=66,missing=66,gain=2.14063072,cover=11135
- 65:leaf=0.000634713506,cover=0
- 66:leaf=0.00216194941,cover=0
- 16:[LGI5<2.46931005] yes=33,no=34,missing=34,gain=1.82068455,cover=1004
- 33:[LGI5<2.18291569] yes=67,no=68,missing=67,gain=1.76104915,cover=647
- 67:leaf=-0.0125219896,cover=0
- 68:leaf=0.000297080667,cover=0
- 34:[PialCurv5<0.0193316489] yes=69,no=70,missing=70,gain=1.85314941,cover=357
- 69:leaf=0.000729927502,cover=0
- 70:leaf=-0.0070810765,cover=0
- 8:[PialCurv5<-0.0154925911] yes=17,no=18,missing=17,gain=1.1764971,cover=181009
- 17:[Sulc0<0.812575758] yes=35,no=36,missing=35,gain=2.30697298,cover=430
- 35:[PialArea5<0.324585885] yes=71,no=72,missing=72,gain=0.653201818,cover=358
- 71:leaf=-0.00319028506,cover=0
- 72:leaf=-0.00879086647,cover=0
- 36:[Pol<63.605114] yes=73,no=74,missing=74,gain=0.900925875,cover=72
- 73:leaf=-0.0094430875,cover=0
- 74:leaf=0.00754995504,cover=0
- 18:[Pol<51.9018669] yes=37,no=38,missing=37,gain=1.22637677,cover=180579
- 37:[LGI5<2.59361267] yes=75,no=76,missing=75,gain=1.54010391,cover=1184
- 75:leaf=-0.00253034662,cover=0
- 76:leaf=0.002437182,cover=0
- 38:[Sulc0<1.02827847] yes=77,no=78,missing=77,gain=1.3124094,cover=179395
- 77:leaf=0.000113412876,cover=0
- 78:leaf=-0.000238081018,cover=0
- 4:[Ecc<42.9490852] yes=9,no=10,missing=9,gain=1.48283195,cover=5532
- 9:[LGI5<2.68420529] yes=19,no=20,missing=19,gain=1.49791026,cover=5000
- 19:[Pol<134.081207] yes=39,no=40,missing=39,gain=0.948055923,cover=1274
- 39:[PialCurv5<0.208232641] yes=79,no=80,missing=79,gain=1.6307894,cover=1261
- 79:leaf=0.00970326643,cover=0
- 80:leaf=-0.000434532907,cover=0
- 40:[Ecc<0.618862808] yes=81,no=82,missing=81,gain=0.0350183845,cover=13
- 81:leaf=-0.016127808,cover=0
- 82:leaf=-0.00794628076,cover=0
- 20:[Area5<0.822840035] yes=41,no=42,missing=41,gain=1.16673994,cover=3726
- 41:[PialCurv5<0.291493237] yes=83,no=84,missing=84,gain=0.596854925,cover=3069
- 83:leaf=0.00255287974,cover=0
- 84:leaf=0.000929455739,cover=0
- 42:[LGI5<3.33014965] yes=85,no=86,missing=85,gain=1.61588669,cover=657
- 85:leaf=0.00252602133,cover=0
- 86:leaf=0.00915244687,cover=0
- 10:[Curv5<0.22365725] yes=21,no=22,missing=21,gain=1.01177263,cover=532
- 21:[MidArea5<0.49446398] yes=43,no=44,missing=43,gain=0.598068058,cover=480
- 43:[Pol<16.156723] yes=87,no=88,missing=87,gain=0.0722951889,cover=7
- 87:leaf=0.0225714147,cover=0
- 88:leaf=0.00811503455,cover=0
- 44:[PialCurv5<0.265012205] yes=89,no=90,missing=89,gain=0.480834484,cover=473
- 89:leaf=-0.00348048285,cover=0
- 90:leaf=-3.95862571e-06,cover=0
- 22:[LGI5<3.09244633] yes=45,no=46,missing=45,gain=0.767671585,cover=52
- 45:[Pol<73.3354874] yes=91,no=92,missing=92,gain=0.0698084906,cover=17
- 91:leaf=-0.00261013117,cover=0
- 92:leaf=0.00346608344,cover=0
- 46:[LGI5<3.1767621] yes=93,no=94,missing=93,gain=0.577378511,cover=35
- 93:leaf=-0.0198423844,cover=0
- 94:leaf=-0.00649416959,cover=0
- 2:[Curv5<0.114925429] yes=5,no=6,missing=6,gain=1.69734895,cover=4921442
- 5:[Sulc0<0.676033437] yes=11,no=12,missing=12,gain=4.50829697,cover=4226403
- 11:[LGI5<3.74316525] yes=23,no=24,missing=24,gain=3.38442588,cover=4108954
- 23:[LGI5<3.64692807] yes=47,no=48,missing=47,gain=2.91993499,cover=4050118
- 47:[Ecc<24.7238369] yes=95,no=96,missing=95,gain=2.94843674,cover=4003979
- 95:leaf=1.52267139e-05,cover=0
- 96:leaf=-0.000115567113,cover=0
- 48:[Ecc<11.0302963] yes=97,no=98,missing=98,gain=9.98791027,cover=46139
- 97:leaf=-0.00273718662,cover=0
- 98:leaf=0.000571760756,cover=0
- 24:[Area5<0.76451689] yes=49,no=50,missing=49,gain=4.16004419,cover=58836
- 49:[PialArea5<0.658944428] yes=99,no=100,missing=99,gain=2.96867371,cover=48624
- 99:leaf=-0.0013218252,cover=0
- 100:leaf=-0.000367625704,cover=0
- 50:[LGI5<3.84897733] yes=101,no=102,missing=101,gain=2.82551575,cover=10212
- 101:leaf=0.00126257411,cover=0
- 102:leaf=-0.000416855881,cover=0
- 12:[Area5<0.610838115] yes=25,no=26,missing=26,gain=6.99213219,cover=117449
- 25:[Sulc0<0.812575758] yes=51,no=52,missing=52,gain=8.40644741,cover=4962
- 51:[PialArea5<0.38075453] yes=103,no=104,missing=103,gain=1.6249547,cover=2795
- 103:leaf=0.00263142586,cover=0
- 104:leaf=-0.000331841351,cover=0
- 52:[Pol<84.7687759] yes=105,no=106,missing=105,gain=8.60315514,cover=2167
- 105:leaf=-0.0089295255,cover=0
- 106:leaf=-0.0019019848,cover=0
- 26:[Ecc<44.7855835] yes=53,no=54,missing=53,gain=5.96055937,cover=112487
- 53:[PialCurv5<0.216171265] yes=107,no=108,missing=107,gain=5.20357609,cover=98486
- 107:leaf=0.000703077181,cover=0
- 108:leaf=-0.000235591971,cover=0
- 54:[Sulc0<1.06550956] yes=109,no=110,missing=109,gain=4.2412405,cover=14001
- 109:leaf=-0.000884863839,cover=0
- 110:leaf=0.00184675667,cover=0
- 6:[Sulc0<0.485350072] yes=13,no=14,missing=14,gain=5.79883289,cover=695039
- 13:[Ecc<36.5542564] yes=27,no=28,missing=27,gain=6.51404381,cover=348419
- 27:[Area5<0.625618935] yes=55,no=56,missing=56,gain=6.14922333,cover=347208
- 55:[Ecc<5.21075869] yes=111,no=112,missing=111,gain=5.74505138,cover=54991
- 111:leaf=-5.06227661e-05,cover=0
- 112:leaf=-0.00111755624,cover=0
- 56:[PialArea5<0.472106963] yes=113,no=114,missing=113,gain=8.7618475,cover=292217
- 113:leaf=0.000464393815,cover=0
- 114:leaf=-8.96293714e-05,cover=0
- 28:[LGI5<3.15728688] yes=57,no=58,missing=57,gain=8.52366829,cover=1211
- 57:[Pol<89.1530609] yes=115,no=116,missing=116,gain=0.825337768,cover=619
- 115:leaf=0.000751313462,cover=0
- 116:leaf=-0.00332210702,cover=0
- 58:[PialCurv5<0.107261039] yes=117,no=118,missing=117,gain=4.33551407,cover=592
- 117:leaf=0.018201815,cover=0
- 118:leaf=0.00619791634,cover=0
- 14:[PialArea5<0.524996102] yes=29,no=30,missing=30,gain=6.67580223,cover=346620
- 29:[Area5<0.864337862] yes=59,no=60,missing=59,gain=4.34426594,cover=310494
- 59:[Pol<148.336472] yes=119,no=120,missing=120,gain=3.67541575,cover=304199
- 119:leaf=-0.000166205267,cover=0
- 120:leaf=-0.00396818155,cover=0
- 60:[PialCurv5<0.297166049] yes=121,no=122,missing=122,gain=2.66944456,cover=6295
- 121:leaf=0.00225731055,cover=0
- 122:leaf=0.000193051397,cover=0
- 30:[LGI5<2.43692279] yes=61,no=62,missing=62,gain=4.31007195,cover=36126
- 61:[MidArea5<0.722913623] yes=123,no=124,missing=124,gain=2.36757708,cover=1395
- 123:leaf=0.00083577336,cover=0
- 124:leaf=0.00600695191,cover=0
- 62:[Sulc0<0.732260227] yes=125,no=126,missing=125,gain=3.9311018,cover=34731
- 125:leaf=-0.00140189042,cover=0
- 126:leaf=-0.000312205317,cover=0
-booster[506]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=2,gain=1.19810963,cover=5124388
- 1:[Pol<152.092255] yes=3,no=4,missing=3,gain=6.9746623,cover=423406
- 3:[Pol<64.3762589] yes=7,no=8,missing=8,gain=8.5238142,cover=327112
- 7:[PialCurv5<-0.0314326771] yes=15,no=16,missing=15,gain=7.78364134,cover=124214
- 15:[Ecc<0.836319208] yes=31,no=32,missing=32,gain=5.23821497,cover=107659
- 31:[Curv5<-0.0837168768] yes=63,no=64,missing=63,gain=3.13531137,cover=62997
- 63:leaf=6.14527016e-05,cover=0
- 64:leaf=0.00152306573,cover=0
- 32:[PialArea5<0.739180207] yes=65,no=66,missing=65,gain=4.49502373,cover=44662
- 65:leaf=-0.0022758781,cover=0
- 66:leaf=-0.000409378059,cover=0
- 16:[Area5<0.846071243] yes=33,no=34,missing=34,gain=3.50012302,cover=16555
- 33:[Area5<0.710077047] yes=67,no=68,missing=67,gain=2.84989834,cover=16328
- 67:leaf=-0.00158899021,cover=0
- 68:leaf=-3.75673044e-05,cover=0
- 34:[LGI5<2.2730217] yes=69,no=70,missing=70,gain=1.35167074,cover=227
- 69:leaf=0.00201204978,cover=0
- 70:leaf=-0.00901523698,cover=0
- 8:[Area5<0.628069878] yes=17,no=18,missing=18,gain=9.05516624,cover=202898
- 17:[LGI5<2.3865335] yes=35,no=36,missing=35,gain=5.40578747,cover=133198
- 35:[Ecc<0.567370772] yes=71,no=72,missing=71,gain=3.81747055,cover=72900
- 71:leaf=-0.000904175744,cover=0
- 72:leaf=-8.46439143e-05,cover=0
- 36:[LGI5<2.75749183] yes=73,no=74,missing=74,gain=3.15139723,cover=60298
- 73:leaf=0.000375169242,cover=0
- 74:leaf=-0.00316316308,cover=0
- 18:[PialArea5<0.584843099] yes=37,no=38,missing=37,gain=8.91764641,cover=69700
- 37:[PialCurv5<0.0959877223] yes=75,no=76,missing=75,gain=13.129385,cover=10680
- 75:leaf=0.00432408648,cover=0
- 76:leaf=0.000686320185,cover=0
- 38:[Sulc0<-0.574995995] yes=77,no=78,missing=77,gain=12.1238632,cover=59020
- 77:leaf=0.00110317825,cover=0
- 78:leaf=-0.000336289522,cover=0
- 4:[Ecc<0.353712648] yes=9,no=10,missing=9,gain=2.88091183,cover=96294
- 9:[Area5<0.698189139] yes=19,no=20,missing=20,gain=3.16765714,cover=19348
- 19:[Sulc0<-0.603582025] yes=39,no=40,missing=39,gain=2.19430137,cover=16419
- 39:[MidArea5<0.55041182] yes=79,no=80,missing=80,gain=2.22913194,cover=8397
- 79:leaf=-0.00329600624,cover=0
- 80:leaf=0.000565702619,cover=0
- 40:[MidArea5<0.594104469] yes=81,no=82,missing=81,gain=3.89393663,cover=8022
- 81:leaf=0.00031636827,cover=0
- 82:leaf=-0.00188681239,cover=0
- 20:[Sulc0<-0.202991232] yes=41,no=42,missing=41,gain=2.5239687,cover=2929
- 41:[PialArea5<1.31770575] yes=83,no=84,missing=83,gain=2.56559038,cover=2643
- 83:leaf=0.00233073905,cover=0
- 84:leaf=-0.00788513664,cover=0
- 42:[PialCurv5<0.0877920389] yes=85,no=86,missing=85,gain=3.98004341,cover=286
- 85:leaf=-0.0130245974,cover=0
- 86:leaf=0.000555209233,cover=0
- 10:[Area5<0.731406808] yes=21,no=22,missing=22,gain=4.59172535,cover=76946
- 21:[Sulc0<-0.769821882] yes=43,no=44,missing=43,gain=4.12610722,cover=72630
- 43:[Curv5<-0.151772231] yes=87,no=88,missing=87,gain=13.7692194,cover=14836
- 87:leaf=-9.93247158e-05,cover=0
- 88:leaf=-0.00327293202,cover=0
- 44:[MidArea5<0.95319289] yes=89,no=90,missing=89,gain=5.96605968,cover=57794
- 89:leaf=-0.000331076619,cover=0
- 90:leaf=0.010231426,cover=0
- 22:[Area5<0.987501919] yes=45,no=46,missing=45,gain=3.33507729,cover=4316
- 45:[PialCurv5<0.00860458333] yes=91,no=92,missing=92,gain=2.90463352,cover=3902
- 91:leaf=-0.00144091283,cover=0
- 92:leaf=-0.00419635978,cover=0
- 46:[PialArea5<0.733388364] yes=93,no=94,missing=93,gain=3.89171457,cover=414
- 93:leaf=0.00842408743,cover=0
- 94:leaf=-0.00160728919,cover=0
- 2:[LGI5<2.28518939] yes=5,no=6,missing=5,gain=5.01224327,cover=4700982
- 5:[Pol<78.2110443] yes=11,no=12,missing=12,gain=7.62138557,cover=187228
- 11:[Ecc<2.6675415] yes=23,no=24,missing=23,gain=5.97460747,cover=50021
- 23:[Sulc0<-0.463317156] yes=47,no=48,missing=47,gain=3.88253713,cover=29169
- 47:[LGI5<2.18291569] yes=95,no=96,missing=96,gain=3.95644498,cover=26054
- 95:leaf=0.00109930441,cover=0
- 96:leaf=-0.000348789588,cover=0
- 48:[LGI5<2.2730217] yes=97,no=98,missing=98,gain=2.68037653,cover=3115
- 97:leaf=0.00128708046,cover=0
- 98:leaf=0.00560407899,cover=0
- 24:[PialCurv5<-0.0789950639] yes=49,no=50,missing=49,gain=4.45882034,cover=20852
- 49:[Pol<64.3762589] yes=99,no=100,missing=99,gain=4.01463747,cover=12889
- 99:leaf=-0.000815326057,cover=0
- 100:leaf=0.00129578565,cover=0
- 50:[Pol<21.2328167] yes=101,no=102,missing=101,gain=3.60187435,cover=7963
- 101:leaf=0.00219685747,cover=0
- 102:leaf=-0.00212365552,cover=0
- 12:[MidArea5<0.786720097] yes=25,no=26,missing=26,gain=8.0843277,cover=137207
- 25:[PialCurv5<-0.135003537] yes=51,no=52,missing=52,gain=4.78485203,cover=113684
- 51:[Ecc<2.54464626] yes=103,no=104,missing=103,gain=1.16242027,cover=9545
- 103:leaf=-0.00152125664,cover=0
- 104:leaf=-0.000374735537,cover=0
- 52:[PialArea5<0.727568209] yes=105,no=106,missing=105,gain=4.9427371,cover=104139
- 105:leaf=0.000128438245,cover=0
- 106:leaf=0.000854387064,cover=0
- 26:[Ecc<3.73767829] yes=53,no=54,missing=53,gain=6.28159046,cover=23523
- 53:[LGI5<2.25958419] yes=107,no=108,missing=108,gain=6.34274673,cover=13498
- 107:leaf=0.00125710852,cover=0
- 108:leaf=0.00358031318,cover=0
- 54:[Sulc0<-0.312649339] yes=109,no=110,missing=109,gain=5.75549936,cover=10025
- 109:leaf=-0.000305763155,cover=0
- 110:leaf=0.00254087592,cover=0
- 6:[Ecc<3.03937531] yes=13,no=14,missing=13,gain=2.43915701,cover=4513754
- 13:[LGI5<2.51629615] yes=27,no=28,missing=27,gain=13.3258734,cover=508233
- 27:[Pol<41.8258972] yes=55,no=56,missing=56,gain=12.1971912,cover=362682
- 55:[Curv5<-0.191348091] yes=111,no=112,missing=111,gain=22.2409134,cover=65451
- 111:leaf=-6.21057479e-05,cover=0
- 112:leaf=0.00182825734,cover=0
- 56:[Area5<0.630444467] yes=113,no=114,missing=113,gain=18.5356903,cover=297231
- 113:leaf=0.000347929745,cover=0
- 114:leaf=-0.000444364268,cover=0
- 28:[LGI5<3.04906535] yes=57,no=58,missing=58,gain=7.04748726,cover=145551
- 57:[MidArea5<0.661389112] yes=115,no=116,missing=115,gain=4.4761467,cover=145158
- 115:leaf=-7.12849796e-05,cover=0
- 116:leaf=-0.00069724489,cover=0
- 58:[Pol<152.092255] yes=117,no=118,missing=117,gain=14.5246086,cover=393
- 117:leaf=0.011250319,cover=0
- 118:leaf=-0.0118976319,cover=0
- 14:[Pol<92.1537628] yes=29,no=30,missing=29,gain=3.25869298,cover=4005521
- 29:[LGI5<2.6558373] yes=59,no=60,missing=59,gain=20.9567833,cover=1748503
- 59:[MidArea5<0.719939232] yes=119,no=120,missing=119,gain=13.960947,cover=406909
- 119:leaf=2.43839004e-05,cover=0
- 120:leaf=0.000619754835,cover=0
- 60:[Ecc<12.0179253] yes=121,no=122,missing=121,gain=25.9657307,cover=1341594
- 121:leaf=-0.000300501357,cover=0
- 122:leaf=0.000147477112,cover=0
- 30:[Sulc0<0.176289052] yes=61,no=62,missing=61,gain=8.23037529,cover=2257018
- 61:[Pol<127.728462] yes=123,no=124,missing=123,gain=27.8835678,cover=1377516
- 123:leaf=-0.000538369,cover=0
- 124:leaf=1.09289449e-05,cover=0
- 62:[Curv5<0.122410901] yes=125,no=126,missing=125,gain=11.7191143,cover=879502
- 125:leaf=0.000266237941,cover=0
- 126:leaf=-9.89897744e-05,cover=0
-booster[507]:
-0:[Curv5<-0.261287659] yes=1,no=2,missing=1,gain=1.22260213,cover=5124388
- 1:[PialCurv5<-0.14160423] yes=3,no=4,missing=4,gain=6.43260098,cover=343062
- 3:[Curv5<-0.319950402] yes=7,no=8,missing=7,gain=3.59309578,cover=234059
- 7:[Pol<143.959366] yes=15,no=16,missing=15,gain=1.36785769,cover=66792
- 15:[Pol<53.6550331] yes=31,no=32,missing=31,gain=2.90290308,cover=47734
- 31:[LGI5<3.40779543] yes=63,no=64,missing=64,gain=2.18506074,cover=31827
- 63:leaf=3.37180438e-07,cover=0
- 64:leaf=0.00154620211,cover=0
- 32:[LGI5<2.76298451] yes=65,no=66,missing=65,gain=3.08396149,cover=15907
- 65:leaf=0.00146388018,cover=0
- 66:leaf=8.58770363e-06,cover=0
- 16:[LGI5<2.21018219] yes=33,no=34,missing=33,gain=1.49517393,cover=19058
- 33:[Pol<154.27803] yes=67,no=68,missing=68,gain=0.909895539,cover=201
- 67:leaf=-0.000236125386,cover=0
- 68:leaf=0.00672576157,cover=0
- 34:[Ecc<7.7481575] yes=69,no=70,missing=69,gain=1.25216889,cover=18857
- 69:leaf=-0.000666550419,cover=0
- 70:leaf=0.000171166714,cover=0
- 8:[Area5<0.643796742] yes=17,no=18,missing=17,gain=4.00262642,cover=167267
- 17:[Area5<0.559839368] yes=35,no=36,missing=35,gain=2.78898478,cover=114917
- 35:[Ecc<4.27275372] yes=71,no=72,missing=71,gain=4.68299341,cover=57317
- 71:leaf=-0.000582698733,cover=0
- 72:leaf=0.000323331449,cover=0
- 36:[Sulc0<-0.108384088] yes=73,no=74,missing=74,gain=3.48670769,cover=57600
- 73:leaf=-0.000542532885,cover=0
- 74:leaf=-0.003703614,cover=0
- 18:[PialCurv5<-0.210138425] yes=37,no=38,missing=37,gain=2.30873942,cover=52350
- 37:[MidArea5<0.692627788] yes=75,no=76,missing=75,gain=1.12094331,cover=1605
- 75:leaf=0.0066992417,cover=0
- 76:leaf=0.00167178421,cover=0
- 38:[Pol<50.1003532] yes=77,no=78,missing=77,gain=1.62039399,cover=50745
- 77:leaf=-0.000120776916,cover=0
- 78:leaf=0.000450482359,cover=0
- 4:[Area5<0.517926872] yes=9,no=10,missing=10,gain=5.17397404,cover=109003
- 9:[Sulc0<-0.298712492] yes=19,no=20,missing=19,gain=1.93816471,cover=31167
- 19:[PialArea5<0.563414931] yes=39,no=40,missing=39,gain=1.91718411,cover=29034
- 39:[LGI5<2.38303256] yes=79,no=80,missing=80,gain=1.48891139,cover=729
- 79:leaf=0.000422272977,cover=0
- 80:leaf=-0.00436790008,cover=0
- 40:[LGI5<2.22170687] yes=81,no=82,missing=81,gain=1.52843702,cover=28305
- 81:leaf=0.00104634638,cover=0
- 82:leaf=-0.000287862029,cover=0
- 20:[Pol<154.27803] yes=41,no=42,missing=42,gain=2.30523062,cover=2133
- 41:[LGI5<2.77389717] yes=83,no=84,missing=83,gain=2.56158829,cover=1971
- 83:leaf=0.00337464851,cover=0
- 84:leaf=-0.000438279298,cover=0
- 42:[Ecc<41.2560654] yes=85,no=86,missing=85,gain=1.85364866,cover=162
- 85:leaf=0.00446190126,cover=0
- 86:leaf=0.0182843264,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=22,gain=5.56965637,cover=77836
- 21:[LGI5<2.96780801] yes=43,no=44,missing=43,gain=2.35878372,cover=32170
- 43:[Sulc0<-1.24864507] yes=87,no=88,missing=88,gain=1.92162919,cover=21200
- 87:leaf=0.00187018362,cover=0
- 88:leaf=-0.000295712845,cover=0
- 44:[Curv5<-0.350989401] yes=89,no=90,missing=90,gain=2.68645859,cover=10970
- 89:leaf=-0.00270801317,cover=0
- 90:leaf=0.000896276266,cover=0
- 22:[Pol<151.353775] yes=45,no=46,missing=45,gain=7.91737938,cover=45666
- 45:[LGI5<3.1967752] yes=91,no=92,missing=91,gain=4.59575653,cover=23692
- 91:leaf=0.00185535196,cover=0
- 92:leaf=-0.000405620784,cover=0
- 46:[LGI5<2.41022825] yes=93,no=94,missing=93,gain=4.19091129,cover=21974
- 93:leaf=0.00231437827,cover=0
- 94:leaf=6.13398806e-05,cover=0
- 2:[PialCurv5<-0.164281175] yes=5,no=6,missing=5,gain=5.75263739,cover=4781326
- 5:[Curv5<-0.22713457] yes=11,no=12,missing=12,gain=6.94542789,cover=26479
- 11:[PialCurv5<-0.171137348] yes=23,no=24,missing=23,gain=1.42425573,cover=18613
- 23:[MidArea5<1.1557827] yes=47,no=48,missing=47,gain=1.57866335,cover=9773
- 47:[LGI5<2.95092106] yes=95,no=96,missing=96,gain=0.902007341,cover=9659
- 95:leaf=0.000359419355,cover=0
- 96:leaf=0.00139962009,cover=0
- 48:[Sulc0<-0.738139331] yes=97,no=98,missing=97,gain=0.870903492,cover=114
- 97:leaf=-0.00850677397,cover=0
- 98:leaf=0.000518323563,cover=0
- 24:[Curv5<-0.241649449] yes=49,no=50,missing=50,gain=1.45209062,cover=8840
- 49:[Sulc0<-0.271910518] yes=99,no=100,missing=99,gain=1.12312961,cover=6163
- 99:leaf=-0.000563784037,cover=0
- 100:leaf=-0.00459441124,cover=0
- 50:[Ecc<0.353712648] yes=101,no=102,missing=101,gain=0.384441912,cover=2677
- 101:leaf=0.0105018122,cover=0
- 102:leaf=0.000677262724,cover=0
- 12:[PialCurv5<-0.190801308] yes=25,no=26,missing=25,gain=6.16083145,cover=7866
- 25:[LGI5<2.3865335] yes=51,no=52,missing=52,gain=2.84568763,cover=1612
- 51:[Sulc0<-0.769821882] yes=103,no=104,missing=103,gain=3.6667521,cover=169
- 103:leaf=0.0012503796,cover=0
- 104:leaf=-0.0135039007,cover=0
- 52:[Area5<0.726017833] yes=105,no=106,missing=105,gain=2.94445634,cover=1443
- 105:leaf=0.00169283652,cover=0
- 106:leaf=-0.00296564912,cover=0
- 26:[Area5<0.595263004] yes=53,no=54,missing=54,gain=4.84879684,cover=6254
- 53:[Ecc<4.27275372] yes=107,no=108,missing=107,gain=1.57342184,cover=2249
- 107:leaf=0.0026008212,cover=0
- 108:leaf=-0.000158967974,cover=0
- 54:[Pol<157.22821] yes=109,no=110,missing=110,gain=4.20274734,cover=4005
- 109:leaf=0.00314290705,cover=0
- 110:leaf=0.00822595134,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=2.32397604,cover=4754847
- 13:[LGI5<2.71502113] yes=27,no=28,missing=28,gain=1.02355313,cover=22847
- 27:[LGI5<2.47631311] yes=55,no=56,missing=55,gain=3.16527152,cover=19805
- 55:[Pol<58.6768646] yes=111,no=112,missing=112,gain=2.06081462,cover=15192
- 111:leaf=0.00166500325,cover=0
- 112:leaf=3.12134107e-05,cover=0
- 56:[Curv5<-0.206445083] yes=113,no=114,missing=113,gain=2.32707357,cover=4613
- 113:leaf=0.000653636351,cover=0
- 114:leaf=0.00289981114,cover=0
- 28:[PialCurv5<-0.133997425] yes=57,no=58,missing=58,gain=1.56208384,cover=3042
- 57:[Ecc<9.0678978] yes=115,no=116,missing=115,gain=1.41763258,cover=890
- 115:leaf=-0.000387728884,cover=0
- 116:leaf=0.00362422806,cover=0
- 58:[Pol<150.62207] yes=117,no=118,missing=118,gain=2.41464353,cover=2152
- 117:leaf=-0.000620004837,cover=0
- 118:leaf=-0.007060559,cover=0
- 14:[Sulc0<-0.947149038] yes=29,no=30,missing=29,gain=2.43523955,cover=4732000
- 29:[PialArea5<0.683221579] yes=59,no=60,missing=60,gain=5.28989553,cover=227249
- 59:[LGI5<2.13090348] yes=119,no=120,missing=119,gain=4.10363436,cover=1357
- 119:leaf=-0.00656269444,cover=0
- 120:leaf=0.00373175787,cover=0
- 60:[Curv5<-0.125495523] yes=121,no=122,missing=122,gain=4.7525115,cover=225892
- 121:leaf=-0.000153809829,cover=0
- 122:leaf=-0.00158824679,cover=0
- 30:[PialArea5<1.16111541] yes=61,no=62,missing=61,gain=2.69876671,cover=4504751
- 61:[Sulc0<-0.332174033] yes=123,no=124,missing=123,gain=2.92580032,cover=4205039
- 123:leaf=-7.28357918e-05,cover=0
- 124:leaf=1.49137877e-05,cover=0
- 62:[Ecc<2.25101852] yes=125,no=126,missing=125,gain=3.42273474,cover=299712
- 125:leaf=0.000590241048,cover=0
- 126:leaf=7.65482691e-05,cover=0
-booster[508]:
-0:[PialArea5<0.39522177] yes=1,no=2,missing=2,gain=1.15553284,cover=5124388
- 1:[Area5<0.733255386] yes=3,no=4,missing=3,gain=2.94045162,cover=423406
- 3:[PialCurv5<0.010724308] yes=7,no=8,missing=7,gain=2.5635283,cover=365112
- 7:[LGI5<2.82485151] yes=15,no=16,missing=15,gain=1.73383546,cover=5638
- 15:[Pol<88.5531387] yes=31,no=32,missing=31,gain=4.11361504,cover=3252
- 31:[Ecc<18.5999508] yes=63,no=64,missing=63,gain=2.3013134,cover=728
- 63:leaf=-0.00604293263,cover=0
- 64:leaf=0.003170009,cover=0
- 32:[Curv5<-0.0179657843] yes=65,no=66,missing=65,gain=2.36666298,cover=2524
- 65:leaf=0.00196817168,cover=0
- 66:leaf=-0.00166435901,cover=0
- 16:[LGI5<3.64692807] yes=33,no=34,missing=33,gain=2.31379843,cover=2386
- 33:[Pol<128.334747] yes=67,no=68,missing=67,gain=1.59752178,cover=2240
- 67:leaf=0.000982271857,cover=0
- 68:leaf=-0.00262111425,cover=0
- 34:[Pol<105.995506] yes=69,no=70,missing=70,gain=0.8704772,cover=146
- 69:leaf=-0.00791121647,cover=0
- 70:leaf=0.00196176465,cover=0
- 8:[Sulc0<0.227376223] yes=17,no=18,missing=17,gain=4.26087713,cover=359474
- 17:[Curv5<0.233002663] yes=35,no=36,missing=35,gain=2.95249033,cover=36588
- 35:[Ecc<0.943656743] yes=71,no=72,missing=72,gain=4.51951504,cover=29327
- 71:leaf=-0.00034887949,cover=0
- 72:leaf=0.00111980515,cover=0
- 36:[Pol<136.792099] yes=73,no=74,missing=73,gain=2.97829318,cover=7261
- 73:leaf=-0.000926349254,cover=0
- 74:leaf=0.00142492435,cover=0
- 18:[Ecc<1.15906882] yes=37,no=38,missing=37,gain=2.82180667,cover=322886
- 37:[Curv5<0.18040961] yes=75,no=76,missing=75,gain=2.18040514,cover=543
- 75:leaf=-0.0109213442,cover=0
- 76:leaf=-0.00223574741,cover=0
- 38:[Pol<89.1530609] yes=77,no=78,missing=77,gain=2.8222959,cover=322343
- 77:leaf=0.000276170118,cover=0
- 78:leaf=-8.56244224e-05,cover=0
- 4:[Sulc0<0.762988985] yes=9,no=10,missing=9,gain=5.41869497,cover=58294
- 9:[Curv5<0.0534323379] yes=19,no=20,missing=19,gain=3.49703503,cover=18437
- 19:[Ecc<14.0810061] yes=39,no=40,missing=40,gain=0.794221401,cover=56
- 39:[Area5<0.739104271] yes=79,no=80,missing=79,gain=0.344158143,cover=29
- 79:leaf=0.00585854752,cover=0
- 80:leaf=-0.00767959608,cover=0
- 40:[PialCurv5<0.04242469] yes=81,no=82,missing=82,gain=0.175517082,cover=27
- 81:leaf=-0.0092340447,cover=0
- 82:leaf=-0.020061763,cover=0
- 20:[LGI5<2.31684756] yes=41,no=42,missing=41,gain=2.47932243,cover=18381
- 41:[Ecc<2.31110334] yes=83,no=84,missing=84,gain=4.02746725,cover=828
- 83:leaf=-0.0103342431,cover=0
- 84:leaf=-0.000138864183,cover=0
- 42:[Sulc0<0.0530014001] yes=85,no=86,missing=86,gain=3.59459305,cover=17553
- 85:leaf=0.00810446125,cover=0
- 86:leaf=0.00120693375,cover=0
- 10:[Ecc<21.3640327] yes=21,no=22,missing=21,gain=3.67578721,cover=39857
- 21:[Pol<103.851685] yes=43,no=44,missing=43,gain=3.1967411,cover=22104
- 43:[Curv5<0.0574831441] yes=87,no=88,missing=87,gain=1.95814776,cover=16980
- 87:leaf=-0.0187378377,cover=0
- 88:leaf=-0.000663620885,cover=0
- 44:[Curv5<0.164550796] yes=89,no=90,missing=89,gain=1.18613195,cover=5124
- 89:leaf=0.00150420063,cover=0
- 90:leaf=-1.71127813e-05,cover=0
- 22:[LGI5<3.26095963] yes=45,no=46,missing=45,gain=2.66844869,cover=17753
- 45:[LGI5<3.06739473] yes=91,no=92,missing=91,gain=2.33511853,cover=9424
- 91:leaf=0.000804867886,cover=0
- 92:leaf=-0.000769747072,cover=0
- 46:[Area5<0.924216449] yes=93,no=94,missing=93,gain=1.32983065,cover=8329
- 93:leaf=0.00119418593,cover=0
- 94:leaf=0.00663310615,cover=0
- 2:[MidArea5<0.559431195] yes=5,no=6,missing=5,gain=2.54561424,cover=4700982
- 5:[Ecc<7.1378541] yes=11,no=12,missing=12,gain=4.21143913,cover=272899
- 11:[Pol<121.397697] yes=23,no=24,missing=23,gain=6.37539482,cover=146435
- 23:[PialArea5<0.718622029] yes=47,no=48,missing=48,gain=2.50965309,cover=98130
- 47:[Curv5<0.164550796] yes=95,no=96,missing=95,gain=2.13278079,cover=96428
- 95:leaf=-0.00039316123,cover=0
- 96:leaf=0.000118198201,cover=0
- 48:[MidArea5<0.545424342] yes=97,no=98,missing=97,gain=1.3352437,cover=1702
- 97:leaf=0.00359680923,cover=0
- 98:leaf=0.000665157393,cover=0
- 24:[LGI5<2.51969218] yes=49,no=50,missing=49,gain=9.65621376,cover=48305
- 49:[LGI5<2.43692279] yes=99,no=100,missing=99,gain=4.62776804,cover=36478
- 99:leaf=0.000416536495,cover=0
- 100:leaf=-0.000891068659,cover=0
- 50:[PialArea5<0.546516836] yes=101,no=102,missing=101,gain=5.58332253,cover=11827
- 101:leaf=0.00254288153,cover=0
- 102:leaf=0.000271016819,cover=0
- 12:[Pol<156.492447] yes=25,no=26,missing=26,gain=6.85229588,cover=126464
- 25:[LGI5<2.53029394] yes=51,no=52,missing=51,gain=4.0590148,cover=116824
- 51:[Sulc0<0.41245693] yes=103,no=104,missing=103,gain=3.31460524,cover=7426
- 103:leaf=-0.00230033533,cover=0
- 104:leaf=-0.000163590637,cover=0
- 52:[Pol<87.3220139] yes=105,no=106,missing=105,gain=2.71047854,cover=109398
- 105:leaf=0.000147076702,cover=0
- 106:leaf=-0.000371159607,cover=0
- 26:[PialCurv5<-0.142826259] yes=53,no=54,missing=54,gain=4.79684734,cover=9640
- 53:[Ecc<10.426198] yes=107,no=108,missing=107,gain=2.7724812,cover=1168
- 107:leaf=0.00777560053,cover=0
- 108:leaf=0.000431168359,cover=0
- 54:[Curv5<0.133649558] yes=109,no=110,missing=109,gain=9.27350998,cover=8472
- 109:leaf=-0.00377841853,cover=0
- 110:leaf=-0.00046774745,cover=0
- 6:[Curv5<0.186949074] yes=13,no=14,missing=13,gain=2.74152589,cover=4428083
- 13:[PialCurv5<0.409174502] yes=27,no=28,missing=28,gain=4.91319132,cover=4392205
- 27:[PialArea5<0.511941612] yes=55,no=56,missing=55,gain=3.59711337,cover=4387479
- 55:[Pol<114.966316] yes=111,no=112,missing=111,gain=11.2891178,cover=297138
- 111:leaf=1.32807691e-05,cover=0
- 112:leaf=0.000770980259,cover=0
- 56:[Curv5<0.0915888697] yes=113,no=114,missing=113,gain=6.81085014,cover=4090341
- 113:leaf=9.74755949e-06,cover=0
- 114:leaf=-0.000238079185,cover=0
- 28:[PialArea5<0.454431564] yes=57,no=58,missing=58,gain=1.79602385,cover=4726
- 57:[Sulc0<0.176289052] yes=115,no=116,missing=115,gain=1.2726804,cover=2128
- 115:leaf=0.00754003925,cover=0
- 116:leaf=0.00032566255,cover=0
- 58:[Sulc0<-0.351394534] yes=117,no=118,missing=118,gain=1.21072054,cover=2598
- 117:leaf=-0.00529545965,cover=0
- 118:leaf=0.00264732493,cover=0
- 14:[PialCurv5<0.260145098] yes=29,no=30,missing=29,gain=5.76113272,cover=35878
- 29:[LGI5<2.47264814] yes=59,no=60,missing=59,gain=3.16123652,cover=11316
- 59:[PialArea5<0.597118378] yes=119,no=120,missing=119,gain=1.54734707,cover=4260
- 119:leaf=-0.000891430012,cover=0
- 120:leaf=0.00229504076,cover=0
- 60:[PialCurv5<0.131570891] yes=121,no=122,missing=121,gain=1.6480763,cover=7056
- 121:leaf=0.00299164443,cover=0
- 122:leaf=0.000832315185,cover=0
- 30:[Area5<0.648839295] yes=61,no=62,missing=62,gain=3.36506081,cover=24562
- 61:[Sulc0<-0.370474488] yes=123,no=124,missing=123,gain=1.5633353,cover=1417
- 123:leaf=-0.00654151617,cover=0
- 124:leaf=0.00184283243,cover=0
- 62:[LGI5<3.37729335] yes=125,no=126,missing=126,gain=2.57880974,cover=23145
- 125:leaf=-0.000842963753,cover=0
- 126:leaf=-0.00269496045,cover=0
-booster[509]:
-0:[LGI5<3.13786864] yes=1,no=2,missing=2,gain=1.16721857,cover=5124388
- 1:[Area5<0.720017433] yes=3,no=4,missing=3,gain=3.07428098,cover=3954668
- 3:[Ecc<25.5461979] yes=7,no=8,missing=8,gain=12.3811903,cover=2826164
- 7:[Ecc<13.4950199] yes=15,no=16,missing=15,gain=11.6247854,cover=2678503
- 15:[Pol<32.323391] yes=31,no=32,missing=31,gain=14.5001326,cover=2441901
- 31:[Ecc<1.79549146] yes=63,no=64,missing=63,gain=17.5520821,cover=241437
- 63:leaf=-0.000238591805,cover=0
- 64:leaf=0.000656468794,cover=0
- 32:[Pol<71.0996552] yes=65,no=66,missing=65,gain=17.2854595,cover=2200464
- 65:leaf=-0.000374758063,cover=0
- 66:leaf=-8.09943188e-08,cover=0
- 16:[Pol<39.0368156] yes=33,no=34,missing=33,gain=26.6054554,cover=236602
- 33:[Pol<13.2006302] yes=67,no=68,missing=68,gain=14.6793137,cover=41988
- 67:leaf=0.000343830761,cover=0
- 68:leaf=-0.00156314392,cover=0
- 34:[Pol<82.8478928] yes=69,no=70,missing=69,gain=61.148777,cover=194614
- 69:leaf=0.00208480004,cover=0
- 70:leaf=6.48939022e-05,cover=0
- 8:[LGI5<3.06122994] yes=17,no=18,missing=17,gain=6.87018013,cover=147661
- 17:[PialCurv5<-0.103163145] yes=35,no=36,missing=35,gain=5.69510269,cover=113018
- 35:[Sulc0<0.354630351] yes=71,no=72,missing=72,gain=3.17486858,cover=36191
- 71:leaf=-0.000101769983,cover=0
- 72:leaf=-0.00731961522,cover=0
- 36:[Sulc0<0.32645905] yes=73,no=74,missing=74,gain=10.3892269,cover=76827
- 73:leaf=-0.00152491778,cover=0
- 74:leaf=-0.000358006684,cover=0
- 18:[Pol<148.336472] yes=37,no=38,missing=37,gain=6.72447109,cover=34643
- 37:[Sulc0<-0.23104082] yes=75,no=76,missing=76,gain=2.27988696,cover=26959
- 75:leaf=-0.000351742201,cover=0
- 76:leaf=0.000767800841,cover=0
- 38:[Curv5<-0.241649449] yes=77,no=78,missing=77,gain=4.85011244,cover=7684
- 77:leaf=0.000635030388,cover=0
- 78:leaf=-0.00203346205,cover=0
- 4:[Curv5<0.0235087723] yes=9,no=10,missing=10,gain=10.9993191,cover=1128504
- 9:[Pol<140.372742] yes=19,no=20,missing=19,gain=15.2775888,cover=658510
- 19:[Pol<65.1286774] yes=39,no=40,missing=39,gain=17.6970005,cover=518356
- 39:[LGI5<2.83602357] yes=79,no=80,missing=79,gain=15.9427118,cover=309497
- 79:leaf=0.000360219477,cover=0
- 80:leaf=-0.000371515605,cover=0
- 40:[Ecc<6.70300007] yes=81,no=82,missing=81,gain=43.3985214,cover=208859
- 81:leaf=-0.00122042664,cover=0
- 82:leaf=0.000222386661,cover=0
- 20:[Sulc0<-0.569364369] yes=41,no=42,missing=41,gain=13.913188,cover=140154
- 41:[Ecc<6.10119486] yes=83,no=84,missing=84,gain=11.0552359,cover=53118
- 83:leaf=0.00076751149,cover=0
- 84:leaf=-0.000748592836,cover=0
- 42:[Ecc<13.4950199] yes=85,no=86,missing=85,gain=21.4913921,cover=87036
- 85:leaf=0.00149737578,cover=0
- 86:leaf=-8.60616346e-05,cover=0
- 10:[PialCurv5<0.0447484925] yes=21,no=22,missing=21,gain=15.8987303,cover=469994
- 21:[Pol<72.6247101] yes=43,no=44,missing=43,gain=14.7425365,cover=30671
- 43:[Ecc<2.42687178] yes=87,no=88,missing=88,gain=11.2009239,cover=9736
- 87:leaf=-0.00259947474,cover=0
- 88:leaf=0.00349114509,cover=0
- 44:[Pol<170.080093] yes=89,no=90,missing=90,gain=9.22089005,cover=20935
- 89:leaf=0.000207486941,cover=0
- 90:leaf=0.00328664365,cover=0
- 22:[PialArea5<0.724588811] yes=45,no=46,missing=45,gain=10.7233381,cover=439323
- 45:[Curv5<0.124281213] yes=91,no=92,missing=91,gain=20.3516922,cover=351806
- 91:leaf=0.000681062171,cover=0
- 92:leaf=-7.99909103e-05,cover=0
- 46:[Pol<127.133438] yes=93,no=94,missing=93,gain=9.0841074,cover=87517
- 93:leaf=-7.35762951e-05,cover=0
- 94:leaf=-0.00142782321,cover=0
- 2:[Ecc<22.8050022] yes=5,no=6,missing=5,gain=3.10216928,cover=1169720
- 5:[Area5<0.68633163] yes=11,no=12,missing=12,gain=7.98289585,cover=646724
- 11:[Pol<57.8577347] yes=23,no=24,missing=23,gain=12.8566465,cover=289435
- 23:[Ecc<19.7764034] yes=47,no=48,missing=47,gain=11.6599197,cover=78967
- 47:[PialCurv5<-0.0990834236] yes=95,no=96,missing=96,gain=14.4752417,cover=65429
- 95:leaf=-0.00013587439,cover=0
- 96:leaf=-0.00165432587,cover=0
- 48:[Pol<37.1539459] yes=97,no=98,missing=97,gain=3.22782469,cover=13538
- 97:leaf=0.000279250933,cover=0
- 98:leaf=0.00187922455,cover=0
- 24:[Pol<80.2322083] yes=49,no=50,missing=49,gain=31.8609867,cover=210468
- 49:[Ecc<10.7180347] yes=99,no=100,missing=99,gain=19.2825203,cover=36145
- 99:leaf=-0.000698443211,cover=0
- 100:leaf=0.00220515137,cover=0
- 50:[Ecc<13.3064203] yes=101,no=102,missing=101,gain=11.6294537,cover=174323
- 101:leaf=0.000513742503,cover=0
- 102:leaf=-0.000323879649,cover=0
- 12:[Sulc0<-0.420901269] yes=25,no=26,missing=26,gain=8.49103737,cover=357289
- 25:[Pol<25.2957573] yes=51,no=52,missing=51,gain=4.12022877,cover=120470
- 51:[PialCurv5<-0.0656740367] yes=103,no=104,missing=103,gain=9.52490997,cover=38543
- 103:leaf=0.000113141919,cover=0
- 104:leaf=0.00211989856,cover=0
- 52:[Pol<99.0100403] yes=105,no=106,missing=105,gain=5.81697464,cover=81927
- 105:leaf=-0.000564528513,cover=0
- 106:leaf=0.000278284657,cover=0
- 26:[MidArea5<0.689589858] yes=53,no=54,missing=54,gain=11.4248085,cover=236819
- 53:[Pol<114.432869] yes=107,no=108,missing=107,gain=11.0507879,cover=102182
- 107:leaf=-0.000392314192,cover=0
- 108:leaf=0.000740363088,cover=0
- 54:[Pol<130.822815] yes=109,no=110,missing=110,gain=7.62624168,cover=134637
- 109:leaf=-0.000449002575,cover=0
- 110:leaf=-0.00121958076,cover=0
- 6:[LGI5<3.26095963] yes=13,no=14,missing=13,gain=7.84695053,cover=522996
- 13:[Area5<0.683950484] yes=27,no=28,missing=27,gain=4.8548131,cover=139481
- 27:[Ecc<26.874506] yes=55,no=56,missing=55,gain=6.65033531,cover=45334
- 55:[Pol<133.406311] yes=111,no=112,missing=112,gain=4.55389643,cover=12943
- 111:leaf=0.000936931581,cover=0
- 112:leaf=-0.00103775726,cover=0
- 56:[Pol<138.276962] yes=113,no=114,missing=113,gain=3.84648132,cover=32391
- 113:leaf=-0.00146088854,cover=0
- 114:leaf=-0.000298035651,cover=0
- 28:[Pol<129.571716] yes=57,no=58,missing=58,gain=5.03782415,cover=94147
- 57:[PialCurv5<-0.0280297659] yes=115,no=116,missing=115,gain=6.54110193,cover=68829
- 115:leaf=0.000668404682,cover=0
- 116:leaf=-0.000539082102,cover=0
- 58:[Sulc0<0.151281953] yes=117,no=118,missing=118,gain=10.3041248,cover=25318
- 117:leaf=-0.00022687715,cover=0
- 118:leaf=0.00187171798,cover=0
- 14:[Pol<50.9985542] yes=29,no=30,missing=30,gain=9.60325432,cover=383515
- 29:[PialArea5<0.676429033] yes=59,no=60,missing=59,gain=22.6961575,cover=113117
- 59:[Sulc0<0.662694752] yes=119,no=120,missing=119,gain=8.74407578,cover=16494
- 119:leaf=0.00295856199,cover=0
- 120:leaf=0.000355099648,cover=0
- 60:[Pol<18.1680222] yes=121,no=122,missing=121,gain=9.57512188,cover=96623
- 121:leaf=-0.000396970892,cover=0
- 122:leaf=0.000636104087,cover=0
- 30:[Sulc0<-0.0862998366] yes=61,no=62,missing=62,gain=7.47010422,cover=270398
- 61:[Pol<138.971481] yes=123,no=124,missing=124,gain=24.4575787,cover=64410
- 123:leaf=0.00406368589,cover=0
- 124:leaf=0.000207336489,cover=0
- 62:[Sulc0<0.849368811] yes=125,no=126,missing=125,gain=10.9265766,cover=205988
- 125:leaf=-0.000399522309,cover=0
- 126:leaf=0.000376350799,cover=0
-booster[510]:
-0:[PialArea5<0.839144647] yes=1,no=2,missing=1,gain=1.35408485,cover=5124388
- 1:[Area5<0.802302957] yes=3,no=4,missing=3,gain=6.84647799,cover=2945496
- 3:[LGI5<3.56741142] yes=7,no=8,missing=8,gain=3.93936133,cover=2832734
- 7:[Ecc<0.295587689] yes=15,no=16,missing=16,gain=3.28253937,cover=2702613
- 15:[Area5<0.554568231] yes=31,no=32,missing=31,gain=4.28824043,cover=21210
- 31:[LGI5<2.33061647] yes=63,no=64,missing=63,gain=3.40311837,cover=6952
- 63:leaf=-0.00177781039,cover=0
- 64:leaf=0.000480095012,cover=0
- 32:[PialCurv5<-0.0877386853] yes=65,no=66,missing=65,gain=10.2592335,cover=14258
- 65:leaf=0.00499877939,cover=0
- 66:leaf=0.000631172385,cover=0
- 16:[LGI5<2.13090348] yes=33,no=34,missing=34,gain=3.38570762,cover=2681403
- 33:[Pol<151.353775] yes=67,no=68,missing=67,gain=4.68838739,cover=11497
- 67:leaf=0.00130375684,cover=0
- 68:leaf=-0.00131041824,cover=0
- 34:[LGI5<2.16230083] yes=69,no=70,missing=69,gain=3.72906971,cover=2669906
- 69:leaf=-0.00091569213,cover=0
- 70:leaf=-2.9011755e-05,cover=0
- 8:[Pol<45.5953903] yes=17,no=18,missing=18,gain=7.8190546,cover=130121
- 17:[Sulc0<0.495946974] yes=35,no=36,missing=36,gain=5.75467873,cover=19387
- 35:[PialCurv5<-0.0644776821] yes=71,no=72,missing=72,gain=3.56545091,cover=17130
- 71:leaf=0.00136565883,cover=0
- 72:leaf=-0.000184215722,cover=0
- 36:[Curv5<-0.00402251538] yes=73,no=74,missing=74,gain=2.01076603,cover=2257
- 73:leaf=-0.00387442973,cover=0
- 74:leaf=0.00331625342,cover=0
- 18:[PialCurv5<0.196748361] yes=37,no=38,missing=37,gain=9.69106674,cover=110734
- 37:[Sulc0<0.0451717228] yes=75,no=76,missing=76,gain=6.8343792,cover=78974
- 75:leaf=-0.000124435581,cover=0
- 76:leaf=-0.00110266951,cover=0
- 38:[MidArea5<0.65496558] yes=77,no=78,missing=78,gain=3.90005946,cover=31760
- 77:leaf=0.000413147558,cover=0
- 78:leaf=-0.00186567463,cover=0
- 4:[LGI5<2.3349762] yes=9,no=10,missing=9,gain=4.97339058,cover=112762
- 9:[PialArea5<0.550757647] yes=19,no=20,missing=19,gain=1.81754541,cover=5228
- 19:[Curv5<0.120553598] yes=39,no=40,missing=39,gain=3.75780535,cover=1248
- 39:[LGI5<2.31192279] yes=79,no=80,missing=79,gain=2.13424206,cover=299
- 79:leaf=-0.00939100888,cover=0
- 80:leaf=0.00270704436,cover=0
- 40:[Ecc<0.513775289] yes=81,no=82,missing=81,gain=3.2629416,cover=949
- 81:leaf=0.0165611561,cover=0
- 82:leaf=-0.00174646976,cover=0
- 20:[Ecc<1.46579576] yes=41,no=42,missing=41,gain=2.49842143,cover=3980
- 41:[Pol<72.6247101] yes=83,no=84,missing=83,gain=2.14674449,cover=903
- 83:leaf=-0.0109804058,cover=0
- 84:leaf=-0.00219325325,cover=0
- 42:[LGI5<2.18291569] yes=85,no=86,missing=86,gain=1.59154713,cover=3077
- 85:leaf=0.00371462735,cover=0
- 86:leaf=-0.000297748251,cover=0
- 10:[PialArea5<0.772500634] yes=21,no=22,missing=21,gain=3.60346889,cover=107534
- 21:[Sulc0<0.540103436] yes=43,no=44,missing=43,gain=6.02656174,cover=88797
- 43:[Ecc<6.41291761] yes=87,no=88,missing=87,gain=5.84164429,cover=33815
- 87:leaf=0.000203094169,cover=0
- 88:leaf=0.00157757045,cover=0
- 44:[Pol<100.090813] yes=89,no=90,missing=89,gain=4.51048517,cover=54982
- 89:leaf=-0.000100813915,cover=0
- 90:leaf=0.000839427696,cover=0
- 22:[PialCurv5<0.0171581414] yes=45,no=46,missing=45,gain=1.46939719,cover=18737
- 45:[Pol<82.2009888] yes=91,no=92,missing=92,gain=1.46190572,cover=4308
- 91:leaf=0.000269267912,cover=0
- 92:leaf=-0.00167155301,cover=0
- 46:[LGI5<2.40363431] yes=93,no=94,missing=93,gain=2.42657185,cover=14429
- 93:leaf=0.00321633741,cover=0
- 94:leaf=-8.75051846e-05,cover=0
- 2:[PialCurv5<0.104427323] yes=5,no=6,missing=6,gain=2.89788461,cover=2178892
- 5:[Area5<0.924216449] yes=11,no=12,missing=11,gain=2.94079638,cover=2162762
- 11:[Sulc0<-0.650102437] yes=23,no=24,missing=23,gain=2.86332488,cover=2135299
- 23:[Ecc<20.0856266] yes=47,no=48,missing=47,gain=8.30874157,cover=934727
- 47:[Curv5<-0.204921171] yes=95,no=96,missing=96,gain=6.9899292,cover=856491
- 95:leaf=-0.000222103903,cover=0
- 96:leaf=6.35726828e-05,cover=0
- 48:[Pol<18.1680222] yes=97,no=98,missing=97,gain=4.10227442,cover=78236
- 97:leaf=8.6705797e-05,cover=0
- 98:leaf=0.000811109436,cover=0
- 24:[Ecc<3.67199802] yes=49,no=50,missing=49,gain=9.42499733,cover=1200572
- 49:[LGI5<2.62853003] yes=99,no=100,missing=99,gain=14.4549084,cover=167839
- 99:leaf=-0.000108446628,cover=0
- 100:leaf=-0.00164105429,cover=0
- 50:[Pol<41.8258972] yes=101,no=102,missing=102,gain=13.3286171,cover=1032733
- 101:leaf=-0.000182582735,cover=0
- 102:leaf=0.0002393873,cover=0
- 12:[Ecc<12.1917515] yes=25,no=26,missing=25,gain=3.4847436,cover=27463
- 25:[PialArea5<1.57955706] yes=51,no=52,missing=51,gain=5.64544773,cover=18609
- 51:[LGI5<2.19753051] yes=103,no=104,missing=104,gain=2.51855659,cover=15328
- 103:leaf=0.00518925814,cover=0
- 104:leaf=-0.00134400593,cover=0
- 52:[Pol<149.072266] yes=105,no=106,missing=106,gain=7.35222435,cover=3281
- 105:leaf=0.000336616824,cover=0
- 106:leaf=0.00939208362,cover=0
- 26:[PialArea5<1.11947823] yes=53,no=54,missing=53,gain=2.6804688,cover=8854
- 53:[Pol<167.338547] yes=107,no=108,missing=108,gain=5.2032876,cover=1532
- 107:leaf=0.00164968206,cover=0
- 108:leaf=0.0169199724,cover=0
- 54:[LGI5<2.68917012] yes=109,no=110,missing=109,gain=2.29280972,cover=7322
- 109:leaf=-0.00787149463,cover=0
- 110:leaf=2.96086346e-05,cover=0
- 6:[Pol<168.718765] yes=13,no=14,missing=13,gain=4.26010227,cover=16130
- 13:[LGI5<2.52320862] yes=27,no=28,missing=27,gain=3.67967319,cover=15444
- 27:[Area5<0.72690624] yes=55,no=56,missing=55,gain=1.7593317,cover=5515
- 55:[PialArea5<1.01690364] yes=111,no=112,missing=111,gain=2.69388437,cover=1410
- 111:leaf=0.00409751944,cover=0
- 112:leaf=-0.003682493,cover=0
- 56:[Curv5<-0.048490826] yes=113,no=114,missing=114,gain=2.27888012,cover=4105
- 113:leaf=0.0182194747,cover=0
- 114:leaf=0.00129760231,cover=0
- 28:[Curv5<0.0407969989] yes=57,no=58,missing=57,gain=2.62145376,cover=9929
- 57:[Sulc0<-0.23104082] yes=115,no=116,missing=115,gain=2.95642042,cover=3634
- 115:leaf=-0.00158403034,cover=0
- 116:leaf=0.00205242867,cover=0
- 58:[LGI5<3.28291535] yes=117,no=118,missing=117,gain=2.08142304,cover=6295
- 117:leaf=-0.000770818384,cover=0
- 118:leaf=0.00152424758,cover=0
- 14:[MidArea5<0.84962827] yes=29,no=30,missing=29,gain=0.79288435,cover=686
- 29:[PialCurv5<0.116372027] yes=59,no=60,missing=59,gain=0.786720872,cover=471
- 59:[Ecc<7.7481575] yes=119,no=120,missing=119,gain=1.63622677,cover=92
- 119:leaf=0.0152217643,cover=0
- 120:leaf=-0.00121387478,cover=0
- 60:[LGI5<2.99594808] yes=121,no=122,missing=122,gain=0.508345842,cover=379
- 121:leaf=-0.00447406573,cover=0
- 122:leaf=-0.000722660916,cover=0
- 30:[Ecc<28.2834949] yes=61,no=62,missing=61,gain=0.703527212,cover=215
- 61:[Curv5<0.0974604636] yes=123,no=124,missing=123,gain=0.459327221,cover=212
- 123:leaf=-0.00689933961,cover=0
- 124:leaf=0.000186334059,cover=0
- 62:leaf=0.0153229656,cover=0
-booster[511]:
-0:[PialArea5<0.793370187] yes=1,no=2,missing=2,gain=1.23642015,cover=5124388
- 1:[Area5<0.739104271] yes=3,no=4,missing=3,gain=10.2299433,cover=2582141
- 3:[Ecc<0.513775289] yes=7,no=8,missing=7,gain=3.93022251,cover=2108972
- 7:[Area5<0.661233962] yes=15,no=16,missing=15,gain=7.63559437,cover=52983
- 15:[PialCurv5<-0.0245349593] yes=31,no=32,missing=31,gain=4.44899559,cover=42049
- 31:[LGI5<2.64649582] yes=63,no=64,missing=63,gain=4.14801025,cover=19722
- 63:leaf=0.000685178326,cover=0
- 64:leaf=-0.00522015477,cover=0
- 32:[MidArea5<0.599643409] yes=65,no=66,missing=65,gain=9.93113136,cover=22327
- 65:leaf=0.000309489958,cover=0
- 66:leaf=-0.0019277659,cover=0
- 16:[Sulc0<-0.0562447868] yes=33,no=34,missing=34,gain=7.86640739,cover=10934
- 33:[Pol<141.081833] yes=67,no=68,missing=67,gain=6.2024765,cover=10137
- 67:leaf=0.00341787632,cover=0
- 68:leaf=0.00089440681,cover=0
- 34:[Curv5<0.00546095846] yes=69,no=70,missing=70,gain=1.89299393,cover=797
- 69:leaf=0.0105998339,cover=0
- 70:leaf=-0.00367413904,cover=0
- 8:[MidArea5<0.715439677] yes=17,no=18,missing=17,gain=3.43288708,cover=2055989
- 17:[Ecc<42.9490852] yes=35,no=36,missing=36,gain=4.46817207,cover=1908018
- 35:[Area5<0.695856333] yes=71,no=72,missing=72,gain=3.96715665,cover=1862374
- 71:leaf=-9.2971306e-05,cover=0
- 72:leaf=7.90790655e-05,cover=0
- 36:[Pol<30.3635597] yes=73,no=74,missing=74,gain=10.2075424,cover=45644
- 73:leaf=0.00133931439,cover=0
- 74:leaf=-0.000848615484,cover=0
- 18:[Pol<152.827332] yes=37,no=38,missing=37,gain=7.23387241,cover=147971
- 37:[Pol<114.966316] yes=75,no=76,missing=75,gain=8.38176537,cover=130795
- 75:leaf=-0.000128631887,cover=0
- 76:leaf=-0.000953780022,cover=0
- 38:[LGI5<2.90731096] yes=77,no=78,missing=77,gain=2.48033118,cover=17176
- 77:leaf=0.00132175302,cover=0
- 78:leaf=0.000112638074,cover=0
- 4:[Pol<53.6550331] yes=9,no=10,missing=9,gain=13.1407661,cover=473169
- 9:[PialCurv5<0.157381535] yes=19,no=20,missing=20,gain=7.38033104,cover=36812
- 19:[Pol<14.1659222] yes=39,no=40,missing=39,gain=6.21432114,cover=30772
- 39:[Ecc<14.28263] yes=79,no=80,missing=80,gain=9.99675846,cover=5821
- 79:leaf=-0.00118945155,cover=0
- 80:leaf=0.00375069492,cover=0
- 40:[Ecc<32.0879669] yes=81,no=82,missing=81,gain=19.1323776,cover=24951
- 81:leaf=0.00379295694,cover=0
- 82:leaf=0.000811497681,cover=0
- 20:[Curv5<0.0235087723] yes=41,no=42,missing=42,gain=3.01416636,cover=6040
- 41:[Ecc<11.5171156] yes=83,no=84,missing=83,gain=2.12881517,cover=27
- 83:leaf=-0.00240508909,cover=0
- 84:leaf=0.0261443742,cover=0
- 42:[Pol<24.282547] yes=85,no=86,missing=85,gain=3.23742199,cover=6013
- 85:leaf=-0.00357081858,cover=0
- 86:leaf=-0.000130953413,cover=0
- 10:[Pol<137.578873] yes=21,no=22,missing=21,gain=10.855216,cover=436357
- 21:[Curv5<0.0257103238] yes=43,no=44,missing=43,gain=15.4654484,cover=402868
- 43:[Pol<71.0996552] yes=87,no=88,missing=88,gain=9.15108585,cover=34011
- 87:leaf=0.000848301686,cover=0
- 88:leaf=-0.00135019526,cover=0
- 44:[Sulc0<0.317313671] yes=89,no=90,missing=89,gain=9.65077591,cover=368857
- 89:leaf=0.000546528026,cover=0
- 90:leaf=-2.61829882e-05,cover=0
- 22:[Ecc<22.8050022] yes=45,no=46,missing=45,gain=12.4030724,cover=33489
- 45:[Curv5<-0.115945198] yes=91,no=92,missing=92,gain=23.5360012,cover=24314
- 91:leaf=0.00693903258,cover=0
- 92:leaf=1.39046169e-05,cover=0
- 46:[Curv5<-0.0943295062] yes=93,no=94,missing=93,gain=13.9527073,cover=9175
- 93:leaf=-0.00294645107,cover=0
- 94:leaf=0.00323309563,cover=0
- 2:[PialCurv5<0.122354448] yes=5,no=6,missing=6,gain=4.48720121,cover=2542247
- 5:[Area5<0.68633163] yes=11,no=12,missing=11,gain=4.77650642,cover=2522625
- 11:[Curv5<-0.0708468556] yes=23,no=24,missing=24,gain=22.0653858,cover=1248094
- 23:[LGI5<2.85285616] yes=47,no=48,missing=47,gain=5.43070507,cover=1149131
- 47:[Ecc<26.874506] yes=95,no=96,missing=95,gain=6.59470987,cover=803495
- 95:leaf=-2.85975984e-05,cover=0
- 96:leaf=-0.00132937171,cover=0
- 48:[PialCurv5<-0.0280297659] yes=97,no=98,missing=97,gain=13.6587858,cover=345636
- 97:leaf=0.000149232641,cover=0
- 98:leaf=0.00247846334,cover=0
- 24:[Pol<47.409153] yes=49,no=50,missing=50,gain=32.187603,cover=98963
- 49:[PialCurv5<-0.0456207059] yes=99,no=100,missing=99,gain=12.3913727,cover=17329
- 99:leaf=0.00150459376,cover=0
- 100:leaf=-0.00182504696,cover=0
- 50:[Pol<152.827332] yes=101,no=102,missing=101,gain=20.4506989,cover=81634
- 101:leaf=0.00162494893,cover=0
- 102:leaf=-0.000327307353,cover=0
- 12:[PialArea5<0.981038809] yes=25,no=26,missing=25,gain=6.64808846,cover=1274531
- 25:[Pol<34.3003769] yes=51,no=52,missing=51,gain=9.46063042,cover=555247
- 51:[LGI5<2.67938972] yes=103,no=104,missing=103,gain=9.42811012,cover=91462
- 103:leaf=0.00156385882,cover=0
- 104:leaf=8.39851273e-05,cover=0
- 52:[Curv5<-0.168147355] yes=105,no=106,missing=106,gain=13.599041,cover=463785
- 105:leaf=0.000373305549,cover=0
- 106:leaf=-0.000384622515,cover=0
- 26:[Curv5<-0.0598238073] yes=53,no=54,missing=53,gain=3.54058051,cover=719284
- 53:[PialCurv5<-0.019163372] yes=107,no=108,missing=108,gain=19.8268757,cover=632537
- 107:leaf=-2.70190794e-05,cover=0
- 108:leaf=0.00212358567,cover=0
- 54:[PialCurv5<-0.0441194475] yes=109,no=110,missing=109,gain=45.6791229,cover=86747
- 109:leaf=0.00375512615,cover=0
- 110:leaf=-3.59915321e-05,cover=0
- 6:[Ecc<7.03401423] yes=13,no=14,missing=13,gain=7.37580013,cover=19622
- 13:[MidArea5<0.78507185] yes=27,no=28,missing=27,gain=3.37794018,cover=9744
- 27:[Pol<46.5024796] yes=55,no=56,missing=56,gain=1.74280834,cover=2863
- 55:[LGI5<2.36851335] yes=111,no=112,missing=111,gain=1.20226634,cover=90
- 111:leaf=0.00240129349,cover=0
- 112:leaf=-0.00906576868,cover=0
- 56:[LGI5<2.18291569] yes=113,no=114,missing=114,gain=1.34875679,cover=2773
- 113:leaf=-0.00490477867,cover=0
- 114:leaf=0.00356469862,cover=0
- 28:[PialCurv5<0.255337358] yes=57,no=58,missing=57,gain=1.8704741,cover=6881
- 57:[Pol<165.944183] yes=115,no=116,missing=115,gain=1.67705011,cover=6520
- 115:leaf=0.00144854176,cover=0
- 116:leaf=-0.00498388708,cover=0
- 58:[Pol<79.5617371] yes=117,no=118,missing=118,gain=0.815934062,cover=361
- 117:leaf=-0.00821052957,cover=0
- 118:leaf=-0.00137972354,cover=0
- 14:[LGI5<3.15728688] yes=29,no=30,missing=29,gain=3.61829233,cover=9878
- 29:[Sulc0<0.574602425] yes=59,no=60,missing=59,gain=2.20091343,cover=6529
- 59:[Ecc<9.75650311] yes=119,no=120,missing=119,gain=1.93772459,cover=6066
- 119:leaf=-0.0002813928,cover=0
- 120:leaf=-0.00207173894,cover=0
- 60:[Pol<149.795395] yes=121,no=122,missing=121,gain=1.46704042,cover=463
- 121:leaf=0.00290136319,cover=0
- 122:leaf=-0.0148254996,cover=0
- 30:[Curv5<-0.0343657099] yes=61,no=62,missing=61,gain=2.39636135,cover=3349
- 61:[LGI5<3.3215456] yes=123,no=124,missing=124,gain=5.12786674,cover=78
- 123:leaf=-0.00592585234,cover=0
- 124:leaf=0.020008428,cover=0
- 62:[Sulc0<-0.166708246] yes=125,no=126,missing=126,gain=1.74551141,cover=3271
- 125:leaf=-0.00227730931,cover=0
- 126:leaf=0.00135677657,cover=0
-booster[512]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=1,gain=1.211519,cover=5124388
- 1:[PialCurv5<0.45140323] yes=3,no=4,missing=3,gain=0.825123191,cover=60049
- 3:[Curv5<0.22365725] yes=7,no=8,missing=7,gain=1.20606697,cover=47965
- 7:[Ecc<7.24576569] yes=15,no=16,missing=15,gain=0.891340256,cover=36740
- 15:[Pol<131.443253] yes=31,no=32,missing=31,gain=1.51289964,cover=7976
- 31:[Sulc0<0.392869562] yes=63,no=64,missing=63,gain=1.65996265,cover=7064
- 63:leaf=0.00285938103,cover=0
- 64:leaf=0.000822080299,cover=0
- 32:[LGI5<2.33061647] yes=65,no=66,missing=65,gain=0.98984158,cover=912
- 65:leaf=0.00114130834,cover=0
- 66:leaf=-0.00226165983,cover=0
- 16:[LGI5<2.74134016] yes=33,no=34,missing=34,gain=3.28915691,cover=28764
- 33:[PialCurv5<0.329096764] yes=67,no=68,missing=67,gain=2.53117824,cover=6091
- 67:leaf=-0.00156064506,cover=0
- 68:leaf=0.000509376696,cover=0
- 34:[Ecc<16.5318356] yes=69,no=70,missing=69,gain=1.3855083,cover=22673
- 69:leaf=0.00104376941,cover=0
- 70:leaf=0.000256236148,cover=0
- 8:[Sulc0<0.167916268] yes=17,no=18,missing=17,gain=1.04233658,cover=11225
- 17:[PialCurv5<0.270000219] yes=35,no=36,missing=36,gain=1.01015425,cover=468
- 35:[Sulc0<-0.145219594] yes=71,no=72,missing=71,gain=0.671901762,cover=192
- 71:leaf=0.00282840058,cover=0
- 72:leaf=-0.00312899309,cover=0
- 36:[PialArea5<0.245474651] yes=73,no=74,missing=73,gain=0.701423049,cover=276
- 73:leaf=0.007589838,cover=0
- 74:leaf=0.00226922682,cover=0
- 18:[Ecc<1.68457866] yes=37,no=38,missing=37,gain=0.820307493,cover=10757
- 37:[Pol<98.4687576] yes=75,no=76,missing=75,gain=0.8621912,cover=104
- 75:leaf=-0.00871445611,cover=0
- 76:leaf=0.000389372319,cover=0
- 38:[LGI5<2.28518939] yes=77,no=78,missing=77,gain=0.986332893,cover=10653
- 77:leaf=0.00184037338,cover=0
- 78:leaf=-0.000308224669,cover=0
- 4:[Curv5<0.20983994] yes=9,no=10,missing=10,gain=1.26357281,cover=12084
- 9:[Sulc0<0.966456771] yes=19,no=20,missing=19,gain=1.40533745,cover=2850
- 19:[Ecc<18.3223667] yes=39,no=40,missing=39,gain=1.0623008,cover=1495
- 39:[Curv5<0.164550796] yes=79,no=80,missing=79,gain=0.432109296,cover=1152
- 79:leaf=0.0022456951,cover=0
- 80:leaf=-0.00104988588,cover=0
- 40:[LGI5<3.44046211] yes=81,no=82,missing=81,gain=0.922274113,cover=343
- 81:leaf=0.00163841899,cover=0
- 82:leaf=0.0109671084,cover=0
- 20:[LGI5<3.29780769] yes=41,no=42,missing=41,gain=1.4881897,cover=1355
- 41:[Ecc<29.8764286] yes=83,no=84,missing=83,gain=0.56940645,cover=1098
- 83:leaf=-0.000664542371,cover=0
- 84:leaf=-0.00312797958,cover=0
- 42:[LGI5<3.35709596] yes=85,no=86,missing=85,gain=1.96118355,cover=257
- 85:leaf=-0.0105507886,cover=0
- 86:leaf=-0.00175760163,cover=0
- 10:[LGI5<3.78836131] yes=21,no=22,missing=21,gain=1.20732081,cover=9234
- 21:[LGI5<2.99594808] yes=43,no=44,missing=44,gain=1.70524144,cover=9145
- 43:[LGI5<2.95653391] yes=87,no=88,missing=87,gain=2.1259706,cover=7426
- 87:leaf=5.40570763e-05,cover=0
- 88:leaf=-0.00394342607,cover=0
- 44:[Area5<0.554568231] yes=89,no=90,missing=90,gain=1.50956702,cover=1719
- 89:leaf=-0.00101125403,cover=0
- 90:leaf=0.00244881166,cover=0
- 22:[PialArea5<0.245474651] yes=45,no=46,missing=46,gain=0.195822597,cover=89
- 45:[Ecc<21.7409172] yes=91,no=92,missing=92,gain=0.279628754,cover=39
- 91:leaf=0.00353314169,cover=0
- 92:leaf=-0.00967331883,cover=0
- 46:[Area5<0.650824547] yes=93,no=94,missing=93,gain=0.0553145707,cover=50
- 93:leaf=0.000927171612,cover=0
- 94:leaf=-0.00404764665,cover=0
- 2:[PialArea5<0.788206637] yes=5,no=6,missing=5,gain=1.40428078,cover=5064339
- 5:[Area5<0.741095543] yes=11,no=12,missing=11,gain=10.2023144,cover=2482198
- 11:[Ecc<0.513775289] yes=23,no=24,missing=23,gain=3.95487452,cover=2037411
- 23:[Area5<0.648839295] yes=47,no=48,missing=47,gain=7.19150066,cover=51404
- 47:[PialCurv5<-0.0245349593] yes=95,no=96,missing=96,gain=4.30005169,cover=37664
- 95:leaf=0.000545032846,cover=0
- 96:leaf=-0.000523694849,cover=0
- 48:[Sulc0<-0.528458416] yes=97,no=98,missing=97,gain=8.68369961,cover=13740
- 97:leaf=0.00318051851,cover=0
- 98:leaf=0.000479001552,cover=0
- 24:[MidArea5<0.715439677] yes=49,no=50,missing=49,gain=3.08298826,cover=1986007
- 49:[Ecc<43.8470497] yes=99,no=100,missing=99,gain=4.54113007,cover=1848335
- 99:leaf=-5.9785747e-05,cover=0
- 100:leaf=-0.000615354744,cover=0
- 50:[LGI5<2.46931005] yes=101,no=102,missing=101,gain=5.77623177,cover=137672
- 101:leaf=-0.000994803617,cover=0
- 102:leaf=-0.000161733406,cover=0
- 12:[Pol<54.5053368] yes=25,no=26,missing=25,gain=10.8986139,cover=444787
- 25:[PialCurv5<0.141046807] yes=51,no=52,missing=51,gain=7.1911478,cover=35524
- 51:[PialArea5<0.733388364] yes=103,no=104,missing=103,gain=6.40055466,cover=27473
- 103:leaf=0.00207557227,cover=0
- 104:leaf=0.000534038758,cover=0
- 52:[Ecc<11.0302963] yes=105,no=106,missing=105,gain=2.76988387,cover=8051
- 105:leaf=-0.00334000471,cover=0
- 106:leaf=-4.92951767e-06,cover=0
- 26:[Pol<137.578873] yes=53,no=54,missing=53,gain=10.5505733,cover=409263
- 53:[Curv5<0.0168606453] yes=107,no=108,missing=107,gain=13.6946993,cover=378584
- 107:leaf=-0.0010887332,cover=0
- 108:leaf=0.000122219499,cover=0
- 54:[Ecc<23.5513935] yes=109,no=110,missing=109,gain=11.9498758,cover=30679
- 109:leaf=0.00042428865,cover=0
- 110:leaf=0.00267941738,cover=0
- 6:[PialCurv5<0.122354448] yes=13,no=14,missing=13,gain=4.47498465,cover=2582141
- 13:[Curv5<0.0407969989] yes=27,no=28,missing=28,gain=5.02470064,cover=2561061
- 27:[PialCurv5<0.0720715299] yes=55,no=56,missing=55,gain=13.2714396,cover=2517909
- 55:[Area5<0.675895274] yes=111,no=112,missing=112,gain=4.77727604,cover=2493121
- 111:leaf=8.93319957e-05,cover=0
- 112:leaf=-4.94579326e-05,cover=0
- 56:[Pol<99.5532455] yes=113,no=114,missing=114,gain=4.96616936,cover=24788
- 113:leaf=0.00195242709,cover=0
- 114:leaf=0.000531145313,cover=0
- 28:[PialCurv5<0.0495097227] yes=57,no=58,missing=58,gain=20.2270927,cover=43152
- 57:[Ecc<2.54464626] yes=115,no=116,missing=115,gain=6.85238457,cover=7336
- 115:leaf=-0.00175358006,cover=0
- 116:leaf=0.00251745339,cover=0
- 58:[Sulc0<0.830503881] yes=117,no=118,missing=117,gain=6.62636471,cover=35816
- 117:leaf=-0.00105221965,cover=0
- 118:leaf=0.00937587116,cover=0
- 14:[Ecc<7.03401423] yes=29,no=30,missing=29,gain=7.1991744,cover=21080
- 29:[MidArea5<0.765750825] yes=59,no=60,missing=59,gain=3.29052734,cover=10357
- 59:[Ecc<1.26157856] yes=119,no=120,missing=119,gain=1.8671608,cover=1681
- 119:leaf=-0.000217925714,cover=0
- 120:leaf=0.00441885507,cover=0
- 60:[LGI5<2.18291569] yes=121,no=122,missing=122,gain=1.75170994,cover=8676
- 121:leaf=-0.00506307324,cover=0
- 122:leaf=0.00137545529,cover=0
- 30:[LGI5<3.15728688] yes=61,no=62,missing=61,gain=3.68311167,cover=10723
- 61:[Sulc0<0.574602425] yes=123,no=124,missing=124,gain=2.16949511,cover=7057
- 123:leaf=-0.00106895191,cover=0
- 124:leaf=0.00235120556,cover=0
- 62:[Curv5<-0.0366821773] yes=125,no=126,missing=125,gain=2.12302113,cover=3666
- 125:leaf=0.00928751566,cover=0
- 126:leaf=0.000948415138,cover=0
-booster[513]:
-0:[PialArea5<0.355263293] yes=1,no=2,missing=2,gain=1.18987048,cover=5124388
- 1:[Curv5<0.128008828] yes=3,no=4,missing=4,gain=1.66666353,cover=262995
- 3:[Sulc0<0.574602425] yes=7,no=8,missing=7,gain=2.2456224,cover=29596
- 7:[Ecc<8.23836613] yes=15,no=16,missing=15,gain=2.82090282,cover=9886
- 15:[Ecc<0.783076942] yes=31,no=32,missing=32,gain=2.54466844,cover=4777
- 31:[LGI5<2.42399812] yes=63,no=64,missing=63,gain=2.56027007,cover=1354
- 63:leaf=0.000151298547,cover=0
- 64:leaf=-0.00483754696,cover=0
- 32:[Pol<69.6327286] yes=65,no=66,missing=66,gain=3.97296572,cover=3423
- 65:leaf=-0.00864256453,cover=0
- 66:leaf=0.00172839966,cover=0
- 16:[Pol<86.7064972] yes=33,no=34,missing=33,gain=3.97359109,cover=5109
- 33:[Pol<22.2436924] yes=67,no=68,missing=68,gain=2.16778207,cover=1951
- 67:leaf=-0.0127703538,cover=0
- 68:leaf=0.00100342173,cover=0
- 34:[Area5<0.596935391] yes=69,no=70,missing=69,gain=3.1304059,cover=3158
- 69:leaf=0.000767027785,cover=0
- 70:leaf=-0.00294317654,cover=0
- 8:[LGI5<2.46595764] yes=17,no=18,missing=18,gain=4.52313709,cover=19710
- 17:[Sulc0<0.717745602] yes=35,no=36,missing=35,gain=2.20035005,cover=386
- 35:[LGI5<2.34364653] yes=71,no=72,missing=71,gain=0.900096416,cover=256
- 71:leaf=-0.00122121547,cover=0
- 72:leaf=-0.00872316118,cover=0
- 36:[LGI5<2.2730217] yes=73,no=74,missing=73,gain=0.951988459,cover=130
- 73:leaf=0.012563738,cover=0
- 74:leaf=-0.00081699033,cover=0
- 18:[PialCurv5<0.265012205] yes=37,no=38,missing=37,gain=3.26776361,cover=19324
- 37:[LGI5<3.84897733] yes=75,no=76,missing=76,gain=3.15989494,cover=14257
- 75:leaf=0.00116957806,cover=0
- 76:leaf=0.00737840077,cover=0
- 38:[Area5<0.650824547] yes=77,no=78,missing=77,gain=3.15164137,cover=5067
- 77:leaf=-0.00209126412,cover=0
- 78:leaf=0.00061180396,cover=0
- 4:[Area5<0.532936037] yes=9,no=10,missing=9,gain=1.47555232,cover=233399
- 9:[Ecc<5.97554874] yes=19,no=20,missing=19,gain=1.86762452,cover=4949
- 19:[PialCurv5<0.336333007] yes=39,no=40,missing=39,gain=1.22020841,cover=2505
- 39:[LGI5<2.30180311] yes=79,no=80,missing=80,gain=1.15049314,cover=1200
- 79:leaf=0.000607486814,cover=0
- 80:leaf=-0.00358597422,cover=0
- 40:[LGI5<2.50273752] yes=81,no=82,missing=81,gain=2.81743097,cover=1305
- 81:leaf=-0.00188219047,cover=0
- 82:leaf=0.00384425116,cover=0
- 20:[Pol<107.129471] yes=41,no=42,missing=41,gain=1.82796443,cover=2444
- 41:[PialCurv5<0.113078766] yes=83,no=84,missing=83,gain=1.50890434,cover=2164
- 83:leaf=-0.00880289078,cover=0
- 84:leaf=-9.9366589e-05,cover=0
- 42:[Pol<121.397697] yes=85,no=86,missing=85,gain=2.2798686,cover=280
- 85:leaf=0.00653026719,cover=0
- 86:leaf=-0.00394189311,cover=0
- 10:[MidArea5<0.421422303] yes=21,no=22,missing=21,gain=1.84794223,cover=228450
- 21:[Area5<0.610838115] yes=43,no=44,missing=44,gain=3.40840364,cover=11717
- 43:[Ecc<12.5441074] yes=87,no=88,missing=87,gain=0.989982843,cover=10359
- 87:leaf=9.1276117e-05,cover=0
- 88:leaf=0.00120755786,cover=0
- 44:[Pol<87.9431763] yes=89,no=90,missing=89,gain=0.946680546,cover=1358
- 89:leaf=0.00556327356,cover=0
- 90:leaf=0.00234833569,cover=0
- 22:[Pol<120.317558] yes=45,no=46,missing=46,gain=1.83510268,cover=216733
- 45:[Ecc<13.8847265] yes=91,no=92,missing=91,gain=2.5063138,cover=205417
- 91:leaf=0.000138828211,cover=0
- 92:leaf=-0.000226813558,cover=0
- 46:[Ecc<1.15906882] yes=93,no=94,missing=94,gain=4.0243535,cover=11316
- 93:leaf=-0.00102664286,cover=0
- 94:leaf=0.00118981465,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=6,gain=1.8844682,cover=4861393
- 5:[PialCurv5<0.45140323] yes=11,no=12,missing=11,gain=2.25471044,cover=4810650
- 11:[LGI5<2.56078315] yes=23,no=24,missing=23,gain=1.80163693,cover=4804602
- 23:[Pol<99.5532455] yes=47,no=48,missing=47,gain=5.18382263,cover=1668255
- 47:[Sulc0<-0.801933944] yes=95,no=96,missing=96,gain=7.47155428,cover=773935
- 95:leaf=-0.000115737785,cover=0
- 96:leaf=0.000230093647,cover=0
- 48:[Area5<0.626857519] yes=97,no=98,missing=98,gain=11.4259129,cover=894320
- 97:leaf=0.000147784027,cover=0
- 98:leaf=-0.000210494458,cover=0
- 24:[Ecc<3.54469991] yes=49,no=50,missing=49,gain=9.6740675,cover=3136347
- 49:[MidArea5<0.704742908] yes=99,no=100,missing=99,gain=10.2499228,cover=164455
- 99:leaf=0.000130140674,cover=0
- 100:leaf=-0.000693578215,cover=0
- 50:[PialCurv5<0.101587482] yes=101,no=102,missing=101,gain=5.16240406,cover=2971892
- 101:leaf=3.22566739e-05,cover=0
- 102:leaf=-0.000120941855,cover=0
- 12:[PialArea5<0.409017563] yes=25,no=26,missing=25,gain=1.96217132,cover=6048
- 25:[Pol<141.801834] yes=51,no=52,missing=51,gain=2.91745734,cover=3106
- 51:[Sulc0<0.662694752] yes=103,no=104,missing=104,gain=1.04886329,cover=3035
- 103:leaf=0.00107411656,cover=0
- 104:leaf=-0.000855412625,cover=0
- 52:[Ecc<10.8716469] yes=105,no=106,missing=105,gain=1.3424654,cover=71
- 105:leaf=0.00493055535,cover=0
- 106:leaf=0.0194290578,cover=0
- 26:[Area5<0.743131101] yes=53,no=54,missing=53,gain=1.08450174,cover=2942
- 53:[MidArea5<0.489716202] yes=107,no=108,missing=108,gain=1.15953302,cover=2353
- 107:leaf=-0.00450177863,cover=0
- 108:leaf=0.00254611392,cover=0
- 54:[Sulc0<-0.0326132737] yes=109,no=110,missing=109,gain=0.840710819,cover=589
- 109:leaf=-0.00684934482,cover=0
- 110:leaf=0.000490321661,cover=0
- 6:[LGI5<2.25958419] yes=13,no=14,missing=13,gain=1.42416179,cover=50743
- 13:[Sulc0<-0.383002371] yes=27,no=28,missing=27,gain=1.40755916,cover=3986
- 27:[Ecc<1.3629595] yes=55,no=56,missing=55,gain=2.26358461,cover=106
- 55:[MidArea5<0.502218068] yes=111,no=112,missing=112,gain=0.238696575,cover=50
- 111:leaf=-0.00663006026,cover=0
- 112:leaf=-0.0162509419,cover=0
- 56:[PialCurv5<0.241144046] yes=113,no=114,missing=113,gain=0.50434494,cover=56
- 113:leaf=0.00561339967,cover=0
- 114:leaf=-0.00385340676,cover=0
- 28:[Curv5<0.266060919] yes=57,no=58,missing=58,gain=0.808302164,cover=3880
- 57:[PialCurv5<0.409174502] yes=115,no=116,missing=115,gain=0.912218213,cover=3379
- 115:leaf=-0.00120286422,cover=0
- 116:leaf=0.000817993656,cover=0
- 58:[Sulc0<0.474820405] yes=117,no=118,missing=118,gain=0.335250974,cover=501
- 117:leaf=-0.00254470995,cover=0
- 118:leaf=-0.00734016439,cover=0
- 14:[PialCurv5<0.171042696] yes=29,no=30,missing=29,gain=1.51869702,cover=46757
- 29:[Area5<0.57817024] yes=59,no=60,missing=60,gain=2.36061335,cover=3568
- 59:[MidArea5<0.439916283] yes=119,no=120,missing=119,gain=0.610182762,cover=416
- 119:leaf=-0.00920544844,cover=0
- 120:leaf=-0.0021993774,cover=0
- 60:[LGI5<3.21041465] yes=121,no=122,missing=122,gain=1.84277606,cover=3152
- 121:leaf=0.000807449396,cover=0
- 122:leaf=0.00471018441,cover=0
- 30:[Pol<73.3354874] yes=61,no=62,missing=61,gain=1.21883893,cover=43189
- 61:[LGI5<2.37224698] yes=123,no=124,missing=123,gain=2.58118415,cover=1868
- 123:leaf=0.0107248938,cover=0
- 124:leaf=0.000582639652,cover=0
- 62:[Ecc<6.03867722] yes=125,no=126,missing=125,gain=1.51046205,cover=41321
- 125:leaf=-0.000142848876,cover=0
- 126:leaf=-0.000772511761,cover=0
-booster[514]:
-0:[PialArea5<0.432214499] yes=1,no=2,missing=1,gain=1.16709661,cover=5124388
- 1:[Area5<0.593548477] yes=3,no=4,missing=4,gain=4.97960234,cover=586041
- 3:[PialCurv5<0.107261039] yes=7,no=8,missing=7,gain=2.1001935,cover=61021
- 7:[Ecc<18.3223667] yes=15,no=16,missing=15,gain=2.85455179,cover=13044
- 15:[Ecc<8.55626965] yes=31,no=32,missing=32,gain=4.66164589,cover=10658
- 31:[LGI5<2.86381269] yes=63,no=64,missing=64,gain=2.84732842,cover=7760
- 63:leaf=-0.000860469358,cover=0
- 64:leaf=0.00342100346,cover=0
- 32:[LGI5<2.92895722] yes=65,no=66,missing=65,gain=6.6581974,cover=2898
- 65:leaf=-0.00612666085,cover=0
- 66:leaf=-0.00115633116,cover=0
- 16:[LGI5<3.11839271] yes=33,no=34,missing=33,gain=3.67482519,cover=2386
- 33:[Ecc<24.3269672] yes=67,no=68,missing=67,gain=2.02777052,cover=931
- 67:leaf=0.00483782962,cover=0
- 68:leaf=-2.25679069e-05,cover=0
- 34:[Ecc<20.3925476] yes=69,no=70,missing=69,gain=3.2696557,cover=1455
- 69:leaf=-0.00581846479,cover=0
- 70:leaf=0.000218141926,cover=0
- 8:[Curv5<0.0595101416] yes=17,no=18,missing=17,gain=4.78633404,cover=47977
- 17:[Curv5<-0.0156469513] yes=35,no=36,missing=35,gain=1.80603361,cover=1557
- 35:[LGI5<3.27544355] yes=71,no=72,missing=71,gain=1.85743904,cover=262
- 71:leaf=0.0090499213,cover=0
- 72:leaf=-0.000114701725,cover=0
- 36:[Pol<5.08026028] yes=73,no=74,missing=73,gain=1.62675095,cover=1295
- 73:leaf=-0.0242366213,cover=0
- 74:leaf=0.00186845218,cover=0
- 18:[Pol<65.1286774] yes=37,no=38,missing=38,gain=1.56019557,cover=46420
- 37:[PialCurv5<0.362132162] yes=75,no=76,missing=75,gain=2.75664163,cover=831
- 75:leaf=0.00388008961,cover=0
- 76:leaf=-0.00222119107,cover=0
- 38:[PialCurv5<0.315450013] yes=77,no=78,missing=77,gain=2.04942656,cover=45589
- 77:leaf=-0.000633956748,cover=0
- 78:leaf=4.19534845e-05,cover=0
- 4:[Curv5<0.049365297] yes=9,no=10,missing=10,gain=7.30764103,cover=525020
- 9:[Area5<0.653711498] yes=19,no=20,missing=19,gain=4.92301512,cover=6626
- 19:[Pol<82.8478928] yes=39,no=40,missing=40,gain=2.66122985,cover=4058
- 39:[LGI5<3.40779543] yes=79,no=80,missing=79,gain=4.79352713,cover=951
- 79:leaf=0.00360835693,cover=0
- 80:leaf=-0.00534019526,cover=0
- 40:[Sulc0<0.610343635] yes=81,no=82,missing=81,gain=1.71578372,cover=3107
- 81:leaf=-0.00181798812,cover=0
- 82:leaf=0.000931673159,cover=0
- 20:[LGI5<3.01963663] yes=41,no=42,missing=42,gain=5.5996027,cover=2568
- 41:[LGI5<2.63733578] yes=83,no=84,missing=83,gain=5.27621126,cover=1254
- 83:leaf=-0.00445596641,cover=0
- 84:leaf=0.00206166925,cover=0
- 42:[Pol<75.4512405] yes=85,no=86,missing=86,gain=4.9485054,cover=1314
- 85:leaf=0.0023166188,cover=0
- 86:leaf=-0.0067242072,cover=0
- 10:[Sulc0<0.317313671] yes=21,no=22,missing=21,gain=7.18127918,cover=518394
- 21:[Curv5<0.155577481] yes=43,no=44,missing=43,gain=5.93137074,cover=69930
- 43:[Pol<157.965515] yes=87,no=88,missing=87,gain=8.55173683,cover=27566
- 87:leaf=0.0016062822,cover=0
- 88:leaf=-0.000636927725,cover=0
- 44:[Sulc0<0.00591620663] yes=89,no=90,missing=89,gain=3.27932477,cover=42364
- 89:leaf=0.00103197887,cover=0
- 90:leaf=-6.43150042e-06,cover=0
- 22:[Pol<148.336472] yes=45,no=46,missing=45,gain=5.79378796,cover=448464
- 45:[Curv5<0.118689038] yes=91,no=92,missing=91,gain=3.91134858,cover=447142
- 91:leaf=0.000464835408,cover=0
- 92:leaf=1.75920341e-05,cover=0
- 46:[LGI5<2.3969903] yes=93,no=94,missing=93,gain=1.03166199,cover=1322
- 93:leaf=-0.00823973585,cover=0
- 94:leaf=-0.0028467495,cover=0
- 2:[Curv5<0.081820026] yes=5,no=6,missing=5,gain=3.74423504,cover=4538347
- 5:[Sulc0<0.495946974] yes=11,no=12,missing=11,gain=7.7954669,cover=3864740
- 11:[Pol<116.093399] yes=23,no=24,missing=24,gain=3.73421335,cover=3742672
- 23:[Ecc<31.520586] yes=47,no=48,missing=47,gain=13.8046885,cover=2041158
- 47:[Ecc<14.0810061] yes=95,no=96,missing=95,gain=27.6445637,cover=1894447
- 95:leaf=-1.40848906e-05,cover=0
- 96:leaf=0.000469808467,cover=0
- 48:[PialCurv5<-0.0209923834] yes=97,no=98,missing=97,gain=32.8807182,cover=146711
- 97:leaf=0.000275456812,cover=0
- 98:leaf=-0.001225024,cover=0
- 24:[Ecc<15.3430929] yes=49,no=50,missing=49,gain=9.17071724,cover=1701514
- 49:[LGI5<2.92895722] yes=99,no=100,missing=99,gain=21.3549213,cover=1279273
- 99:leaf=-8.73850004e-05,cover=0
- 100:leaf=0.000440078322,cover=0
- 50:[Curv5<-0.102400392] yes=101,no=102,missing=101,gain=17.8541946,cover=422241
- 101:leaf=-1.73783355e-05,cover=0
- 102:leaf=-0.000696351985,cover=0
- 12:[Curv5<-0.104371414] yes=25,no=26,missing=25,gain=12.5220423,cover=122068
- 25:[Pol<157.22821] yes=51,no=52,missing=51,gain=6.25477886,cover=2051
- 51:[LGI5<2.93978119] yes=103,no=104,missing=104,gain=4.58555508,cover=1948
- 103:leaf=0.00472355541,cover=0
- 104:leaf=-0.0047703078,cover=0
- 52:[Area5<0.607942343] yes=105,no=106,missing=105,gain=7.61374569,cover=103
- 105:leaf=0.0402177051,cover=0
- 106:leaf=0.00268406281,cover=0
- 26:[Ecc<4.27275372] yes=53,no=54,missing=54,gain=11.8706923,cover=120017
- 53:[LGI5<2.66052985] yes=107,no=108,missing=107,gain=3.29853821,cover=162
- 107:leaf=-0.00859747361,cover=0
- 108:leaf=-0.0247642659,cover=0
- 54:[PialCurv5<0.175003663] yes=109,no=110,missing=109,gain=10.5499887,cover=119855
- 109:leaf=0.000617753481,cover=0
- 110:leaf=-0.00120956521,cover=0
- 6:[Pol<53.6550331] yes=13,no=14,missing=13,gain=7.86906624,cover=673607
- 13:[PialCurv5<0.101587482] yes=27,no=28,missing=27,gain=12.5637627,cover=26900
- 27:[Ecc<2.19188094] yes=55,no=56,missing=56,gain=15.9647942,cover=5521
- 55:[PialCurv5<0.0240441076] yes=111,no=112,missing=111,gain=2.07934618,cover=567
- 111:leaf=-0.011206287,cover=0
- 112:leaf=-0.00358546129,cover=0
- 56:[Pol<5.90224934] yes=113,no=114,missing=113,gain=10.6543465,cover=4954
- 113:leaf=-0.000924080552,cover=0
- 114:leaf=0.00490472792,cover=0
- 28:[Sulc0<-0.0713235363] yes=57,no=58,missing=57,gain=5.2978425,cover=21379
- 57:[Pol<7.58674097] yes=115,no=116,missing=116,gain=6.39153719,cover=4014
- 115:leaf=-0.000990913017,cover=0
- 116:leaf=0.00322973798,cover=0
- 58:[Ecc<17.0169544] yes=117,no=118,missing=117,gain=5.70980358,cover=17365
- 117:leaf=-0.0034526845,cover=0
- 118:leaf=4.61890486e-05,cover=0
- 14:[Pol<132.083344] yes=29,no=30,missing=29,gain=9.05738831,cover=646707
- 29:[LGI5<3.37729335] yes=59,no=60,missing=60,gain=11.402401,cover=570642
- 59:[Area5<0.854415178] yes=119,no=120,missing=120,gain=8.00055313,cover=513184
- 119:leaf=-0.000181409574,cover=0
- 120:leaf=0.000946964254,cover=0
- 60:[PialCurv5<0.178517133] yes=121,no=122,missing=121,gain=6.67176819,cover=57458
- 121:leaf=-0.00156195846,cover=0
- 122:leaf=-0.000457439397,cover=0
- 30:[Ecc<28.2834949] yes=61,no=62,missing=62,gain=13.2771606,cover=76065
- 61:[LGI5<2.35684347] yes=123,no=124,missing=123,gain=8.49396133,cover=70767
- 123:leaf=-0.00131763984,cover=0
- 124:leaf=0.00037995007,cover=0
- 62:[PialCurv5<0.074624911] yes=125,no=126,missing=125,gain=7.03934479,cover=5298
- 125:leaf=0.0105798347,cover=0
- 126:leaf=0.00234826864,cover=0
-booster[515]:
-0:[LGI5<2.90731096] yes=1,no=2,missing=2,gain=1.26023448,cover=5124388
- 1:[Ecc<8.87956142] yes=3,no=4,missing=3,gain=8.05828094,cover=3168182
- 3:[Pol<60.4070244] yes=7,no=8,missing=7,gain=7.12386322,cover=2673818
- 7:[Curv5<-0.0708468556] yes=15,no=16,missing=15,gain=34.7616158,cover=580208
- 15:[Curv5<-0.141545609] yes=31,no=32,missing=32,gain=4.10882521,cover=518888
- 31:[PialCurv5<-0.0737633556] yes=63,no=64,missing=63,gain=12.9271898,cover=411561
- 63:leaf=-0.00012332086,cover=0
- 64:leaf=0.00127416837,cover=0
- 32:[PialCurv5<-0.0948967114] yes=65,no=66,missing=65,gain=33.1446228,cover=107327
- 65:leaf=0.00248702685,cover=0
- 66:leaf=-6.75373813e-05,cover=0
- 16:[Ecc<2.02168798] yes=33,no=34,missing=33,gain=60.6944351,cover=61320
- 33:[PialCurv5<-0.0632625744] yes=67,no=68,missing=67,gain=9.36129379,cover=21306
- 67:leaf=0.00316893915,cover=0
- 68:leaf=-0.00116028707,cover=0
- 34:[Ecc<4.8056078] yes=69,no=70,missing=69,gain=38.0092239,cover=40014
- 69:leaf=0.00418668007,cover=0
- 70:leaf=0.00107430003,cover=0
- 8:[Ecc<2.07756257] yes=17,no=18,missing=18,gain=8.65265274,cover=2093610
- 17:[LGI5<2.60638428] yes=35,no=36,missing=36,gain=9.76062965,cover=508992
- 35:[Ecc<1.15906882] yes=71,no=72,missing=71,gain=5.36383963,cover=480382
- 71:leaf=1.53717101e-05,cover=0
- 72:leaf=0.000349869748,cover=0
- 36:[MidArea5<0.683478653] yes=73,no=74,missing=74,gain=8.85299587,cover=28610
- 73:leaf=0.000179616021,cover=0
- 74:leaf=-0.0015854229,cover=0
- 18:[Sulc0<-0.37669614] yes=37,no=38,missing=37,gain=15.6195374,cover=1584618
- 37:[Pol<158.709351] yes=75,no=76,missing=75,gain=55.0335999,cover=548663
- 75:leaf=-0.000713019515,cover=0
- 76:leaf=0.000325469533,cover=0
- 38:[Pol<128.951508] yes=77,no=78,missing=77,gain=16.9207821,cover=1035955
- 77:leaf=-8.1122751e-05,cover=0
- 78:leaf=0.00050937396,cover=0
- 4:[Area5<0.676715076] yes=9,no=10,missing=9,gain=15.8484173,cover=494364
- 9:[Ecc<13.3064203] yes=19,no=20,missing=19,gain=10.8910704,cover=186536
- 19:[PialCurv5<-0.0379593484] yes=39,no=40,missing=39,gain=16.222599,cover=100052
- 39:[PialArea5<0.546516836] yes=79,no=80,missing=80,gain=7.16664267,cover=47797
- 79:leaf=-0.00382258627,cover=0
- 80:leaf=0.000246070937,cover=0
- 40:[Sulc0<-0.0562447868] yes=81,no=82,missing=81,gain=28.3756618,cover=52255
- 81:leaf=-0.0033279506,cover=0
- 82:leaf=-0.00050719938,cover=0
- 20:[Pol<39.0368156] yes=41,no=42,missing=42,gain=19.6694336,cover=86484
- 41:[Pol<14.1659222] yes=83,no=84,missing=83,gain=13.1804008,cover=24563
- 83:leaf=0.000121026183,cover=0
- 84:leaf=-0.00220333831,cover=0
- 42:[LGI5<2.47959709] yes=85,no=86,missing=85,gain=20.6887245,cover=61921
- 85:leaf=-0.00580758648,cover=0
- 86:leaf=0.000854915474,cover=0
- 10:[Ecc<33.9075584] yes=21,no=22,missing=21,gain=9.94469261,cover=307828
- 21:[PialCurv5<0.255337358] yes=43,no=44,missing=43,gain=13.9018993,cover=273763
- 43:[Sulc0<-0.43309778] yes=87,no=88,missing=87,gain=10.5670013,cover=229770
- 87:leaf=-2.01341263e-05,cover=0
- 88:leaf=0.000845337869,cover=0
- 44:[Pol<152.092255] yes=89,no=90,missing=90,gain=2.78536773,cover=43993
- 89:leaf=-0.000344853121,cover=0
- 90:leaf=0.00253055198,cover=0
- 22:[LGI5<2.8746686] yes=45,no=46,missing=45,gain=7.03284931,cover=34065
- 45:[Sulc0<-0.265099555] yes=91,no=92,missing=91,gain=3.64095974,cover=26087
- 91:leaf=0.00104372844,cover=0
- 92:leaf=-0.000969168555,cover=0
- 46:[Pol<88.5531387] yes=93,no=94,missing=93,gain=2.84487224,cover=7978
- 93:leaf=0.000176979825,cover=0
- 94:leaf=0.00212051044,cover=0
- 2:[Ecc<7.85193825] yes=5,no=6,missing=6,gain=7.59051371,cover=1956206
- 5:[Pol<70.3717499] yes=11,no=12,missing=11,gain=20.1915874,cover=156068
- 11:[Sulc0<-0.101085678] yes=23,no=24,missing=24,gain=19.8470249,cover=81214
- 23:[Curv5<0.049365297] yes=47,no=48,missing=47,gain=16.2078533,cover=76828
- 47:[Ecc<4.40349627] yes=95,no=96,missing=96,gain=8.83194923,cover=74729
- 95:leaf=-0.00244434341,cover=0
- 96:leaf=-4.76446949e-05,cover=0
- 48:[Ecc<5.85121489] yes=97,no=98,missing=97,gain=11.036828,cover=2099
- 97:leaf=-0.00151385344,cover=0
- 98:leaf=0.00654444704,cover=0
- 24:[PialCurv5<0.0262785293] yes=49,no=50,missing=49,gain=9.14288902,cover=4386
- 49:[PialArea5<0.404493898] yes=99,no=100,missing=100,gain=9.77175713,cover=2677
- 99:leaf=0.0349310748,cover=0
- 100:leaf=-0.00556221744,cover=0
- 50:[LGI5<3.01384926] yes=101,no=102,missing=101,gain=7.81585026,cover=1709
- 101:leaf=-0.00376004702,cover=0
- 102:leaf=0.00302312849,cover=0
- 12:[MidArea5<0.85417223] yes=25,no=26,missing=25,gain=16.2501087,cover=74854
- 25:[PialCurv5<-0.11266306] yes=51,no=52,missing=52,gain=11.5656815,cover=62184
- 51:[LGI5<3.34776258] yes=103,no=104,missing=104,gain=7.36113358,cover=12047
- 103:leaf=-0.000557921012,cover=0
- 104:leaf=-0.0064791874,cover=0
- 52:[Sulc0<-0.101085678] yes=105,no=106,missing=105,gain=26.5045967,cover=50137
- 105:leaf=0.00225250167,cover=0
- 106:leaf=-7.79690454e-05,cover=0
- 26:[Pol<152.827332] yes=53,no=54,missing=53,gain=12.1363907,cover=12670
- 53:[PialArea5<1.0952065] yes=107,no=108,missing=107,gain=9.43632889,cover=6032
- 107:leaf=0.00228714407,cover=0
- 108:leaf=0.00625029206,cover=0
- 54:[LGI5<3.42912889] yes=109,no=110,missing=110,gain=14.6961708,cover=6638
- 109:leaf=0.000715467089,cover=0
- 110:leaf=0.017505303,cover=0
- 6:[Area5<0.604913712] yes=13,no=14,missing=14,gain=6.20627165,cover=1800138
- 13:[PialArea5<0.70906347] yes=27,no=28,missing=27,gain=9.13710976,cover=192577
- 27:[Pol<145.397461] yes=55,no=56,missing=55,gain=10.5121593,cover=81258
- 55:[Pol<61.2046547] yes=111,no=112,missing=112,gain=6.03118134,cover=67658
- 111:leaf=-0.000775177439,cover=0
- 112:leaf=0.000326519308,cover=0
- 56:[Curv5<-0.188354567] yes=113,no=114,missing=113,gain=5.88898754,cover=13600
- 113:leaf=-0.00050965359,cover=0
- 114:leaf=-0.00259837136,cover=0
- 28:[Pol<39.0368156] yes=57,no=58,missing=57,gain=12.1504593,cover=111319
- 57:[Curv5<-0.182293281] yes=115,no=116,missing=115,gain=5.32823658,cover=35328
- 115:leaf=-1.61368433e-07,cover=0
- 116:leaf=-0.00169219414,cover=0
- 58:[Pol<125.308708] yes=117,no=118,missing=117,gain=9.7086525,cover=75991
- 117:leaf=0.0018910591,cover=0
- 118:leaf=0.000548878161,cover=0
- 14:[Sulc0<0.795422614] yes=29,no=30,missing=29,gain=6.58101988,cover=1607561
- 29:[Pol<27.4246235] yes=59,no=60,missing=59,gain=8.31550217,cover=1399878
- 59:[Area5<0.685542226] yes=119,no=120,missing=119,gain=6.40830755,cover=215500
- 119:leaf=-0.000231082508,cover=0
- 120:leaf=0.000347068912,cover=0
- 60:[Curv5<0.0736173838] yes=121,no=122,missing=121,gain=5.21741772,cover=1184378
- 121:leaf=-0.000123650068,cover=0
- 122:leaf=-0.000367226516,cover=0
- 30:[PialCurv5<0.119354174] yes=61,no=62,missing=61,gain=10.6016254,cover=207683
- 61:[Pol<104.929901] yes=123,no=124,missing=123,gain=4.32137394,cover=13057
- 123:leaf=0.00100018946,cover=0
- 124:leaf=0.00305672386,cover=0
- 62:[Ecc<43.8470497] yes=125,no=126,missing=125,gain=6.77647161,cover=194626
- 125:leaf=0.000194521985,cover=0
- 126:leaf=-0.000665933243,cover=0
-booster[516]:
-0:[LGI5<2.56078315] yes=1,no=2,missing=2,gain=1.21798861,cover=5124388
- 1:[Pol<97.9094925] yes=3,no=4,missing=3,gain=4.87769938,cover=1775778
- 3:[Ecc<4.40349627] yes=7,no=8,missing=7,gain=7.68718052,cover=785033
- 7:[PialCurv5<0.107261039] yes=15,no=16,missing=15,gain=9.66212559,cover=581432
- 15:[Pol<53.6550331] yes=31,no=32,missing=31,gain=9.17842007,cover=505986
- 31:[Curv5<-0.166574284] yes=63,no=64,missing=63,gain=25.7520294,cover=262325
- 63:leaf=-0.000182602904,cover=0
- 64:leaf=0.000875781116,cover=0
- 32:[Ecc<1.96654522] yes=65,no=66,missing=65,gain=28.3293934,cover=243661
- 65:leaf=0.000280963199,cover=0
- 66:leaf=-0.00079740159,cover=0
- 16:[Area5<0.704541981] yes=33,no=34,missing=33,gain=10.8112516,cover=75446
- 33:[PialArea5<0.753297985] yes=67,no=68,missing=67,gain=5.95327854,cover=50083
- 67:leaf=4.55627851e-05,cover=0
- 68:leaf=0.00342621282,cover=0
- 34:[LGI5<2.26652193] yes=69,no=70,missing=69,gain=7.33961487,cover=25363
- 69:leaf=-0.000851093326,cover=0
- 70:leaf=0.00172380824,cover=0
- 8:[Ecc<6.64552498] yes=17,no=18,missing=18,gain=17.2183514,cover=203601
- 17:[LGI5<2.48603988] yes=35,no=36,missing=35,gain=18.1969528,cover=130360
- 35:[Pol<34.3003769] yes=71,no=72,missing=72,gain=12.5748491,cover=84731
- 71:leaf=-0.0016169548,cover=0
- 72:leaf=0.000495435204,cover=0
- 36:[PialCurv5<0.236826599] yes=73,no=74,missing=73,gain=9.60933304,cover=45629
- 73:leaf=0.00174121931,cover=0
- 74:leaf=-0.00108364015,cover=0
- 18:[PialArea5<0.846608043] yes=37,no=38,missing=37,gain=9.49006939,cover=73241
- 37:[LGI5<2.41022825] yes=75,no=76,missing=75,gain=4.84262085,cover=57257
- 75:leaf=-0.00127902371,cover=0
- 76:leaf=-0.00024343461,cover=0
- 38:[Pol<39.9674568] yes=77,no=78,missing=77,gain=11.1643257,cover=15984
- 77:leaf=-0.000962293532,cover=0
- 78:leaf=0.00181560579,cover=0
- 4:[Area5<0.626857519] yes=9,no=10,missing=9,gain=9.01982212,cover=990745
- 9:[Ecc<7.4459548] yes=19,no=20,missing=20,gain=5.67373371,cover=453387
- 19:[Ecc<1.41371143] yes=39,no=40,missing=39,gain=5.38729525,cover=429335
- 39:[PialCurv5<0.00236006663] yes=79,no=80,missing=79,gain=7.28620338,cover=147772
- 79:leaf=8.33829472e-05,cover=0
- 80:leaf=-0.000839340326,cover=0
- 40:[PialCurv5<-0.0974217355] yes=81,no=82,missing=81,gain=6.62247467,cover=281563
- 81:leaf=4.5533674e-05,cover=0
- 82:leaf=0.000530661491,cover=0
- 20:[PialCurv5<-0.00569582684] yes=41,no=42,missing=42,gain=7.25519848,cover=24052
- 41:[PialArea5<0.601145923] yes=83,no=84,missing=83,gain=4.50571632,cover=18698
- 83:leaf=-0.00332629867,cover=0
- 84:leaf=3.15694924e-05,cover=0
- 42:[Sulc0<-0.00176540145] yes=85,no=86,missing=85,gain=18.4288864,cover=5354
- 85:leaf=-0.00680647418,cover=0
- 86:leaf=-0.000359338708,cover=0
- 10:[Sulc0<0.0850813463] yes=21,no=22,missing=22,gain=15.6891918,cover=537358
- 21:[Pol<153.554306] yes=43,no=44,missing=43,gain=24.9107552,cover=356243
- 43:[Ecc<0.783076942] yes=87,no=88,missing=87,gain=38.1418152,cover=255420
- 87:leaf=0.00132910383,cover=0
- 88:leaf=-0.000824342598,cover=0
- 44:[Ecc<6.16403294] yes=89,no=90,missing=89,gain=22.1220264,cover=100823
- 89:leaf=0.000749013328,cover=0
- 90:leaf=-0.00091147481,cover=0
- 22:[Ecc<3.8768425] yes=45,no=46,missing=46,gain=11.0705299,cover=181115
- 45:[Area5<0.811441243] yes=91,no=92,missing=91,gain=4.78487253,cover=54856
- 91:leaf=-0.000513975159,cover=0
- 92:leaf=0.00140957313,cover=0
- 46:[Sulc0<0.506771445] yes=93,no=94,missing=93,gain=17.4185715,cover=126259
- 93:leaf=0.000881323707,cover=0
- 94:leaf=-0.000356453704,cover=0
- 2:[Ecc<3.60812569] yes=5,no=6,missing=5,gain=7.7703023,cover=3348610
- 5:[PialCurv5<0.0193316489] yes=11,no=12,missing=11,gain=10.3811445,cover=176537
- 11:[Sulc0<-0.305269122] yes=23,no=24,missing=24,gain=10.997057,cover=129792
- 23:[LGI5<2.66052985] yes=47,no=48,missing=47,gain=7.6630249,cover=119183
- 47:[PialArea5<0.632563293] yes=95,no=96,missing=95,gain=4.3838315,cover=74080
- 95:leaf=0.00213022321,cover=0
- 96:leaf=-0.00018627134,cover=0
- 48:[Ecc<2.54464626] yes=97,no=98,missing=97,gain=6.62203598,cover=45103
- 97:leaf=-0.000327863876,cover=0
- 98:leaf=-0.00153985678,cover=0
- 24:[Area5<0.587948382] yes=49,no=50,missing=50,gain=4.41469765,cover=10609
- 49:[Pol<15.1533136] yes=99,no=100,missing=99,gain=2.30539799,cover=1511
- 99:leaf=-0.0173983723,cover=0
- 100:leaf=0.000603235094,cover=0
- 50:[Pol<148.336472] yes=101,no=102,missing=102,gain=5.45772743,cover=9098
- 101:leaf=-0.00222922326,cover=0
- 102:leaf=-0.00753952144,cover=0
- 12:[Pol<128.951508] yes=25,no=26,missing=25,gain=10.1172686,cover=46745
- 25:[LGI5<2.95092106] yes=51,no=52,missing=52,gain=7.13598251,cover=38778
- 51:[Sulc0<0.308185816] yes=103,no=104,missing=103,gain=5.0784955,cover=38340
- 103:leaf=0.000219945374,cover=0
- 104:leaf=-0.00111829548,cover=0
- 52:[Pol<81.5476837] yes=105,no=106,missing=106,gain=7.02836132,cover=438
- 105:leaf=-0.0054522818,cover=0
- 106:leaf=0.00969790481,cover=0
- 26:[PialArea5<0.597118378] yes=53,no=54,missing=53,gain=5.76556492,cover=7967
- 53:[PialCurv5<0.291493237] yes=107,no=108,missing=107,gain=3.3749218,cover=3512
- 107:leaf=0.00395204267,cover=0
- 108:leaf=-0.00121276348,cover=0
- 54:[PialArea5<1.02926981] yes=109,no=110,missing=110,gain=3.17573881,cover=4455
- 109:leaf=0.000992108602,cover=0
- 110:leaf=-0.00597619265,cover=0
- 6:[PialArea5<1.29873812] yes=13,no=14,missing=13,gain=3.01194644,cover=3172073
- 13:[Pol<64.3762589] yes=27,no=28,missing=27,gain=3.48082161,cover=3091158
- 27:[Ecc<5.01513863] yes=55,no=56,missing=55,gain=11.9940548,cover=909894
- 55:[PialArea5<1.07423365] yes=111,no=112,missing=111,gain=9.93695259,cover=47448
- 111:leaf=0.00124914292,cover=0
- 112:leaf=-0.000242490714,cover=0
- 56:[Ecc<18.3223667] yes=113,no=114,missing=113,gain=18.3832645,cover=862446
- 113:leaf=-0.000354526186,cover=0
- 114:leaf=0.000107499589,cover=0
- 28:[Ecc<17.2700901] yes=57,no=58,missing=57,gain=7.12413979,cover=2181264
- 57:[LGI5<2.73607373] yes=115,no=116,missing=116,gain=14.4670858,cover=1427665
- 115:leaf=-0.000137333045,cover=0
- 116:leaf=0.000202596842,cover=0
- 58:[LGI5<2.93978119] yes=117,no=118,missing=117,gain=18.4452858,cover=753599
- 117:leaf=0.000507956953,cover=0
- 118:leaf=-0.000198790294,cover=0
- 14:[Ecc<4.73840666] yes=29,no=30,missing=29,gain=4.46664953,cover=80915
- 29:[Pol<29.3809395] yes=59,no=60,missing=59,gain=5.25635672,cover=11846
- 59:[PialCurv5<-0.0363363102] yes=119,no=120,missing=119,gain=3.59699345,cover=5457
- 119:leaf=-0.00181457307,cover=0
- 120:leaf=0.0189221334,cover=0
- 60:[Area5<0.987501919] yes=121,no=122,missing=121,gain=5.00075912,cover=6389
- 121:leaf=0.000186698046,cover=0
- 122:leaf=0.0106197093,cover=0
- 30:[Area5<0.924216449] yes=61,no=62,missing=61,gain=3.33011961,cover=69069
- 61:[Ecc<9.0678978] yes=123,no=124,missing=123,gain=3.20672226,cover=58109
- 123:leaf=0.000890945725,cover=0
- 124:leaf=0.00012184769,cover=0
- 62:[LGI5<2.70988083] yes=125,no=126,missing=126,gain=1.51478899,cover=10960
- 125:leaf=-0.00204782165,cover=0
- 126:leaf=-0.000141377372,cover=0
-booster[517]:
-0:[Curv5<-0.261287659] yes=1,no=2,missing=2,gain=1.25766051,cover=5124388
- 1:[PialCurv5<-0.14160423] yes=3,no=4,missing=3,gain=5.70723438,cover=343062
- 3:[Curv5<-0.310856104] yes=7,no=8,missing=8,gain=3.30195332,cover=234059
- 7:[PialArea5<1.17753279] yes=15,no=16,missing=15,gain=1.58629417,cover=82602
- 15:[LGI5<2.37953305] yes=31,no=32,missing=32,gain=1.62832236,cover=80300
- 31:[Area5<0.600206077] yes=63,no=64,missing=63,gain=4.18333387,cover=8327
- 63:leaf=-0.000843451766,cover=0
- 64:leaf=0.00252841786,cover=0
- 32:[LGI5<2.57675576] yes=65,no=66,missing=65,gain=2.45098567,cover=71973
- 65:leaf=0.000864886679,cover=0
- 66:leaf=0.000164670142,cover=0
- 16:[LGI5<2.35684347] yes=33,no=34,missing=33,gain=1.59273243,cover=2302
- 33:[Pol<151.353775] yes=67,no=68,missing=68,gain=1.02348709,cover=276
- 67:leaf=0.00127194508,cover=0
- 68:leaf=0.0102140522,cover=0
- 34:[Pol<22.2436924] yes=69,no=70,missing=69,gain=1.37430477,cover=2026
- 69:leaf=-0.00275750807,cover=0
- 70:leaf=-0.00014211041,cover=0
- 8:[PialCurv5<-0.210138425] yes=17,no=18,missing=18,gain=3.81922174,cover=151457
- 17:[LGI5<2.96780801] yes=35,no=36,missing=35,gain=1.46030927,cover=2477
- 35:[LGI5<2.64191389] yes=71,no=72,missing=71,gain=2.30388308,cover=1637
- 71:leaf=0.00279846461,cover=0
- 72:leaf=-0.000951599039,cover=0
- 36:[Area5<0.44435063] yes=73,no=74,missing=73,gain=2.3897481,cover=840
- 73:leaf=-0.00975106936,cover=0
- 74:leaf=0.00398947066,cover=0
- 18:[Area5<0.643796742] yes=37,no=38,missing=37,gain=3.31344938,cover=148980
- 37:[Area5<0.548651993] yes=75,no=76,missing=75,gain=2.82772875,cover=101553
- 75:leaf=-7.86097589e-05,cover=0
- 76:leaf=-0.00061071798,cover=0
- 38:[LGI5<2.92358446] yes=77,no=78,missing=77,gain=1.53761184,cover=47427
- 77:leaf=0.00041206702,cover=0
- 78:leaf=-0.000157313145,cover=0
- 4:[Area5<0.517926872] yes=9,no=10,missing=9,gain=4.59575129,cover=109003
- 9:[Sulc0<-0.298712492] yes=19,no=20,missing=19,gain=1.72021604,cover=31167
- 19:[PialArea5<0.537928462] yes=39,no=40,missing=39,gain=1.72035778,cover=29034
- 39:[LGI5<2.37224698] yes=79,no=80,missing=80,gain=0.998056889,cover=502
- 79:leaf=3.78207442e-05,cover=0
- 80:leaf=-0.00469133025,cover=0
- 40:[LGI5<2.22170687] yes=81,no=82,missing=82,gain=1.46812522,cover=28532
- 81:leaf=0.00102472841,cover=0
- 82:leaf=-0.000278878346,cover=0
- 20:[Pol<154.27803] yes=41,no=42,missing=41,gain=2.11564064,cover=2133
- 41:[LGI5<2.68917012] yes=83,no=84,missing=83,gain=2.33136559,cover=1971
- 83:leaf=0.00347824092,cover=0
- 84:leaf=-0.000306162896,cover=0
- 42:[Ecc<41.2560654] yes=85,no=86,missing=86,gain=1.68009329,cover=162
- 85:leaf=0.00427489355,cover=0
- 86:leaf=0.0174348932,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=21,gain=4.87555408,cover=77836
- 21:[LGI5<2.96780801] yes=43,no=44,missing=43,gain=2.01835537,cover=32170
- 43:[Sulc0<-1.24864507] yes=87,no=88,missing=88,gain=1.7411387,cover=21200
- 87:leaf=0.00179712905,cover=0
- 88:leaf=-0.000264541683,cover=0
- 44:[Curv5<-0.350989401] yes=89,no=90,missing=89,gain=2.41042733,cover=10970
- 89:leaf=-0.0025690929,cover=0
- 90:leaf=0.000845008821,cover=0
- 22:[Pol<151.353775] yes=45,no=46,missing=46,gain=7.35334778,cover=45666
- 45:[LGI5<3.1967752] yes=91,no=92,missing=91,gain=4.31012344,cover=23692
- 91:leaf=0.00177225436,cover=0
- 92:leaf=-0.000417322619,cover=0
- 46:[LGI5<2.22170687] yes=93,no=94,missing=94,gain=3.96422267,cover=21974
- 93:leaf=0.00663416088,cover=0
- 94:leaf=0.000199176837,cover=0
- 2:[PialCurv5<-0.164281175] yes=5,no=6,missing=6,gain=5.36125231,cover=4781326
- 5:[Curv5<-0.22713457] yes=11,no=12,missing=11,gain=6.24607134,cover=26479
- 11:[PialCurv5<-0.171137348] yes=23,no=24,missing=23,gain=1.28618491,cover=18613
- 23:[MidArea5<1.1557827] yes=47,no=48,missing=47,gain=1.41112089,cover=9773
- 47:[PialArea5<0.609252691] yes=95,no=96,missing=96,gain=0.840730548,cover=9659
- 95:leaf=-0.00154872751,cover=0
- 96:leaf=0.000762609241,cover=0
- 48:[Sulc0<-0.738139331] yes=97,no=98,missing=97,gain=0.791760564,cover=114
- 97:leaf=-0.00805457961,cover=0
- 98:leaf=0.000549488293,cover=0
- 24:[Curv5<-0.241649449] yes=49,no=50,missing=49,gain=1.31202817,cover=8840
- 49:[Sulc0<-0.383002371] yes=99,no=100,missing=100,gain=1.03512216,cover=6163
- 99:leaf=-0.000474590313,cover=0
- 100:leaf=-0.00325599359,cover=0
- 50:[Ecc<0.353712648] yes=101,no=102,missing=102,gain=0.341369808,cover=2677
- 101:leaf=0.00991381519,cover=0
- 102:leaf=0.000655842014,cover=0
- 12:[PialCurv5<-0.190801308] yes=25,no=26,missing=25,gain=5.5723362,cover=7866
- 25:[LGI5<2.3865335] yes=51,no=52,missing=52,gain=2.53376269,cover=1612
- 51:[Sulc0<-0.769821882] yes=103,no=104,missing=104,gain=3.27758312,cover=169
- 103:leaf=0.00119562726,cover=0
- 104:leaf=-0.0127535779,cover=0
- 52:[Area5<0.738135278] yes=105,no=106,missing=105,gain=2.69009161,cover=1443
- 105:leaf=0.00146729755,cover=0
- 106:leaf=-0.0031107103,cover=0
- 26:[Area5<0.595263004] yes=53,no=54,missing=53,gain=4.35103607,cover=6254
- 53:[Ecc<4.27275372] yes=107,no=108,missing=107,gain=1.41482925,cover=2249
- 107:leaf=0.0024822678,cover=0
- 108:leaf=-0.000134751419,cover=0
- 54:[Pol<157.22821] yes=109,no=110,missing=109,gain=3.73578835,cover=4005
- 109:leaf=0.00299664424,cover=0
- 110:leaf=0.00778904883,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=2.11279893,cover=4754847
- 13:[Ecc<0.353712648] yes=27,no=28,missing=28,gain=0.94905591,cover=22847
- 27:[Curv5<-0.20189926] yes=55,no=56,missing=55,gain=0.993124068,cover=441
- 55:[Ecc<0.221054599] yes=111,no=112,missing=112,gain=0.532899141,cover=255
- 111:leaf=-5.2115538e-05,cover=0
- 112:leaf=-0.00521799084,cover=0
- 56:[PialCurv5<-0.103163145] yes=113,no=114,missing=113,gain=0.811972499,cover=186
- 113:leaf=0.00511719659,cover=0
- 114:leaf=-0.00164395163,cover=0
- 28:[LGI5<2.71502113] yes=57,no=58,missing=57,gain=1.03944397,cover=22406
- 57:[LGI5<2.47631311] yes=115,no=116,missing=115,gain=2.67377162,cover=19364
- 115:leaf=0.000322216161,cover=0
- 116:leaf=0.00170474744,cover=0
- 58:[PialCurv5<-0.133997425] yes=117,no=118,missing=117,gain=1.41074479,cover=3042
- 117:leaf=0.00132854457,cover=0
- 118:leaf=-0.00103717356,cover=0
- 14:[Sulc0<-0.244882882] yes=29,no=30,missing=29,gain=2.23882627,cover=4732000
- 29:[Pol<153.554306] yes=59,no=60,missing=59,gain=6.55155516,cover=2191455
- 59:[Pol<70.3717499] yes=119,no=120,missing=120,gain=10.0502701,cover=1616608
- 119:leaf=4.28420026e-06,cover=0
- 120:leaf=-0.000248429453,cover=0
- 60:[Ecc<1.41371143] yes=121,no=122,missing=121,gain=13.2992887,cover=574847
- 121:leaf=-0.000483590324,cover=0
- 122:leaf=0.000195001208,cover=0
- 30:[Pol<160.869751] yes=61,no=62,missing=61,gain=5.53342724,cover=2540545
- 61:[Pol<66.6374893] yes=123,no=124,missing=124,gain=5.3230195,cover=2433350
- 123:leaf=-0.000134531845,cover=0
- 124:leaf=6.68756184e-05,cover=0
- 62:[Area5<0.67507118] yes=125,no=126,missing=126,gain=10.6187706,cover=107195
- 125:leaf=-0.000926239591,cover=0
- 126:leaf=8.45879404e-05,cover=0
-booster[518]:
-0:[LGI5<2.24172258] yes=1,no=2,missing=2,gain=1.20362067,cover=5124388
- 1:[Ecc<7.39671755] yes=3,no=4,missing=4,gain=2.84155893,cover=160410
- 3:[Ecc<1.41371143] yes=7,no=8,missing=7,gain=3.17931199,cover=157249
- 7:[LGI5<2.18291569] yes=15,no=16,missing=15,gain=3.57103086,cover=61149
- 15:[Sulc0<-0.469276249] yes=31,no=32,missing=31,gain=12.7756405,cover=23021
- 31:[PialCurv5<0.0471153036] yes=63,no=64,missing=63,gain=9.43466091,cover=18950
- 63:leaf=0.000167741207,cover=0
- 64:leaf=-0.00545843085,cover=0
- 32:[Ecc<0.353712648] yes=65,no=66,missing=66,gain=10.3511696,cover=4071
- 65:leaf=0.00378131866,cover=0
- 66:leaf=-0.0040661837,cover=0
- 16:[PialCurv5<-0.0644776821] yes=33,no=34,missing=33,gain=6.55177927,cover=38128
- 33:[Ecc<0.221054599] yes=67,no=68,missing=67,gain=5.13451862,cover=21855
- 67:leaf=-0.00442351634,cover=0
- 68:leaf=-0.00024039454,cover=0
- 34:[LGI5<2.22170687] yes=69,no=70,missing=69,gain=10.4649677,cover=16273
- 69:leaf=0.00195282232,cover=0
- 70:leaf=-0.000646762492,cover=0
- 8:[Area5<0.654657125] yes=17,no=18,missing=17,gain=4.31507206,cover=96100
- 17:[PialCurv5<-0.123971827] yes=35,no=36,missing=35,gain=7.14306355,cover=55775
- 35:[Curv5<-0.0816265643] yes=71,no=72,missing=72,gain=2.09762931,cover=13966
- 71:leaf=-0.000294043537,cover=0
- 72:leaf=-0.00704587111,cover=0
- 36:[PialArea5<0.715215623] yes=73,no=74,missing=73,gain=5.179039,cover=41809
- 73:leaf=0.00031239682,cover=0
- 74:leaf=0.00143715029,cover=0
- 18:[Pol<153.554306] yes=37,no=38,missing=37,gain=7.0027647,cover=40325
- 37:[LGI5<2.13090348] yes=75,no=76,missing=75,gain=6.7708683,cover=38410
- 75:leaf=0.00157830853,cover=0
- 76:leaf=-0.000445401209,cover=0
- 38:[MidArea5<0.773718297] yes=77,no=78,missing=77,gain=7.13506699,cover=1915
- 77:leaf=0.00907539204,cover=0
- 78:leaf=0.00139139581,cover=0
- 4:[PialArea5<1.10075188] yes=9,no=10,missing=10,gain=4.12158632,cover=3161
- 9:[Pol<107.66053] yes=19,no=20,missing=19,gain=1.70400953,cover=3029
- 19:[Area5<0.521939099] yes=39,no=40,missing=40,gain=1.70169544,cover=1238
- 39:[Curv5<-0.119937547] yes=79,no=80,missing=80,gain=0.213003397,cover=31
- 79:leaf=-0.00719975308,cover=0
- 80:leaf=-0.0168876033,cover=0
- 40:[PialArea5<0.829066753] yes=81,no=82,missing=82,gain=0.649952173,cover=1207
- 81:leaf=-0.00170554372,cover=0
- 82:leaf=-0.00558797037,cover=0
- 20:[Sulc0<-0.357752919] yes=41,no=42,missing=41,gain=1.4939214,cover=1791
- 41:[Curv5<-0.0273730159] yes=83,no=84,missing=83,gain=1.22968197,cover=779
- 83:leaf=-0.00119717768,cover=0
- 84:leaf=-0.0107906461,cover=0
- 42:[Curv5<-0.104371414] yes=85,no=86,missing=85,gain=3.26553345,cover=1012
- 85:leaf=0.00726803904,cover=0
- 86:leaf=-6.42246814e-05,cover=0
- 10:[Pol<146.864227] yes=21,no=22,missing=22,gain=0.339522839,cover=132
- 21:[LGI5<2.23211861] yes=43,no=44,missing=43,gain=0.124305189,cover=30
- 43:[Curv5<-0.204921171] yes=87,no=88,missing=87,gain=0.0224944353,cover=27
- 87:leaf=-0.000647481298,cover=0
- 88:leaf=-0.00650471589,cover=0
- 44:[Ecc<7.59607029] yes=89,no=90,missing=89,gain=0.00875389576,cover=3
- 89:leaf=0.00503245788,cover=0
- 90:leaf=-0.000189089784,cover=0
- 22:[Sulc0<-0.976720333] yes=45,no=46,missing=46,gain=0.325925827,cover=102
- 45:[Curv5<-0.241649449] yes=91,no=92,missing=91,gain=0.114339501,cover=10
- 91:leaf=-0.00811160076,cover=0
- 92:leaf=0.0018858586,cover=0
- 46:[Pol<178.093033] yes=93,no=94,missing=93,gain=0.342578411,cover=92
- 93:leaf=-0.013272794,cover=0
- 94:leaf=-0.00266515859,cover=0
- 2:[LGI5<2.25958419] yes=5,no=6,missing=5,gain=3.01844501,cover=4963978
- 5:[MidArea5<0.786720097] yes=11,no=12,missing=11,gain=3.66678929,cover=42535
- 11:[Pol<26.4235344] yes=23,no=24,missing=24,gain=4.03137732,cover=31731
- 23:[PialArea5<0.427728564] yes=47,no=48,missing=47,gain=3.15632963,cover=1676
- 47:[Curv5<0.114925429] yes=95,no=96,missing=96,gain=0.457952261,cover=23
- 95:leaf=-0.0241062306,cover=0
- 96:leaf=-0.00902839843,cover=0
- 48:[Area5<0.545738399] yes=97,no=98,missing=97,gain=3.9520092,cover=1653
- 97:leaf=-0.000390738714,cover=0
- 98:leaf=0.00450134231,cover=0
- 24:[Ecc<1.51801682] yes=49,no=50,missing=49,gain=2.90400314,cover=30055
- 49:[MidArea5<0.698706985] yes=99,no=100,missing=100,gain=5.59824753,cover=11518
- 99:leaf=-0.000730791013,cover=0
- 100:leaf=-0.00313801691,cover=0
- 50:[Pol<130.822815] yes=101,no=102,missing=101,gain=4.16787481,cover=18537
- 101:leaf=-0.000910399598,cover=0
- 102:leaf=0.000755218382,cover=0
- 12:[Ecc<7.24576569] yes=25,no=26,missing=25,gain=3.65133667,cover=10804
- 25:[Sulc0<-0.265099555] yes=51,no=52,missing=51,gain=2.13606787,cover=10578
- 51:[Area5<0.751858592] yes=103,no=104,missing=103,gain=2.74900293,cover=9938
- 103:leaf=0.00042185132,cover=0
- 104:leaf=-0.00183676393,cover=0
- 52:[Pol<108.715256] yes=105,no=106,missing=105,gain=2.46456504,cover=640
- 105:leaf=0.000513381441,cover=0
- 106:leaf=0.00684924657,cover=0
- 26:[Pol<146.122681] yes=53,no=54,missing=53,gain=2.27384377,cover=226
- 53:[Sulc0<-0.271910518] yes=107,no=108,missing=107,gain=3.27558422,cover=140
- 107:leaf=0.0161161888,cover=0
- 108:leaf=0.000109808803,cover=0
- 54:[MidArea5<0.98915565] yes=109,no=110,missing=109,gain=0.561076045,cover=86
- 109:leaf=-0.000940537488,cover=0
- 110:leaf=0.0138144633,cover=0
- 6:[LGI5<2.28518939] yes=13,no=14,missing=13,gain=1.63441348,cover=4921443
- 13:[Ecc<0.729281187] yes=27,no=28,missing=27,gain=11.2596064,cover=80067
- 27:[Sulc0<-0.319176674] yes=55,no=56,missing=55,gain=2.40162134,cover=12886
- 55:[PialCurv5<-0.0227819066] yes=111,no=112,missing=111,gain=4.66930676,cover=11394
- 111:leaf=-0.000808553479,cover=0
- 112:leaf=-0.00317853549,cover=0
- 56:[Area5<0.780320704] yes=113,no=114,missing=113,gain=6.01820087,cover=1492
- 113:leaf=0.001239234,cover=0
- 114:leaf=-0.0200407356,cover=0
- 28:[Pol<72.6247101] yes=57,no=58,missing=57,gain=8.82287788,cover=67181
- 57:[Area5<0.745235085] yes=115,no=116,missing=115,gain=5.81519222,cover=15698
- 115:leaf=-0.000916779507,cover=0
- 116:leaf=0.00200218661,cover=0
- 58:[Ecc<3.8768425] yes=117,no=118,missing=118,gain=9.76392365,cover=51483
- 117:leaf=0.00128853042,cover=0
- 118:leaf=-0.000169922627,cover=0
- 14:[Area5<0.499970406] yes=29,no=30,missing=29,gain=1.58677673,cover=4841376
- 29:[PialCurv5<-0.137075767] yes=59,no=60,missing=59,gain=4.1287241,cover=220796
- 59:[Ecc<3.10160303] yes=119,no=120,missing=119,gain=4.00876617,cover=71045
- 119:leaf=-3.45276167e-05,cover=0
- 120:leaf=0.000737423135,cover=0
- 60:[Ecc<7.03401423] yes=121,no=122,missing=122,gain=5.49144411,cover=149751
- 121:leaf=0.000129153646,cover=0
- 122:leaf=-0.000627259898,cover=0
- 30:[Ecc<2.97906685] yes=61,no=62,missing=61,gain=1.80856967,cover=4620580
- 61:[LGI5<2.51969218] yes=123,no=124,missing=123,gain=14.7711115,cover=711158
- 123:leaf=4.59627445e-05,cover=0
- 124:leaf=-0.000483468699,cover=0
- 62:[Pol<92.7492142] yes=125,no=126,missing=126,gain=2.83124566,cover=3909422
- 125:leaf=5.0341474e-05,cover=0
- 126:leaf=-3.53137293e-05,cover=0
-booster[519]:
-0:[LGI5<2.56078315] yes=1,no=2,missing=1,gain=1.13359213,cover=5124388
- 1:[Pol<99.5532455] yes=3,no=4,missing=3,gain=4.35758114,cover=1775778
- 3:[Ecc<33.9075584] yes=7,no=8,missing=7,gain=7.17488289,cover=810975
- 7:[LGI5<2.44958925] yes=15,no=16,missing=16,gain=6.43998766,cover=809944
- 15:[MidArea5<1.07671547] yes=31,no=32,missing=31,gain=4.3754921,cover=510935
- 31:[Area5<0.719086528] yes=63,no=64,missing=64,gain=4.8634634,cover=494710
- 63:leaf=6.74392868e-05,cover=0
- 64:leaf=-0.000323365472,cover=0
- 32:[Pol<19.2006226] yes=65,no=66,missing=65,gain=6.51945782,cover=16225
- 65:leaf=-0.000906817731,cover=0
- 66:leaf=0.00140370382,cover=0
- 16:[Area5<0.719086528] yes=33,no=34,missing=34,gain=14.2758427,cover=299009
- 33:[Ecc<3.80337262] yes=67,no=68,missing=67,gain=13.3849058,cover=211718
- 67:leaf=-0.00025639165,cover=0
- 68:leaf=0.000547782576,cover=0
- 34:[PialArea5<1.23851824] yes=69,no=70,missing=69,gain=11.258934,cover=87291
- 69:leaf=0.00112174486,cover=0
- 70:leaf=-0.000321354455,cover=0
- 8:[Sulc0<-0.244882882] yes=17,no=18,missing=17,gain=2.25447226,cover=1031
- 17:[PialArea5<1.08444798] yes=35,no=36,missing=35,gain=0.537813902,cover=202
- 35:[Curv5<-0.177508175] yes=71,no=72,missing=72,gain=0.519034266,cover=186
- 71:leaf=0.000931281538,cover=0
- 72:leaf=0.0148183722,cover=0
- 36:[Ecc<38.0136108] yes=73,no=74,missing=73,gain=0.306549609,cover=16
- 73:leaf=-0.0121842176,cover=0
- 74:leaf=0.00217143889,cover=0
- 18:[PialCurv5<0.164156988] yes=37,no=38,missing=37,gain=2.50990868,cover=829
- 37:[MidArea5<0.650057852] yes=75,no=76,missing=75,gain=0.771351814,cover=600
- 75:leaf=-0.0110212089,cover=0
- 76:leaf=-0.00609345967,cover=0
- 38:[Ecc<42.9490852] yes=77,no=78,missing=77,gain=0.408558458,cover=229
- 77:leaf=0.00124745979,cover=0
- 78:leaf=-0.00296588545,cover=0
- 4:[Area5<0.626857519] yes=9,no=10,missing=10,gain=8.75287437,cover=964803
- 9:[PialArea5<0.621054947] yes=19,no=20,missing=19,gain=5.03615093,cover=445812
- 19:[Ecc<7.49602938] yes=39,no=40,missing=39,gain=6.95223045,cover=95974
- 39:[LGI5<2.13090348] yes=79,no=80,missing=79,gain=2.61222887,cover=91094
- 79:leaf=0.00191144575,cover=0
- 80:leaf=-0.000135016599,cover=0
- 40:[Sulc0<0.0372688323] yes=81,no=82,missing=81,gain=11.4698219,cover=4880
- 81:leaf=-0.00513601396,cover=0
- 82:leaf=-0.000140998382,cover=0
- 20:[Curv5<-0.100392215] yes=41,no=42,missing=41,gain=20.4058495,cover=349838
- 41:[Sulc0<-0.522449493] yes=83,no=84,missing=84,gain=6.67849445,cover=295315
- 83:leaf=0.000145100421,cover=0
- 84:leaf=-0.000528883829,cover=0
- 42:[Ecc<0.836319208] yes=85,no=86,missing=86,gain=12.7530594,cover=54523
- 85:leaf=-0.00021766375,cover=0
- 86:leaf=0.00154357695,cover=0
- 10:[Sulc0<0.0530014001] yes=21,no=22,missing=21,gain=14.2479153,cover=518991
- 21:[Pol<152.827332] yes=43,no=44,missing=43,gain=24.8119831,cover=339149
- 43:[Ecc<0.783076942] yes=87,no=88,missing=88,gain=37.4092636,cover=236106
- 87:leaf=0.00133268081,cover=0
- 88:leaf=-0.000851934601,cover=0
- 44:[Ecc<6.16403294] yes=89,no=90,missing=89,gain=19.9373455,cover=103043
- 89:leaf=0.000702180783,cover=0
- 90:leaf=-0.000861473789,cover=0
- 22:[Ecc<4.13769388] yes=45,no=46,missing=45,gain=13.4658337,cover=179842
- 45:[LGI5<2.3865335] yes=91,no=92,missing=91,gain=3.73002386,cover=64865
- 91:leaf=-0.000889770803,cover=0
- 92:leaf=-0.000104587518,cover=0
- 46:[Sulc0<0.506771445] yes=93,no=94,missing=93,gain=14.1634855,cover=114977
- 93:leaf=0.000884419016,cover=0
- 94:leaf=-0.000307379727,cover=0
- 2:[Ecc<3.60812569] yes=5,no=6,missing=5,gain=6.27738714,cover=3348610
- 5:[PialCurv5<0.0193316489] yes=11,no=12,missing=11,gain=9.35644722,cover=176537
- 11:[Sulc0<-0.305269122] yes=23,no=24,missing=23,gain=9.9020052,cover=129792
- 23:[LGI5<2.66052985] yes=47,no=48,missing=47,gain=6.96385908,cover=119183
- 47:[PialArea5<0.632563293] yes=95,no=96,missing=95,gain=3.99147844,cover=74080
- 95:leaf=0.00205045543,cover=0
- 96:leaf=-0.000159946314,cover=0
- 48:[Area5<0.987501919] yes=97,no=98,missing=97,gain=6.23118019,cover=45103
- 97:leaf=-0.000920966209,cover=0
- 98:leaf=0.00878441799,cover=0
- 24:[PialArea5<1.11947823] yes=49,no=50,missing=49,gain=4.2315731,cover=10609
- 49:[LGI5<2.65113688] yes=99,no=100,missing=99,gain=3.40778637,cover=10196
- 99:leaf=-0.00100606168,cover=0
- 100:leaf=-0.00285681966,cover=0
- 50:[Pol<103.851685] yes=101,no=102,missing=102,gain=3.59113503,cover=413
- 101:leaf=-0.00376150943,cover=0
- 102:leaf=-0.0137955537,cover=0
- 12:[Pol<128.951508] yes=25,no=26,missing=25,gain=9.20875645,cover=46745
- 25:[LGI5<2.95092106] yes=51,no=52,missing=51,gain=6.43193626,cover=38778
- 51:[Sulc0<0.308185816] yes=103,no=104,missing=103,gain=4.64808798,cover=38340
- 103:leaf=0.000225690223,cover=0
- 104:leaf=-0.00105458673,cover=0
- 52:[Pol<81.5476837] yes=105,no=106,missing=105,gain=6.35260487,cover=438
- 105:leaf=-0.00517744385,cover=0
- 106:leaf=0.00922605116,cover=0
- 26:[PialArea5<0.597118378] yes=53,no=54,missing=53,gain=5.23042965,cover=7967
- 53:[PialCurv5<0.260145098] yes=107,no=108,missing=107,gain=3.06943703,cover=3512
- 107:leaf=0.00391508033,cover=0
- 108:leaf=-0.000204258788,cover=0
- 54:[PialArea5<1.02926981] yes=109,no=110,missing=109,gain=2.87083077,cover=4455
- 109:leaf=0.000962181482,cover=0
- 110:leaf=-0.00566317327,cover=0
- 6:[Area5<0.621834755] yes=13,no=14,missing=13,gain=2.74458647,cover=3172073
- 13:[PialArea5<0.669517875] yes=27,no=28,missing=27,gain=18.0596828,cover=542405
- 27:[Curv5<0.174639657] yes=55,no=56,missing=55,gain=9.59426689,cover=172748
- 55:[LGI5<2.89660096] yes=111,no=112,missing=111,gain=14.8251534,cover=142865
- 111:leaf=-0.00131728547,cover=0
- 112:leaf=-0.000278383581,cover=0
- 56:[PialArea5<0.445556581] yes=113,no=114,missing=113,gain=3.42465258,cover=29883
- 113:leaf=0.000156623937,cover=0
- 114:leaf=0.00244857976,cover=0
- 28:[Ecc<12.7231894] yes=57,no=58,missing=57,gain=10.4185324,cover=369657
- 57:[PialCurv5<0.0193316489] yes=115,no=116,missing=115,gain=5.61304331,cover=217004
- 115:leaf=-8.61272711e-05,cover=0
- 116:leaf=-0.00164461345,cover=0
- 58:[Pol<39.0368156] yes=117,no=118,missing=117,gain=28.6690369,cover=152653
- 117:leaf=-0.000505163218,cover=0
- 118:leaf=0.000923176878,cover=0
- 14:[LGI5<2.90731096] yes=29,no=30,missing=29,gain=10.9274502,cover=2629668
- 29:[Pol<136.792099] yes=59,no=60,missing=59,gain=10.0318041,cover=971561
- 59:[Pol<114.966316] yes=119,no=120,missing=120,gain=10.6842299,cover=778068
- 119:leaf=0.000163036661,cover=0
- 120:leaf=-0.000308856892,cover=0
- 60:[Sulc0<-0.457356662] yes=121,no=122,missing=121,gain=44.7511139,cover=193493
- 121:leaf=-0.000339288992,cover=0
- 122:leaf=0.00118512358,cover=0
- 30:[Ecc<7.85193825] yes=61,no=62,missing=62,gain=10.6512184,cover=1658107
- 61:[Pol<68.1421661] yes=123,no=124,missing=123,gain=17.0236759,cover=118014
- 123:leaf=-0.000136307484,cover=0
- 124:leaf=0.00107244111,cover=0
- 62:[Pol<27.4246235] yes=125,no=126,missing=126,gain=5.98677683,cover=1540093
- 125:leaf=0.000158626266,cover=0
- 126:leaf=-0.00013158223,cover=0
-booster[520]:
-0:[PialArea5<0.39986974] yes=1,no=2,missing=2,gain=1.12641215,cover=5124388
- 1:[Area5<0.593548477] yes=3,no=4,missing=3,gain=2.68186378,cover=443423
- 3:[PialCurv5<-0.00763805071] yes=7,no=8,missing=8,gain=1.75488532,cover=49923
- 7:[Pol<101.695656] yes=15,no=16,missing=15,gain=2.58524251,cover=2472
- 15:[Pol<74.0505524] yes=31,no=32,missing=32,gain=1.97468042,cover=1254
- 31:[PialCurv5<-0.0693148375] yes=63,no=64,missing=63,gain=2.31766343,cover=508
- 63:leaf=-0.00284592621,cover=0
- 64:leaf=0.00467434386,cover=0
- 32:[Curv5<-0.108295463] yes=65,no=66,missing=66,gain=1.86256456,cover=746
- 65:leaf=-0.00229495857,cover=0
- 66:leaf=-0.00729731843,cover=0
- 16:[Pol<129.571716] yes=33,no=34,missing=33,gain=1.72268975,cover=1218
- 33:[LGI5<2.13090348] yes=67,no=68,missing=67,gain=2.28681588,cover=640
- 67:leaf=0.0226196777,cover=0
- 68:leaf=0.00142693555,cover=0
- 34:[LGI5<2.18291569] yes=69,no=70,missing=70,gain=1.21482074,cover=578
- 69:leaf=-0.0118807154,cover=0
- 70:leaf=-0.00137504388,cover=0
- 8:[Curv5<0.081820026] yes=17,no=18,missing=17,gain=2.58085632,cover=47451
- 17:[Area5<0.545738399] yes=35,no=36,missing=35,gain=3.45469666,cover=4331
- 35:[Sulc0<-0.463317156] yes=71,no=72,missing=72,gain=2.82269955,cover=2032
- 71:leaf=-0.00400312385,cover=0
- 72:leaf=0.00299939536,cover=0
- 36:[Ecc<19.4699688] yes=73,no=74,missing=73,gain=2.10122228,cover=2299
- 73:leaf=-0.001133046,cover=0
- 74:leaf=0.00260885246,cover=0
- 18:[PialCurv5<0.315450013] yes=37,no=38,missing=37,gain=1.62897372,cover=43120
- 37:[Pol<65.1286774] yes=75,no=76,missing=76,gain=4.5745306,cover=23985
- 75:leaf=0.00437305216,cover=0
- 76:leaf=-0.000688722706,cover=0
- 38:[Curv5<0.162240714] yes=77,no=78,missing=77,gain=1.84348738,cover=19135
- 77:leaf=-0.00190695922,cover=0
- 78:leaf=0.000150421562,cover=0
- 4:[Sulc0<0.317313671] yes=9,no=10,missing=9,gain=4.3131547,cover=393500
- 9:[Area5<0.697420239] yes=19,no=20,missing=20,gain=2.27326822,cover=41838
- 19:[LGI5<2.32613516] yes=39,no=40,missing=39,gain=2.39714479,cover=36907
- 39:[LGI5<2.2730217] yes=79,no=80,missing=79,gain=4.5475831,cover=8480
- 79:leaf=0.000254310522,cover=0
- 80:leaf=0.00261616963,cover=0
- 40:[Ecc<0.567370772] yes=81,no=82,missing=81,gain=2.55386806,cover=28427
- 81:leaf=-0.00152579905,cover=0
- 82:leaf=0.000371845352,cover=0
- 20:[Curv5<0.0473068655] yes=41,no=42,missing=42,gain=6.0618329,cover=4931
- 41:[PialCurv5<0.0987490341] yes=83,no=84,missing=84,gain=1.43841457,cover=82
- 83:leaf=-0.00816965196,cover=0
- 84:leaf=-0.0244170967,cover=0
- 42:[LGI5<2.27925944] yes=85,no=86,missing=86,gain=1.60887098,cover=4849
- 85:leaf=-0.000729167077,cover=0
- 86:leaf=0.00216011982,cover=0
- 10:[MidArea5<0.421422303] yes=21,no=22,missing=22,gain=3.6791048,cover=351662
- 21:[Area5<0.630444467] yes=43,no=44,missing=43,gain=1.43250704,cover=2880
- 43:[LGI5<3.50441384] yes=87,no=88,missing=87,gain=1.11498737,cover=2408
- 87:leaf=0.00156124646,cover=0
- 88:leaf=-0.00405316474,cover=0
- 44:[Curv5<0.266060919] yes=89,no=90,missing=89,gain=0.688698292,cover=472
- 89:leaf=0.00527710794,cover=0
- 90:leaf=0.000390980596,cover=0
- 22:[PialCurv5<0.409174502] yes=45,no=46,missing=45,gain=3.65949607,cover=348782
- 45:[Pol<143.237381] yes=91,no=92,missing=91,gain=3.27930617,cover=299029
- 91:leaf=0.000123653983,cover=0
- 92:leaf=-0.00279427948,cover=0
- 46:[LGI5<3.3215456] yes=93,no=94,missing=93,gain=2.46353197,cover=49753
- 93:leaf=-0.000488780381,cover=0
- 94:leaf=0.000535924279,cover=0
- 2:[Curv5<0.0778492987] yes=5,no=6,missing=6,gain=2.47208595,cover=4680965
- 5:[Sulc0<0.540103436] yes=11,no=12,missing=11,gain=7.92348719,cover=3840121
- 11:[Ecc<47.7892265] yes=23,no=24,missing=23,gain=3.70027971,cover=3749093
- 23:[Ecc<24.7238369] yes=47,no=48,missing=47,gain=4.23128843,cover=3728143
- 47:[Sulc0<-0.181880832] yes=95,no=96,missing=95,gain=5.13850069,cover=3279006
- 95:leaf=-2.06561217e-05,cover=0
- 96:leaf=0.000125753009,cover=0
- 48:[LGI5<3.34776258] yes=97,no=98,missing=98,gain=13.3601856,cover=449137
- 97:leaf=-0.000339075166,cover=0
- 98:leaf=0.000242301292,cover=0
- 24:[PialCurv5<0.010724308] yes=49,no=50,missing=50,gain=3.52071214,cover=20950
- 49:[Sulc0<0.167916268] yes=99,no=100,missing=99,gain=3.19016886,cover=15767
- 99:leaf=0.000460279611,cover=0
- 100:leaf=0.00191633834,cover=0
- 50:[Pol<130.822815] yes=101,no=102,missing=101,gain=2.2054472,cover=5183
- 101:leaf=-0.000893207733,cover=0
- 102:leaf=0.00203852216,cover=0
- 12:[PialCurv5<-0.0347327143] yes=25,no=26,missing=25,gain=9.48016357,cover=91028
- 25:[Pol<156.492447] yes=51,no=52,missing=51,gain=3.34405565,cover=2044
- 51:[Pol<118.191307] yes=103,no=104,missing=103,gain=1.92184639,cover=1917
- 103:leaf=-0.00497328769,cover=0
- 104:leaf=-0.00180441199,cover=0
- 52:[MidArea5<0.667703152] yes=105,no=106,missing=105,gain=6.2063427,cover=127
- 105:leaf=0.0297871735,cover=0
- 106:leaf=5.68826981e-05,cover=0
- 26:[PialCurv5<0.193043977] yes=53,no=54,missing=54,gain=8.75938797,cover=88984
- 53:[Ecc<4.20590305] yes=107,no=108,missing=108,gain=7.47271729,cover=85210
- 107:leaf=-0.0166999735,cover=0
- 108:leaf=0.000665092841,cover=0
- 54:[Pol<55.3432045] yes=109,no=110,missing=110,gain=3.49251461,cover=3774
- 109:leaf=0.00709772203,cover=0
- 110:leaf=-0.00206808443,cover=0
- 6:[Pol<53.6550331] yes=13,no=14,missing=14,gain=8.75718975,cover=840844
- 13:[PialCurv5<0.101587482] yes=27,no=28,missing=27,gain=12.2580557,cover=31962
- 27:[Ecc<2.19188094] yes=55,no=56,missing=56,gain=12.4132595,cover=7161
- 55:[MidArea5<0.518836677] yes=111,no=112,missing=112,gain=3.24161625,cover=696
- 111:leaf=0.00876370911,cover=0
- 112:leaf=-0.00471305335,cover=0
- 56:[LGI5<2.77946544] yes=113,no=114,missing=113,gain=8.14808846,cover=6465
- 113:leaf=0.0075714062,cover=0
- 114:leaf=0.00250539766,cover=0
- 28:[Ecc<42.1016579] yes=57,no=58,missing=57,gain=5.52903605,cover=24801
- 57:[Pol<7.58674097] yes=115,no=116,missing=115,gain=6.27955055,cover=18188
- 115:leaf=-0.00187805051,cover=0
- 116:leaf=0.000992083107,cover=0
- 58:[Area5<0.607942343] yes=117,no=118,missing=117,gain=3.41407943,cover=6613
- 117:leaf=0.0116029037,cover=0
- 118:leaf=-0.00113925722,cover=0
- 14:[Pol<116.093399] yes=29,no=30,missing=29,gain=9.09311104,cover=808882
- 29:[LGI5<3.31338549] yes=59,no=60,missing=60,gain=13.7408056,cover=579849
- 59:[Area5<0.794681609] yes=119,no=120,missing=119,gain=7.26069164,cover=507867
- 119:leaf=-0.000192505744,cover=0
- 120:leaf=0.00044731237,cover=0
- 60:[PialCurv5<0.157381535] yes=121,no=122,missing=121,gain=10.8112507,cover=71982
- 121:leaf=-0.00191668014,cover=0
- 122:leaf=-0.000510475773,cover=0
- 30:[PialArea5<0.647521853] yes=61,no=62,missing=61,gain=8.60372353,cover=229033
- 61:[PialCurv5<0.196748361] yes=123,no=124,missing=124,gain=8.95376301,cover=193088
- 123:leaf=0.000621705956,cover=0
- 124:leaf=-5.92591896e-05,cover=0
- 62:[Area5<0.64784193] yes=125,no=126,missing=126,gain=11.5697041,cover=35945
- 125:leaf=0.00415189657,cover=0
- 126:leaf=-0.000731196662,cover=0
-booster[521]:
-0:[PialArea5<0.859420419] yes=1,no=2,missing=2,gain=1.19481659,cover=5124388
- 1:[Area5<0.797084928] yes=3,no=4,missing=4,gain=4.8304491,cover=3108132
- 3:[Ecc<6.52965975] yes=7,no=8,missing=7,gain=3.68085694,cover=2971583
- 7:[Pol<73.3354874] yes=15,no=16,missing=15,gain=11.6907167,cover=1155158
- 15:[Ecc<2.13501525] yes=31,no=32,missing=31,gain=42.5114784,cover=186536
- 31:[Curv5<-0.182293281] yes=63,no=64,missing=64,gain=5.57488394,cover=83223
- 63:leaf=8.17802938e-05,cover=0
- 64:leaf=-0.000761555042,cover=0
- 32:[Area5<0.691153347] yes=65,no=66,missing=65,gain=55.8342018,cover=103313
- 65:leaf=0.000437665003,cover=0
- 66:leaf=0.00319052115,cover=0
- 16:[MidArea5<0.689589858] yes=33,no=34,missing=33,gain=13.5469875,cover=968622
- 33:[Pol<116.615585] yes=67,no=68,missing=68,gain=11.7325449,cover=742283
- 67:leaf=-0.000104678111,cover=0
- 68:leaf=0.000296092097,cover=0
- 34:[Area5<0.672473609] yes=69,no=70,missing=69,gain=24.2092781,cover=226339
- 69:leaf=0.00031273716,cover=0
- 70:leaf=-0.000762278389,cover=0
- 8:[Sulc0<-0.23104082] yes=17,no=18,missing=17,gain=8.7931385,cover=1816425
- 17:[Curv5<-0.117843308] yes=35,no=36,missing=35,gain=28.6638489,cover=372090
- 35:[Pol<155.757294] yes=71,no=72,missing=71,gain=11.1938057,cover=250166
- 71:leaf=-0.000185430676,cover=0
- 72:leaf=0.000577770814,cover=0
- 36:[Area5<0.655598104] yes=73,no=74,missing=73,gain=25.1446342,cover=121924
- 73:leaf=-0.00181852956,cover=0
- 74:leaf=-0.000347106776,cover=0
- 18:[PialCurv5<0.0771882981] yes=37,no=38,missing=37,gain=13.6521406,cover=1444335
- 37:[LGI5<3.48966408] yes=75,no=76,missing=75,gain=18.8718815,cover=504668
- 75:leaf=0.000304687419,cover=0
- 76:leaf=-0.000615581812,cover=0
- 38:[PialArea5<0.546516836] yes=77,no=78,missing=77,gain=15.0018883,cover=939667
- 77:leaf=1.45141667e-06,cover=0
- 78:leaf=-0.000428659754,cover=0
- 4:[LGI5<2.33061647] yes=9,no=10,missing=10,gain=4.45471287,cover=136549
- 9:[PialArea5<0.542192638] yes=19,no=20,missing=19,gain=1.98190475,cover=5966
- 19:[Curv5<0.118689038] yes=39,no=40,missing=40,gain=4.63742161,cover=1290
- 39:[LGI5<2.31684756] yes=79,no=80,missing=79,gain=2.69077969,cover=268
- 79:leaf=-0.0101399906,cover=0
- 80:leaf=0.00783904176,cover=0
- 40:[Ecc<0.513775289] yes=81,no=82,missing=81,gain=2.86268806,cover=1022
- 81:leaf=0.0145101165,cover=0
- 82:leaf=-0.00170225243,cover=0
- 20:[LGI5<2.18291569] yes=41,no=42,missing=41,gain=1.86961782,cover=4676
- 41:[Pol<138.971481] yes=83,no=84,missing=83,gain=4.74767685,cover=425
- 83:leaf=0.00474001793,cover=0
- 84:leaf=-0.0102293333,cover=0
- 42:[LGI5<2.25075769] yes=85,no=86,missing=85,gain=3.96167684,cover=4251
- 85:leaf=-0.00321979518,cover=0
- 86:leaf=0.000102940474,cover=0
- 10:[PialArea5<0.744910836] yes=21,no=22,missing=21,gain=4.40310287,cover=130583
- 21:[Sulc0<0.540103436] yes=43,no=44,missing=43,gain=6.25363159,cover=93447
- 43:[LGI5<2.45932961] yes=87,no=88,missing=88,gain=4.75981522,cover=33837
- 87:leaf=-0.000291095581,cover=0
- 88:leaf=0.00131889177,cover=0
- 44:[Area5<0.854415178] yes=89,no=90,missing=89,gain=4.10232067,cover=59610
- 89:leaf=-5.54828621e-05,cover=0
- 90:leaf=0.0008621093,cover=0
- 22:[Pol<51.9018669] yes=45,no=46,missing=46,gain=2.79799342,cover=37136
- 45:[Ecc<2.19188094] yes=91,no=92,missing=92,gain=3.04537773,cover=7165
- 91:leaf=-0.00641345,cover=0
- 92:leaf=0.000907397189,cover=0
- 46:[LGI5<2.41022825] yes=93,no=94,missing=94,gain=2.65219688,cover=29971
- 93:leaf=0.00144115498,cover=0
- 94:leaf=-0.00046455409,cover=0
- 2:[Curv5<-0.0575901605] yes=5,no=6,missing=6,gain=2.86073995,cover=2016256
- 5:[PialCurv5<-0.0154925911] yes=11,no=12,missing=11,gain=30.9062405,cover=1738997
- 11:[Area5<0.644818127] yes=23,no=24,missing=23,gain=4.52812243,cover=1707333
- 23:[Curv5<-0.117843308] yes=47,no=48,missing=47,gain=19.7928791,cover=579590
- 47:[Ecc<0.295587689] yes=95,no=96,missing=95,gain=6.41518402,cover=534843
- 95:leaf=-0.00135561253,cover=0
- 96:leaf=2.85691785e-05,cover=0
- 48:[PialArea5<1.0376358] yes=97,no=98,missing=97,gain=8.19467735,cover=44747
- 97:leaf=0.00138424628,cover=0
- 98:leaf=-0.000516376633,cover=0
- 24:[Curv5<-0.241649449] yes=49,no=50,missing=49,gain=9.30017662,cover=1127743
- 49:[PialCurv5<-0.120663248] yes=99,no=100,missing=99,gain=10.8402205,cover=130692
- 99:leaf=0.000150215448,cover=0
- 100:leaf=0.00156873127,cover=0
- 50:[PialCurv5<-0.149745584] yes=101,no=102,missing=101,gain=12.1706438,cover=997051
- 101:leaf=0.00110544695,cover=0
- 102:leaf=-0.000157514951,cover=0
- 12:[Area5<0.606435955] yes=25,no=26,missing=25,gain=15.5761204,cover=31664
- 25:[PialCurv5<0.00652291393] yes=51,no=52,missing=51,gain=2.76565123,cover=1919
- 51:[LGI5<2.13090348] yes=103,no=104,missing=104,gain=1.92398608,cover=1271
- 103:leaf=-0.0205935482,cover=0
- 104:leaf=-0.00125501573,cover=0
- 52:[Sulc0<-0.947149038] yes=105,no=106,missing=105,gain=2.58605766,cover=648
- 105:leaf=0.00866662525,cover=0
- 106:leaf=-0.0061660572,cover=0
- 26:[Curv5<-0.0816265643] yes=53,no=54,missing=54,gain=15.7110367,cover=29745
- 53:[Area5<0.671631575] yes=107,no=108,missing=108,gain=8.21191406,cover=12303
- 107:leaf=0.00114159693,cover=0
- 108:leaf=0.00401311461,cover=0
- 54:[PialCurv5<-0.00569582684] yes=109,no=110,missing=109,gain=5.48959208,cover=17442
- 109:leaf=-0.000254295941,cover=0
- 110:leaf=0.00156997482,cover=0
- 6:[PialCurv5<-0.0379593484] yes=13,no=14,missing=13,gain=55.753643,cover=277259
- 13:[Area5<0.598585367] yes=27,no=28,missing=28,gain=16.7482605,cover=29337
- 27:[Pol<80.2322083] yes=55,no=56,missing=55,gain=8.9768486,cover=690
- 55:[PialCurv5<-0.076943703] yes=111,no=112,missing=111,gain=7.63533974,cover=324
- 111:leaf=-0.0238038357,cover=0
- 112:leaf=-0.00668662274,cover=0
- 56:[Ecc<4.46987629] yes=113,no=114,missing=113,gain=4.8829608,cover=366
- 113:leaf=0.0068617682,cover=0
- 114:leaf=-0.00485915365,cover=0
- 28:[PialCurv5<-0.0819871053] yes=57,no=58,missing=57,gain=13.8604889,cover=28647
- 57:[LGI5<2.71502113] yes=115,no=116,missing=115,gain=15.2560501,cover=1409
- 115:leaf=0.0121528944,cover=0
- 116:leaf=0.00172859989,cover=0
- 58:[Ecc<14.9070177] yes=117,no=118,missing=117,gain=12.6965714,cover=27238
- 117:leaf=0.00150824862,cover=0
- 118:leaf=0.00392238516,cover=0
- 14:[Ecc<17.0169544] yes=29,no=30,missing=29,gain=8.97471619,cover=247922
- 29:[MidArea5<0.826556206] yes=59,no=60,missing=59,gain=11.503582,cover=161346
- 59:[MidArea5<0.759348273] yes=119,no=120,missing=119,gain=4.10435009,cover=58336
- 119:leaf=0.00257298723,cover=0
- 120:leaf=0.000621842686,cover=0
- 60:[Area5<0.669950843] yes=121,no=122,missing=121,gain=13.0461836,cover=103010
- 121:leaf=-0.0046691196,cover=0
- 122:leaf=-9.18703881e-05,cover=0
- 30:[PialCurv5<-0.0262977369] yes=61,no=62,missing=61,gain=7.85174513,cover=86576
- 61:[Curv5<-0.024997253] yes=123,no=124,missing=123,gain=14.7161932,cover=7645
- 123:leaf=0.000111262023,cover=0
- 124:leaf=0.00615610695,cover=0
- 62:[Sulc0<-0.498973608] yes=125,no=126,missing=126,gain=7.08864689,cover=78931
- 125:leaf=0.00574156223,cover=0
- 126:leaf=-0.000658907404,cover=0
-booster[522]:
-0:[Sulc0<-0.745069146] yes=1,no=2,missing=2,gain=1.12751031,cover=5124388
- 1:[Curv5<0.00546095846] yes=3,no=4,missing=4,gain=4.81427097,cover=906724
- 3:[Ecc<20.0856266] yes=7,no=8,missing=7,gain=4.38811302,cover=905256
- 7:[Ecc<14.9070177] yes=15,no=16,missing=15,gain=3.75760555,cover=834763
- 15:[Pol<132.083344] yes=31,no=32,missing=31,gain=3.30752063,cover=774846
- 31:[Pol<71.0996552] yes=63,no=64,missing=63,gain=2.24413943,cover=483572
- 63:leaf=-1.58625644e-05,cover=0
- 64:leaf=0.000275462953,cover=0
- 32:[Area5<0.864337862] yes=65,no=66,missing=65,gain=9.18548298,cover=291274
- 65:leaf=-0.00020628926,cover=0
- 66:leaf=0.00300365384,cover=0
- 16:[LGI5<3.30554914] yes=33,no=34,missing=33,gain=5.54025888,cover=59917
- 33:[PialCurv5<-0.138158455] yes=67,no=68,missing=67,gain=3.99440098,cover=31301
- 67:leaf=-0.000222160787,cover=0
- 68:leaf=-0.00137686532,cover=0
- 34:[Curv5<-0.132798299] yes=69,no=70,missing=69,gain=2.23622847,cover=28616
- 69:leaf=-5.11847138e-05,cover=0
- 70:leaf=0.00210809684,cover=0
- 8:[Curv5<-0.0902613774] yes=17,no=18,missing=18,gain=2.83492112,cover=70493
- 17:[Pol<9.44515038] yes=35,no=36,missing=35,gain=3.15101743,cover=70372
- 35:[PialCurv5<-0.0779728889] yes=71,no=72,missing=72,gain=1.67726493,cover=22664
- 71:leaf=-0.000221534778,cover=0
- 72:leaf=0.00315040094,cover=0
- 36:[PialArea5<0.872134149] yes=73,no=74,missing=73,gain=3.33166075,cover=47708
- 73:leaf=-7.83499272e-05,cover=0
- 74:leaf=0.000827989483,cover=0
- 18:[PialCurv5<-0.0262977369] yes=37,no=38,missing=38,gain=1.12755084,cover=121
- 37:[LGI5<2.99035311] yes=75,no=76,missing=76,gain=0.688152909,cover=100
- 75:leaf=-0.0110069718,cover=0
- 76:leaf=0.00660547847,cover=0
- 38:[Pol<5.08026028] yes=77,no=78,missing=77,gain=0.886381149,cover=21
- 77:leaf=0.0222773366,cover=0
- 78:leaf=-0.00541879237,cover=0
- 4:[PialArea5<0.601145923] yes=9,no=10,missing=10,gain=3.37957907,cover=1468
- 9:[MidArea5<0.612316132] yes=19,no=20,missing=19,gain=1.34729421,cover=504
- 19:[PialCurv5<0.224192142] yes=39,no=40,missing=39,gain=1.67805099,cover=401
- 39:[LGI5<2.34364653] yes=79,no=80,missing=79,gain=1.59542167,cover=391
- 79:leaf=0.0027831716,cover=0
- 80:leaf=-0.0035889463,cover=0
- 40:[Area5<0.640637577] yes=81,no=82,missing=81,gain=0.213242292,cover=10
- 81:leaf=-0.0258287936,cover=0
- 82:leaf=-0.008205208,cover=0
- 20:[LGI5<2.42065382] yes=41,no=42,missing=41,gain=0.593219399,cover=103
- 41:[PialCurv5<0.0171581414] yes=83,no=84,missing=83,gain=0.970253587,cover=76
- 83:leaf=-0.000600643398,cover=0
- 84:leaf=0.0114928083,cover=0
- 42:[LGI5<2.45602322] yes=85,no=86,missing=85,gain=0.609444618,cover=27
- 85:leaf=-0.0136908218,cover=0
- 86:leaf=0.00325174979,cover=0
- 10:[Pol<19.2006226] yes=21,no=22,missing=22,gain=3.65938663,cover=964
- 21:[Ecc<2.42687178] yes=43,no=44,missing=43,gain=3.0869534,cover=136
- 43:[Ecc<0.353712648] yes=87,no=88,missing=87,gain=2.01950884,cover=44
- 87:leaf=0.0100716986,cover=0
- 88:leaf=-0.013928297,cover=0
- 44:[LGI5<3.35709596] yes=89,no=90,missing=89,gain=2.827528,cover=92
- 89:leaf=0.0147469286,cover=0
- 90:leaf=-0.00327385776,cover=0
- 22:[Area5<0.747392178] yes=45,no=46,missing=45,gain=2.3465023,cover=828
- 45:[PialCurv5<0.0193316489] yes=91,no=92,missing=91,gain=2.0337162,cover=676
- 91:leaf=-0.0106860688,cover=0
- 92:leaf=-0.00500460435,cover=0
- 46:[Ecc<0.567370772] yes=93,no=94,missing=93,gain=3.26776743,cover=152
- 93:leaf=0.0110617615,cover=0
- 94:leaf=-0.0049536624,cover=0
- 2:[Curv5<-0.2376284] yes=5,no=6,missing=5,gain=3.46940136,cover=4217664
- 5:[PialCurv5<-0.128275648] yes=11,no=12,missing=12,gain=15.4555759,cover=234445
- 11:[Pol<146.864227] yes=23,no=24,missing=23,gain=7.76486206,cover=167315
- 23:[Pol<34.3003769] yes=47,no=48,missing=47,gain=3.54783249,cover=109207
- 47:[LGI5<2.75749183] yes=95,no=96,missing=95,gain=5.72443581,cover=36528
- 95:leaf=-0.0011426491,cover=0
- 96:leaf=0.000208479047,cover=0
- 48:[MidArea5<0.770541191] yes=97,no=98,missing=98,gain=7.10929918,cover=72679
- 97:leaf=0.000118717027,cover=0
- 98:leaf=0.00128878851,cover=0
- 24:[PialArea5<0.908809483] yes=49,no=50,missing=49,gain=4.05517673,cover=58108
- 49:[Ecc<30.959959] yes=99,no=100,missing=99,gain=2.29443216,cover=37471
- 99:leaf=8.25337429e-06,cover=0
- 100:leaf=-0.0008979587,cover=0
- 50:[PialCurv5<-0.153030112] yes=101,no=102,missing=102,gain=4.61942291,cover=20637
- 101:leaf=-0.00222075055,cover=0
- 102:leaf=-0.000594578625,cover=0
- 12:[Ecc<3.54469991] yes=25,no=26,missing=26,gain=12.6697025,cover=67130
- 25:[LGI5<2.27925944] yes=51,no=52,missing=51,gain=4.07348442,cover=9786
- 51:[Pol<27.4246235] yes=103,no=104,missing=104,gain=1.31717896,cover=1819
- 103:leaf=-0.00366633618,cover=0
- 104:leaf=0.00167326408,cover=0
- 52:[Area5<0.600206077] yes=105,no=106,missing=105,gain=3.53502893,cover=7967
- 105:leaf=-0.00184162741,cover=0
- 106:leaf=0.000780187489,cover=0
- 26:[MidArea5<0.725911021] yes=53,no=54,missing=54,gain=5.5466156,cover=57344
- 53:[LGI5<2.18291569] yes=107,no=108,missing=107,gain=3.05487847,cover=24861
- 107:leaf=0.00758078787,cover=0
- 108:leaf=0.00051655923,cover=0
- 54:[Pol<49.2074432] yes=109,no=110,missing=110,gain=8.14458084,cover=32483
- 109:leaf=0.000488884165,cover=0
- 110:leaf=0.00214192597,cover=0
- 6:[PialCurv5<-0.148241684] yes=13,no=14,missing=13,gain=15.2506304,cover=3983219
- 13:[Curv5<-0.207981065] yes=27,no=28,missing=27,gain=10.2014036,cover=21979
- 27:[Area5<0.987501919] yes=55,no=56,missing=55,gain=2.56827736,cover=13698
- 55:[Pol<72.6247101] yes=111,no=112,missing=111,gain=2.32730317,cover=13634
- 111:leaf=0.00138761371,cover=0
- 112:leaf=2.94182282e-05,cover=0
- 56:[LGI5<2.89127874] yes=113,no=114,missing=113,gain=1.0518887,cover=64
- 113:leaf=-0.0153356288,cover=0
- 114:leaf=-0.00247860933,cover=0
- 28:[Ecc<4.00532722] yes=57,no=58,missing=57,gain=8.49953461,cover=8281
- 57:[Pol<155.757294] yes=115,no=116,missing=116,gain=5.2206955,cover=1440
- 115:leaf=0.00513526378,cover=0
- 116:leaf=0.0148352254,cover=0
- 58:[Pol<127.133438] yes=117,no=118,missing=118,gain=6.48071384,cover=6841
- 117:leaf=0.000683300372,cover=0
- 118:leaf=0.00381368096,cover=0
- 14:[LGI5<2.36851335] yes=29,no=30,missing=29,gain=3.0818615,cover=3961240
- 29:[Ecc<10.569519] yes=59,no=60,missing=59,gain=4.81994534,cover=408838
- 59:[Curv5<0.14511615] yes=119,no=120,missing=119,gain=3.98085427,cover=406806
- 119:leaf=0.000205212549,cover=0
- 120:leaf=-0.00021232455,cover=0
- 60:[Curv5<0.157731384] yes=121,no=122,missing=121,gain=2.62911844,cover=2032
- 121:leaf=-0.00314999791,cover=0
- 122:leaf=0.0015215911,cover=0
- 30:[Pol<140.372742] yes=61,no=62,missing=61,gain=4.04671431,cover=3552402
- 61:[Sulc0<-0.202991232] yes=123,no=124,missing=123,gain=11.9897585,cover=2862518
- 123:leaf=-0.000207851946,cover=0
- 124:leaf=1.71672273e-05,cover=0
- 62:[Ecc<11.6821251] yes=125,no=126,missing=126,gain=11.8008327,cover=689884
- 125:leaf=0.000279392785,cover=0
- 126:leaf=-0.000135171053,cover=0
-booster[523]:
-0:[PialArea5<0.887534022] yes=1,no=2,missing=1,gain=1.19716918,cover=5124388
- 1:[PialCurv5<-0.122305259] yes=3,no=4,missing=4,gain=3.20415735,cover=3328592
- 3:[Curv5<-0.215837389] yes=7,no=8,missing=7,gain=23.1250782,cover=351634
- 7:[Curv5<-0.310856104] yes=15,no=16,missing=16,gain=3.39349484,cover=285249
- 15:[Area5<0.771817088] yes=31,no=32,missing=31,gain=1.40023661,cover=65878
- 31:[Ecc<5.33884621] yes=63,no=64,missing=63,gain=1.31228495,cover=65657
- 63:leaf=0.000630118942,cover=0
- 64:leaf=0.000123385471,cover=0
- 32:[Pol<131.443253] yes=65,no=66,missing=65,gain=1.69782591,cover=221
- 65:leaf=-0.00568402652,cover=0
- 66:leaf=0.00593835395,cover=0
- 16:[PialCurv5<-0.210138425] yes=33,no=34,missing=34,gain=4.65526295,cover=219371
- 33:[Ecc<4.67068386] yes=67,no=68,missing=67,gain=2.20373607,cover=2025
- 67:leaf=0.00568126747,cover=0
- 68:leaf=0.00143360323,cover=0
- 34:[Sulc0<0.0931760818] yes=69,no=70,missing=70,gain=4.70057774,cover=217346
- 69:leaf=-0.000167635604,cover=0
- 70:leaf=-0.00292744371,cover=0
- 8:[Area5<0.545738399] yes=17,no=18,missing=17,gain=9.04764366,cover=66385
- 17:[Ecc<0.943656743] yes=35,no=36,missing=36,gain=2.87424564,cover=26713
- 35:[PialArea5<0.533624351] yes=71,no=72,missing=72,gain=3.06050086,cover=3494
- 71:leaf=0.0128836278,cover=0
- 72:leaf=0.00139659143,cover=0
- 36:[Curv5<-0.0390223041] yes=73,no=74,missing=74,gain=2.29386735,cover=23219
- 73:leaf=9.98030664e-05,cover=0
- 74:leaf=-0.0052127447,cover=0
- 18:[Pol<158.709351] yes=37,no=38,missing=37,gain=6.10126877,cover=39672
- 37:[Ecc<0.45941934] yes=75,no=76,missing=75,gain=7.02187347,cover=32140
- 75:leaf=0.0068464675,cover=0
- 76:leaf=0.001048406,cover=0
- 38:[PialCurv5<-0.149745584] yes=77,no=78,missing=77,gain=8.50440979,cover=7532
- 77:leaf=0.00751301134,cover=0
- 78:leaf=0.00213534082,cover=0
- 4:[Curv5<0.00546095846] yes=9,no=10,missing=9,gain=5.79735708,cover=2976958
- 9:[Area5<0.729573667] yes=19,no=20,missing=20,gain=10.406805,cover=1072418
- 19:[PialArea5<0.679818809] yes=39,no=40,missing=40,gain=10.3871546,cover=950941
- 39:[LGI5<2.41022825] yes=79,no=80,missing=80,gain=7.35689068,cover=205757
- 79:leaf=0.000142789606,cover=0
- 80:leaf=-0.000555318955,cover=0
- 40:[Sulc0<0.254506379] yes=81,no=82,missing=81,gain=15.6071434,cover=745184
- 81:leaf=-3.02423468e-05,cover=0
- 82:leaf=0.00117461698,cover=0
- 20:[Pol<56.1920547] yes=41,no=42,missing=42,gain=10.5070324,cover=121477
- 41:[LGI5<2.83602357] yes=83,no=84,missing=83,gain=6.07374191,cover=22158
- 83:leaf=0.00175367109,cover=0
- 84:leaf=-9.31242103e-05,cover=0
- 42:[Ecc<6.87229633] yes=85,no=86,missing=85,gain=9.48675728,cover=99319
- 85:leaf=-0.00150580739,cover=0
- 86:leaf=-0.000452634646,cover=0
- 10:[Area5<0.629274011] yes=21,no=22,missing=21,gain=9.75247097,cover=1904540
- 21:[PialArea5<0.721636832] yes=43,no=44,missing=43,gain=11.4091587,cover=249234
- 43:[Ecc<7.03401423] yes=87,no=88,missing=87,gain=8.69307327,cover=244605
- 87:leaf=-6.64000545e-05,cover=0
- 88:leaf=-0.000670202076,cover=0
- 44:[Pol<53.6550331] yes=89,no=90,missing=89,gain=19.5196075,cover=4629
- 89:leaf=-0.00545063755,cover=0
- 90:leaf=0.00356481015,cover=0
- 22:[PialCurv5<0.0400940292] yes=45,no=46,missing=45,gain=13.1277075,cover=1655306
- 45:[Curv5<0.0278947372] yes=91,no=92,missing=91,gain=11.4089708,cover=144555
- 91:leaf=6.94338742e-05,cover=0
- 92:leaf=0.00095785124,cover=0
- 46:[PialArea5<0.658944428] yes=93,no=94,missing=93,gain=15.9481363,cover=1510751
- 93:leaf=0.000104695784,cover=0
- 94:leaf=-0.000286645809,cover=0
- 2:[PialCurv5<-0.0957419723] yes=5,no=6,missing=5,gain=3.44940567,cover=1795796
- 5:[Curv5<-0.130991504] yes=11,no=12,missing=11,gain=126.575043,cover=919380
- 11:[Curv5<-0.146701202] yes=23,no=24,missing=23,gain=15.3759813,cover=898292
- 23:[Sulc0<-0.37669614] yes=47,no=48,missing=48,gain=11.0999832,cover=869989
- 47:[Ecc<0.295587689] yes=95,no=96,missing=95,gain=7.99326515,cover=797895
- 95:leaf=-0.00184256432,cover=0
- 96:leaf=-9.38329831e-05,cover=0
- 48:[Pol<115.563423] yes=97,no=98,missing=98,gain=5.30993843,cover=72094
- 97:leaf=-0.000109879045,cover=0
- 98:leaf=-0.00104103971,cover=0
- 24:[PialCurv5<-0.11032705] yes=49,no=50,missing=50,gain=25.8746376,cover=28303
- 49:[PialCurv5<-0.119053185] yes=99,no=100,missing=100,gain=3.06930542,cover=7119
- 99:leaf=0.00490157213,cover=0
- 100:leaf=0.00278091175,cover=0
- 50:[PialCurv5<-0.103163145] yes=101,no=102,missing=102,gain=6.04762554,cover=21184
- 101:leaf=0.00126868009,cover=0
- 102:leaf=-0.000489749946,cover=0
- 12:[PialCurv5<-0.104067586] yes=25,no=26,missing=25,gain=12.0358047,cover=21088
- 25:[Area5<0.59157455] yes=51,no=52,missing=51,gain=8.71453857,cover=9907
- 51:[Curv5<-0.048490826] yes=103,no=104,missing=103,gain=6.15185785,cover=1171
- 103:leaf=0.00152305735,cover=0
- 104:leaf=-0.0245939717,cover=0
- 52:[LGI5<2.72022414] yes=105,no=106,missing=105,gain=9.81005096,cover=8736
- 105:leaf=0.00722711766,cover=0
- 106:leaf=0.00387246907,cover=0
- 26:[Curv5<-0.112134233] yes=53,no=54,missing=54,gain=9.82929039,cover=11181
- 53:[Curv5<-0.125495523] yes=107,no=108,missing=107,gain=1.49391937,cover=7471
- 107:leaf=0.000765350182,cover=0
- 108:leaf=0.00220648525,cover=0
- 54:[Sulc0<-0.63852036] yes=109,no=110,missing=110,gain=4.97428513,cover=3710
- 109:leaf=0.00223421515,cover=0
- 110:leaf=0.0060943123,cover=0
- 6:[Curv5<-0.158538193] yes=13,no=14,missing=13,gain=47.9318466,cover=876416
- 13:[PialCurv5<-0.0748331472] yes=27,no=28,missing=27,gain=20.8211327,cover=145964
- 27:[Curv5<-0.182293281] yes=55,no=56,missing=55,gain=11.3447323,cover=115235
- 55:[Sulc0<-0.592216015] yes=111,no=112,missing=111,gain=11.0108719,cover=54662
- 111:leaf=0.000595063728,cover=0
- 112:leaf=0.0020608122,cover=0
- 56:[PialCurv5<-0.0858580992] yes=113,no=114,missing=113,gain=4.82058144,cover=60573
- 113:leaf=-0.000203252348,cover=0
- 114:leaf=0.000712387555,cover=0
- 28:[Area5<0.564792395] yes=57,no=58,missing=57,gain=19.0522957,cover=30729
- 57:[Sulc0<-0.420901269] yes=115,no=116,missing=116,gain=1.99451876,cover=3340
- 115:leaf=-0.000983321224,cover=0
- 116:leaf=-0.00450081332,cover=0
- 58:[Sulc0<-0.592216015] yes=117,no=118,missing=117,gain=9.94843292,cover=27389
- 117:leaf=0.00143260334,cover=0
- 118:leaf=0.00335573405,cover=0
- 14:[MidArea5<0.816721499] yes=29,no=30,missing=30,gain=11.3453417,cover=730452
- 29:[Area5<0.64784193] yes=59,no=60,missing=59,gain=7.55536938,cover=150579
- 59:[Area5<0.557224929] yes=119,no=120,missing=119,gain=9.27728844,cover=67641
- 119:leaf=-0.000563378388,cover=0
- 120:leaf=0.000985149643,cover=0
- 60:[PialCurv5<-0.0595124774] yes=121,no=122,missing=121,gain=11.7774239,cover=82938
- 121:leaf=-0.000849324395,cover=0
- 122:leaf=0.000420750119,cover=0
- 30:[Area5<0.615061462] yes=61,no=62,missing=61,gain=9.71435261,cover=579873
- 61:[PialCurv5<-0.0656740367] yes=123,no=124,missing=124,gain=7.27462196,cover=8511
- 123:leaf=-0.000770240556,cover=0
- 124:leaf=-0.00383887067,cover=0
- 62:[Pol<145.397461] yes=125,no=126,missing=125,gain=7.1476922,cover=571362
- 125:leaf=-0.00022962589,cover=0
- 126:leaf=0.000200255934,cover=0
-booster[524]:
-0:[PialArea5<0.937250912] yes=1,no=2,missing=1,gain=1.12181914,cover=5124388
- 1:[MidArea5<0.98915565] yes=3,no=4,missing=3,gain=2.38453317,cover=3691672
- 3:[Sulc0<-0.395407349] yes=7,no=8,missing=7,gain=2.22560191,cover=3690160
- 7:[Ecc<5.59685707] yes=15,no=16,missing=16,gain=5.35921717,cover=1031894
- 15:[Pol<58.6768646] yes=31,no=32,missing=31,gain=10.9031286,cover=581895
- 31:[Area5<0.646843374] yes=63,no=64,missing=63,gain=35.7119026,cover=139231
- 63:leaf=-4.654847e-05,cover=0
- 64:leaf=0.0018178398,cover=0
- 32:[Area5<0.714924753] yes=65,no=66,missing=65,gain=22.217762,cover=442664
- 65:leaf=-6.499341e-06,cover=0
- 66:leaf=-0.00145702413,cover=0
- 16:[Pol<153.554306] yes=33,no=34,missing=33,gain=14.6334991,cover=449999
- 33:[LGI5<2.49262404] yes=67,no=68,missing=67,gain=14.7273273,cover=297900
- 67:leaf=-0.00150488329,cover=0
- 68:leaf=-0.000298031693,cover=0
- 34:[Curv5<-0.0752395913] yes=69,no=70,missing=69,gain=15.7178249,cover=152099
- 69:leaf=0.000408952124,cover=0
- 70:leaf=-0.000997660682,cover=0
- 8:[PialCurv5<-0.104067586] yes=17,no=18,missing=18,gain=4.30644941,cover=2658266
- 17:[Pol<43.7633247] yes=35,no=36,missing=35,gain=9.4125824,cover=98326
- 35:[LGI5<3.20360112] yes=71,no=72,missing=72,gain=9.22365379,cover=8405
- 71:leaf=0.000814534549,cover=0
- 72:leaf=0.00438535959,cover=0
- 36:[LGI5<2.76298451] yes=73,no=74,missing=74,gain=12.1632128,cover=89921
- 73:leaf=0.00106489088,cover=0
- 74:leaf=-0.000199909366,cover=0
- 18:[Curv5<-0.20189926] yes=37,no=38,missing=37,gain=8.09888363,cover=2559940
- 37:[PialArea5<0.617149889] yes=75,no=76,missing=75,gain=7.9548111,cover=16697
- 75:leaf=-0.00146853866,cover=0
- 76:leaf=0.00155862782,cover=0
- 38:[Curv5<-0.0642315522] yes=77,no=78,missing=77,gain=6.74794102,cover=2543243
- 77:leaf=-0.000233152561,cover=0
- 78:leaf=1.89686343e-05,cover=0
- 4:[PialCurv5<0.00652291393] yes=9,no=10,missing=10,gain=2.13278055,cover=1512
- 9:[Ecc<3.67199802] yes=19,no=20,missing=19,gain=2.48519254,cover=265
- 19:[LGI5<2.62853003] yes=39,no=40,missing=40,gain=2.39018059,cover=242
- 39:[LGI5<2.28518939] yes=79,no=80,missing=79,gain=1.13913679,cover=212
- 79:leaf=0.00257552858,cover=0
- 80:leaf=-0.00510238763,cover=0
- 40:[PialArea5<0.887534022] yes=81,no=82,missing=81,gain=1.62646306,cover=30
- 81:leaf=0.0209037587,cover=0
- 82:leaf=-0.00280317664,cover=0
- 20:[LGI5<2.16230083] yes=41,no=42,missing=41,gain=0.388756275,cover=23
- 41:leaf=0.00250887871,cover=0
- 42:[PialCurv5<-0.00955641083] yes=83,no=84,missing=83,gain=0.00214958191,cover=21
- 83:leaf=-0.0197586492,cover=0
- 84:leaf=-0.00563321402,cover=0
- 10:[Pol<110.811417] yes=21,no=22,missing=22,gain=1.11382103,cover=1247
- 21:[LGI5<2.30180311] yes=43,no=44,missing=44,gain=0.951985776,cover=787
- 43:[Sulc0<-0.271910518] yes=85,no=86,missing=86,gain=0.133822471,cover=58
- 85:leaf=-0.000784583797,cover=0
- 86:leaf=-0.00600487972,cover=0
- 44:[Ecc<39.5502243] yes=87,no=88,missing=87,gain=0.73175931,cover=729
- 87:leaf=0.00283786608,cover=0
- 88:leaf=-0.00162609236,cover=0
- 22:[PialCurv5<0.255337358] yes=45,no=46,missing=45,gain=1.36673403,cover=460
- 45:[PialArea5<0.705942631] yes=89,no=90,missing=89,gain=0.94584465,cover=393
- 89:leaf=0.0183015298,cover=0
- 90:leaf=0.00540661719,cover=0
- 46:[PialArea5<0.777740717] yes=91,no=92,missing=92,gain=0.771708667,cover=67
- 91:leaf=0.00749123702,cover=0
- 92:leaf=-0.00479023298,cover=0
- 2:[Sulc0<0.0850813463] yes=5,no=6,missing=6,gain=2.27640009,cover=1432716
- 5:[Area5<0.846071243] yes=11,no=12,missing=11,gain=2.2295959,cover=1382405
- 11:[Ecc<0.295587689] yes=23,no=24,missing=24,gain=1.66988778,cover=1299159
- 23:[LGI5<2.78495932] yes=47,no=48,missing=47,gain=4.5262413,cover=11461
- 47:[PialCurv5<-0.0940372422] yes=93,no=94,missing=93,gain=4.54586744,cover=11396
- 93:leaf=-0.00165419024,cover=0
- 94:leaf=0.000343346939,cover=0
- 48:[PialArea5<1.0952065] yes=95,no=96,missing=95,gain=2.85731363,cover=65
- 95:leaf=0.00171750225,cover=0
- 96:leaf=0.0225920472,cover=0
- 24:[Area5<0.489361584] yes=49,no=50,missing=49,gain=1.68667686,cover=1287698
- 49:[Sulc0<-0.325671464] yes=97,no=98,missing=97,gain=4.50858212,cover=20116
- 97:leaf=0.000568816788,cover=0
- 98:leaf=-0.00778082013,cover=0
- 50:[MidArea5<0.759348273] yes=99,no=100,missing=100,gain=1.67742348,cover=1267582
- 99:leaf=-0.000337801612,cover=0
- 100:leaf=4.85050514e-05,cover=0
- 12:[PialArea5<1.25128293] yes=25,no=26,missing=25,gain=3.05126357,cover=83246
- 25:[Pol<50.9985542] yes=51,no=52,missing=51,gain=3.42508793,cover=38216
- 51:[Curv5<-0.153417632] yes=101,no=102,missing=101,gain=3.05699468,cover=16262
- 101:leaf=-0.000648397254,cover=0
- 102:leaf=0.000725200051,cover=0
- 52:[Ecc<1.73852015] yes=103,no=104,missing=103,gain=4.03875446,cover=21954
- 103:leaf=0.00119162991,cover=0
- 104:leaf=-0.00117486645,cover=0
- 26:[Pol<52.7894325] yes=53,no=54,missing=53,gain=3.6614542,cover=45030
- 53:[Ecc<3.10160303] yes=105,no=106,missing=105,gain=4.43722343,cover=32453
- 105:leaf=0.00213794014,cover=0
- 106:leaf=-0.000371642207,cover=0
- 54:[Pol<161.595886] yes=107,no=108,missing=107,gain=4.03000164,cover=12577
- 107:leaf=0.00153542252,cover=0
- 108:leaf=-0.000279396074,cover=0
- 6:[Pol<170.080093] yes=13,no=14,missing=13,gain=4.34396458,cover=50311
- 13:[LGI5<3.74316525] yes=27,no=28,missing=28,gain=4.48045874,cover=48313
- 27:[Area5<0.765896857] yes=55,no=56,missing=55,gain=1.95370317,cover=46921
- 55:[PialCurv5<-0.104067586] yes=109,no=110,missing=110,gain=3.32761192,cover=19694
- 109:leaf=-0.00200658175,cover=0
- 110:leaf=0.000911497511,cover=0
- 56:[Ecc<21.3640327] yes=111,no=112,missing=111,gain=2.47495103,cover=27227
- 111:leaf=0.00079244544,cover=0
- 112:leaf=-0.000225533644,cover=0
- 28:[Ecc<35.195137] yes=57,no=58,missing=57,gain=2.42704868,cover=1392
- 57:[Sulc0<0.966456771] yes=113,no=114,missing=113,gain=1.51191092,cover=657
- 113:leaf=0.00597057631,cover=0
- 114:leaf=-0.00575169595,cover=0
- 58:[Pol<13.2006302] yes=115,no=116,missing=115,gain=2.00131464,cover=735
- 115:leaf=0.0109380521,cover=0
- 116:leaf=0.000575443846,cover=0
- 14:[Ecc<37.2796402] yes=29,no=30,missing=30,gain=2.60343838,cover=1998
- 29:[MidArea5<0.818603933] yes=59,no=60,missing=59,gain=1.13533926,cover=275
- 59:[PialCurv5<-0.11266306] yes=117,no=118,missing=118,gain=0.355534792,cover=45
- 117:leaf=-0.00353014632,cover=0
- 118:leaf=-0.0156597234,cover=0
- 60:[LGI5<3.58443618] yes=119,no=120,missing=119,gain=0.622917175,cover=230
- 119:leaf=-0.00387838716,cover=0
- 120:leaf=-0.0113538643,cover=0
- 30:[Area5<0.630444467] yes=61,no=62,missing=61,gain=3.10735941,cover=1723
- 61:[LGI5<2.90731096] yes=121,no=122,missing=121,gain=0.896331787,cover=92
- 121:leaf=0.0165637303,cover=0
- 122:leaf=0.00488221319,cover=0
- 62:[LGI5<3.33014965] yes=123,no=124,missing=123,gain=2.5150156,cover=1631
- 123:leaf=3.6197187e-05,cover=0
- 124:leaf=-0.00391921634,cover=0
-booster[525]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=2,gain=1.099365,cover=5124388
- 1:[Curv5<0.0736173838] yes=3,no=4,missing=4,gain=1.34928405,cover=140394
- 3:[Area5<0.67507118] yes=7,no=8,missing=7,gain=1.28405786,cover=1487
- 7:[Curv5<0.00319097727] yes=15,no=16,missing=15,gain=0.597000957,cover=1355
- 15:[PialCurv5<0.113078766] yes=31,no=32,missing=31,gain=0.954684436,cover=525
- 31:[MidArea5<0.451744556] yes=63,no=64,missing=63,gain=0.883758724,cover=461
- 63:leaf=-0.000963003025,cover=0
- 64:leaf=0.00777714327,cover=0
- 32:[PialArea5<0.292306483] yes=65,no=66,missing=65,gain=0.915884674,cover=64
- 65:leaf=-0.000307173497,cover=0
- 66:leaf=0.0115884729,cover=0
- 16:[LGI5<2.78495932] yes=33,no=34,missing=33,gain=0.674720347,cover=830
- 33:[Ecc<7.69572639] yes=67,no=68,missing=67,gain=1.82089269,cover=306
- 67:leaf=2.49181212e-05,cover=0
- 68:leaf=-0.00769117987,cover=0
- 34:[LGI5<3.1967752] yes=69,no=70,missing=69,gain=1.11154091,cover=524
- 69:leaf=0.00157323969,cover=0
- 70:leaf=-0.00302737695,cover=0
- 8:[Sulc0<0.995960534] yes=17,no=18,missing=17,gain=1.56641281,cover=132
- 17:[Ecc<9.0678978] yes=35,no=36,missing=35,gain=1.06509709,cover=112
- 35:[LGI5<2.70988083] yes=71,no=72,missing=71,gain=0.824159026,cover=19
- 71:leaf=-0.00404287642,cover=0
- 72:leaf=0.0179111082,cover=0
- 36:[PialCurv5<0.0666604191] yes=73,no=74,missing=73,gain=0.759215832,cover=93
- 73:leaf=-0.00204430404,cover=0
- 74:leaf=-0.0129422015,cover=0
- 18:[Pol<85.4004211] yes=37,no=38,missing=37,gain=0.440659583,cover=20
- 37:[MidArea5<0.505849421] yes=75,no=76,missing=75,gain=0.105014086,cover=8
- 75:leaf=0.0179216135,cover=0
- 76:leaf=0.0030584773,cover=0
- 38:[Curv5<0.0146088367] yes=77,no=78,missing=77,gain=0.0668228716,cover=12
- 77:leaf=0.00573916733,cover=0
- 78:leaf=-0.00190927868,cover=0
- 4:[Area5<0.760524631] yes=9,no=10,missing=9,gain=1.25144589,cover=138907
- 9:[PialCurv5<0.137877449] yes=19,no=20,missing=19,gain=1.30362689,cover=134939
- 19:[Ecc<0.729281187] yes=39,no=40,missing=39,gain=2.99392152,cover=9148
- 39:[Area5<0.642765105] yes=79,no=80,missing=80,gain=1.34748137,cover=787
- 79:leaf=-0.00142887142,cover=0
- 80:leaf=-0.00751681346,cover=0
- 40:[LGI5<3.74316525] yes=81,no=82,missing=82,gain=2.71248221,cover=8361
- 81:leaf=0.00108786742,cover=0
- 82:leaf=-0.0066784001,cover=0
- 20:[Sulc0<1.02827847] yes=41,no=42,missing=41,gain=1.46346545,cover=125791
- 41:[Pol<89.1530609] yes=83,no=84,missing=83,gain=3.43822765,cover=100981
- 83:leaf=0.000886076072,cover=0
- 84:leaf=5.1887775e-05,cover=0
- 42:[Ecc<12.0179253] yes=85,no=86,missing=85,gain=2.90002704,cover=24810
- 85:leaf=-0.00128806091,cover=0
- 86:leaf=2.59114495e-05,cover=0
- 10:[Ecc<38.0136108] yes=21,no=22,missing=21,gain=1.39960086,cover=3968
- 21:[PialCurv5<0.291493237] yes=43,no=44,missing=43,gain=1.25939012,cover=3307
- 43:[Ecc<28.2834949] yes=87,no=88,missing=87,gain=1.44588089,cover=762
- 87:leaf=0.0020833856,cover=0
- 88:leaf=0.00737700751,cover=0
- 44:[LGI5<2.66052985] yes=89,no=90,missing=89,gain=1.09236526,cover=2545
- 89:leaf=-0.000732618675,cover=0
- 90:leaf=0.00156530086,cover=0
- 22:[Curv5<0.22365725] yes=45,no=46,missing=45,gain=1.40675473,cover=661
- 45:[Pol<82.2009888] yes=91,no=92,missing=91,gain=0.705339611,cover=566
- 91:leaf=-0.00179755955,cover=0
- 92:leaf=0.0017306559,cover=0
- 46:[LGI5<3.05514836] yes=93,no=94,missing=93,gain=0.896102309,cover=95
- 93:leaf=-0.00169494178,cover=0
- 94:leaf=-0.0114008961,cover=0
- 2:[PialArea5<0.780359626] yes=5,no=6,missing=5,gain=1.39989161,cover=4983994
- 5:[Area5<0.715747833] yes=11,no=12,missing=11,gain=10.3187952,cover=2341525
- 11:[LGI5<2.42065382] yes=23,no=24,missing=24,gain=3.81796408,cover=1633994
- 23:[Ecc<11.0302963] yes=47,no=48,missing=47,gain=15.5052986,cover=352338
- 47:[MidArea5<0.692627788] yes=95,no=96,missing=96,gain=3.38328052,cover=350694
- 95:leaf=0.00011210591,cover=0
- 96:leaf=-0.000471871957,cover=0
- 48:[PialCurv5<0.285888344] yes=97,no=98,missing=97,gain=7.14594364,cover=1644
- 97:leaf=-0.00630072271,cover=0
- 98:leaf=0.00242389669,cover=0
- 24:[PialCurv5<-0.123133563] yes=49,no=50,missing=50,gain=5.43820667,cover=1281656
- 49:[Curv5<-0.215837389] yes=99,no=100,missing=99,gain=5.69863605,cover=117837
- 99:leaf=3.16680926e-05,cover=0
- 100:leaf=0.000984060462,cover=0
- 50:[Sulc0<0.506771445] yes=101,no=102,missing=101,gain=5.72406101,cover=1163819
- 101:leaf=-0.000238544293,cover=0
- 102:leaf=1.64075445e-05,cover=0
- 12:[Pol<55.3432045] yes=25,no=26,missing=25,gain=16.5503902,cover=707531
- 25:[Sulc0<0.598320961] yes=51,no=52,missing=51,gain=9.15967178,cover=55989
- 51:[Pol<14.1659222] yes=103,no=104,missing=104,gain=11.3233376,cover=40516
- 103:leaf=-0.000190440798,cover=0
- 104:leaf=0.00180186576,cover=0
- 52:[Ecc<33.2971039] yes=105,no=106,missing=105,gain=4.56068087,cover=15473
- 105:leaf=0.00355096231,cover=0
- 106:leaf=-0.000285236601,cover=0
- 26:[Pol<137.578873] yes=53,no=54,missing=53,gain=14.4889994,cover=651542
- 53:[Curv5<0.0100963581] yes=107,no=108,missing=107,gain=24.1286716,cover=596952
- 107:leaf=-0.00122941902,cover=0
- 108:leaf=6.84685874e-05,cover=0
- 54:[LGI5<2.37224698] yes=109,no=110,missing=110,gain=12.0268002,cover=54590
- 109:leaf=-0.00187584327,cover=0
- 110:leaf=0.00103934505,cover=0
- 6:[PialCurv5<0.137877449] yes=13,no=14,missing=14,gain=4.68615627,cover=2642469
- 13:[Curv5<0.0407969989] yes=27,no=28,missing=27,gain=5.03018999,cover=2626056
- 27:[PialCurv5<0.0720715299] yes=55,no=56,missing=55,gain=14.8514509,cover=2573544
- 55:[Area5<0.675895274] yes=111,no=112,missing=111,gain=4.30515814,cover=2544504
- 111:leaf=8.21786161e-05,cover=0
- 112:leaf=-4.81620482e-05,cover=0
- 56:[Pol<99.5532455] yes=113,no=114,missing=114,gain=4.4570055,cover=29040
- 113:leaf=0.00183414563,cover=0
- 114:leaf=0.000589123461,cover=0
- 28:[PialCurv5<0.0495097227] yes=57,no=58,missing=57,gain=18.6479702,cover=52512
- 57:[PialCurv5<-0.0173297711] yes=115,no=116,missing=116,gain=7.73525238,cover=8059
- 115:leaf=-0.0039197281,cover=0
- 116:leaf=0.002167559,cover=0
- 58:[Sulc0<0.849368811] yes=117,no=118,missing=118,gain=5.08400154,cover=44453
- 117:leaf=-0.000904760615,cover=0
- 118:leaf=0.00731350435,cover=0
- 14:[Ecc<7.4459548] yes=29,no=30,missing=29,gain=5.64691734,cover=16413
- 29:[MidArea5<0.765750825] yes=59,no=60,missing=59,gain=2.81584072,cover=8845
- 59:[LGI5<2.13090348] yes=119,no=120,missing=120,gain=1.45382309,cover=1702
- 119:leaf=-0.0192327611,cover=0
- 120:leaf=0.00364013645,cover=0
- 60:[Sulc0<0.443755656] yes=121,no=122,missing=121,gain=2.78579235,cover=7143
- 121:leaf=0.00114296121,cover=0
- 122:leaf=0.00814563688,cover=0
- 30:[LGI5<3.28291535] yes=61,no=62,missing=61,gain=3.67052317,cover=7568
- 61:[Sulc0<-0.188964635] yes=123,no=124,missing=123,gain=2.03459597,cover=5701
- 123:leaf=-0.00381605956,cover=0
- 124:leaf=-0.000476615707,cover=0
- 62:[Area5<0.780320704] yes=125,no=126,missing=126,gain=2.29831743,cover=1867
- 125:leaf=0.00393752428,cover=0
- 126:leaf=0.000355416996,cover=0
-booster[526]:
-0:[Sulc0<-0.720188618] yes=1,no=2,missing=1,gain=1.14381886,cover=5124388
- 1:[Ecc<19.7764034] yes=3,no=4,missing=3,gain=4.61121178,cover=989292
- 3:[Curv5<0.00780903921] yes=7,no=8,missing=8,gain=3.97779608,cover=907884
- 7:[Ecc<3.73767829] yes=15,no=16,missing=15,gain=4.12990046,cover=905798
- 15:[PialCurv5<-0.0693148375] yes=31,no=32,missing=31,gain=7.40948772,cover=489764
- 31:[PialArea5<1.00196755] yes=63,no=64,missing=64,gain=5.49817276,cover=443088
- 63:leaf=-0.000200358249,cover=0
- 64:leaf=0.000153519024,cover=0
- 32:[Curv5<-0.119937547] yes=65,no=66,missing=65,gain=8.82975388,cover=46676
- 65:leaf=0.00153368164,cover=0
- 66:leaf=0.000103262209,cover=0
- 16:[PialCurv5<-0.0896686092] yes=33,no=34,missing=33,gain=9.8197031,cover=416034
- 33:[Curv5<-0.130991504] yes=67,no=68,missing=68,gain=13.0247173,cover=366924
- 67:leaf=-0.000138468109,cover=0
- 68:leaf=0.00236903201,cover=0
- 34:[Pol<17.1471634] yes=69,no=70,missing=70,gain=8.98933125,cover=49110
- 69:leaf=0.000355070719,cover=0
- 70:leaf=-0.00123343721,cover=0
- 8:[PialArea5<0.601145923] yes=17,no=18,missing=18,gain=3.50501299,cover=2086
- 17:[PialCurv5<0.224192142] yes=35,no=36,missing=35,gain=1.89943647,cover=748
- 35:[LGI5<2.34802985] yes=71,no=72,missing=72,gain=1.54273903,cover=728
- 71:leaf=0.00322926277,cover=0
- 72:leaf=-0.00136861135,cover=0
- 36:[Ecc<1.41371143] yes=73,no=74,missing=73,gain=1.52178597,cover=20
- 73:leaf=-0.0190529544,cover=0
- 74:leaf=0.0202435926,cover=0
- 18:[Ecc<3.10160303] yes=37,no=38,missing=37,gain=3.44859743,cover=1338
- 37:[Ecc<0.567370772] yes=75,no=76,missing=76,gain=4.21199131,cover=968
- 75:leaf=-0.00106026256,cover=0
- 76:leaf=-0.00788953807,cover=0
- 38:[Area5<0.730491161] yes=77,no=78,missing=77,gain=4.33160305,cover=370
- 77:leaf=-0.00390305719,cover=0
- 78:leaf=0.00721815741,cover=0
- 4:[Curv5<-0.0922861248] yes=9,no=10,missing=9,gain=2.65526223,cover=81408
- 9:[Pol<18.1680222] yes=19,no=20,missing=20,gain=2.84625864,cover=81215
- 19:[PialCurv5<-0.0877386853] yes=39,no=40,missing=40,gain=2.10694861,cover=40097
- 39:[Curv5<-0.241649449] yes=79,no=80,missing=79,gain=1.19980645,cover=38885
- 79:leaf=0.000177653914,cover=0
- 80:leaf=-0.000382718194,cover=0
- 40:[LGI5<3.70550299] yes=81,no=82,missing=81,gain=2.49787045,cover=1212
- 81:leaf=0.0028072258,cover=0
- 82:leaf=-0.00473881466,cover=0
- 20:[Pol<157.22821] yes=41,no=42,missing=41,gain=6.81288767,cover=41118
- 41:[Pol<28.4081879] yes=83,no=84,missing=84,gain=3.77825832,cover=8845
- 83:leaf=0.00122004363,cover=0
- 84:leaf=0.00360091636,cover=0
- 42:[PialArea5<0.89274627] yes=85,no=86,missing=86,gain=1.68187928,cover=32273
- 85:leaf=-0.000215075896,cover=0
- 86:leaf=0.000531557715,cover=0
- 10:[LGI5<2.99035311] yes=21,no=22,missing=21,gain=1.35286856,cover=193
- 21:[PialCurv5<-0.0501225069] yes=43,no=44,missing=43,gain=0.223506272,cover=10
- 43:leaf=-0.0164014827,cover=0
- 44:[Ecc<22.8050022] yes=87,no=88,missing=87,gain=0.0293706786,cover=4
- 87:leaf=-0.00353517081,cover=0
- 88:leaf=0.00395101914,cover=0
- 22:[LGI5<3.268116] yes=45,no=46,missing=45,gain=1.22302079,cover=183
- 45:[PialArea5<1.14602101] yes=89,no=90,missing=90,gain=1.38690352,cover=50
- 89:leaf=0.0173227359,cover=0
- 90:leaf=-0.00483150221,cover=0
- 46:[PialArea5<1.08978546] yes=91,no=92,missing=92,gain=0.651902676,cover=133
- 91:leaf=0.00239733048,cover=0
- 92:leaf=0.0102365119,cover=0
- 2:[Curv5<-0.222158164] yes=5,no=6,missing=5,gain=4.17250633,cover=4135096
- 5:[PialCurv5<-0.118254207] yes=11,no=12,missing=12,gain=21.4864807,cover=293399
- 11:[Pol<146.864227] yes=23,no=24,missing=23,gain=9.39194107,cover=227336
- 23:[Pol<35.2629585] yes=47,no=48,missing=47,gain=4.97352982,cover=147123
- 47:[LGI5<3.36766768] yes=93,no=94,missing=94,gain=4.83613968,cover=47999
- 93:leaf=-0.000356259057,cover=0
- 94:leaf=0.00160162954,cover=0
- 48:[MidArea5<0.788378119] yes=95,no=96,missing=95,gain=8.80585384,cover=99124
- 95:leaf=0.000147411556,cover=0
- 96:leaf=0.00127379014,cover=0
- 24:[PialArea5<0.908809483] yes=49,no=50,missing=49,gain=3.6920867,cover=80213
- 49:[Ecc<22.0897732] yes=97,no=98,missing=97,gain=2.8534317,cover=47469
- 97:leaf=0.000182030024,cover=0
- 98:leaf=-0.000593856501,cover=0
- 50:[PialCurv5<-0.145424455] yes=99,no=100,missing=99,gain=7.30546284,cover=32744
- 99:leaf=-0.0019689796,cover=0
- 100:leaf=-0.000368342822,cover=0
- 12:[Ecc<3.73767829] yes=25,no=26,missing=26,gain=14.0532475,cover=66063
- 25:[LGI5<2.30180311] yes=51,no=52,missing=51,gain=5.89558315,cover=10199
- 51:[Pol<29.3809395] yes=101,no=102,missing=102,gain=2.07253957,cover=2430
- 101:leaf=-0.00396503881,cover=0
- 102:leaf=0.0018239778,cover=0
- 52:[Area5<0.603367925] yes=103,no=104,missing=104,gain=4.95053053,cover=7769
- 103:leaf=-0.00208421214,cover=0
- 104:leaf=0.00090858445,cover=0
- 26:[MidArea5<0.738078713] yes=53,no=54,missing=54,gain=8.57833862,cover=55864
- 53:[LGI5<2.18291569] yes=105,no=106,missing=106,gain=3.76097107,cover=25130
- 105:leaf=0.00887529086,cover=0
- 106:leaf=0.000568077376,cover=0
- 54:[PialCurv5<-0.102360219] yes=107,no=108,missing=108,gain=8.24243164,cover=30734
- 107:leaf=0.00128590281,cover=0
- 108:leaf=0.00302920747,cover=0
- 6:[PialCurv5<-0.14160423] yes=13,no=14,missing=13,gain=21.3789463,cover=3841697
- 13:[Curv5<-0.200394869] yes=27,no=28,missing=27,gain=10.8922405,cover=21844
- 27:[MidArea5<0.907176316] yes=55,no=56,missing=55,gain=3.36623621,cover=11291
- 55:[PialCurv5<-0.149745584] yes=109,no=110,missing=109,gain=2.75909734,cover=9582
- 109:leaf=0.00172041066,cover=0
- 110:leaf=2.26091215e-05,cover=0
- 56:[Area5<0.987501919] yes=111,no=112,missing=111,gain=1.56469738,cover=1709
- 111:leaf=-0.00128916034,cover=0
- 112:leaf=-0.0098641701,cover=0
- 28:[Sulc0<-0.0713235363] yes=57,no=58,missing=57,gain=9.0875988,cover=10553
- 57:[Ecc<4.07113361] yes=113,no=114,missing=113,gain=6.49189758,cover=9438
- 113:leaf=0.00584900193,cover=0
- 114:leaf=0.00256274897,cover=0
- 58:[Pol<62.799984] yes=115,no=116,missing=115,gain=5.64053345,cover=1115
- 115:leaf=-0.00950393174,cover=0
- 116:leaf=3.41843406e-05,cover=0
- 14:[Curv5<-0.0553030409] yes=29,no=30,missing=29,gain=3.2358644,cover=3819853
- 29:[PialCurv5<-0.0173297711] yes=59,no=60,missing=59,gain=11.3287306,cover=1349257
- 59:[Pol<151.353775] yes=117,no=118,missing=117,gain=13.9241219,cover=1246709
- 117:leaf=-0.000208964135,cover=0
- 118:leaf=0.000182302567,cover=0
- 60:[MidArea5<0.716947436] yes=119,no=120,missing=119,gain=33.1496696,cover=102548
- 119:leaf=-0.000554785482,cover=0
- 120:leaf=0.0012508973,cover=0
- 30:[PialCurv5<-0.0347327143] yes=61,no=62,missing=61,gain=33.3345528,cover=2470596
- 61:[PialArea5<0.70906347] yes=121,no=122,missing=121,gain=27.5208588,cover=87067
- 121:leaf=-0.0002593268,cover=0
- 122:leaf=0.00161941478,cover=0
- 62:[Curv5<-0.0273730159] yes=123,no=124,missing=123,gain=8.30107021,cover=2383529
- 123:leaf=-0.000336164521,cover=0
- 124:leaf=1.45486865e-05,cover=0
-booster[527]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=2,gain=1.10764551,cover=5124388
- 1:[Pol<152.092255] yes=3,no=4,missing=4,gain=6.69868135,cover=423406
- 3:[Pol<50.9985542] yes=7,no=8,missing=7,gain=7.17381954,cover=327112
- 7:[PialCurv5<-0.0426128618] yes=15,no=16,missing=16,gain=5.15454769,cover=99363
- 15:[Ecc<0.669936359] yes=31,no=32,missing=31,gain=3.96911049,cover=86798
- 31:[PialArea5<0.730471373] yes=63,no=64,missing=63,gain=3.60920453,cover=37586
- 63:leaf=0.00208303891,cover=0
- 64:leaf=7.23859048e-05,cover=0
- 32:[PialArea5<0.724588811] yes=65,no=66,missing=66,gain=3.42632055,cover=49212
- 65:leaf=-0.00219673011,cover=0
- 66:leaf=-0.000380959362,cover=0
- 16:[LGI5<2.27925944] yes=33,no=34,missing=34,gain=4.39136124,cover=12565
- 33:[LGI5<2.21018219] yes=67,no=68,missing=68,gain=3.26425648,cover=2417
- 67:leaf=-0.00157000031,cover=0
- 68:leaf=0.00216791593,cover=0
- 34:[Area5<0.802302957] yes=69,no=70,missing=70,gain=4.80905437,cover=10148
- 69:leaf=-0.00155246549,cover=0
- 70:leaf=-0.0085343821,cover=0
- 8:[Area5<0.644818127] yes=17,no=18,missing=17,gain=7.07408094,cover=227749
- 17:[LGI5<2.3349762] yes=35,no=36,missing=36,gain=4.50377321,cover=160412
- 35:[Sulc0<-0.528458416] yes=71,no=72,missing=71,gain=6.34417057,cover=61651
- 71:leaf=-7.61550182e-05,cover=0
- 72:leaf=-0.0013411945,cover=0
- 36:[Curv5<-0.0902613774] yes=73,no=74,missing=73,gain=3.39047337,cover=98761
- 73:leaf=3.30612711e-05,cover=0
- 74:leaf=0.000688515662,cover=0
- 18:[Sulc0<-0.50485903] yes=37,no=38,missing=37,gain=10.4744501,cover=67337
- 37:[PialArea5<0.609252691] yes=75,no=76,missing=76,gain=15.7286797,cover=38281
- 75:leaf=0.00571990758,cover=0
- 76:leaf=0.000933272124,cover=0
- 38:[PialArea5<0.85412097] yes=77,no=78,missing=77,gain=11.5133944,cover=29056
- 77:leaf=0.000461196119,cover=0
- 78:leaf=-0.00186383573,cover=0
- 4:[Ecc<0.353712648] yes=9,no=10,missing=10,gain=2.53566933,cover=96294
- 9:[LGI5<2.45281005] yes=19,no=20,missing=19,gain=2.76593781,cover=19348
- 19:[Area5<0.698189139] yes=39,no=40,missing=40,gain=3.34310865,cover=14797
- 39:[Sulc0<-0.580759466] yes=79,no=80,missing=79,gain=2.76191044,cover=12517
- 79:leaf=0.000748460181,cover=0
- 80:leaf=-0.000744722493,cover=0
- 40:[PialArea5<1.23851824] yes=81,no=82,missing=81,gain=2.92919207,cover=2280
- 81:leaf=0.00263405568,cover=0
- 82:leaf=-0.00459698355,cover=0
- 20:[MidArea5<0.572281897] yes=41,no=42,missing=41,gain=1.57540691,cover=4551
- 41:[LGI5<2.5379107] yes=83,no=84,missing=84,gain=2.02813339,cover=988
- 83:leaf=-0.000959464291,cover=0
- 84:leaf=0.00374252209,cover=0
- 42:[MidArea5<0.874306321] yes=85,no=86,missing=85,gain=2.07314014,cover=3563
- 85:leaf=-0.001866434,cover=0
- 86:leaf=0.00246464671,cover=0
- 10:[Area5<0.601796865] yes=21,no=22,missing=22,gain=4.23167992,cover=76946
- 21:[PialArea5<0.890138209] yes=43,no=44,missing=44,gain=4.7367425,cover=36119
- 43:[Sulc0<-0.842326522] yes=87,no=88,missing=87,gain=5.04186344,cover=30249
- 87:leaf=-0.00214691157,cover=0
- 88:leaf=-0.000187879428,cover=0
- 44:[LGI5<2.48283219] yes=89,no=90,missing=90,gain=2.40023971,cover=5870
- 89:leaf=0.000515352876,cover=0
- 90:leaf=0.00280853081,cover=0
- 22:[Sulc0<-0.644343197] yes=45,no=46,missing=45,gain=10.2002106,cover=40827
- 45:[Curv5<-0.16496937] yes=91,no=92,missing=92,gain=10.0703144,cover=11983
- 91:leaf=0.000389914931,cover=0
- 92:leaf=-0.00297539262,cover=0
- 46:[Curv5<0.101325236] yes=93,no=94,missing=93,gain=6.00055981,cover=28844
- 93:leaf=1.87598689e-05,cover=0
- 94:leaf=-0.00161934423,cover=0
- 2:[Ecc<2.07756257] yes=5,no=6,missing=5,gain=4.6317029,cover=4700982
- 5:[Pol<78.2110443] yes=11,no=12,missing=12,gain=9.38799286,cover=283013
- 11:[PialArea5<0.712173045] yes=23,no=24,missing=23,gain=13.3696308,cover=107540
- 23:[PialCurv5<0.116372027] yes=47,no=48,missing=47,gain=6.78679276,cover=11493
- 47:[Area5<0.623097897] yes=95,no=96,missing=95,gain=10.7348137,cover=9119
- 95:leaf=-0.000912302639,cover=0
- 96:leaf=-0.00437954022,cover=0
- 48:[Sulc0<-0.540693521] yes=97,no=98,missing=97,gain=4.36389446,cover=2374
- 97:leaf=0.0116620855,cover=0
- 98:leaf=0.000189252998,cover=0
- 24:[Area5<0.593548477] yes=49,no=50,missing=49,gain=5.53492069,cover=96047
- 49:[Curv5<-0.146701202] yes=99,no=100,missing=99,gain=5.17401505,cover=32030
- 99:leaf=-0.000761551026,cover=0
- 100:leaf=0.00108734739,cover=0
- 50:[Pol<40.9012032] yes=101,no=102,missing=101,gain=8.76047325,cover=64017
- 101:leaf=0.000897443853,cover=0
- 102:leaf=-0.000272778299,cover=0
- 12:[Pol<102.241241] yes=25,no=26,missing=25,gain=14.727664,cover=175473
- 25:[Curv5<0.0574831441] yes=51,no=52,missing=51,gain=17.1178493,cover=49605
- 51:[Sulc0<-0.115756653] yes=103,no=104,missing=103,gain=12.5055847,cover=20626
- 103:leaf=0.00278321723,cover=0
- 104:leaf=-0.000632513023,cover=0
- 52:[Sulc0<-0.413983464] yes=105,no=106,missing=105,gain=6.5355854,cover=28979
- 105:leaf=-0.00311706215,cover=0
- 106:leaf=0.000535994011,cover=0
- 26:[Sulc0<-0.305269122] yes=53,no=54,missing=53,gain=16.015583,cover=125868
- 53:[PialArea5<1.19545019] yes=107,no=108,missing=107,gain=8.2984848,cover=99805
- 107:leaf=0.000528185337,cover=0
- 108:leaf=-0.00166978163,cover=0
- 54:[MidArea5<0.658196807] yes=109,no=110,missing=110,gain=16.1600151,cover=26063
- 109:leaf=0.0003007302,cover=0
- 110:leaf=-0.00218952517,cover=0
- 6:[Ecc<2.91795349] yes=13,no=14,missing=13,gain=2.87000728,cover=4417969
- 13:[Pol<41.8258972] yes=27,no=28,missing=27,gain=13.6717758,cover=282873
- 27:[Sulc0<-0.849334478] yes=55,no=56,missing=55,gain=20.3375912,cover=49161
- 55:[Area5<0.987501919] yes=111,no=112,missing=111,gain=6.75872469,cover=32431
- 111:leaf=-0.000163010438,cover=0
- 112:leaf=0.0167753752,cover=0
- 56:[LGI5<2.55302763] yes=113,no=114,missing=113,gain=9.5196743,cover=16730
- 113:leaf=0.00278332341,cover=0
- 114:leaf=0.000164834244,cover=0
- 28:[Pol<87.3220139] yes=57,no=58,missing=57,gain=14.4802132,cover=233712
- 57:[PialCurv5<0.0720715299] yes=115,no=116,missing=115,gain=21.3068829,cover=70073
- 115:leaf=-0.00124927552,cover=0
- 116:leaf=0.00139159034,cover=0
- 58:[LGI5<2.29093218] yes=117,no=118,missing=117,gain=7.51369286,cover=163639
- 117:leaf=0.000703371479,cover=0
- 118:leaf=-0.000211612423,cover=0
- 14:[PialCurv5<-0.123971827] yes=29,no=30,missing=29,gain=2.41052723,cover=4135096
- 29:[Curv5<-0.188354567] yes=59,no=60,missing=59,gain=57.483448,cover=588590
- 59:[Area5<0.559839368] yes=119,no=120,missing=119,gain=9.50816536,cover=547078
- 119:leaf=0.000334401702,cover=0
- 120:leaf=-0.000154295994,cover=0
- 60:[MidArea5<0.656586885] yes=121,no=122,missing=121,gain=14.8052788,cover=41512
- 121:leaf=-0.000162839293,cover=0
- 122:leaf=0.00232624472,cover=0
- 30:[Curv5<-0.217408031] yes=61,no=62,missing=61,gain=15.6391611,cover=3546506
- 61:[Sulc0<-0.655889988] yes=123,no=124,missing=123,gain=21.0559349,cover=149485
- 123:leaf=-0.000131535737,cover=0
- 124:leaf=0.00105655484,cover=0
- 62:[Sulc0<-0.271910518] yes=125,no=126,missing=125,gain=11.3703728,cover=3397021
- 125:leaf=-0.000173551351,cover=0
- 126:leaf=2.6755004e-05,cover=0
-booster[528]:
-0:[Pol<2.97048163] yes=1,no=2,missing=1,gain=1.07874238,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=4,gain=3.85987592,cover=60049
- 3:[PialCurv5<0.0044251224] yes=7,no=8,missing=7,gain=4.3015275,cover=19947
- 7:[LGI5<3.15728688] yes=15,no=16,missing=15,gain=1.59216428,cover=18156
- 15:[Sulc0<0.151281953] yes=31,no=32,missing=31,gain=1.27324569,cover=16565
- 31:[Ecc<6.03867722] yes=63,no=64,missing=64,gain=0.998452067,cover=16557
- 63:leaf=-0.000357647252,cover=0
- 64:leaf=0.000418875337,cover=0
- 32:[Area5<0.721707046] yes=65,no=66,missing=65,gain=0.824448705,cover=8
- 65:leaf=-0.0270014554,cover=0
- 66:leaf=0.00665399432,cover=0
- 16:[Sulc0<-0.420901269] yes=33,no=34,missing=33,gain=1.11441696,cover=1591
- 33:[Curv5<-0.235803962] yes=67,no=68,missing=67,gain=0.830421925,cover=1249
- 67:leaf=-0.00319219637,cover=0
- 68:leaf=-0.000204500771,cover=0
- 34:[PialArea5<0.524996102] yes=69,no=70,missing=70,gain=1.63413954,cover=342
- 69:leaf=0.0217699278,cover=0
- 70:leaf=-0.00461014826,cover=0
- 8:[Sulc0<-0.123243913] yes=17,no=18,missing=17,gain=1.87977409,cover=1791
- 17:[PialArea5<0.445556581] yes=35,no=36,missing=35,gain=1.41011643,cover=1431
- 35:[Curv5<0.118689038] yes=71,no=72,missing=71,gain=1.82938707,cover=25
- 71:leaf=0.027893424,cover=0
- 72:leaf=1.44359137e-05,cover=0
- 36:[PialCurv5<0.128475845] yes=73,no=74,missing=73,gain=0.835313082,cover=1406
- 73:leaf=-0.00162059534,cover=0
- 74:leaf=-0.00525446422,cover=0
- 18:[LGI5<3.07360435] yes=37,no=38,missing=37,gain=0.745122433,cover=360
- 37:[Curv5<-0.0390223041] yes=75,no=76,missing=76,gain=0.637979031,cover=236
- 75:leaf=0.00504509127,cover=0
- 76:leaf=-0.00808661059,cover=0
- 38:[LGI5<3.58443618] yes=77,no=78,missing=77,gain=0.379493594,cover=124
- 77:leaf=-0.00344657525,cover=0
- 78:leaf=0.00785094965,cover=0
- 4:[MidArea5<0.648438752] yes=9,no=10,missing=10,gain=2.89614677,cover=40102
- 9:[Ecc<35.8605728] yes=19,no=20,missing=19,gain=1.75096703,cover=3416
- 19:[LGI5<2.68917012] yes=39,no=40,missing=39,gain=2.26708078,cover=2636
- 39:[PialCurv5<-0.0209923834] yes=79,no=80,missing=79,gain=4.33607531,cover=109
- 79:leaf=-0.0038258608,cover=0
- 80:leaf=0.0160056129,cover=0
- 40:[PialCurv5<-0.0789950639] yes=81,no=82,missing=81,gain=1.40233016,cover=2527
- 81:leaf=-0.000129225547,cover=0
- 82:leaf=-0.00264019775,cover=0
- 20:[Curv5<-0.185332045] yes=41,no=42,missing=41,gain=1.31457245,cover=780
- 41:[Area5<0.4695113] yes=83,no=84,missing=83,gain=0.427825421,cover=486
- 83:leaf=-0.00277338899,cover=0
- 84:leaf=0.000514179002,cover=0
- 42:[LGI5<3.44046211] yes=85,no=86,missing=85,gain=0.791691661,cover=294
- 85:leaf=0.00516428333,cover=0
- 86:leaf=-0.00114013045,cover=0
- 10:[LGI5<3.38720298] yes=21,no=22,missing=21,gain=2.14821815,cover=36686
- 21:[PialArea5<1.06921077] yes=43,no=44,missing=43,gain=1.83858681,cover=30603
- 43:[Sulc0<0.244668111] yes=87,no=88,missing=88,gain=1.58945465,cover=21459
- 87:leaf=0.00100567553,cover=0
- 88:leaf=0.00557608297,cover=0
- 44:[Sulc0<-0.258417875] yes=89,no=90,missing=90,gain=2.0481317,cover=9144
- 89:leaf=0.000441558863,cover=0
- 90:leaf=-0.00211668387,cover=0
- 22:[Ecc<30.959959] yes=45,no=46,missing=45,gain=1.05710828,cover=6083
- 45:[Sulc0<-0.357752919] yes=91,no=92,missing=91,gain=1.99593389,cover=3788
- 91:leaf=0.00060320925,cover=0
- 92:leaf=-0.00376910833,cover=0
- 46:[LGI5<3.64692807] yes=93,no=94,missing=93,gain=2.63422394,cover=2295
- 93:leaf=-0.00198583375,cover=0
- 94:leaf=0.00208860706,cover=0
- 2:[PialArea5<1.06921077] yes=5,no=6,missing=5,gain=1.11624551,cover=5064339
- 5:[Ecc<1.15906882] yes=11,no=12,missing=11,gain=2.59780955,cover=4375900
- 11:[Pol<146.864227] yes=23,no=24,missing=24,gain=6.67984104,cover=307965
- 23:[Pol<111.326981] yes=47,no=48,missing=47,gain=7.89105225,cover=214788
- 47:[Sulc0<-0.563680887] yes=95,no=96,missing=95,gain=7.51711702,cover=147477
- 95:leaf=2.92424065e-05,cover=0
- 96:leaf=-0.000751422427,cover=0
- 48:[Area5<0.664770067] yes=97,no=98,missing=97,gain=5.89793825,cover=67311
- 97:leaf=0.000240218942,cover=0
- 98:leaf=0.00149365957,cover=0
- 24:[Area5<0.616426587] yes=49,no=50,missing=50,gain=3.34002113,cover=93177
- 49:[PialArea5<0.869586051] yes=99,no=100,missing=99,gain=3.39355564,cover=50961
- 99:leaf=-0.000432290602,cover=0
- 100:leaf=0.000601990323,cover=0
- 50:[PialCurv5<-0.0487009101] yes=101,no=102,missing=101,gain=7.16619492,cover=42216
- 101:leaf=-0.00194465637,cover=0
- 102:leaf=-0.000452073029,cover=0
- 12:[Ecc<2.02168798] yes=25,no=26,missing=25,gain=3.38223696,cover=4067935
- 25:[Pol<74.0505524] yes=51,no=52,missing=51,gain=15.8048658,cover=274935
- 51:[PialArea5<0.718622029] yes=103,no=104,missing=103,gain=9.58614349,cover=82064
- 103:leaf=-0.00169856648,cover=0
- 104:leaf=-0.000185868907,cover=0
- 52:[Pol<98.4687576] yes=105,no=106,missing=105,gain=10.3245373,cover=192871
- 105:leaf=0.0010111006,cover=0
- 106:leaf=0.000190754581,cover=0
- 26:[Pol<29.3809395] yes=53,no=54,missing=53,gain=3.70800829,cover=3793000
- 53:[Ecc<4.27275372] yes=107,no=108,missing=107,gain=25.4616222,cover=299157
- 107:leaf=0.00150668144,cover=0
- 108:leaf=-2.00522391e-06,cover=0
- 54:[Sulc0<-0.516633809] yes=109,no=110,missing=109,gain=7.77676773,cover=3493843
- 109:leaf=-0.000189794329,cover=0
- 110:leaf=6.43489329e-06,cover=0
- 6:[Pol<38.1036148] yes=13,no=14,missing=13,gain=3.84413648,cover=688439
- 13:[PialCurv5<-0.0789950639] yes=27,no=28,missing=27,gain=5.39452076,cover=266424
- 27:[Curv5<-0.112134233] yes=55,no=56,missing=55,gain=8.86604881,cover=221520
- 55:[Area5<0.650824547] yes=111,no=112,missing=111,gain=4.3656249,cover=218235
- 111:leaf=0.000437934883,cover=0
- 112:leaf=-0.000136512695,cover=0
- 56:[Ecc<3.22716212] yes=113,no=114,missing=114,gain=5.14468193,cover=3285
- 113:leaf=0.00572919426,cover=0
- 114:leaf=0.00134067563,cover=0
- 28:[Curv5<-0.148390457] yes=57,no=58,missing=58,gain=8.23432827,cover=44904
- 57:[Ecc<2.48523927] yes=115,no=116,missing=115,gain=7.50532818,cover=6799
- 115:leaf=-0.00148891925,cover=0
- 116:leaf=0.00211462169,cover=0
- 58:[Sulc0<-0.856543541] yes=117,no=118,missing=117,gain=6.56258011,cover=38105
- 117:leaf=-0.00310708024,cover=0
- 118:leaf=-0.00068457739,cover=0
- 14:[Pol<164.532394] yes=29,no=30,missing=29,gain=5.16307735,cover=422015
- 29:[Ecc<5.97554874] yes=59,no=60,missing=59,gain=6.70988607,cover=318426
- 59:[PialCurv5<-0.103163145] yes=119,no=120,missing=119,gain=8.81659889,cover=175693
- 119:leaf=0.000471031264,cover=0
- 120:leaf=-0.000249956065,cover=0
- 60:[Pol<155.757294] yes=121,no=122,missing=121,gain=8.55634022,cover=142733
- 121:leaf=0.000685339444,cover=0
- 122:leaf=-0.000325859437,cover=0
- 30:[Ecc<5.97554874] yes=61,no=62,missing=61,gain=14.6646709,cover=103589
- 61:[Curv5<-0.179045901] yes=123,no=124,missing=123,gain=16.2762184,cover=26492
- 123:leaf=-0.000102651597,cover=0
- 124:leaf=0.00245627551,cover=0
- 62:[LGI5<3.23945832] yes=125,no=126,missing=126,gain=3.54610443,cover=77097
- 125:leaf=-0.000710985682,cover=0
- 126:leaf=5.28656237e-05,cover=0
-booster[529]:
-0:[Sulc0<-1.19305253] yes=1,no=2,missing=2,gain=1.08595037,cover=5124388
- 1:[PialCurv5<-0.116576619] yes=3,no=4,missing=3,gain=2.18113542,cover=40033
- 3:[Area5<0.695070922] yes=7,no=8,missing=7,gain=2.20974684,cover=32771
- 7:[LGI5<2.58517122] yes=15,no=16,missing=15,gain=1.73998356,cover=24773
- 15:[LGI5<2.13090348] yes=31,no=32,missing=31,gain=1.56659496,cover=16947
- 31:[Pol<14.1659222] yes=63,no=64,missing=63,gain=1.9228431,cover=592
- 63:leaf=0.00362467626,cover=0
- 64:leaf=-0.00386590487,cover=0
- 32:[Area5<0.621834755] yes=65,no=66,missing=65,gain=1.37189651,cover=16355
- 65:leaf=0.000335056888,cover=0
- 66:leaf=-0.000697722833,cover=0
- 16:[PialCurv5<-0.14160423] yes=33,no=34,missing=33,gain=1.29667473,cover=7826
- 33:[Curv5<-0.223784685] yes=67,no=68,missing=67,gain=0.729498446,cover=5843
- 67:leaf=-0.000633628457,cover=0
- 68:leaf=0.00369560905,cover=0
- 34:[Area5<0.619086087] yes=69,no=70,missing=69,gain=1.2350502,cover=1983
- 69:leaf=-0.00346346176,cover=0
- 70:leaf=-0.000945544976,cover=0
- 8:[PialCurv5<-0.175695807] yes=17,no=18,missing=17,gain=2.21011543,cover=7998
- 17:[Curv5<-0.292340577] yes=35,no=36,missing=35,gain=1.99138868,cover=932
- 35:[PialArea5<0.952096343] yes=71,no=72,missing=71,gain=0.748016119,cover=468
- 71:leaf=-0.00647077849,cover=0
- 72:leaf=-0.00235468661,cover=0
- 36:[Area5<0.758003652] yes=73,no=74,missing=73,gain=1.41910732,cover=464
- 73:leaf=-0.00237752916,cover=0
- 74:leaf=0.00316832471,cover=0
- 18:[LGI5<2.67457628] yes=37,no=38,missing=38,gain=1.32287788,cover=7066
- 37:[Ecc<1.15906882] yes=75,no=76,missing=76,gain=1.78878355,cover=3489
- 75:leaf=-0.00167726714,cover=0
- 76:leaf=0.00201835367,cover=0
- 38:[Ecc<3.73767829] yes=77,no=78,missing=77,gain=0.768230081,cover=3577
- 77:leaf=-0.00202801917,cover=0
- 78:leaf=0.00049717119,cover=0
- 4:[LGI5<2.78495932] yes=9,no=10,missing=10,gain=1.54083562,cover=7262
- 9:[Pol<141.801834] yes=19,no=20,missing=19,gain=1.34846973,cover=6676
- 19:[Pol<32.323391] yes=39,no=40,missing=40,gain=1.75871336,cover=5519
- 39:[PialArea5<0.931472182] yes=79,no=80,missing=79,gain=1.11409354,cover=3619
- 79:leaf=0.00174343737,cover=0
- 80:leaf=-0.00181127305,cover=0
- 40:[Ecc<0.567370772] yes=81,no=82,missing=81,gain=1.34293556,cover=1900
- 81:leaf=-0.00208149618,cover=0
- 82:leaf=0.0010399468,cover=0
- 20:[LGI5<2.24172258] yes=41,no=42,missing=41,gain=1.82894468,cover=1157
- 41:[Ecc<0.45941934] yes=83,no=84,missing=84,gain=2.3536098,cover=124
- 83:leaf=0.0239640083,cover=0
- 84:leaf=0.000667590357,cover=0
- 42:[LGI5<2.2730217] yes=85,no=86,missing=85,gain=4.47156286,cover=1033
- 85:leaf=-0.010913332,cover=0
- 86:leaf=-0.00203819922,cover=0
- 10:[Curv5<-0.204921171] yes=21,no=22,missing=22,gain=0.963775754,cover=586
- 21:[Ecc<22.8050022] yes=43,no=44,missing=43,gain=1.11278009,cover=248
- 43:[Pol<5.90224934] yes=87,no=88,missing=87,gain=0.271450669,cover=221
- 87:leaf=0.00291631906,cover=0
- 88:leaf=-0.0027314967,cover=0
- 44:[Pol<15.1533136] yes=89,no=90,missing=89,gain=1.01698387,cover=27
- 89:leaf=0.00178930257,cover=0
- 90:leaf=0.0223006513,cover=0
- 22:[Pol<19.2006226] yes=45,no=46,missing=46,gain=0.884446979,cover=338
- 45:[PialCurv5<-0.0982506946] yes=91,no=92,missing=91,gain=0.685037374,cover=205
- 91:leaf=-0.00145300839,cover=0
- 92:leaf=0.00435121497,cover=0
- 46:[PialArea5<1.33957577] yes=93,no=94,missing=93,gain=0.609553576,cover=133
- 93:leaf=0.00823377725,cover=0
- 94:leaf=0.000394145172,cover=0
- 2:[LGI5<2.24172258] yes=5,no=6,missing=5,gain=1.21513855,cover=5084355
- 5:[Ecc<1.46579576] yes=11,no=12,missing=12,gain=2.67581701,cover=156081
- 11:[PialCurv5<0.0262785293] yes=23,no=24,missing=23,gain=2.60252118,cover=61265
- 23:[Curv5<-0.066452302] yes=47,no=48,missing=47,gain=8.46779156,cover=50488
- 47:[Sulc0<-0.426983118] yes=95,no=96,missing=95,gain=8.08457565,cover=41848
- 95:leaf=-0.000135709517,cover=0
- 96:leaf=-0.00409170613,cover=0
- 48:[Pol<87.9431763] yes=97,no=98,missing=97,gain=9.98288345,cover=8640
- 97:leaf=-0.00123222603,cover=0
- 98:leaf=0.0025311138,cover=0
- 24:[LGI5<2.18291569] yes=49,no=50,missing=50,gain=9.52633858,cover=10777
- 49:[Ecc<0.353712648] yes=99,no=100,missing=99,gain=9.05746078,cover=3903
- 99:leaf=0.00216500834,cover=0
- 100:leaf=-0.00396466115,cover=0
- 50:[LGI5<2.22170687] yes=101,no=102,missing=101,gain=5.42517042,cover=6874
- 101:leaf=0.00143705669,cover=0
- 102:leaf=-0.00143303524,cover=0
- 12:[Area5<0.654657125] yes=25,no=26,missing=25,gain=4.54831123,cover=94816
- 25:[PialCurv5<-0.103163145] yes=51,no=52,missing=52,gain=4.79482698,cover=53577
- 51:[Curv5<-0.0816265643] yes=103,no=104,missing=103,gain=3.48506689,cover=21696
- 103:leaf=9.43574923e-05,cover=0
- 104:leaf=-0.00687279506,cover=0
- 52:[Curv5<-0.180574343] yes=105,no=106,missing=105,gain=7.85900784,cover=31881
- 105:leaf=0.00310106575,cover=0
- 106:leaf=0.000706506078,cover=0
- 26:[Pol<154.27803] yes=53,no=54,missing=54,gain=5.07602072,cover=41239
- 53:[LGI5<2.13090348] yes=107,no=108,missing=107,gain=5.22464752,cover=39287
- 107:leaf=0.00133022689,cover=0
- 108:leaf=-0.000428064115,cover=0
- 54:[MidArea5<0.786720097] yes=109,no=110,missing=109,gain=5.8045826,cover=1952
- 109:leaf=0.00718754157,cover=0
- 110:leaf=0.00084670278,cover=0
- 6:[LGI5<2.25958419] yes=13,no=14,missing=13,gain=2.64665008,cover=4928274
- 13:[MidArea5<0.786720097] yes=27,no=28,missing=27,gain=3.30724287,cover=41706
- 27:[Pol<26.4235344] yes=55,no=56,missing=55,gain=4.12049913,cover=31409
- 55:[PialArea5<0.427728564] yes=111,no=112,missing=111,gain=2.96399355,cover=1586
- 111:leaf=-0.0156142879,cover=0
- 112:leaf=0.00209527346,cover=0
- 56:[Ecc<1.57116413] yes=113,no=114,missing=113,gain=2.6673274,cover=29823
- 113:leaf=-0.00137128518,cover=0
- 114:leaf=-0.000403928425,cover=0
- 28:[Ecc<7.24576569] yes=57,no=58,missing=57,gain=3.32350159,cover=10297
- 57:[Pol<76.8473129] yes=115,no=116,missing=115,gain=2.14157319,cover=10071
- 115:leaf=-0.00046972945,cover=0
- 116:leaf=0.000988716143,cover=0
- 58:[Pol<146.122681] yes=117,no=118,missing=117,gain=2.04164314,cover=226
- 117:leaf=0.0100649642,cover=0
- 118:leaf=0.000286611554,cover=0
- 14:[LGI5<2.28518939] yes=29,no=30,missing=29,gain=1.7449007,cover=4886568
- 29:[Ecc<0.836319208] yes=59,no=60,missing=59,gain=10.6203108,cover=78493
- 59:[Sulc0<-0.305269122] yes=119,no=120,missing=120,gain=2.30553865,cover=14842
- 119:leaf=-0.00118126639,cover=0
- 120:leaf=0.000863601163,cover=0
- 60:[Ecc<3.94116735] yes=121,no=122,missing=121,gain=8.62463856,cover=63651
- 121:leaf=0.000889082614,cover=0
- 122:leaf=-0.000391605688,cover=0
- 30:[Area5<0.499970406] yes=61,no=62,missing=62,gain=1.49346769,cover=4808075
- 61:[PialCurv5<-0.137075767] yes=123,no=124,missing=123,gain=3.6035428,cover=217451
- 123:leaf=0.00042464686,cover=0
- 124:leaf=-1.30986327e-05,cover=0
- 62:[Ecc<2.97906685] yes=125,no=126,missing=125,gain=1.48448527,cover=4590624
- 125:leaf=-7.59087998e-05,cover=0
- 126:leaf=3.24451253e-06,cover=0
-booster[530]:
-0:[PialArea5<0.937250912] yes=1,no=2,missing=2,gain=1.03211737,cover=5124388
- 1:[Area5<0.987501919] yes=3,no=4,missing=3,gain=2.17556953,cover=3691672
- 3:[MidArea5<0.861292899] yes=7,no=8,missing=7,gain=2.54592609,cover=3684759
- 7:[Area5<0.833255887] yes=15,no=16,missing=16,gain=2.63116693,cover=3666946
- 15:[LGI5<3.84897733] yes=31,no=32,missing=31,gain=2.45002007,cover=3618522
- 31:[Pol<178.093033] yes=63,no=64,missing=64,gain=2.35074329,cover=3586967
- 63:leaf=-1.75314453e-05,cover=0
- 64:leaf=0.000423318852,cover=0
- 32:[Sulc0<0.636906147] yes=65,no=66,missing=65,gain=8.35043144,cover=31555
- 65:leaf=-0.000905881461,cover=0
- 66:leaf=0.00101509725,cover=0
- 16:[Ecc<6.2938199] yes=33,no=34,missing=34,gain=7.47035217,cover=48424
- 33:[PialCurv5<-0.072655201] yes=67,no=68,missing=68,gain=3.25698876,cover=9944
- 67:leaf=0.00291942456,cover=0
- 68:leaf=-0.00108429452,cover=0
- 34:[LGI5<2.41022825] yes=69,no=70,missing=70,gain=3.34696722,cover=38480
- 69:leaf=0.00558623811,cover=0
- 70:leaf=0.0006248352,cover=0
- 8:[Pol<49.2074432] yes=17,no=18,missing=17,gain=6.06485462,cover=17813
- 17:[Ecc<12.1917515] yes=35,no=36,missing=35,gain=2.83049107,cover=4075
- 35:[Pol<23.2745647] yes=71,no=72,missing=71,gain=1.83706629,cover=1297
- 71:leaf=-0.00186714157,cover=0
- 72:leaf=0.00261591794,cover=0
- 36:[Sulc0<0.32645905] yes=73,no=74,missing=73,gain=1.45228195,cover=2778
- 73:leaf=0.00295104994,cover=0
- 74:leaf=0.000633080315,cover=0
- 18:[Pol<127.728462] yes=37,no=38,missing=37,gain=3.91233444,cover=13738
- 37:[LGI5<3.62495422] yes=75,no=76,missing=76,gain=2.02866459,cover=8602
- 75:leaf=-0.00163325795,cover=0
- 76:leaf=-0.00620562909,cover=0
- 38:[Ecc<6.70300007] yes=77,no=78,missing=77,gain=3.34432244,cover=5136
- 77:leaf=-0.00271816342,cover=0
- 78:leaf=0.000581244298,cover=0
- 4:[Curv5<-0.0620335713] yes=9,no=10,missing=9,gain=3.5354805,cover=6913
- 9:[PialCurv5<-0.0868030339] yes=19,no=20,missing=19,gain=1.51455069,cover=291
- 19:[LGI5<2.62417936] yes=39,no=40,missing=39,gain=0.973379433,cover=85
- 39:[MidArea5<0.790073812] yes=79,no=80,missing=79,gain=0.61547327,cover=79
- 79:leaf=0.017592812,cover=0
- 80:leaf=0.000925086089,cover=0
- 40:leaf=-0.0172584374,cover=0
- 20:[Ecc<1.46579576] yes=41,no=42,missing=42,gain=0.965986729,cover=206
- 41:[Pol<168.023468] yes=81,no=82,missing=81,gain=0.660599411,cover=91
- 81:leaf=0.00579963764,cover=0
- 82:leaf=-0.0102758529,cover=0
- 42:[PialArea5<0.777740717] yes=83,no=84,missing=83,gain=1.40467262,cover=115
- 83:leaf=0.0202248916,cover=0
- 84:leaf=0.00793146715,cover=0
- 10:[Ecc<20.0856266] yes=21,no=22,missing=21,gain=4.27084398,cover=6622
- 21:[LGI5<3.23225117] yes=43,no=44,missing=43,gain=4.8044529,cover=4290
- 43:[Sulc0<-0.481185079] yes=85,no=86,missing=85,gain=3.2124517,cover=4075
- 85:leaf=-0.00370512321,cover=0
- 86:leaf=0.000603432534,cover=0
- 44:[Pol<92.7492142] yes=87,no=88,missing=88,gain=1.98197365,cover=215
- 87:leaf=-0.0140139507,cover=0
- 88:leaf=-0.00396955013,cover=0
- 22:[Ecc<32.6813126] yes=45,no=46,missing=46,gain=3.87183285,cover=2332
- 45:[LGI5<3.84897733] yes=89,no=90,missing=89,gain=1.86073494,cover=879
- 89:leaf=0.00570623763,cover=0
- 90:leaf=-0.00222370843,cover=0
- 46:[Sulc0<1.11117697] yes=91,no=92,missing=91,gain=2.30084562,cover=1453
- 91:leaf=-0.0011209544,cover=0
- 92:leaf=0.00286086835,cover=0
- 2:[Sulc0<0.15957281] yes=5,no=6,missing=6,gain=2.03568602,cover=1432716
- 5:[Area5<0.987501919] yes=11,no=12,missing=11,gain=1.95035303,cover=1401322
- 11:[MidArea5<1.21578133] yes=23,no=24,missing=23,gain=2.00872564,cover=1389403
- 23:[PialArea5<1.57955706] yes=47,no=48,missing=47,gain=1.69588065,cover=1376732
- 47:[Ecc<0.295587689] yes=93,no=94,missing=93,gain=1.78422797,cover=1369736
- 93:leaf=-0.000588869851,cover=0
- 94:leaf=3.60193044e-05,cover=0
- 48:[LGI5<3.60428405] yes=95,no=96,missing=95,gain=8.36061478,cover=6996
- 95:leaf=-0.00085907022,cover=0
- 96:leaf=0.0265179724,cover=0
- 24:[LGI5<2.81359315] yes=49,no=50,missing=49,gain=1.78439498,cover=12671
- 49:[Sulc0<-0.108384088] yes=97,no=98,missing=98,gain=2.36046815,cover=8913
- 97:leaf=0.00101446197,cover=0
- 98:leaf=0.02320721,cover=0
- 50:[Ecc<4.53598547] yes=99,no=100,missing=99,gain=3.465137,cover=3758
- 99:leaf=-0.00526548317,cover=0
- 100:leaf=0.000205314835,cover=0
- 12:[PialCurv5<-0.151339546] yes=25,no=26,missing=25,gain=1.79097128,cover=11919
- 25:[PialArea5<1.57955706] yes=51,no=52,missing=51,gain=1.90205574,cover=514
- 51:[Pol<48.3047981] yes=101,no=102,missing=101,gain=0.997592449,cover=391
- 101:leaf=-0.00386301661,cover=0
- 102:leaf=-0.0100411428,cover=0
- 52:[LGI5<2.60638428] yes=103,no=104,missing=103,gain=4.44189072,cover=123
- 103:leaf=0.0151539147,cover=0
- 104:leaf=-0.00480406452,cover=0
- 26:[Pol<168.718765] yes=53,no=54,missing=53,gain=2.07897186,cover=11405
- 53:[LGI5<2.3865335] yes=105,no=106,missing=105,gain=1.65267992,cover=10760
- 105:leaf=0.00059864932,cover=0
- 106:leaf=-0.000953543116,cover=0
- 54:[Ecc<32.6813126] yes=107,no=108,missing=108,gain=2.93118072,cover=645
- 107:leaf=0.00333852926,cover=0
- 108:leaf=-0.00835597795,cover=0
- 6:[Pol<166.64444] yes=13,no=14,missing=13,gain=3.49125004,cover=31394
- 13:[LGI5<3.74316525] yes=27,no=28,missing=28,gain=4.11882687,cover=29781
- 27:[Ecc<6.22534323] yes=55,no=56,missing=56,gain=1.85234189,cover=28834
- 55:[Pol<101.695656] yes=109,no=110,missing=109,gain=2.89003086,cover=733
- 109:leaf=0.00536569906,cover=0
- 110:leaf=-0.00110795931,cover=0
- 56:[LGI5<3.09872246] yes=111,no=112,missing=111,gain=2.2133112,cover=28101
- 111:leaf=-7.41585682e-05,cover=0
- 112:leaf=0.000813857769,cover=0
- 28:[Ecc<41.2560654] yes=57,no=58,missing=57,gain=2.77393818,cover=947
- 57:[Sulc0<0.966456771] yes=113,no=114,missing=113,gain=1.58759022,cover=611
- 113:leaf=0.00636383472,cover=0
- 114:leaf=-0.00567255495,cover=0
- 58:[Pol<16.156723] yes=115,no=116,missing=115,gain=1.75256145,cover=336
- 115:leaf=0.01074214,cover=0
- 116:leaf=-0.00107495557,cover=0
- 14:[LGI5<3.33014965] yes=29,no=30,missing=29,gain=3.56456423,cover=1613
- 29:[Ecc<40.3354568] yes=59,no=60,missing=59,gain=2.94829345,cover=903
- 59:[PialCurv5<-0.0363363102] yes=117,no=118,missing=117,gain=1.4498719,cover=248
- 117:leaf=-0.00597724505,cover=0
- 118:leaf=0.00465649366,cover=0
- 60:[PialCurv5<-0.117370568] yes=119,no=120,missing=119,gain=1.84650755,cover=655
- 119:leaf=0.0223312341,cover=0
- 120:leaf=0.00166288984,cover=0
- 30:[Curv5<-0.0816265643] yes=61,no=62,missing=61,gain=1.08673191,cover=710
- 61:[LGI5<3.60428405] yes=121,no=122,missing=121,gain=1.60000408,cover=399
- 121:leaf=-3.60060112e-05,cover=0
- 122:leaf=-0.00643809745,cover=0
- 62:[LGI5<3.78836131] yes=123,no=124,missing=123,gain=1.34906149,cover=311
- 123:leaf=-0.00768631091,cover=0
- 124:leaf=0.00408294005,cover=0
-booster[531]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=1,gain=1.01484454,cover=5124388
- 1:[MidArea5<0.439916283] yes=3,no=4,missing=3,gain=0.927459478,cover=40033
- 3:[Area5<0.64983958] yes=7,no=8,missing=8,gain=4.92928076,cover=21475
- 7:[Pol<95.6227875] yes=15,no=16,missing=15,gain=1.11958265,cover=20401
- 15:[Curv5<0.116796501] yes=31,no=32,missing=32,gain=1.13641334,cover=6910
- 31:[Ecc<9.75650311] yes=61,no=62,missing=61,gain=0.462600589,cover=304
- 61:leaf=0.0028641799,cover=0
- 62:leaf=-0.00291464478,cover=0
- 32:[PialCurv5<0.128475845] yes=63,no=64,missing=63,gain=1.59780002,cover=6606
- 63:leaf=0.00445448561,cover=0
- 64:leaf=0.000782771327,cover=0
- 16:[Ecc<29.3556995] yes=33,no=34,missing=33,gain=1.4103055,cover=13491
- 33:[LGI5<2.42065382] yes=65,no=66,missing=65,gain=1.49178064,cover=13074
- 65:leaf=0.000826239586,cover=0
- 66:leaf=-0.000379237492,cover=0
- 34:[LGI5<3.23225117] yes=67,no=68,missing=68,gain=1.23914409,cover=417
- 67:leaf=0.000547529606,cover=0
- 68:leaf=0.00605566287,cover=0
- 8:[Ecc<17.7876587] yes=17,no=18,missing=17,gain=1.63607979,cover=1074
- 17:[Sulc0<0.676033437] yes=35,no=36,missing=35,gain=0.78537035,cover=582
- 35:[LGI5<2.33061647] yes=69,no=70,missing=70,gain=0.918762684,cover=130
- 69:leaf=0.000146284583,cover=0
- 70:leaf=0.0109769804,cover=0
- 36:[Area5<0.667375207] yes=71,no=72,missing=71,gain=0.515688419,cover=452
- 71:leaf=0.00343688321,cover=0
- 72:leaf=0.00713749975,cover=0
- 18:[Sulc0<0.74744761] yes=37,no=38,missing=37,gain=1.956761,cover=492
- 37:[Pol<87.9431763] yes=73,no=74,missing=74,gain=0.329904556,cover=65
- 73:leaf=-0.00284177554,cover=0
- 74:leaf=-0.0100342082,cover=0
- 38:[LGI5<3.25380015] yes=75,no=76,missing=75,gain=0.61523211,cover=427
- 75:leaf=0.00135729671,cover=0
- 76:leaf=0.00525110168,cover=0
- 4:[Curv5<0.266060919] yes=9,no=10,missing=9,gain=1.57378328,cover=18558
- 9:[Area5<0.685542226] yes=19,no=20,missing=19,gain=1.47139871,cover=17953
- 19:[LGI5<2.2730217] yes=39,no=40,missing=39,gain=1.03549814,cover=11697
- 39:[Ecc<4.8056078] yes=77,no=78,missing=77,gain=1.43349195,cover=187
- 77:leaf=-0.00663881144,cover=0
- 78:leaf=0.00307573704,cover=0
- 40:[Ecc<2.48523927] yes=79,no=80,missing=79,gain=1.31262064,cover=11510
- 79:leaf=0.00401813863,cover=0
- 80:leaf=-0.000262089045,cover=0
- 20:[MidArea5<0.460721314] yes=41,no=42,missing=41,gain=1.52311039,cover=6256
- 41:[Area5<0.692729533] yes=81,no=82,missing=81,gain=0.523044825,cover=651
- 81:leaf=0.00122684019,cover=0
- 82:leaf=0.00412931293,cover=0
- 42:[Sulc0<0.662694752] yes=83,no=84,missing=84,gain=1.451141,cover=5605
- 83:leaf=0.002985914,cover=0
- 84:leaf=0.000176050686,cover=0
- 10:[Ecc<2.97906685] yes=21,no=22,missing=21,gain=0.60196197,cover=605
- 21:[Pol<93.9093552] yes=43,no=44,missing=44,gain=0.469869554,cover=78
- 43:[Ecc<2.02168798] yes=85,no=86,missing=85,gain=0.0615300536,cover=10
- 85:leaf=0.00354450359,cover=0
- 86:leaf=0.013567999,cover=0
- 44:[LGI5<2.47959709] yes=87,no=88,missing=87,gain=0.193546712,cover=68
- 87:leaf=-0.00129690976,cover=0
- 88:leaf=0.00527594518,cover=0
- 22:[Pol<113.394409] yes=45,no=46,missing=46,gain=0.664384842,cover=527
- 45:[LGI5<3.3215456] yes=89,no=90,missing=89,gain=0.580608368,cover=517
- 89:leaf=-0.00393317966,cover=0
- 90:leaf=0.0016112529,cover=0
- 46:[LGI5<2.99035311] yes=91,no=92,missing=91,gain=0.194844872,cover=10
- 91:leaf=0.0113863256,cover=0
- 92:leaf=-0.00698809326,cover=0
- 2:[PialCurv5<0.493508637] yes=5,no=6,missing=5,gain=1.12253249,cover=5084355
- 5:[PialCurv5<0.394910008] yes=11,no=12,missing=12,gain=1.5977422,cover=5070511
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=24,gain=1.56566572,cover=4999192
- 23:[Ecc<34.5416374] yes=47,no=48,missing=47,gain=1.27867615,cover=4986099
- 47:[LGI5<3.31338549] yes=93,no=94,missing=93,gain=2.79549766,cover=4646280
- 93:leaf=1.93347169e-05,cover=0
- 94:leaf=-0.000103693106,cover=0
- 48:[Pol<121.948479] yes=95,no=96,missing=95,gain=13.0892973,cover=339819
- 95:leaf=-0.000306731934,cover=0
- 96:leaf=0.000359691185,cover=0
- 24:[Curv5<0.149355054] yes=49,no=50,missing=49,gain=2.82698202,cover=13093
- 49:[Area5<0.604913712] yes=97,no=98,missing=98,gain=2.74269342,cover=4842
- 97:leaf=-0.00645078812,cover=0
- 98:leaf=0.00168279547,cover=0
- 50:[PialCurv5<0.0987490341] yes=99,no=100,missing=99,gain=1.42079043,cover=8251
- 99:leaf=0.0064143124,cover=0
- 100:leaf=-8.35973624e-05,cover=0
- 12:[PialArea5<0.498393416] yes=25,no=26,missing=25,gain=2.0832181,cover=71319
- 25:[Sulc0<-0.130613819] yes=51,no=52,missing=52,gain=2.31693697,cover=68230
- 51:[Area5<0.529385149] yes=101,no=102,missing=101,gain=1.2079457,cover=866
- 101:leaf=-0.00536218798,cover=0
- 102:leaf=0.00272661424,cover=0
- 52:[LGI5<3.31338549] yes=103,no=104,missing=103,gain=2.2771399,cover=67364
- 103:leaf=-0.000444811129,cover=0
- 104:leaf=0.000399290177,cover=0
- 26:[Curv5<0.183586344] yes=53,no=54,missing=53,gain=2.02731895,cover=3089
- 53:[Ecc<1.10530448] yes=105,no=106,missing=106,gain=1.50069427,cover=1748
- 105:leaf=-0.00742742885,cover=0
- 106:leaf=0.0023759359,cover=0
- 54:[PialCurv5<0.426807076] yes=107,no=108,missing=107,gain=0.600344419,cover=1341
- 107:leaf=-0.00132306933,cover=0
- 108:leaf=0.000821653288,cover=0
- 6:[LGI5<2.78495932] yes=13,no=14,missing=14,gain=1.69517744,cover=13844
- 13:[Area5<0.453641325] yes=27,no=28,missing=27,gain=3.38936186,cover=8594
- 27:leaf=0.0187787656,cover=0
- 28:[Sulc0<0.966456771] yes=55,no=56,missing=55,gain=2.51109385,cover=8571
- 55:[Curv5<0.103246093] yes=109,no=110,missing=109,gain=2.50246739,cover=7861
- 109:leaf=-0.00886964425,cover=0
- 110:leaf=0.000307476381,cover=0
- 56:[Ecc<5.53207445] yes=111,no=112,missing=111,gain=1.17263055,cover=710
- 111:leaf=0.00119228323,cover=0
- 112:leaf=-0.00389309088,cover=0
- 14:[Sulc0<1.06550956] yes=29,no=30,missing=29,gain=2.05163145,cover=5250
- 29:[LGI5<3.67381835] yes=57,no=58,missing=57,gain=1.77193594,cover=3557
- 57:[LGI5<3.55025291] yes=113,no=114,missing=114,gain=1.68193626,cover=3371
- 113:leaf=0.00190664921,cover=0
- 114:leaf=0.00859089848,cover=0
- 58:[Pol<99.5532455] yes=115,no=116,missing=115,gain=1.23466468,cover=186
- 115:leaf=-0.00408198731,cover=0
- 116:leaf=0.0108922105,cover=0
- 30:[Ecc<10.8716469] yes=59,no=60,missing=59,gain=1.0828073,cover=1693
- 59:[Ecc<8.48579407] yes=117,no=118,missing=117,gain=0.808351994,cover=304
- 117:leaf=0.00159501366,cover=0
- 118:leaf=-0.00441972679,cover=0
- 60:[LGI5<2.95653391] yes=119,no=120,missing=119,gain=0.985714853,cover=1389
- 119:leaf=0.00460755499,cover=0
- 120:leaf=-9.79610122e-05,cover=0
-booster[532]:
-0:[Sulc0<-0.720188618] yes=1,no=2,missing=1,gain=0.998458385,cover=5124388
- 1:[LGI5<3.33878016] yes=3,no=4,missing=3,gain=4.58144808,cover=989292
- 3:[Curv5<0.00780903921] yes=7,no=8,missing=8,gain=3.69640517,cover=909009
- 7:[Ecc<5.85121489] yes=15,no=16,missing=15,gain=3.62882614,cover=907000
- 15:[MidArea5<1.21578133] yes=31,no=32,missing=31,gain=2.75704765,cover=631927
- 31:[PialCurv5<-0.0668589398] yes=63,no=64,missing=63,gain=3.25646687,cover=623919
- 63:leaf=-5.13945815e-05,cover=0
- 64:leaf=0.000374842522,cover=0
- 32:[LGI5<2.77389717] yes=65,no=66,missing=65,gain=3.54888558,cover=8008
- 65:leaf=0.00132992014,cover=0
- 66:leaf=-0.00175649754,cover=0
- 16:[LGI5<2.67457628] yes=33,no=34,missing=33,gain=9.54402733,cover=275073
- 33:[Pol<176.970428] yes=67,no=68,missing=67,gain=5.42762947,cover=67327
- 67:leaf=-0.000883985427,cover=0
- 68:leaf=0.000670891895,cover=0
- 34:[PialCurv5<-0.138158455] yes=69,no=70,missing=69,gain=5.95961428,cover=207746
- 69:leaf=0.000259948283,cover=0
- 70:leaf=-0.000283064786,cover=0
- 8:[LGI5<3.268116] yes=17,no=18,missing=17,gain=3.6082952,cover=2009
- 17:[PialArea5<0.601145923] yes=35,no=36,missing=36,gain=3.65001535,cover=1990
- 35:[PialCurv5<0.224192142] yes=71,no=72,missing=72,gain=1.69810474,cover=735
- 71:leaf=0.000778471818,cover=0
- 72:leaf=-0.0136468923,cover=0
- 36:[Ecc<0.567370772] yes=73,no=74,missing=74,gain=1.8785162,cover=1255
- 73:leaf=-0.00100814004,cover=0
- 74:leaf=-0.00529126497,cover=0
- 18:[Area5<0.72514528] yes=37,no=38,missing=37,gain=3.14116979,cover=19
- 37:[Pol<5.90224934] yes=75,no=76,missing=76,gain=0.276048601,cover=8
- 75:leaf=-0.014636551,cover=0
- 76:leaf=0.0025726012,cover=0
- 38:[Pol<3.6072247] yes=77,no=78,missing=77,gain=0.178868771,cover=11
- 77:leaf=0.0411557481,cover=0
- 78:leaf=0.0184518006,cover=0
- 4:[Ecc<10.147254] yes=9,no=10,missing=9,gain=1.4121294,cover=80283
- 9:[LGI5<3.94193578] yes=19,no=20,missing=19,gain=2.23575711,cover=7739
- 19:[Pol<42.7478409] yes=39,no=40,missing=40,gain=1.80307424,cover=7664
- 39:[Pol<8.56911278] yes=79,no=80,missing=79,gain=1.77582705,cover=5270
- 79:leaf=-0.00208993047,cover=0
- 80:leaf=0.000490564038,cover=0
- 40:[Ecc<5.72519016] yes=81,no=82,missing=81,gain=3.49212909,cover=2394
- 81:leaf=-0.0127169266,cover=0
- 82:leaf=-0.00122025586,cover=0
- 20:[Pol<31.3444195] yes=41,no=42,missing=42,gain=1.47383595,cover=75
- 41:[MidArea5<0.80754292] yes=83,no=84,missing=83,gain=0.27147913,cover=34
- 83:leaf=0.0170975756,cover=0
- 84:leaf=0.00101356511,cover=0
- 42:[PialCurv5<-0.121481076] yes=85,no=86,missing=86,gain=0.153283387,cover=41
- 85:leaf=0.00578449992,cover=0
- 86:leaf=-0.000503005751,cover=0
- 10:[LGI5<3.74316525] yes=21,no=22,missing=22,gain=1.8000803,cover=72544
- 21:[PialArea5<1.4350239] yes=43,no=44,missing=43,gain=1.22474813,cover=62251
- 43:[Area5<0.987501919] yes=87,no=88,missing=88,gain=1.97236776,cover=61266
- 87:leaf=0.000472376589,cover=0
- 88:leaf=-0.00536615727,cover=0
- 44:[PialCurv5<-0.123133563] yes=89,no=90,missing=89,gain=0.723468661,cover=985
- 89:leaf=0.000234153864,cover=0
- 90:leaf=0.00315213948,cover=0
- 22:[Area5<0.778322995] yes=45,no=46,missing=45,gain=1.09492064,cover=10293
- 45:[Curv5<-0.185332045] yes=91,no=92,missing=92,gain=1.56604838,cover=8712
- 91:leaf=-0.000124934173,cover=0
- 92:leaf=-0.00184305781,cover=0
- 46:[PialArea5<1.39628088] yes=93,no=94,missing=93,gain=1.06911445,cover=1581
- 93:leaf=0.00151421316,cover=0
- 94:leaf=-0.00219394476,cover=0
- 2:[Curv5<-0.225438625] yes=5,no=6,missing=5,gain=3.26873946,cover=4135096
- 5:[PialCurv5<-0.120663248] yes=11,no=12,missing=11,gain=16.3847027,cover=275553
- 11:[Pol<147.599014] yes=23,no=24,missing=23,gain=8.23127365,cover=208812
- 23:[Pol<35.2629585] yes=47,no=48,missing=48,gain=4.13169861,cover=136940
- 47:[LGI5<2.75749183] yes=95,no=96,missing=95,gain=4.88076019,cover=44178
- 95:leaf=-0.000986227184,cover=0
- 96:leaf=0.000145083162,cover=0
- 48:[MidArea5<0.770541191] yes=97,no=98,missing=97,gain=7.06970835,cover=92762
- 97:leaf=0.000115313873,cover=0
- 98:leaf=0.00110660703,cover=0
- 24:[Sulc0<-0.265099555] yes=49,no=50,missing=49,gain=3.12877131,cover=71872
- 49:[PialArea5<1.0952065] yes=99,no=100,missing=99,gain=2.70648527,cover=63187
- 99:leaf=-0.000247431395,cover=0
- 100:leaf=-0.00137782237,cover=0
- 50:[Area5<0.589787364] yes=101,no=102,missing=101,gain=3.07365561,cover=8685
- 101:leaf=1.83367392e-05,cover=0
- 102:leaf=-0.00200391514,cover=0
- 12:[Ecc<3.73767829] yes=25,no=26,missing=25,gain=12.1172638,cover=66741
- 25:[Area5<0.595263004] yes=51,no=52,missing=51,gain=4.80242491,cover=10001
- 51:[Area5<0.404548973] yes=103,no=104,missing=103,gain=4.08314323,cover=7680
- 103:leaf=0.00163582526,cover=0
- 104:leaf=-0.00179311226,cover=0
- 52:[Pol<27.4246235] yes=105,no=106,missing=105,gain=2.30477953,cover=2321
- 105:leaf=-0.00182371121,cover=0
- 106:leaf=0.00205470435,cover=0
- 26:[MidArea5<0.727421284] yes=53,no=54,missing=53,gain=7.62127495,cover=56740
- 53:[LGI5<2.18291569] yes=107,no=108,missing=107,gain=3.50766158,cover=23732
- 107:leaf=0.00874590781,cover=0
- 108:leaf=0.000413946196,cover=0
- 54:[PialCurv5<-0.103163145] yes=109,no=110,missing=109,gain=6.94078445,cover=33008
- 109:leaf=0.00115772011,cover=0
- 110:leaf=0.00273878756,cover=0
- 6:[PialCurv5<-0.142826259] yes=13,no=14,missing=13,gain=17.3519058,cover=3859543
- 13:[Curv5<-0.200394869] yes=27,no=28,missing=28,gain=8.53852844,cover=21834
- 27:[MidArea5<0.907176316] yes=55,no=56,missing=55,gain=3.14362454,cover=12323
- 55:[PialCurv5<-0.159167215] yes=111,no=112,missing=111,gain=2.29549575,cover=10515
- 111:leaf=0.00220513204,cover=0
- 112:leaf=0.000459012546,cover=0
- 56:[Pol<119.248337] yes=113,no=114,missing=113,gain=1.74925327,cover=1808
- 113:leaf=-0.000206878627,cover=0
- 114:leaf=-0.00343383453,cover=0
- 28:[Ecc<4.07113361] yes=57,no=58,missing=57,gain=8.78852081,cover=9511
- 57:[MidArea5<0.646593809] yes=115,no=116,missing=116,gain=5.65348053,cover=1674
- 115:leaf=0.00202450133,cover=0
- 116:leaf=0.0080447169,cover=0
- 58:[PialCurv5<-0.181738108] yes=117,no=118,missing=117,gain=6.46015072,cover=7837
- 117:leaf=-0.00236746832,cover=0
- 118:leaf=0.00231802044,cover=0
- 14:[Curv5<-0.0553030409] yes=29,no=30,missing=29,gain=2.63507771,cover=3837709
- 29:[PialCurv5<-0.0173297711] yes=59,no=60,missing=59,gain=10.1302967,cover=1367083
- 59:[Pol<152.827332] yes=119,no=120,missing=119,gain=12.3653793,cover=1264509
- 119:leaf=-0.000188344115,cover=0
- 120:leaf=0.000184728284,cover=0
- 60:[MidArea5<0.716947436] yes=121,no=122,missing=121,gain=29.9051819,cover=102574
- 121:leaf=-0.00052353082,cover=0
- 122:leaf=0.00119126949,cover=0
- 30:[PialCurv5<-0.0347327143] yes=61,no=62,missing=61,gain=30.1828823,cover=2470626
- 61:[PialArea5<0.70906347] yes=123,no=124,missing=123,gain=24.8618011,cover=87097
- 123:leaf=-0.000244955503,cover=0
- 124:leaf=0.00154025143,cover=0
- 62:[Curv5<-0.0273730159] yes=125,no=126,missing=125,gain=7.37748384,cover=2383529
- 125:leaf=-0.000316942518,cover=0
- 126:leaf=1.36851768e-05,cover=0
-booster[533]:
-0:[Pol<2.97048163] yes=1,no=2,missing=1,gain=0.998265743,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=4,gain=3.477988,cover=60049
- 3:[PialCurv5<0.0044251224] yes=7,no=8,missing=7,gain=3.88879347,cover=19947
- 7:[LGI5<3.07984829] yes=15,no=16,missing=15,gain=1.44910204,cover=18156
- 15:[Sulc0<0.151281953] yes=31,no=32,missing=31,gain=1.16794455,cover=15773
- 31:[Area5<0.742118597] yes=63,no=64,missing=63,gain=1.07622814,cover=15765
- 63:leaf=0.00034909643,cover=0
- 64:leaf=-0.000537231739,cover=0
- 32:[Area5<0.721707046] yes=65,no=66,missing=65,gain=0.758926868,cover=8
- 65:leaf=-0.0258376598,cover=0
- 66:leaf=0.0064358809,cover=0
- 16:[Sulc0<-0.137935251] yes=33,no=34,missing=34,gain=0.978837967,cover=2383
- 33:[PialArea5<0.520672619] yes=67,no=68,missing=67,gain=0.938171744,cover=2355
- 67:leaf=0.0159451813,cover=0
- 68:leaf=-0.00121127442,cover=0
- 34:[Ecc<8.17402458] yes=69,no=70,missing=69,gain=1.02794588,cover=28
- 69:leaf=-0.0157458782,cover=0
- 70:leaf=0.00560507644,cover=0
- 8:[Sulc0<-0.123243913] yes=17,no=18,missing=18,gain=1.69651175,cover=1791
- 17:[PialArea5<0.445556581] yes=35,no=36,missing=36,gain=1.28284681,cover=1431
- 35:[Curv5<0.118689038] yes=71,no=72,missing=71,gain=1.67077184,cover=25
- 71:leaf=0.0266469549,cover=0
- 72:leaf=4.52101222e-06,cover=0
- 36:[Curv5<-0.0553030409] yes=73,no=74,missing=73,gain=0.836517334,cover=1406
- 73:leaf=-0.00540454732,cover=0
- 74:leaf=-0.00155031157,cover=0
- 18:[Area5<0.576076329] yes=37,no=38,missing=37,gain=0.729487896,cover=360
- 37:[Ecc<1.46579576] yes=75,no=76,missing=76,gain=0.0247781277,cover=10
- 75:leaf=-0.00441035349,cover=0
- 76:leaf=-0.0193531439,cover=0
- 38:[LGI5<3.58443618] yes=77,no=78,missing=77,gain=0.517656565,cover=350
- 77:leaf=-0.00548748393,cover=0
- 78:leaf=0.00751203438,cover=0
- 4:[MidArea5<0.648438752] yes=9,no=10,missing=10,gain=2.61377358,cover=40102
- 9:[Ecc<35.8605728] yes=19,no=20,missing=19,gain=1.59574747,cover=3416
- 19:[LGI5<2.68420529] yes=39,no=40,missing=40,gain=2.05914998,cover=2636
- 39:[PialCurv5<-0.0209923834] yes=79,no=80,missing=80,gain=3.90060854,cover=104
- 79:leaf=-0.00353362714,cover=0
- 80:leaf=0.0157328155,cover=0
- 40:[Sulc0<-0.580759466] yes=81,no=82,missing=82,gain=1.26264358,cover=2532
- 81:leaf=6.18813501e-05,cover=0
- 82:leaf=-0.00242135487,cover=0
- 20:[Curv5<-0.185332045] yes=41,no=42,missing=41,gain=1.19360793,cover=780
- 41:[Area5<0.635019779] yes=83,no=84,missing=84,gain=0.38928771,cover=486
- 83:leaf=-0.000144666308,cover=0
- 84:leaf=-0.00860515889,cover=0
- 42:[LGI5<3.44046211] yes=85,no=86,missing=85,gain=0.715013981,cover=294
- 85:leaf=0.0049260715,cover=0
- 86:leaf=-0.00106548786,cover=0
- 10:[LGI5<3.38720298] yes=21,no=22,missing=21,gain=1.94332123,cover=36686
- 21:[PialArea5<1.06921077] yes=43,no=44,missing=43,gain=1.64651203,cover=30603
- 43:[LGI5<3.33878016] yes=87,no=88,missing=88,gain=1.56659794,cover=21459
- 87:leaf=0.000895131496,cover=0
- 88:leaf=0.00280890986,cover=0
- 44:[Sulc0<-0.258417875] yes=89,no=90,missing=90,gain=1.83457112,cover=9144
- 89:leaf=0.000423301797,cover=0
- 90:leaf=-0.00199789554,cover=0
- 22:[Ecc<30.959959] yes=45,no=46,missing=45,gain=0.934322715,cover=6083
- 45:[Sulc0<-0.357752919] yes=91,no=92,missing=91,gain=1.793612,cover=3788
- 91:leaf=0.000568679941,cover=0
- 92:leaf=-0.00357611268,cover=0
- 46:[LGI5<3.64692807] yes=93,no=94,missing=94,gain=2.38716173,cover=2295
- 93:leaf=-0.00187859964,cover=0
- 94:leaf=0.0020000604,cover=0
- 2:[LGI5<2.56078315] yes=5,no=6,missing=5,gain=1.11710298,cover=5064339
- 5:[Pol<97.9094925] yes=11,no=12,missing=12,gain=4.01900959,cover=1769946
- 11:[Ecc<30.959959] yes=23,no=24,missing=23,gain=6.90385294,cover=779201
- 23:[Ecc<4.53598547] yes=47,no=48,missing=48,gain=7.00505209,cover=778090
- 47:[PialCurv5<0.107261039] yes=95,no=96,missing=95,gain=8.56215954,cover=587698
- 95:leaf=-3.92898073e-05,cover=0
- 96:leaf=0.00052620034,cover=0
- 48:[Ecc<6.52965975] yes=97,no=98,missing=97,gain=15.2765188,cover=190392
- 97:leaf=0.000748505292,cover=0
- 98:leaf=-0.000166211859,cover=0
- 24:[PialCurv5<0.167567819] yes=49,no=50,missing=49,gain=1.49482203,cover=1111
- 49:[PialCurv5<-0.0819871053] yes=99,no=100,missing=99,gain=2.15651798,cover=863
- 99:leaf=-0.00108491885,cover=0
- 100:leaf=-0.00648426125,cover=0
- 50:[Ecc<45.751255] yes=101,no=102,missing=101,gain=0.678848147,cover=248
- 101:leaf=0.0010508548,cover=0
- 102:leaf=-0.00508540776,cover=0
- 12:[Area5<0.626857519] yes=25,no=26,missing=25,gain=6.79058647,cover=990745
- 25:[PialArea5<0.621054947] yes=51,no=52,missing=51,gain=4.56171465,cover=453387
- 51:[Ecc<7.49602938] yes=103,no=104,missing=103,gain=6.27625751,cover=100810
- 103:leaf=-0.000100068341,cover=0
- 104:leaf=-0.00189788418,cover=0
- 52:[Curv5<-0.100392215] yes=105,no=106,missing=105,gain=17.8881397,cover=352577
- 105:leaf=3.68277906e-05,cover=0
- 106:leaf=0.00101747515,cover=0
- 26:[Sulc0<0.0850813463] yes=53,no=54,missing=53,gain=12.3061905,cover=537358
- 53:[Pol<153.554306] yes=107,no=108,missing=107,gain=20.2239571,cover=356243
- 107:leaf=-0.000564716,cover=0
- 108:leaf=0.000271594676,cover=0
- 54:[Pol<141.081833] yes=109,no=110,missing=109,gain=9.81149197,cover=181115
- 109:leaf=0.000227735989,cover=0
- 110:leaf=-0.00255374494,cover=0
- 6:[Ecc<3.54469991] yes=13,no=14,missing=13,gain=5.25178003,cover=3294393
- 13:[MidArea5<0.707922041] yes=27,no=28,missing=27,gain=9.15089035,cover=169569
- 27:[LGI5<2.61550069] yes=55,no=56,missing=55,gain=5.03111362,cover=66268
- 55:[MidArea5<0.588423193] yes=111,no=112,missing=111,gain=3.68950415,cover=28438
- 111:leaf=0.00149986811,cover=0
- 112:leaf=0.000279392669,cover=0
- 56:[Pol<99.5532455] yes=113,no=114,missing=113,gain=5.62970877,cover=37830
- 113:leaf=-0.00106831884,cover=0
- 114:leaf=0.000223557799,cover=0
- 28:[Area5<0.4695113] yes=57,no=58,missing=58,gain=6.59492493,cover=103301
- 57:[Pol<144.670364] yes=115,no=116,missing=115,gain=2.73455667,cover=532
- 115:leaf=-0.00114843796,cover=0
- 116:leaf=0.00705900649,cover=0
- 58:[Pol<46.5024796] yes=117,no=118,missing=118,gain=5.62504005,cover=102769
- 117:leaf=-0.000102220525,cover=0
- 118:leaf=-0.000881166663,cover=0
- 14:[PialArea5<1.29873812] yes=29,no=30,missing=29,gain=2.88816905,cover=3124824
- 29:[Pol<64.3762589] yes=59,no=60,missing=59,gain=3.28863597,cover=3045998
- 59:[Ecc<4.87342644] yes=119,no=120,missing=119,gain=12.0588694,cover=861216
- 119:leaf=0.000731896784,cover=0
- 120:leaf=-0.000137698415,cover=0
- 60:[Ecc<17.2700901] yes=121,no=122,missing=122,gain=6.25856352,cover=2184782
- 121:leaf=8.13904262e-05,cover=0
- 122:leaf=-9.66396619e-05,cover=0
- 30:[Ecc<5.08081961] yes=61,no=62,missing=62,gain=3.96876431,cover=78826
- 61:[Pol<29.3809395] yes=123,no=124,missing=123,gain=3.56129932,cover=15865
- 123:leaf=-0.001254395,cover=0
- 124:leaf=0.000253939623,cover=0
- 62:[Sulc0<-0.574995995] yes=125,no=126,missing=125,gain=3.97200632,cover=62961
- 125:leaf=0.000763479096,cover=0
- 126:leaf=-6.90795423e-05,cover=0
-booster[534]:
-0:[PialArea5<0.859420419] yes=1,no=2,missing=1,gain=1.02164543,cover=5124388
- 1:[Area5<0.782137334] yes=3,no=4,missing=3,gain=4.13552475,cover=3108132
- 3:[Ecc<6.52965975] yes=7,no=8,missing=8,gain=3.14143896,cover=2906812
- 7:[Pol<73.3354874] yes=15,no=16,missing=15,gain=10.2098637,cover=1142249
- 15:[Ecc<2.13501525] yes=31,no=32,missing=31,gain=33.9400787,cover=185111
- 31:[Curv5<-0.182293281] yes=63,no=64,missing=63,gain=4.9755702,cover=82878
- 63:leaf=0.000113358212,cover=0
- 64:leaf=-0.000684431638,cover=0
- 32:[Area5<0.687926829] yes=65,no=66,missing=65,gain=46.2122688,cover=102233
- 65:leaf=0.000387682318,cover=0
- 66:leaf=0.00288578379,cover=0
- 16:[MidArea5<0.689589858] yes=33,no=34,missing=34,gain=10.5547848,cover=957138
- 33:[Pol<116.615585] yes=67,no=68,missing=67,gain=11.9475336,cover=738384
- 67:leaf=-0.000121689627,cover=0
- 68:leaf=0.000283628673,cover=0
- 34:[Area5<0.672473609] yes=69,no=70,missing=70,gain=21.2847786,cover=218754
- 69:leaf=0.000295814447,cover=0
- 70:leaf=-0.000722313649,cover=0
- 8:[Sulc0<-0.23104082] yes=17,no=18,missing=17,gain=7.0242486,cover=1764563
- 17:[Curv5<-0.12365336] yes=35,no=36,missing=36,gain=24.5234451,cover=369317
- 35:[Pol<158.709351] yes=71,no=72,missing=71,gain=7.79279089,cover=244513
- 71:leaf=-0.000128246465,cover=0
- 72:leaf=0.000551757519,cover=0
- 36:[Area5<0.655598104] yes=73,no=74,missing=73,gain=22.1057129,cover=124804
- 73:leaf=-0.00164443871,cover=0
- 74:leaf=-0.000289278076,cover=0
- 18:[PialCurv5<0.0771882981] yes=37,no=38,missing=37,gain=13.7953129,cover=1395246
- 37:[LGI5<2.66988635] yes=75,no=76,missing=75,gain=15.4103155,cover=493459
- 75:leaf=0.000880961423,cover=0
- 76:leaf=7.6078657e-05,cover=0
- 38:[PialArea5<0.546516836] yes=77,no=78,missing=77,gain=13.4946547,cover=901787
- 77:leaf=-1.16693636e-05,cover=0
- 78:leaf=-0.000431582768,cover=0
- 4:[Curv5<0.0344051942] yes=9,no=10,missing=9,gain=4.20367527,cover=201320
- 9:[Pol<121.948479] yes=19,no=20,missing=19,gain=6.57511377,cover=36483
- 19:[Pol<81.5476837] yes=39,no=40,missing=40,gain=7.70059443,cover=22860
- 39:[LGI5<2.61063838] yes=79,no=80,missing=79,gain=5.78165388,cover=12540
- 79:leaf=0.00214764755,cover=0
- 80:leaf=-0.000514295185,cover=0
- 40:[Ecc<2.13501525] yes=81,no=82,missing=82,gain=7.07668209,cover=10320
- 81:leaf=0.00142213504,cover=0
- 82:leaf=-0.00234370679,cover=0
- 20:[LGI5<2.23211861] yes=41,no=42,missing=42,gain=3.80505204,cover=13623
- 41:[Sulc0<-0.258417875] yes=83,no=84,missing=83,gain=1.38473225,cover=125
- 83:leaf=-0.0102104824,cover=0
- 84:leaf=0.00456275186,cover=0
- 42:[Sulc0<-0.684786558] yes=85,no=86,missing=85,gain=4.00857401,cover=13498
- 85:leaf=0.00443602772,cover=0
- 86:leaf=0.000468767306,cover=0
- 10:[PialCurv5<0.064168714] yes=21,no=22,missing=22,gain=4.5575738,cover=164837
- 21:[Pol<51.9018669] yes=43,no=44,missing=43,gain=6.01052618,cover=10006
- 43:[Curv5<0.0513985939] yes=87,no=88,missing=88,gain=2.65238094,cover=2262
- 87:leaf=0.00223699259,cover=0
- 88:leaf=0.00574844331,cover=0
- 44:[Ecc<0.669936359] yes=89,no=90,missing=89,gain=3.63578749,cover=7744
- 89:leaf=0.00614374643,cover=0
- 90:leaf=0.000465428689,cover=0
- 22:[PialArea5<0.733388364] yes=45,no=46,missing=46,gain=3.59160423,cover=154831
- 45:[PialCurv5<0.160740122] yes=91,no=92,missing=91,gain=6.09363842,cover=126204
- 91:leaf=0.000931675371,cover=0
- 92:leaf=0.000146644801,cover=0
- 46:[MidArea5<0.95319289] yes=93,no=94,missing=93,gain=2.24438524,cover=28627
- 93:leaf=-0.000331954245,cover=0
- 94:leaf=0.00261146785,cover=0
- 2:[Curv5<-0.0461937301] yes=5,no=6,missing=5,gain=2.82479,cover=2016256
- 5:[PialCurv5<-0.00569582684] yes=11,no=12,missing=11,gain=17.7584419,cover=1786827
- 11:[Area5<0.640637577] yes=23,no=24,missing=24,gain=3.20322847,cover=1758318
- 23:[Curv5<-0.117843308] yes=47,no=48,missing=47,gain=17.3430462,cover=556444
- 47:[LGI5<2.8746686] yes=95,no=96,missing=96,gain=5.14585924,cover=512095
- 95:leaf=-7.97879329e-05,cover=0
- 96:leaf=0.000305170106,cover=0
- 48:[PialArea5<1.0376358] yes=97,no=98,missing=97,gain=10.5296955,cover=44349
- 97:leaf=0.00134831807,cover=0
- 98:leaf=-0.000855097722,cover=0
- 24:[Curv5<-0.245563462] yes=49,no=50,missing=50,gain=7.68794632,cover=1201874
- 49:[PialCurv5<-0.138158455] yes=99,no=100,missing=99,gain=6.10182476,cover=121260
- 99:leaf=6.63623287e-05,cover=0
- 100:leaf=0.00081789447,cover=0
- 50:[PialCurv5<-0.151339546] yes=101,no=102,missing=102,gain=7.23072672,cover=1080614
- 101:leaf=0.000846919313,cover=0
- 102:leaf=-0.000119465614,cover=0
- 12:[Area5<0.606435955] yes=25,no=26,missing=25,gain=13.3780003,cover=28509
- 25:[Ecc<3.48115921] yes=51,no=52,missing=52,gain=2.20530748,cover=1329
- 51:[Pol<44.6807365] yes=103,no=104,missing=104,gain=3.26387715,cover=713
- 103:leaf=-0.0096766483,cover=0
- 104:leaf=-0.000311864656,cover=0
- 52:[PialArea5<0.931472182] yes=105,no=106,missing=106,gain=1.54677963,cover=616
- 105:leaf=-0.00395732233,cover=0
- 106:leaf=-0.00919925701,cover=0
- 26:[Curv5<-0.0881721899] yes=53,no=54,missing=53,gain=7.81116295,cover=27180
- 53:[Area5<0.669950843] yes=107,no=108,missing=107,gain=5.92730904,cover=5502
- 107:leaf=0.000554728438,cover=0
- 108:leaf=0.00419755233,cover=0
- 54:[Sulc0<-0.0637059584] yes=109,no=110,missing=109,gain=6.56225586,cover=21678
- 109:leaf=0.000499329937,cover=0
- 110:leaf=0.00241433154,cover=0
- 6:[PialCurv5<-0.0245349593] yes=13,no=14,missing=13,gain=38.1733131,cover=229429
- 13:[Sulc0<-0.0172607526] yes=27,no=28,missing=27,gain=12.4339218,cover=32876
- 27:[Area5<0.598585367] yes=55,no=56,missing=55,gain=11.4234867,cover=25759
- 55:[Pol<80.2322083] yes=111,no=112,missing=111,gain=8.24960327,cover=482
- 111:leaf=-0.0133269429,cover=0
- 112:leaf=-0.000230012214,cover=0
- 56:[PialCurv5<-0.0704385936] yes=113,no=114,missing=114,gain=11.4077682,cover=25277
- 113:leaf=0.00551647553,cover=0
- 114:leaf=0.00112971873,cover=0
- 28:[Pol<57.8577347] yes=57,no=58,missing=57,gain=14.0007095,cover=7117
- 57:[LGI5<3.62495422] yes=115,no=116,missing=115,gain=4.71549606,cover=3291
- 115:leaf=0.00558592612,cover=0
- 116:leaf=0.0145061258,cover=0
- 58:[Ecc<20.7119312] yes=117,no=118,missing=117,gain=6.86696911,cover=3826
- 117:leaf=0.00342091895,cover=0
- 118:leaf=-0.000850813638,cover=0
- 14:[Ecc<16.7734241] yes=29,no=30,missing=29,gain=10.6543522,cover=196553
- 29:[Pol<165.944183] yes=59,no=60,missing=59,gain=8.19972324,cover=124293
- 59:[MidArea5<0.824597478] yes=119,no=120,missing=119,gain=7.59534025,cover=116532
- 119:leaf=0.000879748666,cover=0
- 120:leaf=2.62822523e-05,cover=0
- 60:[PialArea5<1.04617453] yes=121,no=122,missing=121,gain=3.71341276,cover=7761
- 121:leaf=-0.000904019747,cover=0
- 122:leaf=-0.00396630634,cover=0
- 30:[Sulc0<-0.498973608] yes=61,no=62,missing=62,gain=6.30582619,cover=72260
- 61:[Pol<7.58674097] yes=123,no=124,missing=124,gain=2.20320606,cover=311
- 123:leaf=0.0124454247,cover=0
- 124:leaf=0.00352640008,cover=0
- 62:[Sulc0<0.184694022] yes=125,no=126,missing=125,gain=5.87274456,cover=71949
- 125:leaf=-0.000974047172,cover=0
- 126:leaf=-6.06908106e-05,cover=0
-booster[535]:
-0:[PialArea5<1.05055559] yes=1,no=2,missing=2,gain=1.06210542,cover=5124388
- 1:[Pol<29.3809395] yes=3,no=4,missing=3,gain=2.56362987,cover=4337902
- 3:[Area5<0.631603718] yes=7,no=8,missing=7,gain=10.5251093,cover=385236
- 7:[PialCurv5<-0.0280297659] yes=15,no=16,missing=15,gain=13.9086227,cover=145002
- 15:[Ecc<14.9070177] yes=31,no=32,missing=31,gain=6.07505608,cover=137667
- 31:[Ecc<2.31110334] yes=63,no=64,missing=63,gain=6.68149948,cover=87852
- 63:leaf=-0.000269237993,cover=0
- 64:leaf=0.000604571309,cover=0
- 32:[LGI5<3.62495422] yes=65,no=66,missing=65,gain=5.32643223,cover=49815
- 65:leaf=-0.000677347882,cover=0
- 66:leaf=0.00156443182,cover=0
- 16:[PialArea5<0.511941612] yes=33,no=34,missing=33,gain=3.24833298,cover=7335
- 33:[Ecc<26.4278679] yes=67,no=68,missing=68,gain=3.95053506,cover=1315
- 67:leaf=-0.00148019975,cover=0
- 68:leaf=0.00531237293,cover=0
- 34:[LGI5<2.30180311] yes=69,no=70,missing=69,gain=3.21055412,cover=6020
- 69:leaf=0.000555701379,cover=0
- 70:leaf=-0.00322894077,cover=0
- 8:[LGI5<2.70988083] yes=17,no=18,missing=17,gain=17.783268,cover=240234
- 17:[Curv5<-0.218969986] yes=35,no=36,missing=35,gain=16.3250751,cover=49212
- 35:[Ecc<4.07113361] yes=71,no=72,missing=72,gain=10.0392056,cover=12984
- 71:leaf=0.000966199033,cover=0
- 72:leaf=-0.00181762094,cover=0
- 36:[Ecc<1.85215485] yes=73,no=74,missing=73,gain=31.505146,cover=36228
- 73:leaf=-0.000287298288,cover=0
- 74:leaf=0.00279810606,cover=0
- 18:[Ecc<44.7855835] yes=37,no=38,missing=37,gain=7.51926899,cover=191022
- 37:[Sulc0<0.795422614] yes=75,no=76,missing=75,gain=4.38210106,cover=173462
- 75:leaf=1.21484964e-05,cover=0
- 76:leaf=-0.00456718728,cover=0
- 38:[LGI5<3.44046211] yes=77,no=78,missing=77,gain=2.84943295,cover=17560
- 77:leaf=0.00140571909,cover=0
- 78:leaf=-0.000176978821,cover=0
- 4:[Sulc0<-0.370474488] yes=9,no=10,missing=9,gain=4.00919008,cover=3952666
- 9:[Area5<0.609410942] yes=19,no=20,missing=19,gain=8.96987343,cover=1237056
- 19:[PialCurv5<-0.0914456472] yes=39,no=40,missing=39,gain=7.40254164,cover=612707
- 39:[LGI5<2.13090348] yes=79,no=80,missing=79,gain=4.24065113,cover=421556
- 79:leaf=-0.00164566503,cover=0
- 80:leaf=-6.13766824e-05,cover=0
- 40:[Ecc<6.2938199] yes=81,no=82,missing=82,gain=18.4735432,cover=191151
- 81:leaf=0.000506870623,cover=0
- 82:leaf=-0.000857396517,cover=0
- 20:[Curv5<-0.258777469] yes=41,no=42,missing=42,gain=14.9353952,cover=624349
- 41:[Area5<0.682363749] yes=83,no=84,missing=84,gain=6.63724232,cover=52787
- 83:leaf=0.000240129215,cover=0
- 84:leaf=0.0015136617,cover=0
- 42:[Ecc<0.45941934] yes=85,no=86,missing=86,gain=13.1800728,cover=571562
- 85:leaf=0.000795615837,cover=0
- 86:leaf=-0.000356417237,cover=0
- 10:[LGI5<2.91823459] yes=21,no=22,missing=21,gain=5.49744129,cover=2715610
- 21:[Pol<129.571716] yes=43,no=44,missing=43,gain=18.3440838,cover=1537540
- 43:[Ecc<12.9325523] yes=87,no=88,missing=87,gain=10.9006557,cover=1292507
- 87:leaf=-4.90121602e-05,cover=0
- 88:leaf=0.000435111957,cover=0
- 44:[Ecc<5.91357183] yes=89,no=90,missing=89,gain=17.4601669,cover=245033
- 89:leaf=-2.07933008e-05,cover=0
- 90:leaf=0.000833284575,cover=0
- 22:[Ecc<2.54464626] yes=45,no=46,missing=46,gain=15.0096712,cover=1178070
- 45:[LGI5<3.02536297] yes=91,no=92,missing=91,gain=2.11472893,cover=262
- 91:leaf=0.00814492442,cover=0
- 92:leaf=0.0174089633,cover=0
- 46:[MidArea5<0.770541191] yes=93,no=94,missing=94,gain=7.94705772,cover=1177808
- 93:leaf=-2.86002137e-06,cover=0
- 94:leaf=-0.000316894962,cover=0
- 2:[Pol<39.9674568] yes=5,no=6,missing=6,gain=3.26366878,cover=786486
- 5:[LGI5<2.34802985] yes=11,no=12,missing=11,gain=4.34928703,cover=323677
- 11:[PialCurv5<-0.0379593484] yes=23,no=24,missing=24,gain=4.10721922,cover=27720
- 23:[Ecc<3.48115921] yes=47,no=48,missing=47,gain=3.31405616,cover=27159
- 47:[Curv5<-0.0860676765] yes=95,no=96,missing=96,gain=4.04061031,cover=24015
- 95:leaf=-0.000454242545,cover=0
- 96:leaf=0.00526413741,cover=0
- 48:[PialArea5<1.48916721] yes=97,no=98,missing=97,gain=4.49185896,cover=3144
- 97:leaf=-0.00152501464,cover=0
- 98:leaf=-0.0082601225,cover=0
- 24:[LGI5<2.28518939] yes=49,no=50,missing=50,gain=2.82607651,cover=561
- 49:[Ecc<1.15906882] yes=99,no=100,missing=99,gain=3.78929687,cover=227
- 99:leaf=0.00920876022,cover=0
- 100:leaf=-0.00480938097,cover=0
- 50:[Sulc0<-0.667459846] yes=101,no=102,missing=102,gain=3.07101822,cover=334
- 101:leaf=-0.00211524847,cover=0
- 102:leaf=-0.0118495561,cover=0
- 12:[Area5<0.656552851] yes=25,no=26,missing=25,gain=3.50534534,cover=295957
- 25:[Ecc<3.29132295] yes=51,no=52,missing=51,gain=3.77943277,cover=47665
- 51:[Ecc<1.3629595] yes=103,no=104,missing=104,gain=5.40716219,cover=22760
- 103:leaf=0.000919209793,cover=0
- 104:leaf=-0.000676487281,cover=0
- 52:[PialArea5<1.48916721] yes=105,no=106,missing=106,gain=6.68088484,cover=24905
- 105:leaf=0.000708598411,cover=0
- 106:leaf=0.00768547738,cover=0
- 26:[Ecc<3.16401935] yes=53,no=54,missing=54,gain=5.04827213,cover=248292
- 53:[Curv5<-0.16496937] yes=107,no=108,missing=107,gain=13.8947153,cover=37723
- 107:leaf=-0.000162009252,cover=0
- 108:leaf=0.00196191017,cover=0
- 54:[LGI5<2.64649582] yes=109,no=110,missing=109,gain=6.8471365,cover=210569
- 109:leaf=-0.000791806728,cover=0
- 110:leaf=-4.95136374e-05,cover=0
- 6:[Pol<164.532394] yes=13,no=14,missing=13,gain=5.26075554,cover=462809
- 13:[Ecc<6.16403294] yes=27,no=28,missing=28,gain=8.20059013,cover=346298
- 27:[PialCurv5<-0.103163145] yes=55,no=56,missing=55,gain=8.73813725,cover=193291
- 55:[Curv5<-0.144993886] yes=111,no=112,missing=111,gain=29.3275547,cover=76560
- 111:leaf=0.000216885266,cover=0
- 112:leaf=0.00482461741,cover=0
- 56:[Ecc<2.07756257] yes=113,no=114,missing=114,gain=10.7304897,cover=116731
- 113:leaf=0.000436781527,cover=0
- 114:leaf=-0.000585805799,cover=0
- 28:[Pol<155.012512] yes=57,no=58,missing=57,gain=8.00822353,cover=153007
- 57:[Pol<63.605114] yes=115,no=116,missing=116,gain=11.8677044,cover=122957
- 115:leaf=0.000118397809,cover=0
- 116:leaf=0.00111180963,cover=0
- 58:[Ecc<12.5441074] yes=117,no=118,missing=118,gain=3.3073051,cover=30050
- 117:leaf=-0.000774667773,cover=0
- 118:leaf=0.00027584855,cover=0
- 14:[Ecc<6.10119486] yes=29,no=30,missing=29,gain=13.4331732,cover=116511
- 29:[Curv5<-0.179045901] yes=59,no=60,missing=59,gain=15.5829792,cover=30949
- 59:[Area5<0.924216449] yes=119,no=120,missing=119,gain=6.17497349,cover=19386
- 119:leaf=-0.000179148556,cover=0
- 120:leaf=0.0148051847,cover=0
- 60:[Sulc0<-0.8873595] yes=121,no=122,missing=121,gain=9.05944443,cover=11563
- 121:leaf=1.70032199e-05,cover=0
- 122:leaf=0.00309325126,cover=0
- 30:[LGI5<3.24660802] yes=61,no=62,missing=61,gain=3.92453766,cover=85562
- 61:[Area5<0.655598104] yes=123,no=124,missing=123,gain=3.88261032,cover=62021
- 123:leaf=0.000271296041,cover=0
- 124:leaf=-0.000847402611,cover=0
- 62:[PialCurv5<-0.175695807] yes=125,no=126,missing=126,gain=2.62282109,cover=23541
- 125:leaf=-0.00651577441,cover=0
- 126:leaf=0.00011702536,cover=0
-booster[536]:
-0:[PialArea5<0.920147538] yes=1,no=2,missing=1,gain=1.02580547,cover=5124388
- 1:[PialCurv5<-0.122305259] yes=3,no=4,missing=3,gain=2.20340776,cover=3571572
- 3:[Curv5<-0.206445083] yes=7,no=8,missing=7,gain=23.0268269,cover=411039
- 7:[Area5<0.559839368] yes=15,no=16,missing=15,gain=3.67763901,cover=352592
- 15:[Ecc<2.6675415] yes=31,no=32,missing=31,gain=7.40176344,cover=167747
- 31:[Pol<123.615685] yes=63,no=64,missing=63,gain=4.51456022,cover=57801
- 63:leaf=3.64336302e-05,cover=0
- 64:leaf=-0.000856314145,cover=0
- 32:[Pol<78.8803177] yes=65,no=66,missing=65,gain=1.80180216,cover=109946
- 65:leaf=0.000637710793,cover=0
- 66:leaf=0.000208656187,cover=0
- 16:[Sulc0<0.00591620663] yes=33,no=34,missing=33,gain=4.54485607,cover=184845
- 33:[Curv5<-0.279226273] yes=67,no=68,missing=67,gain=3.84391761,cover=181479
- 67:leaf=0.000145983518,cover=0
- 68:leaf=-0.000341575185,cover=0
- 34:[Area5<0.719086528] yes=69,no=70,missing=69,gain=3.05655718,cover=3366
- 69:leaf=-0.00272240979,cover=0
- 70:leaf=0.00125458499,cover=0
- 8:[Area5<0.601796865] yes=17,no=18,missing=17,gain=8.67478752,cover=58447
- 17:[Curv5<-0.0390223041] yes=35,no=36,missing=36,gain=4.01290131,cover=32203
- 35:[Sulc0<-0.998678327] yes=71,no=72,missing=71,gain=2.34925199,cover=31851
- 71:leaf=-0.000831853889,cover=0
- 72:leaf=0.000658312289,cover=0
- 36:[Pol<85.4004211] yes=73,no=74,missing=73,gain=2.1053071,cover=352
- 73:leaf=-0.00831428543,cover=0
- 74:leaf=-0.000545118179,cover=0
- 18:[Pol<154.27803] yes=37,no=38,missing=38,gain=7.90578842,cover=26244
- 37:[Curv5<-0.0860676765] yes=75,no=76,missing=76,gain=8.5112381,cover=20421
- 75:leaf=0.00143300334,cover=0
- 76:leaf=-0.00377272326,cover=0
- 38:[PialCurv5<-0.142826259] yes=77,no=78,missing=77,gain=9.95177269,cover=5823
- 77:leaf=0.00780713139,cover=0
- 78:leaf=0.00236183801,cover=0
- 4:[Curv5<-0.0553030409] yes=9,no=10,missing=9,gain=4.4254427,cover=3160533
- 9:[Pol<163.830338] yes=19,no=20,missing=19,gain=6.11632538,cover=835453
- 19:[PialCurv5<-0.00569582684] yes=39,no=40,missing=39,gain=7.37953663,cover=733060
- 39:[Area5<0.628069878] yes=79,no=80,missing=80,gain=8.92115307,cover=683191
- 79:leaf=-5.61855741e-05,cover=0
- 80:leaf=-0.000419065822,cover=0
- 40:[MidArea5<0.725911021] yes=81,no=82,missing=81,gain=19.1176414,cover=49869
- 81:leaf=-0.000295554521,cover=0
- 82:leaf=0.00176923757,cover=0
- 20:[Ecc<1.41371143] yes=41,no=42,missing=41,gain=20.6321011,cover=102393
- 41:[MidArea5<0.761092186] yes=83,no=84,missing=83,gain=5.06088352,cover=19900
- 83:leaf=-0.000957777898,cover=0
- 84:leaf=-0.00372543628,cover=0
- 42:[PialCurv5<-0.00569582684] yes=85,no=86,missing=86,gain=6.41983509,cover=82493
- 85:leaf=0.000671918155,cover=0
- 86:leaf=-0.00160420465,cover=0
- 10:[PialCurv5<-0.0472753309] yes=21,no=22,missing=21,gain=7.81536865,cover=2325080
- 21:[MidArea5<0.638313055] yes=43,no=44,missing=43,gain=19.6161499,cover=37537
- 43:[Ecc<7.90440989] yes=87,no=88,missing=87,gain=5.30401897,cover=12153
- 87:leaf=-0.000102999889,cover=0
- 88:leaf=-0.00224943785,cover=0
- 44:[Pol<111.326981] yes=89,no=90,missing=89,gain=15.0020275,cover=25384
- 89:leaf=0.00264595146,cover=0
- 90:leaf=0.000208905578,cover=0
- 22:[Ecc<7.03401423] yes=45,no=46,missing=45,gain=3.98105764,cover=2287543
- 45:[Pol<71.0996552] yes=91,no=92,missing=91,gain=22.8707561,cover=843589
- 91:leaf=0.000978935394,cover=0
- 92:leaf=5.62111836e-06,cover=0
- 46:[Sulc0<-0.188964635] yes=93,no=94,missing=93,gain=20.8824348,cover=1443954
- 93:leaf=-0.000787556928,cover=0
- 94:leaf=-6.20588617e-06,cover=0
- 2:[Curv5<-0.024997253] yes=5,no=6,missing=5,gain=2.75611377,cover=1552816
- 5:[PialCurv5<0.00652291393] yes=11,no=12,missing=11,gain=4.18122768,cover=1472676
- 11:[PialCurv5<-0.0363363102] yes=23,no=24,missing=23,gain=2.23839784,cover=1453123
- 23:[Curv5<-0.066452302] yes=47,no=48,missing=47,gain=32.132267,cover=1346180
- 47:[Area5<0.638344944] yes=95,no=96,missing=96,gain=4.24446201,cover=1312183
- 95:leaf=0.000133572874,cover=0
- 96:leaf=-6.83013714e-05,cover=0
- 48:[PialCurv5<-0.0515215881] yes=97,no=98,missing=97,gain=12.0047989,cover=33997
- 97:leaf=0.00271091028,cover=0
- 98:leaf=0.000787355937,cover=0
- 24:[Curv5<-0.0881721899] yes=49,no=50,missing=49,gain=61.394722,cover=106943
- 49:[Area5<0.672473609] yes=99,no=100,missing=99,gain=17.4890289,cover=21523
- 99:leaf=-5.49781862e-06,cover=0
- 100:leaf=0.00310661341,cover=0
- 50:[Pol<80.8913651] yes=101,no=102,missing=101,gain=5.98343468,cover=85420
- 101:leaf=-0.00119085214,cover=0
- 102:leaf=-0.000349556736,cover=0
- 12:[Area5<0.68633163] yes=25,no=26,missing=26,gain=9.43312454,cover=19553
- 25:[PialArea5<1.00930154] yes=51,no=52,missing=51,gain=8.74994659,cover=3584
- 51:[LGI5<2.44006681] yes=103,no=104,missing=103,gain=2.79889178,cover=2403
- 103:leaf=0.00243299198,cover=0
- 104:leaf=-0.00112040027,cover=0
- 52:[Ecc<2.91795349] yes=105,no=106,missing=105,gain=3.99796104,cover=1181
- 105:leaf=-0.00158104615,cover=0
- 106:leaf=-0.00750432257,cover=0
- 26:[Curv5<-0.0860676765] yes=53,no=54,missing=53,gain=5.38127041,cover=15969
- 53:[Curv5<-0.22713457] yes=107,no=108,missing=108,gain=2.27351189,cover=1382
- 107:leaf=-0.00874420628,cover=0
- 108:leaf=0.00456000399,cover=0
- 54:[Pol<17.1471634] yes=109,no=110,missing=109,gain=3.18944979,cover=14587
- 109:leaf=-0.00184311438,cover=0
- 110:leaf=0.00117566332,cover=0
- 6:[PialCurv5<-0.0114707183] yes=13,no=14,missing=13,gain=30.5783463,cover=80140
- 13:[Sulc0<-0.0713235363] yes=27,no=28,missing=27,gain=9.26197433,cover=11564
- 27:[Area5<0.600206077] yes=55,no=56,missing=55,gain=7.40188599,cover=7798
- 55:[Pol<72.6247101] yes=111,no=112,missing=111,gain=5.66956139,cover=106
- 111:leaf=-0.0234078877,cover=0
- 112:leaf=-0.00035741771,cover=0
- 56:[Sulc0<-0.684786558] yes=113,no=114,missing=113,gain=7.34417248,cover=7692
- 113:leaf=0.0083737094,cover=0
- 114:leaf=0.0015268065,cover=0
- 28:[Pol<68.1421661] yes=57,no=58,missing=57,gain=8.81134796,cover=3766
- 57:[Curv5<-0.00402251538] yes=115,no=116,missing=115,gain=5.75339508,cover=2498
- 115:leaf=0.00511278119,cover=0
- 116:leaf=0.0107566314,cover=0
- 58:[Area5<0.987501919] yes=117,no=118,missing=117,gain=4.67898178,cover=1268
- 117:leaf=0.00197626092,cover=0
- 118:leaf=-0.0130661372,cover=0
- 14:[Pol<158.709351] yes=29,no=30,missing=30,gain=5.56933451,cover=68576
- 29:[Area5<0.680766582] yes=59,no=60,missing=59,gain=3.92904854,cover=64871
- 59:[MidArea5<0.836669922] yes=119,no=120,missing=119,gain=4.00543928,cover=1969
- 119:leaf=-0.00100549182,cover=0
- 120:leaf=-0.0065304474,cover=0
- 60:[Ecc<15.5679035] yes=121,no=122,missing=121,gain=4.14593124,cover=62902
- 121:leaf=0.000442850636,cover=0
- 122:leaf=-0.000378672354,cover=0
- 30:[Area5<0.619086087] yes=61,no=62,missing=61,gain=2.15759087,cover=3705
- 61:[LGI5<2.77946544] yes=123,no=124,missing=124,gain=0.325023651,cover=60
- 123:leaf=-0.00901250262,cover=0
- 124:leaf=-0.018315712,cover=0
- 62:[PialArea5<1.10654831] yes=125,no=126,missing=126,gain=1.95971012,cover=3645
- 125:leaf=-0.00143912283,cover=0
- 126:leaf=-0.00543739414,cover=0
-booster[537]:
-0:[Sulc0<-0.720188618] yes=1,no=2,missing=2,gain=1.002949,cover=5124388
- 1:[Ecc<20.0856266] yes=3,no=4,missing=3,gain=4.13137484,cover=989292
- 3:[Curv5<0.00780903921] yes=7,no=8,missing=8,gain=3.28353286,cover=911381
- 7:[Ecc<3.73767829] yes=15,no=16,missing=15,gain=3.35363698,cover=909295
- 15:[PialCurv5<-0.0693148375] yes=31,no=32,missing=31,gain=6.03569078,cover=489764
- 31:[PialArea5<1.00196755] yes=63,no=64,missing=63,gain=4.74825811,cover=443088
- 63:leaf=-0.000187372003,cover=0
- 64:leaf=0.00014148769,cover=0
- 32:[Curv5<-0.119937547] yes=65,no=66,missing=65,gain=8.18109512,cover=46676
- 65:leaf=0.00143668253,cover=0
- 66:leaf=5.98080333e-05,cover=0
- 16:[PialCurv5<-0.0607835948] yes=33,no=34,missing=34,gain=8.80963612,cover=419531
- 33:[Pol<172.045227] yes=67,no=68,missing=67,gain=7.89811182,cover=407149
- 67:leaf=-0.000221025824,cover=0
- 68:leaf=0.000425096805,cover=0
- 34:[Pol<12.2267933] yes=69,no=70,missing=70,gain=7.9219141,cover=12382
- 69:leaf=0.000737486116,cover=0
- 70:leaf=-0.00220666174,cover=0
- 8:[PialArea5<0.601145923] yes=17,no=18,missing=18,gain=2.80991697,cover=2086
- 17:[PialCurv5<0.224192142] yes=35,no=36,missing=35,gain=1.55661201,cover=748
- 35:[LGI5<2.34802985] yes=71,no=72,missing=71,gain=1.3771776,cover=728
- 71:leaf=0.00297895609,cover=0
- 72:leaf=-0.00136512925,cover=0
- 36:[Ecc<1.41371143] yes=73,no=74,missing=73,gain=1.40242505,cover=20
- 73:leaf=-0.01756249,cover=0
- 74:leaf=0.0200633965,cover=0
- 18:[Ecc<3.10160303] yes=37,no=38,missing=37,gain=3.08113337,cover=1338
- 37:[Ecc<0.567370772] yes=75,no=76,missing=76,gain=3.52001858,cover=968
- 75:leaf=-0.000978270546,cover=0
- 76:leaf=-0.00722144544,cover=0
- 38:[Area5<0.730491161] yes=77,no=78,missing=77,gain=3.7579999,cover=370
- 77:leaf=-0.00347458245,cover=0
- 78:leaf=0.00688420748,cover=0
- 4:[Pol<9.44515038] yes=9,no=10,missing=9,gain=2.35692191,cover=77911
- 9:[PialCurv5<-0.0693148375] yes=19,no=20,missing=19,gain=4.68509483,cover=24704
- 19:[LGI5<3.45167398] yes=39,no=40,missing=40,gain=1.52624822,cover=24349
- 39:[LGI5<3.33878016] yes=79,no=80,missing=79,gain=2.44561076,cover=20191
- 79:leaf=-0.00022695282,cover=0
- 80:leaf=0.00134865625,cover=0
- 40:[Area5<0.718244016] yes=81,no=82,missing=82,gain=1.73675358,cover=4158
- 81:leaf=-0.000289265008,cover=0
- 82:leaf=-0.00241873832,cover=0
- 20:[PialCurv5<-0.0297427773] yes=41,no=42,missing=41,gain=2.04636288,cover=355
- 41:[Area5<0.760524631] yes=83,no=84,missing=83,gain=0.946231842,cover=310
- 83:leaf=0.00545431348,cover=0
- 84:leaf=-0.00155728718,cover=0
- 42:[Curv5<-0.12365336] yes=85,no=86,missing=86,gain=1.38041067,cover=45
- 85:leaf=0.00388497347,cover=0
- 86:leaf=0.0220994279,cover=0
- 10:[PialArea5<0.872134149] yes=21,no=22,missing=21,gain=3.37353992,cover=53207
- 21:[Area5<0.69896996] yes=43,no=44,missing=44,gain=1.10878372,cover=16222
- 43:[LGI5<2.85840034] yes=87,no=88,missing=87,gain=1.0254246,cover=15391
- 87:leaf=-0.00182799553,cover=0
- 88:leaf=-0.000102951963,cover=0
- 44:[Curv5<-0.204921171] yes=89,no=90,missing=90,gain=0.86919713,cover=831
- 89:leaf=0.000775853579,cover=0
- 90:leaf=0.00459950231,cover=0
- 22:[Curv5<-0.239749789] yes=45,no=46,missing=45,gain=5.19834137,cover=36985
- 45:[Pol<156.492447] yes=91,no=92,missing=91,gain=2.4136734,cover=17845
- 91:leaf=0.00212147878,cover=0
- 92:leaf=0.000919579354,cover=0
- 46:[PialArea5<1.15332794] yes=93,no=94,missing=93,gain=2.3272171,cover=19140
- 93:leaf=-0.00014193893,cover=0
- 94:leaf=0.00111857033,cover=0
- 2:[Curv5<-0.214297205] yes=5,no=6,missing=5,gain=2.77739763,cover=4135096
- 5:[PialCurv5<-0.0999256745] yes=11,no=12,missing=12,gain=21.4445038,cover=339623
- 11:[Pol<146.864227] yes=23,no=24,missing=23,gain=10.3158588,cover=309992
- 23:[Ecc<1.51801682] yes=47,no=48,missing=48,gain=5.48306704,cover=201465
- 47:[PialCurv5<-0.127408311] yes=95,no=96,missing=96,gain=1.88890123,cover=11836
- 95:leaf=-0.000265868235,cover=0
- 96:leaf=-0.00154416624,cover=0
- 48:[PialCurv5<-0.122305259] yes=97,no=98,missing=98,gain=6.31565189,cover=189629
- 97:leaf=0.000134620685,cover=0
- 98:leaf=0.000799769536,cover=0
- 24:[Ecc<5.33884621] yes=49,no=50,missing=49,gain=6.37095642,cover=108527
- 49:[PialArea5<0.82654506] yes=99,no=100,missing=100,gain=3.78039932,cover=10991
- 99:leaf=-0.000457846996,cover=0
- 100:leaf=-0.00232709595,cover=0
- 50:[PialCurv5<-0.137075767] yes=101,no=102,missing=101,gain=4.78398323,cover=97536
- 101:leaf=-0.000596841739,cover=0
- 102:leaf=0.000103646125,cover=0
- 12:[MidArea5<0.757804036] yes=25,no=26,missing=26,gain=12.800703,cover=29631
- 25:[PialArea5<0.520672619] yes=51,no=52,missing=52,gain=2.70895267,cover=17831
- 51:[PialCurv5<0.0044251224] yes=103,no=104,missing=103,gain=2.38311672,cover=1037
- 103:leaf=-0.00294916728,cover=0
- 104:leaf=0.00352593069,cover=0
- 52:[Ecc<3.35458159] yes=105,no=106,missing=105,gain=2.67907691,cover=16794
- 105:leaf=-0.000498816487,cover=0
- 106:leaf=0.00106231531,cover=0
- 26:[Pol<50.1003532] yes=53,no=54,missing=54,gain=5.98945999,cover=11800
- 53:[Area5<0.600206077] yes=107,no=108,missing=107,gain=3.04086828,cover=3937
- 107:leaf=-0.00235685846,cover=0
- 108:leaf=0.0016732224,cover=0
- 54:[PialCurv5<-0.0209923834] yes=109,no=110,missing=109,gain=7.44830322,cover=7863
- 109:leaf=0.00368157472,cover=0
- 110:leaf=-0.0100563383,cover=0
- 6:[PialCurv5<-0.136031076] yes=13,no=14,missing=13,gain=22.1295605,cover=3795473
- 13:[Curv5<-0.191348091] yes=27,no=28,missing=27,gain=9.04555511,cover=27224
- 27:[MidArea5<0.891172886] yes=55,no=56,missing=56,gain=3.4405601,cover=14791
- 55:[PialCurv5<-0.149745584] yes=111,no=112,missing=111,gain=2.80629778,cover=11776
- 111:leaf=0.00218468648,cover=0
- 112:leaf=0.000478988833,cover=0
- 56:[MidArea5<1.21578133] yes=113,no=114,missing=114,gain=1.4061358,cover=3015
- 113:leaf=-0.000750909559,cover=0
- 114:leaf=-0.00768472021,cover=0
- 28:[PialArea5<0.816499233] yes=57,no=58,missing=58,gain=10.844141,cover=12433
- 57:[Ecc<1.05247808] yes=115,no=116,missing=116,gain=6.80718946,cover=6312
- 115:leaf=0.00855156779,cover=0
- 116:leaf=0.000603479042,cover=0
- 58:[Ecc<4.13769388] yes=117,no=118,missing=117,gain=8.5286293,cover=6121
- 117:leaf=0.00806512963,cover=0
- 118:leaf=0.00307271723,cover=0
- 14:[Curv5<-0.0553030409] yes=29,no=30,missing=29,gain=2.95732713,cover=3768249
- 29:[PialArea5<0.686586082] yes=59,no=60,missing=60,gain=9.47871208,cover=1297760
- 59:[Area5<0.846071243] yes=119,no=120,missing=119,gain=6.78495884,cover=103179
- 119:leaf=-0.000549015007,cover=0
- 120:leaf=0.00947772805,cover=0
- 60:[PialCurv5<-0.0173297711] yes=121,no=122,missing=121,gain=16.156353,cover=1194581
- 121:leaf=-8.17367545e-05,cover=0
- 122:leaf=0.000662037928,cover=0
- 30:[PialCurv5<-0.0314326771] yes=61,no=62,missing=61,gain=24.6057377,cover=2470489
- 61:[Pol<165.944183] yes=123,no=124,missing=123,gain=20.8203239,cover=101640
- 123:leaf=0.00107361225,cover=0
- 124:leaf=-0.000975038216,cover=0
- 62:[Curv5<-0.0203319378] yes=125,no=126,missing=125,gain=7.40417194,cover=2368849
- 125:leaf=-0.000285048591,cover=0
- 126:leaf=1.63695568e-05,cover=0
-booster[538]:
-0:[Curv5<0.266060919] yes=1,no=2,missing=1,gain=0.982288897,cover=5124388
- 1:[MidArea5<0.421422303] yes=3,no=4,missing=3,gain=1.38576865,cover=5104371
- 3:[Area5<0.610838115] yes=7,no=8,missing=8,gain=3.60867167,cover=14685
- 7:[PialArea5<0.476533443] yes=15,no=16,missing=15,gain=2.67465496,cover=13568
- 15:[Pol<104.929901] yes=31,no=32,missing=31,gain=1.59201729,cover=13326
- 31:[LGI5<3.45167398] yes=63,no=64,missing=63,gain=1.92893398,cover=9169
- 63:leaf=-0.000403338781,cover=0
- 64:leaf=0.00240258966,cover=0
- 32:[LGI5<3.56741142] yes=65,no=66,missing=65,gain=1.76479733,cover=4157
- 65:leaf=0.00107409689,cover=0
- 66:leaf=-0.0100458078,cover=0
- 16:[PialCurv5<-0.105644517] yes=33,no=34,missing=33,gain=1.59839249,cover=242
- 33:[PialCurv5<-0.171137348] yes=67,no=68,missing=67,gain=0.779907703,cover=196
- 67:leaf=0.0041372166,cover=0
- 68:leaf=0.0105021894,cover=0
- 34:[LGI5<3.4634192] yes=69,no=70,missing=70,gain=0.922451377,cover=46
- 69:leaf=-0.00544285774,cover=0
- 70:leaf=0.0155525655,cover=0
- 8:[Pol<87.9431763] yes=17,no=18,missing=17,gain=1.81779718,cover=1117
- 17:[LGI5<3.07984829] yes=35,no=36,missing=35,gain=1.41226578,cover=222
- 35:[Ecc<42.9490852] yes=71,no=72,missing=71,gain=1.26281166,cover=121
- 71:leaf=0.0131353159,cover=0
- 72:leaf=-0.000577138737,cover=0
- 36:[LGI5<3.26095963] yes=73,no=74,missing=73,gain=1.20783043,cover=101
- 73:leaf=-0.00345428451,cover=0
- 74:leaf=0.00750589231,cover=0
- 18:[LGI5<2.97899532] yes=37,no=38,missing=37,gain=0.943482041,cover=895
- 37:[LGI5<2.63290954] yes=75,no=76,missing=76,gain=0.954230785,cover=615
- 75:leaf=0.00303261238,cover=0
- 76:leaf=-0.000901911815,cover=0
- 38:[LGI5<3.45167398] yes=77,no=78,missing=77,gain=0.716581821,cover=280
- 77:leaf=0.00568210613,cover=0
- 78:leaf=-0.00130444323,cover=0
- 4:[LGI5<2.24172258] yes=9,no=10,missing=9,gain=1.02822912,cover=5089686
- 9:[Ecc<7.39671755] yes=19,no=20,missing=19,gain=2.37257361,cover=158537
- 19:[Ecc<1.46579576] yes=39,no=40,missing=40,gain=2.6307869,cover=155382
- 39:[LGI5<2.18291569] yes=79,no=80,missing=79,gain=2.59188008,cover=62954
- 79:leaf=-0.00050966366,cover=0
- 80:leaf=0.000152650013,cover=0
- 40:[Area5<0.667375207] yes=81,no=82,missing=81,gain=3.07661939,cover=92428
- 81:leaf=0.000547066797,cover=0
- 82:leaf=-4.81721909e-05,cover=0
- 20:[PialArea5<1.10075188] yes=41,no=42,missing=41,gain=3.71721172,cover=3155
- 41:[Pol<107.66053] yes=83,no=84,missing=83,gain=1.5973922,cover=3023
- 83:leaf=-0.00225193519,cover=0
- 84:leaf=8.50564102e-05,cover=0
- 42:[Pol<146.864227] yes=85,no=86,missing=85,gain=0.302836895,cover=132
- 85:leaf=-0.00476547144,cover=0
- 86:leaf=-0.0107206032,cover=0
- 10:[LGI5<2.25958419] yes=21,no=22,missing=21,gain=2.41551614,cover=4931149
- 21:[MidArea5<0.786720097] yes=43,no=44,missing=43,gain=2.90244174,cover=41979
- 43:[Pol<26.4235344] yes=87,no=88,missing=88,gain=3.3018322,cover=31175
- 87:leaf=0.00153173308,cover=0
- 88:leaf=-0.000749120838,cover=0
- 44:[Ecc<7.24576569] yes=89,no=90,missing=90,gain=3.03626394,cover=10804
- 89:leaf=0.000201697796,cover=0
- 90:leaf=0.00604609912,cover=0
- 22:[Area5<0.720017433] yes=45,no=46,missing=45,gain=1.18541288,cover=4889170
- 45:[PialArea5<0.753297985] yes=91,no=92,missing=91,gain=6.79746866,cover=3303666
- 91:leaf=-9.41431645e-05,cover=0
- 92:leaf=4.95708264e-05,cover=0
- 46:[Curv5<0.0100963581] yes=93,no=94,missing=93,gain=9.75730801,cover=1585504
- 93:leaf=-7.90604317e-05,cover=0
- 94:leaf=0.000169936218,cover=0
- 2:[Ecc<3.80337262] yes=5,no=6,missing=5,gain=1.49257767,cover=20017
- 5:[Area5<0.521939099] yes=11,no=12,missing=11,gain=1.01575303,cover=9479
- 11:[Ecc<1.85215485] yes=23,no=24,missing=24,gain=1.39455545,cover=727
- 23:[Area5<0.489361584] yes=47,no=48,missing=47,gain=1.14807534,cover=97
- 47:[LGI5<2.48283219] yes=95,no=96,missing=95,gain=0.410974503,cover=23
- 95:leaf=0.00853299256,cover=0
- 96:leaf=0.0256831627,cover=0
- 48:[PialCurv5<0.250690639] yes=97,no=98,missing=97,gain=0.347431928,cover=74
- 97:leaf=-0.00541659258,cover=0
- 98:leaf=0.00203771144,cover=0
- 24:[Pol<97.3566132] yes=49,no=50,missing=50,gain=1.1474905,cover=630
- 49:[LGI5<2.34364653] yes=99,no=100,missing=99,gain=1.20466435,cover=129
- 99:leaf=0.0183915347,cover=0
- 100:leaf=-0.000565784227,cover=0
- 50:[Sulc0<0.15957281] yes=101,no=102,missing=101,gain=0.941745758,cover=501
- 101:leaf=-0.00761262281,cover=0
- 102:leaf=-0.00299857976,cover=0
- 12:[LGI5<2.67938972] yes=25,no=26,missing=26,gain=0.534799576,cover=8752
- 25:[LGI5<2.66988635] yes=51,no=52,missing=51,gain=0.912293792,cover=8560
- 51:[PialCurv5<0.493508637] yes=103,no=104,missing=103,gain=0.719297767,cover=8475
- 103:leaf=-0.000442847668,cover=0
- 104:leaf=-0.00163067749,cover=0
- 52:[PialCurv5<0.493508637] yes=105,no=106,missing=105,gain=0.523878932,cover=85
- 105:leaf=-0.00756482501,cover=0
- 106:leaf=0.00283794641,cover=0
- 26:[MidArea5<0.502218068] yes=53,no=54,missing=54,gain=0.432787061,cover=192
- 53:[LGI5<2.72552347] yes=107,no=108,missing=107,gain=0.16551733,cover=170
- 107:leaf=0.00235072686,cover=0
- 108:leaf=-0.000810849422,cover=0
- 54:[PialCurv5<0.297166049] yes=109,no=110,missing=110,gain=0.0779462457,cover=22
- 109:leaf=0.00473298458,cover=0
- 110:leaf=0.0113448361,cover=0
- 6:[Ecc<22.0897732] yes=13,no=14,missing=13,gain=1.7043916,cover=10538
- 13:[Ecc<13.3064203] yes=27,no=28,missing=27,gain=4.35663652,cover=7386
- 27:[LGI5<3.15728688] yes=55,no=56,missing=56,gain=2.22660398,cover=7116
- 55:[Ecc<8.01039791] yes=111,no=112,missing=111,gain=3.10271716,cover=6737
- 111:leaf=1.84246874e-05,cover=0
- 112:leaf=0.00312627852,cover=0
- 56:[PialArea5<0.472106963] yes=113,no=114,missing=113,gain=1.58884132,cover=379
- 113:leaf=-0.0041964734,cover=0
- 114:leaf=0.0110456189,cover=0
- 28:[Sulc0<0.995960534] yes=57,no=58,missing=58,gain=1.12608337,cover=270
- 57:[LGI5<2.94529939] yes=115,no=116,missing=115,gain=1.91670108,cover=224
- 115:leaf=0.0124350684,cover=0
- 116:leaf=0.00223403634,cover=0
- 58:[LGI5<3.42912889] yes=117,no=118,missing=117,gain=1.51156425,cover=46
- 117:leaf=0.0211616606,cover=0
- 118:leaf=0.00272758398,cover=0
- 14:[Ecc<30.4150848] yes=29,no=30,missing=29,gain=1.28114641,cover=3152
- 29:[PialCurv5<0.216171265] yes=59,no=60,missing=59,gain=2.01020265,cover=671
- 59:[PialCurv5<0.196748361] yes=119,no=120,missing=119,gain=0.28382206,cover=25
- 119:leaf=0.0170508381,cover=0
- 120:leaf=0.00582259567,cover=0
- 60:[Pol<80.2322083] yes=121,no=122,missing=121,gain=1.51325727,cover=646
- 121:leaf=0.00073484052,cover=0
- 122:leaf=-0.00480880542,cover=0
- 30:[PialCurv5<0.493508637] yes=61,no=62,missing=61,gain=1.44019842,cover=2481
- 61:[PialArea5<0.338250697] yes=123,no=124,missing=123,gain=1.23505902,cover=1699
- 123:leaf=-0.00202053459,cover=0
- 124:leaf=0.00102175877,cover=0
- 62:[LGI5<3.15084362] yes=125,no=126,missing=125,gain=3.41518903,cover=782
- 125:leaf=-0.00142227882,cover=0
- 126:leaf=0.00526547944,cover=0
-booster[539]:
-0:[Sulc0<-1.19305253] yes=1,no=2,missing=2,gain=0.994493783,cover=5124388
- 1:[Area5<0.681571782] yes=3,no=4,missing=3,gain=1.97559857,cover=40033
- 3:[Curv5<-0.20189926] yes=7,no=8,missing=7,gain=2.92399645,cover=28295
- 7:[LGI5<2.50944686] yes=15,no=16,missing=16,gain=2.35746527,cover=25873
- 15:[Ecc<5.01513863] yes=31,no=32,missing=32,gain=1.97666049,cover=16391
- 31:[LGI5<2.3865335] yes=63,no=64,missing=64,gain=2.33440995,cover=15057
- 63:leaf=-0.000242269671,cover=0
- 64:leaf=0.00106907554,cover=0
- 32:[Area5<0.620557249] yes=65,no=66,missing=65,gain=1.55967712,cover=1334
- 65:leaf=-0.000788103906,cover=0
- 66:leaf=-0.00468945596,cover=0
- 16:[PialCurv5<-0.14160423] yes=33,no=34,missing=34,gain=1.48932767,cover=9482
- 33:[Curv5<-0.22713457] yes=67,no=68,missing=67,gain=0.592962742,cover=6561
- 67:leaf=-0.000589787611,cover=0
- 68:leaf=0.00312939915,cover=0
- 34:[Curv5<-0.215837389] yes=69,no=70,missing=69,gain=1.15803289,cover=2921
- 69:leaf=-0.00221833028,cover=0
- 70:leaf=0.00108755287,cover=0
- 8:[LGI5<2.50944686] yes=17,no=18,missing=17,gain=2.29408312,cover=2422
- 17:[Pol<140.372742] yes=35,no=36,missing=36,gain=1.72735119,cover=1998
- 35:[PialCurv5<-0.0668589398] yes=71,no=72,missing=71,gain=1.47726393,cover=1524
- 71:leaf=-0.00233802688,cover=0
- 72:leaf=0.00560768088,cover=0
- 36:[Ecc<2.6050899] yes=73,no=74,missing=73,gain=1.59461546,cover=474
- 73:leaf=-0.00799288694,cover=0
- 74:leaf=-0.00212657847,cover=0
- 18:[Area5<0.630444467] yes=37,no=38,missing=37,gain=1.00090837,cover=424
- 37:[Ecc<2.02168798] yes=75,no=76,missing=75,gain=0.795876741,cover=221
- 75:leaf=0.00580611918,cover=0
- 76:leaf=-0.00240816316,cover=0
- 38:[PialArea5<0.922987998] yes=77,no=78,missing=78,gain=1.48322046,cover=203
- 77:leaf=0.0125015527,cover=0
- 78:leaf=0.00164549227,cover=0
- 4:[PialCurv5<-0.175695807] yes=9,no=10,missing=10,gain=1.83649647,cover=11738
- 9:[Curv5<-0.287682682] yes=19,no=20,missing=19,gain=1.71581197,cover=1038
- 19:[PialArea5<0.952096343] yes=39,no=40,missing=39,gain=0.963743925,cover=603
- 39:[LGI5<3.70550299] yes=79,no=80,missing=79,gain=0.462757587,cover=249
- 79:leaf=-0.00623296015,cover=0
- 80:leaf=0.00490231812,cover=0
- 40:[Area5<0.864337862] yes=81,no=82,missing=81,gain=0.49226442,cover=354
- 81:leaf=-0.00114006095,cover=0
- 82:leaf=-0.00747386971,cover=0
- 20:[Area5<0.760524631] yes=41,no=42,missing=41,gain=1.29170454,cover=435
- 41:[Ecc<2.6050899] yes=83,no=84,missing=83,gain=1.08811688,cover=212
- 83:leaf=0.00691570714,cover=0
- 84:leaf=-0.00350943697,cover=0
- 42:[Pol<150.62207] yes=85,no=86,missing=85,gain=2.74420857,cover=223
- 85:leaf=0.00149826298,cover=0
- 86:leaf=0.0201045666,cover=0
- 10:[PialCurv5<-0.0914456472] yes=21,no=22,missing=21,gain=1.86039484,cover=10700
- 21:[Ecc<1.26157856] yes=43,no=44,missing=43,gain=1.51693058,cover=10177
- 43:[LGI5<2.16230083] yes=87,no=88,missing=88,gain=2.44673443,cover=847
- 87:leaf=0.0150777912,cover=0
- 88:leaf=-0.00181965344,cover=0
- 44:[PialArea5<1.57955706] yes=89,no=90,missing=89,gain=1.52611589,cover=9330
- 89:leaf=0.00105413015,cover=0
- 90:leaf=-0.000961962331,cover=0
- 22:[LGI5<3.58443618] yes=45,no=46,missing=45,gain=1.74500108,cover=523
- 45:[LGI5<2.13090348] yes=91,no=92,missing=92,gain=1.14605594,cover=486
- 91:leaf=0.0135743683,cover=0
- 92:leaf=-0.00355925271,cover=0
- 46:[Area5<0.685542226] yes=93,no=94,missing=93,gain=0.306908548,cover=37
- 93:leaf=-0.00825043302,cover=0
- 94:leaf=0.00904483814,cover=0
- 2:[MidArea5<1.1557827] yes=5,no=6,missing=6,gain=1.17564166,cover=5084355
- 5:[LGI5<2.22170687] yes=11,no=12,missing=12,gain=1.14104366,cover=5046159
- 11:[Curv5<0.0534323379] yes=23,no=24,missing=24,gain=3.42898655,cover=116165
- 23:[PialArea5<0.584843099] yes=47,no=48,missing=47,gain=4.73229599,cover=90220
- 47:[PialCurv5<-0.0886472985] yes=95,no=96,missing=96,gain=4.54114246,cover=5327
- 95:leaf=-0.00246418058,cover=0
- 96:leaf=0.00225176825,cover=0
- 48:[Pol<70.3717499] yes=97,no=98,missing=97,gain=3.15943718,cover=84893
- 97:leaf=-0.000237065236,cover=0
- 98:leaf=0.000417959498,cover=0
- 24:[Pol<87.3220139] yes=49,no=50,missing=49,gain=5.26578093,cover=25945
- 49:[PialCurv5<0.0377402082] yes=99,no=100,missing=99,gain=4.422575,cover=3388
- 99:leaf=-0.00727269752,cover=0
- 100:leaf=-0.00154702459,cover=0
- 50:[Ecc<0.729281187] yes=101,no=102,missing=101,gain=6.65803814,cover=22557
- 101:leaf=0.00223834603,cover=0
- 102:leaf=-0.000394553732,cover=0
- 12:[Sulc0<-0.678985238] yes=25,no=26,missing=26,gain=1.20635808,cover=4929994
- 25:[LGI5<3.34776258] yes=51,no=52,missing=51,gain=4.81492138,cover=1014952
- 51:[Ecc<5.97554874] yes=103,no=104,missing=103,gain=3.63811016,cover=933069
- 103:leaf=-1.48065783e-05,cover=0
- 104:leaf=-0.000224246789,cover=0
- 52:[PialCurv5<-0.11032705] yes=105,no=106,missing=105,gain=2.42269683,cover=81883
- 105:leaf=0.000481610099,cover=0
- 106:leaf=-0.000129389577,cover=0
- 26:[Ecc<1.15906882] yes=53,no=54,missing=54,gain=3.74021459,cover=3915042
- 53:[LGI5<2.26652193] yes=107,no=108,missing=107,gain=8.52123547,cover=156512
- 107:leaf=-0.00146404491,cover=0
- 108:leaf=-0.000120316923,cover=0
- 54:[LGI5<2.29656005] yes=109,no=110,missing=109,gain=8.5598917,cover=3758530
- 109:leaf=0.000491517305,cover=0
- 110:leaf=6.74213379e-06,cover=0
- 6:[Area5<0.701312602] yes=13,no=14,missing=13,gain=4.01740551,cover=38196
- 13:[Pol<2.30402422] yes=27,no=28,missing=28,gain=1.92168903,cover=1594
- 27:[Area5<0.696645021] yes=55,no=56,missing=56,gain=0.296752572,cover=12
- 55:[Area5<0.674147427] yes=111,no=112,missing=111,gain=0.0698430538,cover=11
- 111:leaf=-0.00596358394,cover=0
- 112:leaf=-0.0206403416,cover=0
- 56:leaf=0.0053698956,cover=0
- 28:[PialCurv5<-0.0905637741] yes=57,no=58,missing=57,gain=1.6761241,cover=1582
- 57:[Ecc<7.39671755] yes=113,no=114,missing=114,gain=1.60996866,cover=1355
- 113:leaf=0.0031923186,cover=0
- 114:leaf=0.011791165,cover=0
- 58:[Pol<163.830338] yes=115,no=116,missing=115,gain=2.09316254,cover=227
- 115:leaf=-0.00267466716,cover=0
- 116:leaf=0.0132305669,cover=0
- 14:[PialArea5<1.08444798] yes=29,no=30,missing=29,gain=1.92116916,cover=36602
- 29:[Pol<107.129471] yes=59,no=60,missing=60,gain=0.543450832,cover=499
- 59:[LGI5<2.29656005] yes=117,no=118,missing=117,gain=0.319319546,cover=230
- 117:leaf=-0.00377893238,cover=0
- 118:leaf=0.00210922724,cover=0
- 60:[PialCurv5<0.236826599] yes=119,no=120,missing=119,gain=1.0061326,cover=269
- 119:leaf=0.00577235594,cover=0
- 120:leaf=-0.0044453945,cover=0
- 30:[LGI5<2.23211861] yes=61,no=62,missing=61,gain=2.02418923,cover=36103
- 61:[Area5<0.714116395] yes=121,no=122,missing=122,gain=1.35678422,cover=484
- 121:leaf=0.0104161603,cover=0
- 122:leaf=-0.00359226996,cover=0
- 62:[Area5<0.987501919] yes=123,no=124,missing=123,gain=2.09800267,cover=35619
- 123:leaf=0.000389185065,cover=0
- 124:leaf=-0.000506623473,cover=0
-booster[540]:
-0:[PialArea5<1.06442153] yes=1,no=2,missing=2,gain=0.978831887,cover=5124388
- 1:[Ecc<1.15906882] yes=3,no=4,missing=3,gain=2.15689778,cover=4397951
- 3:[Pol<144.670364] yes=7,no=8,missing=8,gain=6.53921318,cover=307053
- 7:[Pol<111.326981] yes=15,no=16,missing=15,gain=7.38848591,cover=209553
- 15:[Sulc0<-0.546384335] yes=31,no=32,missing=31,gain=6.76460028,cover=147018
- 31:[PialCurv5<-0.0810050145] yes=63,no=64,missing=63,gain=9.75168228,cover=106085
- 63:leaf=-0.000294187223,cover=0
- 64:leaf=0.000730057829,cover=0
- 32:[Curv5<-0.0881721899] yes=65,no=66,missing=66,gain=7.84355927,cover=40933
- 65:leaf=-0.00187802617,cover=0
- 66:leaf=-0.000305626512,cover=0
- 16:[Area5<0.664770067] yes=33,no=34,missing=33,gain=6.13029385,cover=62535
- 33:[PialCurv5<0.064168714] yes=67,no=68,missing=67,gain=4.41432571,cover=52182
- 67:leaf=0.000410262495,cover=0
- 68:leaf=-0.00111020694,cover=0
- 34:[Sulc0<-0.217071146] yes=69,no=70,missing=69,gain=5.03791428,cover=10353
- 69:leaf=0.00201327866,cover=0
- 70:leaf=-0.00126760115,cover=0
- 8:[Area5<0.612264991] yes=17,no=18,missing=18,gain=3.016716,cover=97500
- 17:[PialArea5<0.869586051] yes=35,no=36,missing=35,gain=3.72677183,cover=51518
- 35:[Sulc0<-0.849334478] yes=71,no=72,missing=72,gain=1.9976635,cover=41549
- 71:leaf=-0.00141136092,cover=0
- 72:leaf=-0.000299187959,cover=0
- 36:[LGI5<2.30180311] yes=73,no=74,missing=74,gain=3.38175201,cover=9969
- 73:leaf=-0.00094666658,cover=0
- 74:leaf=0.00118499831,cover=0
- 18:[PialCurv5<-0.0487009101] yes=37,no=38,missing=37,gain=7.50994587,cover=45982
- 37:[Curv5<-0.172863677] yes=75,no=76,missing=76,gain=8.88349533,cover=12001
- 75:leaf=0.00139226706,cover=0
- 76:leaf=-0.00241612247,cover=0
- 38:[PialCurv5<-0.00569582684] yes=77,no=78,missing=77,gain=4.68995285,cover=33981
- 77:leaf=0.000616668316,cover=0
- 78:leaf=-0.000732455344,cover=0
- 4:[Pol<29.3809395] yes=9,no=10,missing=9,gain=3.60258627,cover=4090898
- 9:[LGI5<2.57263851] yes=19,no=20,missing=19,gain=10.0472517,cover=365309
- 19:[Area5<0.601796865] yes=39,no=40,missing=39,gain=21.027729,cover=59137
- 39:[Curv5<0.0168606453] yes=79,no=80,missing=79,gain=6.31813622,cover=26858
- 79:leaf=-0.000226114556,cover=0
- 80:leaf=-0.0100404685,cover=0
- 40:[Curv5<-0.206445083] yes=81,no=82,missing=81,gain=8.5638504,cover=32279
- 81:leaf=0.000544775976,cover=0
- 82:leaf=0.00223151711,cover=0
- 20:[Area5<0.655598104] yes=41,no=42,missing=41,gain=5.50694942,cover=306172
- 41:[PialCurv5<-0.0644776821] yes=83,no=84,missing=83,gain=17.3997574,cover=119411
- 83:leaf=1.45175163e-05,cover=0
- 84:leaf=-0.00172042474,cover=0
- 42:[Curv5<-0.207981065] yes=85,no=86,missing=85,gain=6.21581888,cover=186761
- 85:leaf=-0.000295781007,cover=0
- 86:leaf=0.000371066941,cover=0
- 10:[Sulc0<-0.540693521] yes=21,no=22,missing=21,gain=5.4381566,cover=3725589
- 21:[Pol<165.944183] yes=43,no=44,missing=43,gain=10.9128799,cover=686624
- 43:[Area5<0.610838115] yes=87,no=88,missing=88,gain=11.8059978,cover=514351
- 87:leaf=-3.42649219e-05,cover=0
- 88:leaf=-0.000514720683,cover=0
- 44:[PialArea5<0.780359626] yes=89,no=90,missing=89,gain=5.25512314,cover=172273
- 89:leaf=0.000856589526,cover=0
- 90:leaf=8.66209011e-05,cover=0
- 22:[LGI5<2.29656005] yes=45,no=46,missing=45,gain=6.18861723,cover=3038965
- 45:[Curv5<0.153449878] yes=91,no=92,missing=92,gain=3.60332823,cover=115090
- 91:leaf=0.00052569242,cover=0
- 92:leaf=-0.000142886172,cover=0
- 46:[LGI5<3.31338549] yes=93,no=94,missing=93,gain=3.75080299,cover=2923875
- 93:leaf=2.50496123e-05,cover=0
- 94:leaf=-0.000130496439,cover=0
- 2:[PialCurv5<-0.0644776821] yes=5,no=6,missing=5,gain=3.31036043,cover=726437
- 5:[Curv5<-0.0902613774] yes=11,no=12,missing=12,gain=24.0352383,cover=606981
- 11:[Curv5<-0.108295463] yes=23,no=24,missing=23,gain=3.21157956,cover=596547
- 23:[Sulc0<-0.00176540145] yes=47,no=48,missing=48,gain=3.12919068,cover=577386
- 47:[LGI5<2.25075769] yes=95,no=96,missing=96,gain=2.69194508,cover=572721
- 95:leaf=0.0006226814,cover=0
- 96:leaf=2.84050129e-05,cover=0
- 48:[Area5<0.714116395] yes=97,no=98,missing=97,gain=4.00055456,cover=4665
- 97:leaf=-0.00341534219,cover=0
- 98:leaf=-0.000260675472,cover=0
- 24:[PialCurv5<-0.0819871053] yes=49,no=50,missing=49,gain=19.8187428,cover=19161
- 49:[PialCurv5<-0.0914456472] yes=99,no=100,missing=99,gain=2.98071861,cover=5549
- 99:leaf=0.00453912979,cover=0
- 100:leaf=0.00219955086,cover=0
- 50:[Ecc<2.25101852] yes=101,no=102,missing=101,gain=4.62783289,cover=13612
- 101:leaf=0.00236576702,cover=0
- 102:leaf=-0.000645590189,cover=0
- 12:[Ecc<3.41847086] yes=25,no=26,missing=25,gain=7.37895393,cover=10434
- 25:[PialCurv5<-0.0999256745] yes=51,no=52,missing=51,gain=8.57695007,cover=2140
- 51:[Ecc<0.999059319] yes=103,no=104,missing=104,gain=16.6715927,cover=246
- 103:leaf=-0.0105323857,cover=0
- 104:leaf=0.0207442082,cover=0
- 52:[Pol<23.2745647] yes=105,no=106,missing=105,gain=3.68973255,cover=1894
- 105:leaf=-0.000548543758,cover=0
- 106:leaf=0.00503317872,cover=0
- 26:[MidArea5<0.838749886] yes=53,no=54,missing=54,gain=4.43258286,cover=8294
- 53:[Curv5<-0.0881721899] yes=107,no=108,missing=107,gain=0.904962778,cover=45
- 107:leaf=0.00752085447,cover=0
- 108:leaf=-0.0158739742,cover=0
- 54:[Ecc<14.9070177] yes=109,no=110,missing=110,gain=3.81539249,cover=8249
- 109:leaf=0.00133540237,cover=0
- 110:leaf=0.00397492759,cover=0
- 6:[Area5<0.704541981] yes=13,no=14,missing=13,gain=23.8504543,cover=119456
- 13:[PialCurv5<-0.00171623251] yes=27,no=28,missing=28,gain=7.36140823,cover=21832
- 27:[LGI5<3.84897733] yes=55,no=56,missing=56,gain=5.0199461,cover=20086
- 55:[Area5<0.615061462] yes=111,no=112,missing=112,gain=3.46920776,cover=20053
- 111:leaf=-0.00303618307,cover=0
- 112:leaf=-0.00117092673,cover=0
- 56:[Pol<172.045227] yes=113,no=114,missing=114,gain=1.26801157,cover=33
- 113:leaf=0.0114150718,cover=0
- 114:leaf=0.0342212729,cover=0
- 28:[Ecc<2.91795349] yes=57,no=58,missing=58,gain=4.40531349,cover=1746
- 57:[Sulc0<-0.50485903] yes=115,no=116,missing=115,gain=2.40995836,cover=667
- 115:leaf=-0.00377379241,cover=0
- 116:leaf=0.00253921724,cover=0
- 58:[LGI5<2.37589788] yes=117,no=118,missing=118,gain=1.76233101,cover=1079
- 117:leaf=-0.000369969843,cover=0
- 118:leaf=-0.00740549853,cover=0
- 14:[Curv5<-0.119937547] yes=29,no=30,missing=29,gain=25.4708099,cover=97624
- 29:[PialArea5<1.16111541] yes=59,no=60,missing=60,gain=5.62821579,cover=10732
- 59:[Pol<24.282547] yes=119,no=120,missing=119,gain=2.34671783,cover=5097
- 119:leaf=0.00171478081,cover=0
- 120:leaf=0.00424476294,cover=0
- 60:[Area5<0.750726104] yes=121,no=122,missing=121,gain=6.26055288,cover=5635
- 121:leaf=-0.000967539672,cover=0
- 122:leaf=0.00255092583,cover=0
- 30:[Ecc<1.41371143] yes=61,no=62,missing=62,gain=3.62290502,cover=86892
- 61:[PialCurv5<-0.0227819066] yes=123,no=124,missing=123,gain=5.25432873,cover=4069
- 123:leaf=0.00265283068,cover=0
- 124:leaf=-0.00110086601,cover=0
- 62:[Sulc0<-0.655889988] yes=125,no=126,missing=125,gain=8.31023788,cover=82823
- 125:leaf=-0.00172115827,cover=0
- 126:leaf=-4.23366473e-05,cover=0
-booster[541]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=2,gain=0.951398194,cover=5124388
- 1:[Curv5<0.0736173838] yes=3,no=4,missing=4,gain=1.2165159,cover=140394
- 3:[MidArea5<0.509283841] yes=7,no=8,missing=7,gain=1.1733557,cover=1487
- 7:[Ecc<21.0377083] yes=15,no=16,missing=16,gain=0.843300402,cover=1448
- 15:[PialCurv5<0.24610664] yes=31,no=32,missing=32,gain=0.822142005,cover=1010
- 31:[Sulc0<0.345196545] yes=63,no=64,missing=63,gain=1.01408446,cover=910
- 63:leaf=-0.000629246759,cover=0
- 64:leaf=-0.00396776339,cover=0
- 32:[Area5<0.584141672] yes=65,no=66,missing=66,gain=0.886931062,cover=100
- 65:leaf=-0.0014194512,cover=0
- 66:leaf=0.00810260978,cover=0
- 16:[Pol<70.3717499] yes=33,no=34,missing=33,gain=0.879646063,cover=438
- 33:[PialCurv5<0.167567819] yes=67,no=68,missing=68,gain=0.865316868,cover=43
- 67:leaf=0.00380111183,cover=0
- 68:leaf=0.0213524792,cover=0
- 34:[LGI5<2.86381269] yes=69,no=70,missing=69,gain=0.802729487,cover=395
- 69:leaf=-0.00589854037,cover=0
- 70:leaf=0.000877877523,cover=0
- 8:[Ecc<15.7955055] yes=17,no=18,missing=17,gain=0.259006977,cover=39
- 17:[Curv5<0.0595101416] yes=35,no=36,missing=35,gain=0.033119157,cover=17
- 35:[Pol<102.778297] yes=71,no=72,missing=71,gain=0.0148108751,cover=15
- 71:leaf=-0.00402005902,cover=0
- 72:leaf=0.00039624772,cover=0
- 36:leaf=-0.00985161867,cover=0
- 18:[LGI5<2.83041978] yes=37,no=38,missing=37,gain=0.439614058,cover=22
- 37:leaf=-0.0220938008,cover=0
- 38:[Sulc0<0.474820405] yes=73,no=74,missing=73,gain=0.182109267,cover=14
- 73:leaf=-0.0149497986,cover=0
- 74:leaf=-0.00286173937,cover=0
- 4:[Curv5<0.14511615] yes=9,no=10,missing=9,gain=1.12276053,cover=138907
- 9:[Pol<131.443253] yes=19,no=20,missing=20,gain=1.43491602,cover=20571
- 19:[Pol<101.159882] yes=39,no=40,missing=39,gain=1.44172692,cover=19682
- 39:[PialCurv5<0.493508637] yes=75,no=76,missing=76,gain=1.40155268,cover=12983
- 75:leaf=0.000304102112,cover=0
- 76:leaf=-0.00679010479,cover=0
- 40:[Ecc<25.981123] yes=77,no=78,missing=77,gain=3.13182449,cover=6699
- 77:leaf=0.00166576507,cover=0
- 78:leaf=-0.00118281262,cover=0
- 20:[LGI5<2.47264814] yes=41,no=42,missing=42,gain=1.78192449,cover=889
- 41:[LGI5<2.13090348] yes=79,no=80,missing=79,gain=1.09579968,cover=616
- 79:leaf=-0.0133363893,cover=0
- 80:leaf=0.000344854867,cover=0
- 42:[Area5<0.66824472] yes=81,no=82,missing=81,gain=0.864746332,cover=273
- 81:leaf=-0.00633709878,cover=0
- 82:leaf=0.000408508582,cover=0
- 10:[MidArea5<0.590346038] yes=21,no=22,missing=21,gain=1.08907652,cover=118336
- 21:[Pol<114.966316] yes=43,no=44,missing=43,gain=0.726042032,cover=118265
- 43:[Sulc0<0.118391842] yes=83,no=84,missing=83,gain=0.981407642,cover=110232
- 83:leaf=0.00127840333,cover=0
- 84:leaf=2.90667467e-05,cover=0
- 44:[Ecc<1.10530448] yes=85,no=86,missing=86,gain=1.14146805,cover=8033
- 85:leaf=-0.000602131593,cover=0
- 86:leaf=0.000850562763,cover=0
- 22:[Ecc<38.0136108] yes=45,no=46,missing=45,gain=0.267656565,cover=71
- 45:[Ecc<8.35574818] yes=87,no=88,missing=87,gain=0.151866198,cover=55
- 87:leaf=0.000844658178,cover=0
- 88:leaf=0.00884690508,cover=0
- 46:[LGI5<3.04290652] yes=89,no=90,missing=89,gain=0.364119738,cover=16
- 89:leaf=0.00938461255,cover=0
- 90:leaf=-0.0052048252,cover=0
- 2:[Curv5<0.083802022] yes=5,no=6,missing=6,gain=1.55948925,cover=4983994
- 5:[Sulc0<0.586347759] yes=11,no=12,missing=11,gain=7.05725718,cover=3912648
- 11:[Pol<116.615585] yes=23,no=24,missing=23,gain=3.24606061,cover=3826232
- 23:[LGI5<3.84897733] yes=47,no=48,missing=47,gain=11.4236374,cover=2111602
- 47:[Ecc<11.8489361] yes=91,no=92,missing=92,gain=13.4278507,cover=2099127
- 91:leaf=-2.99663498e-05,cover=0
- 92:leaf=0.000247945864,cover=0
- 48:[Pol<55.3432045] yes=93,no=94,missing=94,gain=7.60233688,cover=12475
- 93:leaf=-0.000674107461,cover=0
- 94:leaf=-0.00338986027,cover=0
- 24:[LGI5<2.40363431] yes=49,no=50,missing=49,gain=7.7420969,cover=1714630
- 49:[Ecc<10.8716469] yes=95,no=96,missing=95,gain=13.0769911,cover=303165
- 95:leaf=0.000197986519,cover=0
- 96:leaf=-0.00552350422,cover=0
- 50:[Pol<124.735107] yes=97,no=98,missing=97,gain=8.88728333,cover=1411465
- 97:leaf=-0.000452731561,cover=0
- 98:leaf=-5.48603384e-05,cover=0
- 12:[PialCurv5<0.193043977] yes=25,no=26,missing=25,gain=6.98705482,cover=86416
- 25:[PialCurv5<-0.0173297711] yes=51,no=52,missing=52,gain=7.40528202,cover=80392
- 51:[Pol<116.093399] yes=99,no=100,missing=99,gain=4.11765766,cover=2177
- 99:leaf=-0.00425931765,cover=0
- 100:leaf=0.000110991263,cover=0
- 52:[Area5<0.720865786] yes=101,no=102,missing=101,gain=5.86814404,cover=78215
- 101:leaf=0.0010718829,cover=0
- 102:leaf=0.000204507771,cover=0
- 26:[LGI5<3.64692807] yes=53,no=54,missing=54,gain=3.20959783,cover=6024
- 53:[LGI5<2.94529939] yes=103,no=104,missing=103,gain=3.52137566,cover=5608
- 103:leaf=0.000390244706,cover=0
- 104:leaf=-0.00232962496,cover=0
- 54:[PialArea5<0.498393416] yes=105,no=106,missing=105,gain=2.56306815,cover=416
- 105:leaf=0.00649847556,cover=0
- 106:leaf=-0.00139908015,cover=0
- 6:[Pol<53.6550331] yes=13,no=14,missing=14,gain=7.67615843,cover=1071346
- 13:[PialCurv5<0.104427323] yes=27,no=28,missing=27,gain=7.56162119,cover=29528
- 27:[LGI5<3.27544355] yes=55,no=56,missing=55,gain=11.0377131,cover=5917
- 55:[Ecc<2.19188094] yes=107,no=108,missing=107,gain=6.43446922,cover=4051
- 107:leaf=-0.00355570088,cover=0
- 108:leaf=0.00176660193,cover=0
- 56:[Ecc<18.8860435] yes=109,no=110,missing=109,gain=7.443573,cover=1866
- 109:leaf=-0.000378472643,cover=0
- 110:leaf=0.0072073401,cover=0
- 28:[LGI5<3.60428405] yes=57,no=58,missing=57,gain=6.20356941,cover=23611
- 57:[Sulc0<-0.0936657563] yes=111,no=112,missing=112,gain=5.38321018,cover=20229
- 111:leaf=0.00169394899,cover=0
- 112:leaf=-0.000388183049,cover=0
- 58:[PialArea5<0.520672619] yes=113,no=114,missing=114,gain=3.36407423,cover=3382
- 113:leaf=0.00428548874,cover=0
- 114:leaf=0.00105417508,cover=0
- 14:[Pol<116.093399] yes=29,no=30,missing=29,gain=8.23809624,cover=1041818
- 29:[Ecc<12.0179253] yes=59,no=60,missing=60,gain=12.5142097,cover=795553
- 59:[Sulc0<0.966456771] yes=115,no=116,missing=115,gain=7.70090485,cover=516838
- 115:leaf=1.64695848e-05,cover=0
- 116:leaf=-0.00131190417,cover=0
- 60:[Sulc0<0.795422614] yes=117,no=118,missing=117,gain=24.5919933,cover=278715
- 117:leaf=-0.00091067201,cover=0
- 118:leaf=2.90110165e-05,cover=0
- 30:[MidArea5<0.677069247] yes=61,no=62,missing=61,gain=6.83147764,cover=246265
- 61:[PialCurv5<0.200529471] yes=119,no=120,missing=119,gain=7.25031614,cover=204925
- 119:leaf=0.000615003868,cover=0
- 120:leaf=1.80703082e-05,cover=0
- 62:[Ecc<23.9349174] yes=121,no=122,missing=122,gain=4.40475941,cover=41340
- 121:leaf=-0.000634477416,cover=0
- 122:leaf=0.000790516962,cover=0
-booster[542]:
-0:[PialArea5<0.365779996] yes=1,no=2,missing=2,gain=0.920717835,cover=5124388
- 1:[Curv5<0.139330834] yes=3,no=4,missing=3,gain=1.62118769,cover=303029
- 3:[PialCurv5<0.0171581414] yes=7,no=8,missing=7,gain=2.47275305,cover=57182
- 7:[LGI5<2.37953305] yes=15,no=16,missing=15,gain=1.3971436,cover=2940
- 15:[LGI5<2.34364653] yes=31,no=32,missing=31,gain=2.55573344,cover=530
- 31:[Pol<116.093399] yes=63,no=64,missing=63,gain=1.50995147,cover=414
- 63:leaf=-0.00534988195,cover=0
- 64:leaf=0.000836760097,cover=0
- 32:[Sulc0<0.443755656] yes=65,no=66,missing=65,gain=0.445614815,cover=116
- 65:leaf=-0.00882412773,cover=0
- 66:leaf=-0.0198468883,cover=0
- 16:[LGI5<3.60428405] yes=33,no=34,missing=33,gain=1.50745595,cover=2410
- 33:[Curv5<0.116796501] yes=67,no=68,missing=67,gain=1.04948139,cover=2333
- 67:leaf=0.000121810706,cover=0
- 68:leaf=-0.00274387142,cover=0
- 34:[Pol<105.995506] yes=69,no=70,missing=70,gain=2.00232887,cover=77
- 69:leaf=-0.0110340444,cover=0
- 70:leaf=0.00992501993,cover=0
- 8:[Pol<72.6247101] yes=17,no=18,missing=18,gain=3.9819181,cover=54242
- 17:[Ecc<34.5416374] yes=35,no=36,missing=35,gain=3.28288603,cover=2210
- 35:[LGI5<3.56741142] yes=71,no=72,missing=71,gain=7.01091194,cover=1274
- 71:leaf=0.00271760882,cover=0
- 72:leaf=0.0138847828,cover=0
- 36:[LGI5<3.04906535] yes=73,no=74,missing=73,gain=1.90583992,cover=936
- 73:leaf=-0.00377041544,cover=0
- 74:leaf=0.00149973272,cover=0
- 18:[Ecc<8.17402458] yes=37,no=38,missing=38,gain=3.05765438,cover=52032
- 37:[Pol<92.7492142] yes=75,no=76,missing=75,gain=5.64678621,cover=10338
- 75:leaf=0.00396509189,cover=0
- 76:leaf=0.000608562957,cover=0
- 38:[Sulc0<0.649594426] yes=77,no=78,missing=77,gain=7.65282249,cover=41694
- 77:leaf=-0.00100588461,cover=0
- 78:leaf=0.000528634409,cover=0
- 4:[Pol<124.735107] yes=9,no=10,missing=9,gain=1.74644089,cover=245847
- 9:[Area5<0.593548477] yes=19,no=20,missing=19,gain=1.73676395,cover=235395
- 19:[PialCurv5<0.275165707] yes=39,no=40,missing=39,gain=2.64023185,cover=28382
- 39:[Pol<65.1286774] yes=79,no=80,missing=79,gain=1.99371529,cover=9302
- 79:leaf=0.00418477366,cover=0
- 80:leaf=-0.001158837,cover=0
- 40:[Ecc<3.94116735] yes=81,no=82,missing=81,gain=1.81303525,cover=19080
- 81:leaf=-0.00071253482,cover=0
- 82:leaf=0.000318327104,cover=0
- 20:[MidArea5<0.421422303] yes=41,no=42,missing=42,gain=3.40381241,cover=207013
- 41:[Area5<0.630444467] yes=83,no=84,missing=83,gain=1.06115484,cover=2886
- 83:leaf=0.00132649753,cover=0
- 84:leaf=0.00390044414,cover=0
- 42:[Sulc0<0.68960917] yes=85,no=86,missing=85,gain=3.18763566,cover=204127
- 85:leaf=0.000285347167,cover=0
- 86:leaf=-0.000124169514,cover=0
- 10:[LGI5<2.53029394] yes=21,no=22,missing=22,gain=3.78207445,cover=10452
- 21:[Area5<0.453641325] yes=43,no=44,missing=44,gain=2.68262601,cover=4517
- 43:[Pol<169.412277] yes=87,no=88,missing=88,gain=0.0764694214,cover=29
- 87:leaf=-0.0158015862,cover=0
- 88:leaf=-0.000843247806,cover=0
- 44:[Area5<0.716575325] yes=89,no=90,missing=89,gain=2.0699954,cover=4488
- 89:leaf=-0.000174852335,cover=0
- 90:leaf=-0.00779362023,cover=0
- 22:[Sulc0<-0.181880832] yes=45,no=46,missing=45,gain=3.21185827,cover=5935
- 45:[PialCurv5<0.154069737] yes=91,no=92,missing=92,gain=1.74926996,cover=368
- 91:leaf=0.00161825947,cover=0
- 92:leaf=0.00871678721,cover=0
- 46:[Ecc<10.7180347] yes=93,no=94,missing=93,gain=1.45025635,cover=5567
- 93:leaf=0.000185462384,cover=0
- 94:leaf=0.0018386835,cover=0
- 2:[Curv5<0.083802022] yes=5,no=6,missing=6,gain=2.03733492,cover=4821359
- 5:[Sulc0<0.56283927] yes=11,no=12,missing=11,gain=6.07742882,cover=3906814
- 11:[Ecc<47.7892265] yes=23,no=24,missing=23,gain=3.08199334,cover=3810626
- 23:[Pol<116.615585] yes=47,no=48,missing=47,gain=3.31009173,cover=3788970
- 47:[Ecc<31.520586] yes=95,no=96,missing=95,gain=13.537488,cover=2086281
- 95:leaf=7.4032585e-05,cover=0
- 96:leaf=-0.000428126397,cover=0
- 48:[Ecc<14.28263] yes=97,no=98,missing=97,gain=8.41737366,cover=1702689
- 97:leaf=1.29571536e-05,cover=0
- 98:leaf=-0.000237506116,cover=0
- 24:[LGI5<2.79683423] yes=49,no=50,missing=49,gain=3.31544375,cover=21656
- 49:[PialCurv5<-0.11032705] yes=99,no=100,missing=100,gain=1.55598485,cover=1673
- 99:leaf=0.00104850112,cover=0
- 100:leaf=-0.00243859505,cover=0
- 50:[PialCurv5<0.010724308] yes=101,no=102,missing=101,gain=3.00801897,cover=19983
- 101:leaf=0.00114010193,cover=0
- 102:leaf=-0.000254375511,cover=0
- 12:[PialCurv5<-0.0347327143] yes=25,no=26,missing=25,gain=7.10863876,cover=96188
- 25:[Pol<155.012512] yes=51,no=52,missing=51,gain=2.94030714,cover=1713
- 51:[MidArea5<0.554996908] yes=103,no=104,missing=104,gain=1.97679996,cover=1598
- 103:leaf=-5.93888217e-05,cover=0
- 104:leaf=-0.00428541657,cover=0
- 52:[MidArea5<0.719939232] yes=105,no=106,missing=106,gain=6.86784554,cover=115
- 105:leaf=0.022687139,cover=0
- 106:leaf=-0.00338211888,cover=0
- 26:[PialCurv5<0.193043977] yes=53,no=54,missing=53,gain=6.5943346,cover=94475
- 53:[Ecc<4.27275372] yes=107,no=108,missing=107,gain=5.82942772,cover=88556
- 107:leaf=-0.0146353636,cover=0
- 108:leaf=0.000579640211,cover=0
- 54:[MidArea5<0.710933506] yes=109,no=110,missing=109,gain=2.45031381,cover=5919
- 109:leaf=-0.00150064344,cover=0
- 110:leaf=0.00183605496,cover=0
- 6:[Pol<50.1003532] yes=13,no=14,missing=14,gain=6.42453575,cover=914545
- 13:[PialCurv5<0.0987490341] yes=27,no=28,missing=27,gain=9.10680771,cover=23085
- 27:[LGI5<3.27544355] yes=55,no=56,missing=55,gain=11.7458591,cover=4386
- 55:[Ecc<2.3695333] yes=111,no=112,missing=111,gain=5.53564548,cover=3035
- 111:leaf=-0.00339155807,cover=0
- 112:leaf=0.00209432072,cover=0
- 56:[Ecc<18.8860435] yes=113,no=114,missing=113,gain=9.99003029,cover=1351
- 113:leaf=-0.000310483563,cover=0
- 114:leaf=0.0093207825,cover=0
- 28:[Ecc<0.783076942] yes=57,no=58,missing=57,gain=4.56256485,cover=18699
- 57:[MidArea5<0.759348273] yes=115,no=116,missing=115,gain=7.50767994,cover=518
- 115:leaf=-0.00514191156,cover=0
- 116:leaf=0.0409485959,cover=0
- 58:[LGI5<3.60428405] yes=117,no=118,missing=117,gain=3.61332703,cover=18181
- 117:leaf=0.000101572405,cover=0
- 118:leaf=0.00205610041,cover=0
- 14:[Pol<114.966316] yes=29,no=30,missing=29,gain=7.28220177,cover=891460
- 29:[PialCurv5<0.157381535] yes=59,no=60,missing=59,gain=10.527482,cover=644982
- 59:[LGI5<3.33014965] yes=119,no=120,missing=120,gain=11.962925,cover=150397
- 119:leaf=-0.000394207163,cover=0
- 120:leaf=-0.00183756126,cover=0
- 60:[Ecc<12.0179253] yes=121,no=122,missing=122,gain=6.08365631,cover=494585
- 121:leaf=5.73665857e-05,cover=0
- 122:leaf=-0.000310767005,cover=0
- 30:[MidArea5<0.677069247] yes=61,no=62,missing=62,gain=6.20747662,cover=246478
- 61:[PialCurv5<0.200529471] yes=123,no=124,missing=123,gain=7.38118696,cover=202472
- 123:leaf=0.000576580525,cover=0
- 124:leaf=-2.84854304e-05,cover=0
- 62:[Sulc0<0.869075775] yes=125,no=126,missing=125,gain=5.20076227,cover=44006
- 125:leaf=-0.000467610604,cover=0
- 126:leaf=0.00402468722,cover=0
-booster[543]:
-0:[Sulc0<-0.82173413] yes=1,no=2,missing=1,gain=0.968928695,cover=5124388
- 1:[Curv5<-0.0203319378] yes=3,no=4,missing=4,gain=4.29158306,cover=666107
- 3:[LGI5<3.3215456] yes=7,no=8,missing=8,gain=2.89399552,cover=665235
- 7:[Curv5<-0.119937547] yes=15,no=16,missing=15,gain=3.07568645,cover=605903
- 15:[PialCurv5<-0.0668589398] yes=31,no=32,missing=31,gain=2.64439416,cover=582535
- 31:[LGI5<2.13090348] yes=63,no=64,missing=63,gain=1.99382699,cover=572226
- 63:leaf=-0.000976039388,cover=0
- 64:leaf=-6.63370884e-05,cover=0
- 32:[PialArea5<1.1133045] yes=65,no=66,missing=65,gain=6.47448158,cover=10309
- 65:leaf=0.00150435884,cover=0
- 66:leaf=-0.00130030967,cover=0
- 16:[Ecc<5.08081961] yes=33,no=34,missing=33,gain=7.08621311,cover=23368
- 33:[Ecc<3.48115921] yes=67,no=68,missing=67,gain=6.62535572,cover=20402
- 67:leaf=-0.000624630018,cover=0
- 68:leaf=-0.00327168754,cover=0
- 34:[Pol<22.2436924] yes=69,no=70,missing=69,gain=5.19647694,cover=2966
- 69:leaf=0.00483310176,cover=0
- 70:leaf=0.000266602176,cover=0
- 8:[Pol<15.1533136] yes=17,no=18,missing=18,gain=1.15970337,cover=59332
- 17:[Ecc<24.3269672] yes=35,no=36,missing=36,gain=1.03307331,cover=15632
- 35:[Sulc0<-1.03844893] yes=71,no=72,missing=71,gain=1.27824497,cover=11012
- 71:leaf=-0.00100113463,cover=0
- 72:leaf=9.52259652e-05,cover=0
- 36:[Curv5<-0.39144522] yes=73,no=74,missing=73,gain=1.44787884,cover=4620
- 73:leaf=0.00747734774,cover=0
- 74:leaf=0.000426481332,cover=0
- 18:[Ecc<5.72519016] yes=37,no=38,missing=38,gain=2.4851191,cover=43700
- 37:[MidArea5<0.834597051] yes=75,no=76,missing=75,gain=3.14165568,cover=140
- 75:leaf=-0.0136250081,cover=0
- 76:leaf=0.00128549966,cover=0
- 38:[PialArea5<0.593058109] yes=77,no=78,missing=78,gain=1.31355381,cover=43560
- 77:leaf=-0.00478890911,cover=0
- 78:leaf=0.000449686777,cover=0
- 4:[Ecc<6.58772182] yes=9,no=10,missing=9,gain=2.91243172,cover=872
- 9:[LGI5<2.72022414] yes=19,no=20,missing=20,gain=3.52628517,cover=801
- 19:[Ecc<2.42687178] yes=39,no=40,missing=40,gain=2.58269453,cover=772
- 39:[Pol<80.2322083] yes=79,no=80,missing=79,gain=3.89095974,cover=609
- 79:leaf=-0.0105747459,cover=0
- 80:leaf=-0.00225070515,cover=0
- 40:[Pol<95.050293] yes=81,no=82,missing=81,gain=2.81677723,cover=163
- 81:leaf=0.00741719175,cover=0
- 82:leaf=-0.00580425002,cover=0
- 20:[Pol<41.8258972] yes=41,no=42,missing=41,gain=0.436986923,cover=29
- 41:[Ecc<5.4036684] yes=83,no=84,missing=83,gain=0.0337524414,cover=24
- 83:leaf=-0.0251987185,cover=0
- 84:leaf=-0.0114623383,cover=0
- 42:[Ecc<1.91022825] yes=85,no=86,missing=85,gain=0.0250583142,cover=5
- 85:leaf=0.000513207924,cover=0
- 86:leaf=-0.0076803104,cover=0
- 10:[Sulc0<-0.872199774] yes=21,no=22,missing=21,gain=1.8930403,cover=71
- 21:[Area5<0.753010809] yes=43,no=44,missing=43,gain=0.986333847,cover=24
- 43:[Pol<5.90224934] yes=87,no=88,missing=87,gain=0.257006764,cover=16
- 87:leaf=-0.00327814976,cover=0
- 88:leaf=0.0119345309,cover=0
- 44:leaf=0.0306761563,cover=0
- 22:[LGI5<3.51961541] yes=45,no=46,missing=45,gain=0.222735718,cover=47
- 45:[Curv5<-0.0156469513] yes=89,no=90,missing=89,gain=0.302684546,cover=36
- 89:leaf=-0.00545718754,cover=0
- 90:leaf=0.00470506493,cover=0
- 46:[Ecc<11.6821251] yes=91,no=92,missing=91,gain=0.0496695936,cover=11
- 91:leaf=0.00277984748,cover=0
- 92:leaf=-0.0067822109,cover=0
- 2:[LGI5<2.36851335] yes=5,no=6,missing=5,gain=1.87655509,cover=4458281
- 5:[Ecc<7.49602938] yes=11,no=12,missing=11,gain=3.52050304,cover=475313
- 11:[Curv5<0.14511615] yes=23,no=24,missing=23,gain=4.01187992,cover=457846
- 23:[PialCurv5<0.137877449] yes=47,no=48,missing=47,gain=7.01852083,cover=391653
- 47:[Curv5<0.081820026] yes=93,no=94,missing=93,gain=2.92101669,cover=348364
- 93:leaf=0.000150740001,cover=0
- 94:leaf=-0.000473439053,cover=0
- 48:[PialArea5<0.655307472] yes=95,no=96,missing=96,gain=8.61526203,cover=43289
- 95:leaf=0.000434679125,cover=0
- 96:leaf=0.0021897913,cover=0
- 24:[Sulc0<-0.469276249] yes=49,no=50,missing=49,gain=2.17580795,cover=66193
- 49:[Ecc<2.6675415] yes=97,no=98,missing=97,gain=3.83235979,cover=705
- 97:leaf=-0.00415968429,cover=0
- 98:leaf=0.00858682301,cover=0
- 50:[LGI5<2.35684347] yes=99,no=100,missing=99,gain=1.46564662,cover=65488
- 99:leaf=-0.000282142544,cover=0
- 100:leaf=0.000491222308,cover=0
- 12:[PialCurv5<0.493508637] yes=25,no=26,missing=25,gain=3.40272236,cover=17467
- 25:[Pol<105.462654] yes=51,no=52,missing=51,gain=2.64945722,cover=17406
- 51:[Sulc0<-0.108384088] yes=101,no=102,missing=101,gain=3.76066637,cover=7070
- 101:leaf=-0.00398749067,cover=0
- 102:leaf=-0.000871309487,cover=0
- 52:[Ecc<10.569519] yes=103,no=104,missing=103,gain=4.59674168,cover=10336
- 103:leaf=0.000250194804,cover=0
- 104:leaf=-0.00308278226,cover=0
- 26:[LGI5<2.36078882] yes=53,no=54,missing=53,gain=1.35243559,cover=61
- 53:[Curv5<0.245671451] yes=105,no=106,missing=106,gain=0.0758600235,cover=48
- 105:leaf=0.012691726,cover=0
- 106:leaf=0.00599467661,cover=0
- 54:leaf=0.0248714183,cover=0
- 6:[Ecc<0.406764686] yes=13,no=14,missing=13,gain=3.53584981,cover=3982968
- 13:[LGI5<2.44319153] yes=27,no=28,missing=27,gain=5.60529041,cover=28350
- 27:[Area5<0.648839295] yes=55,no=56,missing=56,gain=6.89461994,cover=13292
- 55:[MidArea5<0.612316132] yes=107,no=108,missing=107,gain=3.22637224,cover=8497
- 107:leaf=-0.000782005605,cover=0
- 108:leaf=0.001218947,cover=0
- 56:[Sulc0<-0.540693521] yes=109,no=110,missing=109,gain=4.97289753,cover=4795
- 109:leaf=0.00448441645,cover=0
- 110:leaf=0.00126170309,cover=0
- 28:[MidArea5<0.897373378] yes=57,no=58,missing=57,gain=6.40739059,cover=15058
- 57:[PialCurv5<-0.190801308] yes=111,no=112,missing=112,gain=2.84593701,cover=14203
- 111:leaf=0.0158576798,cover=0
- 112:leaf=-0.000390990317,cover=0
- 58:[Area5<0.846071243] yes=113,no=114,missing=113,gain=3.33022594,cover=855
- 113:leaf=0.00547982054,cover=0
- 114:leaf=-0.00291161588,cover=0
- 14:[LGI5<2.44958925] yes=29,no=30,missing=29,gain=3.54808021,cover=3954618
- 29:[Ecc<11.8489361] yes=59,no=60,missing=60,gain=11.2820902,cover=369952
- 59:[Area5<0.684738636] yes=115,no=116,missing=115,gain=12.0636749,cover=366999
- 115:leaf=0.000104331812,cover=0
- 116:leaf=-0.000480970455,cover=0
- 60:[Area5<0.691153347] yes=117,no=118,missing=117,gain=12.1267099,cover=2953
- 117:leaf=-0.00673816586,cover=0
- 118:leaf=-0.00030466108,cover=0
- 30:[LGI5<2.48603988] yes=61,no=62,missing=61,gain=5.43460321,cover=3584666
- 61:[PialCurv5<-0.181738108] yes=119,no=120,missing=120,gain=6.71761656,cover=177856
- 119:leaf=0.0040235552,cover=0
- 120:leaf=0.000252662139,cover=0
- 62:[Ecc<3.35458159] yes=121,no=122,missing=121,gain=4.44579268,cover=3406810
- 121:leaf=-0.000221184411,cover=0
- 122:leaf=9.49780951e-06,cover=0
-booster[544]:
-0:[PialArea5<0.445556581] yes=1,no=2,missing=2,gain=0.930235624,cover=5124388
- 1:[Curv5<0.0322575867] yes=3,no=4,missing=4,gain=5.28282976,cover=646091
- 3:[Area5<0.654657125] yes=7,no=8,missing=7,gain=8.3702774,cover=13207
- 7:[Ecc<18.3223667] yes=15,no=16,missing=16,gain=3.81921887,cover=11269
- 15:[LGI5<3.38720298] yes=31,no=32,missing=32,gain=3.39021945,cover=8243
- 31:[Ecc<0.618862808] yes=63,no=64,missing=64,gain=3.2530055,cover=7744
- 63:leaf=-0.00356434588,cover=0
- 64:leaf=-0.000343282329,cover=0
- 32:[PialCurv5<0.122354448] yes=65,no=66,missing=65,gain=3.26406336,cover=499
- 65:leaf=-0.00656506047,cover=0
- 66:leaf=0.00516375154,cover=0
- 16:[PialCurv5<0.074624911] yes=33,no=34,missing=33,gain=3.44269633,cover=3026
- 33:[LGI5<2.93433285] yes=67,no=68,missing=67,gain=1.70102417,cover=2073
- 67:leaf=0.00291144662,cover=0
- 68:leaf=-0.000731572392,cover=0
- 34:[Ecc<33.2971039] yes=69,no=70,missing=69,gain=3.76046371,cover=953
- 69:leaf=0.00497673405,cover=0
- 70:leaf=-0.00351613387,cover=0
- 8:[Sulc0<-0.714205623] yes=17,no=18,missing=18,gain=3.68373489,cover=1938
- 17:[PialCurv5<0.0044251224] yes=35,no=36,missing=35,gain=4.40548229,cover=28
- 35:[Sulc0<-0.732140064] yes=71,no=72,missing=71,gain=0.589531124,cover=12
- 71:leaf=-0.0172845908,cover=0
- 72:leaf=0.00394992717,cover=0
- 36:[Ecc<0.295587689] yes=73,no=74,missing=73,gain=0.218932629,cover=16
- 73:leaf=0.00348789105,cover=0
- 74:leaf=0.0316211097,cover=0
- 18:[Sulc0<0.966456771] yes=37,no=38,missing=38,gain=2.85300159,cover=1910
- 37:[LGI5<3.03694534] yes=75,no=76,missing=75,gain=3.63693237,cover=1869
- 75:leaf=-0.00229272759,cover=0
- 76:leaf=-0.00670676678,cover=0
- 38:[LGI5<3.11198854] yes=77,no=78,missing=78,gain=1.29691195,cover=41
- 77:leaf=-0.00989749003,cover=0
- 78:leaf=0.0126679838,cover=0
- 4:[Pol<80.8913651] yes=9,no=10,missing=9,gain=4.87042904,cover=632884
- 9:[Curv5<0.107059956] yes=19,no=20,missing=19,gain=6.29468584,cover=67139
- 19:[PialCurv5<0.220156521] yes=39,no=40,missing=39,gain=5.21390533,cover=9851
- 39:[Ecc<25.981123] yes=79,no=80,missing=79,gain=5.92597198,cover=8583
- 79:leaf=0.00128233049,cover=0
- 80:leaf=0.00422939286,cover=0
- 40:[Ecc<44.7855835] yes=81,no=82,missing=81,gain=2.93577433,cover=1268
- 81:leaf=-0.000622244785,cover=0
- 82:leaf=-0.00935254246,cover=0
- 20:[Area5<0.676715076] yes=41,no=42,missing=41,gain=3.6798048,cover=57288
- 41:[LGI5<3.55025291] yes=83,no=84,missing=83,gain=3.02960205,cover=23707
- 83:leaf=-0.000374100695,cover=0
- 84:leaf=0.00161903002,cover=0
- 42:[Ecc<38.0136108] yes=85,no=86,missing=85,gain=3.20128012,cover=33581
- 85:leaf=0.000977758435,cover=0
- 86:leaf=-4.2198204e-05,cover=0
- 10:[Pol<107.129471] yes=21,no=22,missing=21,gain=5.8283987,cover=565745
- 21:[Ecc<6.35379457] yes=43,no=44,missing=43,gain=6.20262051,cover=388399
- 43:[Area5<0.645846248] yes=87,no=88,missing=88,gain=6.12591743,cover=104879
- 87:leaf=-0.000163443809,cover=0
- 88:leaf=0.000603044347,cover=0
- 44:[Ecc<25.5461979] yes=89,no=90,missing=89,gain=9.58688736,cover=283520
- 89:leaf=-0.000341857376,cover=0
- 90:leaf=0.000399166631,cover=0
- 22:[Curv5<0.177453667] yes=45,no=46,missing=45,gain=5.21120453,cover=177346
- 45:[Ecc<30.959959] yes=91,no=92,missing=91,gain=5.718009,cover=112054
- 91:leaf=0.000579101907,cover=0
- 92:leaf=-0.000732953602,cover=0
- 46:[Ecc<13.8847265] yes=93,no=94,missing=93,gain=2.31920218,cover=65292
- 93:leaf=3.98430129e-05,cover=0
- 94:leaf=-0.000779918046,cover=0
- 2:[Curv5<0.0778492987] yes=5,no=6,missing=6,gain=4.02366018,cover=4478297
- 5:[Sulc0<0.495946974] yes=11,no=12,missing=11,gain=5.99407434,cover=3820461
- 11:[Pol<117.137611] yes=23,no=24,missing=23,gain=3.50208545,cover=3710927
- 23:[Pol<68.895668] yes=47,no=48,missing=47,gain=13.5699797,cover=2041310
- 47:[PialCurv5<0.0193316489] yes=95,no=96,missing=96,gain=10.0182953,cover=1412427
- 95:leaf=4.45990645e-06,cover=0
- 96:leaf=-0.000429001928,cover=0
- 48:[Ecc<8.41855335] yes=97,no=98,missing=97,gain=51.5855675,cover=628883
- 97:leaf=1.73761418e-05,cover=0
- 98:leaf=0.00116766698,cover=0
- 24:[Ecc<42.9490852] yes=49,no=50,missing=50,gain=8.0845232,cover=1669617
- 49:[Ecc<17.0169544] yes=99,no=100,missing=99,gain=11.6884604,cover=1638656
- 99:leaf=1.42467712e-07,cover=0
- 100:leaf=-0.000329656323,cover=0
- 50:[PialArea5<0.702764034] yes=101,no=102,missing=102,gain=9.78669453,cover=30961
- 101:leaf=-0.00153979845,cover=0
- 102:leaf=0.00109298376,cover=0
- 12:[Curv5<-0.0922861248] yes=25,no=26,missing=25,gain=10.3914089,cover=109534
- 25:[Pol<157.22821] yes=51,no=52,missing=51,gain=4.69427156,cover=2561
- 51:[LGI5<2.93978119] yes=103,no=104,missing=104,gain=4.27555752,cover=2429
- 103:leaf=0.00410567876,cover=0
- 104:leaf=-0.00386592117,cover=0
- 52:[Area5<0.607942343] yes=105,no=106,missing=105,gain=6.60246706,cover=132
- 105:leaf=0.0365096927,cover=0
- 106:leaf=0.0022403833,cover=0
- 26:[PialCurv5<0.164156988] yes=53,no=54,missing=53,gain=9.87891483,cover=106973
- 53:[Ecc<4.27275372] yes=107,no=108,missing=107,gain=8.04330444,cover=98342
- 107:leaf=-0.0117874723,cover=0
- 108:leaf=0.000610334275,cover=0
- 54:[MidArea5<0.745626688] yes=109,no=110,missing=110,gain=2.74894905,cover=8631
- 109:leaf=-0.00146103441,cover=0
- 110:leaf=0.00156756339,cover=0
- 6:[Pol<53.6550331] yes=13,no=14,missing=14,gain=6.61889076,cover=657836
- 13:[PialCurv5<0.101587482] yes=27,no=28,missing=27,gain=10.0913639,cover=29348
- 27:[Ecc<2.42687178] yes=55,no=56,missing=55,gain=10.4966879,cover=6742
- 55:[PialCurv5<0.0240441076] yes=111,no=112,missing=111,gain=1.69366097,cover=647
- 111:leaf=-0.00857053883,cover=0
- 112:leaf=-0.00238221139,cover=0
- 56:[Pol<5.90224934] yes=113,no=114,missing=113,gain=7.57958603,cover=6095
- 113:leaf=-0.000866133254,cover=0
- 114:leaf=0.00376604544,cover=0
- 28:[Sulc0<-0.0788570642] yes=57,no=58,missing=57,gain=4.87304211,cover=22606
- 57:[Pol<7.58674097] yes=115,no=116,missing=115,gain=5.78653336,cover=4051
- 115:leaf=-0.00097570254,cover=0
- 116:leaf=0.00302216806,cover=0
- 58:[Ecc<17.0169544] yes=117,no=118,missing=117,gain=4.62513685,cover=18555
- 117:leaf=-0.00313418848,cover=0
- 118:leaf=-2.26337743e-05,cover=0
- 14:[Pol<119.248337] yes=29,no=30,missing=29,gain=7.45610809,cover=628488
- 29:[PialCurv5<0.134718806] yes=59,no=60,missing=59,gain=12.2673702,cover=465551
- 59:[Pol<83.4982376] yes=119,no=120,missing=120,gain=14.5547676,cover=100798
- 119:leaf=7.56022637e-05,cover=0
- 120:leaf=-0.00118569133,cover=0
- 60:[Ecc<13.8847265] yes=121,no=122,missing=121,gain=8.74249077,cover=364753
- 121:leaf=2.4097686e-05,cover=0
- 122:leaf=-0.000529411773,cover=0
- 30:[Ecc<28.7730255] yes=61,no=62,missing=61,gain=5.40413475,cover=162937
- 61:[Ecc<7.69572639] yes=123,no=124,missing=123,gain=6.21743965,cover=150968
- 123:leaf=0.00043085069,cover=0
- 124:leaf=-0.000219359557,cover=0
- 62:[Pol<136.095428] yes=125,no=126,missing=125,gain=12.4610109,cover=11969
- 125:leaf=6.15913232e-05,cover=0
- 126:leaf=0.00353270397,cover=0
-booster[545]:
-0:[PialArea5<0.87722075] yes=1,no=2,missing=1,gain=0.965959311,cover=5124388
- 1:[Area5<0.797084928] yes=3,no=4,missing=3,gain=3.02647948,cover=3248527
- 3:[PialCurv5<-0.104861222] yes=7,no=8,missing=8,gain=2.92111278,cover=3105494
- 7:[Curv5<-0.179045901] yes=15,no=16,missing=15,gain=11.2575741,cover=454368
- 15:[Sulc0<0.272107065] yes=31,no=32,missing=31,gain=2.84396005,cover=396870
- 31:[Pol<13.2006302] yes=63,no=64,missing=63,gain=2.37446427,cover=395493
- 63:leaf=0.000395370967,cover=0
- 64:leaf=-3.48424182e-05,cover=0
- 32:[Pol<161.595886] yes=65,no=66,missing=66,gain=6.67966175,cover=1377
- 65:leaf=-0.00297294278,cover=0
- 66:leaf=0.0149699142,cover=0
- 16:[Area5<0.557224929] yes=33,no=34,missing=33,gain=13.4453096,cover=57498
- 33:[Pol<144.670364] yes=67,no=68,missing=67,gain=2.95612311,cover=24550
- 67:leaf=0.000214018466,cover=0
- 68:leaf=-0.000988010666,cover=0
- 34:[PialArea5<0.636387587] yes=69,no=70,missing=69,gain=6.26489639,cover=32948
- 69:leaf=-0.000563087815,cover=0
- 70:leaf=0.00164574222,cover=0
- 8:[Curv5<-0.198884338] yes=17,no=18,missing=18,gain=5.3281703,cover=2651126
- 17:[PialCurv5<-0.0715543851] yes=35,no=36,missing=35,gain=7.71232557,cover=46292
- 35:[LGI5<2.29093218] yes=71,no=72,missing=71,gain=4.91113615,cover=39078
- 71:leaf=0.00192563573,cover=0
- 72:leaf=2.46169948e-05,cover=0
- 36:[LGI5<3.09872246] yes=73,no=74,missing=73,gain=12.2121649,cover=7214
- 73:leaf=0.00317058503,cover=0
- 74:leaf=-0.00158703607,cover=0
- 18:[Curv5<-0.0598238073] yes=37,no=38,missing=37,gain=7.57275963,cover=2604834
- 37:[Area5<0.525751591] yes=75,no=76,missing=76,gain=7.53792,cover=467737
- 75:leaf=0.000203521791,cover=0
- 76:leaf=-0.000329729839,cover=0
- 38:[PialCurv5<-0.0644776821] yes=77,no=78,missing=77,gain=9.52668953,cover=2137097
- 77:leaf=0.00126491103,cover=0
- 78:leaf=-2.51881575e-05,cover=0
- 4:[Curv5<0.0278947372] yes=9,no=10,missing=10,gain=4.85260201,cover=143033
- 9:[Pol<124.172195] yes=19,no=20,missing=19,gain=5.31367207,cover=24258
- 19:[Pol<80.2322083] yes=39,no=40,missing=40,gain=4.93604946,cover=15295
- 39:[Sulc0<-0.43309778] yes=79,no=80,missing=79,gain=4.31978798,cover=7639
- 79:leaf=-0.00202299538,cover=0
- 80:leaf=0.00063299248,cover=0
- 40:[Ecc<2.13501525] yes=81,no=82,missing=82,gain=7.70553112,cover=7656
- 81:leaf=0.00166644645,cover=0
- 82:leaf=-0.00260497071,cover=0
- 20:[PialArea5<0.669517875] yes=41,no=42,missing=42,gain=4.45000553,cover=8963
- 41:[LGI5<2.45932961] yes=83,no=84,missing=84,gain=5.83779812,cover=629
- 83:leaf=-0.00163009763,cover=0
- 84:leaf=0.00830789469,cover=0
- 42:[Curv5<-0.117843308] yes=85,no=86,missing=86,gain=2.83649421,cover=8334
- 85:leaf=0.00194407871,cover=0
- 86:leaf=-0.0002703676,cover=0
- 10:[LGI5<2.33061647] yes=21,no=22,missing=22,gain=3.83309984,cover=118775
- 21:[Ecc<0.406764686] yes=43,no=44,missing=44,gain=2.78329277,cover=4574
- 43:[Area5<0.818724692] yes=87,no=88,missing=87,gain=2.77050972,cover=49
- 87:leaf=0.0219642092,cover=0
- 88:leaf=-0.00153425743,cover=0
- 44:[Ecc<2.02168798] yes=89,no=90,missing=89,gain=2.76816154,cover=4525
- 89:leaf=-0.00334213907,cover=0
- 90:leaf=-0.000491712592,cover=0
- 22:[Sulc0<0.506771445] yes=45,no=46,missing=45,gain=3.70877409,cover=114201
- 45:[PialArea5<0.643814564] yes=91,no=92,missing=92,gain=6.52500248,cover=45382
- 91:leaf=0.0016786427,cover=0
- 92:leaf=0.000361595448,cover=0
- 46:[Area5<0.833255887] yes=93,no=94,missing=93,gain=3.61542034,cover=68819
- 93:leaf=-0.000162857585,cover=0
- 94:leaf=0.00056548469,cover=0
- 2:[PialCurv5<-0.0957419723] yes=5,no=6,missing=6,gain=3.09723663,cover=1875861
- 5:[Curv5<-0.130991504] yes=11,no=12,missing=11,gain=110.002235,cover=952235
- 11:[Curv5<-0.146701202] yes=23,no=24,missing=24,gain=13.6486645,cover=930345
- 23:[Sulc0<-0.37669614] yes=47,no=48,missing=47,gain=9.9378376,cover=901126
- 47:[Ecc<19.4699688] yes=95,no=96,missing=95,gain=7.11171913,cover=825422
- 95:leaf=-0.000161252276,cover=0
- 96:leaf=0.000258167158,cover=0
- 48:[Ecc<32.0879669] yes=97,no=98,missing=98,gain=4.97413921,cover=75704
- 97:leaf=-0.000990624423,cover=0
- 98:leaf=-0.000134890332,cover=0
- 24:[PialCurv5<-0.109546423] yes=49,no=50,missing=49,gain=23.3616199,cover=29219
- 49:[PialCurv5<-0.119053185] yes=99,no=100,missing=99,gain=3.08259964,cover=8056
- 99:leaf=0.00451372983,cover=0
- 100:leaf=0.00248701544,cover=0
- 50:[PialCurv5<-0.103163145] yes=101,no=102,missing=101,gain=5.21539927,cover=21163
- 101:leaf=0.00115993631,cover=0
- 102:leaf=-0.000493267376,cover=0
- 12:[PialCurv5<-0.104067586] yes=25,no=26,missing=25,gain=10.0443497,cover=21890
- 25:[Area5<0.59157455] yes=51,no=52,missing=51,gain=8.20527649,cover=10289
- 51:[Curv5<-0.0795110464] yes=103,no=104,missing=104,gain=5.42067146,cover=1289
- 103:leaf=0.00183761958,cover=0
- 104:leaf=-0.0100155612,cover=0
- 52:[LGI5<2.69470191] yes=105,no=106,missing=106,gain=8.79869843,cover=9000
- 105:leaf=0.00672522886,cover=0
- 106:leaf=0.00359670119,cover=0
- 26:[Curv5<-0.112134233] yes=53,no=54,missing=54,gain=8.39290237,cover=11601
- 53:[Curv5<-0.125495523] yes=107,no=108,missing=108,gain=1.26152658,cover=7733
- 107:leaf=0.00072901597,cover=0
- 108:leaf=0.00203178916,cover=0
- 54:[Sulc0<-0.63852036] yes=109,no=110,missing=109,gain=4.76797676,cover=3868
- 109:leaf=0.00190876203,cover=0
- 110:leaf=0.00561847957,cover=0
- 6:[Curv5<-0.158538193] yes=13,no=14,missing=13,gain=43.3763084,cover=923626
- 13:[PialCurv5<-0.0748331472] yes=27,no=28,missing=28,gain=19.2903366,cover=151305
- 27:[Curv5<-0.182293281] yes=55,no=56,missing=56,gain=9.61199093,cover=119132
- 55:[Area5<0.551487505] yes=111,no=112,missing=112,gain=8.86772728,cover=56631
- 111:leaf=-0.00052550179,cover=0
- 112:leaf=0.00129539857,cover=0
- 56:[MidArea5<0.903842509] yes=113,no=114,missing=113,gain=4.85188913,cover=62501
- 113:leaf=-0.000188616847,cover=0
- 114:leaf=0.000725217338,cover=0
- 28:[Area5<0.564792395] yes=57,no=58,missing=58,gain=18.7401657,cover=32173
- 57:[Area5<0.517926872] yes=115,no=116,missing=115,gain=1.95772123,cover=3652
- 115:leaf=-0.00304434239,cover=0
- 116:leaf=-0.000593732286,cover=0
- 58:[Sulc0<-0.592216015] yes=117,no=118,missing=117,gain=9.35574341,cover=28521
- 117:leaf=0.00133484881,cover=0
- 118:leaf=0.00316631095,cover=0
- 14:[MidArea5<0.816721499] yes=29,no=30,missing=29,gain=8.95051861,cover=772321
- 29:[Pol<68.895668] yes=59,no=60,missing=59,gain=8.90374947,cover=182424
- 59:[Area5<0.559839368] yes=119,no=120,missing=119,gain=4.48057795,cover=67464
- 119:leaf=-0.00183211453,cover=0
- 120:leaf=-0.000105540348,cover=0
- 60:[Area5<0.64784193] yes=121,no=122,missing=121,gain=8.86278725,cover=114960
- 121:leaf=0.00100260274,cover=0
- 122:leaf=0.000119882534,cover=0
- 30:[Area5<0.616426587] yes=61,no=62,missing=61,gain=8.46289349,cover=589897
- 61:[LGI5<2.45602322] yes=123,no=124,missing=123,gain=6.52931499,cover=8895
- 123:leaf=-0.00026569792,cover=0
- 124:leaf=-0.00297770789,cover=0
- 62:[Pol<145.397461] yes=125,no=126,missing=125,gain=6.82283211,cover=581002
- 125:leaf=-0.00021859273,cover=0
- 126:leaf=0.00019888785,cover=0
-booster[546]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=1,gain=0.924429893,cover=5124388
- 1:[Curv5<0.0736173838] yes=3,no=4,missing=4,gain=0.775153458,cover=80066
- 3:[Area5<0.44435063] yes=7,no=8,missing=8,gain=0.851533771,cover=631
- 7:[Sulc0<0.68960917] yes=15,no=16,missing=15,gain=0.437806547,cover=190
- 15:[PialArea5<0.245474651] yes=31,no=32,missing=32,gain=0.190925866,cover=161
- 31:[LGI5<3.29043651] yes=63,no=64,missing=63,gain=0.0386518091,cover=52
- 63:leaf=-0.00297417841,cover=0
- 64:leaf=0.000327508635,cover=0
- 32:[LGI5<2.22170687] yes=65,no=66,missing=66,gain=0.104630157,cover=109
- 65:leaf=-0.00328680058,cover=0
- 66:leaf=0.00186908513,cover=0
- 16:[PialArea5<0.281252682] yes=33,no=34,missing=34,gain=0.312772572,cover=29
- 33:[LGI5<2.90731096] yes=67,no=68,missing=67,gain=0.117241144,cover=25
- 67:leaf=0.00492660515,cover=0
- 68:leaf=0.0123137161,cover=0
- 34:[Ecc<11.6821251] yes=69,no=70,missing=70,gain=0.146240994,cover=4
- 69:leaf=0.00368980179,cover=0
- 70:leaf=-0.0124009335,cover=0
- 8:[LGI5<2.76843596] yes=17,no=18,missing=17,gain=0.971786499,cover=441
- 17:[Pol<104.38549] yes=35,no=36,missing=35,gain=1.80387902,cover=140
- 35:[Ecc<8.06448936] yes=71,no=72,missing=71,gain=0.711825132,cover=70
- 71:leaf=-0.0226507913,cover=0
- 72:leaf=-0.00923485029,cover=0
- 36:[Pol<113.913933] yes=73,no=74,missing=73,gain=0.444292635,cover=70
- 73:leaf=0.00402173353,cover=0
- 74:leaf=-0.00391143654,cover=0
- 18:[PialCurv5<0.241144046] yes=37,no=38,missing=37,gain=1.03041899,cover=301
- 37:[Ecc<14.484726] yes=75,no=76,missing=75,gain=0.488845646,cover=255
- 75:leaf=-0.00773683889,cover=0
- 76:leaf=-0.00151038042,cover=0
- 38:[Pol<90.361351] yes=77,no=78,missing=77,gain=1.45841026,cover=46
- 77:leaf=-0.00360244629,cover=0
- 78:leaf=0.0139179481,cover=0
- 4:[Curv5<0.153449878] yes=9,no=10,missing=9,gain=0.949519753,cover=79435
- 9:[Ecc<23.9349174] yes=19,no=20,missing=19,gain=1.26226687,cover=13005
- 19:[LGI5<3.67381835] yes=39,no=40,missing=39,gain=1.9320457,cover=9903
- 39:[LGI5<2.95653391] yes=79,no=80,missing=80,gain=2.04311228,cover=9700
- 79:leaf=0.00028843031,cover=0
- 80:leaf=0.00174594787,cover=0
- 40:[Sulc0<0.574602425] yes=81,no=82,missing=82,gain=0.694738626,cover=203
- 81:leaf=-0.0128403334,cover=0
- 82:leaf=-0.00298647862,cover=0
- 20:[LGI5<3.45167398] yes=41,no=42,missing=41,gain=2.94724703,cover=3102
- 41:[LGI5<2.99594808] yes=83,no=84,missing=83,gain=2.3253994,cover=2572
- 83:leaf=0.00133970857,cover=0
- 84:leaf=-0.00196922896,cover=0
- 42:[PialCurv5<0.343960524] yes=85,no=86,missing=86,gain=1.07722521,cover=530
- 85:leaf=0.00402009673,cover=0
- 86:leaf=-0.00231832149,cover=0
- 10:[Ecc<0.353712648] yes=21,no=22,missing=21,gain=0.658367395,cover=66430
- 21:[LGI5<2.24172258] yes=43,no=44,missing=44,gain=1.09454679,cover=204
- 43:[LGI5<2.16230083] yes=87,no=88,missing=87,gain=0.603469312,cover=30
- 87:leaf=-0.00116932392,cover=0
- 88:leaf=0.0127190622,cover=0
- 44:[Curv5<0.22365725] yes=89,no=90,missing=89,gain=0.926568031,cover=174
- 89:leaf=-0.0068743201,cover=0
- 90:leaf=0.000778563903,cover=0
- 22:[PialCurv5<0.167567819] yes=45,no=46,missing=45,gain=0.733528554,cover=66226
- 45:[LGI5<3.31338549] yes=91,no=92,missing=91,gain=2.3217268,cover=4198
- 91:leaf=0.00119601388,cover=0
- 92:leaf=-0.00237339153,cover=0
- 46:[LGI5<2.19753051] yes=93,no=94,missing=93,gain=1.01874006,cover=62028
- 93:leaf=0.0021251596,cover=0
- 94:leaf=5.14157255e-05,cover=0
- 2:[Curv5<0.120553598] yes=5,no=6,missing=5,gain=1.17422307,cover=5044322
- 5:[Sulc0<0.915739596] yes=11,no=12,missing=11,gain=4.69143391,cover=4294659
- 11:[Ecc<33.9075584] yes=23,no=24,missing=23,gain=2.5975492,cover=4259407
- 23:[Sulc0<0.636906147] yes=47,no=48,missing=47,gain=8.32579517,cover=3963116
- 47:[Pol<117.137611] yes=95,no=96,missing=96,gain=4.00748825,cover=3870646
- 95:leaf=4.66560996e-05,cover=0
- 96:leaf=-5.60011431e-05,cover=0
- 48:[Pol<54.5053368] yes=97,no=98,missing=97,gain=9.40579987,cover=92470
- 97:leaf=0.00579387182,cover=0
- 98:leaf=0.000434321206,cover=0
- 24:[MidArea5<0.670836151] yes=49,no=50,missing=49,gain=17.0019188,cover=296291
- 49:[Pol<37.1539459] yes=99,no=100,missing=99,gain=17.710022,cover=49052
- 99:leaf=0.000892962154,cover=0
- 100:leaf=-0.00146968837,cover=0
- 50:[Pol<116.093399] yes=101,no=102,missing=101,gain=14.439518,cover=247239
- 101:leaf=-0.000290469907,cover=0
- 102:leaf=0.000486218894,cover=0
- 12:[Area5<0.606435955] yes=25,no=26,missing=25,gain=9.2636013,cover=35252
- 25:[PialArea5<0.375788301] yes=51,no=52,missing=52,gain=5.40478611,cover=1273
- 51:[PialCurv5<0.178517133] yes=103,no=104,missing=103,gain=2.47595882,cover=534
- 103:leaf=0.00328880781,cover=0
- 104:leaf=-0.00354518415,cover=0
- 52:[Pol<85.4004211] yes=105,no=106,missing=105,gain=4.62345695,cover=739
- 105:leaf=-0.0115875145,cover=0
- 106:leaf=-0.00336640864,cover=0
- 26:[Ecc<27.327179] yes=53,no=54,missing=54,gain=9.35064983,cover=33979
- 53:[MidArea5<0.552703321] yes=107,no=108,missing=107,gain=3.32414651,cover=12888
- 107:leaf=0.000727275328,cover=0
- 108:leaf=-0.000936556433,cover=0
- 54:[Curv5<0.0431617796] yes=109,no=110,missing=110,gain=5.57269287,cover=21091
- 109:leaf=0.00548317842,cover=0
- 110:leaf=0.0012257786,cover=0
- 6:[Sulc0<0.517823458] yes=13,no=14,missing=13,gain=3.94372559,cover=749663
- 13:[Ecc<32.6813126] yes=27,no=28,missing=28,gain=5.60176039,cover=363056
- 27:[Area5<0.587948382] yes=55,no=56,missing=56,gain=5.17501068,cover=360701
- 55:[PialArea5<0.511941612] yes=111,no=112,missing=111,gain=5.54507208,cover=22889
- 111:leaf=-0.000868992065,cover=0
- 112:leaf=0.00261446089,cover=0
- 56:[PialArea5<0.476533443] yes=113,no=114,missing=113,gain=6.61615181,cover=337812
- 113:leaf=0.000294881116,cover=0
- 114:leaf=-0.000149218686,cover=0
- 28:[Pol<30.3635597] yes=57,no=58,missing=57,gain=7.1486578,cover=2355
- 57:[PialArea5<0.632563293] yes=115,no=116,missing=115,gain=4.38893604,cover=365
- 115:leaf=0.0113603864,cover=0
- 116:leaf=-0.00328491302,cover=0
- 58:[Pol<150.62207] yes=117,no=118,missing=117,gain=2.15997601,cover=1990
- 117:leaf=0.000786530436,cover=0
- 118:leaf=0.00653023785,cover=0
- 14:[Pol<147.599014] yes=29,no=30,missing=29,gain=4.76623678,cover=386607
- 29:[PialArea5<0.542192638] yes=59,no=60,missing=59,gain=4.09116268,cover=385869
- 59:[Pol<104.929901] yes=119,no=120,missing=119,gain=3.621243,cover=366872
- 119:leaf=-0.000234795458,cover=0
- 120:leaf=0.000101707526,cover=0
- 60:[LGI5<2.44319153] yes=121,no=122,missing=122,gain=4.28262949,cover=18997
- 121:leaf=0.00305029866,cover=0
- 122:leaf=-0.00102267915,cover=0
- 30:[PialCurv5<0.493508637] yes=61,no=62,missing=61,gain=1.51396132,cover=738
- 61:[LGI5<3.30554914] yes=123,no=124,missing=123,gain=0.831597805,cover=723
- 123:leaf=-0.0036245496,cover=0
- 124:leaf=-0.00778492633,cover=0
- 62:[Pol<153.554306] yes=125,no=126,missing=125,gain=0.0840523243,cover=15
- 125:leaf=0.0124450661,cover=0
- 126:leaf=0.000967121159,cover=0
-booster[547]:
-0:[Sulc0<-0.745069146] yes=1,no=2,missing=1,gain=0.908213496,cover=5124388
- 1:[Curv5<0.00546095846] yes=3,no=4,missing=4,gain=3.34523344,cover=906724
- 3:[LGI5<3.34776258] yes=7,no=8,missing=7,gain=3.18404818,cover=905256
- 7:[PialArea5<0.994868398] yes=15,no=16,missing=15,gain=2.13043523,cover=833477
- 15:[LGI5<2.13090348] yes=31,no=32,missing=31,gain=4.13395405,cover=434878
- 31:[Ecc<0.618862808] yes=63,no=64,missing=63,gain=6.17737246,cover=5822
- 63:leaf=-0.00511608832,cover=0
- 64:leaf=-0.000741513039,cover=0
- 32:[PialArea5<0.647521853] yes=65,no=66,missing=65,gain=3.14006782,cover=429056
- 65:leaf=0.000667731219,cover=0
- 66:leaf=-0.000150620152,cover=0
- 16:[Curv5<-0.0686563179] yes=33,no=34,missing=33,gain=4.24820471,cover=398599
- 33:[Area5<0.587948382] yes=67,no=68,missing=67,gain=3.98739552,cover=396114
- 67:leaf=0.000354990043,cover=0
- 68:leaf=-6.96741918e-05,cover=0
- 34:[PialCurv5<-0.062031392] yes=69,no=70,missing=70,gain=10.8368549,cover=2485
- 69:leaf=0.00925314054,cover=0
- 70:leaf=0.000556437008,cover=0
- 8:[Ecc<27.7987404] yes=17,no=18,missing=18,gain=1.41005087,cover=71779
- 17:[Sulc0<-1.06881595] yes=35,no=36,missing=35,gain=1.10665083,cover=67188
- 35:[Pol<20.2198563] yes=71,no=72,missing=72,gain=2.10767102,cover=13244
- 71:leaf=-0.000877296086,cover=0
- 72:leaf=0.000388873945,cover=0
- 36:[PialCurv5<-0.125671759] yes=73,no=74,missing=73,gain=1.7542417,cover=53944
- 73:leaf=0.000590420794,cover=0
- 74:leaf=1.92946027e-05,cover=0
- 18:[Curv5<-0.350989401] yes=37,no=38,missing=37,gain=2.40810466,cover=4591
- 37:[Pol<6.72755051] yes=75,no=76,missing=75,gain=0.510147572,cover=155
- 75:leaf=0.0112588638,cover=0
- 76:leaf=0.00511013111,cover=0
- 38:[Pol<10.3232107] yes=77,no=78,missing=77,gain=1.14934587,cover=4436
- 77:leaf=9.52044575e-05,cover=0
- 78:leaf=0.00170485431,cover=0
- 4:[Ecc<2.6050899] yes=9,no=10,missing=9,gain=2.82823181,cover=1468
- 9:[PialArea5<0.609252691] yes=19,no=20,missing=20,gain=2.40873051,cover=1097
- 19:[PialCurv5<0.160740122] yes=39,no=40,missing=39,gain=1.37886751,cover=427
- 39:[LGI5<2.34364653] yes=79,no=80,missing=79,gain=1.2658124,cover=387
- 79:leaf=0.00264245342,cover=0
- 80:leaf=-0.00311566214,cover=0
- 40:[Ecc<1.3629595] yes=81,no=82,missing=81,gain=2.28824973,cover=40
- 81:leaf=-0.0149649875,cover=0
- 82:leaf=0.0149832489,cover=0
- 20:[Pol<132.083344] yes=41,no=42,missing=42,gain=2.64870739,cover=670
- 41:[Ecc<0.889730632] yes=83,no=84,missing=83,gain=3.63085842,cover=440
- 83:leaf=0.001846581,cover=0
- 84:leaf=-0.00729069859,cover=0
- 42:[PialCurv5<0.00860458333] yes=85,no=86,missing=85,gain=1.95376873,cover=230
- 85:leaf=-0.0181828626,cover=0
- 86:leaf=-0.00728631997,cover=0
- 10:[Pol<18.1680222] yes=21,no=22,missing=21,gain=2.4947269,cover=371
- 21:[LGI5<3.35709596] yes=43,no=44,missing=43,gain=2.42816019,cover=114
- 43:[LGI5<3.268116] yes=87,no=88,missing=87,gain=2.02462482,cover=75
- 87:leaf=0.00845682807,cover=0
- 88:leaf=0.0292461701,cover=0
- 44:[LGI5<3.78836131] yes=89,no=90,missing=89,gain=0.567017138,cover=39
- 89:leaf=0.00146247365,cover=0
- 90:leaf=-0.0112032704,cover=0
- 22:[LGI5<2.3969903] yes=45,no=46,missing=45,gain=3.0471139,cover=257
- 45:[Pol<82.8478928] yes=91,no=92,missing=91,gain=2.24279594,cover=80
- 91:leaf=0.0211883504,cover=0
- 92:leaf=0.00185763219,cover=0
- 46:[Area5<0.761842728] yes=93,no=94,missing=93,gain=1.51186943,cover=177
- 93:leaf=-0.00641207118,cover=0
- 94:leaf=0.0102272611,cover=0
- 2:[Curv5<-0.241649449] yes=5,no=6,missing=5,gain=2.53042173,cover=4217664
- 5:[PialCurv5<-0.132898524] yes=11,no=12,missing=11,gain=9.13900185,cover=215674
- 11:[Pol<146.864227] yes=23,no=24,missing=23,gain=5.0299263,cover=143740
- 23:[LGI5<2.56078315] yes=47,no=48,missing=47,gain=2.40933871,cover=94168
- 47:[LGI5<2.43054438] yes=95,no=96,missing=95,gain=4.2624855,cover=23909
- 95:leaf=-0.000135907918,cover=0
- 96:leaf=0.0012046668,cover=0
- 48:[LGI5<3.64692807] yes=97,no=98,missing=98,gain=2.29632664,cover=70259
- 97:leaf=-2.5083149e-05,cover=0
- 98:leaf=0.00213643722,cover=0
- 24:[MidArea5<0.656586885] yes=49,no=50,missing=49,gain=3.568923,cover=49572
- 49:[Area5<0.551487505] yes=99,no=100,missing=99,gain=1.76137018,cover=11440
- 99:leaf=0.000648846151,cover=0
- 100:leaf=-0.000833403144,cover=0
- 50:[Sulc0<-0.439186513] yes=101,no=102,missing=101,gain=2.56290007,cover=38132
- 101:leaf=-0.000437361567,cover=0
- 102:leaf=-0.00134926615,cover=0
- 12:[Ecc<3.54469991] yes=25,no=26,missing=25,gain=9.52110291,cover=71934
- 25:[LGI5<2.27925944] yes=51,no=52,missing=51,gain=3.10644484,cover=10106
- 51:[Pol<120.317558] yes=103,no=104,missing=103,gain=1.71529245,cover=1887
- 103:leaf=0.0025295401,cover=0
- 104:leaf=-0.000484480523,cover=0
- 52:[Curv5<-0.39144522] yes=105,no=106,missing=105,gain=1.90414619,cover=8219
- 105:leaf=-0.0077412501,cover=0
- 106:leaf=-0.00111732748,cover=0
- 26:[Pol<65.8802414] yes=53,no=54,missing=53,gain=5.80181885,cover=61828
- 53:[LGI5<3.07984829] yes=107,no=108,missing=107,gain=2.57476044,cover=21540
- 107:leaf=-0.000130945715,cover=0
- 108:leaf=0.00109149655,cover=0
- 54:[Pol<149.072266] yes=109,no=110,missing=109,gain=12.5042496,cover=40288
- 109:leaf=0.00209301733,cover=0
- 110:leaf=0.000331138115,cover=0
- 6:[PialCurv5<-0.149745584] yes=13,no=14,missing=13,gain=8.84574318,cover=4001990
- 13:[Ecc<4.27275372] yes=27,no=28,missing=27,gain=6.45089436,cover=21834
- 27:[PialArea5<1.28208315] yes=55,no=56,missing=55,gain=3.78539181,cover=3407
- 55:[Curv5<-0.204921171] yes=111,no=112,missing=111,gain=4.38297749,cover=3296
- 111:leaf=0.00191173318,cover=0
- 112:leaf=0.00568978256,cover=0
- 56:[Ecc<1.10530448] yes=113,no=114,missing=113,gain=4.6248827,cover=111
- 113:leaf=-0.0245212112,cover=0
- 114:leaf=-0.000450339867,cover=0
- 28:[Ecc<6.10119486] yes=57,no=58,missing=57,gain=4.6864543,cover=18427
- 57:[LGI5<2.85285616] yes=115,no=116,missing=115,gain=2.57545424,cover=3041
- 115:leaf=-0.000626115012,cover=0
- 116:leaf=-0.00513588777,cover=0
- 58:[Ecc<21.0377083] yes=117,no=118,missing=118,gain=5.34940386,cover=15386
- 117:leaf=0.00156396243,cover=0
- 118:leaf=-0.000522986171,cover=0
- 14:[Pol<136.792099] yes=29,no=30,missing=29,gain=2.47146869,cover=3980156
- 29:[Sulc0<-0.202991232] yes=59,no=60,missing=60,gain=8.96675968,cover=3119770
- 59:[Pol<94.4799194] yes=119,no=120,missing=120,gain=27.5111446,cover=980054
- 119:leaf=3.30277521e-06,cover=0
- 120:leaf=-0.000606441346,cover=0
- 60:[Curv5<0.0513985939] yes=121,no=122,missing=121,gain=7.88279152,cover=2139716
- 121:leaf=0.000158908078,cover=0
- 122:leaf=-4.0596391e-05,cover=0
- 30:[Ecc<11.6821251] yes=61,no=62,missing=61,gain=14.1631384,cover=860386
- 61:[Sulc0<0.0689564943] yes=123,no=124,missing=124,gain=32.9153214,cover=498360
- 123:leaf=0.000317875616,cover=0
- 124:leaf=-0.00196780427,cover=0
- 62:[LGI5<2.47631311] yes=125,no=126,missing=125,gain=16.5002098,cover=362026
- 125:leaf=-0.00612144871,cover=0
- 126:leaf=-0.000148582782,cover=0
-booster[548]:
-0:[PialArea5<0.409017563] yes=1,no=2,missing=1,gain=0.939861178,cover=5124388
- 1:[Pol<73.3354874] yes=3,no=4,missing=3,gain=2.83036518,cover=483456
- 3:[LGI5<3.55025291] yes=7,no=8,missing=8,gain=5.11287117,cover=22707
- 7:[Curv5<0.135532871] yes=15,no=16,missing=15,gain=2.25460458,cover=19922
- 15:[PialCurv5<0.010724308] yes=31,no=32,missing=32,gain=4.28770924,cover=5610
- 31:[Area5<0.673304081] yes=63,no=64,missing=64,gain=5.37726498,cover=905
- 63:leaf=-0.000407066982,cover=0
- 64:leaf=-0.0114667648,cover=0
- 32:[PialCurv5<0.291493237] yes=65,no=66,missing=65,gain=2.36564636,cover=4705
- 65:leaf=0.00213837228,cover=0
- 66:leaf=-0.00178210682,cover=0
- 16:[Sulc0<-0.00176540145] yes=33,no=34,missing=34,gain=1.89986348,cover=14312
- 33:[LGI5<2.8416636] yes=67,no=68,missing=67,gain=2.06891203,cover=991
- 67:leaf=0.000553822145,cover=0
- 68:leaf=0.0054640579,cover=0
- 34:[Area5<0.706109285] yes=69,no=70,missing=70,gain=2.25680423,cover=13321
- 69:leaf=-0.000690579182,cover=0
- 70:leaf=0.000637900201,cover=0
- 8:[Ecc<37.2796402] yes=17,no=18,missing=17,gain=7.72762966,cover=2785
- 17:[LGI5<3.84897733] yes=35,no=36,missing=35,gain=4.55493069,cover=1430
- 35:[Pol<66.6374893] yes=71,no=72,missing=71,gain=5.48428917,cover=1074
- 71:leaf=0.0105081787,cover=0
- 72:leaf=0.0033519268,cover=0
- 36:[Sulc0<0.485350072] yes=73,no=74,missing=73,gain=2.24442339,cover=356
- 73:leaf=-0.00312425965,cover=0
- 74:leaf=0.00488535268,cover=0
- 18:[PialCurv5<0.0851107761] yes=37,no=38,missing=37,gain=1.89013457,cover=1355
- 37:[Pol<58.6768646] yes=75,no=76,missing=76,gain=0.755607486,cover=85
- 75:leaf=-0.00834519882,cover=0
- 76:leaf=0.0119501986,cover=0
- 38:[Area5<0.595263004] yes=77,no=78,missing=77,gain=1.67718542,cover=1270
- 77:leaf=0.0103452457,cover=0
- 78:leaf=6.52880626e-05,cover=0
- 4:[Ecc<13.8847265] yes=9,no=10,missing=9,gain=2.99133706,cover=460749
- 9:[Sulc0<1.02827847] yes=19,no=20,missing=19,gain=7.21241808,cover=299491
- 19:[Pol<89.1530609] yes=39,no=40,missing=40,gain=7.41909027,cover=287414
- 39:[Area5<0.604913712] yes=79,no=80,missing=79,gain=4.45485973,cover=35321
- 79:leaf=-0.000512786326,cover=0
- 80:leaf=0.00109127513,cover=0
- 40:[LGI5<3.23225117] yes=81,no=82,missing=81,gain=5.77313948,cover=252093
- 81:leaf=3.82364269e-05,cover=0
- 82:leaf=0.00123444234,cover=0
- 20:[PialCurv5<0.329096764] yes=41,no=42,missing=41,gain=2.70885849,cover=12077
- 41:[Curv5<0.174639657] yes=83,no=84,missing=83,gain=2.33394551,cover=3714
- 83:leaf=0.00105021405,cover=0
- 84:leaf=-0.00152553874,cover=0
- 42:[Pol<81.5476837] yes=85,no=86,missing=86,gain=2.01432228,cover=8363
- 85:leaf=-0.0112817623,cover=0
- 86:leaf=-0.00150078954,cover=0
- 10:[Sulc0<0.779008448] yes=21,no=22,missing=21,gain=10.8944702,cover=161258
- 21:[LGI5<3.29043651] yes=43,no=44,missing=43,gain=12.2441912,cover=52588
- 43:[Ecc<20.7119312] yes=87,no=88,missing=87,gain=7.50721741,cover=37204
- 87:leaf=-0.000765547331,cover=0
- 88:leaf=0.000715211616,cover=0
- 44:[PialCurv5<0.189327508] yes=89,no=90,missing=89,gain=8.97602463,cover=15384
- 89:leaf=-0.00355594675,cover=0
- 90:leaf=-0.00102430233,cover=0
- 22:[LGI5<2.53029394] yes=45,no=46,missing=45,gain=4.57017183,cover=108670
- 45:[Curv5<0.153449878] yes=91,no=92,missing=92,gain=1.26946878,cover=550
- 91:leaf=0.0023649286,cover=0
- 92:leaf=0.00718026236,cover=0
- 46:[LGI5<2.68917012] yes=93,no=94,missing=94,gain=5.30927801,cover=108120
- 93:leaf=-0.00210658414,cover=0
- 94:leaf=0.000183534081,cover=0
- 2:[Curv5<0.083802022] yes=5,no=6,missing=6,gain=2.42262959,cover=4640932
- 5:[Sulc0<0.56283927] yes=11,no=12,missing=11,gain=4.93833637,cover=3894198
- 11:[Ecc<47.7892265] yes=23,no=24,missing=23,gain=2.69339728,cover=3802289
- 23:[Pol<116.093399] yes=47,no=48,missing=47,gain=2.80937982,cover=3780658
- 47:[Ecc<31.520586] yes=95,no=96,missing=95,gain=11.6647978,cover=2069360
- 95:leaf=6.86027706e-05,cover=0
- 96:leaf=-0.000398335571,cover=0
- 48:[LGI5<2.40363431] yes=97,no=98,missing=97,gain=6.95732164,cover=1711298
- 97:leaf=0.000166524667,cover=0
- 98:leaf=-9.72713751e-05,cover=0
- 24:[PialCurv5<0.0377402082] yes=49,no=50,missing=49,gain=2.92440128,cover=21631
- 49:[Curv5<0.0344051942] yes=99,no=100,missing=100,gain=2.7865634,cover=18390
- 99:leaf=0.000720049953,cover=0
- 100:leaf=0.00550882472,cover=0
- 50:[Pol<127.728462] yes=101,no=102,missing=101,gain=2.38378382,cover=3241
- 101:leaf=-0.00142643659,cover=0
- 102:leaf=0.0022427442,cover=0
- 12:[PialCurv5<0.189327508] yes=25,no=26,missing=26,gain=6.07897663,cover=91909
- 25:[Curv5<-0.0156469513] yes=51,no=52,missing=51,gain=6.59877729,cover=86249
- 51:[Pol<90.361351] yes=103,no=104,missing=104,gain=4.49121857,cover=6212
- 103:leaf=0.00134562922,cover=0
- 104:leaf=-0.00183493423,cover=0
- 52:[PialCurv5<0.0666604191] yes=105,no=106,missing=105,gain=7.53018665,cover=80037
- 105:leaf=0.00156329887,cover=0
- 106:leaf=0.000353644398,cover=0
- 26:[PialArea5<0.655307472] yes=53,no=54,missing=53,gain=2.2644248,cover=5660
- 53:[LGI5<3.64692807] yes=107,no=108,missing=107,gain=2.00774193,cover=4984
- 107:leaf=-0.0018565096,cover=0
- 108:leaf=0.00211402937,cover=0
- 54:[PialCurv5<0.309146255] yes=109,no=110,missing=109,gain=1.33179545,cover=676
- 109:leaf=0.00125330151,cover=0
- 110:leaf=0.0217822772,cover=0
- 6:[Pol<131.443253] yes=13,no=14,missing=13,gain=5.63335419,cover=746734
- 13:[Pol<53.6550331] yes=27,no=28,missing=27,gain=5.92295885,cover=663560
- 27:[Sulc0<0.551384151] yes=55,no=56,missing=56,gain=7.38816309,cover=26626
- 55:[Ecc<0.889730632] yes=111,no=112,missing=111,gain=8.33087349,cover=17520
- 111:leaf=-0.00370262004,cover=0
- 112:leaf=0.0014357639,cover=0
- 56:[Ecc<35.8605728] yes=113,no=114,missing=114,gain=4.9393158,cover=9106
- 113:leaf=0.00241792528,cover=0
- 114:leaf=-0.00101748283,cover=0
- 28:[PialCurv5<0.157381535] yes=57,no=58,missing=57,gain=7.99657297,cover=636934
- 57:[Area5<0.750726104] yes=115,no=116,missing=115,gain=7.62734795,cover=167669
- 115:leaf=-0.000640326587,cover=0
- 116:leaf=0.000183519209,cover=0
- 58:[Ecc<5.4036684] yes=117,no=118,missing=118,gain=6.67540359,cover=469265
- 117:leaf=0.000240882306,cover=0
- 118:leaf=-0.000179825089,cover=0
- 14:[Ecc<24.7238369] yes=29,no=30,missing=29,gain=11.4399099,cover=83174
- 29:[Ecc<7.64592981] yes=59,no=60,missing=59,gain=6.67048216,cover=73752
- 59:[LGI5<2.54917789] yes=119,no=120,missing=119,gain=21.0538368,cover=32086
- 119:leaf=-0.00021367408,cover=0
- 120:leaf=0.00257332367,cover=0
- 60:[LGI5<3.58443618] yes=121,no=122,missing=121,gain=8.61558628,cover=41666
- 121:leaf=-0.000478289876,cover=0
- 122:leaf=0.00311986147,cover=0
- 30:[Sulc0<0.235979095] yes=61,no=62,missing=62,gain=9.17299271,cover=9422
- 61:[Pol<151.353775] yes=123,no=124,missing=124,gain=5.50500679,cover=934
- 123:leaf=0.00134148193,cover=0
- 124:leaf=0.00942032319,cover=0
- 62:[PialCurv5<0.0932018384] yes=125,no=126,missing=125,gain=5.77871704,cover=8488
- 125:leaf=0.00724206865,cover=0
- 126:leaf=0.00112851453,cover=0
-booster[549]:
-0:[PialArea5<0.349780142] yes=1,no=2,missing=2,gain=0.894259453,cover=5124388
- 1:[LGI5<3.42912889] yes=3,no=4,missing=3,gain=1.22789621,cover=242979
- 3:[LGI5<3.31338549] yes=7,no=8,missing=7,gain=5.39454508,cover=222542
- 7:[Pol<92.7492142] yes=15,no=16,missing=15,gain=2.22937822,cover=208718
- 15:[Sulc0<0.849368811] yes=31,no=32,missing=31,gain=5.35602188,cover=54833
- 31:[LGI5<3.21041465] yes=61,no=62,missing=61,gain=1.99159241,cover=28691
- 61:leaf=0.000973069516,cover=0
- 62:leaf=-0.000788599544,cover=0
- 32:[LGI5<3.268116] yes=63,no=64,missing=63,gain=5.63137484,cover=26142
- 63:leaf=-0.000347736437,cover=0
- 64:leaf=0.00225420063,cover=0
- 16:[Pol<103.31839] yes=33,no=34,missing=33,gain=1.36772442,cover=153885
- 33:[Ecc<5.97554874] yes=65,no=66,missing=65,gain=3.97936487,cover=83733
- 65:leaf=0.000417123869,cover=0
- 66:leaf=-0.000336001482,cover=0
- 34:[Ecc<6.35379457] yes=67,no=68,missing=67,gain=2.83717895,cover=70152
- 67:leaf=-0.000122064601,cover=0
- 68:leaf=0.000514068815,cover=0
- 8:[Ecc<15.121048] yes=17,no=18,missing=17,gain=4.48396826,cover=13824
- 17:[Curv5<0.114925429] yes=35,no=36,missing=35,gain=3.70966172,cover=3227
- 35:[Sulc0<0.869075775] yes=69,no=70,missing=70,gain=1.90909576,cover=345
- 69:leaf=0.00385791506,cover=0
- 70:leaf=0.0135106584,cover=0
- 36:[Pol<102.778297] yes=71,no=72,missing=71,gain=3.7628684,cover=2882
- 71:leaf=-0.00118059828,cover=0
- 72:leaf=0.00260369224,cover=0
- 18:[Ecc<24.3269672] yes=37,no=38,missing=37,gain=7.42874336,cover=10597
- 37:[Curv5<0.114925429] yes=73,no=74,missing=73,gain=7.98413563,cover=4561
- 73:leaf=-0.00878732558,cover=0
- 74:leaf=-0.00217055297,cover=0
- 38:[Area5<0.788037419] yes=75,no=76,missing=75,gain=2.02244568,cover=6036
- 75:leaf=-0.000416616298,cover=0
- 76:leaf=0.00457783882,cover=0
- 4:[Pol<25.2957573] yes=9,no=10,missing=10,gain=2.35953403,cover=20437
- 9:[PialCurv5<0.493508637] yes=19,no=20,missing=19,gain=0.437107325,cover=70
- 19:[Curv5<0.0877084062] yes=39,no=40,missing=39,gain=0.199576616,cover=69
- 39:leaf=-0.0177249908,cover=0
- 40:[Area5<0.595263004] yes=77,no=78,missing=77,gain=0.226056695,cover=63
- 77:leaf=-0.0134419641,cover=0
- 78:leaf=-0.00621456467,cover=0
- 20:leaf=0.0152958212,cover=0
- 10:[Ecc<15.7955055] yes=21,no=22,missing=21,gain=2.03894544,cover=20367
- 21:[Pol<80.2322083] yes=41,no=42,missing=41,gain=1.83484507,cover=3855
- 41:[Sulc0<0.703387856] yes=79,no=80,missing=80,gain=1.33892465,cover=200
- 79:leaf=0.00411843229,cover=0
- 80:leaf=0.0143912658,cover=0
- 42:[Pol<101.695656] yes=81,no=82,missing=81,gain=2.66695619,cover=3655
- 81:leaf=2.7318616e-05,cover=0
- 82:leaf=0.00273662945,cover=0
- 22:[Pol<68.895668] yes=43,no=44,missing=44,gain=2.21114659,cover=16512
- 43:[Ecc<36.5542564] yes=83,no=84,missing=83,gain=3.977139,cover=1035
- 83:leaf=0.00662101759,cover=0
- 84:leaf=0.000166829486,cover=0
- 44:[Curv5<0.0778492987] yes=85,no=86,missing=85,gain=1.05969381,cover=15477
- 85:leaf=-0.00311111356,cover=0
- 86:leaf=0.000157963354,cover=0
- 2:[MidArea5<0.535488486] yes=5,no=6,missing=5,gain=1.63568008,cover=4881409
- 5:[PialArea5<0.702764034] yes=11,no=12,missing=11,gain=5.24552631,cover=236982
- 11:[Pol<108.715256] yes=23,no=24,missing=23,gain=2.30191898,cover=235795
- 23:[Area5<0.607942343] yes=45,no=46,missing=45,gain=2.07512569,cover=144805
- 45:[LGI5<3.26095963] yes=87,no=88,missing=87,gain=2.10342646,cover=55832
- 87:leaf=-0.00063001184,cover=0
- 88:leaf=0.000287546514,cover=0
- 46:[Sulc0<-0.298712492] yes=89,no=90,missing=90,gain=3.46470284,cover=88973
- 89:leaf=0.00300020515,cover=0
- 90:leaf=-0.000154544425,cover=0
- 24:[MidArea5<0.451744556] yes=47,no=48,missing=47,gain=2.28455377,cover=90990
- 47:[PialArea5<0.520672619] yes=91,no=92,missing=91,gain=2.95243955,cover=3082
- 91:leaf=0.000900854066,cover=0
- 92:leaf=0.00633000536,cover=0
- 48:[Area5<0.595263004] yes=93,no=94,missing=93,gain=2.50122809,cover=87908
- 93:leaf=-0.000279923348,cover=0
- 94:leaf=0.000254170591,cover=0
- 12:[MidArea5<0.515777051] yes=25,no=26,missing=25,gain=0.785288811,cover=1187
- 25:[LGI5<2.81919122] yes=49,no=50,missing=49,gain=0.325827122,cover=107
- 49:[Curv5<-0.222158164] yes=95,no=96,missing=95,gain=0.13890624,cover=101
- 95:leaf=0.00850343145,cover=0
- 96:leaf=0.00176906702,cover=0
- 50:[Pol<170.080093] yes=97,no=98,missing=97,gain=0.00157100707,cover=6
- 97:leaf=-0.00392282195,cover=0
- 98:leaf=-0.000748139631,cover=0
- 26:[PialArea5<0.730471373] yes=51,no=52,missing=52,gain=0.700677395,cover=1080
- 51:[MidArea5<0.52745223] yes=99,no=100,missing=99,gain=0.430930853,cover=885
- 99:leaf=0.00341634639,cover=0
- 100:leaf=0.00119051966,cover=0
- 52:[Curv5<-0.350989401] yes=101,no=102,missing=102,gain=0.145075321,cover=195
- 101:leaf=0.00125272817,cover=0
- 102:leaf=0.00592672359,cover=0
- 6:[PialArea5<0.472106963] yes=13,no=14,missing=13,gain=2.23976278,cover=4644427
- 13:[Curv5<0.0322575867] yes=27,no=28,missing=27,gain=9.39281559,cover=335149
- 27:[Area5<0.698189139] yes=53,no=54,missing=54,gain=4.04060841,cover=4853
- 53:[PialCurv5<0.054317683] yes=103,no=104,missing=103,gain=3.73776126,cover=3808
- 103:leaf=-0.00261222268,cover=0
- 104:leaf=0.000569500902,cover=0
- 54:[LGI5<2.30690479] yes=105,no=106,missing=105,gain=2.6388998,cover=1045
- 105:leaf=-0.014828044,cover=0
- 106:leaf=-0.00417434936,cover=0
- 28:[Sulc0<0.392869562] yes=55,no=56,missing=55,gain=7.78818512,cover=330296
- 55:[Pol<84.7687759] yes=107,no=108,missing=107,gain=7.36925793,cover=82916
- 107:leaf=0.00160136435,cover=0
- 108:leaf=0.000360755454,cover=0
- 56:[Ecc<24.3269672] yes=109,no=110,missing=109,gain=6.01452208,cover=247380
- 109:leaf=-0.000132803587,cover=0
- 110:leaf=0.000421201781,cover=0
- 14:[Curv5<0.0736173838] yes=29,no=30,missing=30,gain=3.89245725,cover=4309278
- 29:[Sulc0<0.495946974] yes=57,no=58,missing=57,gain=5.74572706,cover=3719678
- 57:[Pol<118.191307] yes=111,no=112,missing=111,gain=3.08520651,cover=3626004
- 111:leaf=4.24579594e-05,cover=0
- 112:leaf=-5.03397423e-05,cover=0
- 58:[PialCurv5<-0.0379593484] yes=113,no=114,missing=113,gain=9.16704845,cover=93674
- 113:leaf=-0.00261541386,cover=0
- 114:leaf=0.000478934729,cover=0
- 30:[Pol<53.6550331] yes=59,no=60,missing=60,gain=6.05286026,cover=589600
- 59:[PialCurv5<0.0877920389] yes=115,no=116,missing=115,gain=10.7408028,cover=31229
- 115:leaf=0.00257733534,cover=0
- 116:leaf=0.000126076702,cover=0
- 60:[Pol<119.248337] yes=117,no=118,missing=117,gain=6.13512278,cover=558371
- 117:leaf=-0.00026646987,cover=0
- 118:leaf=0.000105786465,cover=0
-booster[550]:
-0:[Sulc0<-0.720188618] yes=1,no=2,missing=2,gain=0.900805175,cover=5124388
- 1:[Ecc<20.0856266] yes=3,no=4,missing=3,gain=3.50466275,cover=989292
- 3:[Ecc<14.9070177] yes=7,no=8,missing=7,gain=3.27945852,cover=911381
- 7:[Pol<32.323391] yes=15,no=16,missing=15,gain=2.93091726,cover=846087
- 15:[Curv5<-0.218969986] yes=31,no=32,missing=31,gain=5.14994287,cover=257080
- 31:[Ecc<6.64552498] yes=63,no=64,missing=63,gain=3.13429666,cover=129150
- 63:leaf=-0.000274367834,cover=0
- 64:leaf=0.000282727153,cover=0
- 32:[PialCurv5<-0.138158455] yes=65,no=66,missing=65,gain=12.43116,cover=127930
- 65:leaf=0.00212614308,cover=0
- 66:leaf=0.000187061538,cover=0
- 16:[Ecc<4.8056078] yes=33,no=34,missing=33,gain=4.76890373,cover=589007
- 33:[Pol<66.6374893] yes=67,no=68,missing=67,gain=3.92094684,cover=409875
- 67:leaf=-0.000239995148,cover=0
- 68:leaf=9.31928153e-05,cover=0
- 34:[Pol<168.718765] yes=69,no=70,missing=69,gain=13.8981562,cover=179132
- 69:leaf=-0.000570394797,cover=0
- 70:leaf=0.000456120732,cover=0
- 8:[LGI5<3.31338549] yes=17,no=18,missing=18,gain=4.3538909,cover=65294
- 17:[PialCurv5<-0.139269829] yes=35,no=36,missing=35,gain=3.968153,cover=35319
- 35:[Pol<28.4081879] yes=71,no=72,missing=71,gain=3.21711493,cover=12791
- 71:leaf=-0.00067766814,cover=0
- 72:leaf=0.000975423784,cover=0
- 36:[PialCurv5<-0.0529128574] yes=73,no=74,missing=74,gain=3.32573605,cover=22528
- 73:leaf=-0.00127529923,cover=0
- 74:leaf=0.00300240167,cover=0
- 18:[Curv5<-0.132798299] yes=37,no=38,missing=38,gain=1.64059389,cover=29975
- 37:[PialCurv5<-0.132898524] yes=75,no=76,missing=75,gain=1.18615437,cover=28455
- 75:leaf=0.000291939563,cover=0
- 76:leaf=-0.000355239899,cover=0
- 38:[MidArea5<0.96394527] yes=77,no=78,missing=78,gain=1.6067735,cover=1520
- 77:leaf=0.00075371319,cover=0
- 78:leaf=0.00464321906,cover=0
- 4:[Pol<18.1680222] yes=9,no=10,missing=9,gain=2.51725531,cover=77911
- 9:[PialCurv5<-0.0829703882] yes=19,no=20,missing=19,gain=3.6437397,cover=39039
- 19:[Area5<0.805150867] yes=39,no=40,missing=39,gain=1.06042624,cover=38094
- 39:[PialCurv5<-0.161598593] yes=79,no=80,missing=79,gain=1.21577251,cover=34886
- 79:leaf=0.000453867455,cover=0
- 80:leaf=-0.000302462809,cover=0
- 40:[PialCurv5<-0.190801308] yes=81,no=82,missing=81,gain=1.5445118,cover=3208
- 81:leaf=-0.00793095399,cover=0
- 82:leaf=0.000926819572,cover=0
- 20:[LGI5<3.70550299] yes=41,no=42,missing=41,gain=2.54026556,cover=945
- 41:[PialCurv5<-0.0297427773] yes=83,no=84,missing=83,gain=2.08018637,cover=841
- 83:leaf=0.00331714796,cover=0
- 84:leaf=0.0134762842,cover=0
- 42:[MidArea5<0.761092186] yes=85,no=86,missing=86,gain=0.917125702,cover=104
- 85:leaf=0.0102262618,cover=0
- 86:leaf=-0.0057477667,cover=0
- 10:[Pol<158.709351] yes=21,no=22,missing=21,gain=5.90687799,cover=38872
- 21:[Pol<27.4246235] yes=43,no=44,missing=43,gain=3.01856041,cover=8545
- 43:[Curv5<-0.22713457] yes=87,no=88,missing=87,gain=3.95687556,cover=5896
- 87:leaf=0.00236915704,cover=0
- 88:leaf=-0.000221472394,cover=0
- 44:[PialArea5<0.872134149] yes=89,no=90,missing=89,gain=3.75571442,cover=2649
- 89:leaf=0.000842046575,cover=0
- 90:leaf=0.00467817951,cover=0
- 22:[PialArea5<0.89274627] yes=45,no=46,missing=46,gain=1.77534413,cover=30327
- 45:[LGI5<3.29043651] yes=91,no=92,missing=91,gain=2.05023575,cover=11285
- 91:leaf=0.000380459358,cover=0
- 92:leaf=-0.000969025597,cover=0
- 46:[LGI5<3.50441384] yes=93,no=94,missing=93,gain=3.08660364,cover=19042
- 93:leaf=0.000201251474,cover=0
- 94:leaf=0.00175957382,cover=0
- 2:[Curv5<-0.225438625] yes=5,no=6,missing=5,gain=2.67344713,cover=4135096
- 5:[PialCurv5<-0.120663248] yes=11,no=12,missing=12,gain=12.738102,cover=275553
- 11:[Pol<147.599014] yes=23,no=24,missing=23,gain=5.90341854,cover=208812
- 23:[Pol<35.2629585] yes=47,no=48,missing=47,gain=3.7836504,cover=136940
- 47:[LGI5<3.36766768] yes=95,no=96,missing=95,gain=4.31266069,cover=44178
- 95:leaf=-0.00035578612,cover=0
- 96:leaf=0.0015736355,cover=0
- 48:[MidArea5<0.770541191] yes=97,no=98,missing=97,gain=6.33472443,cover=92762
- 97:leaf=9.55890864e-05,cover=0
- 98:leaf=0.00103393965,cover=0
- 24:[PialArea5<0.908809483] yes=49,no=50,missing=49,gain=2.96869993,cover=71872
- 49:[Ecc<22.0897732] yes=99,no=100,missing=100,gain=2.4608953,cover=43245
- 99:leaf=0.000236229156,cover=0
- 100:leaf=-0.000518156623,cover=0
- 50:[PialCurv5<-0.145424455] yes=101,no=102,missing=101,gain=5.81360245,cover=28627
- 101:leaf=-0.00175748661,cover=0
- 102:leaf=-0.000266782066,cover=0
- 12:[MidArea5<0.725911021] yes=25,no=26,missing=26,gain=10.0812044,cover=66741
- 25:[Ecc<3.35458159] yes=51,no=52,missing=51,gain=3.97380543,cover=29929
- 51:[LGI5<2.29656005] yes=103,no=104,missing=103,gain=3.65893579,cover=6165
- 103:leaf=0.00102576695,cover=0
- 104:leaf=-0.00176489842,cover=0
- 52:[PialArea5<0.882323086] yes=105,no=106,missing=105,gain=3.0935092,cover=23764
- 105:leaf=0.000509199977,cover=0
- 106:leaf=-0.00203195726,cover=0
- 26:[Area5<0.548651993] yes=53,no=54,missing=54,gain=7.723629,cover=36812
- 53:[Ecc<37.2796402] yes=107,no=108,missing=108,gain=2.23802423,cover=1973
- 107:leaf=-0.00209362851,cover=0
- 108:leaf=0.00597917987,cover=0
- 54:[Pol<50.1003532] yes=109,no=110,missing=110,gain=7.66718483,cover=34839
- 109:leaf=0.000474732806,cover=0
- 110:leaf=0.00203121244,cover=0
- 6:[PialCurv5<-0.144106165] yes=13,no=14,missing=14,gain=13.2319479,cover=3859543
- 13:[Ecc<4.07113361] yes=27,no=28,missing=27,gain=6.41807842,cover=19641
- 27:[Curv5<-0.191348091] yes=55,no=56,missing=56,gain=4.70304775,cover=3026
- 55:[LGI5<2.42399812] yes=111,no=112,missing=111,gain=1.32713628,cover=1857
- 111:leaf=0.00365497614,cover=0
- 112:leaf=0.000857892272,cover=0
- 56:[Pol<157.22821] yes=113,no=114,missing=114,gain=6.60028267,cover=1169
- 113:leaf=0.00461413851,cover=0
- 114:leaf=0.0169593599,cover=0
- 28:[Ecc<6.03867722] yes=57,no=58,missing=58,gain=4.1476016,cover=16615
- 57:[PialArea5<1.4350239] yes=115,no=116,missing=116,gain=3.10101795,cover=2857
- 115:leaf=-0.000658244244,cover=0
- 116:leaf=-0.0170927271,cover=0
- 58:[Ecc<18.8860435] yes=117,no=118,missing=117,gain=4.94111156,cover=13758
- 117:leaf=0.00188113505,cover=0
- 118:leaf=-0.000196359353,cover=0
- 14:[Pol<132.742767] yes=29,no=30,missing=29,gain=2.70145559,cover=3839902
- 29:[Sulc0<-0.137935251] yes=59,no=60,missing=60,gain=9.39139462,cover=2943813
- 59:[Pol<95.050293] yes=119,no=120,missing=120,gain=33.0030632,cover=986313
- 119:leaf=6.13477823e-06,cover=0
- 120:leaf=-0.000671821646,cover=0
- 60:[Curv5<0.0534323379] yes=121,no=122,missing=121,gain=8.26035976,cover=1957500
- 121:leaf=0.000177945461,cover=0
- 122:leaf=-3.97095828e-05,cover=0
- 30:[Ecc<11.5171156] yes=61,no=62,missing=62,gain=16.8091545,cover=896089
- 61:[Sulc0<0.20153527] yes=123,no=124,missing=123,gain=25.9452705,cover=512875
- 123:leaf=0.000299632637,cover=0
- 124:leaf=-0.00264882972,cover=0
- 62:[Ecc<32.6813126] yes=125,no=126,missing=125,gain=18.7738991,cover=383214
- 125:leaf=-0.000364441279,cover=0
- 126:leaf=0.000488296209,cover=0
-booster[551]:
-0:[Curv5<-0.275784403] yes=1,no=2,missing=1,gain=0.880613327,cover=5124388
- 1:[Pol<157.965515] yes=3,no=4,missing=3,gain=2.63417149,cover=242979
- 3:[Pol<26.4235344] yes=7,no=8,missing=8,gain=2.87227082,cover=187735
- 7:[LGI5<2.73607373] yes=15,no=16,missing=15,gain=2.05317116,cover=71265
- 15:[Ecc<3.67199802] yes=31,no=32,missing=31,gain=6.74299049,cover=25758
- 31:[Area5<0.629274011] yes=63,no=64,missing=63,gain=2.74397755,cover=16781
- 63:leaf=-0.000220150177,cover=0
- 64:leaf=0.00122247741,cover=0
- 32:[Ecc<5.59685707] yes=65,no=66,missing=65,gain=3.20003891,cover=8977
- 65:leaf=-0.00257134764,cover=0
- 66:leaf=-0.000674208568,cover=0
- 16:[Ecc<4.8056078] yes=33,no=34,missing=33,gain=2.62463355,cover=45507
- 33:[PialArea5<0.801087916] yes=67,no=68,missing=67,gain=7.74877977,cover=1599
- 67:leaf=0.0102091674,cover=0
- 68:leaf=0.000625423854,cover=0
- 34:[Ecc<6.70300007] yes=69,no=70,missing=69,gain=1.82952845,cover=43908
- 69:leaf=-0.000880831794,cover=0
- 70:leaf=0.000172139073,cover=0
- 8:[MidArea5<0.719939232] yes=17,no=18,missing=18,gain=4.11161375,cover=116470
- 17:[PialCurv5<-0.167439327] yes=35,no=36,missing=35,gain=3.06172872,cover=73445
- 35:[Curv5<-0.39144522] yes=71,no=72,missing=72,gain=4.48550653,cover=28820
- 71:leaf=0.000810250116,cover=0
- 72:leaf=-0.000646261207,cover=0
- 36:[Sulc0<0.272107065] yes=73,no=74,missing=74,gain=2.93469763,cover=44625
- 73:leaf=0.000408707565,cover=0
- 74:leaf=-0.00359714008,cover=0
- 18:[PialCurv5<-0.0410871245] yes=37,no=38,missing=37,gain=3.2911005,cover=43025
- 37:[Ecc<7.08616447] yes=75,no=76,missing=76,gain=2.6903038,cover=42944
- 75:leaf=0.000397668191,cover=0
- 76:leaf=0.0011967303,cover=0
- 38:[PialCurv5<-0.0173297711] yes=77,no=78,missing=78,gain=0.250578403,cover=81
- 77:leaf=-0.00517693302,cover=0
- 78:leaf=-0.0113182692,cover=0
- 4:[PialArea5<1.36541271] yes=9,no=10,missing=9,gain=3.01916695,cover=55244
- 9:[PialCurv5<-0.0410871245] yes=19,no=20,missing=19,gain=1.8500793,cover=55012
- 19:[Ecc<18.5999508] yes=39,no=40,missing=39,gain=1.64971328,cover=54957
- 39:[LGI5<2.67938972] yes=79,no=80,missing=80,gain=2.30320454,cover=30444
- 79:leaf=-5.84243171e-05,cover=0
- 80:leaf=-0.000941739243,cover=0
- 40:[PialArea5<0.824056447] yes=81,no=82,missing=81,gain=2.65888047,cover=24513
- 81:leaf=-0.000446879916,cover=0
- 82:leaf=0.000599666848,cover=0
- 20:[PialArea5<0.693130434] yes=41,no=42,missing=41,gain=0.0875072479,cover=55
- 41:leaf=-0.0127992844,cover=0
- 42:[MidArea5<0.664561689] yes=83,no=84,missing=84,gain=0.0300483704,cover=40
- 83:leaf=-0.00450235372,cover=0
- 84:leaf=-0.00854207948,cover=0
- 10:[LGI5<2.36078882] yes=21,no=22,missing=21,gain=1.91429782,cover=232
- 21:[Ecc<4.27275372] yes=43,no=44,missing=44,gain=0.493166089,cover=39
- 43:[PialCurv5<-0.138158455] yes=85,no=86,missing=85,gain=0.102652319,cover=30
- 85:leaf=0.00250366423,cover=0
- 86:leaf=-0.00404621242,cover=0
- 44:leaf=0.0137496516,cover=0
- 22:[Area5<0.763170242] yes=45,no=46,missing=45,gain=0.601348877,cover=193
- 45:[LGI5<3.31338549] yes=87,no=88,missing=87,gain=0.71460247,cover=145
- 87:leaf=-0.0101991771,cover=0
- 88:leaf=0.00785863679,cover=0
- 46:[LGI5<3.29043651] yes=89,no=90,missing=89,gain=0.234769374,cover=48
- 89:leaf=-0.000887953327,cover=0
- 90:leaf=-0.00875712186,cover=0
- 2:[PialCurv5<-0.175695807] yes=5,no=6,missing=5,gain=1.72941875,cover=4881409
- 5:[Curv5<-0.108295463] yes=11,no=12,missing=11,gain=2.81104493,cover=15331
- 11:[Ecc<22.4429302] yes=23,no=24,missing=23,gain=1.57599282,cover=14983
- 23:[LGI5<2.93978119] yes=47,no=48,missing=47,gain=2.51999068,cover=13174
- 47:[Ecc<4.46987629] yes=91,no=92,missing=91,gain=2.04640031,cover=9458
- 91:leaf=0.00129537552,cover=0
- 92:leaf=-0.000208956757,cover=0
- 48:[LGI5<3.0310638] yes=93,no=94,missing=93,gain=2.57767105,cover=3716
- 93:leaf=0.00417730445,cover=0
- 94:leaf=0.00115267606,cover=0
- 24:[Area5<0.767325044] yes=49,no=50,missing=50,gain=1.95841515,cover=1809
- 49:[Area5<0.645846248] yes=95,no=96,missing=95,gain=0.643300235,cover=1485
- 95:leaf=-0.00122533529,cover=0
- 96:leaf=0.000886894006,cover=0
- 50:[LGI5<3.02536297] yes=97,no=98,missing=97,gain=1.3225832,cover=324
- 97:leaf=-0.0103092846,cover=0
- 98:leaf=-0.00257212296,cover=0
- 12:[LGI5<2.35684347] yes=25,no=26,missing=26,gain=3.04579329,cover=348
- 25:[Ecc<1.85215485] yes=51,no=52,missing=51,gain=0.327993393,cover=51
- 51:leaf=-0.0234601982,cover=0
- 52:[PialArea5<0.785624862] yes=99,no=100,missing=99,gain=0.0861961842,cover=41
- 99:leaf=-0.00974604394,cover=0
- 100:leaf=-0.0156811345,cover=0
- 26:[Area5<0.864337862] yes=53,no=54,missing=53,gain=2.60955381,cover=297
- 53:[Area5<0.620557249] yes=101,no=102,missing=102,gain=2.08781338,cover=283
- 101:leaf=-0.00492581679,cover=0
- 102:leaf=0.0036456876,cover=0
- 54:leaf=-0.0222734176,cover=0
- 6:[Sulc0<-0.87967056] yes=13,no=14,missing=13,gain=1.58008933,cover=4866078
- 13:[Curv5<-0.125495523] yes=27,no=28,missing=28,gain=5.88067007,cover=401710
- 27:[PialArea5<0.669517875] yes=55,no=56,missing=55,gain=4.11316299,cover=386465
- 55:[PialCurv5<-0.0819871053] yes=103,no=104,missing=104,gain=3.85921121,cover=2679
- 103:leaf=0.00106795202,cover=0
- 104:leaf=0.00627790252,cover=0
- 56:[Area5<0.763170242] yes=105,no=106,missing=105,gain=2.71638703,cover=383786
- 105:leaf=-0.000124328813,cover=0
- 106:leaf=0.000296221144,cover=0
- 28:[Ecc<5.21075869] yes=57,no=58,missing=57,gain=11.5681267,cover=15245
- 57:[Ecc<3.48115921] yes=107,no=108,missing=108,gain=5.60124111,cover=13198
- 107:leaf=-0.00117895077,cover=0
- 108:leaf=-0.00408688094,cover=0
- 58:[PialArea5<0.621054947] yes=109,no=110,missing=110,gain=4.27269697,cover=2047
- 109:leaf=0.0389101766,cover=0
- 110:leaf=0.00228787027,cover=0
- 14:[Ecc<2.13501525] yes=29,no=30,missing=29,gain=2.23059511,cover=4464368
- 29:[LGI5<2.93978119] yes=59,no=60,missing=60,gain=7.1675458,cover=543662
- 59:[Pol<11.2407846] yes=111,no=112,missing=112,gain=6.60943031,cover=542990
- 111:leaf=-0.000845499628,cover=0
- 112:leaf=0.000123277481,cover=0
- 60:[Sulc0<-0.510775328] yes=113,no=114,missing=114,gain=6.90137291,cover=672
- 113:leaf=0.00143185293,cover=0
- 114:leaf=0.0119680818,cover=0
- 30:[Sulc0<-0.481185079] yes=61,no=62,missing=61,gain=3.92314625,cover=3920706
- 61:[Pol<163.830338] yes=115,no=116,missing=115,gain=10.9709044,cover=868885
- 115:leaf=-0.000193200758,cover=0
- 116:leaf=0.000251792255,cover=0
- 62:[Curv5<-0.132798299] yes=117,no=118,missing=117,gain=4.24406719,cover=3051821
- 117:leaf=0.000169647261,cover=0
- 118:leaf=-6.81276242e-06,cover=0
-booster[552]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=1,gain=0.942578316,cover=5124388
- 1:[Pol<148.336472] yes=3,no=4,missing=4,gain=6.38043356,cover=423406
- 3:[Pol<114.966316] yes=7,no=8,missing=7,gain=6.30972958,cover=317022
- 7:[Sulc0<-0.574995995] yes=15,no=16,missing=15,gain=6.37268543,cover=234912
- 15:[Curv5<-0.125495523] yes=31,no=32,missing=31,gain=8.35055447,cover=166831
- 31:[PialCurv5<-0.0819871053] yes=63,no=64,missing=63,gain=4.69831514,cover=131527
- 63:leaf=-0.000222688075,cover=0
- 64:leaf=0.000669500499,cover=0
- 32:[Area5<0.644818127] yes=65,no=66,missing=66,gain=16.8080902,cover=35304
- 65:leaf=-0.00024462922,cover=0
- 66:leaf=0.00194502645,cover=0
- 16:[Curv5<-0.0226651002] yes=33,no=34,missing=33,gain=14.086729,cover=68081
- 33:[Area5<0.576076329] yes=67,no=68,missing=67,gain=8.2264595,cover=35905
- 67:leaf=-0.000125645645,cover=0
- 68:leaf=-0.00172295887,cover=0
- 34:[Pol<67.3859482] yes=69,no=70,missing=69,gain=10.1566954,cover=32176
- 69:leaf=-0.0010935677,cover=0
- 70:leaf=0.0008436598,cover=0
- 8:[Sulc0<-0.842326522] yes=17,no=18,missing=17,gain=5.21920586,cover=82110
- 17:[Curv5<-0.117843308] yes=35,no=36,missing=36,gain=5.6740613,cover=23929
- 35:[MidArea5<0.811158717] yes=71,no=72,missing=72,gain=2.37410688,cover=21947
- 71:leaf=-0.000286543014,cover=0
- 72:leaf=0.000887473579,cover=0
- 36:[PialCurv5<-0.0607835948] yes=73,no=74,missing=73,gain=4.94699621,cover=1982
- 73:leaf=-0.00521090906,cover=0
- 74:leaf=-0.000214910091,cover=0
- 18:[PialCurv5<0.00860458333] yes=37,no=38,missing=37,gain=6.45536804,cover=58181
- 37:[PialCurv5<-0.072655201] yes=75,no=76,missing=75,gain=8.93312263,cover=42839
- 75:leaf=0.000339750986,cover=0
- 76:leaf=0.00179193541,cover=0
- 38:[Curv5<0.00546095846] yes=77,no=78,missing=77,gain=9.83765125,cover=15342
- 77:leaf=-0.0024318425,cover=0
- 78:leaf=0.000514029816,cover=0
- 4:[LGI5<2.2730217] yes=9,no=10,missing=9,gain=2.47944498,cover=106384
- 9:[LGI5<2.22170687] yes=19,no=20,missing=20,gain=8.0182457,cover=21107
- 19:[LGI5<2.18291569] yes=39,no=40,missing=39,gain=5.50357962,cover=10919
- 39:[MidArea5<0.515777051] yes=79,no=80,missing=80,gain=3.93465424,cover=5408
- 79:leaf=-0.00566654792,cover=0
- 80:leaf=-0.00068644702,cover=0
- 40:[PialArea5<0.739180207] yes=81,no=82,missing=81,gain=6.00261021,cover=5511
- 81:leaf=0.00271673151,cover=0
- 82:leaf=-0.000588878058,cover=0
- 20:[Sulc0<-0.27863887] yes=41,no=42,missing=41,gain=5.52880383,cover=10188
- 41:[PialCurv5<0.00860458333] yes=83,no=84,missing=84,gain=6.05702019,cover=8995
- 83:leaf=-0.0015166183,cover=0
- 84:leaf=-0.00440868316,cover=0
- 42:[Area5<0.669950843] yes=85,no=86,missing=85,gain=2.64667726,cover=1193
- 85:leaf=0.00272815907,cover=0
- 86:leaf=-0.00257091643,cover=0
- 10:[Area5<0.601796865] yes=21,no=22,missing=21,gain=2.35876155,cover=85277
- 21:[PialArea5<0.884929597] yes=43,no=44,missing=44,gain=3.5478549,cover=39416
- 43:[Sulc0<-0.325671464] yes=87,no=88,missing=87,gain=2.84546232,cover=31910
- 87:leaf=-0.000422786514,cover=0
- 88:leaf=0.000940674392,cover=0
- 44:[PialCurv5<-0.131946102] yes=89,no=90,missing=90,gain=1.96057653,cover=7506
- 89:leaf=-0.000971062575,cover=0
- 90:leaf=0.00131062407,cover=0
- 22:[LGI5<2.31192279] yes=45,no=46,missing=45,gain=4.4657464,cover=45861
- 45:[Area5<0.666510165] yes=91,no=92,missing=91,gain=4.41118097,cover=5737
- 91:leaf=-0.000350244198,cover=0
- 92:leaf=0.00248310249,cover=0
- 46:[LGI5<2.33061647] yes=93,no=94,missing=93,gain=5.08062267,cover=40124
- 93:leaf=-0.0025724601,cover=0
- 94:leaf=-0.00054616126,cover=0
- 2:[Ecc<2.07756257] yes=5,no=6,missing=5,gain=3.83845496,cover=4700982
- 5:[Pol<80.2322083] yes=11,no=12,missing=11,gain=7.9242568,cover=283013
- 11:[PialArea5<0.672997355] yes=23,no=24,missing=23,gain=12.2077999,cover=111066
- 23:[PialCurv5<0.147539601] yes=47,no=48,missing=47,gain=6.85855675,cover=9215
- 47:[Area5<0.620557249] yes=95,no=96,missing=96,gain=6.66012955,cover=7110
- 95:leaf=-0.00107831741,cover=0
- 96:leaf=-0.0041393782,cover=0
- 48:[LGI5<2.57675576] yes=97,no=98,missing=97,gain=4.13828802,cover=2105
- 97:leaf=0.00122862903,cover=0
- 98:leaf=-0.00744243944,cover=0
- 24:[Pol<12.2267933] yes=49,no=50,missing=50,gain=4.77239847,cover=101851
- 49:[PialCurv5<-0.0940372422] yes=99,no=100,missing=100,gain=9.49492645,cover=15749
- 99:leaf=0.000129235836,cover=0
- 100:leaf=-0.00243205181,cover=0
- 50:[Pol<40.9012032] yes=101,no=102,missing=101,gain=8.87409592,cover=86102
- 101:leaf=0.000770906394,cover=0
- 102:leaf=-0.000261818175,cover=0
- 12:[Pol<102.241241] yes=25,no=26,missing=25,gain=13.9058113,cover=171947
- 25:[Curv5<0.0595101416] yes=51,no=52,missing=51,gain=15.4309845,cover=46079
- 51:[Sulc0<-0.115756653] yes=103,no=104,missing=103,gain=12.2572289,cover=18498
- 103:leaf=0.00283542532,cover=0
- 104:leaf=-0.000610381714,cover=0
- 52:[Sulc0<-0.407819748] yes=105,no=106,missing=105,gain=5.25886965,cover=27581
- 105:leaf=-0.00281936,cover=0
- 106:leaf=0.000539809698,cover=0
- 26:[Sulc0<-0.305269122] yes=53,no=54,missing=54,gain=13.75741,cover=125868
- 53:[MidArea5<0.498434067] yes=107,no=108,missing=108,gain=7.78900623,cover=99805
- 107:leaf=0.00470342068,cover=0
- 108:leaf=0.000347385765,cover=0
- 54:[MidArea5<0.658196807] yes=109,no=110,missing=110,gain=14.1952019,cover=26063
- 109:leaf=0.000286779396,cover=0
- 110:leaf=-0.00204718229,cover=0
- 6:[Ecc<2.91795349] yes=13,no=14,missing=13,gain=2.55560231,cover=4417969
- 13:[Pol<47.409153] yes=27,no=28,missing=27,gain=11.0673943,cover=282873
- 27:[PialCurv5<-0.105644517] yes=55,no=56,missing=55,gain=22.7946796,cover=56327
- 55:[LGI5<2.62417936] yes=111,no=112,missing=112,gain=4.80581427,cover=36961
- 111:leaf=-1.87458554e-05,cover=0
- 112:leaf=-0.0016492313,cover=0
- 56:[PialArea5<0.984361112] yes=113,no=114,missing=113,gain=19.1012592,cover=19366
- 113:leaf=0.00412860606,cover=0
- 114:leaf=0.000776343746,cover=0
- 28:[Pol<87.3220139] yes=57,no=58,missing=57,gain=16.1250401,cover=226546
- 57:[PialCurv5<0.0720715299] yes=115,no=116,missing=115,gain=21.4536266,cover=62907
- 115:leaf=-0.0013555414,cover=0
- 116:leaf=0.00132466364,cover=0
- 58:[LGI5<2.29093218] yes=117,no=118,missing=117,gain=5.8907485,cover=163639
- 117:leaf=0.00063249591,cover=0
- 118:leaf=-0.000177666254,cover=0
- 14:[LGI5<2.16230083] yes=29,no=30,missing=29,gain=2.24571157,cover=4135096
- 29:[Sulc0<-0.364187956] yes=59,no=60,missing=60,gain=7.96245766,cover=13122
- 59:[Curv5<-0.163374811] yes=119,no=120,missing=119,gain=3.5765686,cover=6635
- 119:leaf=-0.000874743273,cover=0
- 120:leaf=-0.00322579336,cover=0
- 60:[Pol<114.432869] yes=121,no=122,missing=122,gain=12.5091572,cover=6487
- 121:leaf=-0.00122768583,cover=0
- 122:leaf=0.00323804701,cover=0
- 30:[PialCurv5<-0.123971827] yes=61,no=62,missing=61,gain=2.30260658,cover=4121974
- 61:[Curv5<-0.186853081] yes=123,no=124,missing=123,gain=47.7560654,cover=586309
- 123:leaf=-2.10075159e-05,cover=0
- 124:leaf=0.00179845176,cover=0
- 62:[Curv5<-0.214297205] yes=125,no=126,missing=125,gain=10.3240328,cover=3535665
- 125:leaf=0.000377787044,cover=0
- 126:leaf=-2.71013414e-05,cover=0
-booster[553]:
-0:[PialArea5<0.331288606] yes=1,no=2,missing=2,gain=0.886872232,cover=5124388
- 1:[Area5<0.767325044] yes=3,no=4,missing=4,gain=1.3056109,cover=180427
- 3:[LGI5<3.42912889] yes=7,no=8,missing=7,gain=1.25706625,cover=175595
- 7:[LGI5<3.31338549] yes=15,no=16,missing=15,gain=4.855474,cover=161212
- 15:[Pol<92.7492142] yes=31,no=32,missing=32,gain=1.55180216,cover=151263
- 31:[Ecc<9.27846909] yes=63,no=64,missing=63,gain=4.02042294,cover=39003
- 63:leaf=0.00118446932,cover=0
- 64:leaf=6.48573478e-05,cover=0
- 32:[PialCurv5<0.0240441076] yes=65,no=66,missing=65,gain=1.26052666,cover=112260
- 65:leaf=-0.0015375053,cover=0
- 66:leaf=4.05826468e-05,cover=0
- 16:[Ecc<16.0247612] yes=33,no=34,missing=33,gain=3.07803249,cover=9949
- 33:[Pol<102.241241] yes=67,no=68,missing=68,gain=3.47515297,cover=2848
- 67:leaf=-0.000846074719,cover=0
- 68:leaf=0.00288191508,cover=0
- 34:[Ecc<28.2834949] yes=69,no=70,missing=69,gain=5.09272432,cover=7101
- 69:leaf=-0.00284427474,cover=0
- 70:leaf=-0.000161952732,cover=0
- 8:[Ecc<16.5318356] yes=17,no=18,missing=17,gain=2.35772467,cover=14383
- 17:[Sulc0<0.869075775] yes=35,no=36,missing=35,gain=2.10968733,cover=3188
- 35:[Pol<80.2322083] yes=71,no=72,missing=72,gain=2.74479175,cover=1883
- 71:leaf=0.00678185467,cover=0
- 72:leaf=6.71881935e-05,cover=0
- 36:[PialCurv5<0.15079549] yes=73,no=74,missing=74,gain=1.23912811,cover=1305
- 73:leaf=0.0100169331,cover=0
- 74:leaf=0.00292279362,cover=0
- 18:[Pol<25.2957573] yes=37,no=38,missing=38,gain=1.06980824,cover=11195
- 37:[Curv5<0.233002663] yes=75,no=76,missing=76,gain=0.440976858,cover=37
- 75:leaf=-0.0100709964,cover=0
- 76:leaf=0.00629601628,cover=0
- 38:[Pol<64.3762589] yes=77,no=78,missing=77,gain=1.18202913,cover=11158
- 77:leaf=0.00276120659,cover=0
- 78:leaf=0.000116995936,cover=0
- 4:[Ecc<39.5502243] yes=9,no=10,missing=9,gain=1.3954525,cover=4832
- 9:[LGI5<2.79054689] yes=19,no=20,missing=20,gain=1.17828774,cover=4153
- 19:[Ecc<13.6880245] yes=39,no=40,missing=39,gain=0.981339991,cover=1522
- 39:[PialCurv5<0.45140323] yes=79,no=80,missing=79,gain=0.946349621,cover=1350
- 79:leaf=0.00123618403,cover=0
- 80:leaf=-0.00218209787,cover=0
- 40:[PialCurv5<0.196748361] yes=81,no=82,missing=82,gain=1.04906249,cover=172
- 81:leaf=-0.0176663212,cover=0
- 82:leaf=-0.00231162505,cover=0
- 20:[Area5<0.822840035] yes=41,no=42,missing=42,gain=1.46235394,cover=2631
- 41:[PialCurv5<0.291493237] yes=83,no=84,missing=84,gain=1.0566982,cover=2195
- 83:leaf=0.00330493157,cover=0
- 84:leaf=0.000752377033,cover=0
- 42:[LGI5<3.28291535] yes=85,no=86,missing=86,gain=0.699080229,cover=436
- 85:leaf=0.00339281606,cover=0
- 86:leaf=0.00806920975,cover=0
- 10:[Curv5<0.22365725] yes=21,no=22,missing=21,gain=1.2519908,cover=679
- 21:[Pol<82.8478928] yes=43,no=44,missing=43,gain=0.699304044,cover=598
- 43:[LGI5<2.90190363] yes=87,no=88,missing=88,gain=1.09730446,cover=299
- 87:leaf=0.00350781903,cover=0
- 88:leaf=-0.00371703948,cover=0
- 44:[LGI5<2.86381269] yes=89,no=90,missing=89,gain=0.808492362,cover=299
- 89:leaf=-0.00896151643,cover=0
- 90:leaf=0.00197172398,cover=0
- 22:[Pol<78.8803177] yes=45,no=46,missing=46,gain=0.649610758,cover=81
- 45:[PialArea5<0.309935868] yes=91,no=92,missing=91,gain=0.174166679,cover=28
- 91:leaf=-0.014815785,cover=0
- 92:leaf=-0.00364324264,cover=0
- 46:[LGI5<3.05514836] yes=93,no=94,missing=93,gain=0.138352007,cover=53
- 93:leaf=-0.000935353455,cover=0
- 94:leaf=-0.00604314543,cover=0
- 2:[PialCurv5<0.493508637] yes=5,no=6,missing=5,gain=1.33696592,cover=4943961
- 5:[PialCurv5<0.353309482] yes=11,no=12,missing=12,gain=1.89753997,cover=4936874
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=23,gain=2.40631509,cover=4833250
- 23:[Ecc<37.2796402] yes=47,no=48,missing=48,gain=1.45516276,cover=4825393
- 47:[Sulc0<0.717745602] yes=95,no=96,missing=95,gain=1.75924921,cover=4570772
- 95:leaf=-1.7551796e-06,cover=0
- 96:leaf=0.000155110014,cover=0
- 48:[Pol<121.948479] yes=97,no=98,missing=97,gain=12.4018173,cover=254621
- 97:leaf=-0.000356996752,cover=0
- 98:leaf=0.000391687936,cover=0
- 24:[Area5<0.731406808] yes=49,no=50,missing=50,gain=2.60687304,cover=7857
- 49:[PialCurv5<0.167567819] yes=99,no=100,missing=99,gain=2.19103432,cover=2988
- 99:leaf=-0.00341484393,cover=0
- 100:leaf=0.000297384075,cover=0
- 50:[PialArea5<0.839144647] yes=101,no=102,missing=101,gain=1.47799015,cover=4869
- 101:leaf=0.00166097935,cover=0
- 102:leaf=-0.00865440816,cover=0
- 12:[Ecc<24.3269672] yes=25,no=26,missing=25,gain=2.26035166,cover=103624
- 25:[Sulc0<0.812575758] yes=51,no=52,missing=52,gain=5.06611729,cover=84670
- 51:[Curv5<0.151368812] yes=103,no=104,missing=103,gain=1.9531188,cover=66469
- 103:leaf=0.000644635584,cover=0
- 104:leaf=-0.000220227448,cover=0
- 52:[Area5<0.745235085] yes=105,no=106,missing=106,gain=2.19521999,cover=18201
- 105:leaf=-0.000632041134,cover=0
- 106:leaf=-0.00176079094,cover=0
- 26:[Sulc0<0.703387856] yes=53,no=54,missing=53,gain=0.833417594,cover=18954
- 53:[Area5<0.667375207] yes=107,no=108,missing=107,gain=0.881193161,cover=1271
- 107:leaf=-0.000509591016,cover=0
- 108:leaf=0.00236884621,cover=0
- 54:[LGI5<3.70550299] yes=109,no=110,missing=110,gain=0.824626327,cover=17683
- 109:leaf=0.000105655359,cover=0
- 110:leaf=0.00160449464,cover=0
- 6:[LGI5<3.62495422] yes=13,no=14,missing=13,gain=1.63488233,cover=7087
- 13:[LGI5<2.78495932] yes=27,no=28,missing=27,gain=2.11389732,cover=6797
- 27:[Ecc<4.33753681] yes=55,no=56,missing=55,gain=2.61740208,cover=4263
- 55:[Curv5<0.0615303926] yes=111,no=112,missing=112,gain=2.06373167,cover=2066
- 111:leaf=-0.013460869,cover=0
- 112:leaf=0.00160340313,cover=0
- 56:[Pol<176.117172] yes=113,no=114,missing=113,gain=1.05842209,cover=2197
- 113:leaf=-0.00116375729,cover=0
- 114:leaf=0.00879922416,cover=0
- 28:[PialArea5<0.628734469] yes=57,no=58,missing=57,gain=1.47493935,cover=2534
- 57:[Pol<105.995506] yes=115,no=116,missing=115,gain=1.43867588,cover=2450
- 115:leaf=0.00266864453,cover=0
- 116:leaf=0.000147028506,cover=0
- 58:[Curv5<0.139330834] yes=117,no=118,missing=118,gain=1.43803573,cover=84
- 117:leaf=0.00500292657,cover=0
- 118:leaf=0.0210518148,cover=0
- 14:[LGI5<3.74316525] yes=29,no=30,missing=29,gain=0.562301874,cover=290
- 29:[Sulc0<0.812575758] yes=59,no=60,missing=59,gain=1.07520711,cover=138
- 59:[Pol<89.7623749] yes=119,no=120,missing=120,gain=0.145432651,cover=18
- 119:leaf=0.00959840044,cover=0
- 120:leaf=0.000651142967,cover=0
- 60:[Sulc0<0.890415967] yes=121,no=122,missing=121,gain=0.0341646671,cover=120
- 121:leaf=-0.00376498303,cover=0
- 122:leaf=-0.00728333369,cover=0
- 30:[Ecc<29.3556995] yes=61,no=62,missing=61,gain=0.508199453,cover=152
- 61:[Curv5<0.204311207] yes=123,no=124,missing=123,gain=0.186154634,cover=81
- 123:leaf=-0.00679800147,cover=0
- 124:leaf=-0.0017649004,cover=0
- 62:[Pol<96.8070755] yes=125,no=126,missing=126,gain=0.230811641,cover=71
- 125:leaf=0.0015775807,cover=0
- 126:leaf=0.0157984719,cover=0
-booster[554]:
-0:[Curv5<0.266060919] yes=1,no=2,missing=2,gain=0.857351303,cover=5124388
- 1:[PialArea5<0.267248243] yes=3,no=4,missing=4,gain=1.24373138,cover=5104371
- 3:[Sulc0<0.551384151] yes=7,no=8,missing=7,gain=1.12822509,cover=34365
- 7:[Ecc<9.75650311] yes=15,no=16,missing=15,gain=1.73818147,cover=4098
- 15:[Ecc<1.3629595] yes=31,no=32,missing=31,gain=1.27649832,cover=3472
- 31:[Sulc0<0.235979095] yes=63,no=64,missing=64,gain=1.53427017,cover=929
- 63:leaf=0.000294598809,cover=0
- 64:leaf=-0.0113894613,cover=0
- 32:[Ecc<2.07756257] yes=65,no=66,missing=65,gain=1.00807953,cover=2543
- 65:leaf=0.00604707329,cover=0
- 66:leaf=0.00184419996,cover=0
- 16:[Ecc<10.7180347] yes=33,no=34,missing=33,gain=0.934120536,cover=626
- 33:[Sulc0<0.281104684] yes=67,no=68,missing=67,gain=0.0961738825,cover=45
- 67:leaf=-0.00192665204,cover=0
- 68:leaf=-0.00909709744,cover=0
- 34:[Area5<0.674147427] yes=69,no=70,missing=69,gain=0.657647371,cover=581
- 69:leaf=-0.00152518717,cover=0
- 70:leaf=0.00308215478,cover=0
- 8:[Ecc<11.1913614] yes=17,no=18,missing=18,gain=1.33940268,cover=30267
- 17:[PialCurv5<0.303062648] yes=35,no=36,missing=35,gain=1.75286996,cover=15672
- 35:[LGI5<2.64649582] yes=71,no=72,missing=71,gain=2.16258979,cover=5385
- 71:leaf=0.000173627675,cover=0
- 72:leaf=-0.00183086644,cover=0
- 36:[Sulc0<1.11117697] yes=73,no=74,missing=74,gain=1.87446713,cover=10287
- 73:leaf=0.000434897811,cover=0
- 74:leaf=-0.00230606413,cover=0
- 18:[LGI5<2.60638428] yes=37,no=38,missing=38,gain=1.97896481,cover=14595
- 37:[PialCurv5<0.122354448] yes=75,no=76,missing=75,gain=1.43320787,cover=330
- 75:leaf=-0.0195698198,cover=0
- 76:leaf=-0.0026078443,cover=0
- 38:[Ecc<16.2597466] yes=77,no=78,missing=77,gain=2.40303254,cover=14265
- 77:leaf=0.00180331618,cover=0
- 78:leaf=0.000270315766,cover=0
- 4:[PialCurv5<0.493508637] yes=9,no=10,missing=9,gain=1.67698717,cover=5070006
- 9:[PialCurv5<0.426807076] yes=19,no=20,missing=20,gain=1.23934901,cover=5058721
- 19:[PialArea5<0.39986974] yes=39,no=40,missing=39,gain=1.32028806,cover=5026422
- 39:[Pol<107.129471] yes=79,no=80,missing=79,gain=2.75818348,cover=357395
- 79:leaf=1.06787184e-05,cover=0
- 80:leaf=0.000328304101,cover=0
- 40:[MidArea5<0.566005528] yes=81,no=82,missing=81,gain=2.34726071,cover=4669027
- 81:leaf=-0.000141856333,cover=0
- 82:leaf=2.12168788e-06,cover=0
- 20:[Curv5<0.177453667] yes=41,no=42,missing=42,gain=2.58753848,cover=32299
- 41:[PialArea5<0.409017563] yes=83,no=84,missing=83,gain=2.46495628,cover=6260
- 83:leaf=-2.46706823e-05,cover=0
- 84:leaf=0.00217284146,cover=0
- 42:[Sulc0<0.717745602] yes=85,no=86,missing=86,gain=2.01916385,cover=26039
- 85:leaf=-6.44075335e-05,cover=0
- 86:leaf=-0.00094638858,cover=0
- 10:[Ecc<2.3695333] yes=21,no=22,missing=22,gain=3.13306046,cover=11285
- 21:[Area5<0.542713821] yes=43,no=44,missing=44,gain=1.42799473,cover=695
- 43:[PialArea5<0.375788301] yes=87,no=88,missing=87,gain=0.338253707,cover=53
- 87:leaf=0.000765913224,cover=0
- 88:leaf=-0.00725601101,cover=0
- 44:[LGI5<2.29656005] yes=89,no=90,missing=89,gain=1.10207367,cover=642
- 89:leaf=0.00814332161,cover=0
- 90:leaf=0.00331867114,cover=0
- 22:[Pol<138.971481] yes=45,no=46,missing=45,gain=1.89465284,cover=10590
- 45:[PialArea5<0.498393416] yes=91,no=92,missing=91,gain=1.46272516,cover=10184
- 91:leaf=0.000155971953,cover=0
- 92:leaf=0.0036885147,cover=0
- 46:[LGI5<2.89127874] yes=93,no=94,missing=93,gain=5.14140987,cover=406
- 93:leaf=0.0126405833,cover=0
- 94:leaf=0.00019095662,cover=0
- 2:[Ecc<3.80337262] yes=5,no=6,missing=5,gain=1.34129119,cover=20017
- 5:[Area5<0.521939099] yes=11,no=12,missing=11,gain=0.88134408,cover=9479
- 11:[Ecc<1.85215485] yes=23,no=24,missing=24,gain=1.25164223,cover=727
- 23:[Area5<0.489361584] yes=47,no=48,missing=48,gain=1.0271728,cover=97
- 47:[LGI5<2.48283219] yes=95,no=96,missing=96,gain=0.38928616,cover=23
- 95:leaf=0.00802335888,cover=0
- 96:leaf=0.0246624183,cover=0
- 48:[Ecc<1.46579576] yes=97,no=98,missing=98,gain=0.337473392,cover=74
- 97:leaf=0.00218602153,cover=0
- 98:leaf=-0.00498186052,cover=0
- 24:[Pol<97.3566132] yes=49,no=50,missing=50,gain=1.05500507,cover=630
- 49:[LGI5<2.25958419] yes=99,no=100,missing=100,gain=1.08229184,cover=129
- 99:leaf=0.0186000615,cover=0
- 100:leaf=-0.000381380902,cover=0
- 50:[PialArea5<0.281252682] yes=101,no=102,missing=102,gain=0.891771793,cover=501
- 101:leaf=-0.00291988626,cover=0
- 102:leaf=-0.00757729122,cover=0
- 12:[Area5<0.64784193] yes=25,no=26,missing=25,gain=0.568884969,cover=8752
- 25:[Sulc0<-0.43309778] yes=51,no=52,missing=52,gain=0.65208143,cover=7290
- 51:[LGI5<2.21018219] yes=103,no=104,missing=103,gain=0.25603646,cover=27
- 103:leaf=0.0045298785,cover=0
- 104:leaf=-0.00974564906,cover=0
- 52:[LGI5<2.13090348] yes=105,no=106,missing=105,gain=0.37350446,cover=7263
- 105:leaf=0.00317482464,cover=0
- 106:leaf=-0.000444714969,cover=0
- 26:[MidArea5<0.856507063] yes=53,no=54,missing=53,gain=0.588777304,cover=1462
- 53:[PialCurv5<0.45140323] yes=107,no=108,missing=108,gain=0.64752388,cover=1439
- 107:leaf=-0.000960112025,cover=0
- 108:leaf=-0.00328633911,cover=0
- 54:[Pol<110.287491] yes=109,no=110,missing=109,gain=0.016128242,cover=23
- 109:leaf=0.0012253006,cover=0
- 110:leaf=0.0066568153,cover=0
- 6:[Ecc<22.0897732] yes=13,no=14,missing=13,gain=1.58426285,cover=10538
- 13:[Ecc<13.3064203] yes=27,no=28,missing=27,gain=4.02273369,cover=7386
- 27:[LGI5<2.3349762] yes=55,no=56,missing=55,gain=2.06908727,cover=7116
- 55:[Pol<118.712891] yes=111,no=112,missing=111,gain=1.07399297,cover=1489
- 111:leaf=-0.000965899788,cover=0
- 112:leaf=-0.0053770002,cover=0
- 56:[LGI5<3.15728688] yes=113,no=114,missing=114,gain=2.61471176,cover=5627
- 113:leaf=0.000962795166,cover=0
- 114:leaf=-0.00333239581,cover=0
- 28:[Sulc0<0.995960534] yes=57,no=58,missing=58,gain=1.03384924,cover=270
- 57:[LGI5<2.94529939] yes=115,no=116,missing=116,gain=1.76389742,cover=224
- 115:leaf=0.0119467955,cover=0
- 116:leaf=0.00216063904,cover=0
- 58:[LGI5<3.42912889] yes=117,no=118,missing=117,gain=1.40274644,cover=46
- 117:leaf=0.020338444,cover=0
- 118:leaf=0.00258324249,cover=0
- 14:[Ecc<30.4150848] yes=29,no=30,missing=29,gain=1.13863778,cover=3152
- 29:[PialCurv5<0.216171265] yes=59,no=60,missing=59,gain=1.86193514,cover=671
- 59:[Ecc<23.9349174] yes=119,no=120,missing=119,gain=0.261814713,cover=25
- 119:leaf=0.0141120926,cover=0
- 120:leaf=0.00313041615,cover=0
- 60:[Pol<80.2322083] yes=121,no=122,missing=121,gain=1.31458855,cover=646
- 121:leaf=0.000622493972,cover=0
- 122:leaf=-0.00454476615,cover=0
- 30:[PialCurv5<0.493508637] yes=61,no=62,missing=61,gain=1.24827194,cover=2481
- 61:[MidArea5<0.509283841] yes=123,no=124,missing=123,gain=1.13682485,cover=1699
- 123:leaf=-0.00179537141,cover=0
- 124:leaf=0.00141652056,cover=0
- 62:[LGI5<3.15084362] yes=125,no=126,missing=126,gain=3.06414342,cover=782
- 125:leaf=-0.0013898554,cover=0
- 126:leaf=0.00494482322,cover=0
-booster[555]:
-0:[Sulc0<-1.19305253] yes=1,no=2,missing=2,gain=0.850221634,cover=5124388
- 1:[PialCurv5<-0.116576619] yes=3,no=4,missing=3,gain=1.92155194,cover=40033
- 3:[Area5<0.695070922] yes=7,no=8,missing=7,gain=1.79163635,cover=32771
- 7:[LGI5<2.58517122] yes=15,no=16,missing=15,gain=1.49881482,cover=24773
- 15:[LGI5<2.21018219] yes=31,no=32,missing=31,gain=1.37849712,cover=16947
- 31:[Pol<64.3762589] yes=63,no=64,missing=63,gain=1.6022948,cover=2029
- 63:leaf=-0.000209802252,cover=0
- 64:leaf=-0.00316041685,cover=0
- 32:[PialCurv5<-0.139269829] yes=65,no=66,missing=65,gain=1.12054133,cover=14918
- 65:leaf=-0.000205484219,cover=0
- 66:leaf=0.000676247873,cover=0
- 16:[Curv5<-0.319950402] yes=33,no=34,missing=33,gain=1.08709073,cover=7826
- 33:[Ecc<2.42687178] yes=67,no=68,missing=68,gain=0.662288666,cover=1537
- 67:leaf=-0.00411629211,cover=0
- 68:leaf=0.000584147114,cover=0
- 34:[LGI5<3.50441384] yes=69,no=70,missing=69,gain=1.18421578,cover=6289
- 69:leaf=-0.0015216188,cover=0
- 70:leaf=9.34225973e-05,cover=0
- 8:[LGI5<2.67457628] yes=17,no=18,missing=17,gain=1.99477506,cover=7998
- 17:[Ecc<1.15906882] yes=35,no=36,missing=35,gain=1.47068453,cover=3766
- 35:[Curv5<-0.16496937] yes=71,no=72,missing=72,gain=0.347569436,cover=375
- 71:leaf=-0.00130520563,cover=0
- 72:leaf=-0.0112641202,cover=0
- 36:[PialArea5<1.26501572] yes=73,no=74,missing=73,gain=1.37166309,cover=3391
- 73:leaf=0.00289193098,cover=0
- 74:leaf=0.000863977883,cover=0
- 18:[Curv5<-0.319950402] yes=37,no=38,missing=37,gain=1.20325792,cover=4232
- 37:[PialArea5<0.914612174] yes=75,no=76,missing=75,gain=0.735365748,cover=237
- 75:leaf=-0.00788073894,cover=0
- 76:leaf=-0.0017900255,cover=0
- 38:[PialArea5<0.96486038] yes=77,no=78,missing=77,gain=0.617540896,cover=3995
- 77:leaf=-0.00125885848,cover=0
- 78:leaf=0.000341235514,cover=0
- 4:[PialArea5<1.00558591] yes=9,no=10,missing=9,gain=1.34769106,cover=7262
- 9:[LGI5<2.34802985] yes=19,no=20,missing=19,gain=2.32611918,cover=1297
- 19:[Curv5<-0.185332045] yes=39,no=40,missing=40,gain=1.03399324,cover=616
- 39:[Ecc<1.79549146] yes=79,no=80,missing=80,gain=1.31720495,cover=444
- 79:leaf=-0.00225943048,cover=0
- 80:leaf=0.00363087701,cover=0
- 40:[Ecc<0.567370772] yes=81,no=82,missing=81,gain=1.08137476,cover=172
- 81:leaf=-0.0133218234,cover=0
- 82:leaf=-0.00310047506,cover=0
- 20:[LGI5<2.40692019] yes=41,no=42,missing=41,gain=1.42208397,cover=681
- 41:[Area5<0.603367925] yes=83,no=84,missing=84,gain=2.47108293,cover=130
- 83:leaf=0.00236169226,cover=0
- 84:leaf=0.0170194618,cover=0
- 42:[Curv5<-0.182293281] yes=85,no=86,missing=85,gain=0.653099597,cover=551
- 85:leaf=0.000301242078,cover=0
- 86:leaf=0.00410709484,cover=0
- 10:[Pol<137.578873] yes=21,no=22,missing=21,gain=1.56411529,cover=5965
- 21:[Pol<97.9094925] yes=43,no=44,missing=44,gain=2.0971384,cover=4975
- 43:[Ecc<6.10119486] yes=87,no=88,missing=88,gain=1.40361834,cover=4623
- 87:leaf=-0.00143068098,cover=0
- 88:leaf=0.00215155678,cover=0
- 44:[Ecc<0.513775289] yes=89,no=90,missing=90,gain=1.33131731,cover=352
- 89:leaf=-0.0033974729,cover=0
- 90:leaf=0.00430999044,cover=0
- 22:[MidArea5<1.01334012] yes=45,no=46,missing=45,gain=1.63379622,cover=990
- 45:[LGI5<2.37589788] yes=91,no=92,missing=91,gain=2.53056049,cover=801
- 91:leaf=-0.00694119651,cover=0
- 92:leaf=-0.00131911598,cover=0
- 46:[Curv5<-0.161761403] yes=93,no=94,missing=93,gain=1.02634311,cover=189
- 93:leaf=0.00310952496,cover=0
- 94:leaf=-0.00552917551,cover=0
- 2:[PialArea5<0.82654506] yes=5,no=6,missing=6,gain=0.992371857,cover=5084355
- 5:[Area5<0.755546272] yes=11,no=12,missing=11,gain=5.16958141,cover=2840623
- 11:[MidArea5<0.72893405] yes=23,no=24,missing=24,gain=2.66046095,cover=2483281
- 23:[PialArea5<0.764178395] yes=47,no=48,missing=48,gain=4.67353058,cover=2266658
- 47:[Area5<0.700531542] yes=95,no=96,missing=95,gain=5.34293842,cover=2010181
- 95:leaf=-0.000102825055,cover=0
- 96:leaf=8.04574956e-05,cover=0
- 48:[Curv5<-0.0598238073] yes=97,no=98,missing=98,gain=14.7719975,cover=256477
- 97:leaf=2.21231403e-05,cover=0
- 98:leaf=0.00112423452,cover=0
- 24:[PialCurv5<-0.072655201] yes=49,no=50,missing=50,gain=5.58441544,cover=216623
- 49:[Curv5<-0.102400392] yes=99,no=100,missing=100,gain=15.4996729,cover=35763
- 99:leaf=3.56847522e-05,cover=0
- 100:leaf=0.00370009034,cover=0
- 50:[PialCurv5<0.144311354] yes=101,no=102,missing=101,gain=5.39496088,cover=180860
- 101:leaf=-0.000385355495,cover=0
- 102:leaf=0.000885908783,cover=0
- 12:[Curv5<0.0278947372] yes=25,no=26,missing=25,gain=5.97886324,cover=357342
- 25:[Pol<121.397697] yes=51,no=52,missing=51,gain=6.09063053,cover=52199
- 51:[Pol<92.1537628] yes=103,no=104,missing=104,gain=8.22418594,cover=32576
- 103:leaf=-0.000163921257,cover=0
- 104:leaf=-0.00182385952,cover=0
- 52:[Ecc<6.92728615] yes=105,no=106,missing=106,gain=6.37453651,cover=19623
- 105:leaf=-0.00150723022,cover=0
- 106:leaf=0.000795935921,cover=0
- 26:[Sulc0<0.20153527] yes=53,no=54,missing=53,gain=8.79404354,cover=305143
- 53:[Pol<87.3220139] yes=107,no=108,missing=107,gain=13.1293106,cover=59679
- 107:leaf=0.00175508077,cover=0
- 108:leaf=0.000219672875,cover=0
- 54:[Area5<0.839165807] yes=109,no=110,missing=109,gain=6.83409834,cover=245464
- 109:leaf=7.30072998e-06,cover=0
- 110:leaf=0.000775591296,cover=0
- 6:[MidArea5<0.592231214] yes=13,no=14,missing=13,gain=2.97218895,cover=2243732
- 13:[Sulc0<-0.59790951] yes=27,no=28,missing=27,gain=0.488513947,cover=145
- 27:[PialCurv5<-0.146805272] yes=55,no=56,missing=56,gain=0.231043577,cover=136
- 55:[Ecc<1.68457866] yes=111,no=112,missing=111,gain=0.279442072,cover=50
- 111:leaf=0.0110856537,cover=0
- 112:leaf=0.00267630373,cover=0
- 56:[Pol<157.965515] yes=113,no=114,missing=114,gain=0.489797831,cover=86
- 113:leaf=0.00709137041,cover=0
- 114:leaf=0.0158849284,cover=0
- 28:[Pol<133.406311] yes=57,no=58,missing=57,gain=0.00628750771,cover=9
- 57:[Ecc<4.73840666] yes=115,no=116,missing=115,gain=0.000149518251,cover=6
- 115:leaf=-0.00138033635,cover=0
- 116:leaf=-0.00497016497,cover=0
- 58:[Pol<134.081207] yes=117,no=118,missing=117,gain=1.72995497e-05,cover=3
- 117:leaf=-0.00146837241,cover=0
- 118:leaf=-0.000392192596,cover=0
- 14:[Area5<0.864337862] yes=29,no=30,missing=30,gain=2.8502481,cover=2243587
- 29:[Sulc0<0.849368811] yes=59,no=60,missing=60,gain=3.71483517,cover=2170440
- 59:[PialCurv5<0.104427323] yes=119,no=120,missing=120,gain=2.67490554,cover=2170375
- 119:leaf=3.1413445e-05,cover=0
- 120:leaf=0.000681919628,cover=0
- 60:[LGI5<3.14439583] yes=121,no=122,missing=121,gain=1.79403496,cover=65
- 121:leaf=0.0201540031,cover=0
- 122:leaf=0.00353611493,cover=0
- 30:[Ecc<14.0810061] yes=61,no=62,missing=61,gain=4.67560148,cover=73147
- 61:[Curv5<-0.206445083] yes=123,no=124,missing=124,gain=5.18234682,cover=49612
- 123:leaf=0.000627620146,cover=0
- 124:leaf=-0.000776707137,cover=0
- 62:[LGI5<2.55302763] yes=125,no=126,missing=125,gain=2.9179914,cover=23535
- 125:leaf=-0.00878822897,cover=0
- 126:leaf=0.000333700998,cover=0
-booster[556]:
-0:[PialArea5<0.485325813] yes=1,no=2,missing=2,gain=0.894363582,cover=5124388
- 1:[PialCurv5<0.0193316489] yes=3,no=4,missing=3,gain=6.97210789,cover=826518
- 3:[Ecc<8.55626965] yes=7,no=8,missing=8,gain=6.07930851,cover=25047
- 7:[LGI5<3.23945832] yes=15,no=16,missing=16,gain=2.99070406,cover=14398
- 15:[LGI5<3.09872246] yes=31,no=32,missing=31,gain=3.03352857,cover=14302
- 31:[LGI5<2.97342348] yes=63,no=64,missing=63,gain=5.56207323,cover=14097
- 63:leaf=-0.000237071057,cover=0
- 64:leaf=0.00601663766,cover=0
- 32:[Pol<173.942612] yes=65,no=66,missing=65,gain=2.02333426,cover=205
- 65:leaf=-0.00951404776,cover=0
- 66:leaf=0.00117692619,cover=0
- 16:[Curv5<0.0655679703] yes=33,no=34,missing=34,gain=2.34062004,cover=96
- 33:[LGI5<3.50441384] yes=67,no=68,missing=67,gain=0.925580561,cover=76
- 67:leaf=0.00743542565,cover=0
- 68:leaf=-0.00554766087,cover=0
- 34:[Pol<8.56911278] yes=69,no=70,missing=69,gain=0.964985847,cover=20
- 69:leaf=0.043687623,cover=0
- 70:leaf=0.0161153097,cover=0
- 8:[Sulc0<0.574602425] yes=17,no=18,missing=17,gain=4.54616356,cover=10649
- 17:[Ecc<25.1292973] yes=35,no=36,missing=35,gain=3.67884827,cover=8819
- 35:[LGI5<3.38720298] yes=71,no=72,missing=72,gain=4.0959053,cover=7122
- 71:leaf=-0.00210998673,cover=0
- 72:leaf=-0.00532088056,cover=0
- 36:[Area5<0.559839368] yes=73,no=74,missing=73,gain=4.76191425,cover=1697
- 73:leaf=0.00312750717,cover=0
- 74:leaf=-0.00225760555,cover=0
- 18:[Ecc<15.7955055] yes=37,no=38,missing=37,gain=4.8699131,cover=1830
- 37:[Curv5<-0.0642315522] yes=75,no=76,missing=75,gain=3.17658567,cover=532
- 75:leaf=-0.00954894722,cover=0
- 76:leaf=0.00565728731,cover=0
- 38:[LGI5<3.15728688] yes=77,no=78,missing=77,gain=4.03364134,cover=1298
- 77:leaf=-0.00458587985,cover=0
- 78:leaf=0.0011392415,cover=0
- 4:[Pol<79.5617371] yes=9,no=10,missing=9,gain=6.7640996,cover=801471
- 9:[Curv5<0.099404186] yes=19,no=20,missing=19,gain=9.17477894,cover=82446
- 19:[LGI5<2.45281005] yes=39,no=40,missing=40,gain=5.48448849,cover=14448
- 39:[MidArea5<0.515777051] yes=79,no=80,missing=79,gain=3.91193223,cover=890
- 79:leaf=0.00180970528,cover=0
- 80:leaf=-0.00492065493,cover=0
- 40:[PialCurv5<0.208232641] yes=81,no=82,missing=81,gain=4.03813934,cover=13558
- 81:leaf=0.00218504108,cover=0
- 82:leaf=-0.000680372061,cover=0
- 20:[Ecc<40.3354568] yes=41,no=42,missing=41,gain=4.40088749,cover=67998
- 41:[Area5<0.67915231] yes=83,no=84,missing=83,gain=4.60608053,cover=52123
- 83:leaf=-5.42599118e-05,cover=0
- 84:leaf=0.000893756922,cover=0
- 42:[Sulc0<0.40262419] yes=85,no=86,missing=85,gain=3.48410964,cover=15875
- 85:leaf=0.00809004437,cover=0
- 86:leaf=-0.000533788989,cover=0
- 10:[Pol<112.359543] yes=21,no=22,missing=21,gain=8.03505611,cover=719025
- 21:[Ecc<25.5461979] yes=43,no=44,missing=43,gain=5.01460934,cover=559036
- 43:[Ecc<11.8489361] yes=87,no=88,missing=88,gain=10.4302826,cover=485663
- 87:leaf=1.85567114e-05,cover=0
- 88:leaf=-0.00050144858,cover=0
- 44:[Area5<0.67507118] yes=89,no=90,missing=89,gain=7.15852642,cover=73373
- 89:leaf=-0.000373721006,cover=0
- 90:leaf=0.000671571936,cover=0
- 22:[Sulc0<1.06550956] yes=45,no=46,missing=45,gain=6.38213539,cover=159989
- 45:[PialCurv5<0.241144046] yes=91,no=92,missing=91,gain=5.41551113,cover=157169
- 91:leaf=0.000662902312,cover=0
- 92:leaf=7.55903893e-05,cover=0
- 46:[PialCurv5<0.220156521] yes=93,no=94,missing=93,gain=2.70398092,cover=2820
- 93:leaf=-0.00505718682,cover=0
- 94:leaf=-0.00123073801,cover=0
- 2:[Curv5<0.069626309] yes=5,no=6,missing=6,gain=3.8427527,cover=4297870
- 5:[Sulc0<0.474820405] yes=11,no=12,missing=11,gain=4.98360586,cover=3718319
- 11:[Pol<118.191307] yes=23,no=24,missing=23,gain=3.2922647,cover=3623079
- 23:[Pol<82.8478928] yes=47,no=48,missing=47,gain=16.7599487,cover=2003393
- 47:[Ecc<11.6821251] yes=95,no=96,missing=95,gain=17.7058067,cover=1626918
- 95:leaf=-0.000143274097,cover=0
- 96:leaf=0.000206583369,cover=0
- 48:[Sulc0<-0.00954892673] yes=97,no=98,missing=97,gain=30.0822105,cover=376475
- 97:leaf=-7.57344333e-06,cover=0
- 98:leaf=0.00091243413,cover=0
- 24:[Pol<124.735107] yes=49,no=50,missing=49,gain=7.73564816,cover=1619686
- 49:[Ecc<4.53598547] yes=99,no=100,missing=100,gain=9.44826984,cover=147688
- 99:leaf=0.000226368124,cover=0
- 100:leaf=-0.000654069998,cover=0
- 50:[Ecc<12.1917515] yes=101,no=102,missing=101,gain=11.2804422,cover=1471998
- 101:leaf=8.09197008e-05,cover=0
- 102:leaf=-0.000211413557,cover=0
- 12:[Curv5<-0.104371414] yes=25,no=26,missing=26,gain=10.4030409,cover=95240
- 25:[Pol<157.22821] yes=51,no=52,missing=52,gain=6.32793713,cover=2320
- 51:[LGI5<2.93433285] yes=103,no=104,missing=103,gain=5.34836292,cover=2188
- 103:leaf=0.00591548532,cover=0
- 104:leaf=-0.0042241076,cover=0
- 52:[Area5<0.607942343] yes=105,no=106,missing=105,gain=7.04504251,cover=132
- 105:leaf=0.0350129865,cover=0
- 106:leaf=0.00278653693,cover=0
- 26:[PialCurv5<0.160740122] yes=53,no=54,missing=53,gain=10.5484467,cover=92920
- 53:[Area5<0.706109285] yes=107,no=108,missing=107,gain=9.30506897,cover=87764
- 107:leaf=0.00122064678,cover=0
- 108:leaf=0.000165638718,cover=0
- 54:[PialArea5<0.744910836] yes=109,no=110,missing=110,gain=3.26716375,cover=5156
- 109:leaf=-0.00213737483,cover=0
- 110:leaf=0.0023228107,cover=0
- 6:[Pol<53.6550331] yes=13,no=14,missing=14,gain=6.40029716,cover=579551
- 13:[PialCurv5<0.0877920389] yes=27,no=28,missing=27,gain=10.5798759,cover=34243
- 27:[Ecc<2.6050899] yes=55,no=56,missing=55,gain=10.7976408,cover=6782
- 55:[PialCurv5<0.0044251224] yes=111,no=112,missing=111,gain=2.82215977,cover=588
- 111:leaf=-0.011516816,cover=0
- 112:leaf=-0.00253106491,cover=0
- 56:[Pol<5.90224934] yes=113,no=114,missing=113,gain=5.42773819,cover=6194
- 113:leaf=-0.000315979734,cover=0
- 114:leaf=0.00359467464,cover=0
- 28:[Sulc0<-0.115756653] yes=57,no=58,missing=57,gain=5.89339256,cover=27461
- 57:[Pol<7.58674097] yes=115,no=116,missing=115,gain=6.77421331,cover=4129
- 115:leaf=-0.00103837287,cover=0
- 116:leaf=0.00326349214,cover=0
- 58:[Pol<21.2328167] yes=117,no=118,missing=117,gain=3.6090827,cover=23332
- 117:leaf=-0.00266839075,cover=0
- 118:leaf=-5.34538485e-05,cover=0
- 14:[Pol<133.406311] yes=29,no=30,missing=29,gain=5.52368069,cover=545308
- 29:[Ecc<17.5281601] yes=59,no=60,missing=60,gain=11.1629801,cover=477872
- 59:[PialCurv5<0.137877449] yes=119,no=120,missing=119,gain=8.1048975,cover=373218
- 119:leaf=-0.000454791792,cover=0
- 120:leaf=5.16837717e-05,cover=0
- 60:[Sulc0<0.662694752] yes=121,no=122,missing=121,gain=16.8128681,cover=104654
- 121:leaf=-0.00132779242,cover=0
- 122:leaf=-6.02271575e-05,cover=0
- 30:[Ecc<26.874506] yes=61,no=62,missing=61,gain=14.8391294,cover=67436
- 61:[LGI5<2.34364653] yes=123,no=124,missing=123,gain=8.70984364,cover=60736
- 123:leaf=-0.00177681621,cover=0
- 124:leaf=0.000207709076,cover=0
- 62:[PialCurv5<0.074624911] yes=125,no=126,missing=125,gain=8.28398132,cover=6700
- 125:leaf=0.0089848442,cover=0
- 126:leaf=0.00201003626,cover=0
-booster[557]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=1,gain=0.919165075,cover=5124388
- 1:[Ecc<1.3629595] yes=3,no=4,missing=3,gain=1.04678106,cover=5024305
- 3:[Pol<160.153915] yes=7,no=8,missing=8,gain=6.0735631,cover=438123
- 7:[Pol<51.9018669] yes=15,no=16,missing=15,gain=5.75315237,cover=362585
- 15:[Ecc<0.836319208] yes=31,no=32,missing=31,gain=5.17808151,cover=102665
- 31:[Area5<0.67996794] yes=61,no=62,missing=62,gain=3.42841935,cover=57608
- 61:leaf=0.000183821001,cover=0
- 62:leaf=-0.000828030985,cover=0
- 32:[LGI5<2.44319153] yes=63,no=64,missing=63,gain=3.61657047,cover=45057
- 63:leaf=-0.00104830682,cover=0
- 64:leaf=-0.000116655327,cover=0
- 16:[Area5<0.644818127] yes=33,no=34,missing=33,gain=4.4265604,cover=259920
- 33:[LGI5<2.41724968] yes=65,no=66,missing=65,gain=4.67630863,cover=183634
- 65:leaf=-0.000189764352,cover=0
- 66:leaf=0.000335234799,cover=0
- 34:[Sulc0<-0.50485903] yes=67,no=68,missing=67,gain=5.80816793,cover=76286
- 67:leaf=0.000845808652,cover=0
- 68:leaf=-3.16657897e-05,cover=0
- 8:[PialArea5<0.651661396] yes=17,no=18,missing=18,gain=4.55828047,cover=75538
- 17:[Curv5<0.122410901] yes=35,no=36,missing=35,gain=3.82985663,cover=28076
- 35:[Sulc0<-0.332174033] yes=69,no=70,missing=69,gain=2.95482874,cover=19368
- 69:leaf=3.59884543e-05,cover=0
- 70:leaf=0.00142649689,cover=0
- 36:[PialCurv5<0.144311354] yes=71,no=72,missing=71,gain=4.27139759,cover=8708
- 71:leaf=-0.00303604524,cover=0
- 72:leaf=-0.000289461226,cover=0
- 18:[LGI5<2.26652193] yes=37,no=38,missing=37,gain=3.03495216,cover=47462
- 37:[LGI5<2.23211861] yes=73,no=74,missing=74,gain=5.15490913,cover=8196
- 73:leaf=-0.000715447939,cover=0
- 74:leaf=-0.00332592777,cover=0
- 38:[LGI5<2.64649582] yes=75,no=76,missing=75,gain=2.52494049,cover=39266
- 75:leaf=-0.000501781877,cover=0
- 76:leaf=-0.00222586375,cover=0
- 4:[Ecc<1.96654522] yes=9,no=10,missing=9,gain=3.57362151,cover=4586182
- 9:[Pol<144.670364] yes=19,no=20,missing=20,gain=7.80072069,cover=218724
- 19:[LGI5<2.96780801] yes=39,no=40,missing=40,gain=7.19558668,cover=180480
- 39:[LGI5<2.18291569] yes=77,no=78,missing=78,gain=5.94880152,cover=180317
- 77:leaf=0.0014441394,cover=0
- 78:leaf=-5.02692774e-06,cover=0
- 40:[Sulc0<-0.463317156] yes=79,no=80,missing=80,gain=1.19996691,cover=163
- 79:leaf=0.00604721624,cover=0
- 80:leaf=0.0147318617,cover=0
- 20:[Sulc0<-0.673217118] yes=41,no=42,missing=42,gain=18.1118298,cover=38244
- 41:[LGI5<2.23211861] yes=81,no=82,missing=81,gain=4.54125452,cover=26307
- 81:leaf=0.00226766802,cover=0
- 82:leaf=-8.36873078e-05,cover=0
- 42:[LGI5<2.19753051] yes=83,no=84,missing=84,gain=5.42078781,cover=11937
- 83:leaf=-0.00269712834,cover=0
- 84:leaf=0.00268496177,cover=0
- 10:[Sulc0<-0.481185079] yes=21,no=22,missing=21,gain=2.13126016,cover=4367458
- 21:[PialCurv5<-0.11578764] yes=43,no=44,missing=43,gain=7.65482521,cover=1265975
- 43:[Curv5<-0.175970852] yes=85,no=86,missing=85,gain=39.4816704,cover=638042
- 85:leaf=-3.14436256e-05,cover=0
- 86:leaf=0.00172607077,cover=0
- 44:[Pol<24.282547] yes=87,no=88,missing=87,gain=15.5604486,cover=627933
- 87:leaf=0.000309392461,cover=0
- 88:leaf=-0.000309869676,cover=0
- 22:[Curv5<-0.132798299] yes=45,no=46,missing=45,gain=4.63641405,cover=3101483
- 45:[PialCurv5<-0.0715543851] yes=89,no=90,missing=89,gain=79.952179,cover=427468
- 89:leaf=-0.000120335833,cover=0
- 90:leaf=0.00178322697,cover=0
- 46:[PialCurv5<-0.0829703882] yes=91,no=92,missing=92,gain=54.4081268,cover=2674015
- 91:leaf=0.00163403561,cover=0
- 92:leaf=-3.89165543e-05,cover=0
- 2:[Area5<0.631603718] yes=5,no=6,missing=5,gain=3.31768107,cover=100083
- 5:[LGI5<2.58517122] yes=11,no=12,missing=11,gain=2.46453762,cover=1168
- 11:[Sulc0<-0.815117955] yes=23,no=24,missing=24,gain=2.37263107,cover=904
- 23:[PialCurv5<-0.159167215] yes=47,no=48,missing=47,gain=1.94935346,cover=716
- 47:[Ecc<2.31110334] yes=93,no=94,missing=93,gain=0.00262975693,cover=4
- 93:leaf=-0.0312090572,cover=0
- 94:leaf=-0.00863167644,cover=0
- 48:[Ecc<0.353712648] yes=95,no=96,missing=95,gain=1.46322918,cover=712
- 95:leaf=0.0195695553,cover=0
- 96:leaf=0.00262017152,cover=0
- 24:[LGI5<2.35279679] yes=49,no=50,missing=50,gain=1.86113596,cover=188
- 49:[Pol<36.2100182] yes=97,no=98,missing=97,gain=0.582265794,cover=43
- 97:leaf=-0.00954479259,cover=0
- 98:leaf=0.0033166972,cover=0
- 50:[Curv5<-0.134546712] yes=99,no=100,missing=99,gain=0.9326334,cover=145
- 99:leaf=0.0126837045,cover=0
- 100:leaf=-0.00440720329,cover=0
- 12:[Sulc0<-1.19305253] yes=25,no=26,missing=26,gain=0.956369996,cover=264
- 25:leaf=-0.0141676143,cover=0
- 26:[LGI5<3.25380015] yes=51,no=52,missing=51,gain=0.822469115,cover=251
- 51:[PialCurv5<-0.116576619] yes=101,no=102,missing=101,gain=0.6002599,cover=236
- 101:leaf=0.00231651589,cover=0
- 102:leaf=-0.0027233623,cover=0
- 52:[LGI5<3.268116] yes=103,no=104,missing=103,gain=0.0375647545,cover=15
- 103:leaf=-0.00540787494,cover=0
- 104:leaf=-0.0133544952,cover=0
- 6:[PialArea5<0.984361112] yes=13,no=14,missing=13,gain=2.74781919,cover=98915
- 13:[PialCurv5<0.00860458333] yes=27,no=28,missing=28,gain=0.999893188,cover=691
- 27:[Pol<148.336472] yes=53,no=54,missing=53,gain=1.18236959,cover=109
- 53:[Pol<131.443253] yes=105,no=106,missing=105,gain=0.484032094,cover=80
- 105:leaf=-0.00193643605,cover=0
- 106:leaf=-0.0108025055,cover=0
- 54:[PialArea5<0.801087916] yes=107,no=108,missing=107,gain=0.544442832,cover=29
- 107:leaf=0.0162313376,cover=0
- 108:leaf=0.00211800588,cover=0
- 28:[PialCurv5<0.200529471] yes=55,no=56,missing=55,gain=1.12570691,cover=582
- 55:[Pol<111.326981] yes=109,no=110,missing=110,gain=0.975044727,cover=403
- 109:leaf=0.0033433137,cover=0
- 110:leaf=0.0083172489,cover=0
- 56:[Ecc<3.54469991] yes=111,no=112,missing=111,gain=0.919857323,cover=179
- 111:leaf=0.00520799914,cover=0
- 112:leaf=-0.00209330465,cover=0
- 14:[PialCurv5<-0.108766198] yes=29,no=30,missing=29,gain=1.88906813,cover=98224
- 29:[Sulc0<-0.557882011] yes=57,no=58,missing=58,gain=3.03385544,cover=43093
- 57:[Curv5<-0.146701202] yes=113,no=114,missing=113,gain=4.89762926,cover=38202
- 113:leaf=-0.000103123093,cover=0
- 114:leaf=0.0031451527,cover=0
- 58:[Curv5<-0.249691159] yes=115,no=116,missing=116,gain=2.30473018,cover=4891
- 115:leaf=0.00206200918,cover=0
- 116:leaf=-0.00167140819,cover=0
- 30:[LGI5<2.45281005] yes=59,no=60,missing=60,gain=2.56253052,cover=55131
- 59:[Area5<0.814937592] yes=117,no=118,missing=117,gain=2.53209352,cover=12005
- 117:leaf=0.00157350395,cover=0
- 118:leaf=0.000108752902,cover=0
- 60:[LGI5<2.61063838] yes=119,no=120,missing=119,gain=8.93134117,cover=43126
- 119:leaf=-0.00110438745,cover=0
- 120:leaf=0.000536725332,cover=0
-booster[558]:
-0:[Curv5<-0.275784403] yes=1,no=2,missing=1,gain=0.902336121,cover=5124388
- 1:[PialCurv5<-0.0923183635] yes=3,no=4,missing=3,gain=2.6074276,cover=242979
- 3:[Pol<157.965515] yes=7,no=8,missing=7,gain=2.27080154,cover=238913
- 7:[Pol<25.2957573] yes=15,no=16,missing=16,gain=2.78388762,cover=184070
- 15:[LGI5<2.73607373] yes=31,no=32,missing=31,gain=1.56371605,cover=68181
- 31:[Ecc<3.67199802] yes=63,no=64,missing=64,gain=6.87378025,cover=24435
- 63:leaf=0.000238542285,cover=0
- 64:leaf=-0.00152175303,cover=0
- 32:[LGI5<2.93433285] yes=65,no=66,missing=65,gain=1.6671046,cover=43746
- 65:leaf=0.000595234567,cover=0
- 66:leaf=-7.75961016e-05,cover=0
- 16:[PialArea5<0.813682437] yes=33,no=34,missing=34,gain=4.12619877,cover=115889
- 33:[PialCurv5<-0.167439327] yes=67,no=68,missing=67,gain=3.69184947,cover=57268
- 67:leaf=-0.000386088388,cover=0
- 68:leaf=0.000419095828,cover=0
- 34:[Ecc<41.2560654] yes=69,no=70,missing=70,gain=4.58222294,cover=58621
- 69:leaf=0.000620956882,cover=0
- 70:leaf=0.00928534195,cover=0
- 8:[PialArea5<1.57955706] yes=17,no=18,missing=17,gain=2.36523342,cover=54843
- 17:[Ecc<15.3430929] yes=35,no=36,missing=36,gain=1.67955852,cover=54810
- 35:[LGI5<2.86927843] yes=71,no=72,missing=72,gain=3.81978559,cover=26451
- 71:leaf=-0.000169783394,cover=0
- 72:leaf=-0.00175530277,cover=0
- 36:[PialArea5<0.816499233] yes=73,no=74,missing=74,gain=1.56794882,cover=28359
- 73:leaf=-0.000322142558,cover=0
- 74:leaf=0.000429446955,cover=0
- 18:[Area5<0.580209434] yes=37,no=38,missing=38,gain=0.0666027069,cover=33
- 37:leaf=-0.00429684529,cover=0
- 38:[Ecc<17.7876587] yes=75,no=76,missing=75,gain=0.0645971298,cover=30
- 75:leaf=-0.0145063847,cover=0
- 76:leaf=-0.000770485436,cover=0
- 4:[MidArea5<0.643286705] yes=9,no=10,missing=9,gain=3.44940257,cover=4066
- 9:[Curv5<-0.350989401] yes=19,no=20,missing=19,gain=2.5865171,cover=1834
- 19:[Pol<151.353775] yes=39,no=40,missing=40,gain=1.96126008,cover=889
- 39:[Pol<146.122681] yes=77,no=78,missing=78,gain=2.40528011,cover=836
- 77:leaf=-0.00145090476,cover=0
- 78:leaf=-0.0134651056,cover=0
- 40:[Pol<155.757294] yes=79,no=80,missing=79,gain=1.33061934,cover=53
- 79:leaf=0.0165252853,cover=0
- 80:leaf=0.000705267361,cover=0
- 20:[PialArea5<0.520672619] yes=41,no=42,missing=42,gain=1.35273087,cover=945
- 41:[PialArea5<0.355263293] yes=81,no=82,missing=81,gain=1.12790143,cover=241
- 81:leaf=0.00618558982,cover=0
- 82:leaf=-0.00258525182,cover=0
- 42:[Ecc<19.4699688] yes=83,no=84,missing=83,gain=1.42031312,cover=704
- 83:leaf=0.00414628303,cover=0
- 84:leaf=-0.00310108159,cover=0
- 10:[LGI5<3.29043651] yes=21,no=22,missing=21,gain=2.05346966,cover=2232
- 21:[Area5<0.494833142] yes=43,no=44,missing=43,gain=1.63271689,cover=1976
- 43:[Pol<74.7525482] yes=85,no=86,missing=85,gain=0.744372129,cover=141
- 85:leaf=-0.012035748,cover=0
- 86:leaf=-0.00436972361,cover=0
- 44:[PialCurv5<-0.00955641083] yes=87,no=88,missing=87,gain=1.41579032,cover=1835
- 87:leaf=-0.00118447642,cover=0
- 88:leaf=-0.00708728377,cover=0
- 22:[Ecc<7.95697832] yes=45,no=46,missing=45,gain=1.41196632,cover=256
- 45:[Pol<147.599014] yes=89,no=90,missing=89,gain=0.0499978065,cover=22
- 89:leaf=-0.0194312539,cover=0
- 90:leaf=-0.00626463536,cover=0
- 46:[LGI5<3.29780769] yes=91,no=92,missing=92,gain=1.25977373,cover=234
- 91:leaf=-0.0172176845,cover=0
- 92:leaf=-0.00432605809,cover=0
- 2:[PialCurv5<-0.175695807] yes=5,no=6,missing=5,gain=1.54842699,cover=4881409
- 5:[Curv5<-0.108295463] yes=11,no=12,missing=12,gain=2.69478202,cover=15331
- 11:[Ecc<22.4429302] yes=23,no=24,missing=23,gain=1.42959642,cover=14983
- 23:[LGI5<2.93978119] yes=47,no=48,missing=48,gain=2.25530052,cover=13174
- 47:[Area5<0.864337862] yes=93,no=94,missing=93,gain=1.92881942,cover=9458
- 93:leaf=0.000233197861,cover=0
- 94:leaf=0.00412432244,cover=0
- 48:[LGI5<3.17022181] yes=95,no=96,missing=95,gain=2.42499399,cover=3716
- 95:leaf=0.00307158614,cover=0
- 96:leaf=0.000516384316,cover=0
- 24:[Area5<0.767325044] yes=49,no=50,missing=49,gain=1.79256535,cover=1809
- 49:[Area5<0.645846248] yes=97,no=98,missing=98,gain=0.568307519,cover=1485
- 97:leaf=-0.00114902109,cover=0
- 98:leaf=0.000836277963,cover=0
- 50:[LGI5<3.02536297] yes=99,no=100,missing=99,gain=1.19526768,cover=324
- 99:leaf=-0.00982412603,cover=0
- 100:leaf=-0.00246855174,cover=0
- 12:[LGI5<2.35684347] yes=25,no=26,missing=25,gain=2.74794197,cover=348
- 25:[Ecc<1.85215485] yes=51,no=52,missing=51,gain=0.283461571,cover=51
- 51:leaf=-0.0222926922,cover=0
- 52:[PialArea5<0.736284733] yes=101,no=102,missing=101,gain=0.076713562,cover=41
- 101:leaf=-0.00878731627,cover=0
- 102:leaf=-0.0143727157,cover=0
- 26:[Area5<0.864337862] yes=53,no=54,missing=54,gain=2.34547186,cover=297
- 53:[Area5<0.620557249] yes=103,no=104,missing=103,gain=1.89240253,cover=283
- 103:leaf=-0.00482027186,cover=0
- 104:leaf=0.00334045151,cover=0
- 54:leaf=-0.0212517157,cover=0
- 6:[PialArea5<1.11947823] yes=13,no=14,missing=13,gain=1.42966688,cover=4866078
- 13:[Sulc0<-0.407819748] yes=27,no=28,missing=27,gain=3.15822673,cover=4364814
- 27:[Ecc<5.08081961] yes=55,no=56,missing=55,gain=5.27886868,cover=1411319
- 55:[Pol<42.7478409] yes=105,no=106,missing=105,gain=10.506916,cover=740163
- 105:leaf=0.000397215423,cover=0
- 106:leaf=-7.77659443e-05,cover=0
- 56:[LGI5<2.47959709] yes=107,no=108,missing=108,gain=14.1104021,cover=671156
- 107:leaf=-0.000888168754,cover=0
- 108:leaf=-0.000104456813,cover=0
- 28:[LGI5<2.30690479] yes=57,no=58,missing=57,gain=4.04513645,cover=2953495
- 57:[LGI5<2.21018219] yes=109,no=110,missing=109,gain=5.26188374,cover=125691
- 109:leaf=-0.000259173103,cover=0
- 110:leaf=0.00048155585,cover=0
- 58:[Ecc<5.08081961] yes=111,no=112,missing=111,gain=2.34764194,cover=2827804
- 111:leaf=-9.51285983e-05,cover=0
- 112:leaf=2.30711939e-05,cover=0
- 14:[PialCurv5<-0.072655201] yes=29,no=30,missing=29,gain=3.89547372,cover=501264
- 29:[Curv5<-0.102400392] yes=59,no=60,missing=59,gain=15.0735483,cover=404397
- 59:[Area5<0.532936037] yes=113,no=114,missing=113,gain=4.34913397,cover=395710
- 113:leaf=0.00154221233,cover=0
- 114:leaf=7.76903253e-05,cover=0
- 60:[Pol<146.122681] yes=115,no=116,missing=115,gain=6.22986221,cover=8687
- 115:leaf=0.00143616449,cover=0
- 116:leaf=0.00454357779,cover=0
- 30:[Area5<0.745235085] yes=61,no=62,missing=62,gain=15.8351507,cover=96867
- 61:[Ecc<1.15906882] yes=117,no=118,missing=117,gain=6.14632034,cover=33276
- 117:leaf=0.000688154134,cover=0
- 118:leaf=-0.00135377224,cover=0
- 62:[Curv5<-0.134546712] yes=119,no=120,missing=119,gain=12.2174387,cover=63591
- 119:leaf=0.00252642971,cover=0
- 120:leaf=4.02474725e-05,cover=0
-booster[559]:
-0:[PialArea5<0.375788301] yes=1,no=2,missing=2,gain=0.879155874,cover=5124388
- 1:[Area5<0.733255386] yes=3,no=4,missing=3,gain=1.81391239,cover=343062
- 3:[PialCurv5<0.0240441076] yes=7,no=8,missing=7,gain=1.66201317,cover=300808
- 7:[Sulc0<0.732260227] yes=15,no=16,missing=15,gain=1.75838661,cover=5016
- 15:[LGI5<3.64692807] yes=31,no=32,missing=32,gain=2.23344254,cover=4500
- 31:[LGI5<2.82485151] yes=63,no=64,missing=63,gain=1.30072403,cover=4421
- 63:leaf=-0.00169074291,cover=0
- 64:leaf=8.65237016e-05,cover=0
- 32:[Pol<99.0100403] yes=65,no=66,missing=66,gain=0.793883801,cover=79
- 65:leaf=-0.00791802909,cover=0
- 66:leaf=-0.0272358153,cover=0
- 16:[Ecc<15.121048] yes=33,no=34,missing=34,gain=1.3702054,cover=516
- 33:[Ecc<8.35574818] yes=67,no=68,missing=67,gain=0.824869633,cover=152
- 67:leaf=0.000425200298,cover=0
- 68:leaf=0.00834653713,cover=0
- 34:[LGI5<3.1967752] yes=69,no=70,missing=69,gain=2.82659078,cover=364
- 69:leaf=-0.00473443326,cover=0
- 70:leaf=0.00411781762,cover=0
- 8:[Sulc0<0.210163057] yes=17,no=18,missing=17,gain=2.21170568,cover=295792
- 17:[LGI5<2.76298451] yes=35,no=36,missing=36,gain=2.7904706,cover=23513
- 35:[Area5<0.582201123] yes=71,no=72,missing=71,gain=1.64482629,cover=19782
- 71:leaf=-0.000387193169,cover=0
- 72:leaf=0.000590555719,cover=0
- 36:[LGI5<3.12489319] yes=73,no=74,missing=73,gain=3.7043438,cover=3731
- 73:leaf=0.00297268457,cover=0
- 74:leaf=-0.000292241923,cover=0
- 18:[Ecc<1.79549146] yes=37,no=38,missing=37,gain=2.58588195,cover=272279
- 37:[LGI5<2.50273752] yes=75,no=76,missing=75,gain=4.40383434,cover=1245
- 75:leaf=-0.00346222776,cover=0
- 76:leaf=0.00509441085,cover=0
- 38:[Pol<53.6550331] yes=77,no=78,missing=77,gain=2.12668896,cover=271034
- 77:leaf=0.00187197444,cover=0
- 78:leaf=9.20621733e-06,cover=0
- 4:[Sulc0<0.732260227] yes=9,no=10,missing=9,gain=3.88311195,cover=42254
- 9:[LGI5<2.31684756] yes=19,no=20,missing=19,gain=1.92540503,cover=10398
- 19:[Ecc<2.13501525] yes=39,no=40,missing=39,gain=3.22427511,cover=481
- 39:[PialCurv5<-0.00171623251] yes=79,no=80,missing=80,gain=0.984060287,cover=56
- 79:leaf=0.0119220642,cover=0
- 80:leaf=-0.0146373333,cover=0
- 40:[Pol<101.159882] yes=81,no=82,missing=81,gain=0.595580459,cover=425
- 81:leaf=-0.00245986902,cover=0
- 82:leaf=0.0012998397,cover=0
- 20:[Sulc0<0.143142253] yes=41,no=42,missing=41,gain=3.18635225,cover=9917
- 41:[LGI5<2.33061647] yes=83,no=84,missing=83,gain=1.75378656,cover=178
- 83:leaf=0.0219996497,cover=0
- 84:leaf=0.00618219189,cover=0
- 42:[Curv5<0.067619428] yes=85,no=86,missing=86,gain=1.99147701,cover=9739
- 85:leaf=-0.00890980475,cover=0
- 86:leaf=0.00130142493,cover=0
- 10:[LGI5<2.86927843] yes=21,no=22,missing=21,gain=1.6994164,cover=31856
- 21:[Curv5<0.0736173838] yes=43,no=44,missing=44,gain=3.27142811,cover=10780
- 43:[Ecc<19.4699688] yes=87,no=88,missing=87,gain=1.5937953,cover=18
- 87:leaf=-0.0297927056,cover=0
- 88:leaf=0.0026059458,cover=0
- 44:[Ecc<10.0121937] yes=89,no=90,missing=89,gain=1.09870267,cover=10762
- 89:leaf=-2.29839352e-05,cover=0
- 90:leaf=-0.00111264945,cover=0
- 22:[PialCurv5<0.280504435] yes=45,no=46,missing=45,gain=1.2906605,cover=21076
- 45:[Pol<100.628822] yes=91,no=92,missing=91,gain=0.815834284,cover=5915
- 91:leaf=0.000621326675,cover=0
- 92:leaf=0.00191416766,cover=0
- 46:[Area5<0.894858658] yes=93,no=94,missing=93,gain=1.30872428,cover=15161
- 93:leaf=7.36641232e-05,cover=0
- 94:leaf=0.00417572167,cover=0
- 2:[MidArea5<0.559431195] yes=5,no=6,missing=5,gain=1.72349727,cover=4781326
- 5:[PialArea5<0.756055057] yes=11,no=12,missing=11,gain=3.79400015,cover=337148
- 11:[Area5<0.609410942] yes=23,no=24,missing=23,gain=3.23705673,cover=336517
- 23:[Curv5<0.0513985939] yes=47,no=48,missing=48,gain=4.40675449,cover=146247
- 47:[MidArea5<0.474339783] yes=95,no=96,missing=95,gain=2.88543296,cover=95820
- 95:leaf=0.000720987853,cover=0
- 96:leaf=-0.000191320549,cover=0
- 48:[Curv5<0.164550796] yes=97,no=98,missing=97,gain=5.45704269,cover=50427
- 97:leaf=-0.00102170941,cover=0
- 98:leaf=0.000107849679,cover=0
- 24:[Sulc0<-0.271910518] yes=49,no=50,missing=49,gain=5.32286835,cover=190270
- 49:[PialCurv5<-0.00171623251] yes=99,no=100,missing=100,gain=8.48798943,cover=7308
- 99:leaf=-0.00289885397,cover=0
- 100:leaf=0.00202246103,cover=0
- 50:[Curv5<-0.0390223041] yes=101,no=102,missing=101,gain=2.22239757,cover=182962
- 101:leaf=-0.00230754842,cover=0
- 102:leaf=-2.53242961e-05,cover=0
- 12:[Ecc<0.729281187] yes=25,no=26,missing=25,gain=0.409178257,cover=631
- 25:[Pol<124.172195] yes=51,no=52,missing=52,gain=0.286746979,cover=75
- 51:[Pol<92.7492142] yes=103,no=104,missing=104,gain=0.497855306,cover=58
- 103:leaf=0.0079464335,cover=0
- 104:leaf=-0.00269129593,cover=0
- 52:[Pol<132.742767] yes=105,no=106,missing=105,gain=0.256298661,cover=17
- 105:leaf=0.0197584368,cover=0
- 106:leaf=0.00664106896,cover=0
- 26:[PialCurv5<-0.104861222] yes=53,no=54,missing=54,gain=0.358464956,cover=556
- 53:[PialArea5<0.767178178] yes=107,no=108,missing=107,gain=0.373439074,cover=546
- 107:leaf=0.00201447471,cover=0
- 108:leaf=0.00469275657,cover=0
- 54:[LGI5<2.25075769] yes=109,no=110,missing=110,gain=0.126611948,cover=10
- 109:leaf=0.000581789005,cover=0
- 110:leaf=0.0147919226,cover=0
- 6:[Curv5<0.186949074] yes=13,no=14,missing=13,gain=2.1223743,cover=4444178
- 13:[PialArea5<0.511941612] yes=27,no=28,missing=27,gain=4.05564642,cover=4406051
- 27:[Curv5<0.0452247933] yes=55,no=56,missing=55,gain=10.3809052,cover=314509
- 55:[Area5<0.683164001] yes=111,no=112,missing=112,gain=6.97852993,cover=12246
- 111:leaf=-0.000194630265,cover=0
- 112:leaf=-0.00260036718,cover=0
- 56:[Sulc0<0.392869562] yes=113,no=114,missing=113,gain=12.3715134,cover=302263
- 113:leaf=0.000728246465,cover=0
- 114:leaf=2.85765746e-05,cover=0
- 28:[Curv5<0.101325236] yes=57,no=58,missing=57,gain=4.95580482,cover=4091542
- 57:[Sulc0<0.915739596] yes=115,no=116,missing=115,gain=4.15069962,cover=3856077
- 115:leaf=4.10490793e-06,cover=0
- 116:leaf=0.00127217814,cover=0
- 58:[Sulc0<0.433680743] yes=117,no=118,missing=117,gain=5.22839308,cover=235465
- 117:leaf=-6.31830117e-05,cover=0
- 118:leaf=-0.000562714762,cover=0
- 14:[PialCurv5<0.171042696] yes=29,no=30,missing=29,gain=4.78480053,cover=38127
- 29:[LGI5<3.23225117] yes=59,no=60,missing=60,gain=2.06547689,cover=3530
- 59:[LGI5<2.26652193] yes=119,no=120,missing=119,gain=0.914327621,cover=3136
- 119:leaf=-0.00183310756,cover=0
- 120:leaf=0.00121613953,cover=0
- 60:[Pol<165.944183] yes=121,no=122,missing=121,gain=2.12114048,cover=394
- 121:leaf=0.00629930152,cover=0
- 122:leaf=-0.00407278258,cover=0
- 30:[Area5<0.687926829] yes=61,no=62,missing=61,gain=3.13589191,cover=34597
- 61:[PialArea5<0.647521853] yes=123,no=124,missing=124,gain=2.9425354,cover=9819
- 123:leaf=0.000128119224,cover=0
- 124:leaf=0.00952660199,cover=0
- 62:[Pol<88.5531387] yes=125,no=126,missing=125,gain=2.55586529,cover=24778
- 125:leaf=0.000140669275,cover=0
- 126:leaf=-0.00110830052,cover=0
-booster[560]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=1,gain=0.853646696,cover=5124388
- 1:[PialCurv5<0.45140323] yes=3,no=4,missing=3,gain=0.712654591,cover=100082
- 3:[Curv5<0.266060919] yes=7,no=8,missing=7,gain=1.03235924,cover=83537
- 7:[Pol<105.462654] yes=15,no=16,missing=16,gain=0.868367791,cover=78380
- 15:[Ecc<7.03401423] yes=31,no=32,missing=31,gain=1.13513458,cover=61350
- 31:[Pol<100.090813] yes=63,no=64,missing=63,gain=1.84996998,cover=12969
- 63:leaf=0.00114302291,cover=0
- 64:leaf=-5.29496137e-05,cover=0
- 32:[LGI5<2.95092106] yes=65,no=66,missing=65,gain=1.63637316,cover=48381
- 65:leaf=-0.000267494033,cover=0
- 66:leaf=0.000316315767,cover=0
- 16:[Ecc<0.836319208] yes=33,no=34,missing=34,gain=1.13250589,cover=17030
- 33:[LGI5<2.24172258] yes=67,no=68,missing=68,gain=1.16068339,cover=1483
- 67:leaf=0.00313378382,cover=0
- 68:leaf=-0.00125703355,cover=0
- 34:[Ecc<17.0169544] yes=69,no=70,missing=69,gain=1.04823709,cover=15547
- 69:leaf=0.000955254713,cover=0
- 70:leaf=5.33577477e-05,cover=0
- 8:[Ecc<33.2971039] yes=17,no=18,missing=17,gain=1.6487931,cover=5157
- 17:[Ecc<3.73767829] yes=35,no=36,missing=35,gain=0.673548222,cover=4587
- 35:[LGI5<2.31684756] yes=71,no=72,missing=72,gain=1.05549693,cover=2027
- 71:leaf=0.00155322521,cover=0
- 72:leaf=-0.00138823967,cover=0
- 36:[LGI5<2.24172258] yes=73,no=74,missing=74,gain=1.34808207,cover=2560
- 73:leaf=-0.0052884859,cover=0
- 74:leaf=0.000605515379,cover=0
- 18:[LGI5<2.82485151] yes=37,no=38,missing=37,gain=0.786639929,cover=570
- 37:[LGI5<2.80243301] yes=75,no=76,missing=76,gain=0.0904648155,cover=83
- 75:leaf=0.00367155485,cover=0
- 76:leaf=0.000242159047,cover=0
- 38:[Pol<80.2322083] yes=77,no=78,missing=78,gain=0.334719896,cover=487
- 77:leaf=-0.0050367685,cover=0
- 78:leaf=-0.00239583384,cover=0
- 4:[Curv5<0.20983994] yes=9,no=10,missing=9,gain=1.8829813,cover=16545
- 9:[Pol<71.0996552] yes=19,no=20,missing=20,gain=0.725538373,cover=4514
- 19:[Sulc0<1.02827847] yes=39,no=40,missing=40,gain=0.850618958,cover=175
- 39:[Curv5<0.114925429] yes=79,no=80,missing=79,gain=0.41838789,cover=100
- 79:leaf=-0.0135525269,cover=0
- 80:leaf=0.00563438516,cover=0
- 40:[PialCurv5<0.493508637] yes=81,no=82,missing=81,gain=0.122844063,cover=75
- 81:leaf=-0.00329922955,cover=0
- 82:leaf=0.000947929395,cover=0
- 20:[Ecc<30.4150848] yes=41,no=42,missing=42,gain=0.704339981,cover=4339
- 41:[Ecc<24.7238369] yes=83,no=84,missing=83,gain=3.59328675,cover=3708
- 83:leaf=-0.00138090586,cover=0
- 84:leaf=0.00404134858,cover=0
- 42:[Area5<0.616426587] yes=85,no=86,missing=85,gain=0.686133385,cover=631
- 85:leaf=-0.00523028756,cover=0
- 86:leaf=-0.00162006251,cover=0
- 10:[LGI5<3.60428405] yes=21,no=22,missing=22,gain=1.20187962,cover=12031
- 21:[LGI5<3.06122994] yes=43,no=44,missing=43,gain=1.48656845,cover=11877
- 43:[Ecc<0.783076942] yes=87,no=88,missing=88,gain=0.910576165,cover=10089
- 87:leaf=0.00416694023,cover=0
- 88:leaf=-6.09833041e-05,cover=0
- 44:[Area5<0.554568231] yes=89,no=90,missing=89,gain=1.06629026,cover=1788
- 89:leaf=-0.0007495475,cover=0
- 90:leaf=0.00220257835,cover=0
- 22:[PialArea5<0.245474651] yes=45,no=46,missing=45,gain=0.521228671,cover=154
- 45:[Ecc<27.327179] yes=91,no=92,missing=92,gain=0.258670092,cover=54
- 91:leaf=-0.00032936217,cover=0
- 92:leaf=-0.00963563658,cover=0
- 46:[Sulc0<1.16950965] yes=93,no=94,missing=93,gain=0.341308951,cover=100
- 93:leaf=0.00191654358,cover=0
- 94:leaf=-0.00415019831,cover=0
- 2:[PialCurv5<0.493508637] yes=5,no=6,missing=5,gain=1.12688351,cover=5024306
- 5:[PialCurv5<0.382664889] yes=11,no=12,missing=12,gain=1.46893919,cover=5014231
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=23,gain=1.38948727,cover=4938089
- 23:[Ecc<34.5416374] yes=47,no=48,missing=47,gain=1.38423896,cover=4927134
- 47:[LGI5<3.31338549] yes=95,no=96,missing=95,gain=1.90239334,cover=4591215
- 95:leaf=1.6756394e-05,cover=0
- 96:leaf=-8.53703168e-05,cover=0
- 48:[Pol<121.948479] yes=97,no=98,missing=97,gain=10.7657347,cover=335919
- 97:leaf=-0.000294504251,cover=0
- 98:leaf=0.000311711512,cover=0
- 24:[Curv5<0.147363082] yes=49,no=50,missing=49,gain=2.0141232,cover=10955
- 49:[Pol<106.604004] yes=99,no=100,missing=99,gain=2.16818905,cover=4272
- 99:leaf=0.00170874153,cover=0
- 100:leaf=-0.00282853842,cover=0
- 50:[MidArea5<0.958388984] yes=101,no=102,missing=102,gain=1.3233093,cover=6683
- 101:leaf=-3.05139583e-05,cover=0
- 102:leaf=0.00985885318,cover=0
- 12:[LGI5<3.31338549] yes=25,no=26,missing=25,gain=1.87370658,cover=76142
- 25:[Sulc0<0.869075775] yes=51,no=52,missing=52,gain=2.50705266,cover=65714
- 51:[Sulc0<-0.130613819] yes=103,no=104,missing=103,gain=1.57533765,cover=48653
- 103:leaf=0.00151574169,cover=0
- 104:leaf=-0.000186747275,cover=0
- 52:[Ecc<29.8764286] yes=105,no=106,missing=105,gain=4.5660758,cover=17061
- 105:leaf=-0.00143279554,cover=0
- 106:leaf=0.000290578086,cover=0
- 26:[Ecc<8.6295805] yes=53,no=54,missing=53,gain=2.49935865,cover=10428
- 53:[Pol<105.462654] yes=107,no=108,missing=108,gain=3.13748026,cover=114
- 107:leaf=-0.00329158385,cover=0
- 108:leaf=0.0138828848,cover=0
- 54:[Curv5<0.166947007] yes=109,no=110,missing=109,gain=1.65021467,cover=10314
- 109:leaf=0.00140808651,cover=0
- 110:leaf=-4.82545984e-05,cover=0
- 6:[LGI5<2.18291569] yes=13,no=14,missing=14,gain=1.47186375,cover=10075
- 13:[Sulc0<0.423605621] yes=27,no=28,missing=27,gain=0.426267147,cover=183
- 27:[Sulc0<-0.202991232] yes=55,no=56,missing=55,gain=0.112324238,cover=123
- 55:[MidArea5<0.468026847] yes=111,no=112,missing=112,gain=0.0399218202,cover=19
- 111:leaf=-0.00023651123,cover=0
- 112:leaf=-0.00657380605,cover=0
- 56:[Pol<88.5531387] yes=113,no=114,missing=114,gain=0.154597878,cover=104
- 113:leaf=0.00520487735,cover=0
- 114:leaf=-0.0020450817,cover=0
- 28:[Ecc<3.54469991] yes=57,no=58,missing=58,gain=0.194571614,cover=60
- 57:[Curv5<0.195079193] yes=115,no=116,missing=115,gain=0.0622440688,cover=14
- 115:leaf=-0.00843649544,cover=0
- 116:leaf=-0.000351557363,cover=0
- 58:[Pol<111.326981] yes=117,no=118,missing=117,gain=0.047003746,cover=46
- 117:leaf=-0.00921383034,cover=0
- 118:leaf=-0.000893580902,cover=0
- 14:[Sulc0<1.11117697] yes=29,no=30,missing=29,gain=1.46605265,cover=9892
- 29:[LGI5<2.78495932] yes=59,no=60,missing=59,gain=2.11031651,cover=8774
- 59:[Curv5<0.0655679703] yes=119,no=120,missing=120,gain=2.11215568,cover=5913
- 119:leaf=-0.0108873956,cover=0
- 120:leaf=0.000365364103,cover=0
- 60:[LGI5<3.64692807] yes=121,no=122,missing=122,gain=2.27647591,cover=2861
- 121:leaf=0.00231276499,cover=0
- 122:leaf=-0.00338120013,cover=0
- 30:[Ecc<12.7231894] yes=61,no=62,missing=61,gain=1.47684872,cover=1118
- 61:[Curv5<0.216179401] yes=123,no=124,missing=124,gain=0.329007149,cover=267
- 123:leaf=-0.0025159556,cover=0
- 124:leaf=-0.00605336996,cover=0
- 62:[LGI5<2.87999082] yes=125,no=126,missing=125,gain=0.72157675,cover=851
- 125:leaf=0.00490366621,cover=0
- 126:leaf=-0.000501858653,cover=0
-booster[561]:
-0:[Curv5<-0.287682682] yes=1,no=2,missing=2,gain=0.833260179,cover=5124388
- 1:[PialCurv5<-0.0923183635] yes=3,no=4,missing=3,gain=3.49905348,cover=180427
- 3:[Pol<164.532394] yes=7,no=8,missing=7,gain=2.07603049,cover=177285
- 7:[Pol<26.4235344] yes=15,no=16,missing=15,gain=2.00338745,cover=148128
- 15:[PialArea5<1.25128293] yes=31,no=32,missing=32,gain=1.98501992,cover=53209
- 31:[Sulc0<0.184694022] yes=63,no=64,missing=63,gain=1.03313625,cover=50630
- 63:leaf=2.46869458e-05,cover=0
- 64:leaf=0.00544700911,cover=0
- 32:[Area5<0.792350233] yes=65,no=66,missing=65,gain=1.25626111,cover=2579
- 65:leaf=-0.00195205666,cover=0
- 66:leaf=0.000768188154,cover=0
- 16:[PialArea5<0.813682437] yes=33,no=34,missing=34,gain=2.47611809,cover=94919
- 33:[PialCurv5<-0.171137348] yes=67,no=68,missing=67,gain=1.95909107,cover=50585
- 67:leaf=-0.000223246127,cover=0
- 68:leaf=0.000400449237,cover=0
- 34:[Ecc<38.7725143] yes=69,no=70,missing=70,gain=7.1864624,cover=44334
- 69:leaf=0.000572981779,cover=0
- 70:leaf=0.00902410969,cover=0
- 8:[LGI5<2.18291569] yes=17,no=18,missing=18,gain=1.66478264,cover=29157
- 17:[LGI5<2.16230083] yes=35,no=36,missing=35,gain=2.01372433,cover=207
- 35:[Area5<0.539561152] yes=71,no=72,missing=72,gain=0.473322451,cover=154
- 71:leaf=0.00010098856,cover=0
- 72:leaf=0.00773967803,cover=0
- 36:[MidArea5<0.715439677] yes=73,no=74,missing=73,gain=0.650615215,cover=53
- 73:leaf=0.0152939335,cover=0
- 74:leaf=0.00151841645,cover=0
- 18:[PialArea5<1.04185641] yes=37,no=38,missing=37,gain=1.48832774,cover=28950
- 37:[PialCurv5<-0.106427588] yes=75,no=76,missing=75,gain=1.87396884,cover=25964
- 75:leaf=-0.000190858089,cover=0
- 76:leaf=0.00592170563,cover=0
- 38:[LGI5<2.31684756] yes=77,no=78,missing=78,gain=1.92759347,cover=2986
- 77:leaf=0.0052516358,cover=0
- 78:leaf=-0.00158410112,cover=0
- 4:[MidArea5<0.664561689] yes=9,no=10,missing=9,gain=2.68712521,cover=3142
- 9:[PialArea5<0.669517875] yes=19,no=20,missing=19,gain=1.09840333,cover=1695
- 19:[Curv5<-0.350989401] yes=39,no=40,missing=39,gain=1.29117441,cover=1216
- 39:[Pol<151.353775] yes=79,no=80,missing=79,gain=1.95486665,cover=768
- 79:leaf=-0.00284897396,cover=0
- 80:leaf=0.00812830869,cover=0
- 40:[LGI5<3.01963663] yes=81,no=82,missing=82,gain=1.60044909,cover=448
- 81:leaf=0.00320033333,cover=0
- 82:leaf=-0.00316987815,cover=0
- 20:[Area5<0.545738399] yes=41,no=42,missing=41,gain=1.16972446,cover=479
- 41:[Ecc<4.07113361] yes=83,no=84,missing=84,gain=1.99424767,cover=315
- 83:leaf=-0.00261358963,cover=0
- 84:leaf=0.00613561179,cover=0
- 42:[Pol<159.435425] yes=85,no=86,missing=85,gain=0.557645738,cover=164
- 85:leaf=-0.000358193094,cover=0
- 86:leaf=-0.008468071,cover=0
- 10:[LGI5<3.28291535] yes=21,no=22,missing=22,gain=1.5588336,cover=1447
- 21:[MidArea5<1.12090862] yes=43,no=44,missing=43,gain=0.967551708,cover=1282
- 43:[PialCurv5<0.0128733069] yes=87,no=88,missing=88,gain=0.909764051,cover=1267
- 87:leaf=-0.00234427489,cover=0
- 88:leaf=-0.00792706106,cover=0
- 44:[Ecc<4.73840666] yes=89,no=90,missing=89,gain=0.108518958,cover=15
- 89:leaf=0.0125271101,cover=0
- 90:leaf=0.00289963884,cover=0
- 22:[LGI5<3.58443618] yes=45,no=46,missing=45,gain=1.3244133,cover=165
- 45:[Ecc<10.147254] yes=91,no=92,missing=91,gain=0.667638779,cover=144
- 91:leaf=-0.0188875794,cover=0
- 92:leaf=-0.00807283446,cover=0
- 46:[PialCurv5<-0.0896686092] yes=93,no=94,missing=93,gain=0.074436307,cover=21
- 93:leaf=-0.0027186349,cover=0
- 94:leaf=0.00507159298,cover=0
- 2:[Sulc0<-0.903383076] yes=5,no=6,missing=5,gain=1.18231797,cover=4943961
- 5:[Curv5<-0.125495523] yes=11,no=12,missing=12,gain=5.43923616,cover=378985
- 11:[PialArea5<0.498393416] yes=23,no=24,missing=24,gain=3.79395223,cover=367788
- 23:[Ecc<1.15906882] yes=47,no=48,missing=48,gain=1.75546813,cover=48
- 47:[Ecc<0.513775289] yes=95,no=96,missing=95,gain=0.846306801,cover=42
- 95:leaf=0.00771033345,cover=0
- 96:leaf=0.0229192283,cover=0
- 48:[Ecc<3.10160303] yes=97,no=98,missing=97,gain=0.10633558,cover=6
- 97:leaf=-0.0127166286,cover=0
- 98:leaf=0.0026823373,cover=0
- 24:[Area5<0.76451689] yes=49,no=50,missing=49,gain=3.02855825,cover=367740
- 49:[PialArea5<0.693130434] yes=99,no=100,missing=99,gain=2.23722744,cover=328755
- 99:leaf=0.00104734441,cover=0
- 100:leaf=-0.000121666286,cover=0
- 50:[Pol<17.1471634] yes=101,no=102,missing=101,gain=1.75699329,cover=38985
- 101:leaf=-7.56383597e-05,cover=0
- 102:leaf=0.000618285208,cover=0
- 12:[Ecc<5.08081961] yes=25,no=26,missing=25,gain=9.97064972,cover=11197
- 25:[LGI5<2.94529939] yes=51,no=52,missing=52,gain=4.21137428,cover=9728
- 51:[PialCurv5<0.000298873958] yes=103,no=104,missing=103,gain=2.99381256,cover=9651
- 103:leaf=-0.0015057869,cover=0
- 104:leaf=-0.00668237079,cover=0
- 52:[Area5<0.738135278] yes=105,no=106,missing=105,gain=1.63378096,cover=77
- 105:leaf=-0.0172905624,cover=0
- 106:leaf=-0.000109244655,cover=0
- 26:[Area5<0.702883124] yes=53,no=54,missing=53,gain=4.10256338,cover=1469
- 53:[PialArea5<0.651661396] yes=107,no=108,missing=107,gain=5.73616552,cover=616
- 107:leaf=0.0337875746,cover=0
- 108:leaf=-0.00112253276,cover=0
- 54:[Curv5<-0.0708468556] yes=109,no=110,missing=109,gain=2.5850935,cover=853
- 109:leaf=0.00384329236,cover=0
- 110:leaf=0.0120699499,cover=0
- 6:[LGI5<2.36851335] yes=13,no=14,missing=13,gain=1.68567348,cover=4564976
- 13:[Ecc<10.569519] yes=27,no=28,missing=28,gain=3.09042549,cover=515928
- 27:[Curv5<0.14511615] yes=55,no=56,missing=55,gain=3.14493632,cover=513777
- 55:[Sulc0<0.433680743] yes=111,no=112,missing=111,gain=5.08175087,cover=445063
- 111:leaf=0.000163807592,cover=0
- 112:leaf=-0.00135977054,cover=0
- 56:[LGI5<2.35684347] yes=113,no=114,missing=113,gain=2.19479036,cover=68714
- 113:leaf=-0.000315615238,cover=0
- 114:leaf=0.000604445755,cover=0
- 28:[Area5<0.557224929] yes=57,no=58,missing=58,gain=2.49068356,cover=2151
- 57:[Pol<168.023468] yes=115,no=116,missing=115,gain=0.345418334,cover=82
- 115:leaf=0.00802040379,cover=0
- 116:leaf=-0.00106903864,cover=0
- 58:[Pol<112.359543] yes=117,no=118,missing=118,gain=2.8023715,cover=2069
- 117:leaf=-0.000531456375,cover=0
- 118:leaf=-0.00424405374,cover=0
- 14:[Ecc<0.406764686] yes=29,no=30,missing=29,gain=2.90769625,cover=4049048
- 29:[LGI5<2.44639945] yes=59,no=60,missing=59,gain=6.32486534,cover=32211
- 59:[Area5<0.646843374] yes=119,no=120,missing=119,gain=6.75067997,cover=15752
- 119:leaf=0.000418435171,cover=0
- 120:leaf=0.00258544623,cover=0
- 60:[MidArea5<0.900558591] yes=121,no=122,missing=121,gain=4.81112099,cover=16459
- 121:leaf=-0.000444280508,cover=0
- 122:leaf=0.00303671975,cover=0
- 30:[LGI5<2.44958925] yes=61,no=62,missing=61,gain=2.66327929,cover=4016837
- 61:[Pol<157.22821] yes=123,no=124,missing=123,gain=12.0311747,cover=391659
- 123:leaf=-0.000228295088,cover=0
- 124:leaf=0.000690602523,cover=0
- 62:[LGI5<2.48603988] yes=125,no=126,missing=125,gain=4.11783314,cover=3625178
- 125:leaf=0.000230788632,cover=0
- 126:leaf=-1.04745977e-05,cover=0
-booster[562]:
-0:[PialArea5<0.427728564] yes=1,no=2,missing=1,gain=0.880903363,cover=5124388
- 1:[Area5<0.593548477] yes=3,no=4,missing=4,gain=3.27108002,cover=566024
- 3:[PialCurv5<0.107261039] yes=7,no=8,missing=7,gain=2.00635409,cover=59468
- 7:[Area5<0.536314785] yes=15,no=16,missing=16,gain=2.71004653,cover=12292
- 15:[LGI5<3.78836131] yes=31,no=32,missing=31,gain=3.62811422,cover=5373
- 31:[Curv5<0.129884616] yes=63,no=64,missing=63,gain=2.9979465,cover=5325
- 63:leaf=0.00046997919,cover=0
- 64:leaf=-0.00376129313,cover=0
- 32:[Sulc0<0.383163035] yes=65,no=66,missing=65,gain=1.09285665,cover=48
- 65:leaf=-0.00311442069,cover=0
- 66:leaf=-0.0190144498,cover=0
- 16:[PialArea5<0.245474651] yes=33,no=34,missing=34,gain=2.08417559,cover=6919
- 33:[LGI5<2.74668789] yes=67,no=68,missing=67,gain=1.16230261,cover=106
- 67:leaf=0.00151988911,cover=0
- 68:leaf=0.0124357371,cover=0
- 34:[Sulc0<0.15957281] yes=69,no=70,missing=70,gain=1.89086294,cover=6813
- 69:leaf=-0.00088019931,cover=0
- 70:leaf=-0.00255724392,cover=0
- 8:[Curv5<0.0595101416] yes=17,no=18,missing=17,gain=4.63512802,cover=47176
- 17:[LGI5<2.91278505] yes=35,no=36,missing=35,gain=1.45790863,cover=1470
- 35:[Pol<5.08026028] yes=71,no=72,missing=71,gain=0.950738609,cover=700
- 71:leaf=-0.020765515,cover=0
- 72:leaf=0.00111979654,cover=0
- 36:[Pol<71.0996552] yes=73,no=74,missing=73,gain=2.31015873,cover=770
- 73:leaf=0.0148717603,cover=0
- 74:leaf=0.00341616198,cover=0
- 18:[Pol<3.6072247] yes=37,no=38,missing=38,gain=1.13724899,cover=45706
- 37:[PialArea5<0.375788301] yes=75,no=76,missing=75,gain=0.592988253,cover=31
- 75:leaf=-0.0142444642,cover=0
- 76:leaf=0.000400751276,cover=0
- 38:[Pol<59.5955544] yes=77,no=78,missing=77,gain=1.69588113,cover=45675
- 77:leaf=0.00263827341,cover=0
- 78:leaf=-0.000258422311,cover=0
- 4:[Curv5<0.049365297] yes=9,no=10,missing=10,gain=5.56979513,cover=506556
- 9:[Area5<0.680766582] yes=19,no=20,missing=19,gain=3.8272357,cover=6017
- 19:[Pol<89.1530609] yes=39,no=40,missing=39,gain=2.88467932,cover=4871
- 39:[LGI5<3.34776258] yes=79,no=80,missing=79,gain=5.23374462,cover=1830
- 79:leaf=0.00229063444,cover=0
- 80:leaf=-0.0039225542,cover=0
- 40:[LGI5<3.64692807] yes=81,no=82,missing=82,gain=3.51294374,cover=3041
- 81:leaf=-0.00204143254,cover=0
- 82:leaf=0.00793448463,cover=0
- 20:[Ecc<16.2597466] yes=41,no=42,missing=41,gain=4.31818819,cover=1146
- 41:[Sulc0<0.464385748] yes=83,no=84,missing=83,gain=6.09933376,cover=614
- 83:leaf=-0.00488309888,cover=0
- 84:leaf=0.00548014697,cover=0
- 42:[Ecc<23.1745358] yes=85,no=86,missing=85,gain=3.58603668,cover=532
- 85:leaf=-0.0111892764,cover=0
- 86:leaf=-0.00295888842,cover=0
- 10:[Sulc0<0.32645905] yes=21,no=22,missing=21,gain=4.64577723,cover=500539
- 21:[Curv5<0.155577481] yes=43,no=44,missing=43,gain=4.58492136,cover=67726
- 43:[Pol<157.965515] yes=87,no=88,missing=87,gain=7.98204517,cover=26115
- 87:leaf=0.00144090957,cover=0
- 88:leaf=-0.00080377626,cover=0
- 44:[Pol<117.137611] yes=89,no=90,missing=89,gain=2.60594702,cover=41611
- 89:leaf=-7.92117135e-05,cover=0
- 90:leaf=0.000787573983,cover=0
- 22:[Pol<148.336472] yes=45,no=46,missing=45,gain=4.50917816,cover=432813
- 45:[Curv5<0.120553598] yes=91,no=92,missing=91,gain=3.76031494,cover=431593
- 91:leaf=0.000446989259,cover=0
- 92:leaf=9.27025121e-06,cover=0
- 46:[MidArea5<0.502218068] yes=93,no=94,missing=93,gain=1.08287907,cover=1220
- 93:leaf=-0.0011360615,cover=0
- 94:leaf=-0.00418325281,cover=0
- 2:[MidArea5<0.612316132] yes=5,no=6,missing=5,gain=2.43247581,cover=4558364
- 5:[Area5<0.642765105] yes=11,no=12,missing=11,gain=3.79482412,cover=649897
- 11:[PialArea5<0.621054947] yes=23,no=24,missing=23,gain=7.95954657,cover=359315
- 23:[Ecc<4.40349627] yes=47,no=48,missing=47,gain=7.4508667,cover=219484
- 47:[Pol<120.854889] yes=95,no=96,missing=95,gain=6.11113834,cover=85285
- 95:leaf=-0.000398903154,cover=0
- 96:leaf=0.000454946625,cover=0
- 48:[Sulc0<0.0770083591] yes=97,no=98,missing=98,gain=16.4991112,cover=134199
- 97:leaf=-0.00121135858,cover=0
- 98:leaf=-0.000100876394,cover=0
- 24:[MidArea5<0.48507002] yes=49,no=50,missing=50,gain=4.93773413,cover=139831
- 49:[Pol<125.308708] yes=99,no=100,missing=99,gain=0.485972404,cover=395
- 99:leaf=0.00414020894,cover=0
- 100:leaf=0.00773021905,cover=0
- 50:[Ecc<1.57116413] yes=101,no=102,missing=101,gain=3.34929538,cover=139436
- 101:leaf=-0.00028933087,cover=0
- 102:leaf=0.00023898673,cover=0
- 12:[Sulc0<-0.481185079] yes=25,no=26,missing=25,gain=11.3708916,cover=290582
- 25:[Ecc<11.3532677] yes=51,no=52,missing=52,gain=4.93406487,cover=3553
- 51:[Curv5<0.0278947372] yes=103,no=104,missing=103,gain=2.60388756,cover=3264
- 103:leaf=0.00170986576,cover=0
- 104:leaf=0.00458194362,cover=0
- 52:[LGI5<2.44958925] yes=105,no=106,missing=105,gain=1.71101677,cover=289
- 105:leaf=-0.0237442311,cover=0
- 106:leaf=-0.00266881473,cover=0
- 26:[Curv5<0.0213092454] yes=53,no=54,missing=53,gain=8.5864315,cover=287029
- 53:[Pol<84.7687759] yes=107,no=108,missing=107,gain=9.757617,cover=10665
- 107:leaf=0.000752032909,cover=0
- 108:leaf=-0.00245732046,cover=0
- 54:[Curv5<0.0778492987] yes=109,no=110,missing=110,gain=5.56439352,cover=276364
- 109:leaf=0.000632939569,cover=0
- 110:leaf=-3.09093375e-05,cover=0
- 6:[PialArea5<0.601145923] yes=13,no=14,missing=13,gain=4.54038286,cover=3908467
- 13:[Pol<119.248337] yes=27,no=28,missing=27,gain=11.5387173,cover=318428
- 27:[Sulc0<0.423605621] yes=55,no=56,missing=55,gain=10.0726433,cover=249094
- 55:[Pol<79.5617371] yes=111,no=112,missing=111,gain=17.8929443,cover=119930
- 111:leaf=0.00135608076,cover=0
- 112:leaf=-1.46356315e-05,cover=0
- 56:[Pol<92.1537628] yes=113,no=114,missing=113,gain=6.67524815,cover=129164
- 113:leaf=-0.000674461306,cover=0
- 114:leaf=4.81298994e-05,cover=0
- 28:[Curv5<0.126145482] yes=57,no=58,missing=57,gain=11.3260174,cover=69334
- 57:[Area5<0.697420239] yes=115,no=116,missing=116,gain=7.28355217,cover=48656
- 115:leaf=0.00034658509,cover=0
- 116:leaf=0.00162703882,cover=0
- 58:[LGI5<2.34802985] yes=117,no=118,missing=117,gain=2.70668554,cover=20678
- 117:leaf=-0.00215623877,cover=0
- 118:leaf=-5.21316033e-05,cover=0
- 14:[Curv5<0.049365297] yes=29,no=30,missing=29,gain=8.63127422,cover=3590039
- 29:[Sulc0<0.244668111] yes=59,no=60,missing=59,gain=7.70689774,cover=3234390
- 59:[Ecc<25.1292973] yes=119,no=120,missing=119,gain=3.6243329,cover=3060977
- 119:leaf=1.78436985e-05,cover=0
- 120:leaf=-0.000157187169,cover=0
- 60:[Area5<0.756765008] yes=121,no=122,missing=121,gain=13.8436975,cover=173413
- 121:leaf=0.00063659664,cover=0
- 122:leaf=-0.000334819371,cover=0
- 30:[PialCurv5<0.0616685152] yes=61,no=62,missing=61,gain=13.9712362,cover=355649
- 61:[Ecc<5.21075869] yes=123,no=124,missing=124,gain=22.8171349,cover=37045
- 123:leaf=-0.00108870177,cover=0
- 124:leaf=0.00154891203,cover=0
- 62:[PialCurv5<0.15079549] yes=125,no=126,missing=125,gain=8.36972237,cover=318604
- 125:leaf=-0.000545728661,cover=0
- 126:leaf=-1.50812921e-05,cover=0
-booster[563]:
-0:[Ecc<1.15906882] yes=1,no=2,missing=1,gain=0.88950932,cover=5124388
- 1:[Pol<146.864227] yes=3,no=4,missing=4,gain=6.75252533,cover=363078
- 3:[Sulc0<0.00591620663] yes=7,no=8,missing=7,gain=5.8305192,cover=264786
- 7:[PialArea5<0.584843099] yes=15,no=16,missing=15,gain=5.92163658,cover=261558
- 15:[Area5<0.66211915] yes=31,no=32,missing=31,gain=12.6301737,cover=23082
- 31:[Ecc<0.513775289] yes=63,no=64,missing=63,gain=4.44094801,cover=18659
- 63:leaf=0.00136383984,cover=0
- 64:leaf=-0.000270336604,cover=0
- 32:[LGI5<2.16230083] yes=65,no=66,missing=65,gain=12.651022,cover=4423
- 65:leaf=-0.00867208838,cover=0
- 66:leaf=0.00384773547,cover=0
- 16:[Sulc0<-0.603582025] yes=33,no=34,missing=33,gain=4.84461737,cover=238476
- 33:[PialCurv5<-0.0737633556] yes=67,no=68,missing=67,gain=8.57196808,cover=179062
- 67:leaf=-4.34612994e-05,cover=0
- 68:leaf=0.00079804397,cover=0
- 34:[Pol<112.874634] yes=69,no=70,missing=69,gain=10.8077431,cover=59414
- 69:leaf=-0.000802616705,cover=0
- 70:leaf=0.000701099809,cover=0
- 8:[LGI5<2.51629615] yes=17,no=18,missing=18,gain=9.61517334,cover=3228
- 17:[LGI5<2.40363431] yes=35,no=36,missing=35,gain=6.48457527,cover=2704
- 35:[PialCurv5<0.182067633] yes=71,no=72,missing=72,gain=3.38528585,cover=1682
- 71:leaf=-0.00420605531,cover=0
- 72:leaf=0.000411520799,cover=0
- 36:[PialCurv5<0.164156988] yes=73,no=74,missing=73,gain=2.16714668,cover=1022
- 73:leaf=-0.00970858242,cover=0
- 74:leaf=-0.00478367135,cover=0
- 18:[Pol<37.1539459] yes=37,no=38,missing=38,gain=4.38932419,cover=524
- 37:[MidArea5<0.543015957] yes=75,no=76,missing=75,gain=2.19843197,cover=61
- 75:leaf=0.00334546226,cover=0
- 76:leaf=-0.0158653259,cover=0
- 38:[PialCurv5<0.137877449] yes=77,no=78,missing=77,gain=8.19833755,cover=463
- 77:leaf=0.0145411287,cover=0
- 78:leaf=0.000744297751,cover=0
- 4:[Ecc<0.353712648] yes=9,no=10,missing=10,gain=2.75485468,cover=98292
- 9:[Area5<0.698189139] yes=19,no=20,missing=19,gain=2.72503638,cover=21132
- 19:[Sulc0<-0.603582025] yes=39,no=40,missing=40,gain=2.14464378,cover=17921
- 39:[Area5<0.56946665] yes=79,no=80,missing=79,gain=2.00050688,cover=9316
- 79:leaf=-0.00048450334,cover=0
- 80:leaf=0.000996006187,cover=0
- 40:[MidArea5<0.592231214] yes=81,no=82,missing=81,gain=3.5515852,cover=8605
- 81:leaf=0.000290508819,cover=0
- 82:leaf=-0.00174096262,cover=0
- 20:[Sulc0<-0.202991232] yes=41,no=42,missing=41,gain=2.30234551,cover=3211
- 41:[PialCurv5<-0.062031392] yes=83,no=84,missing=84,gain=2.4538281,cover=2900
- 83:leaf=-0.000840818626,cover=0
- 84:leaf=0.00263995375,cover=0
- 42:[PialCurv5<0.0904879719] yes=85,no=86,missing=85,gain=3.67443132,cover=311
- 85:leaf=-0.0115323504,cover=0
- 86:leaf=0.00065270823,cover=0
- 10:[Area5<0.731406808] yes=21,no=22,missing=22,gain=5.07025433,cover=77160
- 21:[LGI5<2.2730217] yes=43,no=44,missing=43,gain=4.03399992,cover=72797
- 43:[LGI5<2.23211861] yes=87,no=88,missing=87,gain=6.73589039,cover=14360
- 87:leaf=-0.000316056481,cover=0
- 88:leaf=-0.00251751184,cover=0
- 44:[Curv5<0.10516572] yes=89,no=90,missing=89,gain=2.71713257,cover=58437
- 89:leaf=-0.000151248169,cover=0
- 90:leaf=-0.00115903211,cover=0
- 22:[Area5<0.987501919] yes=45,no=46,missing=45,gain=3.37284946,cover=4363
- 45:[PialCurv5<0.00652291393] yes=91,no=92,missing=92,gain=4.4477272,cover=3946
- 91:leaf=-0.00111167924,cover=0
- 92:leaf=-0.00447780965,cover=0
- 46:[PialArea5<0.705942631] yes=93,no=94,missing=94,gain=3.44719148,cover=417
- 93:leaf=0.00848284177,cover=0
- 94:leaf=-0.00115165161,cover=0
- 2:[LGI5<2.29093218] yes=5,no=6,missing=5,gain=2.43162799,cover=4761310
- 5:[Pol<77.5287857] yes=11,no=12,missing=11,gain=7.51653147,cover=213744
- 11:[Ecc<4.00532722] yes=23,no=24,missing=23,gain=4.7601862,cover=57190
- 23:[Sulc0<-0.413983464] yes=47,no=48,missing=47,gain=4.26865292,cover=48947
- 47:[LGI5<2.24172258] yes=95,no=96,missing=96,gain=2.82198739,cover=44959
- 95:leaf=8.54727332e-05,cover=0
- 96:leaf=-0.000710986962,cover=0
- 48:[LGI5<2.2730217] yes=97,no=98,missing=97,gain=3.46707726,cover=3988
- 97:leaf=0.000708944339,cover=0
- 98:leaf=0.0044295378,cover=0
- 24:[LGI5<2.13090348] yes=49,no=50,missing=50,gain=4.08029175,cover=8243
- 49:[Curv5<-0.121808149] yes=99,no=100,missing=99,gain=1.79631996,cover=541
- 99:leaf=-0.00298817432,cover=0
- 100:leaf=-0.0087856343,cover=0
- 50:[Area5<0.735260904] yes=101,no=102,missing=102,gain=2.81831074,cover=7702
- 101:leaf=-0.00168887374,cover=0
- 102:leaf=0.000518725428,cover=0
- 12:[MidArea5<0.786720097] yes=25,no=26,missing=25,gain=7.29561377,cover=156554
- 25:[PialCurv5<-0.103163145] yes=51,no=52,missing=51,gain=4.85237598,cover=129539
- 51:[LGI5<2.13090348] yes=103,no=104,missing=103,gain=2.77975178,cover=26777
- 103:leaf=-0.00223912299,cover=0
- 104:leaf=-0.000264031172,cover=0
- 52:[Curv5<-0.174421206] yes=105,no=106,missing=106,gain=6.51989269,cover=102762
- 105:leaf=0.00200187927,cover=0
- 106:leaf=0.000254078011,cover=0
- 26:[Curv5<-0.241649449] yes=53,no=54,missing=54,gain=4.16627502,cover=27015
- 53:[Pol<158.709351] yes=107,no=108,missing=107,gain=4.81071472,cover=2611
- 107:leaf=0.00482974807,cover=0
- 108:leaf=0.000484874297,cover=0
- 54:[Ecc<3.8768425] yes=109,no=110,missing=110,gain=3.97458935,cover=24404
- 109:leaf=0.00139472156,cover=0
- 110:leaf=8.08655459e-05,cover=0
- 6:[Area5<0.44435063] yes=13,no=14,missing=13,gain=1.33673167,cover=4547566
- 13:[PialCurv5<-0.142826259] yes=27,no=28,missing=27,gain=1.87202644,cover=63450
- 27:[Curv5<-0.258777469] yes=55,no=56,missing=55,gain=1.71643162,cover=21980
- 55:[Ecc<3.8768425] yes=111,no=112,missing=111,gain=2.12514257,cover=15204
- 111:leaf=-0.000484925375,cover=0
- 112:leaf=0.000746834849,cover=0
- 56:[Ecc<9.38688755] yes=113,no=114,missing=113,gain=1.69499731,cover=6776
- 113:leaf=0.000960272097,cover=0
- 114:leaf=0.00334341568,cover=0
- 28:[LGI5<2.36078882] yes=57,no=58,missing=58,gain=2.45690465,cover=41470
- 57:[MidArea5<0.421422303] yes=115,no=116,missing=115,gain=1.16823483,cover=7683
- 115:leaf=0.00809688587,cover=0
- 116:leaf=0.000782711839,cover=0
- 58:[Curv5<-0.191348091] yes=117,no=118,missing=117,gain=2.22000194,cover=33787
- 117:leaf=-0.000508106896,cover=0
- 118:leaf=0.000310285919,cover=0
- 14:[Sulc0<-0.650102437] yes=29,no=30,missing=29,gain=1.28295434,cover=4484116
- 29:[Ecc<19.4699688] yes=59,no=60,missing=59,gain=4.84418297,cover=904993
- 59:[Pol<42.7478409] yes=119,no=120,missing=119,gain=5.27373886,cover=797292
- 119:leaf=4.62373901e-05,cover=0
- 120:leaf=-0.000213292893,cover=0
- 60:[Pol<20.2198563] yes=121,no=122,missing=121,gain=2.50377727,cover=107701
- 121:leaf=8.09127687e-06,cover=0
- 122:leaf=0.00049045257,cover=0
- 30:[Curv5<-0.168147355] yes=61,no=62,missing=61,gain=3.9388473,cover=3579123
- 61:[PialCurv5<-0.0896686092] yes=123,no=124,missing=123,gain=43.827095,cover=496794
- 123:leaf=-5.19782152e-05,cover=0
- 124:leaf=0.0012944428,cover=0
- 62:[PialCurv5<-0.108766198] yes=125,no=126,missing=125,gain=26.574295,cover=3082329
- 125:leaf=0.00128861482,cover=0
- 126:leaf=-2.93911962e-05,cover=0
-booster[564]:
-0:[PialArea5<0.454431564] yes=1,no=2,missing=1,gain=0.855693996,cover=5124388
- 1:[Curv5<0.0300692953] yes=3,no=4,missing=4,gain=5.227911,cover=686124
- 3:[Area5<0.661233962] yes=7,no=8,missing=7,gain=6.60334492,cover=14934
- 7:[PialCurv5<0.0771882981] yes=15,no=16,missing=15,gain=4.24244404,cover=13070
- 15:[Area5<0.542713821] yes=31,no=32,missing=32,gain=3.19729781,cover=10098
- 31:[Sulc0<0.184694022] yes=63,no=64,missing=63,gain=2.184834,cover=5051
- 63:leaf=0.000588992378,cover=0
- 64:leaf=-0.0017024508,cover=0
- 32:[Ecc<0.618862808] yes=65,no=66,missing=65,gain=3.27244377,cover=5047
- 65:leaf=-0.00543753244,cover=0
- 66:leaf=-0.00140193873,cover=0
- 16:[LGI5<2.50944686] yes=33,no=34,missing=34,gain=2.13914561,cover=2972
- 33:[Pol<131.443253] yes=67,no=68,missing=67,gain=1.72720897,cover=442
- 67:leaf=-0.00435924344,cover=0
- 68:leaf=0.00213935669,cover=0
- 34:[Area5<0.587948382] yes=69,no=70,missing=69,gain=2.42469478,cover=2530
- 69:leaf=0.00340074673,cover=0
- 70:leaf=0.000298259518,cover=0
- 8:[Area5<0.808195949] yes=17,no=18,missing=18,gain=1.99530697,cover=1864
- 17:[LGI5<3.01963663] yes=35,no=36,missing=36,gain=2.05648232,cover=1854
- 35:[LGI5<2.63290954] yes=71,no=72,missing=71,gain=3.44637513,cover=859
- 71:leaf=-0.00501888199,cover=0
- 72:leaf=0.00131360895,cover=0
- 36:[Pol<74.0505524] yes=73,no=74,missing=73,gain=3.80849171,cover=995
- 73:leaf=0.0037624836,cover=0
- 74:leaf=-0.00615406036,cover=0
- 18:[Sulc0<-0.726142108] yes=37,no=38,missing=38,gain=0.0872719288,cover=10
- 37:leaf=-0.00472796289,cover=0
- 38:leaf=-0.0264610853,cover=0
- 4:[Pol<60.4070244] yes=9,no=10,missing=9,gain=4.18889046,cover=671190
- 9:[Ecc<38.0136108] yes=19,no=20,missing=19,gain=6.63915491,cover=11846
- 19:[Ecc<21.3640327] yes=39,no=40,missing=40,gain=7.76935863,cover=5892
- 39:[Sulc0<0.110320561] yes=75,no=76,missing=75,gain=4.10112572,cover=3064
- 75:leaf=0.00133642578,cover=0
- 76:leaf=-0.0033205566,cover=0
- 40:[Curv5<0.10516572] yes=77,no=78,missing=77,gain=5.66379356,cover=2828
- 77:leaf=0.00862879306,cover=0
- 78:leaf=0.00298038684,cover=0
- 20:[PialCurv5<0.0193316489] yes=41,no=42,missing=42,gain=3.18911695,cover=5954
- 41:[Pol<5.90224934] yes=79,no=80,missing=79,gain=0.50201416,cover=51
- 79:leaf=0.000949042558,cover=0
- 80:leaf=-0.0142763453,cover=0
- 42:[Sulc0<0.574602425] yes=81,no=82,missing=81,gain=3.73576546,cover=5903
- 81:leaf=0.00438409019,cover=0
- 82:leaf=-0.000420041208,cover=0
- 10:[Area5<0.596935391] yes=21,no=22,missing=22,gain=4.14827824,cover=659344
- 21:[PialCurv5<-0.0542625114] yes=43,no=44,missing=43,gain=2.88604951,cover=65030
- 43:[Ecc<39.5502243] yes=83,no=84,missing=83,gain=1.67232347,cover=347
- 83:leaf=-0.00570635032,cover=0
- 84:leaf=0.00922682043,cover=0
- 44:[PialCurv5<0.315450013] yes=85,no=86,missing=85,gain=1.86616969,cover=64683
- 85:leaf=-0.000494229142,cover=0
- 86:leaf=7.03451151e-05,cover=0
- 22:[Sulc0<-0.298712492] yes=45,no=46,missing=46,gain=4.86476183,cover=594314
- 45:[Pol<143.237381] yes=87,no=88,missing=87,gain=6.86498451,cover=6741
- 87:leaf=0.0037510132,cover=0
- 88:leaf=0.000334603945,cover=0
- 46:[Pol<112.359543] yes=89,no=90,missing=89,gain=3.50939751,cover=587573
- 89:leaf=2.72868056e-05,cover=0
- 90:leaf=0.000355025841,cover=0
- 2:[MidArea5<0.612316132] yes=5,no=6,missing=5,gain=2.7311697,cover=4438264
- 5:[LGI5<2.13090348] yes=11,no=12,missing=12,gain=3.58126712,cover=538282
- 11:[PialCurv5<-0.08490628] yes=23,no=24,missing=24,gain=3.67489123,cover=3948
- 23:[Area5<0.433531314] yes=47,no=48,missing=47,gain=5.48093367,cover=1494
- 47:[Ecc<0.836319208] yes=91,no=92,missing=91,gain=1.67129159,cover=721
- 91:leaf=0.00744996173,cover=0
- 92:leaf=0.00137790863,cover=0
- 48:[MidArea5<0.557227194] yes=93,no=94,missing=93,gain=1.3799417,cover=773
- 93:leaf=-0.00821618736,cover=0
- 94:leaf=-0.00254198513,cover=0
- 24:[Pol<95.6227875] yes=49,no=50,missing=50,gain=5.28789616,cover=2454
- 49:[PialCurv5<0.228302389] yes=95,no=96,missing=95,gain=1.59245634,cover=626
- 95:leaf=-0.000257450447,cover=0
- 96:leaf=-0.00700650597,cover=0
- 50:[Pol<148.336472] yes=97,no=98,missing=97,gain=3.26756573,cover=1828
- 97:leaf=0.00546987774,cover=0
- 98:leaf=0.00102387718,cover=0
- 12:[LGI5<2.16230083] yes=25,no=26,missing=25,gain=3.10184669,cover=534334
- 25:[Pol<123.615685] yes=51,no=52,missing=51,gain=4.07363033,cover=3952
- 51:[Pol<78.8803177] yes=99,no=100,missing=100,gain=5.65678072,cover=2258
- 99:leaf=0.000426274259,cover=0
- 100:leaf=-0.00478618313,cover=0
- 52:[Ecc<4.07113361] yes=101,no=102,missing=101,gain=3.91075587,cover=1694
- 101:leaf=-0.00104446511,cover=0
- 102:leaf=0.00451798039,cover=0
- 26:[Ecc<3.22716212] yes=53,no=54,missing=53,gain=3.10063171,cover=530382
- 53:[PialCurv5<-0.111886919] yes=103,no=104,missing=104,gain=3.70992422,cover=154467
- 103:leaf=-0.000382274651,cover=0
- 104:leaf=0.000205805627,cover=0
- 54:[Curv5<-0.218969986] yes=105,no=106,missing=106,gain=7.68521214,cover=375915
- 105:leaf=0.000397204247,cover=0
- 106:leaf=-0.000278565509,cover=0
- 6:[PialArea5<0.601145923] yes=13,no=14,missing=13,gain=3.89312053,cover=3899982
- 13:[Pol<114.432869] yes=27,no=28,missing=27,gain=10.6863804,cover=309943
- 27:[Sulc0<0.32645905] yes=55,no=56,missing=55,gain=10.5672359,cover=218660
- 55:[Pol<79.5617371] yes=107,no=108,missing=107,gain=15.5421505,cover=83553
- 107:leaf=0.00142275577,cover=0
- 108:leaf=-3.90289497e-05,cover=0
- 56:[Area5<0.818724692] yes=109,no=110,missing=109,gain=5.73325586,cover=135107
- 109:leaf=-0.000403734302,cover=0
- 110:leaf=0.000618273218,cover=0
- 28:[Curv5<0.124281213] yes=57,no=58,missing=57,gain=12.6134481,cover=91283
- 57:[Area5<0.697420239] yes=111,no=112,missing=112,gain=8.26868248,cover=61664
- 111:leaf=0.000235482192,cover=0
- 112:leaf=0.00145586219,cover=0
- 58:[Curv5<0.162240714] yes=113,no=114,missing=113,gain=2.97226954,cover=29619
- 113:leaf=6.82452883e-05,cover=0
- 114:leaf=-0.00109626097,cover=0
- 14:[Curv5<0.049365297] yes=29,no=30,missing=29,gain=7.66997862,cover=3590039
- 29:[Sulc0<0.254506379] yes=59,no=60,missing=59,gain=7.0208993,cover=3234390
- 59:[Ecc<25.1292973] yes=115,no=116,missing=116,gain=3.34552479,cover=3069550
- 115:leaf=1.72979089e-05,cover=0
- 116:leaf=-0.000150069842,cover=0
- 60:[Area5<0.756765008] yes=117,no=118,missing=118,gain=13.7097988,cover=164840
- 117:leaf=0.000636795943,cover=0
- 118:leaf=-0.00035265481,cover=0
- 30:[PialCurv5<0.0616685152] yes=61,no=62,missing=61,gain=12.6085339,cover=355649
- 61:[Pol<74.0505524] yes=119,no=120,missing=119,gain=22.1800785,cover=37045
- 119:leaf=0.00230224966,cover=0
- 120:leaf=-0.000258383719,cover=0
- 62:[PialCurv5<0.167567819] yes=121,no=122,missing=121,gain=7.68157196,cover=318604
- 121:leaf=-0.000484769465,cover=0
- 122:leaf=5.95283454e-05,cover=0
-booster[565]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=1,gain=0.854246914,cover=5124388
- 1:[Pol<155.012512] yes=3,no=4,missing=3,gain=5.115695,cover=423406
- 3:[Pol<50.9985542] yes=7,no=8,missing=7,gain=4.74790001,cover=335156
- 7:[Area5<0.57817024] yes=15,no=16,missing=15,gain=4.98912525,cover=99363
- 15:[PialArea5<1.10654831] yes=31,no=32,missing=31,gain=4.44734907,cover=38622
- 31:[Sulc0<-1.03844893] yes=63,no=64,missing=64,gain=2.98558712,cover=35757
- 63:leaf=0.000912226096,cover=0
- 64:leaf=-0.000211237028,cover=0
- 32:[Area5<0.462054074] yes=65,no=66,missing=65,gain=1.82473087,cover=2865
- 65:leaf=0.00803070795,cover=0
- 66:leaf=0.00180279557,cover=0
- 16:[PialArea5<1.22674179] yes=33,no=34,missing=33,gain=4.73358011,cover=60741
- 33:[Ecc<0.618862808] yes=67,no=68,missing=67,gain=4.0909462,cover=49195
- 67:leaf=-0.000185096127,cover=0
- 68:leaf=-0.00112353207,cover=0
- 34:[Area5<0.729573667] yes=69,no=70,missing=70,gain=4.08641481,cover=11546
- 69:leaf=0.000944270461,cover=0
- 70:leaf=-0.00115381542,cover=0
- 8:[Area5<0.641697526] yes=17,no=18,missing=17,gain=4.64836407,cover=235793
- 17:[LGI5<2.3349762] yes=35,no=36,missing=36,gain=4.06616592,cover=163519
- 35:[Ecc<0.567370772] yes=71,no=72,missing=71,gain=5.90675068,cover=62883
- 71:leaf=-0.0010961931,cover=0
- 72:leaf=-1.72712334e-05,cover=0
- 36:[Curv5<-0.0902613774] yes=73,no=74,missing=73,gain=2.45711565,cover=100636
- 73:leaf=4.04825805e-05,cover=0
- 74:leaf=0.000593503355,cover=0
- 18:[Sulc0<-0.516633809] yes=37,no=38,missing=37,gain=6.73350763,cover=72274
- 37:[PialArea5<0.609252691] yes=75,no=76,missing=75,gain=10.7009573,cover=40205
- 75:leaf=0.00459955959,cover=0
- 76:leaf=0.000727980048,cover=0
- 38:[Curv5<-0.0343657099] yes=77,no=78,missing=77,gain=10.590456,cover=32069
- 77:leaf=-0.001607807,cover=0
- 78:leaf=0.000471314881,cover=0
- 4:[PialCurv5<-0.0632625744] yes=9,no=10,missing=9,gain=2.26044798,cover=88250
- 9:[Curv5<-0.160152137] yes=19,no=20,missing=20,gain=5.81209517,cover=33635
- 19:[PialCurv5<-0.154837668] yes=39,no=40,missing=39,gain=2.39867401,cover=17054
- 39:[Area5<0.633885562] yes=79,no=80,missing=79,gain=1.27976847,cover=1313
- 79:leaf=-0.00248483638,cover=0
- 80:leaf=0.00476934481,cover=0
- 40:[LGI5<2.48603988] yes=81,no=82,missing=81,gain=2.55113268,cover=15741
- 81:leaf=-0.0002701552,cover=0
- 82:leaf=0.00121434021,cover=0
- 20:[Area5<0.607942343] yes=41,no=42,missing=41,gain=6.23600388,cover=16581
- 41:[Sulc0<-0.849334478] yes=83,no=84,missing=83,gain=2.86707568,cover=9347
- 83:leaf=-0.00261677965,cover=0
- 84:leaf=-0.000172882501,cover=0
- 42:[Sulc0<-0.614971876] yes=85,no=86,missing=85,gain=7.46564865,cover=7234
- 85:leaf=-0.00351909618,cover=0
- 86:leaf=2.81299999e-05,cover=0
- 10:[PialArea5<0.95820266] yes=21,no=22,missing=22,gain=4.1942277,cover=54615
- 21:[Sulc0<-0.782470584] yes=43,no=44,missing=43,gain=3.55435348,cover=52446
- 43:[Ecc<0.353712648] yes=87,no=88,missing=88,gain=4.07018423,cover=1837
- 87:leaf=0.00132201589,cover=0
- 88:leaf=-0.00392131321,cover=0
- 44:[Ecc<0.889730632] yes=89,no=90,missing=89,gain=3.25925565,cover=50609
- 89:leaf=-0.00045432683,cover=0
- 90:leaf=0.000464751298,cover=0
- 22:[Sulc0<-0.439186513] yes=45,no=46,missing=45,gain=4.68043756,cover=2169
- 45:[Area5<0.774986684] yes=91,no=92,missing=92,gain=2.00714779,cover=1977
- 91:leaf=0.00204109913,cover=0
- 92:leaf=0.00671276031,cover=0
- 46:[PialCurv5<-0.0347327143] yes=93,no=94,missing=93,gain=2.06121945,cover=192
- 93:leaf=0.00297061983,cover=0
- 94:leaf=-0.0086290231,cover=0
- 2:[Ecc<2.07756257] yes=5,no=6,missing=6,gain=3.10361052,cover=4700982
- 5:[Pol<12.2267933] yes=11,no=12,missing=12,gain=6.98526955,cover=283013
- 11:[PialCurv5<-0.0644776821] yes=23,no=24,missing=23,gain=11.4850883,cover=17039
- 23:[Curv5<-0.129194111] yes=47,no=48,missing=47,gain=6.07619953,cover=13659
- 47:[PialCurv5<-0.107211173] yes=95,no=96,missing=95,gain=7.09920549,cover=12690
- 95:leaf=0.000405062223,cover=0
- 96:leaf=-0.00207616366,cover=0
- 48:[PialCurv5<-0.127408311] yes=97,no=98,missing=98,gain=3.33364391,cover=969
- 97:leaf=-0.0105036693,cover=0
- 98:leaf=0.0042493213,cover=0
- 24:[LGI5<2.25958419] yes=49,no=50,missing=49,gain=3.58131695,cover=3380
- 49:[LGI5<2.13090348] yes=99,no=100,missing=99,gain=1.18361044,cover=448
- 99:leaf=0.010165072,cover=0
- 100:leaf=3.91933681e-05,cover=0
- 50:[MidArea5<0.830509603] yes=101,no=102,missing=102,gain=2.45372391,cover=2932
- 101:leaf=-0.0032069576,cover=0
- 102:leaf=-0.00652041379,cover=0
- 12:[LGI5<2.99035311] yes=25,no=26,missing=25,gain=6.01767302,cover=265974
- 25:[Pol<147.599014] yes=51,no=52,missing=51,gain=5.74894953,cover=265735
- 51:[Pol<106.604004] yes=103,no=104,missing=104,gain=8.91590691,cover=220850
- 103:leaf=0.000335619436,cover=0
- 104:leaf=-0.000345233944,cover=0
- 52:[Sulc0<-0.673217118] yes=105,no=106,missing=105,gain=16.6709824,cover=44885
- 105:leaf=8.56308834e-05,cover=0
- 106:leaf=0.0021610402,cover=0
- 26:[Pol<152.827332] yes=53,no=54,missing=54,gain=5.22386503,cover=239
- 53:[Sulc0<-0.522449493] yes=107,no=108,missing=108,gain=1.22548389,cover=212
- 107:leaf=0.00625353074,cover=0
- 108:leaf=0.0140502518,cover=0
- 54:[Curv5<-0.0881721899] yes=109,no=110,missing=109,gain=0.25466156,cover=27
- 109:leaf=-0.0138992742,cover=0
- 110:leaf=0.00115442427,cover=0
- 6:[Ecc<2.91795349] yes=13,no=14,missing=13,gain=2.28486538,cover=4417969
- 13:[Pol<54.5053368] yes=27,no=28,missing=27,gain=9.86356831,cover=282873
- 27:[Curv5<-0.138079464] yes=55,no=56,missing=56,gain=31.2599316,cover=65650
- 55:[PialArea5<0.911882102] yes=111,no=112,missing=111,gain=7.41042805,cover=55450
- 111:leaf=0.00114689232,cover=0
- 112:leaf=-0.000346511981,cover=0
- 56:[Pol<14.1659222] yes=113,no=114,missing=114,gain=8.52329254,cover=10200
- 113:leaf=0.000494306092,cover=0
- 114:leaf=0.00379362004,cover=0
- 28:[Pol<87.3220139] yes=57,no=58,missing=58,gain=18.2695465,cover=217223
- 57:[Area5<0.64784193] yes=115,no=116,missing=116,gain=21.4021435,cover=53584
- 115:leaf=0.000296314218,cover=0
- 116:leaf=-0.00181767682,cover=0
- 58:[LGI5<2.29093218] yes=117,no=118,missing=117,gain=4.85414791,cover=163639
- 117:leaf=0.000573261059,cover=0
- 118:leaf=-0.000162172146,cover=0
- 14:[PialCurv5<-0.123971827] yes=29,no=30,missing=29,gain=1.93795943,cover=4135096
- 29:[Curv5<-0.188354567] yes=59,no=60,missing=59,gain=39.5604477,cover=588590
- 59:[Area5<0.559839368] yes=119,no=120,missing=119,gain=7.65769053,cover=547078
- 119:leaf=0.000310061936,cover=0
- 120:leaf=-0.00012851003,cover=0
- 60:[MidArea5<0.704742908] yes=121,no=122,missing=121,gain=13.1191025,cover=41512
- 121:leaf=0.000123752834,cover=0
- 122:leaf=0.00212087459,cover=0
- 30:[Curv5<-0.214297205] yes=61,no=62,missing=61,gain=9.98719788,cover=3546506
- 61:[Sulc0<-0.655889988] yes=123,no=124,missing=123,gain=15.7902126,cover=165737
- 123:leaf=-0.000141411423,cover=0
- 124:leaf=0.000835753162,cover=0
- 62:[Sulc0<-0.271910518] yes=125,no=126,missing=125,gain=9.31620789,cover=3380769
- 125:leaf=-0.000156012509,cover=0
- 126:leaf=2.62378162e-05,cover=0
-booster[566]:
-0:[PialArea5<0.911882102] yes=1,no=2,missing=2,gain=0.861651897,cover=5124388
- 1:[PialCurv5<-0.122305259] yes=3,no=4,missing=3,gain=2.38926339,cover=3511521
- 3:[Curv5<-0.209697157] yes=7,no=8,missing=7,gain=15.8441153,cover=396328
- 7:[Area5<0.559839368] yes=15,no=16,missing=15,gain=2.36781263,cover=333908
- 15:[Ecc<2.6675415] yes=31,no=32,missing=31,gain=6.0898881,cover=161759
- 31:[Pol<120.317558] yes=63,no=64,missing=64,gain=4.16650105,cover=55136
- 63:leaf=7.03750266e-05,cover=0
- 64:leaf=-0.000802976021,cover=0
- 32:[PialArea5<0.82654506] yes=65,no=66,missing=66,gain=1.8708334,cover=106623
- 65:leaf=0.000448010018,cover=0
- 66:leaf=-2.7919441e-05,cover=0
- 16:[Sulc0<0.0689564943] yes=33,no=34,missing=33,gain=4.1363287,cover=172149
- 33:[Area5<0.600206077] yes=67,no=68,missing=67,gain=3.47181749,cover=169963
- 67:leaf=-0.00046096649,cover=0
- 68:leaf=2.10331546e-05,cover=0
- 34:[Area5<0.719086528] yes=69,no=70,missing=69,gain=2.67663813,cover=2186
- 69:leaf=-0.00311283162,cover=0
- 70:leaf=0.00155447074,cover=0
- 8:[MidArea5<0.638313055] yes=17,no=18,missing=17,gain=6.81485558,cover=62420
- 17:[Sulc0<-0.137935251] yes=35,no=36,missing=35,gain=4.26292944,cover=17841
- 35:[Area5<0.513795495] yes=71,no=72,missing=72,gain=3.0828042,cover=16322
- 71:leaf=-0.000154975191,cover=0
- 72:leaf=0.00142953324,cover=0
- 36:[Pol<162.313202] yes=73,no=74,missing=73,gain=1.64051247,cover=1519
- 73:leaf=-0.00280417665,cover=0
- 74:leaf=0.00711076474,cover=0
- 18:[PialCurv5<-0.144106165] yes=37,no=38,missing=37,gain=7.22622871,cover=44579
- 37:[PialCurv5<-0.190801308] yes=75,no=76,missing=75,gain=3.31207466,cover=7951
- 75:leaf=-0.00152530998,cover=0
- 76:leaf=0.00278632971,cover=0
- 38:[Curv5<-0.171285838] yes=77,no=78,missing=77,gain=5.51536179,cover=36628
- 77:leaf=0.000527156924,cover=0
- 78:leaf=0.00197526766,cover=0
- 4:[Curv5<0.0100963581] yes=9,no=10,missing=9,gain=4.21847343,cover=3115193
- 9:[Area5<0.729573667] yes=19,no=20,missing=19,gain=9.82710934,cover=1231701
- 19:[PialArea5<0.686586082] yes=39,no=40,missing=39,gain=8.53473377,cover=1073209
- 39:[Ecc<14.9070177] yes=79,no=80,missing=79,gain=8.80133152,cover=231393
- 79:leaf=-0.000480887393,cover=0
- 80:leaf=0.000258768414,cover=0
- 40:[Sulc0<0.254506379] yes=81,no=82,missing=81,gain=14.3687458,cover=841816
- 81:leaf=-1.25462202e-05,cover=0
- 82:leaf=0.00108946022,cover=0
- 20:[Pol<57.0350037] yes=41,no=42,missing=42,gain=9.92981148,cover=158492
- 41:[Ecc<2.19188094] yes=83,no=84,missing=83,gain=6.29202175,cover=31250
- 83:leaf=-0.00239294115,cover=0
- 84:leaf=0.000515325402,cover=0
- 42:[PialCurv5<0.064168714] yes=85,no=86,missing=85,gain=11.1123047,cover=127242
- 85:leaf=-0.000789095182,cover=0
- 86:leaf=0.00108379032,cover=0
- 10:[PialCurv5<0.04242469] yes=21,no=22,missing=21,gain=10.3882895,cover=1883492
- 21:[Area5<0.600206077] yes=43,no=44,missing=44,gain=9.16424751,cover=171304
- 43:[PialCurv5<-0.062031392] yes=87,no=88,missing=87,gain=5.05745029,cover=16798
- 87:leaf=-0.00481920596,cover=0
- 88:leaf=-0.000535791158,cover=0
- 44:[LGI5<3.58443618] yes=89,no=90,missing=89,gain=8.5605526,cover=154506
- 89:leaf=0.00059206353,cover=0
- 90:leaf=-0.00118305755,cover=0
- 22:[PialArea5<0.658944428] yes=45,no=46,missing=45,gain=9.73378468,cover=1712188
- 45:[Area5<0.676715076] yes=91,no=92,missing=91,gain=13.0323343,cover=1377363
- 91:leaf=-0.000151137021,cover=0
- 92:leaf=0.000163785182,cover=0
- 46:[Area5<0.616426587] yes=93,no=94,missing=93,gain=9.28153706,cover=334825
- 93:leaf=0.00200417172,cover=0
- 94:leaf=-0.000291094329,cover=0
- 2:[Curv5<-0.024997253] yes=5,no=6,missing=6,gain=3.17723012,cover=1612867
- 5:[PialCurv5<0.00860458333] yes=11,no=12,missing=11,gain=4.89364004,cover=1524936
- 11:[Area5<0.476400614] yes=23,no=24,missing=23,gain=2.19635081,cover=1505906
- 23:[Sulc0<-0.357752919] yes=47,no=48,missing=48,gain=4.59989452,cover=20007
- 47:[Curv5<-0.245563462] yes=95,no=96,missing=95,gain=2.88275528,cover=19810
- 95:leaf=-0.000114359129,cover=0
- 96:leaf=0.0011090812,cover=0
- 48:[Sulc0<-0.173886195] yes=97,no=98,missing=98,gain=1.21660495,cover=197
- 97:leaf=-0.00492426567,cover=0
- 98:leaf=-0.0144213615,cover=0
- 24:[Ecc<6.70300007] yes=49,no=50,missing=49,gain=1.92412972,cover=1485899
- 49:[Pol<158.709351] yes=99,no=100,missing=100,gain=7.29842663,cover=725247
- 99:leaf=-0.000128234024,cover=0
- 100:leaf=0.000317583181,cover=0
- 50:[Pol<161.595886] yes=101,no=102,missing=101,gain=9.18521118,cover=760652
- 101:leaf=0.000147677696,cover=0
- 102:leaf=-0.000263250957,cover=0
- 12:[Area5<0.68633163] yes=25,no=26,missing=25,gain=8.15846252,cover=19030
- 25:[PialArea5<1.00930154] yes=51,no=52,missing=51,gain=7.19642925,cover=3612
- 51:[Area5<0.606435955] yes=103,no=104,missing=104,gain=2.95460773,cover=2544
- 103:leaf=-0.004465017,cover=0
- 104:leaf=0.0007509797,cover=0
- 52:[Ecc<2.91795349] yes=105,no=106,missing=106,gain=3.09320164,cover=1068
- 105:leaf=-0.00146268215,cover=0
- 106:leaf=-0.00696042273,cover=0
- 26:[Curv5<-0.0860676765] yes=53,no=54,missing=53,gain=4.18807697,cover=15418
- 53:[Curv5<-0.198884338] yes=107,no=108,missing=108,gain=2.00434399,cover=1304
- 107:leaf=-0.00469632447,cover=0
- 108:leaf=0.0044599981,cover=0
- 54:[Ecc<18.0513744] yes=109,no=110,missing=109,gain=2.96136713,cover=14114
- 109:leaf=0.000751825923,cover=0
- 110:leaf=0.00275982614,cover=0
- 6:[PialCurv5<-0.00569582684] yes=13,no=14,missing=13,gain=28.502203,cover=87931
- 13:[Sulc0<-0.0713235363] yes=27,no=28,missing=28,gain=9.18547249,cover=16788
- 27:[Area5<0.609410942] yes=55,no=56,missing=55,gain=7.32874155,cover=10730
- 55:[Pol<72.6247101] yes=111,no=112,missing=111,gain=6.0046792,cover=148
- 111:leaf=-0.0200958773,cover=0
- 112:leaf=-9.61468777e-06,cover=0
- 56:[Ecc<3.54469991] yes=113,no=114,missing=113,gain=5.91046429,cover=10582
- 113:leaf=0.00356184319,cover=0
- 114:leaf=0.000789759331,cover=0
- 28:[Curv5<-0.0109836133] yes=57,no=58,missing=58,gain=9.4197731,cover=6058
- 57:[PialCurv5<-0.0280297659] yes=115,no=116,missing=116,gain=4.92375469,cover=3771
- 115:leaf=0.00587412901,cover=0
- 116:leaf=0.00130789855,cover=0
- 58:[Area5<0.987501919] yes=117,no=118,missing=117,gain=7.91261292,cover=2287
- 117:leaf=0.00672219414,cover=0
- 118:leaf=-0.0124936728,cover=0
- 14:[Pol<156.492447] yes=29,no=30,missing=29,gain=4.96416283,cover=71143
- 29:[Ecc<16.2597466] yes=59,no=60,missing=60,gain=4.49136114,cover=67097
- 59:[Ecc<1.62447274] yes=119,no=120,missing=120,gain=3.44200611,cover=39908
- 119:leaf=-0.00120037119,cover=0
- 120:leaf=0.000466727797,cover=0
- 60:[LGI5<3.36766768] yes=121,no=122,missing=122,gain=8.03568172,cover=27189
- 121:leaf=-0.00105316087,cover=0
- 122:leaf=0.000846966926,cover=0
- 30:[Area5<0.617766261] yes=61,no=62,missing=61,gain=2.2893033,cover=4046
- 61:[LGI5<2.56078315] yes=123,no=124,missing=124,gain=0.550201893,cover=75
- 123:leaf=-0.00287063117,cover=0
- 124:leaf=-0.0128774447,cover=0
- 62:[Curv5<0.0191024225] yes=125,no=126,missing=125,gain=1.79098272,cover=3971
- 125:leaf=-0.00101770507,cover=0
- 126:leaf=-0.00343335676,cover=0
-booster[567]:
-0:[MidArea5<0.439916283] yes=1,no=2,missing=1,gain=0.890691042,cover=5124388
- 1:[Area5<0.642765105] yes=3,no=4,missing=4,gain=4.86594677,cover=40033
- 3:[PialArea5<0.511941612] yes=7,no=8,missing=7,gain=2.82043672,cover=38398
- 7:[Ecc<3.94116735] yes=15,no=16,missing=15,gain=1.2088486,cover=38032
- 15:[Curv5<0.108977526] yes=31,no=32,missing=31,gain=1.25611496,cover=10059
- 31:[LGI5<2.26652193] yes=63,no=64,missing=64,gain=2.32747459,cover=1285
- 63:leaf=-0.00262134499,cover=0
- 64:leaf=0.00229342538,cover=0
- 32:[Area5<0.529385149] yes=65,no=66,missing=65,gain=1.72931874,cover=8774
- 65:leaf=-0.00196429691,cover=0
- 66:leaf=-0.000242406546,cover=0
- 16:[Pol<82.2009888] yes=33,no=34,missing=33,gain=1.34765923,cover=27973
- 33:[LGI5<2.44319153] yes=67,no=68,missing=68,gain=2.90775371,cover=4246
- 67:leaf=0.00785321277,cover=0
- 68:leaf=-0.000775210618,cover=0
- 34:[LGI5<3.78836131] yes=69,no=70,missing=69,gain=1.45430529,cover=23727
- 69:leaf=0.000433424721,cover=0
- 70:leaf=-0.00357927126,cover=0
- 8:[LGI5<2.26652193] yes=17,no=18,missing=17,gain=0.927146673,cover=366
- 17:[Pol<74.0505524] yes=35,no=36,missing=36,gain=0.16743882,cover=40
- 35:[Pol<41.8258972] yes=71,no=72,missing=71,gain=0.0457119159,cover=21
- 71:leaf=-0.00294191507,cover=0
- 72:leaf=0.00190659461,cover=0
- 36:[PialCurv5<-0.210138425] yes=73,no=74,missing=74,gain=0.0441856384,cover=19
- 73:leaf=-0.00230351463,cover=0
- 74:leaf=-0.00769328186,cover=0
- 18:[Pol<124.735107] yes=37,no=38,missing=38,gain=0.736311913,cover=326
- 37:[Ecc<7.24576569] yes=75,no=76,missing=75,gain=0.32509011,cover=188
- 75:leaf=0.00142924674,cover=0
- 76:leaf=0.00562134339,cover=0
- 38:[Sulc0<-0.15955846] yes=77,no=78,missing=77,gain=0.701644659,cover=138
- 77:leaf=0.00890021678,cover=0
- 78:leaf=-0.00764207914,cover=0
- 4:[Ecc<8.55626965] yes=9,no=10,missing=9,gain=1.20719957,cover=1635
- 9:[Area5<0.669950843] yes=19,no=20,missing=20,gain=1.17716026,cover=597
- 19:[Curv5<0.137416571] yes=39,no=40,missing=39,gain=0.61330533,cover=538
- 39:[Ecc<0.513775289] yes=79,no=80,missing=80,gain=0.132709295,cover=4
- 79:leaf=0.00140418415,cover=0
- 80:leaf=-0.0176768936,cover=0
- 40:[LGI5<2.56865931] yes=81,no=82,missing=81,gain=0.465924263,cover=534
- 81:leaf=0.00296727358,cover=0
- 82:leaf=0.00605011778,cover=0
- 20:[Sulc0<0.812575758] yes=41,no=42,missing=41,gain=0.834264994,cover=59
- 41:[LGI5<2.46595764] yes=83,no=84,missing=83,gain=0.264193773,cover=29
- 83:leaf=0.020274898,cover=0
- 84:leaf=0.00808000285,cover=0
- 42:[Ecc<4.67068386] yes=85,no=86,missing=85,gain=0.148688704,cover=30
- 85:leaf=-0.00311748986,cover=0
- 86:leaf=0.00660004048,cover=0
- 10:[Sulc0<0.636906147] yes=21,no=22,missing=21,gain=1.46788943,cover=1038
- 21:[Ecc<20.0856266] yes=43,no=44,missing=44,gain=0.422281623,cover=77
- 43:[PialCurv5<0.0851107761] yes=87,no=88,missing=87,gain=0.107672676,cover=25
- 87:leaf=-0.0083551351,cover=0
- 88:leaf=0.00169845973,cover=0
- 44:[Area5<0.671631575] yes=89,no=90,missing=89,gain=0.112817526,cover=52
- 89:leaf=-0.00866421871,cover=0
- 90:leaf=-0.00311391475,cover=0
- 22:[PialCurv5<0.185672894] yes=45,no=46,missing=45,gain=1.21818423,cover=961
- 45:[PialCurv5<0.141046807] yes=91,no=92,missing=92,gain=0.684456706,cover=96
- 91:leaf=0.000895301753,cover=0
- 92:leaf=-0.00752636278,cover=0
- 46:[LGI5<2.81919122] yes=93,no=94,missing=93,gain=1.7094996,cover=865
- 93:leaf=-0.00316000963,cover=0
- 94:leaf=0.00379779562,cover=0
- 2:[PialArea5<0.811158121] yes=5,no=6,missing=5,gain=0.970629752,cover=5084355
- 5:[Area5<0.759248734] yes=11,no=12,missing=11,gain=6.79338932,cover=2682502
- 11:[MidArea5<0.73508203] yes=23,no=24,missing=23,gain=2.88856387,cover=2369003
- 23:[Area5<0.702883124] yes=47,no=48,missing=48,gain=3.32144547,cover=2234049
- 47:[PialArea5<0.742050111] yes=95,no=96,missing=96,gain=4.85719204,cover=1680066
- 95:leaf=-0.000115014256,cover=0
- 96:leaf=9.87413732e-05,cover=0
- 48:[Pol<55.3432045] yes=97,no=98,missing=97,gain=11.2783756,cover=553983
- 97:leaf=0.000948499714,cover=0
- 98:leaf=1.04494648e-05,cover=0
- 24:[Sulc0<0.915739596] yes=49,no=50,missing=49,gain=3.6452589,cover=134954
- 49:[PialCurv5<0.144311354] yes=99,no=100,missing=99,gain=3.4833684,cover=134925
- 99:leaf=-0.00033845249,cover=0
- 100:leaf=0.000823743118,cover=0
- 50:[PialArea5<0.730471373] yes=101,no=102,missing=101,gain=1.51478934,cover=29
- 101:leaf=-0.00462292973,cover=0
- 102:leaf=0.0227872021,cover=0
- 12:[Curv5<0.166947007] yes=25,no=26,missing=25,gain=5.47507381,cover=313499
- 25:[PialArea5<0.613238215] yes=51,no=52,missing=51,gain=5.79870129,cover=281026
- 51:[Sulc0<0.506771445] yes=103,no=104,missing=103,gain=8.80145359,cover=128370
- 103:leaf=0.00114410871,cover=0
- 104:leaf=0.000242487396,cover=0
- 52:[Curv5<0.113010712] yes=105,no=106,missing=105,gain=8.9464035,cover=152656
- 105:leaf=0.000185725934,cover=0
- 106:leaf=-0.0010967924,cover=0
- 26:[Ecc<23.1745358] yes=53,no=54,missing=53,gain=2.46833682,cover=32473
- 53:[Ecc<5.53207445] yes=107,no=108,missing=107,gain=2.77571297,cover=22672
- 107:leaf=-2.97463401e-07,cover=0
- 108:leaf=-0.0011393429,cover=0
- 54:[LGI5<2.90731096] yes=109,no=110,missing=109,gain=2.11629939,cover=9801
- 109:leaf=0.00242540543,cover=0
- 110:leaf=-2.98088025e-06,cover=0
- 6:[PialCurv5<0.104427323] yes=13,no=14,missing=13,gain=3.23048854,cover=2401853
- 13:[Sulc0<0.795422614] yes=27,no=28,missing=27,gain=2.86275077,cover=2378419
- 27:[MidArea5<0.592231214] yes=55,no=56,missing=55,gain=2.842206,cover=2378193
- 55:[PialArea5<0.824056447] yes=111,no=112,missing=112,gain=0.866289139,cover=512
- 111:leaf=0.00215858617,cover=0
- 112:leaf=0.00642932439,cover=0
- 56:[Ecc<44.7855835] yes=113,no=114,missing=113,gain=2.69152951,cover=2377681
- 113:leaf=7.51076732e-06,cover=0
- 114:leaf=0.000440931733,cover=0
- 28:[LGI5<3.13786864] yes=57,no=58,missing=57,gain=2.46442914,cover=226
- 57:[Pol<40.9012032] yes=115,no=116,missing=115,gain=1.66564941,cover=97
- 115:leaf=0.0311462823,cover=0
- 116:leaf=0.00928221829,cover=0
- 58:[MidArea5<0.922174513] yes=117,no=118,missing=117,gain=1.26600695,cover=129
- 117:leaf=0.00404078467,cover=0
- 118:leaf=-0.0070697139,cover=0
- 14:[LGI5<2.48603988] yes=29,no=30,missing=29,gain=5.61339998,cover=23434
- 29:[MidArea5<0.84300822] yes=59,no=60,missing=59,gain=2.39980125,cover=6657
- 59:[Ecc<4.53598547] yes=119,no=120,missing=119,gain=2.29566097,cover=4312
- 119:leaf=0.00332634081,cover=0
- 120:leaf=0.000854019716,cover=0
- 60:[Sulc0<-0.265099555] yes=121,no=122,missing=121,gain=1.90477633,cover=2345
- 121:leaf=-0.00160830398,cover=0
- 122:leaf=0.00148783124,cover=0
- 30:[Area5<0.780320704] yes=61,no=62,missing=61,gain=2.46286178,cover=16777
- 61:[LGI5<3.3215456] yes=123,no=124,missing=123,gain=4.45935678,cover=8819
- 123:leaf=0.000301776687,cover=0
- 124:leaf=0.00392166851,cover=0
- 62:[Curv5<0.0300692953] yes=125,no=126,missing=125,gain=1.52892745,cover=7958
- 125:leaf=0.00116834091,cover=0
- 126:leaf=-0.00080420461,cover=0
-booster[568]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=1,gain=0.868705869,cover=5124388
- 1:[Area5<0.771817088] yes=3,no=4,missing=4,gain=1.14790833,cover=202946
- 3:[LGI5<3.42912889] yes=7,no=8,missing=8,gain=1.04439259,cover=197673
- 7:[LGI5<3.31338549] yes=15,no=16,missing=15,gain=4.60609484,cover=181308
- 15:[Pol<91.5616074] yes=31,no=32,missing=31,gain=1.57635641,cover=170135
- 31:[Ecc<8.87956142] yes=63,no=64,missing=64,gain=3.59708667,cover=38901
- 63:leaf=0.00125469535,cover=0
- 64:leaf=0.000123724618,cover=0
- 32:[Ecc<19.4699688] yes=65,no=66,missing=65,gain=0.950701296,cover=131234
- 65:leaf=-2.17863544e-05,cover=0
- 66:leaf=0.000384744053,cover=0
- 16:[Ecc<15.121048] yes=33,no=34,missing=33,gain=3.08775735,cover=11173
- 33:[Pol<102.778297] yes=67,no=68,missing=67,gain=2.7905674,cover=2639
- 67:leaf=-0.000546756724,cover=0
- 68:leaf=0.00294873351,cover=0
- 34:[Ecc<28.2834949] yes=69,no=70,missing=69,gain=4.23347521,cover=8534
- 69:leaf=-0.0023940648,cover=0
- 70:leaf=-0.000152989611,cover=0
- 8:[Ecc<16.5318356] yes=17,no=18,missing=17,gain=1.92659056,cover=16365
- 17:[Sulc0<0.869075775] yes=35,no=36,missing=36,gain=2.29795027,cover=3613
- 35:[PialCurv5<0.275165707] yes=71,no=72,missing=71,gain=2.97684383,cover=2176
- 71:leaf=-0.00152971782,cover=0
- 72:leaf=0.00217709783,cover=0
- 36:[PialCurv5<0.426807076] yes=73,no=74,missing=73,gain=1.24400091,cover=1437
- 73:leaf=0.00353835127,cover=0
- 74:leaf=-0.00125171174,cover=0
- 18:[Curv5<0.131767005] yes=37,no=38,missing=38,gain=1.37391555,cover=12752
- 37:[Curv5<0.0915888697] yes=75,no=76,missing=75,gain=1.40860724,cover=1708
- 75:leaf=-0.0017709661,cover=0
- 76:leaf=0.00212520221,cover=0
- 38:[MidArea5<0.509283841] yes=77,no=78,missing=78,gain=0.880949616,cover=11044
- 77:leaf=-0.000257903099,cover=0
- 78:leaf=0.000840580207,cover=0
- 4:[Ecc<42.9490852] yes=9,no=10,missing=9,gain=1.30284774,cover=5273
- 9:[LGI5<2.68420529] yes=19,no=20,missing=20,gain=1.10076332,cover=4759
- 19:[Pol<134.081207] yes=39,no=40,missing=40,gain=0.761111736,cover=1206
- 39:[PialCurv5<0.208232641] yes=79,no=80,missing=79,gain=1.45584261,cover=1194
- 79:leaf=0.009415376,cover=0
- 80:leaf=-0.000406495994,cover=0
- 40:[Ecc<0.618862808] yes=81,no=82,missing=81,gain=0.0104363561,cover=12
- 81:leaf=-0.0143523691,cover=0
- 82:leaf=-0.00740586547,cover=0
- 20:[Area5<0.822840035] yes=41,no=42,missing=42,gain=0.821806669,cover=3553
- 41:[Sulc0<0.795422614] yes=83,no=84,missing=83,gain=0.471057773,cover=2896
- 83:leaf=0.00244794949,cover=0
- 84:leaf=0.00084962463,cover=0
- 42:[LGI5<3.33014965] yes=85,no=86,missing=86,gain=1.10524702,cover=657
- 85:leaf=0.00219831872,cover=0
- 86:leaf=0.00767927244,cover=0
- 10:[Curv5<0.22365725] yes=21,no=22,missing=22,gain=0.767235875,cover=514
- 21:[MidArea5<0.49446398] yes=43,no=44,missing=43,gain=0.488825887,cover=464
- 43:[Pol<16.156723] yes=87,no=88,missing=87,gain=0.0831522942,cover=6
- 87:leaf=0.0219373945,cover=0
- 88:leaf=0.00692289462,cover=0
- 44:[PialCurv5<0.265012205] yes=89,no=90,missing=89,gain=0.424455643,cover=458
- 89:leaf=-0.0034716446,cover=0
- 90:leaf=-0.000134225746,cover=0
- 22:[Sulc0<1.16950965] yes=45,no=46,missing=45,gain=0.73867476,cover=50
- 45:[PialArea5<0.317611694] yes=91,no=92,missing=92,gain=0.127714038,cover=17
- 91:leaf=-0.017940389,cover=0
- 92:leaf=-0.00574090099,cover=0
- 46:[LGI5<3.05514836] yes=93,no=94,missing=93,gain=0.200762808,cover=33
- 93:leaf=0.00220377138,cover=0
- 94:leaf=-0.00569448248,cover=0
- 2:[PialArea5<0.788206637] yes=5,no=6,missing=5,gain=1.11992657,cover=4921442
- 5:[Area5<0.741095543] yes=11,no=12,missing=12,gain=7.58410978,cover=2339301
- 11:[Ecc<0.513775289] yes=23,no=24,missing=24,gain=3.84034038,cover=1907051
- 23:[Area5<0.648839295] yes=47,no=48,missing=48,gain=5.43439817,cover=50055
- 47:[PialCurv5<-0.0245349593] yes=95,no=96,missing=95,gain=3.9293704,cover=36559
- 95:leaf=0.000559444597,cover=0
- 96:leaf=-0.000477265305,cover=0
- 48:[Sulc0<-0.0562447868] yes=97,no=98,missing=97,gain=7.09481049,cover=13496
- 97:leaf=0.00153067743,cover=0
- 98:leaf=-0.00297745923,cover=0
- 24:[Ecc<42.9490852] yes=49,no=50,missing=49,gain=3.00446033,cover=1856996
- 49:[MidArea5<0.710933506] yes=99,no=100,missing=100,gain=3.4094789,cover=1812475
- 99:leaf=-5.26863114e-05,cover=0
- 100:leaf=-0.000296691986,cover=0
- 50:[Pol<31.3444195] yes=101,no=102,missing=101,gain=11.9673433,cover=44521
- 101:leaf=0.00125166122,cover=0
- 102:leaf=-0.000875458587,cover=0
- 12:[Curv5<0.143178418] yes=25,no=26,missing=25,gain=8.8223381,cover=432250
- 25:[Sulc0<0.227376223] yes=51,no=52,missing=51,gain=7.6275444,cover=339815
- 51:[Pol<76.8473129] yes=103,no=104,missing=103,gain=13.5165749,cover=114172
- 103:leaf=0.00150328584,cover=0
- 104:leaf=0.00027910652,cover=0
- 52:[Pol<91.5616074] yes=105,no=106,missing=106,gain=11.9751158,cover=225643
- 105:leaf=-0.000313305005,cover=0
- 106:leaf=0.000423214951,cover=0
- 26:[PialArea5<0.550757647] yes=53,no=54,missing=53,gain=5.17905188,cover=92435
- 53:[Curv5<0.171955615] yes=107,no=108,missing=107,gain=3.65335774,cover=79684
- 107:leaf=0.000131822278,cover=0
- 108:leaf=-0.000572393939,cover=0
- 54:[PialCurv5<0.147539601] yes=109,no=110,missing=109,gain=4.49696779,cover=12751
- 109:leaf=0.00174708036,cover=0
- 110:leaf=-0.00150699622,cover=0
- 6:[PialCurv5<0.122354448] yes=13,no=14,missing=14,gain=3.41563916,cover=2582141
- 13:[Curv5<0.0407969989] yes=27,no=28,missing=27,gain=3.58018517,cover=2561061
- 27:[PialCurv5<0.0666604191] yes=55,no=56,missing=55,gain=10.8123169,cover=2517909
- 55:[Area5<0.765896857] yes=111,no=112,missing=111,gain=2.84839845,cover=2486947
- 111:leaf=3.39689323e-05,cover=0
- 112:leaf=-0.000107448468,cover=0
- 56:[Curv5<0.0257103238] yes=113,no=114,missing=114,gain=4.79772663,cover=30962
- 113:leaf=0.00139299198,cover=0
- 114:leaf=7.59028771e-05,cover=0
- 28:[PialCurv5<0.0495097227] yes=57,no=58,missing=57,gain=14.969511,cover=43152
- 57:[PialCurv5<-0.0173297711] yes=115,no=116,missing=115,gain=5.64826155,cover=7336
- 115:leaf=-0.00344117777,cover=0
- 116:leaf=0.00199941965,cover=0
- 58:[Sulc0<-0.101085678] yes=117,no=118,missing=117,gain=5.03607368,cover=35816
- 117:leaf=0.000314164325,cover=0
- 118:leaf=-0.00115917239,cover=0
- 14:[Ecc<7.03401423] yes=29,no=30,missing=29,gain=5.42142296,cover=21080
- 29:[MidArea5<0.78507185] yes=59,no=60,missing=59,gain=2.86957741,cover=10357
- 59:[Pol<46.5024796] yes=119,no=120,missing=120,gain=1.7093668,cover=3330
- 119:leaf=-0.00390441762,cover=0
- 120:leaf=0.0028714377,cover=0
- 60:[PialCurv5<0.255337358] yes=121,no=122,missing=122,gain=1.6947608,cover=7027
- 121:leaf=0.00107794988,cover=0
- 122:leaf=-0.002399066,cover=0
- 30:[LGI5<3.15728688] yes=61,no=62,missing=61,gain=3.33402348,cover=10723
- 61:[Sulc0<0.574602425] yes=123,no=124,missing=123,gain=1.82065761,cover=7057
- 123:leaf=-0.000992484274,cover=0
- 124:leaf=0.00214067101,cover=0
- 62:[Area5<0.780320704] yes=125,no=126,missing=125,gain=1.55611801,cover=3666
- 125:leaf=0.00230807788,cover=0
- 126:leaf=0.000218176079,cover=0
-booster[569]:
-0:[PialArea5<0.494012713] yes=1,no=2,missing=1,gain=0.864270449,cover=5124388
- 1:[PialCurv5<0.0193316489] yes=3,no=4,missing=4,gain=6.58848619,cover=866690
- 3:[Ecc<8.55626965] yes=7,no=8,missing=7,gain=6.11371803,cover=28298
- 7:[LGI5<3.23945832] yes=15,no=16,missing=16,gain=2.87617135,cover=16354
- 15:[LGI5<3.13142419] yes=31,no=32,missing=31,gain=2.62911558,cover=16240
- 31:[LGI5<2.97899532] yes=63,no=64,missing=63,gain=3.52693892,cover=16070
- 63:leaf=-0.000196172783,cover=0
- 64:leaf=0.00417740364,cover=0
- 32:[Sulc0<0.0214736983] yes=65,no=66,missing=66,gain=2.22178841,cover=170
- 65:leaf=-0.00302147656,cover=0
- 66:leaf=-0.0162962228,cover=0
- 16:[Curv5<0.0655679703] yes=33,no=34,missing=34,gain=1.959975,cover=114
- 33:[LGI5<3.50441384] yes=67,no=68,missing=67,gain=0.890958726,cover=92
- 67:leaf=0.00721868593,cover=0
- 68:leaf=-0.00415496295,cover=0
- 34:[Pol<8.56911278] yes=69,no=70,missing=69,gain=1.02857113,cover=22
- 69:leaf=0.0417705886,cover=0
- 70:leaf=0.0142892599,cover=0
- 8:[Ecc<25.5461979] yes=17,no=18,missing=17,gain=4.07048225,cover=11944
- 17:[LGI5<3.30554914] yes=35,no=36,missing=35,gain=3.93194962,cover=9159
- 35:[Area5<0.743131101] yes=71,no=72,missing=71,gain=3.91664219,cover=6973
- 71:leaf=-0.00169507286,cover=0
- 72:leaf=0.00545753725,cover=0
- 36:[Pol<73.3354874] yes=73,no=74,missing=73,gain=6.22184277,cover=2186
- 73:leaf=-0.000104907507,cover=0
- 74:leaf=-0.00578619726,cover=0
- 18:[LGI5<3.35709596] yes=37,no=38,missing=37,gain=4.03169441,cover=2785
- 37:[Ecc<32.0879669] yes=75,no=76,missing=75,gain=3.64443254,cover=1667
- 75:leaf=0.0016074609,cover=0
- 76:leaf=-0.00323491544,cover=0
- 38:[LGI5<3.41813922] yes=77,no=78,missing=78,gain=2.52124333,cover=1118
- 77:leaf=0.00758196134,cover=0
- 78:leaf=0.00133562076,cover=0
- 4:[Pol<78.8803177] yes=9,no=10,missing=9,gain=6.78926754,cover=838392
- 9:[Curv5<0.0857537538] yes=19,no=20,missing=19,gain=9.68081856,cover=82671
- 19:[LGI5<2.45281005] yes=39,no=40,missing=40,gain=6.01335621,cover=10749
- 39:[MidArea5<0.515777051] yes=79,no=80,missing=79,gain=2.79060173,cover=777
- 79:leaf=0.00155661383,cover=0
- 80:leaf=-0.00463642087,cover=0
- 40:[Area5<0.626857519] yes=81,no=82,missing=82,gain=3.17023659,cover=9972
- 81:leaf=0.0010345981,cover=0
- 82:leaf=0.00289535196,cover=0
- 20:[Ecc<38.0136108] yes=41,no=42,missing=41,gain=5.9525547,cover=71922
- 41:[Area5<0.701312602] yes=83,no=84,missing=83,gain=6.05439711,cover=51426
- 83:leaf=0.000138439937,cover=0
- 84:leaf=0.00124706258,cover=0
- 42:[Sulc0<0.40262419] yes=85,no=86,missing=85,gain=6.54976511,cover=20496
- 85:leaf=0.00794314593,cover=0
- 86:leaf=-0.000524063886,cover=0
- 10:[Pol<113.913933] yes=21,no=22,missing=21,gain=7.74156618,cover=755721
- 21:[Ecc<25.1292973] yes=43,no=44,missing=43,gain=4.17946148,cover=603160
- 43:[Ecc<12.5441074] yes=87,no=88,missing=87,gain=11.2802954,cover=521356
- 87:leaf=2.49166624e-05,cover=0
- 88:leaf=-0.00051323662,cover=0
- 44:[Area5<0.67507118] yes=89,no=90,missing=89,gain=6.16344023,cover=81804
- 89:leaf=-0.000341406791,cover=0
- 90:leaf=0.000580854714,cover=0
- 22:[Sulc0<1.06550956] yes=45,no=46,missing=46,gain=5.32682133,cover=152561
- 45:[PialCurv5<0.241144046] yes=91,no=92,missing=91,gain=4.92192459,cover=150262
- 91:leaf=0.000642666593,cover=0
- 92:leaf=6.85062623e-05,cover=0
- 46:[Curv5<0.195079193] yes=93,no=94,missing=93,gain=2.16221189,cover=2299
- 93:leaf=-0.00254373229,cover=0
- 94:leaf=0.00267059286,cover=0
- 2:[Curv5<0.0955092236] yes=5,no=6,missing=5,gain=3.35330892,cover=4257698
- 5:[Sulc0<0.915739596] yes=11,no=12,missing=12,gain=2.6214571,cover=3920903
- 11:[MidArea5<0.451744556] yes=23,no=24,missing=23,gain=2.53472185,cover=3914426
- 23:[PialArea5<0.533624351] yes=47,no=48,missing=47,gain=1.76762938,cover=1096
- 47:[Pol<39.9674568] yes=95,no=96,missing=96,gain=1.21543109,cover=679
- 95:leaf=-0.00603145454,cover=0
- 96:leaf=0.00147848797,cover=0
- 48:[Ecc<7.29654455] yes=97,no=98,missing=97,gain=1.15881777,cover=417
- 97:leaf=0.00308103557,cover=0
- 98:leaf=0.00867929403,cover=0
- 24:[MidArea5<0.610527694] yes=49,no=50,missing=49,gain=2.38265133,cover=3913330
- 49:[PialCurv5<0.134718806] yes=99,no=100,missing=100,gain=5.44064903,cover=297567
- 99:leaf=-7.47082595e-05,cover=0
- 100:leaf=-0.000897858292,cover=0
- 50:[PialArea5<0.601145923] yes=101,no=102,missing=101,gain=8.12552643,cover=3615763
- 101:leaf=0.000414655515,cover=0
- 102:leaf=-1.37785753e-06,cover=0
- 12:[Area5<0.644818127] yes=25,no=26,missing=26,gain=12.5152016,cover=6477
- 25:[Pol<84.1277542] yes=51,no=52,missing=52,gain=3.75381374,cover=338
- 51:[Curv5<0.00780903921] yes=103,no=104,missing=103,gain=4.71544266,cover=123
- 103:leaf=0.00229354901,cover=0
- 104:leaf=-0.0206673127,cover=0
- 52:[PialCurv5<0.000298873958] yes=105,no=106,missing=105,gain=1.54241252,cover=215
- 105:leaf=-0.0175659619,cover=0
- 106:leaf=-0.00295773218,cover=0
- 26:[Ecc<26.874506] yes=53,no=54,missing=54,gain=7.18052101,cover=6139
- 53:[LGI5<3.78836131] yes=107,no=108,missing=107,gain=4.59566212,cover=1448
- 107:leaf=-0.00063074287,cover=0
- 108:leaf=-0.0101625202,cover=0
- 54:[Curv5<0.0431617796] yes=109,no=110,missing=109,gain=3.55600166,cover=4691
- 109:leaf=0.00642612297,cover=0
- 110:leaf=0.0019946692,cover=0
- 6:[Area5<0.559839368] yes=13,no=14,missing=14,gain=5.07765961,cover=336795
- 13:[Pol<53.6550331] yes=27,no=28,missing=27,gain=4.00255966,cover=1382
- 27:[Ecc<4.46987629] yes=55,no=56,missing=56,gain=0.849612951,cover=120
- 55:[LGI5<2.45932961] yes=111,no=112,missing=112,gain=1.30497766,cover=92
- 111:leaf=-0.00524847861,cover=0
- 112:leaf=-0.020707285,cover=0
- 56:[Ecc<33.2971039] yes=113,no=114,missing=114,gain=0.276112288,cover=28
- 113:leaf=-0.00120818557,cover=0
- 114:leaf=0.00966220815,cover=0
- 28:[Curv5<0.143178418] yes=57,no=58,missing=57,gain=4.5002079,cover=1262
- 57:[PialArea5<0.584843099] yes=115,no=116,missing=115,gain=3.04413724,cover=958
- 115:leaf=0.000783250493,cover=0
- 116:leaf=0.00849805679,cover=0
- 58:[PialCurv5<-0.00955641083] yes=117,no=118,missing=117,gain=1.64867401,cover=304
- 117:leaf=-0.000336353696,cover=0
- 118:leaf=0.0104324846,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=4.05547905,cover=335413
- 29:[PialCurv5<-0.0607835948] yes=59,no=60,missing=60,gain=4.79711676,cover=330938
- 59:[Pol<153.554306] yes=119,no=120,missing=120,gain=11.615984,cover=116
- 119:leaf=-0.00410306221,cover=0
- 120:leaf=0.0275484957,cover=0
- 60:[Sulc0<0.423605621] yes=121,no=122,missing=121,gain=3.73437405,cover=330822
- 121:leaf=-7.16235591e-05,cover=0
- 122:leaf=-0.00042214102,cover=0
- 30:[PialCurv5<-0.00763805071] yes=61,no=62,missing=61,gain=2.6541481,cover=4475
- 61:[Ecc<2.13501525] yes=123,no=124,missing=124,gain=0.369199038,cover=42
- 123:leaf=-0.00465815701,cover=0
- 124:leaf=-0.0146532729,cover=0
- 62:[PialCurv5<0.270000219] yes=125,no=126,missing=125,gain=1.89976335,cover=4433
- 125:leaf=0.0019652003,cover=0
- 126:leaf=-0.000603124383,cover=0
-booster[570]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.873340249,cover=5124388
- 1:[Area5<0.610838115] yes=3,no=4,missing=4,gain=2.55299616,cover=20016
- 3:[PialArea5<0.476533443] yes=7,no=8,missing=7,gain=2.22152138,cover=18642
- 7:[PialArea5<0.245474651] yes=15,no=16,missing=15,gain=0.676259756,cover=18400
- 15:[LGI5<2.32613516] yes=31,no=32,missing=31,gain=0.876497865,cover=8093
- 31:[Area5<0.551487505] yes=63,no=64,missing=64,gain=1.44965816,cover=583
- 63:leaf=-0.00101103017,cover=0
- 64:leaf=0.00418148236,cover=0
- 32:[Pol<96.8070755] yes=65,no=66,missing=65,gain=1.30774021,cover=7510
- 65:leaf=0.00107371656,cover=0
- 66:leaf=-0.000259783294,cover=0
- 16:[Pol<81.5476837] yes=33,no=34,missing=33,gain=1.69788134,cover=10307
- 33:[LGI5<2.44006681] yes=67,no=68,missing=67,gain=2.52893209,cover=1568
- 67:leaf=0.00482306816,cover=0
- 68:leaf=-0.00228907797,cover=0
- 34:[LGI5<2.50273752] yes=69,no=70,missing=69,gain=1.62642574,cover=8739
- 69:leaf=-0.000728227838,cover=0
- 70:leaf=0.000667285058,cover=0
- 8:[PialCurv5<-0.105644517] yes=17,no=18,missing=17,gain=1.38507462,cover=242
- 17:[PialCurv5<-0.190801308] yes=35,no=36,missing=35,gain=0.699813843,cover=196
- 35:[LGI5<2.66519833] yes=71,no=72,missing=71,gain=0.250915885,cover=59
- 71:leaf=-0.0013775191,cover=0
- 72:leaf=0.00508101238,cover=0
- 36:[Ecc<4.8056078] yes=73,no=74,missing=73,gain=0.423401833,cover=137
- 73:leaf=0.00541111873,cover=0
- 74:leaf=0.0111661172,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=37,gain=0.864953279,cover=46
- 37:[Ecc<12.3665791] yes=75,no=76,missing=76,gain=0.498501301,cover=41
- 75:leaf=-0.00239232718,cover=0
- 76:leaf=-0.0157716516,cover=0
- 38:leaf=0.0150154708,cover=0
- 4:[Pol<87.9431763] yes=9,no=10,missing=9,gain=0.755768299,cover=1374
- 9:[Curv5<0.266060919] yes=19,no=20,missing=19,gain=1.61301732,cover=294
- 19:[LGI5<3.07984829] yes=39,no=40,missing=39,gain=1.24221992,cover=222
- 39:[Ecc<42.9490852] yes=77,no=78,missing=77,gain=1.11338711,cover=121
- 77:leaf=0.0122698313,cover=0
- 78:leaf=-0.000602930493,cover=0
- 40:[LGI5<3.26095963] yes=79,no=80,missing=79,gain=1.11276019,cover=101
- 79:leaf=-0.00342747918,cover=0
- 80:leaf=0.00709137414,cover=0
- 20:[Ecc<25.5461979] yes=41,no=42,missing=42,gain=0.405643225,cover=72
- 41:[Pol<76.1517639] yes=81,no=82,missing=81,gain=0.111663312,cover=5
- 81:leaf=0.0137924273,cover=0
- 82:leaf=-0.00244982843,cover=0
- 42:[Ecc<30.959959] yes=83,no=84,missing=83,gain=0.0851664394,cover=67
- 83:leaf=-0.00524057541,cover=0
- 84:leaf=-0.00151524309,cover=0
- 10:[LGI5<2.97899532] yes=21,no=22,missing=21,gain=0.735069156,cover=1080
- 21:[Ecc<25.981123] yes=43,no=44,missing=44,gain=1.17270255,cover=754
- 43:[Area5<0.648839295] yes=85,no=86,missing=85,gain=0.873477519,cover=724
- 85:leaf=0.000984165817,cover=0
- 86:leaf=0.00984402839,cover=0
- 44:[Ecc<45.751255] yes=87,no=88,missing=87,gain=0.0367165208,cover=30
- 87:leaf=-0.00917749014,cover=0
- 88:leaf=-0.0023466975,cover=0
- 22:[LGI5<3.16380119] yes=45,no=46,missing=45,gain=0.611972809,cover=326
- 45:[Ecc<30.959959] yes=89,no=90,missing=89,gain=1.25300264,cover=120
- 89:leaf=0.00880579185,cover=0
- 90:leaf=-0.00497537153,cover=0
- 46:[Ecc<35.8605728] yes=91,no=92,missing=91,gain=0.961402178,cover=206
- 91:leaf=0.00017978104,cover=0
- 92:leaf=0.00814207643,cover=0
- 2:[Curv5<0.245671451] yes=5,no=6,missing=5,gain=0.874679208,cover=5104372
- 5:[PialArea5<0.39522177] yes=11,no=12,missing=11,gain=1.07493985,cover=5071714
- 11:[Sulc0<0.218763664] yes=23,no=24,missing=24,gain=2.13874602,cover=378019
- 23:[Ecc<0.943656743] yes=47,no=48,missing=47,gain=3.25014806,cover=31505
- 47:[Area5<0.799647689] yes=93,no=94,missing=93,gain=3.33382702,cover=7158
- 93:leaf=-0.000516251661,cover=0
- 94:leaf=0.0204561055,cover=0
- 48:[Pol<117.137611] yes=95,no=96,missing=95,gain=3.33341312,cover=24347
- 95:leaf=0.000332799071,cover=0
- 96:leaf=0.00156923593,cover=0
- 24:[Pol<90.361351] yes=49,no=50,missing=49,gain=2.54978275,cover=346514
- 49:[Ecc<8.23836613] yes=97,no=98,missing=97,gain=7.92352962,cover=87788
- 97:leaf=0.00151803973,cover=0
- 98:leaf=9.64295978e-05,cover=0
- 50:[Pol<102.778297] yes=99,no=100,missing=100,gain=3.83106852,cover=258726
- 99:leaf=-0.000210776605,cover=0
- 100:leaf=0.000175296416,cover=0
- 12:[PialCurv5<0.493508637] yes=25,no=26,missing=26,gain=1.67288399,cover=4693695
- 25:[Curv5<0.190557376] yes=51,no=52,missing=51,gain=2.20302129,cover=4691546
- 51:[PialCurv5<0.409174502] yes=101,no=102,missing=101,gain=3.10077333,cover=4637463
- 101:leaf=-4.63861898e-06,cover=0
- 102:leaf=0.00108451711,cover=0
- 52:[PialCurv5<0.371846795] yes=103,no=104,missing=103,gain=3.06970263,cover=54083
- 103:leaf=-0.00011420143,cover=0
- 104:leaf=-0.0010001933,cover=0
- 26:[Pol<105.462654] yes=53,no=54,missing=53,gain=1.45573032,cover=2149
- 53:[LGI5<2.40037155] yes=105,no=106,missing=106,gain=1.46304059,cover=1232
- 105:leaf=-0.00134105922,cover=0
- 106:leaf=0.00327954814,cover=0
- 54:[PialArea5<0.672997355] yes=107,no=108,missing=107,gain=0.698913515,cover=917
- 107:leaf=-0.000487823098,cover=0
- 108:leaf=0.00505119422,cover=0
- 6:[PialArea5<0.524996102] yes=13,no=14,missing=13,gain=1.09465611,cover=32658
- 13:[PialArea5<0.245474651] yes=27,no=28,missing=27,gain=0.936204791,cover=32197
- 27:[LGI5<2.51288176] yes=55,no=56,missing=56,gain=1.27602935,cover=1258
- 55:[Pol<106.604004] yes=109,no=110,missing=109,gain=0.915141284,cover=540
- 109:leaf=0.00149409636,cover=0
- 110:leaf=-0.00307044573,cover=0
- 56:[LGI5<3.3215456] yes=111,no=112,missing=111,gain=0.859367371,cover=718
- 111:leaf=-0.00372500415,cover=0
- 112:leaf=0.00116040581,cover=0
- 28:[LGI5<2.3349762] yes=57,no=58,missing=57,gain=0.93102473,cover=30939
- 57:[Sulc0<-0.271910518] yes=113,no=114,missing=113,gain=0.947142363,cover=5669
- 113:leaf=-0.00406610686,cover=0
- 114:leaf=-0.000689778652,cover=0
- 58:[Area5<0.797084928] yes=115,no=116,missing=115,gain=1.25464034,cover=25270
- 115:leaf=-7.72341373e-05,cover=0
- 116:leaf=-0.00394900655,cover=0
- 14:[Ecc<8.6295805] yes=29,no=30,missing=29,gain=0.865926743,cover=461
- 29:[LGI5<2.72552347] yes=59,no=60,missing=59,gain=0.403818607,cover=385
- 59:[Ecc<2.3695333] yes=117,no=118,missing=117,gain=0.30056417,cover=277
- 117:leaf=-0.00159950729,cover=0
- 118:leaf=0.00169210474,cover=0
- 60:[LGI5<2.81919122] yes=119,no=120,missing=120,gain=0.232916474,cover=108
- 119:leaf=0.00937332865,cover=0
- 120:leaf=0.00276919524,cover=0
- 30:[PialCurv5<0.154069737] yes=61,no=62,missing=61,gain=0.345726967,cover=76
- 61:[Pol<86.0952454] yes=121,no=122,missing=121,gain=0.132334948,cover=27
- 121:leaf=0.0056062825,cover=0
- 122:leaf=0.013968098,cover=0
- 62:[Area5<0.596935391] yes=123,no=124,missing=123,gain=0.226390213,cover=49
- 123:leaf=0.0127522117,cover=0
- 124:leaf=0.00291411276,cover=0
-booster[571]:
-0:[PialArea5<0.324585885] yes=1,no=2,missing=1,gain=0.816505849,cover=5124388
- 1:[Area5<0.758003652] yes=3,no=4,missing=4,gain=0.897054434,cover=160410
- 3:[Pol<102.778297] yes=7,no=8,missing=7,gain=0.718245864,cover=154937
- 7:[Ecc<7.03401423] yes=15,no=16,missing=16,gain=2.14012671,cover=103768
- 15:[Sulc0<0.849368811] yes=31,no=32,missing=31,gain=2.03319025,cover=24273
- 31:[Ecc<3.60812569] yes=63,no=64,missing=64,gain=3.19096541,cover=20612
- 63:leaf=-0.000151437867,cover=0
- 64:leaf=0.00112061366,cover=0
- 32:[Area5<0.513795495] yes=65,no=66,missing=65,gain=1.36400497,cover=3661
- 65:leaf=0.00780216744,cover=0
- 66:leaf=-0.000771391729,cover=0
- 16:[Pol<93.3357697] yes=33,no=34,missing=33,gain=2.04217458,cover=79495
- 33:[Ecc<8.97079182] yes=67,no=68,missing=68,gain=3.47614241,cover=42952
- 67:leaf=0.00122517592,cover=0
- 68:leaf=-6.1828403e-05,cover=0
- 34:[Sulc0<0.795422614] yes=69,no=70,missing=69,gain=3.67901301,cover=36543
- 69:leaf=-0.00105678814,cover=0
- 70:leaf=-1.12383268e-05,cover=0
- 8:[Ecc<6.52965975] yes=17,no=18,missing=17,gain=2.06687665,cover=51169
- 17:[Sulc0<0.762988985] yes=35,no=36,missing=36,gain=2.05544925,cover=25282
- 35:[LGI5<2.82485151] yes=71,no=72,missing=71,gain=2.30654454,cover=20986
- 71:leaf=7.27340157e-05,cover=0
- 72:leaf=0.00542840641,cover=0
- 36:[Curv5<0.166947007] yes=73,no=74,missing=73,gain=1.65828037,cover=4296
- 73:leaf=-0.00620552758,cover=0
- 74:leaf=-0.000887429516,cover=0
- 18:[Ecc<17.0169544] yes=37,no=38,missing=37,gain=4.06522846,cover=25887
- 37:[LGI5<3.3215456] yes=75,no=76,missing=75,gain=2.91164732,cover=15335
- 75:leaf=0.000817420427,cover=0
- 76:leaf=0.00291298865,cover=0
- 38:[Sulc0<0.915739596] yes=77,no=78,missing=77,gain=2.48020148,cover=10552
- 77:leaf=-0.000954995689,cover=0
- 78:leaf=0.000578134495,cover=0
- 4:[Ecc<38.0136108] yes=9,no=10,missing=9,gain=1.35214674,cover=5473
- 9:[PialCurv5<0.297166049] yes=19,no=20,missing=19,gain=0.89568162,cover=4633
- 19:[Ecc<28.2834949] yes=39,no=40,missing=40,gain=1.26259279,cover=1151
- 39:[Ecc<8.6295805] yes=79,no=80,missing=79,gain=1.67016339,cover=938
- 79:leaf=0.00492599513,cover=0
- 80:leaf=0.000196095309,cover=0
- 40:[LGI5<3.27544355] yes=81,no=82,missing=82,gain=1.01186419,cover=213
- 81:leaf=0.00262252591,cover=0
- 82:leaf=0.00956713967,cover=0
- 20:[Area5<0.822840035] yes=41,no=42,missing=41,gain=0.904643595,cover=3482
- 41:[LGI5<2.66052985] yes=83,no=84,missing=83,gain=0.393625975,cover=3097
- 83:leaf=-0.000474056375,cover=0
- 84:leaf=0.000757503731,cover=0
- 42:[LGI5<3.29043651] yes=85,no=86,missing=86,gain=0.727573156,cover=385
- 85:leaf=0.00200952985,cover=0
- 86:leaf=0.00797341019,cover=0
- 10:[Curv5<0.22365725] yes=21,no=22,missing=22,gain=1.03189945,cover=840
- 21:[Pol<82.8478928] yes=43,no=44,missing=44,gain=0.747300386,cover=736
- 43:[LGI5<2.90190363] yes=87,no=88,missing=88,gain=1.25829172,cover=384
- 87:leaf=0.00395443337,cover=0
- 88:leaf=-0.00333991623,cover=0
- 44:[LGI5<2.86927843] yes=89,no=90,missing=90,gain=1.01212001,cover=352
- 89:leaf=-0.00917254481,cover=0
- 90:leaf=0.00190477155,cover=0
- 22:[LGI5<3.05514836] yes=45,no=46,missing=45,gain=0.626628995,cover=104
- 45:[Ecc<42.1016579] yes=91,no=92,missing=91,gain=0.16071263,cover=50
- 91:leaf=-0.00401049014,cover=0
- 92:leaf=0.00163458881,cover=0
- 46:[LGI5<3.1767621] yes=93,no=94,missing=93,gain=0.496319056,cover=54
- 93:leaf=-0.0166357234,cover=0
- 94:leaf=-0.00604435615,cover=0
- 2:[PialArea5<0.831580997] yes=5,no=6,missing=5,gain=1.00887203,cover=4963978
- 5:[Area5<0.776627541] yes=11,no=12,missing=12,gain=4.65220118,cover=2724760
- 11:[MidArea5<0.73508203] yes=23,no=24,missing=24,gain=2.94254589,cover=2512242
- 23:[Ecc<36.5542564] yes=47,no=48,missing=48,gain=4.5831461,cover=2274197
- 47:[Area5<0.715747833] yes=95,no=96,missing=95,gain=4.00043344,cover=2156912
- 95:leaf=-4.1788091e-05,cover=0
- 96:leaf=0.000132294954,cover=0
- 48:[Pol<35.2629585] yes=97,no=98,missing=98,gain=8.36383057,cover=117285
- 97:leaf=0.000616610108,cover=0
- 98:leaf=-0.000518255169,cover=0
- 24:[Sulc0<0.915739596] yes=49,no=50,missing=49,gain=5.12995768,cover=238045
- 49:[LGI5<2.93433285] yes=99,no=100,missing=100,gain=4.3741107,cover=237982
- 99:leaf=-2.1131631e-05,cover=0
- 100:leaf=-0.000452224718,cover=0
- 50:[LGI5<3.13786864] yes=101,no=102,missing=101,gain=2.42286634,cover=63
- 101:leaf=0.0265442766,cover=0
- 102:leaf=0.00622770097,cover=0
- 12:[LGI5<2.25075769] yes=25,no=26,missing=26,gain=3.66078019,cover=212518
- 25:[LGI5<2.18291569] yes=51,no=52,missing=51,gain=3.84727407,cover=3284
- 51:[Pol<143.237381] yes=103,no=104,missing=103,gain=2.24920487,cover=842
- 103:leaf=0.00215722108,cover=0
- 104:leaf=-0.00804776512,cover=0
- 52:[PialCurv5<0.0240441076] yes=105,no=106,missing=105,gain=4.31509447,cover=2442
- 105:leaf=-0.00654657884,cover=0
- 106:leaf=-0.00137871411,cover=0
- 26:[Sulc0<0.20153527] yes=53,no=54,missing=53,gain=3.65960598,cover=209234
- 53:[Pol<87.3220139] yes=107,no=108,missing=107,gain=5.83167267,cover=51479
- 107:leaf=0.00127645244,cover=0
- 108:leaf=0.000178492322,cover=0
- 54:[PialCurv5<0.01500447] yes=109,no=110,missing=109,gain=6.74695206,cover=157755
- 109:leaf=-0.00235369965,cover=0
- 110:leaf=0.000150604144,cover=0
- 6:[MidArea5<0.601488888] yes=13,no=14,missing=13,gain=2.23947191,cover=2239218
- 13:[Sulc0<-0.592216015] yes=27,no=28,missing=27,gain=0.595138311,cover=331
- 27:[PialArea5<0.859420419] yes=55,no=56,missing=56,gain=0.460707426,cover=316
- 55:[MidArea5<0.592231214] yes=111,no=112,missing=111,gain=0.559884071,cover=304
- 111:leaf=0.0074249194,cover=0
- 112:leaf=0.00274610566,cover=0
- 56:[LGI5<2.36078882] yes=113,no=114,missing=114,gain=0.185849309,cover=12
- 113:leaf=0.00216895645,cover=0
- 114:leaf=0.0171767175,cover=0
- 28:[Pol<133.406311] yes=57,no=58,missing=57,gain=0.0193199515,cover=15
- 57:[PialCurv5<-0.181738108] yes=115,no=116,missing=115,gain=0.009837538,cover=9
- 115:leaf=-0.00095766189,cover=0
- 116:leaf=-0.00733422861,cover=0
- 58:leaf=-0.00251856539,cover=0
- 14:[LGI5<2.13090348] yes=29,no=30,missing=29,gain=2.21832871,cover=2238887
- 29:[MidArea5<0.80754292] yes=59,no=60,missing=59,gain=6.50889683,cover=8227
- 59:[Ecc<0.783076942] yes=117,no=118,missing=117,gain=9.05368519,cover=4690
- 117:leaf=-0.006378992,cover=0
- 118:leaf=-0.000912771269,cover=0
- 60:[Ecc<0.513775289] yes=119,no=120,missing=119,gain=4.5630064,cover=3537
- 119:leaf=0.0060123005,cover=0
- 120:leaf=0.000199432136,cover=0
- 30:[Pol<55.3432045] yes=61,no=62,missing=61,gain=2.34938955,cover=2230660
- 61:[LGI5<2.76843596] yes=121,no=122,missing=121,gain=5.19727612,cover=885561
- 121:leaf=9.53503186e-05,cover=0
- 122:leaf=-0.000148313222,cover=0
- 62:[Pol<117.668175] yes=123,no=124,missing=123,gain=8.36197662,cover=1345099
- 123:leaf=0.000268221309,cover=0
- 124:leaf=-1.12715697e-05,cover=0
-booster[572]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=1,gain=0.781673253,cover=5124388
- 1:[Ecc<1.3629595] yes=3,no=4,missing=3,gain=0.997623503,cover=5024305
- 3:[Pol<163.028091] yes=7,no=8,missing=8,gain=4.86008883,cover=438123
- 7:[Pol<51.9018669] yes=15,no=16,missing=15,gain=4.82587576,cover=371759
- 15:[Area5<0.57817024] yes=31,no=32,missing=31,gain=4.47254181,cover=102665
- 31:[PialArea5<1.10654831] yes=63,no=64,missing=63,gain=4.21146584,cover=40882
- 63:leaf=-3.31620504e-05,cover=0
- 64:leaf=0.00191387895,cover=0
- 32:[Ecc<0.729281187] yes=65,no=66,missing=65,gain=3.8630209,cover=61783
- 65:leaf=-0.000136549192,cover=0
- 66:leaf=-0.00092977233,cover=0
- 16:[LGI5<2.90731096] yes=33,no=34,missing=34,gain=3.79997015,cover=269094
- 33:[LGI5<2.75749183] yes=67,no=68,missing=68,gain=4.33389616,cover=268586
- 67:leaf=0.000113147966,cover=0
- 68:leaf=-0.00267704739,cover=0
- 34:[MidArea5<0.773718297] yes=69,no=70,missing=69,gain=3.88356113,cover=508
- 69:leaf=0.00107697293,cover=0
- 70:leaf=0.0101301186,cover=0
- 8:[PialArea5<0.658944428] yes=17,no=18,missing=18,gain=5.08906794,cover=66364
- 17:[Curv5<0.0877084062] yes=35,no=36,missing=35,gain=3.09080482,cover=25802
- 35:[Area5<0.67507118] yes=71,no=72,missing=71,gain=3.84133387,cover=14412
- 71:leaf=0.000236525302,cover=0
- 72:leaf=0.00258599385,cover=0
- 36:[PialCurv5<0.147539601] yes=73,no=74,missing=73,gain=4.01437426,cover=11390
- 73:leaf=-0.00188910484,cover=0
- 74:leaf=0.000115344665,cover=0
- 18:[Ecc<0.45941934] yes=37,no=38,missing=38,gain=2.5734787,cover=40562
- 37:[Sulc0<-0.457356662] yes=75,no=76,missing=75,gain=9.46372795,cover=13231
- 75:leaf=0.000282762601,cover=0
- 76:leaf=-0.00362870027,cover=0
- 38:[Sulc0<-0.655889988] yes=77,no=78,missing=77,gain=4.21772861,cover=27331
- 77:leaf=-0.00171872904,cover=0
- 78:leaf=-0.000476437592,cover=0
- 4:[Ecc<1.96654522] yes=9,no=10,missing=9,gain=2.90519261,cover=4586182
- 9:[Pol<81.5476837] yes=19,no=20,missing=19,gain=7.56671715,cover=218724
- 19:[PialArea5<0.672997355] yes=39,no=40,missing=40,gain=9.48111248,cover=86318
- 39:[PialCurv5<0.147539601] yes=79,no=80,missing=80,gain=4.61045361,cover=8231
- 79:leaf=-0.00248025311,cover=0
- 80:leaf=0.000250544137,cover=0
- 40:[LGI5<2.16230083] yes=81,no=82,missing=81,gain=3.31058216,cover=78087
- 81:leaf=0.00196715444,cover=0
- 82:leaf=-6.5678847e-05,cover=0
- 20:[Pol<101.159882] yes=41,no=42,missing=41,gain=12.2857313,cover=132406
- 41:[Sulc0<-0.15955846] yes=83,no=84,missing=83,gain=14.4363003,cover=32719
- 83:leaf=0.00237825955,cover=0
- 84:leaf=0.000273621466,cover=0
- 42:[Pol<143.237381] yes=85,no=86,missing=85,gain=9.97204494,cover=99687
- 85:leaf=-0.000264374277,cover=0
- 86:leaf=0.000756641559,cover=0
- 10:[Sulc0<-0.481185079] yes=21,no=22,missing=21,gain=1.88711131,cover=4367458
- 21:[PialCurv5<-0.116576619] yes=43,no=44,missing=43,gain=6.3163662,cover=1265975
- 43:[Curv5<-0.175970852] yes=87,no=88,missing=87,gain=33.7317352,cover=626866
- 87:leaf=-2.80488748e-05,cover=0
- 88:leaf=0.00164664572,cover=0
- 44:[Pol<24.282547] yes=89,no=90,missing=89,gain=13.7838612,cover=639109
- 89:leaf=0.000293256802,cover=0
- 90:leaf=-0.0002840175,cover=0
- 22:[Curv5<-0.132798299] yes=45,no=46,missing=45,gain=3.66913056,cover=3101483
- 45:[PialCurv5<-0.0656740367] yes=91,no=92,missing=91,gain=72.9237366,cover=427468
- 91:leaf=-8.12713915e-05,cover=0
- 92:leaf=0.00197861949,cover=0
- 46:[PialCurv5<-0.0810050145] yes=93,no=94,missing=93,gain=49.0447655,cover=2674015
- 93:leaf=0.00145228475,cover=0
- 94:leaf=-3.69724366e-05,cover=0
- 2:[Area5<0.631603718] yes=5,no=6,missing=5,gain=2.9990859,cover=100083
- 5:[LGI5<2.58517122] yes=11,no=12,missing=11,gain=2.17793202,cover=1168
- 11:[Ecc<6.58772182] yes=23,no=24,missing=24,gain=2.2361083,cover=904
- 23:[PialCurv5<-0.159167215] yes=47,no=48,missing=48,gain=1.91175508,cover=889
- 47:[Ecc<2.31110334] yes=95,no=96,missing=95,gain=0.000571966171,cover=4
- 95:leaf=-0.0300502721,cover=0
- 96:leaf=-0.00837245584,cover=0
- 48:[Curv5<-0.134546712] yes=97,no=98,missing=97,gain=1.63202429,cover=885
- 97:leaf=0.00410485594,cover=0
- 98:leaf=-0.00650375057,cover=0
- 24:[LGI5<2.57675576] yes=49,no=50,missing=49,gain=0.105579138,cover=15
- 49:leaf=0.0246992912,cover=0
- 50:[Pol<157.22821] yes=99,no=100,missing=99,gain=0.0074134469,cover=3
- 99:leaf=0.00227325573,cover=0
- 100:leaf=0.0107507026,cover=0
- 12:[Sulc0<-1.19305253] yes=25,no=26,missing=26,gain=0.810988724,cover=264
- 25:[Ecc<9.50052643] yes=51,no=52,missing=51,gain=0.000108540058,cover=13
- 51:leaf=-0.0134564461,cover=0
- 52:leaf=-0.00387322903,cover=0
- 26:[LGI5<3.25380015] yes=53,no=54,missing=53,gain=0.743661344,cover=251
- 53:[PialCurv5<-0.113441773] yes=101,no=102,missing=101,gain=0.545820653,cover=236
- 101:leaf=0.00203102245,cover=0
- 102:leaf=-0.002834243,cover=0
- 54:[LGI5<3.268116] yes=103,no=104,missing=103,gain=0.0324254036,cover=15
- 103:leaf=-0.0051802895,cover=0
- 104:leaf=-0.0126561848,cover=0
- 6:[PialArea5<0.984361112] yes=13,no=14,missing=13,gain=2.38362265,cover=98915
- 13:[PialCurv5<0.00860458333] yes=27,no=28,missing=28,gain=0.869342327,cover=691
- 27:[Pol<148.336472] yes=55,no=56,missing=55,gain=1.07486057,cover=109
- 55:[Pol<131.443253] yes=105,no=106,missing=106,gain=0.427111268,cover=80
- 105:leaf=-0.0018600265,cover=0
- 106:leaf=-0.0101897614,cover=0
- 56:[PialArea5<0.801087916] yes=107,no=108,missing=107,gain=0.505998373,cover=29
- 107:leaf=0.0155870458,cover=0
- 108:leaf=0.00198537018,cover=0
- 28:[PialCurv5<0.200529471] yes=57,no=58,missing=57,gain=0.989025593,cover=582
- 57:[Pol<111.326981] yes=109,no=110,missing=110,gain=0.903204441,cover=403
- 109:leaf=0.00305429287,cover=0
- 110:leaf=0.00783967786,cover=0
- 58:[Ecc<3.48115921] yes=111,no=112,missing=111,gain=0.820716441,cover=179
- 111:leaf=0.00493759103,cover=0
- 112:leaf=-0.00197669095,cover=0
- 14:[PialCurv5<-0.11422696] yes=29,no=30,missing=29,gain=1.77387857,cover=98224
- 29:[Sulc0<-0.557882011] yes=59,no=60,missing=60,gain=2.23291159,cover=35098
- 59:[Curv5<-0.169727564] yes=113,no=114,missing=114,gain=3.21432495,cover=31365
- 113:leaf=-0.000214114421,cover=0
- 114:leaf=0.00159595278,cover=0
- 60:[Curv5<-0.249691159] yes=115,no=116,missing=116,gain=2.05932522,cover=3733
- 115:leaf=0.00187765248,cover=0
- 116:leaf=-0.00177931041,cover=0
- 30:[LGI5<2.45281005] yes=61,no=62,missing=61,gain=2.64974117,cover=63126
- 61:[Area5<0.814937592] yes=117,no=118,missing=117,gain=2.97294617,cover=13662
- 117:leaf=0.00148568582,cover=0
- 118:leaf=-1.05184217e-05,cover=0
- 62:[LGI5<2.65113688] yes=119,no=120,missing=119,gain=6.14998007,cover=49464
- 119:leaf=-0.000733661582,cover=0
- 120:leaf=0.000459985808,cover=0
-booster[573]:
-0:[PialArea5<0.360595763] yes=1,no=2,missing=2,gain=0.795771897,cover=5124388
- 1:[Curv5<0.122410901] yes=3,no=4,missing=3,gain=1.23821473,cover=283012
- 3:[Sulc0<0.56283927] yes=7,no=8,missing=7,gain=2.24744654,cover=26808
- 7:[LGI5<3.29780769] yes=15,no=16,missing=15,gain=2.73160529,cover=9515
- 15:[Pol<96.2546158] yes=31,no=32,missing=31,gain=2.46655297,cover=8538
- 31:[Pol<66.6374893] yes=63,no=64,missing=64,gain=3.22893,cover=3310
- 63:leaf=-0.00386987324,cover=0
- 64:leaf=0.00162824616,cover=0
- 32:[Ecc<8.01039791] yes=65,no=66,missing=65,gain=2.53183889,cover=5228
- 65:leaf=0.000148790496,cover=0
- 66:leaf=-0.00221437006,cover=0
- 16:[Ecc<24.7238369] yes=33,no=34,missing=34,gain=2.27697587,cover=977
- 33:[Ecc<15.5679035] yes=67,no=68,missing=67,gain=2.88673782,cover=802
- 67:leaf=-0.000421719014,cover=0
- 68:leaf=-0.00647071004,cover=0
- 34:[Pol<31.3444195] yes=69,no=70,missing=70,gain=2.50311351,cover=175
- 69:leaf=-0.0133624915,cover=0
- 70:leaf=0.00466873636,cover=0
- 8:[LGI5<2.46595764] yes=17,no=18,missing=17,gain=5.71987247,cover=17293
- 17:[Sulc0<0.703387856] yes=35,no=36,missing=36,gain=1.05513859,cover=314
- 35:[Ecc<4.53598547] yes=71,no=72,missing=72,gain=0.712936401,cover=200
- 71:leaf=0.00921379309,cover=0
- 72:leaf=-0.00860192999,cover=0
- 36:[Curv5<0.116796501] yes=73,no=74,missing=74,gain=0.618592381,cover=114
- 73:leaf=-0.00512205623,cover=0
- 74:leaf=0.00230164896,cover=0
- 18:[PialCurv5<0.265012205] yes=37,no=38,missing=37,gain=3.00317383,cover=16979
- 37:[Pol<68.895668] yes=75,no=76,missing=75,gain=3.28808641,cover=13272
- 75:leaf=0.0055053453,cover=0
- 76:leaf=0.00107499061,cover=0
- 38:[LGI5<3.51961541] yes=77,no=78,missing=77,gain=3.23560047,cover=3707
- 77:leaf=-0.000849839882,cover=0
- 78:leaf=0.00435156235,cover=0
- 4:[Pol<55.3432045] yes=9,no=10,missing=10,gain=1.44180346,cover=256204
- 9:[LGI5<2.60212255] yes=19,no=20,missing=20,gain=1.64116514,cover=2147
- 19:[Ecc<0.729281187] yes=39,no=40,missing=39,gain=1.13218999,cover=304
- 39:[Pol<49.2074432] yes=79,no=80,missing=80,gain=0.439379662,cover=110
- 79:leaf=0.00328907976,cover=0
- 80:leaf=-0.00545429671,cover=0
- 40:[Area5<0.633885562] yes=81,no=82,missing=81,gain=0.344706416,cover=194
- 81:leaf=-0.00157724996,cover=0
- 82:leaf=-0.00596157927,cover=0
- 20:[Ecc<33.9075584] yes=41,no=42,missing=41,gain=0.99387455,cover=1843
- 41:[Curv5<0.177453667] yes=83,no=84,missing=83,gain=1.49276137,cover=384
- 83:leaf=0.00753535191,cover=0
- 84:leaf=0.00128073152,cover=0
- 42:[PialCurv5<0.128475845] yes=85,no=86,missing=86,gain=0.821267903,cover=1459
- 85:leaf=-0.00312203891,cover=0
- 86:leaf=0.00161880441,cover=0
- 10:[Ecc<13.8847265] yes=21,no=22,missing=22,gain=1.41704488,cover=254057
- 21:[Sulc0<0.849368811] yes=43,no=44,missing=43,gain=3.83438015,cover=165469
- 43:[Pol<87.3220139] yes=87,no=88,missing=87,gain=2.94471645,cover=129138
- 87:leaf=0.00105897919,cover=0
- 88:leaf=0.000180283343,cover=0
- 44:[PialCurv5<0.144311354] yes=89,no=90,missing=89,gain=5.04294014,cover=36331
- 89:leaf=0.00412554201,cover=0
- 90:leaf=-0.000408476539,cover=0
- 22:[Sulc0<0.812575758] yes=45,no=46,missing=45,gain=4.08387613,cover=88588
- 45:[Ecc<25.1292973] yes=91,no=92,missing=91,gain=6.90020609,cover=23996
- 91:leaf=-0.00112918857,cover=0
- 92:leaf=0.000924358319,cover=0
- 46:[LGI5<2.52320862] yes=93,no=94,missing=93,gain=4.26302767,cover=64592
- 93:leaf=0.00613086717,cover=0
- 94:leaf=5.50132354e-05,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=6,gain=1.20987201,cover=4841376
- 5:[PialCurv5<0.45140323] yes=11,no=12,missing=11,gain=2.26139736,cover=4793765
- 11:[PialCurv5<0.322157294] yes=23,no=24,missing=24,gain=1.1541115,cover=4788116
- 23:[Sulc0<1.25822949] yes=47,no=48,missing=47,gain=2.71160078,cover=4680821
- 47:[Curv5<0.174639657] yes=95,no=96,missing=95,gain=1.85329139,cover=4675785
- 95:leaf=-4.6155883e-06,cover=0
- 96:leaf=0.000271827623,cover=0
- 48:[Pol<97.3566132] yes=97,no=98,missing=97,gain=2.86050868,cover=5036
- 97:leaf=0.00179657491,cover=0
- 98:leaf=-0.00106905657,cover=0
- 24:[Ecc<3.16401935] yes=49,no=50,missing=50,gain=2.12726331,cover=107295
- 49:[Ecc<1.68457866] yes=99,no=100,missing=99,gain=1.8320936,cover=9694
- 99:leaf=-0.000659637561,cover=0
- 100:leaf=0.000934298907,cover=0
- 50:[Ecc<20.7119312] yes=101,no=102,missing=101,gain=2.8775959,cover=97601
- 101:leaf=-0.000391777226,cover=0
- 102:leaf=0.000236650449,cover=0
- 12:[Pol<175.068527] yes=25,no=26,missing=25,gain=1.62551212,cover=5649
- 25:[PialArea5<0.418112278] yes=51,no=52,missing=51,gain=1.07601404,cover=5554
- 51:[Pol<141.801834] yes=103,no=104,missing=103,gain=1.5106405,cover=3037
- 103:leaf=0.000109256165,cover=0
- 104:leaf=0.00896012597,cover=0
- 52:[Area5<0.72690624] yes=105,no=106,missing=105,gain=1.27932167,cover=2517
- 105:leaf=0.00234107021,cover=0
- 106:leaf=-0.000187782425,cover=0
- 26:[Ecc<10.2861843] yes=53,no=54,missing=53,gain=0.805245638,cover=95
- 53:[Area5<0.617766261] yes=107,no=108,missing=107,gain=0.428895831,cover=51
- 107:leaf=-0.00634869281,cover=0
- 108:leaf=0.00519706262,cover=0
- 54:[LGI5<3.268116] yes=109,no=110,missing=109,gain=1.0638876,cover=44
- 109:leaf=0.0153777348,cover=0
- 110:leaf=-0.00637634192,cover=0
- 6:[Sulc0<0.392869562] yes=13,no=14,missing=13,gain=1.54744256,cover=47611
- 13:[PialArea5<0.563414931] yes=27,no=28,missing=27,gain=1.63806605,cover=28900
- 27:[Ecc<15.3430929] yes=55,no=56,missing=55,gain=1.3033607,cover=27910
- 55:[Ecc<5.66086149] yes=111,no=112,missing=112,gain=1.08684015,cover=27550
- 111:leaf=-0.00043428046,cover=0
- 112:leaf=-0.00120893714,cover=0
- 56:[PialCurv5<0.0567538291] yes=113,no=114,missing=113,gain=1.11193395,cover=360
- 113:leaf=0.0130724777,cover=0
- 114:leaf=0.00169989211,cover=0
- 28:[Ecc<16.7734241] yes=57,no=58,missing=58,gain=1.26886559,cover=990
- 57:[Area5<0.66211915] yes=115,no=116,missing=115,gain=1.09732819,cover=986
- 115:leaf=0.00398131413,cover=0
- 116:leaf=0.000313368248,cover=0
- 58:leaf=0.0266447347,cover=0
- 14:[Area5<0.642765105] yes=29,no=30,missing=30,gain=2.32816887,cover=18711
- 29:[PialArea5<0.485325813] yes=59,no=60,missing=60,gain=1.86956668,cover=5421
- 59:[PialCurv5<0.297166049] yes=117,no=118,missing=117,gain=1.00779319,cover=5318
- 117:leaf=4.66500132e-05,cover=0
- 118:leaf=0.00143753819,cover=0
- 60:[Pol<110.287491] yes=119,no=120,missing=120,gain=0.498197079,cover=103
- 119:leaf=0.00384463812,cover=0
- 120:leaf=0.0108977389,cover=0
- 30:[Pol<105.462654] yes=61,no=62,missing=61,gain=1.74307239,cover=13290
- 61:[LGI5<3.58443618] yes=121,no=122,missing=121,gain=1.45233452,cover=8644
- 121:leaf=0.00034596058,cover=0
- 122:leaf=-0.00212394679,cover=0
- 62:[LGI5<2.76843596] yes=123,no=124,missing=123,gain=2.66469765,cover=4646
- 123:leaf=-0.000272231002,cover=0
- 124:leaf=-0.00290959422,cover=0
-booster[574]:
-0:[Curv5<-0.26661092] yes=1,no=2,missing=2,gain=0.794970214,cover=5124388
- 1:[Area5<0.617766261] yes=3,no=4,missing=3,gain=3.10851431,cover=303029
- 3:[Pol<165.239029] yes=7,no=8,missing=8,gain=1.98848987,cover=199182
- 7:[LGI5<2.8746686] yes=15,no=16,missing=16,gain=2.07167149,cover=165413
- 15:[Sulc0<-0.237935558] yes=31,no=32,missing=31,gain=2.51968789,cover=113468
- 31:[LGI5<2.56865931] yes=63,no=64,missing=63,gain=2.30537558,cover=109631
- 63:leaf=3.12195698e-05,cover=0
- 64:leaf=-0.000456593145,cover=0
- 32:[Ecc<15.3430929] yes=65,no=66,missing=65,gain=4.02578592,cover=3837
- 65:leaf=0.00191270432,cover=0
- 66:leaf=-0.00237373356,cover=0
- 16:[Pol<17.1471634] yes=33,no=34,missing=34,gain=2.8517344,cover=51945
- 33:[Ecc<11.0302963] yes=67,no=68,missing=67,gain=3.66332459,cover=15964
- 67:leaf=0.0015924169,cover=0
- 68:leaf=-0.000569934316,cover=0
- 34:[Ecc<44.7855835] yes=69,no=70,missing=70,gain=5.71471643,cover=35981
- 69:leaf=0.000478345726,cover=0
- 70:leaf=0.00672453875,cover=0
- 8:[PialArea5<1.05506396] yes=17,no=18,missing=18,gain=1.88737965,cover=33769
- 17:[LGI5<2.18291569] yes=35,no=36,missing=35,gain=1.57461631,cover=31476
- 35:[LGI5<2.16230083] yes=71,no=72,missing=72,gain=1.14043462,cover=392
- 71:leaf=0.0012072192,cover=0
- 72:leaf=0.00726398407,cover=0
- 36:[Sulc0<0.013685069] yes=73,no=74,missing=73,gain=1.52689803,cover=31084
- 73:leaf=-0.000350587448,cover=0
- 74:leaf=0.00457728002,cover=0
- 18:[Ecc<11.0302963] yes=37,no=38,missing=37,gain=1.38506007,cover=2293
- 37:[Ecc<7.34691238] yes=75,no=76,missing=76,gain=2.56062603,cover=1866
- 75:leaf=-0.00172902911,cover=0
- 76:leaf=-0.00781365763,cover=0
- 38:[Ecc<32.6813126] yes=77,no=78,missing=77,gain=0.939829528,cover=427
- 77:leaf=0.00227812561,cover=0
- 78:leaf=-0.00289756525,cover=0
- 4:[Pol<50.1003532] yes=9,no=10,missing=9,gain=3.26606321,cover=103847
- 9:[Ecc<18.8860435] yes=19,no=20,missing=19,gain=6.20426416,cover=57206
- 19:[Ecc<2.3695333] yes=39,no=40,missing=40,gain=3.21048355,cover=46033
- 39:[Curv5<-0.39144522] yes=79,no=80,missing=80,gain=4.14351082,cover=6862
- 79:leaf=0.0107907411,cover=0
- 80:leaf=0.000637183373,cover=0
- 40:[Ecc<6.70300007] yes=81,no=82,missing=81,gain=2.63582921,cover=39171
- 81:leaf=-0.000816878106,cover=0
- 82:leaf=4.59480907e-06,cover=0
- 20:[Pol<27.4246235] yes=41,no=42,missing=42,gain=4.59757471,cover=11173
- 41:[Pol<10.3232107] yes=83,no=84,missing=83,gain=2.07624888,cover=10921
- 83:leaf=0.000340653321,cover=0
- 84:leaf=0.00173013844,cover=0
- 42:[PialCurv5<-0.129174799] yes=85,no=86,missing=85,gain=1.62165165,cover=252
- 85:leaf=0.00955402944,cover=0
- 86:leaf=-0.00117809454,cover=0
- 10:[LGI5<2.73077893] yes=21,no=22,missing=21,gain=10.9210396,cover=46641
- 21:[Pol<149.795395] yes=43,no=44,missing=43,gain=3.08787537,cover=15836
- 43:[PialCurv5<-0.104067586] yes=87,no=88,missing=87,gain=2.62571716,cover=9957
- 87:leaf=0.00237416779,cover=0
- 88:leaf=-0.00190886145,cover=0
- 44:[LGI5<2.30690479] yes=89,no=90,missing=89,gain=3.71847725,cover=5879
- 89:leaf=0.00516874669,cover=0
- 90:leaf=0.000409690285,cover=0
- 22:[Sulc0<-0.202991232] yes=45,no=46,missing=45,gain=4.46365023,cover=30805
- 45:[PialArea5<0.559226274] yes=91,no=92,missing=91,gain=4.97974062,cover=27641
- 91:leaf=0.0185968019,cover=0
- 92:leaf=0.000241370668,cover=0
- 46:[PialCurv5<-0.019163372] yes=93,no=94,missing=93,gain=1.10674906,cover=3164
- 93:leaf=-0.00162432052,cover=0
- 94:leaf=-0.011278878,cover=0
- 2:[PialCurv5<-0.164281175] yes=5,no=6,missing=6,gain=2.15447831,cover=4821359
- 5:[Curv5<-0.241649449] yes=11,no=12,missing=11,gain=4.3715992,cover=31428
- 11:[PialCurv5<-0.175695807] yes=23,no=24,missing=23,gain=2.02723336,cover=18285
- 23:[PialArea5<1.48916721] yes=47,no=48,missing=47,gain=1.06996131,cover=6460
- 47:[Ecc<7.54628181] yes=95,no=96,missing=95,gain=0.711466432,cover=6426
- 95:leaf=0.000203750402,cover=0
- 96:leaf=0.00126439368,cover=0
- 48:[Sulc0<-0.738139331] yes=97,no=98,missing=97,gain=0.356325328,cover=34
- 97:leaf=-0.0108472686,cover=0
- 98:leaf=0.00104476872,cover=0
- 24:[Sulc0<-0.43309778] yes=49,no=50,missing=49,gain=1.98395824,cover=11825
- 49:[LGI5<2.66052985] yes=99,no=100,missing=99,gain=0.9792068,cover=10946
- 99:leaf=-0.000808368437,cover=0
- 100:leaf=0.000140180535,cover=0
- 50:[Pol<57.8577347] yes=101,no=102,missing=101,gain=1.66319489,cover=879
- 101:leaf=0.00321386871,cover=0
- 102:leaf=-0.00355349714,cover=0
- 12:[Curv5<-0.108295463] yes=25,no=26,missing=25,gain=3.91837931,cover=13143
- 25:[MidArea5<0.624750376] yes=51,no=52,missing=52,gain=2.21424866,cover=12638
- 51:[Ecc<0.406764686] yes=103,no=104,missing=103,gain=1.54324615,cover=2197
- 103:leaf=0.00899739098,cover=0
- 104:leaf=-0.000358231948,cover=0
- 52:[Curv5<-0.220549613] yes=105,no=106,missing=106,gain=2.79418278,cover=10441
- 105:leaf=0.000868575298,cover=0
- 106:leaf=0.00252081361,cover=0
- 26:[LGI5<2.31684756] yes=53,no=54,missing=53,gain=3.07572889,cover=505
- 53:[Ecc<2.54464626] yes=107,no=108,missing=107,gain=0.449075699,cover=63
- 107:leaf=-0.0199618395,cover=0
- 108:leaf=-0.0102684004,cover=0
- 54:[Ecc<5.78819752] yes=109,no=110,missing=109,gain=3.20661068,cover=442
- 109:leaf=0.00470960932,cover=0
- 110:leaf=-0.00452925963,cover=0
- 6:[Sulc0<-0.903383076] yes=13,no=14,missing=13,gain=1.4742502,cover=4789931
- 13:[Curv5<-0.125495523] yes=27,no=28,missing=28,gain=4.70112944,cover=321659
- 27:[PialArea5<0.669517875] yes=55,no=56,missing=56,gain=3.68451357,cover=310491
- 55:[PialCurv5<-0.0704385936] yes=111,no=112,missing=112,gain=4.03104115,cover=1856
- 111:leaf=0.00136068102,cover=0
- 112:leaf=0.00906690396,cover=0
- 56:[Area5<0.76451689] yes=113,no=114,missing=113,gain=2.0842638,cover=308635
- 113:leaf=-0.000134593967,cover=0
- 114:leaf=0.000275251019,cover=0
- 28:[Ecc<5.08081961] yes=57,no=58,missing=57,gain=9.47693729,cover=11168
- 57:[LGI5<2.94529939] yes=115,no=116,missing=116,gain=3.7958107,cover=9712
- 115:leaf=-0.0015937353,cover=0
- 116:leaf=-0.0126699237,cover=0
- 58:[MidArea5<0.623027146] yes=117,no=118,missing=117,gain=5.17975283,cover=1456
- 117:leaf=0.0368299596,cover=0
- 118:leaf=0.00237992755,cover=0
- 14:[PialArea5<1.16111541] yes=29,no=30,missing=29,gain=2.19911003,cover=4468272
- 29:[LGI5<2.6558373] yes=59,no=60,missing=59,gain=2.23807073,cover=4186507
- 59:[Pol<61.2046547] yes=119,no=120,missing=119,gain=13.2048874,cover=1726204
- 119:leaf=0.000399425451,cover=0
- 120:leaf=-1.80387124e-05,cover=0
- 60:[Pol<64.3762589] yes=121,no=122,missing=121,gain=11.371191,cover=2460303
- 121:leaf=-0.000216644839,cover=0
- 122:leaf=2.54610877e-05,cover=0
- 30:[PialCurv5<-0.108766198] yes=61,no=62,missing=61,gain=3.16490746,cover=281765
- 61:[Curv5<-0.153417632] yes=123,no=124,missing=123,gain=15.0211954,cover=95137
- 123:leaf=-0.000261412672,cover=0
- 124:leaf=0.00234106043,cover=0
- 62:[Curv5<-0.182293281] yes=125,no=126,missing=125,gain=14.7122345,cover=186628
- 125:leaf=0.00130329828,cover=0
- 126:leaf=6.67163913e-05,cover=0
-booster[575]:
-0:[Curv5<-0.0366821773] yes=1,no=2,missing=2,gain=0.755748987,cover=5124388
- 1:[Ecc<8.87956142] yes=3,no=4,missing=3,gain=5.34517622,cover=2805103
- 3:[LGI5<3.21041465] yes=7,no=8,missing=7,gain=8.01473331,cover=1784941
- 7:[Sulc0<-0.145219594] yes=15,no=16,missing=15,gain=4.7297821,cover=1751584
- 15:[LGI5<2.89660096] yes=31,no=32,missing=32,gain=5.81206179,cover=1650483
- 31:[Pol<118.712891] yes=63,no=64,missing=63,gain=6.17044401,cover=1513174
- 63:leaf=2.90074731e-05,cover=0
- 64:leaf=-0.000173812325,cover=0
- 32:[Pol<65.1286774] yes=65,no=66,missing=65,gain=22.2855854,cover=137309
- 65:leaf=-0.000259409513,cover=0
- 66:leaf=0.00103350531,cover=0
- 16:[Pol<74.7525482] yes=33,no=34,missing=33,gain=43.9570045,cover=101101
- 33:[LGI5<2.72022414] yes=67,no=68,missing=67,gain=22.6595955,cover=24321
- 67:leaf=-0.000783916737,cover=0
- 68:leaf=-0.00383973052,cover=0
- 34:[Ecc<4.46987629] yes=69,no=70,missing=70,gain=15.179595,cover=76780
- 69:leaf=-0.00144022703,cover=0
- 70:leaf=0.000501157716,cover=0
- 8:[Sulc0<-0.332174033] yes=17,no=18,missing=18,gain=11.2586861,cover=33357
- 17:[PialArea5<1.39628088] yes=35,no=36,missing=35,gain=5.83917236,cover=26742
- 35:[Ecc<5.46745825] yes=71,no=72,missing=72,gain=3.7716105,cover=25492
- 71:leaf=-0.00333209685,cover=0
- 72:leaf=-0.000411440851,cover=0
- 36:[Pol<138.971481] yes=73,no=74,missing=73,gain=6.55992651,cover=1250
- 73:leaf=0.00105854485,cover=0
- 74:leaf=0.0098727718,cover=0
- 18:[LGI5<3.29043651] yes=37,no=38,missing=38,gain=5.04290581,cover=6615
- 37:[Pol<124.735107] yes=75,no=76,missing=75,gain=8.18972588,cover=3025
- 75:leaf=-0.00267060567,cover=0
- 76:leaf=0.00335648702,cover=0
- 38:[MidArea5<0.624750376] yes=77,no=78,missing=78,gain=3.49963379,cover=3590
- 77:leaf=0.00121502089,cover=0
- 78:leaf=-0.0044225147,cover=0
- 4:[Pol<38.1036148] yes=9,no=10,missing=9,gain=8.89572334,cover=1020162
- 9:[Ecc<12.5441074] yes=19,no=20,missing=20,gain=11.695652,cover=313352
- 19:[Area5<0.894858658] yes=39,no=40,missing=39,gain=2.54980469,cover=48298
- 39:[Pol<30.3635597] yes=79,no=80,missing=79,gain=2.37918043,cover=46803
- 79:leaf=0.000808623561,cover=0
- 80:leaf=-8.94091281e-05,cover=0
- 40:[Sulc0<-0.338601172] yes=81,no=82,missing=81,gain=2.3878088,cover=1495
- 81:leaf=-0.00180688442,cover=0
- 82:leaf=0.0101506645,cover=0
- 20:[PialCurv5<-0.0487009101] yes=41,no=42,missing=42,gain=11.6254044,cover=265054
- 41:[Curv5<-0.0860676765] yes=83,no=84,missing=84,gain=32.6072464,cover=229918
- 83:leaf=-0.000262340065,cover=0
- 84:leaf=0.00297534396,cover=0
- 42:[Area5<0.67507118] yes=85,no=86,missing=85,gain=10.2718487,cover=35136
- 85:leaf=-0.00271729194,cover=0
- 86:leaf=-0.000666235166,cover=0
- 10:[Pol<104.38549] yes=21,no=22,missing=21,gain=24.1487083,cover=706810
- 21:[Ecc<11.8489361] yes=43,no=44,missing=43,gain=96.5569687,cover=149527
- 43:[Pol<63.605114] yes=87,no=88,missing=88,gain=14.5230236,cover=45039
- 87:leaf=-0.00165859645,cover=0
- 88:leaf=0.000554616388,cover=0
- 44:[Pol<54.5053368] yes=89,no=90,missing=90,gain=42.3233414,cover=104488
- 89:leaf=0.000685557665,cover=0
- 90:leaf=0.0027147939,cover=0
- 22:[PialArea5<0.764178395] yes=45,no=46,missing=45,gain=15.8267279,cover=557283
- 45:[Sulc0<-0.166708246] yes=91,no=92,missing=92,gain=11.8862467,cover=95463
- 91:leaf=-6.44424726e-05,cover=0
- 92:leaf=-0.00118678622,cover=0
- 46:[PialCurv5<-0.0758950338] yes=93,no=94,missing=93,gain=10.4913816,cover=461820
- 93:leaf=-2.56518251e-05,cover=0
- 94:leaf=0.000480855117,cover=0
- 2:[PialCurv5<-0.00955641083] yes=5,no=6,missing=5,gain=13.7328138,cover=2319285
- 5:[PialArea5<0.669517875] yes=11,no=12,missing=12,gain=29.6791344,cover=139911
- 11:[Ecc<1.85215485] yes=23,no=24,missing=23,gain=9.76283646,cover=41499
- 23:[Pol<78.8803177] yes=47,no=48,missing=48,gain=10.6227188,cover=9026
- 47:[Ecc<0.729281187] yes=95,no=96,missing=96,gain=6.20959806,cover=1794
- 95:leaf=0.000601102074,cover=0
- 96:leaf=-0.00530251488,cover=0
- 48:[Area5<0.64784193] yes=97,no=98,missing=97,gain=13.6355124,cover=7232
- 97:leaf=0.000376241805,cover=0
- 98:leaf=0.00527972309,cover=0
- 24:[Sulc0<-0.217071146] yes=49,no=50,missing=49,gain=12.7920027,cover=32473
- 49:[Pol<48.3047981] yes=99,no=100,missing=99,gain=7.31662178,cover=10443
- 99:leaf=0.000663816929,cover=0
- 100:leaf=-0.00302528194,cover=0
- 50:[PialArea5<0.550757647] yes=101,no=102,missing=102,gain=6.836483,cover=22030
- 101:leaf=-0.00134582934,cover=0
- 102:leaf=0.000430992717,cover=0
- 12:[Pol<172.045227] yes=25,no=26,missing=25,gain=14.3510475,cover=98412
- 25:[Area5<0.924216449] yes=51,no=52,missing=51,gain=10.6797562,cover=90796
- 51:[Area5<0.536314785] yes=103,no=104,missing=104,gain=10.9116631,cover=89705
- 103:leaf=-0.00368232164,cover=0
- 104:leaf=0.00127104961,cover=0
- 52:[Curv5<-0.00141534733] yes=105,no=106,missing=105,gain=5.21320772,cover=1091
- 105:leaf=-0.00103837252,cover=0
- 106:leaf=-0.00814447738,cover=0
- 26:[Ecc<7.03401423] yes=53,no=54,missing=53,gain=7.16889286,cover=7616
- 53:[PialCurv5<-0.113441773] yes=107,no=108,missing=107,gain=7.93686008,cover=2241
- 107:leaf=0.0544242263,cover=0
- 108:leaf=0.0010979115,cover=0
- 54:[LGI5<2.79683423] yes=109,no=110,missing=109,gain=3.41727257,cover=5375
- 109:leaf=-0.0037854556,cover=0
- 110:leaf=-0.00115704816,cover=0
- 6:[Curv5<-0.00866711512] yes=13,no=14,missing=13,gain=8.35963535,cover=2179374
- 13:[Ecc<32.0879669] yes=27,no=28,missing=27,gain=12.6759901,cover=155281
- 27:[Area5<0.685542226] yes=55,no=56,missing=55,gain=5.8711319,cover=141698
- 55:[Pol<143.959366] yes=111,no=112,missing=111,gain=12.2394409,cover=60934
- 111:leaf=0.000497832138,cover=0
- 112:leaf=-0.00128473993,cover=0
- 56:[PialCurv5<0.0285326894] yes=113,no=114,missing=113,gain=10.1788769,cover=80764
- 113:leaf=-0.000883933797,cover=0
- 114:leaf=0.000324037683,cover=0
- 28:[Pol<115.563423] yes=57,no=58,missing=57,gain=10.7542286,cover=13583
- 57:[Sulc0<0.779008448] yes=115,no=116,missing=115,gain=3.55069542,cover=9004
- 115:leaf=-0.0029662333,cover=0
- 116:leaf=0.00416963315,cover=0
- 58:[LGI5<2.51288176] yes=117,no=118,missing=117,gain=1.63119018,cover=4579
- 117:leaf=0.0203225184,cover=0
- 118:leaf=0.000106387328,cover=0
- 14:[PialCurv5<0.00860458333] yes=29,no=30,missing=29,gain=9.38501358,cover=2024093
- 29:[PialArea5<0.785624862] yes=59,no=60,missing=59,gain=7.81652737,cover=55789
- 59:[LGI5<3.78836131] yes=119,no=120,missing=119,gain=5.44892454,cover=35163
- 119:leaf=0.000273755955,cover=0
- 120:leaf=-0.00531927496,cover=0
- 60:[Curv5<0.0100963581] yes=121,no=122,missing=122,gain=10.6144238,cover=20626
- 121:leaf=0.000697336742,cover=0
- 122:leaf=0.00318653812,cover=0
- 30:[Ecc<8.06448936] yes=61,no=62,missing=61,gain=5.06492901,cover=1968304
- 61:[Pol<71.8249207] yes=123,no=124,missing=123,gain=22.9904175,cover=860435
- 123:leaf=0.00112176966,cover=0
- 124:leaf=2.55392897e-05,cover=0
- 62:[PialArea5<0.756055057] yes=125,no=126,missing=125,gain=15.4151497,cover=1107869
- 125:leaf=1.74343029e-06,cover=0
- 126:leaf=-0.000547002477,cover=0
-booster[576]:
-0:[PialArea5<0.95820266] yes=1,no=2,missing=1,gain=0.797585189,cover=5124388
- 1:[MidArea5<1.04683805] yes=3,no=4,missing=3,gain=1.97104895,cover=3832066
- 3:[MidArea5<0.861292899] yes=7,no=8,missing=8,gain=1.78532434,cover=3831214
- 7:[Area5<0.854415178] yes=15,no=16,missing=16,gain=2.53753567,cover=3794914
- 15:[Pol<178.093033] yes=31,no=32,missing=32,gain=1.85243869,cover=3765864
- 31:[LGI5<3.56741142] yes=61,no=62,missing=61,gain=1.81822729,cover=3732640
- 61:leaf=-7.88072339e-06,cover=0
- 62:leaf=-0.000174348577,cover=0
- 32:[Ecc<42.9490852] yes=63,no=64,missing=63,gain=2.50220966,cover=33224
- 63:leaf=0.000433276873,cover=0
- 64:leaf=-0.00219051144,cover=0
- 16:[LGI5<2.33061647] yes=33,no=34,missing=34,gain=5.02610207,cover=29050
- 33:[Curv5<-0.0203319378] yes=65,no=66,missing=66,gain=3.11313558,cover=1577
- 65:leaf=0.00268204696,cover=0
- 66:leaf=-0.00327869202,cover=0
- 34:[Sulc0<-0.696500599] yes=67,no=68,missing=67,gain=5.35834789,cover=27473
- 67:leaf=0.00757171959,cover=0
- 68:leaf=0.000544351467,cover=0
- 8:[Ecc<8.11897564] yes=17,no=18,missing=17,gain=4.80203342,cover=36300
- 17:[PialArea5<0.767178178] yes=35,no=36,missing=36,gain=3.95119715,cover=14055
- 35:[Curv5<-0.0642315522] yes=69,no=70,missing=69,gain=2.08952808,cover=1115
- 69:leaf=0.0100099891,cover=0
- 70:leaf=0.00120099308,cover=0
- 36:[Area5<0.877147377] yes=71,no=72,missing=72,gain=3.44000244,cover=12940
- 71:leaf=-0.00077011605,cover=0
- 72:leaf=-0.00251662848,cover=0
- 18:[Pol<39.9674568] yes=37,no=38,missing=37,gain=3.96103597,cover=22245
- 37:[Area5<0.811441243] yes=73,no=74,missing=73,gain=1.67388463,cover=4836
- 73:leaf=0.000281821325,cover=0
- 74:leaf=0.00216302159,cover=0
- 38:[PialArea5<0.85412097] yes=75,no=76,missing=75,gain=2.48598528,cover=17409
- 75:leaf=0.0015122256,cover=0
- 76:leaf=-0.000457430491,cover=0
- 4:[PialCurv5<-0.0472753309] yes=9,no=10,missing=9,gain=1.36217332,cover=852
- 9:[Ecc<2.13501525] yes=19,no=20,missing=20,gain=0.311431944,cover=42
- 19:[LGI5<2.2730217] yes=39,no=40,missing=39,gain=0.179284632,cover=37
- 39:[Curv5<0.0168606453] yes=77,no=78,missing=77,gain=0.0233935304,cover=8
- 77:leaf=-0.00125248136,cover=0
- 78:leaf=0.00383345294,cover=0
- 40:[Sulc0<-0.50485903] yes=79,no=80,missing=79,gain=0.208715558,cover=29
- 79:leaf=-0.00873342436,cover=0
- 80:leaf=0.000623463944,cover=0
- 20:leaf=-0.0169935636,cover=0
- 10:[Ecc<40.3354568] yes=21,no=22,missing=21,gain=1.07505155,cover=810
- 21:[LGI5<2.89127874] yes=41,no=42,missing=42,gain=1.00566912,cover=751
- 41:[Ecc<4.13769388] yes=81,no=82,missing=81,gain=1.30193365,cover=559
- 81:leaf=0.00343344524,cover=0
- 82:leaf=-0.00274693174,cover=0
- 42:[PialCurv5<0.171042696] yes=83,no=84,missing=83,gain=0.900614262,cover=192
- 83:leaf=0.00860472489,cover=0
- 84:leaf=0.000976247073,cover=0
- 22:[PialCurv5<0.236826599] yes=43,no=44,missing=44,gain=0.359752595,cover=59
- 43:[PialArea5<0.866999865] yes=85,no=86,missing=85,gain=0.25680548,cover=50
- 85:leaf=-0.00208507432,cover=0
- 86:leaf=-0.00934587792,cover=0
- 44:[Pol<78.2110443] yes=87,no=88,missing=87,gain=0.0869417861,cover=9
- 87:leaf=0.0109180184,cover=0
- 88:leaf=0.001171296,cover=0
- 2:[LGI5<3.84897733] yes=5,no=6,missing=5,gain=1.94482183,cover=1292322
- 5:[PialCurv5<-0.210138425] yes=11,no=12,missing=11,gain=1.72032595,cover=1286229
- 11:[LGI5<3.16380119] yes=23,no=24,missing=24,gain=3.74794388,cover=2995
- 23:[Area5<0.782137334] yes=45,no=46,missing=45,gain=1.9584291,cover=2372
- 45:[PialArea5<1.08444798] yes=89,no=90,missing=90,gain=3.08396864,cover=1769
- 89:leaf=0.000553295424,cover=0
- 90:leaf=-0.00373477675,cover=0
- 46:[Pol<161.595886] yes=91,no=92,missing=92,gain=1.58694112,cover=603
- 91:leaf=0.00172128493,cover=0
- 92:leaf=0.016053034,cover=0
- 24:[Ecc<17.7876587] yes=47,no=48,missing=48,gain=1.19089365,cover=623
- 47:[LGI5<3.39750218] yes=93,no=94,missing=94,gain=1.26710963,cover=341
- 93:leaf=-0.000820289075,cover=0
- 94:leaf=-0.00778622786,cover=0
- 48:[Pol<160.869751] yes=95,no=96,missing=95,gain=0.638851166,cover=282
- 95:leaf=-0.00777108176,cover=0
- 96:leaf=0.000437125243,cover=0
- 12:[Pol<166.64444] yes=25,no=26,missing=25,gain=1.65394306,cover=1283234
- 25:[Ecc<6.70300007] yes=49,no=50,missing=49,gain=4.8112855,cover=1110635
- 49:[Pol<116.615585] yes=97,no=98,missing=97,gain=3.55539799,cover=587612
- 97:leaf=2.79706001e-05,cover=0
- 98:leaf=-0.000255614752,cover=0
- 50:[Pol<65.1286774] yes=99,no=100,missing=99,gain=9.17440796,cover=523023
- 99:leaf=-2.34040181e-06,cover=0
- 100:leaf=0.000426929648,cover=0
- 26:[Ecc<6.52965975] yes=51,no=52,missing=51,gain=10.6181393,cover=172599
- 51:[PialCurv5<-0.0999256745] yes=101,no=102,missing=101,gain=15.8861046,cover=53336
- 101:leaf=-0.000162690907,cover=0
- 102:leaf=0.00164267875,cover=0
- 52:[Curv5<-0.0686563179] yes=103,no=104,missing=103,gain=5.01787472,cover=119263
- 103:leaf=-0.000281028362,cover=0
- 104:leaf=-0.00150863756,cover=0
- 6:[Pol<35.2629585] yes=13,no=14,missing=14,gain=5.71341419,cover=6093
- 13:[Ecc<18.5999508] yes=27,no=28,missing=27,gain=0.877031446,cover=1909
- 27:[PialCurv5<-0.0595124774] yes=53,no=54,missing=53,gain=1.02839899,cover=484
- 53:[MidArea5<0.856507063] yes=105,no=106,missing=105,gain=0.637815237,cover=466
- 105:leaf=-0.000776911795,cover=0
- 106:leaf=-0.0048331595,cover=0
- 54:[Sulc0<-0.609302223] yes=107,no=108,missing=107,gain=0.0446895957,cover=18
- 107:leaf=0.00955601316,cover=0
- 108:leaf=0.00269659283,cover=0
- 28:[Pol<23.2745647] yes=55,no=56,missing=55,gain=1.22454453,cover=1425
- 55:[Sulc0<-0.522449493] yes=109,no=110,missing=109,gain=1.60499513,cover=1070
- 109:leaf=0.000201031784,cover=0
- 110:leaf=-0.00368714333,cover=0
- 56:[Area5<0.732334435] yes=111,no=112,missing=111,gain=0.893692613,cover=355
- 111:leaf=-0.0029534786,cover=0
- 112:leaf=0.00313342782,cover=0
- 14:[Ecc<21.3640327] yes=29,no=30,missing=29,gain=3.68450546,cover=4184
- 29:[Pol<86.0952454] yes=57,no=58,missing=57,gain=1.20245802,cover=2240
- 57:[Curv5<-0.0837168768] yes=113,no=114,missing=114,gain=1.60184813,cover=466
- 113:leaf=0.00124324369,cover=0
- 114:leaf=0.00823893212,cover=0
- 58:[PialCurv5<0.00652291393] yes=115,no=116,missing=115,gain=0.853240192,cover=1774
- 115:leaf=0.000195805944,cover=0
- 116:leaf=-0.00564059988,cover=0
- 30:[PialCurv5<-0.111886919] yes=59,no=60,missing=60,gain=3.28336334,cover=1944
- 59:[Ecc<32.0879669] yes=117,no=118,missing=118,gain=1.07520485,cover=706
- 117:leaf=0.00164056313,cover=0
- 118:leaf=-0.0038426395,cover=0
- 60:[Area5<0.660333693] yes=119,no=120,missing=119,gain=3.25279999,cover=1238
- 119:leaf=0.010215017,cover=0
- 120:leaf=0.00381226838,cover=0
-booster[577]:
-0:[Curv5<-0.261287659] yes=1,no=2,missing=1,gain=0.807988346,cover=5124388
- 1:[Area5<0.630444467] yes=3,no=4,missing=4,gain=3.68638039,cover=343062
- 3:[Pol<166.64444] yes=7,no=8,missing=7,gain=1.67158747,cover=237760
- 7:[LGI5<2.8746686] yes=15,no=16,missing=15,gain=1.93916821,cover=200248
- 15:[Sulc0<-0.237935558] yes=31,no=32,missing=31,gain=2.69763041,cover=136404
- 31:[LGI5<2.56865931] yes=63,no=64,missing=63,gain=2.28721523,cover=132080
- 63:leaf=2.22844083e-05,cover=0
- 64:leaf=-0.000419680495,cover=0
- 32:[Pol<74.7525482] yes=65,no=66,missing=65,gain=4.46526098,cover=4324
- 65:leaf=-0.00158832036,cover=0
- 66:leaf=0.00208885781,cover=0
- 16:[LGI5<3.15084362] yes=33,no=34,missing=34,gain=2.53216743,cover=63844
- 33:[PialCurv5<-0.0379593484] yes=67,no=68,missing=68,gain=2.24892998,cover=32001
- 67:leaf=0.000534227584,cover=0
- 68:leaf=0.00647713011,cover=0
- 34:[Ecc<7.03401423] yes=69,no=70,missing=69,gain=1.33634865,cover=31843
- 69:leaf=-0.00208223751,cover=0
- 70:leaf=-1.3784319e-05,cover=0
- 8:[PialArea5<1.03340518] yes=17,no=18,missing=17,gain=1.70587802,cover=37512
- 17:[Sulc0<0.134837523] yes=35,no=36,missing=35,gain=1.68925118,cover=33712
- 35:[PialCurv5<-0.164281175] yes=71,no=72,missing=71,gain=1.25402164,cover=33659
- 71:leaf=-0.000647699228,cover=0
- 72:leaf=-1.25131019e-05,cover=0
- 36:[LGI5<3.29043651] yes=73,no=74,missing=73,gain=1.93246508,cover=53
- 73:leaf=0.0231940541,cover=0
- 74:leaf=0.00240375544,cover=0
- 18:[Ecc<11.0302963] yes=37,no=38,missing=37,gain=1.53411198,cover=3800
- 37:[Sulc0<-0.864702106] yes=75,no=76,missing=75,gain=2.09241199,cover=2920
- 75:leaf=-0.00122575671,cover=0
- 76:leaf=-0.00456845947,cover=0
- 38:[Sulc0<-0.586468518] yes=77,no=78,missing=77,gain=0.850756228,cover=880
- 77:leaf=0.001457643,cover=0
- 78:leaf=-0.00199243776,cover=0
- 4:[Pol<50.1003532] yes=9,no=10,missing=10,gain=3.68582106,cover=105302
- 9:[Ecc<18.8860435] yes=19,no=20,missing=19,gain=7.01232672,cover=58891
- 19:[Ecc<2.3695333] yes=39,no=40,missing=39,gain=2.75368834,cover=47691
- 39:[PialArea5<1.01690364] yes=79,no=80,missing=79,gain=4.40067816,cover=6809
- 79:leaf=0.00260510831,cover=0
- 80:leaf=-0.000134632166,cover=0
- 40:[PialArea5<0.869586051] yes=81,no=82,missing=81,gain=3.25453472,cover=40882
- 81:leaf=-0.00130101701,cover=0
- 82:leaf=-0.000149799816,cover=0
- 20:[Pol<27.4246235] yes=41,no=42,missing=42,gain=4.63766432,cover=11200
- 41:[Pol<9.44515038] yes=83,no=84,missing=83,gain=1.80414629,cover=10929
- 83:leaf=0.00040134936,cover=0
- 84:leaf=0.00168691203,cover=0
- 42:[LGI5<3.06739473] yes=85,no=86,missing=86,gain=1.8242178,cover=271
- 85:leaf=0.000463392818,cover=0
- 86:leaf=0.00997392554,cover=0
- 10:[Ecc<9.27846909] yes=21,no=22,missing=21,gain=12.9390488,cover=46411
- 21:[Pol<157.22821] yes=43,no=44,missing=43,gain=4.76120377,cover=19775
- 43:[Area5<0.667375207] yes=87,no=88,missing=88,gain=2.8306694,cover=14351
- 87:leaf=0.00136675313,cover=0
- 88:leaf=0.00277277478,cover=0
- 44:[Ecc<6.76014757] yes=89,no=90,missing=89,gain=4.40063,cover=5424
- 89:leaf=0.00152730301,cover=0
- 90:leaf=-0.00137717021,cover=0
- 22:[PialCurv5<-0.167439327] yes=45,no=46,missing=45,gain=4.52788496,cover=26636
- 45:[Sulc0<-0.516633809] yes=91,no=92,missing=91,gain=1.8691299,cover=6775
- 91:leaf=-0.000539008121,cover=0
- 92:leaf=-0.00225492334,cover=0
- 46:[Sulc0<-0.0936657563] yes=93,no=94,missing=94,gain=4.59099197,cover=19861
- 93:leaf=0.000515594729,cover=0
- 94:leaf=-0.00256576482,cover=0
- 2:[PialCurv5<-0.164281175] yes=5,no=6,missing=5,gain=2.8857367,cover=4781326
- 5:[Curv5<-0.241649449] yes=11,no=12,missing=11,gain=2.99760151,cover=26479
- 11:[PialCurv5<-0.175695807] yes=23,no=24,missing=24,gain=1.20672679,cover=13336
- 23:[PialArea5<1.31770575] yes=47,no=48,missing=47,gain=1.21509469,cover=4680
- 47:[PialArea5<0.550757647] yes=95,no=96,missing=95,gain=0.537151456,cover=4517
- 95:leaf=-0.00322385132,cover=0
- 96:leaf=0.000861111039,cover=0
- 48:[PialArea5<1.48916721] yes=97,no=98,missing=98,gain=0.360437989,cover=163
- 97:leaf=-0.00253155339,cover=0
- 98:leaf=-0.00889332965,cover=0
- 24:[Sulc0<-0.370474488] yes=49,no=50,missing=50,gain=1.32272792,cover=8656
- 49:[MidArea5<0.653349936] yes=99,no=100,missing=99,gain=0.843443334,cover=8197
- 99:leaf=0.0008899807,cover=0
- 100:leaf=-0.000448689476,cover=0
- 50:[Pol<57.8577347] yes=101,no=102,missing=102,gain=0.715182304,cover=459
- 101:leaf=0.00311246701,cover=0
- 102:leaf=-0.00360649149,cover=0
- 12:[Curv5<-0.108295463] yes=25,no=26,missing=26,gain=3.54509783,cover=13143
- 25:[Area5<0.587948382] yes=51,no=52,missing=51,gain=2.0436058,cover=12638
- 51:[Ecc<0.45941934] yes=103,no=104,missing=104,gain=1.46081328,cover=4093
- 103:leaf=0.00756387739,cover=0
- 104:leaf=0.000173709661,cover=0
- 52:[Area5<0.726017833] yes=105,no=106,missing=106,gain=2.96358585,cover=8545
- 105:leaf=0.00243037799,cover=0
- 106:leaf=0.000536577718,cover=0
- 26:[LGI5<2.31684756] yes=53,no=54,missing=53,gain=2.76628208,cover=505
- 53:[Ecc<2.54464626] yes=107,no=108,missing=107,gain=0.405135155,cover=63
- 107:leaf=-0.0189472158,cover=0
- 108:leaf=-0.00974142738,cover=0
- 54:[Ecc<5.78819752] yes=109,no=110,missing=109,gain=2.88969874,cover=442
- 109:leaf=0.00446515298,cover=0
- 110:leaf=-0.00430531008,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=13,gain=1.648785,cover=4754847
- 13:[LGI5<3.78836131] yes=27,no=28,missing=27,gain=0.923046231,cover=22847
- 27:[LGI5<3.53458858] yes=55,no=56,missing=56,gain=2.63539314,cover=22750
- 55:[LGI5<3.1833725] yes=111,no=112,missing=111,gain=1.27790844,cover=22641
- 111:leaf=0.000460563693,cover=0
- 112:leaf=-0.00188582414,cover=0
- 56:[Ecc<18.8860435] yes=113,no=114,missing=114,gain=0.683428049,cover=109
- 113:leaf=0.00412097154,cover=0
- 114:leaf=0.0121179307,cover=0
- 28:[Pol<112.359543] yes=57,no=58,missing=57,gain=0.780490577,cover=97
- 57:[LGI5<3.94193578] yes=115,no=116,missing=115,gain=1.05801463,cover=94
- 115:leaf=-0.0105189271,cover=0
- 116:leaf=3.41307386e-05,cover=0
- 58:leaf=0.0173607413,cover=0
- 14:[Curv5<-0.0439181365] yes=29,no=30,missing=29,gain=1.78872514,cover=4732000
- 29:[PialCurv5<0.110155433] yes=59,no=60,missing=59,gain=5.27393103,cover=2351067
- 59:[PialArea5<0.651661396] yes=117,no=118,missing=117,gain=4.89173985,cover=2350045
- 117:leaf=-0.000403742131,cover=0
- 118:leaf=-2.83430072e-05,cover=0
- 60:[Pol<77.5287857] yes=119,no=120,missing=120,gain=7.4010911,cover=1022
- 119:leaf=0.0115576433,cover=0
- 120:leaf=0.00128810958,cover=0
- 30:[PialCurv5<-0.0209923834] yes=61,no=62,missing=61,gain=14.774786,cover=2380933
- 61:[PialArea5<0.705942631] yes=121,no=122,missing=122,gain=26.1518574,cover=112299
- 121:leaf=-0.000443672616,cover=0
- 122:leaf=0.00114876789,cover=0
- 62:[Curv5<-0.0109836133] yes=123,no=124,missing=123,gain=6.23578262,cover=2268634
- 123:leaf=-0.00026889419,cover=0
- 124:leaf=1.88564118e-05,cover=0
-booster[578]:
-0:[Area5<0.539561152] yes=1,no=2,missing=2,gain=0.786491275,cover=5124388
- 1:[Pol<145.397461] yes=3,no=4,missing=3,gain=2.83171201,cover=463438
- 3:[Sulc0<-0.0250212289] yes=7,no=8,missing=7,gain=3.55569482,cover=310424
- 7:[Pol<63.605114] yes=15,no=16,missing=15,gain=3.54069233,cover=280314
- 15:[Curv5<-0.0620335713] yes=31,no=32,missing=31,gain=9.40359306,cover=107610
- 31:[PialCurv5<-0.122305259] yes=63,no=64,missing=63,gain=5.42272139,cover=104800
- 63:leaf=0.000361431361,cover=0
- 64:leaf=-0.000367437431,cover=0
- 32:[PialArea5<0.903379142] yes=65,no=66,missing=66,gain=9.20905018,cover=2810
- 65:leaf=-0.00239666505,cover=0
- 66:leaf=-0.020044772,cover=0
- 16:[Curv5<-0.156904668] yes=33,no=34,missing=33,gain=8.33806896,cover=172704
- 33:[Ecc<0.45941934] yes=67,no=68,missing=67,gain=4.61695051,cover=115203
- 67:leaf=-0.00145204645,cover=0
- 68:leaf=0.000163766555,cover=0
- 34:[LGI5<2.47264814] yes=69,no=70,missing=69,gain=7.31212997,cover=57501
- 69:leaf=0.00040530783,cover=0
- 70:leaf=0.00157389068,cover=0
- 8:[PialArea5<0.89536339] yes=17,no=18,missing=18,gain=4.86807156,cover=30110
- 17:[Ecc<8.01039791] yes=35,no=36,missing=35,gain=2.76801515,cover=30006
- 35:[Curv5<-0.0816265643] yes=71,no=72,missing=71,gain=4.11043835,cover=11674
- 71:leaf=-0.00265493314,cover=0
- 72:leaf=-0.000420769036,cover=0
- 36:[LGI5<2.56467891] yes=73,no=74,missing=73,gain=4.49064302,cover=18332
- 73:leaf=0.00458005443,cover=0
- 74:leaf=-8.18429253e-05,cover=0
- 18:[Area5<0.517926872] yes=37,no=38,missing=37,gain=1.24836826,cover=104
- 37:[Pol<129.571716] yes=75,no=76,missing=75,gain=0.313896179,cover=53
- 75:leaf=-0.0198433232,cover=0
- 76:leaf=-0.010985163,cover=0
- 38:[PialCurv5<-0.0877386853] yes=77,no=78,missing=77,gain=1.38251185,cover=51
- 77:leaf=0.00364157045,cover=0
- 78:leaf=-0.0126480153,cover=0
- 4:[Sulc0<-0.53419745] yes=9,no=10,missing=9,gain=4.70005226,cover=153014
- 9:[PialCurv5<-0.00569582684] yes=19,no=20,missing=19,gain=4.96773958,cover=125805
- 19:[PialArea5<1.00196755] yes=39,no=40,missing=39,gain=3.44444561,cover=124510
- 39:[Ecc<7.69572639] yes=79,no=80,missing=79,gain=4.0548501,cover=112631
- 79:leaf=-0.000144875637,cover=0
- 80:leaf=0.000806831289,cover=0
- 40:[Ecc<0.836319208] yes=81,no=82,missing=81,gain=2.73553967,cover=11879
- 81:leaf=-0.00349831185,cover=0
- 82:leaf=0.000988872023,cover=0
- 20:[Ecc<1.51801682] yes=41,no=42,missing=41,gain=2.04703522,cover=1295
- 41:[Curv5<-0.0902613774] yes=83,no=84,missing=84,gain=1.44332743,cover=798
- 83:leaf=-0.0100179678,cover=0
- 84:leaf=-0.00378466654,cover=0
- 42:[Ecc<4.27275372] yes=85,no=86,missing=85,gain=1.49972034,cover=497
- 85:leaf=0.00165259745,cover=0
- 86:leaf=-0.0039654891,cover=0
- 10:[PialArea5<0.869586051] yes=21,no=22,missing=21,gain=7.66483736,cover=27209
- 21:[Ecc<2.6675415] yes=43,no=44,missing=43,gain=5.07638836,cover=24646
- 43:[LGI5<2.23211861] yes=87,no=88,missing=88,gain=4.66884708,cover=7264
- 87:leaf=-0.00391338766,cover=0
- 88:leaf=0.00102123723,cover=0
- 44:[Curv5<-0.232248098] yes=89,no=90,missing=89,gain=9.05955124,cover=17382
- 89:leaf=0.000662398641,cover=0
- 90:leaf=-0.00173526665,cover=0
- 22:[PialCurv5<-0.120663248] yes=45,no=46,missing=45,gain=4.50737858,cover=2563
- 45:[LGI5<3.67381835] yes=91,no=92,missing=92,gain=0.989844501,cover=780
- 91:leaf=0.00019566738,cover=0
- 92:leaf=-0.00954756886,cover=0
- 46:[LGI5<2.75749183] yes=93,no=94,missing=93,gain=2.46709061,cover=1783
- 93:leaf=-0.00604186999,cover=0
- 94:leaf=-0.00212027342,cover=0
- 2:[Ecc<1.15906882] yes=5,no=6,missing=5,gain=2.75936294,cover=4660950
- 5:[Sulc0<-0.50485903] yes=11,no=12,missing=12,gain=4.71375847,cover=263842
- 11:[PialCurv5<-0.0758950338] yes=23,no=24,missing=23,gain=8.32764626,cover=182536
- 23:[Curv5<-0.0983823985] yes=47,no=48,missing=48,gain=11.3491879,cover=104898
- 47:[PialArea5<1.01305103] yes=95,no=96,missing=95,gain=9.17840576,cover=101710
- 95:leaf=-0.000883101777,cover=0
- 96:leaf=6.68677603e-05,cover=0
- 48:[LGI5<2.16230083] yes=97,no=98,missing=97,gain=7.36452007,cover=3188
- 97:leaf=0.0123921605,cover=0
- 98:leaf=0.00203253329,cover=0
- 24:[LGI5<2.73077893] yes=49,no=50,missing=50,gain=8.75836277,cover=77638
- 49:[PialCurv5<0.01500447] yes=99,no=100,missing=99,gain=8.12971306,cover=76952
- 99:leaf=0.000661848113,cover=0
- 100:leaf=-0.000673975737,cover=0
- 50:[PialArea5<0.903379142] yes=101,no=102,missing=101,gain=5.37647247,cover=686
- 101:leaf=-0.00745878229,cover=0
- 102:leaf=0.00359055586,cover=0
- 12:[Curv5<-0.0273730159] yes=25,no=26,missing=25,gain=9.47347546,cover=81306
- 25:[PialArea5<0.705942631] yes=51,no=52,missing=51,gain=7.58777046,cover=23455
- 51:[Pol<91.5616074] yes=103,no=104,missing=104,gain=2.95438004,cover=5466
- 103:leaf=-0.0010386426,cover=0
- 104:leaf=-0.00366274989,cover=0
- 52:[Pol<115.563423] yes=105,no=106,missing=105,gain=2.7999301,cover=17989
- 105:leaf=-0.00134951412,cover=0
- 106:leaf=-8.02841823e-05,cover=0
- 26:[LGI5<2.18291569] yes=53,no=54,missing=53,gain=6.49703646,cover=57851
- 53:[Ecc<0.513775289] yes=107,no=108,missing=107,gain=7.58807993,cover=2578
- 107:leaf=0.000714680471,cover=0
- 108:leaf=-0.00481517008,cover=0
- 54:[LGI5<2.22170687] yes=109,no=110,missing=109,gain=6.95867729,cover=55273
- 109:leaf=0.00243427232,cover=0
- 110:leaf=-0.000149909058,cover=0
- 6:[Ecc<1.73852015] yes=13,no=14,missing=14,gain=4.92387009,cover=4397108
- 13:[Pol<68.1421661] yes=27,no=28,missing=28,gain=11.405283,cover=164032
- 27:[PialArea5<0.718622029] yes=55,no=56,missing=56,gain=9.75832081,cover=56323
- 55:[LGI5<2.51629615] yes=111,no=112,missing=111,gain=7.61520767,cover=5492
- 111:leaf=-0.00318489969,cover=0
- 112:leaf=0.00163824856,cover=0
- 56:[LGI5<2.39007568] yes=113,no=114,missing=114,gain=4.7700634,cover=50831
- 113:leaf=-0.000652135408,cover=0
- 114:leaf=0.000327804533,cover=0
- 28:[Pol<95.050293] yes=57,no=58,missing=57,gain=12.3456392,cover=107709
- 57:[Curv5<0.190557376] yes=115,no=116,missing=115,gain=4.49478531,cover=34527
- 115:leaf=0.00152591418,cover=0
- 116:leaf=-0.000527437893,cover=0
- 58:[Pol<128.334747] yes=117,no=118,missing=117,gain=11.9087925,cover=73182
- 117:leaf=-0.00043683601,cover=0
- 118:leaf=0.000838834618,cover=0
- 14:[Ecc<2.91795349] yes=29,no=30,missing=29,gain=2.78560972,cover=4233076
- 29:[Pol<43.7633247] yes=59,no=60,missing=59,gain=18.1501007,cover=331666
- 59:[Curv5<-0.191348091] yes=119,no=120,missing=119,gain=24.1566696,cover=63776
- 119:leaf=-0.000205311648,cover=0
- 120:leaf=0.00177066016,cover=0
- 60:[Pol<87.3220139] yes=121,no=122,missing=121,gain=18.3474293,cover=267890
- 121:leaf=-0.000932092313,cover=0
- 122:leaf=-4.38985699e-05,cover=0
- 30:[LGI5<2.16230083] yes=61,no=62,missing=61,gain=2.98829556,cover=3901410
- 61:[Sulc0<-0.258417875] yes=123,no=124,missing=123,gain=8.5252285,cover=10795
- 123:leaf=-0.00224077119,cover=0
- 124:leaf=0.00056931033,cover=0
- 62:[Sulc0<-0.620624542] yes=125,no=126,missing=125,gain=2.4158802,cover=3890615
- 125:leaf=-7.69056423e-05,cover=0
- 126:leaf=2.54754032e-05,cover=0
-booster[579]:
-0:[PialArea5<1.0376358] yes=1,no=2,missing=2,gain=0.755939424,cover=5124388
- 1:[Ecc<1.21076584] yes=3,no=4,missing=3,gain=1.68815672,cover=4277852
- 3:[MidArea5<0.73508203] yes=7,no=8,missing=7,gain=6.31372213,cover=314561
- 7:[Pol<144.670364] yes=15,no=16,missing=15,gain=4.94222021,cover=226403
- 15:[Area5<0.630444467] yes=31,no=32,missing=31,gain=6.78947592,cover=148744
- 31:[PialCurv5<0.0447484925] yes=63,no=64,missing=64,gain=3.30006719,cover=121332
- 63:leaf=0.00011028922,cover=0
- 64:leaf=-0.000798113295,cover=0
- 32:[Sulc0<-0.439186513] yes=65,no=66,missing=66,gain=9.28085518,cover=27412
- 65:leaf=0.00193764269,cover=0
- 66:leaf=8.4142157e-05,cover=0
- 16:[Area5<0.767325044] yes=33,no=34,missing=34,gain=2.9455421,cover=77659
- 33:[LGI5<2.21018219] yes=67,no=68,missing=68,gain=2.58306694,cover=77127
- 67:leaf=0.000632704177,cover=0
- 68:leaf=-0.00036988908,cover=0
- 34:[MidArea5<0.688058555] yes=69,no=70,missing=69,gain=5.9050436,cover=532
- 69:leaf=-0.0109646851,cover=0
- 70:leaf=-2.64413229e-05,cover=0
- 8:[PialCurv5<-0.0800075978] yes=17,no=18,missing=17,gain=6.03120232,cover=88158
- 17:[Curv5<-0.0902613774] yes=35,no=36,missing=35,gain=7.15452099,cover=42452
- 35:[Area5<0.587948382] yes=71,no=72,missing=71,gain=7.28037643,cover=41817
- 71:leaf=-0.00016805061,cover=0
- 72:leaf=-0.00151887571,cover=0
- 36:[Pol<88.5531387] yes=73,no=74,missing=73,gain=3.81838846,cover=635
- 73:leaf=0.00885169115,cover=0
- 74:leaf=0.0010140558,cover=0
- 18:[Sulc0<-0.50485903] yes=37,no=38,missing=37,gain=10.0219278,cover=45706
- 37:[LGI5<2.13090348] yes=75,no=76,missing=76,gain=6.35726547,cover=30942
- 75:leaf=-0.00491147861,cover=0
- 76:leaf=0.000527118857,cover=0
- 38:[LGI5<2.74134016] yes=77,no=78,missing=77,gain=3.22478485,cover=14764
- 77:leaf=-0.00123539439,cover=0
- 78:leaf=0.00540827587,cover=0
- 4:[Pol<30.3635597] yes=9,no=10,missing=9,gain=2.52088475,cover=3963291
- 9:[Ecc<4.8056078] yes=19,no=20,missing=19,gain=10.3725882,cover=347156
- 19:[Area5<0.619086087] yes=39,no=40,missing=39,gain=21.4726105,cover=63510
- 39:[Sulc0<-0.25164336] yes=79,no=80,missing=80,gain=7.67931461,cover=32760
- 79:leaf=-0.000107384185,cover=0
- 80:leaf=-0.00781986956,cover=0
- 40:[Pol<14.1659222] yes=81,no=82,missing=81,gain=13.551609,cover=30750
- 81:leaf=0.000707780418,cover=0
- 82:leaf=0.00281806244,cover=0
- 20:[LGI5<3.35709596] yes=41,no=42,missing=41,gain=5.07208586,cover=283646
- 41:[Pol<13.2006302] yes=83,no=84,missing=83,gain=6.68082237,cover=223498
- 83:leaf=0.000153737652,cover=0
- 84:leaf=-0.00039334796,cover=0
- 42:[LGI5<3.42912889] yes=85,no=86,missing=85,gain=10.9341593,cover=60148
- 85:leaf=0.00158835761,cover=0
- 86:leaf=2.24713222e-05,cover=0
- 10:[Sulc0<-0.540693521] yes=21,no=22,missing=21,gain=4.15405893,cover=3616135
- 21:[Pol<165.944183] yes=43,no=44,missing=43,gain=11.5535574,cover=632270
- 43:[Area5<0.609410942] yes=87,no=88,missing=87,gain=11.0207987,cover=472902
- 87:leaf=-3.30395378e-05,cover=0
- 88:leaf=-0.00051796675,cover=0
- 44:[PialArea5<0.636387587] yes=89,no=90,missing=89,gain=4.65403891,cover=159368
- 89:leaf=0.00207059155,cover=0
- 90:leaf=0.000199836752,cover=0
- 22:[Ecc<1.62447274] yes=45,no=46,missing=45,gain=4.91181898,cover=2983865
- 45:[Curv5<-0.141545609] yes=91,no=92,missing=91,gain=5.32219267,cover=56508
- 91:leaf=-0.000932639639,cover=0
- 92:leaf=0.000641684688,cover=0
- 46:[Ecc<40.3354568] yes=93,no=94,missing=93,gain=3.41544676,cover=2927357
- 93:leaf=1.58635976e-05,cover=0
- 94:leaf=-0.000236245687,cover=0
- 2:[Pol<39.9674568] yes=5,no=6,missing=6,gain=3.13938999,cover=846536
- 5:[LGI5<2.3969903] yes=11,no=12,missing=11,gain=4.80365801,cover=342533
- 11:[Ecc<3.73767829] yes=23,no=24,missing=24,gain=6.12547112,cover=44475
- 23:[PialCurv5<-0.0379593484] yes=47,no=48,missing=47,gain=5.3155489,cover=40027
- 47:[Area5<0.571740985] yes=95,no=96,missing=95,gain=3.1187644,cover=39349
- 95:leaf=0.000877590792,cover=0
- 96:leaf=-0.000457141607,cover=0
- 48:[LGI5<2.27925944] yes=97,no=98,missing=97,gain=2.6003418,cover=678
- 97:leaf=9.05117631e-05,cover=0
- 98:leaf=-0.00672713388,cover=0
- 24:[Pol<26.4235344] yes=49,no=50,missing=49,gain=2.7665329,cover=4448
- 49:[Area5<0.751858592] yes=99,no=100,missing=99,gain=2.08815002,cover=2560
- 99:leaf=-0.00467629591,cover=0
- 100:leaf=-0.00180296099,cover=0
- 50:[Sulc0<-0.237935558] yes=101,no=102,missing=102,gain=2.07135725,cover=1888
- 101:leaf=-0.000677514996,cover=0
- 102:leaf=-0.0154617345,cover=0
- 12:[Area5<0.660333693] yes=25,no=26,missing=25,gain=3.75146055,cover=298058
- 25:[Curv5<-0.269494504] yes=51,no=52,missing=51,gain=2.39445472,cover=49562
- 51:[Sulc0<-0.911647499] yes=103,no=104,missing=103,gain=1.70117664,cover=8753
- 103:leaf=0.000279392698,cover=0
- 104:leaf=-0.00112086756,cover=0
- 52:[Sulc0<-0.998678327] yes=105,no=106,missing=105,gain=3.20589828,cover=40809
- 105:leaf=-0.000238820474,cover=0
- 106:leaf=0.000803666946,cover=0
- 26:[Ecc<3.16401935] yes=53,no=54,missing=53,gain=4.14454699,cover=248496
- 53:[Curv5<-0.161761403] yes=107,no=108,missing=107,gain=10.1188736,cover=31376
- 107:leaf=-8.67566559e-05,cover=0
- 108:leaf=0.00194034062,cover=0
- 54:[LGI5<2.64649582] yes=109,no=110,missing=109,gain=5.01120853,cover=217120
- 109:leaf=-0.000699244614,cover=0
- 110:leaf=-5.15061256e-05,cover=0
- 6:[Pol<164.532394] yes=13,no=14,missing=13,gain=3.94277859,cover=504003
- 13:[Ecc<6.70300007] yes=27,no=28,missing=28,gain=7.44290686,cover=377770
- 27:[PialCurv5<-0.0948967114] yes=55,no=56,missing=55,gain=8.21540546,cover=226173
- 55:[Curv5<-0.129194111] yes=111,no=112,missing=111,gain=26.8384399,cover=110851
- 111:leaf=0.000183191427,cover=0
- 112:leaf=0.00447880803,cover=0
- 56:[LGI5<2.37589788] yes=113,no=114,missing=113,gain=7.60787392,cover=115322
- 113:leaf=0.000399004173,cover=0
- 114:leaf=-0.000518899236,cover=0
- 28:[Pol<59.5955544] yes=57,no=58,missing=58,gain=6.67388821,cover=151597
- 57:[Ecc<12.0179253] yes=115,no=116,missing=115,gain=9.18742752,cover=46053
- 115:leaf=-0.000526563497,cover=0
- 116:leaf=0.000972070091,cover=0
- 58:[Pol<151.353775] yes=117,no=118,missing=117,gain=10.5170135,cover=105544
- 117:leaf=0.00107361341,cover=0
- 118:leaf=3.80547244e-05,cover=0
- 14:[Ecc<7.29654455] yes=29,no=30,missing=29,gain=10.6651812,cover=126233
- 29:[Curv5<-0.203415334] yes=59,no=60,missing=59,gain=13.1715431,cover=47723
- 59:[Area5<0.894858658] yes=119,no=120,missing=120,gain=6.16498327,cover=19985
- 119:leaf=-0.000571985496,cover=0
- 120:leaf=0.01163352,cover=0
- 60:[PialCurv5<-0.149745584] yes=121,no=122,missing=121,gain=9.1089983,cover=27738
- 121:leaf=0.014588696,cover=0
- 122:leaf=0.00111391197,cover=0
- 30:[LGI5<3.23945832] yes=61,no=62,missing=61,gain=4.87517309,cover=78510
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=123,gain=3.52439404,cover=52345
- 123:leaf=-0.000796159205,cover=0
- 124:leaf=0.0034601388,cover=0
- 62:[PialCurv5<-0.167439327] yes=125,no=126,missing=126,gain=2.37179112,cover=26165
- 125:leaf=-0.00412602816,cover=0
- 126:leaf=0.000133473703,cover=0
-booster[580]:
-0:[PialArea5<0.844099998] yes=1,no=2,missing=1,gain=0.770068645,cover=5124388
- 1:[Area5<0.808195949] yes=3,no=4,missing=3,gain=3.68157363,cover=2985531
- 3:[MidArea5<0.761092186] yes=7,no=8,missing=8,gain=3.41694903,cover=2887416
- 7:[Area5<0.733255386] yes=15,no=16,missing=16,gain=3.25814509,cover=2737812
- 15:[PialArea5<0.777740717] yes=31,no=32,missing=32,gain=3.77825642,cover=2327476
- 31:[Ecc<0.513775289] yes=63,no=64,missing=63,gain=3.30504894,cover=1949107
- 63:leaf=0.000338218262,cover=0
- 64:leaf=-7.54115536e-05,cover=0
- 32:[Pol<58.6768646] yes=65,no=66,missing=66,gain=7.45521498,cover=378369
- 65:leaf=-0.000273738027,cover=0
- 66:leaf=0.000236879365,cover=0
- 16:[Sulc0<0.32645905] yes=33,no=34,missing=33,gain=10.5078297,cover=410336
- 33:[Pol<71.8249207] yes=67,no=68,missing=67,gain=13.2080832,cover=149536
- 67:leaf=0.00145342562,cover=0
- 68:leaf=0.000230033256,cover=0
- 34:[Pol<119.248337] yes=69,no=70,missing=69,gain=7.45268011,cover=260800
- 69:leaf=-0.000182514486,cover=0
- 70:leaf=0.000592656841,cover=0
- 8:[Sulc0<0.795422614] yes=17,no=18,missing=17,gain=4.30140734,cover=149604
- 17:[LGI5<2.93978119] yes=35,no=36,missing=36,gain=3.89429951,cover=149309
- 35:[PialCurv5<0.141046807] yes=71,no=72,missing=72,gain=2.41508508,cover=78693
- 71:leaf=-0.000106917556,cover=0
- 72:leaf=0.000959899102,cover=0
- 36:[Ecc<23.5513935] yes=73,no=74,missing=73,gain=7.45604706,cover=70616
- 73:leaf=-0.00102914858,cover=0
- 74:leaf=-2.80957551e-07,cover=0
- 18:[PialArea5<0.767178178] yes=37,no=38,missing=37,gain=1.41110826,cover=295
- 37:[PialCurv5<0.0567538291] yes=75,no=76,missing=76,gain=0.576352119,cover=146
- 75:leaf=0.0127522303,cover=0
- 76:leaf=0.00130137766,cover=0
- 38:[Pol<57.0350037] yes=77,no=78,missing=77,gain=1.39399815,cover=149
- 77:leaf=0.0186743569,cover=0
- 78:leaf=0.00663891435,cover=0
- 4:[Ecc<6.22534323] yes=9,no=10,missing=9,gain=4.55944395,cover=98115
- 9:[Pol<40.9012032] yes=19,no=20,missing=19,gain=5.07737923,cover=20417
- 19:[LGI5<2.47959709] yes=39,no=40,missing=40,gain=1.14677143,cover=373
- 39:[PialCurv5<-0.0529128574] yes=79,no=80,missing=79,gain=1.60948849,cover=131
- 79:leaf=0.00636074692,cover=0
- 80:leaf=-0.00582309393,cover=0
- 40:[LGI5<2.79054689] yes=81,no=82,missing=81,gain=1.79699707,cover=242
- 81:leaf=-0.011429105,cover=0
- 82:leaf=-0.00244901725,cover=0
- 20:[Pol<80.8913651] yes=41,no=42,missing=42,gain=4.96326923,cover=20044
- 41:[LGI5<2.35684347] yes=83,no=84,missing=84,gain=11.0575619,cover=1441
- 83:leaf=-0.00417810073,cover=0
- 84:leaf=0.00539905159,cover=0
- 42:[Ecc<4.07113361] yes=85,no=86,missing=85,gain=5.09952545,cover=18603
- 85:leaf=2.42586593e-05,cover=0
- 86:leaf=-0.00182030315,cover=0
- 10:[Pol<100.090813] yes=21,no=22,missing=21,gain=5.64719963,cover=77698
- 21:[Sulc0<0.540103436] yes=43,no=44,missing=44,gain=2.23753834,cover=46593
- 43:[PialArea5<0.597118378] yes=87,no=88,missing=87,gain=6.7140398,cover=14050
- 87:leaf=0.00310070789,cover=0
- 88:leaf=0.000153349669,cover=0
- 44:[Sulc0<1.16950965] yes=89,no=90,missing=89,gain=2.36875772,cover=32543
- 89:leaf=-0.000296695827,cover=0
- 90:leaf=0.000893013377,cover=0
- 22:[Sulc0<-0.569364369] yes=45,no=46,missing=45,gain=4.35147762,cover=31105
- 45:[LGI5<3.17022181] yes=91,no=92,missing=91,gain=2.93882751,cover=171
- 91:leaf=0.0121603925,cover=0
- 92:leaf=-0.00414863927,cover=0
- 46:[PialCurv5<-0.0114707183] yes=93,no=94,missing=93,gain=5.04581451,cover=30934
- 93:leaf=-0.0015142695,cover=0
- 94:leaf=0.00110341224,cover=0
- 2:[Curv5<-0.048490826] yes=5,no=6,missing=5,gain=2.40353823,cover=2138857
- 5:[PialCurv5<-0.00955641083] yes=11,no=12,missing=11,gain=17.3280563,cover=1866868
- 11:[Area5<0.476400614] yes=23,no=24,missing=24,gain=2.77283907,cover=1831378
- 23:[Sulc0<-0.420901269] yes=47,no=48,missing=47,gain=3.8769722,cover=44240
- 47:[Curv5<-0.245563462] yes=95,no=96,missing=95,gain=4.33805037,cover=43196
- 95:leaf=-0.000155079571,cover=0
- 96:leaf=0.000863462512,cover=0
- 48:[Pol<77.5287857] yes=97,no=98,missing=97,gain=2.584198,cover=1044
- 97:leaf=0.00194727432,cover=0
- 98:leaf=-0.0039838627,cover=0
- 24:[Curv5<-0.258777469] yes=49,no=50,missing=49,gain=3.38985014,cover=1787138
- 49:[Pol<13.2006302] yes=99,no=100,missing=99,gain=4.43190861,cover=190633
- 99:leaf=-0.000325588131,cover=0
- 100:leaf=0.000288088457,cover=0
- 50:[PialArea5<1.02926981] yes=101,no=102,missing=101,gain=3.72710752,cover=1596505
- 101:leaf=-0.000125025879,cover=0
- 102:leaf=2.79227806e-05,cover=0
- 12:[Area5<0.606435955] yes=25,no=26,missing=26,gain=14.479744,cover=35490
- 25:[LGI5<2.13090348] yes=51,no=52,missing=51,gain=2.2592268,cover=1972
- 51:[Sulc0<-0.626357138] yes=103,no=104,missing=103,gain=1.24845219,cover=19
- 103:leaf=-0.0260660332,cover=0
- 104:leaf=0.00422066078,cover=0
- 52:[Ecc<4.27275372] yes=105,no=106,missing=105,gain=2.16040325,cover=1953
- 105:leaf=-0.00154054933,cover=0
- 106:leaf=-0.00493964739,cover=0
- 26:[Curv5<-0.0881721899] yes=53,no=54,missing=53,gain=11.2005386,cover=33518
- 53:[Area5<0.670794368] yes=107,no=108,missing=107,gain=5.11191368,cover=7449
- 107:leaf=0.00108072767,cover=0
- 108:leaf=0.00392230833,cover=0
- 54:[Sulc0<-0.0637059584] yes=109,no=110,missing=109,gain=6.47843695,cover=26069
- 109:leaf=0.000341539358,cover=0
- 110:leaf=0.00206734752,cover=0
- 6:[PialCurv5<-0.0209923834] yes=13,no=14,missing=13,gain=28.3396435,cover=271989
- 13:[Sulc0<-0.0562447868] yes=27,no=28,missing=27,gain=11.6778297,cover=48773
- 27:[Area5<0.598585367] yes=55,no=56,missing=56,gain=8.63860416,cover=35677
- 55:[Pol<74.7525482] yes=111,no=112,missing=111,gain=7.66299248,cover=713
- 111:leaf=-0.0106752748,cover=0
- 112:leaf=-0.000198920839,cover=0
- 56:[PialCurv5<-0.0704385936] yes=113,no=114,missing=114,gain=11.8022928,cover=34964
- 113:leaf=0.00472923508,cover=0
- 114:leaf=0.000675809628,cover=0
- 28:[Pol<61.2046547] yes=57,no=58,missing=58,gain=14.7065048,cover=13096
- 57:[Curv5<-0.0203319378] yes=115,no=116,missing=115,gain=6.9022522,cover=5989
- 115:leaf=0.00333071663,cover=0
- 116:leaf=0.00717030466,cover=0
- 58:[Ecc<20.3925476] yes=117,no=118,missing=118,gain=9.33537197,cover=7107
- 117:leaf=0.00246906118,cover=0
- 118:leaf=-0.00123073906,cover=0
- 14:[Ecc<16.7734241] yes=29,no=30,missing=29,gain=11.6460381,cover=223216
- 29:[MidArea5<0.783437908] yes=59,no=60,missing=59,gain=7.89889622,cover=141938
- 59:[Ecc<0.943656743] yes=119,no=120,missing=119,gain=4.88767242,cover=14821
- 119:leaf=-0.00215980667,cover=0
- 120:leaf=0.00152779499,cover=0
- 60:[Pol<169.412277] yes=121,no=122,missing=121,gain=5.18042326,cover=127117
- 121:leaf=0.000141051583,cover=0
- 122:leaf=-0.00134722807,cover=0
- 30:[Area5<0.794681609] yes=61,no=62,missing=62,gain=6.66862297,cover=81278
- 61:[Sulc0<0.272107065] yes=123,no=124,missing=123,gain=8.26955605,cover=56581
- 123:leaf=-0.00118135812,cover=0
- 124:leaf=0.000260411151,cover=0
- 62:[LGI5<3.34776258] yes=125,no=126,missing=126,gain=4.59590912,cover=24697
- 125:leaf=-0.000321423926,cover=0
- 126:leaf=0.00115867343,cover=0
-booster[581]:
-0:[PialArea5<0.511941612] yes=1,no=2,missing=1,gain=0.792616129,cover=5124388
- 1:[PialCurv5<0.0193316489] yes=3,no=4,missing=4,gain=6.67682838,cover=949259
- 3:[Ecc<8.55626965] yes=7,no=8,missing=7,gain=7.28623199,cover=36260
- 7:[Area5<0.517926872] yes=15,no=16,missing=15,gain=2.80701852,cover=21048
- 15:[Ecc<0.406764686] yes=31,no=32,missing=31,gain=1.38640022,cover=4755
- 31:[Pol<125.881905] yes=63,no=64,missing=63,gain=0.715387583,cover=245
- 63:leaf=0.00852416735,cover=0
- 64:leaf=0.00277508888,cover=0
- 32:[Pol<170.749283] yes=65,no=66,missing=65,gain=1.21522701,cover=4510
- 65:leaf=0.0006884748,cover=0
- 66:leaf=0.00508638239,cover=0
- 16:[Area5<0.571740985] yes=33,no=34,missing=33,gain=3.82486105,cover=16293
- 33:[Curv5<-0.160152137] yes=67,no=68,missing=67,gain=4.13358688,cover=4060
- 67:leaf=0.00265437434,cover=0
- 68:leaf=-0.00225215545,cover=0
- 34:[LGI5<3.25380015] yes=69,no=70,missing=69,gain=3.6147902,cover=12233
- 69:leaf=3.14101817e-05,cover=0
- 70:leaf=0.00977203343,cover=0
- 8:[Ecc<25.5461979] yes=17,no=18,missing=17,gain=4.66626167,cover=15212
- 17:[Area5<0.743131101] yes=35,no=36,missing=35,gain=3.32002258,cover=11760
- 35:[PialArea5<0.355263293] yes=71,no=72,missing=72,gain=2.93888283,cover=11431
- 71:leaf=0.000498535752,cover=0
- 72:leaf=-0.00232454552,cover=0
- 36:[Ecc<9.17092323] yes=73,no=74,missing=73,gain=2.2857585,cover=329
- 73:leaf=0.0164231919,cover=0
- 74:leaf=0.00171563809,cover=0
- 18:[LGI5<3.35709596] yes=37,no=38,missing=37,gain=4.38715887,cover=3452
- 37:[Area5<0.517926872] yes=75,no=76,missing=76,gain=3.58511877,cover=2086
- 75:leaf=0.00234275451,cover=0
- 76:leaf=-0.00246722251,cover=0
- 38:[LGI5<3.41813922] yes=77,no=78,missing=78,gain=2.73220801,cover=1366
- 77:leaf=0.00710904831,cover=0
- 78:leaf=0.00130659062,cover=0
- 4:[Pol<82.8478928] yes=9,no=10,missing=9,gain=6.74080944,cover=912999
- 9:[Curv5<0.0974604636] yes=19,no=20,missing=19,gain=9.82174969,cover=134055
- 19:[Area5<0.628069878] yes=39,no=40,missing=40,gain=4.0822773,cover=26213
- 39:[Ecc<18.5999508] yes=79,no=80,missing=79,gain=7.72897243,cover=7937
- 79:leaf=-0.000784254458,cover=0
- 80:leaf=0.00252780877,cover=0
- 40:[Sulc0<0.254506379] yes=81,no=82,missing=81,gain=6.52122688,cover=18276
- 81:leaf=0.00315309106,cover=0
- 82:leaf=0.00107103935,cover=0
- 20:[Ecc<42.9490852] yes=41,no=42,missing=41,gain=4.99002695,cover=107842
- 41:[Area5<0.702101529] yes=83,no=84,missing=83,gain=3.81354642,cover=93001
- 83:leaf=3.67038774e-05,cover=0
- 84:leaf=0.000681851234,cover=0
- 42:[Curv5<0.171955615] yes=85,no=86,missing=85,gain=3.22183514,cover=14841
- 85:leaf=-0.00128277054,cover=0
- 86:leaf=0.000214385786,cover=0
- 10:[Pol<113.913933] yes=21,no=22,missing=21,gain=9.0760994,cover=778944
- 21:[Ecc<25.1292973] yes=43,no=44,missing=43,gain=5.90930796,cover=603621
- 43:[Ecc<11.3532677] yes=87,no=88,missing=87,gain=10.8504763,cover=529207
- 87:leaf=4.83066628e-07,cover=0
- 88:leaf=-0.000505934819,cover=0
- 44:[Area5<0.67996794] yes=89,no=90,missing=90,gain=5.0070591,cover=74414
- 89:leaf=-0.000212587416,cover=0
- 90:leaf=0.000642857456,cover=0
- 22:[PialCurv5<0.185672894] yes=45,no=46,missing=45,gain=6.05107689,cover=175323
- 45:[Ecc<33.2971039] yes=91,no=92,missing=92,gain=6.92433739,cover=63985
- 91:leaf=0.000837348518,cover=0
- 92:leaf=-0.00150411401,cover=0
- 46:[Sulc0<1.06550956] yes=93,no=94,missing=93,gain=2.30352426,cover=111338
- 93:leaf=0.000136794915,cover=0
- 94:leaf=-0.0015373819,cover=0
- 2:[Curv5<0.0615303926] yes=5,no=6,missing=5,gain=4.19904423,cover=4175129
- 5:[Sulc0<0.392869562] yes=11,no=12,missing=11,gain=5.5680089,cover=3623570
- 11:[MidArea5<0.451744556] yes=23,no=24,missing=23,gain=2.92188811,cover=3502502
- 23:[PialArea5<0.559226274] yes=47,no=48,missing=48,gain=1.11214876,cover=733
- 47:[MidArea5<0.439916283] yes=95,no=96,missing=95,gain=0.724635363,cover=557
- 95:leaf=0.00363390893,cover=0
- 96:leaf=-1.19795558e-07,cover=0
- 48:[PialCurv5<-0.161598593] yes=97,no=98,missing=98,gain=0.576790333,cover=176
- 97:leaf=0.00393129745,cover=0
- 98:leaf=0.00973230135,cover=0
- 24:[Pol<118.191307] yes=49,no=50,missing=49,gain=2.89028573,cover=3501769
- 49:[Pol<82.8478928] yes=99,no=100,missing=99,gain=15.3151102,cover=1921612
- 99:leaf=-2.60287616e-05,cover=0
- 100:leaf=0.000344675529,cover=0
- 50:[Ecc<17.0169544] yes=101,no=102,missing=101,gain=7.17142582,cover=1580157
- 101:leaf=4.14389933e-06,cover=0
- 102:leaf=-0.000253856939,cover=0
- 12:[Curv5<-0.114048101] yes=25,no=26,missing=26,gain=9.88292313,cover=121068
- 25:[Pol<157.22821] yes=51,no=52,missing=52,gain=7.55287981,cover=3799
- 51:[LGI5<2.91278505] yes=103,no=104,missing=104,gain=7.49678802,cover=3497
- 103:leaf=0.00552443508,cover=0
- 104:leaf=-0.00346281612,cover=0
- 52:[Area5<0.587948382] yes=105,no=106,missing=105,gain=7.68785095,cover=302
- 105:leaf=0.0298944116,cover=0
- 106:leaf=0.00280665071,cover=0
- 26:[Area5<0.706109285] yes=53,no=54,missing=53,gain=11.3058195,cover=117269
- 53:[MidArea5<0.670836151] yes=107,no=108,missing=107,gain=8.49939728,cover=46440
- 107:leaf=0.000576380349,cover=0
- 108:leaf=0.00203727256,cover=0
- 54:[Ecc<4.13769388] yes=109,no=110,missing=110,gain=5.25457811,cover=70829
- 109:leaf=-0.0108922198,cover=0
- 110:leaf=4.4324097e-05,cover=0
- 6:[Area5<0.694293797] yes=13,no=14,missing=13,gain=7.59887362,cover=551559
- 13:[Curv5<0.110890195] yes=27,no=28,missing=27,gain=8.69784832,cover=156712
- 27:[PialCurv5<0.141046807] yes=55,no=56,missing=56,gain=3.01706886,cover=101079
- 55:[Pol<133.406311] yes=111,no=112,missing=111,gain=5.84459686,cover=62465
- 111:leaf=-0.00115583919,cover=0
- 112:leaf=8.36140607e-05,cover=0
- 56:[Ecc<5.66086149] yes=113,no=114,missing=113,gain=6.8059454,cover=38614
- 113:leaf=0.000541714893,cover=0
- 114:leaf=-0.000849275792,cover=0
- 28:[PialArea5<0.651661396] yes=57,no=58,missing=57,gain=7.75420952,cover=55633
- 57:[Area5<0.562355936] yes=115,no=116,missing=115,gain=5.63370609,cover=52141
- 115:leaf=0.00457172561,cover=0
- 116:leaf=-0.000141192315,cover=0
- 58:[PialCurv5<0.04242469] yes=117,no=118,missing=117,gain=3.44890451,cover=3492
- 117:leaf=-0.00388032803,cover=0
- 118:leaf=0.00274595874,cover=0
- 14:[Sulc0<0.354630351] yes=29,no=30,missing=29,gain=9.44531441,cover=394847
- 29:[PialArea5<0.665998757] yes=59,no=60,missing=59,gain=13.3519821,cover=208256
- 59:[Curv5<0.143178418] yes=119,no=120,missing=119,gain=16.7455177,cover=126784
- 119:leaf=0.000786135381,cover=0
- 120:leaf=-0.000764939643,cover=0
- 60:[Pol<110.811417] yes=121,no=122,missing=121,gain=9.26110649,cover=81472
- 121:leaf=0.000168214654,cover=0
- 122:leaf=-0.000910562463,cover=0
- 30:[Pol<92.7492142] yes=61,no=62,missing=61,gain=16.030653,cover=186591
- 61:[Pol<56.1920547] yes=123,no=124,missing=124,gain=11.9878578,cover=79477
- 123:leaf=0.000216619679,cover=0
- 124:leaf=-0.00118204183,cover=0
- 62:[Ecc<6.2938199] yes=125,no=126,missing=126,gain=9.6512413,cover=107114
- 125:leaf=-0.00120094174,cover=0
- 126:leaf=0.000290413212,cover=0
-booster[582]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=2,gain=0.806659162,cover=5124388
- 1:[Curv5<0.0915888697] yes=3,no=4,missing=4,gain=0.746059358,cover=80066
- 3:[Pol<84.7687759] yes=7,no=8,missing=8,gain=1.24406242,cover=1060
- 7:[Ecc<9.75650311] yes=15,no=16,missing=16,gain=1.18107986,cover=221
- 15:[LGI5<2.66988635] yes=31,no=32,missing=31,gain=0.0935566723,cover=21
- 31:[Curv5<0.083802022] yes=63,no=64,missing=63,gain=0.0291842073,cover=15
- 63:leaf=0.00502167782,cover=0
- 64:leaf=-0.00034140647,cover=0
- 32:leaf=0.0115117608,cover=0
- 16:[Ecc<25.981123] yes=33,no=34,missing=33,gain=0.861338854,cover=200
- 33:[Curv5<-0.0530214235] yes=65,no=66,missing=66,gain=0.682519436,cover=140
- 65:leaf=-0.00331971957,cover=0
- 66:leaf=-0.0105608646,cover=0
- 34:[Pol<24.282547] yes=67,no=68,missing=67,gain=0.204249129,cover=60
- 67:leaf=-0.0163615551,cover=0
- 68:leaf=-0.000112413916,cover=0
- 8:[LGI5<2.80243301] yes=17,no=18,missing=18,gain=1.58606052,cover=839
- 17:[Pol<103.31839] yes=35,no=36,missing=35,gain=2.15451431,cover=326
- 35:[LGI5<2.66519833] yes=69,no=70,missing=69,gain=2.30200672,cover=142
- 69:leaf=-0.0006449098,cover=0
- 70:leaf=-0.0133958235,cover=0
- 36:[Curv5<0.0798443258] yes=71,no=72,missing=72,gain=0.431038558,cover=184
- 71:leaf=-0.000868468662,cover=0
- 72:leaf=0.0045965584,cover=0
- 18:[LGI5<3.1833725] yes=37,no=38,missing=37,gain=1.55795813,cover=513
- 37:[Sulc0<0.795422614] yes=73,no=74,missing=73,gain=2.42003393,cover=221
- 73:leaf=-0.000557630032,cover=0
- 74:leaf=0.00987889618,cover=0
- 38:[Sulc0<0.676033437] yes=75,no=76,missing=75,gain=0.933698237,cover=292
- 75:leaf=0.00252602017,cover=0
- 76:leaf=-0.0032316912,cover=0
- 4:[Curv5<0.153449878] yes=9,no=10,missing=10,gain=0.993148565,cover=79006
- 9:[Ecc<23.9349174] yes=19,no=20,missing=19,gain=1.24296963,cover=12576
- 19:[LGI5<3.67381835] yes=39,no=40,missing=39,gain=1.60736036,cover=9596
- 39:[LGI5<2.92895722] yes=77,no=78,missing=78,gain=1.64066195,cover=9413
- 77:leaf=0.000306813396,cover=0
- 78:leaf=0.00162749051,cover=0
- 40:[PialCurv5<0.101587482] yes=79,no=80,missing=79,gain=0.501656055,cover=183
- 79:leaf=-0.00881480332,cover=0
- 80:leaf=-0.00239557214,cover=0
- 20:[LGI5<3.45167398] yes=41,no=42,missing=42,gain=2.65207362,cover=2980
- 41:[LGI5<3.07360435] yes=81,no=82,missing=81,gain=1.54747593,cover=2456
- 81:leaf=0.00047679487,cover=0
- 82:leaf=-0.00206551934,cover=0
- 42:[PialCurv5<0.343960524] yes=83,no=84,missing=83,gain=1.01780128,cover=524
- 83:leaf=0.00383715332,cover=0
- 84:leaf=-0.0023295118,cover=0
- 10:[Ecc<0.353712648] yes=21,no=22,missing=21,gain=0.595473886,cover=66430
- 21:[LGI5<2.24172258] yes=43,no=44,missing=44,gain=0.996434391,cover=204
- 43:[LGI5<2.16230083] yes=85,no=86,missing=85,gain=0.5276618,cover=30
- 85:leaf=-0.000981135643,cover=0
- 86:leaf=0.0120119182,cover=0
- 44:[Curv5<0.22365725] yes=87,no=88,missing=87,gain=0.810766935,cover=174
- 87:leaf=-0.00650411798,cover=0
- 88:leaf=0.000655618438,cover=0
- 22:[PialCurv5<0.167567819] yes=45,no=46,missing=46,gain=0.621199965,cover=66226
- 45:[LGI5<3.31338549] yes=89,no=90,missing=89,gain=1.95727575,cover=4198
- 89:leaf=0.00110049162,cover=0
- 90:leaf=-0.00217681075,cover=0
- 46:[LGI5<2.19753051] yes=91,no=92,missing=91,gain=0.832285464,cover=62028
- 91:leaf=0.0019228108,cover=0
- 92:leaf=4.84224765e-05,cover=0
- 2:[PialArea5<0.811158121] yes=5,no=6,missing=5,gain=0.977447033,cover=5044322
- 5:[Area5<0.770300686] yes=11,no=12,missing=11,gain=5.28814411,cover=2642469
- 11:[MidArea5<0.72893405] yes=23,no=24,missing=23,gain=2.98088026,cover=2404510
- 23:[Ecc<44.7855835] yes=47,no=48,missing=47,gain=3.54145932,cover=2210495
- 47:[Area5<0.703760326] yes=93,no=94,missing=94,gain=3.77703738,cover=2170590
- 93:leaf=-5.90765048e-05,cover=0
- 94:leaf=9.2574679e-05,cover=0
- 48:[Pol<31.3444195] yes=95,no=96,missing=95,gain=5.96093082,cover=39905
- 95:leaf=0.000988150598,cover=0
- 96:leaf=-0.000747595856,cover=0
- 24:[PialCurv5<-0.076943703] yes=49,no=50,missing=49,gain=3.67489576,cover=194015
- 49:[Curv5<-0.0983823985] yes=97,no=98,missing=98,gain=6.83048344,cover=21919
- 97:leaf=0.000102536571,cover=0
- 98:leaf=0.00322393375,cover=0
- 50:[PialCurv5<0.144311354] yes=99,no=100,missing=100,gain=3.26848793,cover=172096
- 99:leaf=-0.000369899819,cover=0
- 100:leaf=0.000498992566,cover=0
- 12:[Curv5<0.155577481] yes=25,no=26,missing=26,gain=3.68519759,cover=237959
- 25:[PialArea5<0.593058109] yes=51,no=52,missing=51,gain=5.00898314,cover=199860
- 51:[LGI5<2.31192279] yes=101,no=102,missing=101,gain=10.7470703,cover=74012
- 101:leaf=-0.00344615988,cover=0
- 102:leaf=0.000703078811,cover=0
- 52:[Curv5<0.103246093] yes=103,no=104,missing=103,gain=6.50491047,cover=125848
- 103:leaf=0.000267155992,cover=0
- 104:leaf=-0.000656637247,cover=0
- 26:[PialArea5<0.463276565] yes=53,no=54,missing=53,gain=2.1098249,cover=38099
- 53:[Sulc0<0.732260227] yes=105,no=106,missing=106,gain=1.76315367,cover=24862
- 105:leaf=0.00073354214,cover=0
- 106:leaf=-0.000227018594,cover=0
- 54:[MidArea5<0.900558591] yes=107,no=108,missing=107,gain=2.38449383,cover=13237
- 107:leaf=-0.00087102002,cover=0
- 108:leaf=0.00326612196,cover=0
- 6:[Ecc<44.7855835] yes=13,no=14,missing=14,gain=2.76869321,cover=2401853
- 13:[PialCurv5<0.104427323] yes=27,no=28,missing=28,gain=2.62021327,cover=2364991
- 27:[MidArea5<0.592231214] yes=55,no=56,missing=55,gain=2.47425127,cover=2341960
- 55:[PialArea5<0.824056447] yes=109,no=110,missing=110,gain=0.722557783,cover=512
- 109:leaf=0.00203956827,cover=0
- 110:leaf=0.0059404606,cover=0
- 56:[Area5<0.924216449] yes=111,no=112,missing=111,gain=2.12821817,cover=2341448
- 111:leaf=1.30907447e-05,cover=0
- 112:leaf=-0.0004304256,cover=0
- 28:[LGI5<2.48603988] yes=57,no=58,missing=57,gain=4.77167654,cover=23031
- 57:[LGI5<2.18291569] yes=113,no=114,missing=114,gain=2.17691994,cover=6657
- 113:leaf=-0.00434567174,cover=0
- 114:leaf=0.00180880947,cover=0
- 58:[Area5<0.780320704] yes=115,no=116,missing=115,gain=2.39889693,cover=16374
- 115:leaf=0.000652211776,cover=0
- 116:leaf=-0.000560744607,cover=0
- 14:[LGI5<2.85285616] yes=29,no=30,missing=30,gain=3.37130213,cover=36862
- 29:[Curv5<-0.185332045] yes=59,no=60,missing=59,gain=1.68653858,cover=4375
- 59:[Area5<0.655598104] yes=117,no=118,missing=117,gain=1.44387841,cover=1561
- 117:leaf=-0.000990628148,cover=0
- 118:leaf=0.00205164496,cover=0
- 60:[Sulc0<0.167916268] yes=119,no=120,missing=119,gain=1.34332204,cover=2814
- 119:leaf=-0.00278029335,cover=0
- 120:leaf=-0.000586144102,cover=0
- 30:[Sulc0<-0.0401471928] yes=61,no=62,missing=61,gain=2.79136133,cover=32487
- 61:[LGI5<3.09244633] yes=121,no=122,missing=121,gain=2.5538578,cover=10849
- 121:leaf=0.000972808048,cover=0
- 122:leaf=-0.000616119651,cover=0
- 62:[PialCurv5<-0.0209923834] yes=123,no=124,missing=123,gain=5.78984976,cover=21638
- 123:leaf=0.00176993664,cover=0
- 124:leaf=0.000134174523,cover=0
-booster[583]:
-0:[PialArea5<0.370812863] yes=1,no=2,missing=1,gain=0.779689491,cover=5124388
- 1:[LGI5<3.70550299] yes=3,no=4,missing=3,gain=1.38176763,cover=323045
- 3:[LGI5<3.31338549] yes=7,no=8,missing=8,gain=1.47214472,cover=316000
- 7:[Pol<92.1537628] yes=15,no=16,missing=15,gain=2.30580211,cover=277191
- 15:[Sulc0<0.830503881] yes=31,no=32,missing=31,gain=4.39776611,cover=69963
- 31:[Area5<0.600206077] yes=63,no=64,missing=63,gain=2.9355855,cover=37844
- 63:leaf=-0.000309581024,cover=0
- 64:leaf=0.000903050532,cover=0
- 32:[LGI5<3.25380015] yes=65,no=66,missing=65,gain=4.59536362,cover=32119
- 65:leaf=-0.000301924505,cover=0
- 66:leaf=0.00154414563,cover=0
- 16:[Pol<119.248337] yes=33,no=34,missing=33,gain=1.74067998,cover=207228
- 33:[Sulc0<-0.0172607526] yes=67,no=68,missing=68,gain=3.67815518,cover=186992
- 67:leaf=0.00194026774,cover=0
- 68:leaf=-5.62740897e-05,cover=0
- 34:[Ecc<0.943656743] yes=69,no=70,missing=69,gain=5.15679359,cover=20236
- 69:leaf=-0.000864050002,cover=0
- 70:leaf=0.0009390958,cover=0
- 8:[Ecc<15.121048] yes=17,no=18,missing=18,gain=4.62774849,cover=38809
- 17:[Pol<100.090813] yes=35,no=36,missing=35,gain=5.1768527,cover=7915
- 35:[MidArea5<0.421422303] yes=71,no=72,missing=71,gain=1.99374986,cover=4095
- 71:leaf=-0.00665458804,cover=0
- 72:leaf=-0.00019093111,cover=0
- 36:[Pol<117.668175] yes=73,no=74,missing=74,gain=2.98600864,cover=3820
- 73:leaf=0.00268316013,cover=0
- 74:leaf=-0.00165861065,cover=0
- 18:[Curv5<0.0736173838] yes=37,no=38,missing=37,gain=6.47835445,cover=30894
- 37:[Ecc<20.7119312] yes=75,no=76,missing=75,gain=4.94800663,cover=737
- 75:leaf=-0.0103552546,cover=0
- 76:leaf=-0.0019183543,cover=0
- 38:[LGI5<3.41813922] yes=77,no=78,missing=77,gain=3.87496495,cover=30157
- 77:leaf=-0.00106772769,cover=0
- 78:leaf=8.34418388e-05,cover=0
- 4:[Pol<68.895668] yes=9,no=10,missing=9,gain=2.6823163,cover=7045
- 9:[LGI5<3.84897733] yes=19,no=20,missing=19,gain=3.71867204,cover=581
- 19:[Sulc0<1.25822949] yes=39,no=40,missing=40,gain=2.62743568,cover=352
- 39:[Ecc<21.7409172] yes=79,no=80,missing=80,gain=1.69255066,cover=280
- 79:leaf=0.000406517327,cover=0
- 80:leaf=0.0110940551,cover=0
- 40:[LGI5<3.78836131] yes=81,no=82,missing=82,gain=0.417367309,cover=72
- 81:leaf=0.0012735849,cover=0
- 82:leaf=-0.00684584398,cover=0
- 20:[Pol<50.9985542] yes=41,no=42,missing=41,gain=0.756258368,cover=229
- 41:[Area5<0.714116395] yes=83,no=84,missing=84,gain=0.512157619,cover=87
- 83:leaf=-0.0056487117,cover=0
- 84:leaf=0.00855509657,cover=0
- 42:[PialArea5<0.267248243] yes=85,no=86,missing=85,gain=0.395694584,cover=142
- 85:leaf=-0.00739999348,cover=0
- 86:leaf=0.00209133886,cover=0
- 10:[Curv5<0.126145482] yes=21,no=22,missing=21,gain=2.46469951,cover=6464
- 21:[PialCurv5<0.0567538291] yes=43,no=44,missing=44,gain=3.53010488,cover=993
- 43:[Ecc<28.7730255] yes=87,no=88,missing=87,gain=2.44363356,cover=94
- 87:leaf=-0.0103171775,cover=0
- 88:leaf=0.00977102853,cover=0
- 44:[Ecc<20.3925476] yes=89,no=90,missing=89,gain=1.77838707,cover=899
- 89:leaf=0.00114483654,cover=0
- 90:leaf=0.00564380037,cover=0
- 22:[LGI5<3.74316525] yes=45,no=46,missing=46,gain=1.98141706,cover=5471
- 45:[Ecc<33.2971039] yes=91,no=92,missing=92,gain=1.91923356,cover=903
- 91:leaf=0.000580985972,cover=0
- 92:leaf=0.00548299309,cover=0
- 46:[PialCurv5<0.228302389] yes=93,no=94,missing=93,gain=1.84528053,cover=4568
- 93:leaf=-0.00243048579,cover=0
- 94:leaf=0.000124237471,cover=0
- 2:[Curv5<0.0896491781] yes=5,no=6,missing=5,gain=1.31408918,cover=4801343
- 5:[Sulc0<0.586347759] yes=11,no=12,missing=11,gain=4.29895401,cover=3964020
- 11:[LGI5<3.74316525] yes=23,no=24,missing=24,gain=2.26480198,cover=3866309
- 23:[LGI5<3.64692807] yes=47,no=48,missing=47,gain=2.95556927,cover=3811753
- 47:[Ecc<46.7494621] yes=95,no=96,missing=96,gain=2.38815451,cover=3768612
- 95:leaf=-5.11049666e-06,cover=0
- 96:leaf=0.000430749118,cover=0
- 48:[Ecc<11.0302963] yes=97,no=98,missing=98,gain=8.49803543,cover=43141
- 97:leaf=-0.00256571942,cover=0
- 98:leaf=0.000579976535,cover=0
- 24:[PialArea5<0.632563293] yes=49,no=50,missing=49,gain=4.07493305,cover=54556
- 49:[LGI5<3.84897733] yes=99,no=100,missing=100,gain=4.10917187,cover=5968
- 99:leaf=2.30955684e-05,cover=0
- 100:leaf=-0.0026452879,cover=0
- 50:[Area5<0.782137334] yes=101,no=102,missing=101,gain=2.67497945,cover=48588
- 101:leaf=-0.000318111473,cover=0
- 102:leaf=0.000757753092,cover=0
- 12:[Ecc<4.46987629] yes=25,no=26,missing=26,gain=5.6678648,cover=97711
- 25:[Curv5<0.0257103238] yes=51,no=52,missing=51,gain=1.3778615,cover=60
- 51:[Pol<105.995506] yes=103,no=104,missing=103,gain=0.0182634145,cover=7
- 103:leaf=0.00158504106,cover=0
- 104:leaf=0.00722590089,cover=0
- 52:[PialCurv5<0.0932018384] yes=105,no=106,missing=105,gain=1.14492559,cover=53
- 105:leaf=-0.0273382366,cover=0
- 106:leaf=-0.0115633737,cover=0
- 26:[Area5<0.562355936] yes=53,no=54,missing=53,gain=4.59856272,cover=97651
- 53:[Sulc0<0.966456771] yes=107,no=108,missing=108,gain=4.61147785,cover=1945
- 107:leaf=-0.00133789412,cover=0
- 108:leaf=-0.0102508022,cover=0
- 54:[Curv5<-0.0983823985] yes=109,no=110,missing=110,gain=4.63203764,cover=95706
- 109:leaf=-0.00329044089,cover=0
- 110:leaf=0.000425782026,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=13,gain=4.36170197,cover=837323
- 13:[LGI5<3.03694534] yes=27,no=28,missing=27,gain=12.8954363,cover=364408
- 27:[Pol<87.3220139] yes=55,no=56,missing=55,gain=7.07818222,cover=360556
- 55:[Area5<0.639429986] yes=111,no=112,missing=111,gain=7.33664465,cover=59215
- 111:leaf=-0.000582767185,cover=0
- 112:leaf=0.000813630119,cover=0
- 56:[Pol<121.948479] yes=113,no=114,missing=114,gain=6.97261047,cover=301341
- 113:leaf=-0.000177850088,cover=0
- 114:leaf=0.000433792826,cover=0
- 28:[Sulc0<-0.237935558] yes=57,no=58,missing=57,gain=4.82683086,cover=3852
- 57:[Pol<55.3432045] yes=115,no=116,missing=115,gain=19.1803741,cover=510
- 115:leaf=0.000174152927,cover=0
- 116:leaf=0.0203311574,cover=0
- 58:[Sulc0<0.732260227] yes=117,no=118,missing=117,gain=3.57318449,cover=3342
- 117:leaf=0.00261466741,cover=0
- 118:leaf=-0.00511415396,cover=0
- 14:[Area5<0.877147377] yes=29,no=30,missing=30,gain=6.0060401,cover=472915
- 29:[PialArea5<0.651661396] yes=59,no=60,missing=59,gain=6.65414,cover=462500
- 59:[Pol<107.129471] yes=119,no=120,missing=119,gain=5.36246967,cover=436061
- 119:leaf=-0.000290765107,cover=0
- 120:leaf=6.47314155e-05,cover=0
- 60:[Sulc0<0.966456771] yes=121,no=122,missing=121,gain=5.13593292,cover=26439
- 121:leaf=-0.0010294317,cover=0
- 122:leaf=0.00594074046,cover=0
- 30:[Sulc0<0.795422614] yes=61,no=62,missing=61,gain=5.04140663,cover=10415
- 61:[Pol<146.122681] yes=123,no=124,missing=123,gain=2.54421997,cover=3029
- 123:leaf=0.00296131754,cover=0
- 124:leaf=-0.00682629272,cover=0
- 62:[Pol<106.604004] yes=125,no=126,missing=125,gain=4.24472857,cover=7386
- 125:leaf=-0.000140098608,cover=0
- 126:leaf=0.00343862781,cover=0
-booster[584]:
-0:[Ecc<1.41371143] yes=1,no=2,missing=1,gain=0.787956059,cover=5124388
- 1:[Pol<163.830338] yes=3,no=4,missing=4,gain=4.79214048,cover=463439
- 3:[Pol<67.3859482] yes=7,no=8,missing=7,gain=5.01505375,cover=397796
- 7:[PialCurv5<-0.0441194475] yes=15,no=16,missing=15,gain=5.86579466,cover=143088
- 15:[Curv5<-0.0881721899] yes=31,no=32,missing=31,gain=5.0835619,cover=118674
- 31:[LGI5<2.52671862] yes=63,no=64,missing=63,gain=3.58850408,cover=113047
- 63:leaf=-0.00027007758,cover=0
- 64:leaf=0.000569578435,cover=0
- 32:[LGI5<2.47264814] yes=65,no=66,missing=65,gain=6.67608309,cover=5627
- 65:leaf=0.00234654499,cover=0
- 66:leaf=-0.00168344041,cover=0
- 16:[Area5<0.877147377] yes=33,no=34,missing=34,gain=3.81158829,cover=24414
- 33:[Curv5<-0.108295463] yes=67,no=68,missing=67,gain=3.1142149,cover=24156
- 67:leaf=0.00102424133,cover=0
- 68:leaf=-0.00104448339,cover=0
- 34:[PialCurv5<0.010724308] yes=69,no=70,missing=70,gain=1.2299304,cover=258
- 69:leaf=-0.00409364142,cover=0
- 70:leaf=-0.0111573124,cover=0
- 8:[Curv5<-0.0881721899] yes=17,no=18,missing=18,gain=5.06651592,cover=254708
- 17:[Sulc0<-0.522449493] yes=35,no=36,missing=35,gain=13.1489468,cover=153107
- 35:[PialCurv5<-0.0693148375] yes=71,no=72,missing=72,gain=11.9425058,cover=136376
- 71:leaf=-8.3010782e-05,cover=0
- 72:leaf=0.00121227035,cover=0
- 36:[Area5<0.525751591] yes=73,no=74,missing=73,gain=7.92843533,cover=16731
- 73:leaf=0.000187668993,cover=0
- 74:leaf=-0.00212963112,cover=0
- 18:[PialCurv5<-0.0114707183] yes=37,no=38,missing=37,gain=12.6106796,cover=101601
- 37:[Area5<0.665633082] yes=75,no=76,missing=75,gain=4.98854637,cover=32775
- 75:leaf=0.00078578305,cover=0
- 76:leaf=0.0020993473,cover=0
- 38:[Pol<90.361351] yes=77,no=78,missing=77,gain=12.356143,cover=68826
- 77:leaf=0.00108747953,cover=0
- 78:leaf=-0.000397087977,cover=0
- 4:[PialArea5<0.658944428] yes=9,no=10,missing=10,gain=4.79448605,cover=65643
- 9:[LGI5<2.21018219] yes=19,no=20,missing=20,gain=3.01562476,cover=25348
- 19:[LGI5<2.18291569] yes=39,no=40,missing=39,gain=5.81947088,cover=2384
- 39:[Area5<0.663006425] yes=79,no=80,missing=80,gain=4.69913006,cover=1440
- 79:leaf=-0.00195924263,cover=0
- 80:leaf=0.00447690766,cover=0
- 40:[Area5<0.551487505] yes=81,no=82,missing=81,gain=2.82477951,cover=944
- 81:leaf=-0.00148760038,cover=0
- 82:leaf=0.00600476051,cover=0
- 20:[Area5<0.987501919] yes=41,no=42,missing=41,gain=3.02946615,cover=22964
- 41:[Ecc<0.783076942] yes=83,no=84,missing=83,gain=2.84592891,cover=22907
- 83:leaf=-0.000506064331,cover=0
- 84:leaf=0.000688692438,cover=0
- 42:[Curv5<0.0365542509] yes=85,no=86,missing=85,gain=0.414591551,cover=57
- 85:leaf=0.00718610361,cover=0
- 86:leaf=0.0161265712,cover=0
- 10:[Ecc<0.45941934] yes=21,no=22,missing=22,gain=2.42978859,cover=40295
- 21:[Sulc0<-0.457356662] yes=43,no=44,missing=43,gain=8.46528339,cover=12806
- 43:[Area5<0.987501919] yes=87,no=88,missing=87,gain=2.77589941,cover=11076
- 87:leaf=0.000336549943,cover=0
- 88:leaf=-0.0108238766,cover=0
- 44:[PialCurv5<0.101587482] yes=89,no=90,missing=89,gain=2.05884647,cover=1730
- 89:leaf=-0.00434158696,cover=0
- 90:leaf=-2.96122053e-05,cover=0
- 22:[Sulc0<-0.655889988] yes=45,no=46,missing=45,gain=4.25828362,cover=27489
- 45:[Area5<0.631603718] yes=91,no=92,missing=92,gain=17.7878399,cover=13738
- 91:leaf=-0.000538926281,cover=0
- 92:leaf=-0.00451014657,cover=0
- 46:[MidArea5<0.958388984] yes=93,no=94,missing=93,gain=4.65835857,cover=13751
- 93:leaf=-0.000556297426,cover=0
- 94:leaf=0.00682807807,cover=0
- 2:[Ecc<2.07756257] yes=5,no=6,missing=5,gain=2.79869342,cover=4660949
- 5:[Pol<148.336472] yes=11,no=12,missing=11,gain=7.64406729,cover=242980
- 11:[LGI5<2.99035311] yes=23,no=24,missing=23,gain=8.29614162,cover=206009
- 23:[LGI5<2.18291569] yes=47,no=48,missing=47,gain=6.39189816,cover=205818
- 47:[PialCurv5<0.104427323] yes=95,no=96,missing=95,gain=3.00081539,cover=8131
- 95:leaf=0.00181010016,cover=0
- 96:leaf=-0.000927918765,cover=0
- 48:[Pol<9.44515038] yes=97,no=98,missing=97,gain=6.02871943,cover=197687
- 97:leaf=-0.00118156837,cover=0
- 98:leaf=5.16586952e-05,cover=0
- 24:[PialCurv5<-0.0668589398] yes=49,no=50,missing=49,gain=1.1633873,cover=191
- 49:[LGI5<3.07360435] yes=99,no=100,missing=100,gain=0.289048672,cover=81
- 99:leaf=0.00466500781,cover=0
- 100:leaf=0.0143696386,cover=0
- 50:[Sulc0<0.20153527] yes=101,no=102,missing=101,gain=0.189888,cover=110
- 101:leaf=0.0145438537,cover=0
- 102:leaf=0.00694767525,cover=0
- 12:[Sulc0<-0.673217118] yes=25,no=26,missing=25,gain=14.8917656,cover=36971
- 25:[PialCurv5<-0.0905637741] yes=51,no=52,missing=51,gain=4.26625347,cover=26066
- 51:[Curv5<-0.168147355] yes=103,no=104,missing=104,gain=4.48747301,cover=18384
- 103:leaf=0.000127338455,cover=0
- 104:leaf=-0.00194059091,cover=0
- 52:[LGI5<2.40037155] yes=105,no=106,missing=105,gain=6.78326082,cover=7682
- 105:leaf=0.00262258062,cover=0
- 106:leaf=-0.000349625014,cover=0
- 26:[PialCurv5<0.0987490341] yes=53,no=54,missing=54,gain=5.36058998,cover=10905
- 53:[LGI5<2.56865931] yes=107,no=108,missing=107,gain=6.04603767,cover=10351
- 107:leaf=0.00321027008,cover=0
- 108:leaf=7.52444539e-05,cover=0
- 54:[Sulc0<-0.173886195] yes=109,no=110,missing=110,gain=1.4728502,cover=554
- 109:leaf=-0.000862589106,cover=0
- 110:leaf=-0.00671531586,cover=0
- 6:[Ecc<2.91795349] yes=13,no=14,missing=13,gain=1.93768156,cover=4417969
- 13:[LGI5<2.51629615] yes=27,no=28,missing=27,gain=8.23782253,cover=282873
- 27:[Pol<54.5053368] yes=55,no=56,missing=56,gain=8.85560799,cover=206365
- 55:[PialCurv5<-0.0758950338] yes=111,no=112,missing=112,gain=29.1310921,cover=45165
- 111:leaf=0.000164128418,cover=0
- 112:leaf=0.00394807616,cover=0
- 56:[Area5<0.64983958] yes=113,no=114,missing=114,gain=10.546443,cover=161200
- 113:leaf=0.000276501261,cover=0
- 114:leaf=-0.000532622566,cover=0
- 28:[Pol<94.4799194] yes=57,no=58,missing=57,gain=4.76378441,cover=76508
- 57:[Pol<54.5053368] yes=115,no=116,missing=116,gain=8.11287785,cover=36461
- 115:leaf=-0.000327441463,cover=0
- 116:leaf=-0.00183064525,cover=0
- 58:[MidArea5<0.82241106] yes=117,no=118,missing=117,gain=9.46362972,cover=40047
- 117:leaf=0.000151235043,cover=0
- 118:leaf=-0.00189664157,cover=0
- 14:[Curv5<-0.16496937] yes=29,no=30,missing=29,gain=2.03064561,cover=4135096
- 29:[PialCurv5<-0.0858580992] yes=59,no=60,missing=59,gain=43.880806,cover=1107573
- 59:[Pol<122.504936] yes=119,no=120,missing=119,gain=6.24312115,cover=1029692
- 119:leaf=0.000102768572,cover=0
- 120:leaf=-0.000143515193,cover=0
- 60:[Area5<0.667375207] yes=121,no=122,missing=122,gain=11.308239,cover=77881
- 121:leaf=0.000743721728,cover=0
- 122:leaf=0.00198986311,cover=0
- 30:[PialCurv5<-0.105644517] yes=61,no=62,missing=61,gain=35.5476112,cover=3027523
- 61:[PialArea5<0.777740717] yes=123,no=124,missing=123,gain=12.4980774,cover=67821
- 123:leaf=-0.000212594445,cover=0
- 124:leaf=0.00146302022,cover=0
- 62:[Sulc0<-0.271910518] yes=125,no=126,missing=126,gain=14.9964275,cover=2959702
- 125:leaf=-0.000255897641,cover=0
- 126:leaf=1.76766516e-05,cover=0
-booster[585]:
-0:[PialArea5<0.432214499] yes=1,no=2,missing=1,gain=0.767667532,cover=5124388
- 1:[PialCurv5<-0.0154925911] yes=3,no=4,missing=4,gain=2.80127859,cover=586041
- 3:[Pol<102.241241] yes=7,no=8,missing=7,gain=1.50025511,cover=6428
- 7:[Curv5<0.137416571] yes=15,no=16,missing=15,gain=2.07453752,cover=3378
- 15:[LGI5<2.65113688] yes=31,no=32,missing=31,gain=1.38540506,cover=3082
- 31:[Curv5<-0.0530214235] yes=63,no=64,missing=63,gain=1.91604948,cover=1151
- 63:leaf=-0.00120386097,cover=0
- 64:leaf=-0.00530665694,cover=0
- 32:[LGI5<2.67938972] yes=65,no=66,missing=66,gain=2.61714315,cover=1931
- 65:leaf=0.00715149706,cover=0
- 66:leaf=-0.00167552102,cover=0
- 16:[Ecc<7.39671755] yes=33,no=34,missing=33,gain=1.80680919,cover=296
- 33:[LGI5<2.66052985] yes=67,no=68,missing=67,gain=4.64307785,cover=123
- 67:leaf=0.000573454367,cover=0
- 68:leaf=0.021726111,cover=0
- 34:[Sulc0<0.849368811] yes=69,no=70,missing=69,gain=1.96012509,cover=173
- 69:leaf=-0.00575325917,cover=0
- 70:leaf=0.00489412667,cover=0
- 8:[Curv5<0.118689038] yes=17,no=18,missing=17,gain=3.97002864,cover=3050
- 17:[Pol<127.133438] yes=35,no=36,missing=35,gain=3.61418414,cover=2571
- 35:[PialCurv5<-0.0314326771] yes=71,no=72,missing=72,gain=1.54689765,cover=1188
- 71:leaf=0.00360754179,cover=0
- 72:leaf=-0.00067283801,cover=0
- 36:[Sulc0<0.0850813463] yes=73,no=74,missing=73,gain=1.87680483,cover=1383
- 73:leaf=-0.00046972683,cover=0
- 74:leaf=-0.00621301634,cover=0
- 18:[Curv5<0.195079193] yes=37,no=38,missing=37,gain=1.04574108,cover=479
- 37:[Ecc<9.17092323] yes=75,no=76,missing=75,gain=0.924563408,cover=446
- 75:leaf=-0.0037790325,cover=0
- 76:leaf=-0.00932350382,cover=0
- 38:[Ecc<11.8489361] yes=77,no=78,missing=78,gain=1.1340127,cover=33
- 77:leaf=-0.00291846646,cover=0
- 78:leaf=0.0157625526,cover=0
- 4:[Pol<68.895668] yes=9,no=10,missing=9,gain=3.66123939,cover=579613
- 9:[Curv5<0.124281213] yes=19,no=20,missing=19,gain=6.38404179,cover=18759
- 19:[LGI5<3.06122994] yes=39,no=40,missing=40,gain=7.93286037,cover=4213
- 39:[LGI5<2.77946544] yes=79,no=80,missing=79,gain=2.1876173,cover=1703
- 79:leaf=0.0017370159,cover=0
- 80:leaf=-0.00185178767,cover=0
- 40:[Ecc<35.8605728] yes=81,no=82,missing=81,gain=5.05152702,cover=2510
- 81:leaf=0.00607730681,cover=0
- 82:leaf=0.00149427797,cover=0
- 20:[LGI5<3.56741142] yes=41,no=42,missing=41,gain=2.51138592,cover=14546
- 41:[Sulc0<-0.0250212289] yes=83,no=84,missing=84,gain=1.56044602,cover=12819
- 83:leaf=0.00174011814,cover=0
- 84:leaf=-0.000161560878,cover=0
- 42:[LGI5<3.94193578] yes=85,no=86,missing=85,gain=2.00008631,cover=1727
- 85:leaf=0.0026348508,cover=0
- 86:leaf=-0.00285592768,cover=0
- 10:[Pol<109.773643] yes=21,no=22,missing=21,gain=3.11017513,cover=560854
- 21:[Sulc0<-0.312649339] yes=43,no=44,missing=43,gain=5.59349442,cover=438306
- 43:[LGI5<2.30180311] yes=87,no=88,missing=88,gain=8.61776543,cover=1345
- 87:leaf=-0.002035385,cover=0
- 88:leaf=0.0062548439,cover=0
- 44:[Ecc<32.0879669] yes=89,no=90,missing=89,gain=2.57269335,cover=436961
- 89:leaf=-7.09141677e-05,cover=0
- 90:leaf=0.000328098628,cover=0
- 22:[Sulc0<1.11117697] yes=45,no=46,missing=46,gain=4.20353985,cover=122548
- 45:[PialCurv5<0.270000219] yes=91,no=92,missing=91,gain=2.99365282,cover=120507
- 91:leaf=0.0005365088,cover=0
- 92:leaf=3.70107264e-05,cover=0
- 46:[MidArea5<0.49446398] yes=93,no=94,missing=94,gain=2.6018877,cover=2041
- 93:leaf=0.001341547,cover=0
- 94:leaf=-0.00294167059,cover=0
- 2:[Curv5<0.083802022] yes=5,no=6,missing=5,gain=2.2671628,cover=4538347
- 5:[Sulc0<0.495946974] yes=11,no=12,missing=11,gain=3.74773884,cover=3883098
- 11:[LGI5<3.74316525] yes=23,no=24,missing=23,gain=2.38194585,cover=3755679
- 23:[LGI5<3.64692807] yes=47,no=48,missing=48,gain=2.81728983,cover=3703659
- 47:[Ecc<24.7238369] yes=95,no=96,missing=95,gain=2.42193389,cover=3662335
- 95:leaf=1.33290514e-05,cover=0
- 96:leaf=-0.000113674279,cover=0
- 48:[Ecc<11.0302963] yes=97,no=98,missing=98,gain=7.65471172,cover=41324
- 97:leaf=-0.00245463173,cover=0
- 98:leaf=0.000575194892,cover=0
- 24:[PialArea5<0.669517875] yes=49,no=50,missing=49,gain=4.21759558,cover=52020
- 49:[Pol<93.3357697] yes=99,no=100,missing=99,gain=4.90859842,cover=7179
- 99:leaf=-0.00259405538,cover=0
- 100:leaf=4.79233713e-05,cover=0
- 50:[Area5<0.782137334] yes=101,no=102,missing=101,gain=2.45571685,cover=44841
- 101:leaf=-0.000306360773,cover=0
- 102:leaf=0.000761201314,cover=0
- 12:[Ecc<4.27275372] yes=25,no=26,missing=25,gain=8.53464127,cover=127419
- 25:[LGI5<2.62853003] yes=51,no=52,missing=52,gain=2.8911972,cover=178
- 51:[Ecc<2.97906685] yes=103,no=104,missing=103,gain=1.43785548,cover=128
- 103:leaf=0.00274569052,cover=0
- 104:leaf=-0.0095337024,cover=0
- 52:[LGI5<2.69470191] yes=105,no=106,missing=105,gain=1.89341259,cover=50
- 105:leaf=-0.02519284,cover=0
- 106:leaf=7.08496591e-05,cover=0
- 26:[Curv5<-0.112134233] yes=53,no=54,missing=53,gain=7.3342967,cover=127241
- 53:[Pol<157.22821] yes=107,no=108,missing=107,gain=5.38610506,cover=1775
- 107:leaf=-0.00352038816,cover=0
- 108:leaf=0.00931076519,cover=0
- 54:[PialCurv5<0.175003663] yes=109,no=110,missing=110,gain=7.12967348,cover=125466
- 109:leaf=0.000443461264,cover=0
- 110:leaf=-0.000972039241,cover=0
- 6:[Pol<48.3047981] yes=13,no=14,missing=14,gain=3.99240446,cover=655249
- 13:[PialCurv5<0.107261039] yes=27,no=28,missing=28,gain=7.67183685,cover=18780
- 27:[LGI5<3.27544355] yes=55,no=56,missing=56,gain=10.216939,cover=4711
- 55:[Ecc<2.19188094] yes=111,no=112,missing=111,gain=5.46407938,cover=3122
- 111:leaf=-0.00414452096,cover=0
- 112:leaf=0.00161050505,cover=0
- 56:[Ecc<18.8860435] yes=113,no=114,missing=113,gain=9.47280312,cover=1589
- 113:leaf=-0.00126136537,cover=0
- 114:leaf=0.00779327378,cover=0
- 28:[Ecc<0.783076942] yes=57,no=58,missing=57,gain=3.44566226,cover=14069
- 57:[MidArea5<0.759348273] yes=115,no=116,missing=115,gain=6.93014145,cover=417
- 115:leaf=-0.00537369167,cover=0
- 116:leaf=0.0390055887,cover=0
- 58:[LGI5<2.57675576] yes=117,no=118,missing=117,gain=4.0889616,cover=13652
- 117:leaf=0.00324557698,cover=0
- 118:leaf=-6.64757681e-05,cover=0
- 14:[Pol<114.966316] yes=29,no=30,missing=29,gain=4.58616924,cover=636469
- 29:[LGI5<3.35709596] yes=59,no=60,missing=60,gain=8.80647278,cover=435605
- 59:[LGI5<2.21018219] yes=119,no=120,missing=119,gain=5.41413593,cover=389903
- 119:leaf=-0.00151302293,cover=0
- 120:leaf=-0.000103281774,cover=0
- 60:[Ecc<8.17402458] yes=121,no=122,missing=122,gain=8.67779827,cover=45702
- 121:leaf=0.0076140645,cover=0
- 122:leaf=-0.000917951867,cover=0
- 30:[MidArea5<0.677069247] yes=61,no=62,missing=62,gain=4.70390415,cover=200864
- 61:[PialCurv5<0.196748361] yes=123,no=124,missing=123,gain=5.98255062,cover=156875
- 123:leaf=0.000525104115,cover=0
- 124:leaf=-9.25062777e-05,cover=0
- 62:[Sulc0<0.869075775] yes=125,no=126,missing=125,gain=4.06126976,cover=43989
- 125:leaf=-0.000432329805,cover=0
- 126:leaf=0.0035464589,cover=0
-booster[586]:
-0:[Curv5<-0.287682682] yes=1,no=2,missing=2,gain=0.760402024,cover=5124388
- 1:[PialCurv5<-0.0923183635] yes=3,no=4,missing=3,gain=3.588094,cover=180427
- 3:[Pol<164.532394] yes=7,no=8,missing=7,gain=1.56477165,cover=177285
- 7:[Pol<26.4235344] yes=15,no=16,missing=15,gain=1.58905911,cover=148128
- 15:[PialArea5<1.25128293] yes=31,no=32,missing=31,gain=1.71448648,cover=53209
- 31:[LGI5<3.40779543] yes=63,no=64,missing=63,gain=0.934050202,cover=50630
- 63:leaf=-2.32277798e-05,cover=0
- 64:leaf=0.000751479995,cover=0
- 32:[Area5<0.792350233] yes=65,no=66,missing=65,gain=1.14734054,cover=2579
- 65:leaf=-0.00181896519,cover=0
- 66:leaf=0.000780625734,cover=0
- 16:[Ecc<40.3354568] yes=33,no=34,missing=33,gain=2.2566874,cover=94919
- 33:[Sulc0<0.383163035] yes=67,no=68,missing=67,gain=3.41998458,cover=94068
- 67:leaf=0.00030504496,cover=0
- 68:leaf=-0.00955652725,cover=0
- 34:[PialArea5<0.795950115] yes=69,no=70,missing=69,gain=4.29949665,cover=851
- 69:leaf=0.000713243382,cover=0
- 70:leaf=0.00870458223,cover=0
- 8:[LGI5<2.18291569] yes=17,no=18,missing=18,gain=1.45272243,cover=29157
- 17:[LGI5<2.13090348] yes=35,no=36,missing=36,gain=1.7140125,cover=207
- 35:[PialCurv5<-0.175695807] yes=71,no=72,missing=71,gain=0.183264509,cover=109
- 71:leaf=0.00205568108,cover=0
- 72:leaf=-0.00206906232,cover=0
- 36:[Area5<0.380439579] yes=73,no=74,missing=74,gain=0.375530481,cover=98
- 73:leaf=0.00159820111,cover=0
- 74:leaf=0.0100760423,cover=0
- 18:[PialArea5<1.28208315] yes=37,no=38,missing=38,gain=1.2496593,cover=28950
- 37:[LGI5<2.23211861] yes=75,no=76,missing=75,gain=1.23166513,cover=28702
- 75:leaf=-0.00371915218,cover=0
- 76:leaf=-0.000173081105,cover=0
- 38:[Ecc<6.52965975] yes=77,no=78,missing=78,gain=1.29572797,cover=248
- 77:leaf=0.00181733072,cover=0
- 78:leaf=-0.0060852184,cover=0
- 4:[MidArea5<0.664561689] yes=9,no=10,missing=9,gain=2.36397409,cover=3142
- 9:[PialArea5<0.669517875] yes=19,no=20,missing=20,gain=1.02642047,cover=1695
- 19:[Curv5<-0.350989401] yes=39,no=40,missing=39,gain=1.1373558,cover=1216
- 39:[Pol<151.353775] yes=79,no=80,missing=79,gain=1.74566257,cover=768
- 79:leaf=-0.00282153836,cover=0
- 80:leaf=0.00755241839,cover=0
- 40:[LGI5<3.01963663] yes=81,no=82,missing=81,gain=1.44405055,cover=448
- 81:leaf=0.00288363616,cover=0
- 82:leaf=-0.00316705974,cover=0
- 20:[Area5<0.545738399] yes=41,no=42,missing=41,gain=1.06763387,cover=479
- 41:[Sulc0<-0.684786558] yes=83,no=84,missing=84,gain=1.77725089,cover=315
- 83:leaf=-0.00124387059,cover=0
- 84:leaf=0.00640578661,cover=0
- 42:[Pol<19.2006226] yes=85,no=86,missing=85,gain=0.544543445,cover=164
- 85:leaf=0.00520416675,cover=0
- 86:leaf=-0.00281026796,cover=0
- 10:[Ecc<16.2597466] yes=21,no=22,missing=22,gain=1.48201418,cover=1447
- 21:[PialCurv5<0.0128733069] yes=43,no=44,missing=43,gain=1.67621708,cover=1097
- 43:[Area5<0.582201123] yes=87,no=88,missing=88,gain=1.53363311,cover=1042
- 87:leaf=-0.00442256918,cover=0
- 88:leaf=-0.00034693288,cover=0
- 44:[Pol<149.072266] yes=89,no=90,missing=89,gain=0.265417814,cover=55
- 89:leaf=-0.0127959102,cover=0
- 90:leaf=-0.00474365335,cover=0
- 22:[LGI5<3.25380015] yes=45,no=46,missing=46,gain=0.825675488,cover=350
- 45:[PialCurv5<0.0285326894] yes=91,no=92,missing=92,gain=0.751309872,cover=254
- 91:leaf=-0.00497695385,cover=0
- 92:leaf=0.007422633,cover=0
- 46:[Ecc<35.8605728] yes=93,no=94,missing=93,gain=0.712393045,cover=96
- 93:leaf=-0.0108466251,cover=0
- 94:leaf=0.00740623241,cover=0
- 2:[Sulc0<-1.15707839] yes=5,no=6,missing=5,gain=1.01972091,cover=4943961
- 5:[PialCurv5<-0.10074953] yes=11,no=12,missing=12,gain=2.22814703,cover=46201
- 11:[Area5<0.694293797] yes=23,no=24,missing=23,gain=2.5474937,cover=41871
- 23:[Ecc<0.836319208] yes=47,no=48,missing=47,gain=2.10155463,cover=29865
- 47:[LGI5<2.35279679] yes=95,no=96,missing=96,gain=1.42451668,cover=4285
- 95:leaf=-0.000131817942,cover=0
- 96:leaf=0.00171215646,cover=0
- 48:[Ecc<2.54464626] yes=97,no=98,missing=97,gain=1.08751059,cover=25580
- 97:leaf=-0.000933941919,cover=0
- 98:leaf=-0.000271640951,cover=0
- 24:[LGI5<2.67457628] yes=49,no=50,missing=49,gain=1.26224804,cover=12006
- 49:[PialArea5<1.39628088] yes=99,no=100,missing=99,gain=1.78273082,cover=6175
- 99:leaf=0.00167346501,cover=0
- 100:leaf=-6.44303e-05,cover=0
- 50:[Pol<21.2328167] yes=101,no=102,missing=101,gain=1.07743156,cover=5831
- 101:leaf=-0.000553501246,cover=0
- 102:leaf=0.000858020678,cover=0
- 12:[LGI5<2.74134016] yes=25,no=26,missing=25,gain=2.87693167,cover=4330
- 25:[Ecc<3.35458159] yes=51,no=52,missing=52,gain=2.279387,cover=4000
- 51:[Curv5<-0.222158164] yes=103,no=104,missing=103,gain=1.22834194,cover=3313
- 103:leaf=0.00103462988,cover=0
- 104:leaf=-0.00156846049,cover=0
- 52:[PialArea5<0.908809483] yes=105,no=106,missing=106,gain=1.375103,cover=687
- 105:leaf=0.00362136564,cover=0
- 106:leaf=-0.0049336045,cover=0
- 26:[Ecc<18.3223667] yes=53,no=54,missing=53,gain=0.820639253,cover=330
- 53:[Curv5<-0.217408031] yes=107,no=108,missing=107,gain=0.649278045,cover=291
- 107:leaf=-0.00103045476,cover=0
- 108:leaf=0.00516129052,cover=0
- 54:[Area5<0.72690624] yes=109,no=110,missing=109,gain=0.413809121,cover=39
- 109:leaf=-0.00796193816,cover=0
- 110:leaf=0.00222089817,cover=0
- 6:[PialArea5<1.21550834] yes=13,no=14,missing=13,gain=1.23670149,cover=4897760
- 13:[Sulc0<-0.420901269] yes=27,no=28,missing=27,gain=1.39319134,cover=4634974
- 27:[PialCurv5<0.01500447] yes=55,no=56,missing=55,gain=4.10753536,cover=1585188
- 55:[Ecc<4.8056078] yes=111,no=112,missing=112,gain=4.69027185,cover=1518268
- 111:leaf=6.23393498e-05,cover=0
- 112:leaf=-0.000113523973,cover=0
- 56:[Pol<68.1421661] yes=113,no=114,missing=113,gain=13.7104683,cover=66920
- 113:leaf=0.000879253435,cover=0
- 114:leaf=-0.000820387329,cover=0
- 28:[LGI5<2.30690479] yes=57,no=58,missing=57,gain=3.38804317,cover=3049786
- 57:[LGI5<2.21018219] yes=115,no=116,missing=115,gain=4.44313669,cover=129518
- 115:leaf=-0.000236640713,cover=0
- 116:leaf=0.000434349349,cover=0
- 58:[Pol<9.44515038] yes=117,no=118,missing=117,gain=3.03909469,cover=2920268
- 117:leaf=-0.000411304383,cover=0
- 118:leaf=7.51730204e-06,cover=0
- 14:[Pol<34.3003769] yes=29,no=30,missing=30,gain=2.49533415,cover=262786
- 29:[LGI5<2.67457628] yes=59,no=60,missing=59,gain=5.55501652,cover=106215
- 59:[PialCurv5<-0.0758950338] yes=119,no=120,missing=119,gain=6.49004984,cover=48948
- 119:leaf=-0.000281839719,cover=0
- 120:leaf=-0.00219799369,cover=0
- 60:[Pol<23.2745647] yes=121,no=122,missing=121,gain=2.48532963,cover=57267
- 121:leaf=0.000489985279,cover=0
- 122:leaf=-0.000203226853,cover=0
- 30:[Ecc<9.38688755] yes=61,no=62,missing=61,gain=4.66656399,cover=156571
- 61:[Curv5<-0.0816265643] yes=123,no=124,missing=124,gain=5.03900099,cover=126566
- 123:leaf=0.000276642066,cover=0
- 124:leaf=0.00150514208,cover=0
- 62:[Pol<158.709351] yes=125,no=126,missing=125,gain=7.11061287,cover=30005
- 125:leaf=0.000466887461,cover=0
- 126:leaf=-0.00107339036,cover=0
-booster[587]:
-0:[Ecc<1.41371143] yes=1,no=2,missing=2,gain=0.765867472,cover=5124388
- 1:[Pol<166.64444] yes=3,no=4,missing=4,gain=4.32019186,cover=463439
- 3:[LGI5<2.90190363] yes=7,no=8,missing=7,gain=4.32807064,cover=407229
- 7:[Pol<67.3859482] yes=15,no=16,missing=15,gain=4.14237165,cover=406589
- 15:[PialCurv5<-0.0441194475] yes=31,no=32,missing=31,gain=5.43428898,cover=143035
- 31:[Curv5<-0.0881721899] yes=63,no=64,missing=64,gain=4.55408096,cover=118640
- 63:leaf=-0.000157031071,cover=0
- 64:leaf=0.00130087649,cover=0
- 32:[Area5<0.924216449] yes=65,no=66,missing=65,gain=3.44770241,cover=24395
- 65:leaf=-0.000853108882,cover=0
- 66:leaf=-0.00742899021,cover=0
- 16:[LGI5<2.77389717] yes=33,no=34,missing=33,gain=5.41267252,cover=263554
- 33:[Curv5<-0.0686563179] yes=67,no=68,missing=67,gain=4.93663502,cover=262414
- 67:leaf=-3.79835365e-05,cover=0
- 68:leaf=0.00041642916,cover=0
- 34:[PialArea5<1.13220918] yes=69,no=70,missing=69,gain=4.3387351,cover=1140
- 69:leaf=-0.0037689351,cover=0
- 70:leaf=0.0181807037,cover=0
- 8:[MidArea5<0.780140936] yes=17,no=18,missing=17,gain=4.08570242,cover=640
- 17:[Sulc0<-0.487093836] yes=35,no=36,missing=36,gain=2.92127943,cover=421
- 35:[Area5<0.665633082] yes=71,no=72,missing=71,gain=0.967414796,cover=322
- 71:leaf=1.1961688e-05,cover=0
- 72:leaf=-0.00781794265,cover=0
- 36:[Area5<0.623097897] yes=73,no=74,missing=74,gain=0.819260597,cover=99
- 73:leaf=0.00185982662,cover=0
- 74:leaf=0.0117136808,cover=0
- 18:[Ecc<0.295587689] yes=37,no=38,missing=37,gain=0.472162247,cover=219
- 37:[Sulc0<-0.614971876] yes=75,no=76,missing=76,gain=0.0100859506,cover=11
- 75:leaf=-0.00216912874,cover=0
- 76:leaf=0.000703424972,cover=0
- 38:[PialArea5<1.17753279] yes=77,no=78,missing=77,gain=0.256718636,cover=208
- 77:leaf=0.0111588314,cover=0
- 78:leaf=0.00673829485,cover=0
- 4:[PialArea5<0.658944428] yes=9,no=10,missing=10,gain=4.61750746,cover=56210
- 9:[LGI5<2.21018219] yes=19,no=20,missing=19,gain=2.88386536,cover=22167
- 19:[LGI5<2.18291569] yes=39,no=40,missing=39,gain=4.58990812,cover=2085
- 39:[Area5<0.664770067] yes=79,no=80,missing=79,gain=3.84454656,cover=1262
- 79:leaf=-0.00165853987,cover=0
- 80:leaf=0.00465091271,cover=0
- 40:[Area5<0.551487505] yes=81,no=82,missing=81,gain=2.21355772,cover=823
- 81:leaf=-0.00132851419,cover=0
- 82:leaf=0.00586265465,cover=0
- 20:[Ecc<0.783076942] yes=41,no=42,missing=42,gain=2.51207948,cover=20082
- 41:[Sulc0<-0.338601172] yes=83,no=84,missing=83,gain=3.08563089,cover=13606
- 83:leaf=-0.00116225588,cover=0
- 84:leaf=0.000350947143,cover=0
- 42:[LGI5<2.26652193] yes=85,no=86,missing=86,gain=5.03169441,cover=6476
- 85:leaf=-0.00311491708,cover=0
- 86:leaf=0.00122291292,cover=0
- 10:[LGI5<2.26652193] yes=21,no=22,missing=21,gain=2.85944366,cover=34043
- 21:[LGI5<2.23211861] yes=43,no=44,missing=44,gain=2.99801636,cover=5809
- 43:[PialCurv5<0.0331302322] yes=87,no=88,missing=88,gain=2.86943555,cover=3728
- 87:leaf=-0.000604330038,cover=0
- 88:leaf=-0.00587636512,cover=0
- 44:[Area5<0.603367925] yes=89,no=90,missing=90,gain=3.19129276,cover=2081
- 89:leaf=-0.0013535599,cover=0
- 90:leaf=-0.0052719689,cover=0
- 22:[LGI5<2.45281005] yes=45,no=46,missing=45,gain=2.56539202,cover=28234
- 45:[Sulc0<-0.195981219] yes=91,no=92,missing=91,gain=2.568048,cover=17608
- 91:leaf=-0.000196794965,cover=0
- 92:leaf=-0.00605663937,cover=0
- 46:[Sulc0<-0.609302223] yes=93,no=94,missing=93,gain=2.6756649,cover=10626
- 93:leaf=-0.00192391803,cover=0
- 94:leaf=-0.000318336941,cover=0
- 2:[Ecc<2.07756257] yes=5,no=6,missing=5,gain=2.47326088,cover=4660949
- 5:[Pol<148.336472] yes=11,no=12,missing=12,gain=6.87059069,cover=242980
- 11:[LGI5<2.99035311] yes=23,no=24,missing=24,gain=7.5015502,cover=206009
- 23:[LGI5<2.18291569] yes=47,no=48,missing=47,gain=5.86451054,cover=205818
- 47:[Curv5<-0.171285838] yes=95,no=96,missing=95,gain=2.75446224,cover=8131
- 95:leaf=0.000210636761,cover=0
- 96:leaf=0.00209519151,cover=0
- 48:[Pol<9.44515038] yes=97,no=98,missing=97,gain=5.40032911,cover=197687
- 97:leaf=-0.00111998455,cover=0
- 98:leaf=4.72028441e-05,cover=0
- 24:[PialCurv5<-0.0595124774] yes=49,no=50,missing=50,gain=1.05916786,cover=191
- 49:[LGI5<3.04290652] yes=99,no=100,missing=100,gain=0.321263194,cover=87
- 99:leaf=0.00350561598,cover=0
- 100:leaf=0.00998880807,cover=0
- 50:[Sulc0<0.20153527] yes=101,no=102,missing=101,gain=0.185639858,cover=104
- 101:leaf=0.0141220158,cover=0
- 102:leaf=0.00663068844,cover=0
- 12:[Sulc0<-0.673217118] yes=25,no=26,missing=26,gain=13.4698792,cover=36971
- 25:[PialCurv5<-0.0905637741] yes=51,no=52,missing=51,gain=3.85133576,cover=26066
- 51:[Curv5<-0.168147355] yes=103,no=104,missing=103,gain=4.05341339,cover=18384
- 103:leaf=0.000117669872,cover=0
- 104:leaf=-0.00184770429,cover=0
- 52:[LGI5<2.40037155] yes=105,no=106,missing=105,gain=6.12210178,cover=7682
- 105:leaf=0.00248820847,cover=0
- 106:leaf=-0.000335434306,cover=0
- 26:[PialCurv5<0.0987490341] yes=53,no=54,missing=53,gain=4.83636475,cover=10905
- 53:[LGI5<2.56865931] yes=107,no=108,missing=107,gain=5.46379471,cover=10351
- 107:leaf=0.00304901833,cover=0
- 108:leaf=6.87686334e-05,cover=0
- 54:[Sulc0<-0.173886195] yes=109,no=110,missing=109,gain=1.33372462,cover=554
- 109:leaf=-0.000817324792,cover=0
- 110:leaf=-0.00638675783,cover=0
- 6:[Ecc<2.97906685] yes=13,no=14,missing=13,gain=1.7911371,cover=4417969
- 13:[Pol<53.6550331] yes=27,no=28,missing=27,gain=7.65104485,cover=302890
- 27:[Curv5<-0.138079464] yes=55,no=56,missing=55,gain=26.7615585,cover=68730
- 55:[PialArea5<0.911882102] yes=111,no=112,missing=112,gain=7.19272566,cover=57980
- 111:leaf=0.00111436844,cover=0
- 112:leaf=-0.000340282655,cover=0
- 56:[Pol<16.156723] yes=113,no=114,missing=113,gain=8.00190926,cover=10750
- 113:leaf=0.000466562546,cover=0
- 114:leaf=0.00349332322,cover=0
- 28:[Pol<87.3220139] yes=57,no=58,missing=57,gain=17.0719833,cover=234160
- 57:[PialCurv5<0.00652291393] yes=115,no=116,missing=115,gain=22.8631439,cover=58666
- 115:leaf=-0.00164106057,cover=0
- 116:leaf=0.000512114493,cover=0
- 58:[LGI5<2.29093218] yes=117,no=118,missing=117,gain=5.05711365,cover=175494
- 117:leaf=0.000599207357,cover=0
- 118:leaf=-0.000127522653,cover=0
- 14:[Curv5<-0.16496937] yes=29,no=30,missing=29,gain=1.94366014,cover=4115079
- 29:[PialCurv5<-0.0858580992] yes=59,no=60,missing=59,gain=40.0556717,cover=1101278
- 59:[Sulc0<-0.0936657563] yes=119,no=120,missing=119,gain=5.97093773,cover=1023816
- 119:leaf=2.86980594e-06,cover=0
- 120:leaf=-0.000660048332,cover=0
- 60:[MidArea5<0.7689417] yes=121,no=122,missing=121,gain=10.1086273,cover=77462
- 121:leaf=0.000585949048,cover=0
- 122:leaf=0.00172832946,cover=0
- 30:[PialCurv5<-0.105644517] yes=61,no=62,missing=61,gain=31.6199989,cover=3013801
- 61:[PialArea5<0.724588811] yes=123,no=124,missing=123,gain=11.6883945,cover=67313
- 123:leaf=-0.000584411144,cover=0
- 124:leaf=0.00132139563,cover=0
- 62:[Sulc0<-0.271910518] yes=125,no=126,missing=126,gain=13.3905754,cover=2946488
- 125:leaf=-0.000242760041,cover=0
- 126:leaf=1.67163143e-05,cover=0
-booster[588]:
-0:[PialArea5<0.884929597] yes=1,no=2,missing=1,gain=0.789810359,cover=5124388
- 1:[PialCurv5<-0.111886919] yes=3,no=4,missing=4,gain=2.27932954,cover=3308575
- 3:[Curv5<-0.214297205] yes=7,no=8,missing=7,gain=8.02240181,cover=425028
- 7:[PialCurv5<-0.210138425] yes=15,no=16,missing=15,gain=2.04710007,cover=317262
- 15:[Ecc<0.353712648] yes=31,no=32,missing=31,gain=2.34946728,cover=14996
- 31:[Sulc0<-0.620624542] yes=63,no=64,missing=63,gain=0.0540087223,cover=21
- 63:leaf=0.0201599076,cover=0
- 64:leaf=0.0117377639,cover=0
- 32:[Curv5<-0.310856104] yes=65,no=66,missing=65,gain=2.37572145,cover=14975
- 65:leaf=0.000264795235,cover=0
- 66:leaf=0.00211030478,cover=0
- 16:[Sulc0<0.272107065] yes=33,no=34,missing=33,gain=2.58476806,cover=302266
- 33:[Ecc<1.85215485] yes=67,no=68,missing=67,gain=1.63092446,cover=301482
- 67:leaf=-0.000316980731,cover=0
- 68:leaf=-2.47457933e-06,cover=0
- 34:[Pol<149.795395] yes=69,no=70,missing=69,gain=3.14714193,cover=784
- 69:leaf=-0.00389718241,cover=0
- 70:leaf=0.00736334641,cover=0
- 8:[Area5<0.545738399] yes=17,no=18,missing=17,gain=11.9871759,cover=107766
- 17:[PialArea5<0.82654506] yes=35,no=36,missing=36,gain=2.800565,cover=42693
- 35:[PialCurv5<-0.130995557] yes=71,no=72,missing=71,gain=2.49116254,cover=31990
- 71:leaf=0.000148349238,cover=0
- 72:leaf=-0.000762130192,cover=0
- 36:[Sulc0<-0.895242691] yes=73,no=74,missing=74,gain=2.37647295,cover=10703
- 73:leaf=-0.000578150095,cover=0
- 74:leaf=0.00102286402,cover=0
- 18:[PialCurv5<-0.135003537] yes=37,no=38,missing=37,gain=6.38489723,cover=65073
- 37:[Pol<141.801834] yes=75,no=76,missing=76,gain=6.17457581,cover=16053
- 75:leaf=0.00106713828,cover=0
- 76:leaf=0.00314922375,cover=0
- 38:[Area5<0.790145099] yes=77,no=78,missing=78,gain=2.98657179,cover=49020
- 77:leaf=0.000666691398,cover=0
- 78:leaf=-0.00207410986,cover=0
- 4:[Curv5<-0.0343657099] yes=9,no=10,missing=9,gain=4.04342031,cover=2883547
- 9:[Area5<0.598585367] yes=19,no=20,missing=20,gain=9.348423,cover=729424
- 19:[Ecc<17.2700901] yes=39,no=40,missing=39,gain=12.0833368,cover=290590
- 39:[Ecc<6.58772182] yes=79,no=80,missing=79,gain=14.3315659,cover=265049
- 79:leaf=0.000206425742,cover=0
- 80:leaf=-0.000630245486,cover=0
- 40:[Pol<34.3003769] yes=81,no=82,missing=81,gain=13.9564676,cover=25541
- 81:leaf=-0.0011991607,cover=0
- 82:leaf=0.00171374157,cover=0
- 20:[Pol<156.492447] yes=41,no=42,missing=41,gain=10.4723454,cover=438834
- 41:[Pol<109.248352] yes=83,no=84,missing=84,gain=11.8734035,cover=366650
- 83:leaf=-0.000117661424,cover=0
- 84:leaf=-0.000687671825,cover=0
- 42:[Ecc<1.10530448] yes=85,no=86,missing=85,gain=10.3317623,cover=72184
- 85:leaf=-0.00144429237,cover=0
- 86:leaf=0.000481010851,cover=0
- 10:[PialCurv5<-0.0858580992] yes=21,no=22,missing=21,gain=3.93834281,cover=2154123
- 21:[Pol<92.7492142] yes=43,no=44,missing=44,gain=5.64411449,cover=2466
- 43:[Ecc<8.87956142] yes=87,no=88,missing=87,gain=7.52113533,cover=1093
- 87:leaf=0.0078459112,cover=0
- 88:leaf=-0.00074702542,cover=0
- 44:[LGI5<2.18291569] yes=89,no=90,missing=90,gain=3.26727533,cover=1373
- 89:leaf=0.0110822599,cover=0
- 90:leaf=-0.000663645973,cover=0
- 22:[Pol<7.58674097] yes=45,no=46,missing=45,gain=4.11795902,cover=2151657
- 45:[Ecc<23.1745358] yes=91,no=92,missing=92,gain=17.6185188,cover=16675
- 91:leaf=-0.00136229058,cover=0
- 92:leaf=0.00376213784,cover=0
- 46:[Sulc0<-0.690729618] yes=93,no=94,missing=94,gain=4.83746481,cover=2134982
- 93:leaf=-0.00139706454,cover=0
- 94:leaf=1.18370181e-05,cover=0
- 2:[PialCurv5<-0.0957419723] yes=5,no=6,missing=6,gain=2.79397821,cover=1815813
- 5:[Curv5<-0.132798299] yes=11,no=12,missing=11,gain=88.3253174,cover=927606
- 11:[Sulc0<-0.34506914] yes=23,no=24,missing=23,gain=10.0835342,cover=904090
- 23:[Curv5<-0.146701202] yes=47,no=48,missing=47,gain=8.7697134,cover=839026
- 47:[Ecc<0.295587689] yes=95,no=96,missing=95,gain=6.5294733,cover=816341
- 95:leaf=-0.00165226066,cover=0
- 96:leaf=-8.05005402e-05,cover=0
- 48:[PialCurv5<-0.108766198] yes=97,no=98,missing=97,gain=15.2301083,cover=22685
- 97:leaf=0.00284062629,cover=0
- 98:leaf=3.69736008e-05,cover=0
- 24:[Ecc<33.2971039] yes=49,no=50,missing=49,gain=5.43121338,cover=65064
- 49:[Pol<116.093399] yes=99,no=100,missing=99,gain=6.29718208,cover=43439
- 99:leaf=-0.000221958529,cover=0
- 100:leaf=-0.00148067239,cover=0
- 50:[LGI5<3.53458858] yes=101,no=102,missing=101,gain=4.92104673,cover=21625
- 101:leaf=0.000243294795,cover=0
- 102:leaf=-0.00190992642,cover=0
- 12:[PialCurv5<-0.104067586] yes=25,no=26,missing=25,gain=8.65340424,cover=23516
- 25:[Area5<0.699748635] yes=51,no=52,missing=51,gain=7.01966095,cover=11046
- 51:[Curv5<-0.00633975025] yes=103,no=104,missing=104,gain=6.38973045,cover=5289
- 103:leaf=0.00280340458,cover=0
- 104:leaf=-0.0248382315,cover=0
- 52:[Ecc<7.54628181] yes=105,no=106,missing=106,gain=11.206665,cover=5757
- 105:leaf=0.00730579952,cover=0
- 106:leaf=0.00288567622,cover=0
- 26:[Curv5<-0.117843308] yes=53,no=54,missing=53,gain=8.83924866,cover=12470
- 53:[LGI5<2.13090348] yes=107,no=108,missing=107,gain=1.56070232,cover=7285
- 107:leaf=-0.00956968032,cover=0
- 108:leaf=0.00101537933,cover=0
- 54:[Area5<0.600206077] yes=109,no=110,missing=109,gain=3.81721497,cover=5185
- 109:leaf=-0.000388412562,cover=0
- 110:leaf=0.00411951309,cover=0
- 6:[Curv5<-0.158538193] yes=13,no=14,missing=13,gain=33.528244,cover=888207
- 13:[Sulc0<-0.592216015] yes=27,no=28,missing=28,gain=14.1046448,cover=147324
- 27:[Sulc0<-1.12931466] yes=55,no=56,missing=55,gain=4.83098841,cover=82084
- 55:[Curv5<-0.214297205] yes=111,no=112,missing=112,gain=1.51756239,cover=3022
- 111:leaf=0.000327358546,cover=0
- 112:leaf=-0.00226370501,cover=0
- 56:[Curv5<-0.26661092] yes=113,no=114,missing=113,gain=4.61618996,cover=79062
- 113:leaf=-0.00266776839,cover=0
- 114:leaf=0.000464920478,cover=0
- 28:[Ecc<4.73840666] yes=57,no=58,missing=58,gain=16.21315,cover=65240
- 57:[Pol<137.578873] yes=115,no=116,missing=115,gain=9.28654575,cover=9972
- 115:leaf=0.000332718366,cover=0
- 116:leaf=-0.00323239202,cover=0
- 58:[PialCurv5<-0.0715543851] yes=117,no=118,missing=117,gain=12.5207977,cover=55268
- 117:leaf=0.00129609136,cover=0
- 118:leaf=0.00320889545,cover=0
- 14:[MidArea5<0.816721499] yes=29,no=30,missing=29,gain=8.82758617,cover=740883
- 29:[Pol<68.895668] yes=59,no=60,missing=60,gain=6.83565569,cover=158293
- 59:[Area5<0.557224929] yes=119,no=120,missing=119,gain=4.58754969,cover=58853
- 119:leaf=-0.00191239081,cover=0
- 120:leaf=-3.29551658e-05,cover=0
- 60:[Area5<0.64784193] yes=121,no=122,missing=121,gain=7.64959908,cover=99440
- 121:leaf=0.00100260379,cover=0
- 122:leaf=0.000123926948,cover=0
- 30:[Area5<0.612264991] yes=61,no=62,missing=62,gain=7.57568121,cover=582590
- 61:[Pol<161.595886] yes=123,no=124,missing=123,gain=5.66363907,cover=7792
- 123:leaf=-0.00228258292,cover=0
- 124:leaf=0.00135697913,cover=0
- 62:[Pol<145.397461] yes=125,no=126,missing=125,gain=6.8784399,cover=574798
- 125:leaf=-0.00020675594,cover=0
- 126:leaf=0.00021383597,cover=0
-booster[589]:
-0:[Curv5<-0.256378978] yes=1,no=2,missing=2,gain=0.831225812,cover=5124388
- 1:[PialCurv5<-0.144106165] yes=3,no=4,missing=3,gain=5.27494669,cover=383095
- 3:[Curv5<-0.279226273] yes=7,no=8,missing=7,gain=3.43855762,cover=237479
- 7:[Ecc<0.836319208] yes=15,no=16,missing=15,gain=1.87169743,cover=161494
- 15:[LGI5<2.18291569] yes=31,no=32,missing=32,gain=1.5405097,cover=5626
- 31:[Area5<0.660333693] yes=63,no=64,missing=63,gain=0.434001327,cover=132
- 63:leaf=0.00542541966,cover=0
- 64:leaf=-0.00396230817,cover=0
- 32:[LGI5<2.29656005] yes=65,no=66,missing=65,gain=1.21687889,cover=5494
- 65:leaf=-0.00250389683,cover=0
- 66:leaf=-0.000607640599,cover=0
- 16:[Pol<143.959366] yes=33,no=34,missing=33,gain=1.8693465,cover=155868
- 33:[Pol<24.282547] yes=67,no=68,missing=67,gain=1.91693211,cover=102456
- 67:leaf=-3.22112974e-05,cover=0
- 68:leaf=0.000403846119,cover=0
- 34:[PialArea5<1.28208315] yes=69,no=70,missing=69,gain=1.52146423,cover=53412
- 69:leaf=-0.000129732332,cover=0
- 70:leaf=-0.00343720103,cover=0
- 8:[Area5<0.660333693] yes=17,no=18,missing=17,gain=2.26509094,cover=75985
- 17:[Area5<0.517926872] yes=35,no=36,missing=36,gain=2.50356674,cover=51621
- 35:[Ecc<4.33753681] yes=71,no=72,missing=71,gain=2.85509014,cover=13082
- 71:leaf=-0.000575338083,cover=0
- 72:leaf=0.000919251528,cover=0
- 36:[Sulc0<-0.047846999] yes=73,no=74,missing=74,gain=2.36733437,cover=38539
- 73:leaf=-0.00070605881,cover=0
- 74:leaf=-0.00499171298,cover=0
- 18:[Pol<9.44515038] yes=37,no=38,missing=37,gain=1.26785517,cover=24364
- 37:[MidArea5<0.707922041] yes=75,no=76,missing=76,gain=1.32055712,cover=3483
- 75:leaf=0.0119751813,cover=0
- 76:leaf=-0.000911155366,cover=0
- 38:[Sulc0<-0.911647499] yes=77,no=78,missing=77,gain=0.770192862,cover=20881
- 77:leaf=0.000590309442,cover=0
- 78:leaf=-3.91288013e-05,cover=0
- 4:[Area5<0.483568966] yes=9,no=10,missing=9,gain=4.46675539,cover=145616
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=19,gain=2.12847567,cover=25833
- 19:[Ecc<0.729281187] yes=39,no=40,missing=40,gain=0.904174805,cover=1108
- 39:[Pol<10.3232107] yes=79,no=80,missing=79,gain=1.59885836,cover=57
- 79:leaf=0.0244104546,cover=0
- 80:leaf=0.000328948227,cover=0
- 40:[Ecc<1.3629595] yes=81,no=82,missing=81,gain=1.17358184,cover=1051
- 81:leaf=-0.00662569935,cover=0
- 82:leaf=-0.00203911355,cover=0
- 20:[LGI5<3.64692807] yes=41,no=42,missing=42,gain=1.17743671,cover=24725
- 41:[Area5<0.404548973] yes=83,no=84,missing=83,gain=1.05985749,cover=24609
- 83:leaf=0.000304645451,cover=0
- 84:leaf=-0.000422886631,cover=0
- 42:[Pol<160.153915] yes=85,no=86,missing=85,gain=1.66083813,cover=116
- 85:leaf=0.00879106112,cover=0
- 86:leaf=-0.00403013499,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=21,gain=4.87555122,cover=119783
- 21:[LGI5<2.36467862] yes=43,no=44,missing=43,gain=2.29439139,cover=47891
- 43:[MidArea5<0.750180483] yes=87,no=88,missing=88,gain=1.9562124,cover=5573
- 87:leaf=0.000660308404,cover=0
- 88:leaf=-0.00146735052,cover=0
- 44:[Curv5<-0.350989401] yes=89,no=90,missing=89,gain=2.14322782,cover=42318
- 89:leaf=-0.00156023318,cover=0
- 90:leaf=0.000244264636,cover=0
- 22:[Pol<149.072266] yes=45,no=46,missing=45,gain=6.7905407,cover=71892
- 45:[Sulc0<-0.751221538] yes=91,no=92,missing=92,gain=3.92222595,cover=34897
- 91:leaf=0.000495309534,cover=0
- 92:leaf=0.00159748958,cover=0
- 46:[LGI5<2.23211861] yes=93,no=94,missing=93,gain=4.88417482,cover=36995
- 93:leaf=0.00462525338,cover=0
- 94:leaf=0.000149764601,cover=0
- 2:[PialCurv5<-0.164281175] yes=5,no=6,missing=6,gain=3.40595245,cover=4741293
- 5:[Curv5<-0.0773924068] yes=11,no=12,missing=11,gain=2.76887798,cover=22529
- 11:[Curv5<-0.220549613] yes=23,no=24,missing=23,gain=2.67729092,cover=22216
- 23:[Area5<0.987501919] yes=47,no=48,missing=47,gain=1.65931487,cover=16355
- 47:[Ecc<7.4459548] yes=95,no=96,missing=96,gain=1.2897172,cover=16263
- 95:leaf=4.65500671e-06,cover=0
- 96:leaf=0.000907031063,cover=0
- 48:[LGI5<2.89127874] yes=97,no=98,missing=98,gain=0.798165798,cover=92
- 97:leaf=-0.00951155089,cover=0
- 98:leaf=0.000384936779,cover=0
- 24:[Ecc<16.2597466] yes=49,no=50,missing=49,gain=4.0689888,cover=5861
- 49:[MidArea5<0.63161242] yes=99,no=100,missing=99,gain=5.02192402,cover=4745
- 99:leaf=-0.000696822826,cover=0
- 100:leaf=0.00313304598,cover=0
- 50:[Curv5<-0.174421206] yes=101,no=102,missing=101,gain=2.64335012,cover=1116
- 101:leaf=0.000516959757,cover=0
- 102:leaf=-0.00472622598,cover=0
- 12:[PialArea5<0.643814564] yes=25,no=26,missing=25,gain=3.23905611,cover=313
- 25:[Pol<165.944183] yes=51,no=52,missing=51,gain=1.49772906,cover=176
- 51:[Ecc<1.3629595] yes=103,no=104,missing=103,gain=1.30639136,cover=161
- 103:leaf=0.0103354584,cover=0
- 104:leaf=-0.00276680244,cover=0
- 52:[Curv5<0.0798443258] yes=105,no=106,missing=105,gain=0.00934553146,cover=15
- 105:leaf=0.0162138436,cover=0
- 106:leaf=0.00742990989,cover=0
- 26:[Ecc<11.8489361] yes=53,no=54,missing=53,gain=3.00054598,cover=137
- 53:[LGI5<2.55687809] yes=107,no=108,missing=108,gain=2.26389933,cover=96
- 107:leaf=-0.00890269689,cover=0
- 108:leaf=0.00934830867,cover=0
- 54:[MidArea5<0.639977157] yes=109,no=110,missing=110,gain=0.470515251,cover=41
- 109:leaf=-0.00936801359,cover=0
- 110:leaf=-0.0238302797,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=1.7059803,cover=4718764
- 13:[LGI5<2.45281005] yes=27,no=28,missing=27,gain=0.935940504,cover=21759
- 27:[Pol<58.6768646] yes=55,no=56,missing=55,gain=2.50893378,cover=13399
- 55:[PialArea5<0.798493028] yes=111,no=112,missing=112,gain=1.91901374,cover=1941
- 111:leaf=0.000607436523,cover=0
- 112:leaf=0.00384788634,cover=0
- 56:[Ecc<1.68457866] yes=113,no=114,missing=113,gain=1.23127007,cover=11458
- 113:leaf=-0.000586863665,cover=0
- 114:leaf=0.00045285697,cover=0
- 28:[LGI5<2.71502113] yes=57,no=58,missing=57,gain=2.33893299,cover=8360
- 57:[Pol<52.7894325] yes=115,no=116,missing=116,gain=2.02749062,cover=5403
- 115:leaf=-0.00161848997,cover=0
- 116:leaf=0.00177062245,cover=0
- 58:[Ecc<9.0678978] yes=117,no=118,missing=117,gain=1.17058921,cover=2957
- 117:leaf=-0.00143860362,cover=0
- 118:leaf=0.00057307299,cover=0
- 14:[Curv5<-0.0366821773] yes=29,no=30,missing=29,gain=1.47926962,cover=4697005
- 29:[Ecc<8.87956142] yes=59,no=60,missing=59,gain=4.65639973,cover=2378571
- 59:[Pol<43.7633247] yes=119,no=120,missing=120,gain=8.2560997,cover=1518262
- 119:leaf=0.000118883247,cover=0
- 120:leaf=-0.000155813832,cover=0
- 60:[Pol<39.9674568] yes=121,no=122,missing=121,gain=11.7578697,cover=860309
- 121:leaf=-0.000228664183,cover=0
- 122:leaf=0.000175184439,cover=0
- 30:[PialCurv5<-0.00569582684] yes=61,no=62,missing=62,gain=11.6329384,cover=2318434
- 61:[PialArea5<0.669517875] yes=123,no=124,missing=124,gain=22.4310837,cover=161083
- 123:leaf=-0.000505270727,cover=0
- 124:leaf=0.000800775771,cover=0
- 62:[Curv5<-0.00866711512] yes=125,no=126,missing=125,gain=6.65852308,cover=2157351
- 125:leaf=-0.000342805492,cover=0
- 126:leaf=1.05081799e-05,cover=0
-booster[590]:
-0:[Curv5<-0.256378978] yes=1,no=2,missing=2,gain=0.750234067,cover=5124388
- 1:[PialCurv5<-0.144106165] yes=3,no=4,missing=3,gain=4.76090002,cover=383095
- 3:[Curv5<-0.279226273] yes=7,no=8,missing=8,gain=3.10319257,cover=237479
- 7:[Ecc<0.836319208] yes=15,no=16,missing=16,gain=1.68925142,cover=161494
- 15:[LGI5<2.18291569] yes=31,no=32,missing=31,gain=1.39062023,cover=5626
- 31:[Area5<0.660333693] yes=63,no=64,missing=63,gain=0.393153727,cover=132
- 63:leaf=0.00515640853,cover=0
- 64:leaf=-0.00377834518,cover=0
- 32:[LGI5<2.29656005] yes=65,no=66,missing=65,gain=1.09837353,cover=5494
- 65:leaf=-0.002378823,cover=0
- 66:leaf=-0.000577264465,cover=0
- 16:[Pol<143.959366] yes=33,no=34,missing=33,gain=1.68712032,cover=155868
- 33:[Pol<24.282547] yes=67,no=68,missing=68,gain=1.73003066,cover=102456
- 67:leaf=-3.0602012e-05,cover=0
- 68:leaf=0.000383652456,cover=0
- 34:[PialArea5<1.36541271] yes=69,no=70,missing=69,gain=1.39505434,cover=53412
- 69:leaf=-0.000131867113,cover=0
- 70:leaf=-0.0055976212,cover=0
- 8:[Area5<0.659308732] yes=17,no=18,missing=17,gain=2.04780197,cover=75985
- 17:[Area5<0.517926872] yes=35,no=36,missing=36,gain=2.28014088,cover=51286
- 35:[Ecc<4.33753681] yes=71,no=72,missing=71,gain=2.5767684,cover=13082
- 71:leaf=-0.000546576688,cover=0
- 72:leaf=0.000873297104,cover=0
- 36:[Sulc0<-0.047846999] yes=73,no=74,missing=74,gain=2.12135267,cover=38204
- 73:leaf=-0.00067516428,cover=0
- 74:leaf=-0.00476351799,cover=0
- 18:[Pol<9.44515038] yes=37,no=38,missing=37,gain=1.06096065,cover=24699
- 37:[MidArea5<0.707922041] yes=75,no=76,missing=75,gain=1.19140959,cover=3520
- 75:leaf=0.0114063649,cover=0
- 76:leaf=-0.000833164086,cover=0
- 38:[PialCurv5<-0.190801308] yes=77,no=78,missing=78,gain=0.813737988,cover=21179
- 77:leaf=0.00170132914,cover=0
- 78:leaf=0.000110557572,cover=0
- 4:[Area5<0.630444467] yes=9,no=10,missing=10,gain=4.27021122,cover=145616
- 9:[Ecc<0.729281187] yes=19,no=20,missing=19,gain=2.69607067,cover=102579
- 19:[Ecc<0.45941934] yes=39,no=40,missing=40,gain=2.63710546,cover=6589
- 39:[MidArea5<1.02408183] yes=79,no=80,missing=79,gain=1.38712358,cover=2490
- 79:leaf=-0.000270047749,cover=0
- 80:leaf=0.0167706497,cover=0
- 40:[Pol<43.7633247] yes=81,no=82,missing=82,gain=2.63490915,cover=4099
- 81:leaf=0.000164768266,cover=0
- 82:leaf=0.00281440956,cover=0
- 20:[Sulc0<-0.493071198] yes=41,no=42,missing=41,gain=2.92297459,cover=95990
- 41:[LGI5<2.48931384] yes=83,no=84,missing=83,gain=1.8961432,cover=78257
- 83:leaf=0.000205490622,cover=0
- 84:leaf=-0.000292558194,cover=0
- 42:[Pol<66.6374893] yes=85,no=86,missing=86,gain=3.13194561,cover=17733
- 85:leaf=-0.000586370355,cover=0
- 86:leaf=0.000992567628,cover=0
- 10:[PialCurv5<-0.0410871245] yes=21,no=22,missing=22,gain=3.22254753,cover=43037
- 21:[PialArea5<1.13904655] yes=43,no=44,missing=43,gain=3.40028286,cover=42749
- 43:[LGI5<2.58096433] yes=87,no=88,missing=87,gain=3.19674206,cover=30363
- 87:leaf=0.00208706595,cover=0
- 88:leaf=0.000781552109,cover=0
- 44:[LGI5<3.06739473] yes=89,no=90,missing=89,gain=1.74014485,cover=12386
- 89:leaf=-0.000224550793,cover=0
- 90:leaf=0.00133730599,cover=0
- 22:[PialArea5<1.29873812] yes=45,no=46,missing=45,gain=1.53471017,cover=288
- 45:[Pol<128.334747] yes=91,no=92,missing=92,gain=1.08279014,cover=280
- 91:leaf=-0.00333032943,cover=0
- 92:leaf=-0.0104387589,cover=0
- 46:[Ecc<5.14592695] yes=93,no=94,missing=93,gain=0.254890501,cover=8
- 93:leaf=0.0189037267,cover=0
- 94:leaf=-0.00432235003,cover=0
- 2:[PialCurv5<-0.164281175] yes=5,no=6,missing=6,gain=3.07358909,cover=4741293
- 5:[Curv5<-0.0773924068] yes=11,no=12,missing=11,gain=2.49915743,cover=22529
- 11:[Curv5<-0.220549613] yes=23,no=24,missing=23,gain=2.41629791,cover=22216
- 23:[Area5<0.987501919] yes=47,no=48,missing=47,gain=1.49984264,cover=16355
- 47:[Ecc<7.4459548] yes=95,no=96,missing=95,gain=1.16398668,cover=16263
- 95:leaf=4.421428e-06,cover=0
- 96:leaf=0.000861684966,cover=0
- 48:[Ecc<15.5679035] yes=97,no=98,missing=97,gain=0.755674958,cover=92
- 97:leaf=-0.00741274888,cover=0
- 98:leaf=0.00796639081,cover=0
- 24:[PialCurv5<-0.190801308] yes=49,no=50,missing=49,gain=3.97661638,cover=5861
- 49:[Ecc<4.53598547] yes=99,no=100,missing=100,gain=2.23497033,cover=1226
- 99:leaf=0.00293261162,cover=0
- 100:leaf=-0.00217144401,cover=0
- 50:[MidArea5<0.621293068] yes=101,no=102,missing=102,gain=3.49259472,cover=4635
- 101:leaf=-0.000446048623,cover=0
- 102:leaf=0.0028974358,cover=0
- 12:[PialArea5<0.665998757] yes=25,no=26,missing=25,gain=2.94302034,cover=313
- 25:[LGI5<2.38303256] yes=51,no=52,missing=52,gain=1.43239987,cover=191
- 51:[Ecc<0.513775289] yes=103,no=104,missing=104,gain=0.627727509,cover=32
- 103:leaf=0.00763280829,cover=0
- 104:leaf=-0.0120729106,cover=0
- 52:[Sulc0<-0.047846999] yes=105,no=106,missing=105,gain=0.986175179,cover=159
- 105:leaf=0.0055875117,cover=0
- 106:leaf=-0.00227081613,cover=0
- 26:[Ecc<11.8489361] yes=53,no=54,missing=53,gain=2.63746452,cover=122
- 53:[LGI5<2.55687809] yes=107,no=108,missing=107,gain=2.14160872,cover=84
- 107:leaf=-0.00926753413,cover=0
- 108:leaf=0.00913831498,cover=0
- 54:[Area5<0.539561152] yes=109,no=110,missing=109,gain=0.488209248,cover=38
- 109:leaf=-0.00905497186,cover=0
- 110:leaf=-0.0238254182,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=1.5396893,cover=4718764
- 13:[LGI5<2.45281005] yes=27,no=28,missing=27,gain=0.844623685,cover=21759
- 27:[Pol<58.6768646] yes=55,no=56,missing=55,gain=2.26459599,cover=13399
- 55:[PialArea5<0.798493028] yes=111,no=112,missing=111,gain=1.73218179,cover=1941
- 111:leaf=0.000577087281,cover=0
- 112:leaf=0.00365575589,cover=0
- 56:[Ecc<1.68457866] yes=113,no=114,missing=113,gain=1.11126578,cover=11458
- 113:leaf=-0.000557530962,cover=0
- 114:leaf=0.000430223357,cover=0
- 28:[LGI5<2.71502113] yes=57,no=58,missing=57,gain=2.11091733,cover=8360
- 57:[Pol<52.7894325] yes=115,no=116,missing=115,gain=1.83001947,cover=5403
- 115:leaf=-0.00153773732,cover=0
- 116:leaf=0.00168210361,cover=0
- 58:[PialCurv5<-0.133997425] yes=117,no=118,missing=118,gain=1.06631207,cover=2957
- 117:leaf=0.00123073882,cover=0
- 118:leaf=-0.000869176816,cover=0
- 14:[Sulc0<-0.987509191] yes=29,no=30,missing=29,gain=1.40214646,cover=4697005
- 29:[PialArea5<0.730471373] yes=59,no=60,missing=60,gain=2.42629933,cover=161047
- 59:[LGI5<2.13090348] yes=119,no=120,missing=120,gain=2.86380959,cover=2196
- 119:leaf=-0.00534838857,cover=0
- 120:leaf=0.00197057752,cover=0
- 60:[PialCurv5<-0.0779728889] yes=121,no=122,missing=122,gain=3.07277441,cover=158851
- 121:leaf=-0.000132863061,cover=0
- 122:leaf=-0.00125020545,cover=0
- 30:[PialArea5<1.16111541] yes=61,no=62,missing=61,gain=1.73741269,cover=4535958
- 61:[Sulc0<-0.401674598] yes=123,no=124,missing=124,gain=2.06685781,cover=4222578
- 123:leaf=-6.65965417e-05,cover=0
- 124:leaf=9.57864631e-06,cover=0
- 62:[Area5<0.532936037] yes=125,no=126,missing=126,gain=2.37781191,cover=313380
- 125:leaf=0.00184287247,cover=0
- 126:leaf=9.76386436e-05,cover=0
-booster[591]:
-0:[PialArea5<0.780359626] yes=1,no=2,missing=1,gain=0.769558132,cover=5124388
- 1:[Area5<0.730491161] yes=3,no=4,missing=3,gain=6.76828861,cover=2481919
- 3:[Ecc<0.513775289] yes=7,no=8,missing=8,gain=3.15158844,cover=1934923
- 7:[Pol<139.671173] yes=15,no=16,missing=16,gain=4.10394478,cover=49870
- 15:[Area5<0.612264991] yes=31,no=32,missing=32,gain=5.44993305,cover=22484
- 31:[Sulc0<-0.956550419] yes=63,no=64,missing=64,gain=2.68676496,cover=13980
- 63:leaf=0.00283041014,cover=0
- 64:leaf=3.76473872e-05,cover=0
- 32:[Sulc0<-0.493071198] yes=65,no=66,missing=65,gain=10.2421217,cover=8504
- 65:leaf=0.00370754115,cover=0
- 66:leaf=0.000226017888,cover=0
- 16:[LGI5<2.21018219] yes=33,no=34,missing=34,gain=3.71406412,cover=27386
- 33:[Curv5<-0.0860676765] yes=67,no=68,missing=67,gain=4.40733528,cover=2763
- 67:leaf=-0.00232024328,cover=0
- 68:leaf=0.00265749986,cover=0
- 34:[PialCurv5<-0.0245349593] yes=69,no=70,missing=70,gain=2.08816195,cover=24623
- 69:leaf=0.000449865445,cover=0
- 70:leaf=-0.000569031981,cover=0
- 8:[MidArea5<0.70642072] yes=17,no=18,missing=18,gain=2.87757778,cover=1885053
- 17:[PialArea5<0.724588811] yes=35,no=36,missing=35,gain=2.79544139,cover=1747248
- 35:[Area5<0.659308732] yes=71,no=72,missing=71,gain=4.27670765,cover=1550255
- 71:leaf=-0.000164354438,cover=0
- 72:leaf=1.77924085e-06,cover=0
- 36:[Curv5<-0.0461937301] yes=73,no=74,missing=73,gain=5.67834806,cover=196993
- 73:leaf=3.19988658e-06,cover=0
- 74:leaf=0.00073486066,cover=0
- 18:[LGI5<2.5416429] yes=37,no=38,missing=37,gain=7.17768002,cover=137805
- 37:[PialCurv5<0.182067633] yes=75,no=76,missing=75,gain=5.43891811,cover=36761
- 75:leaf=-0.00101029733,cover=0
- 76:leaf=0.00224667951,cover=0
- 38:[Curv5<0.0407969989] yes=77,no=78,missing=78,gain=3.89518499,cover=101044
- 77:leaf=8.78584324e-05,cover=0
- 78:leaf=-0.000662640203,cover=0
- 4:[Sulc0<0.32645905] yes=9,no=10,missing=9,gain=8.87911797,cover=546996
- 9:[LGI5<2.46595764] yes=19,no=20,missing=19,gain=17.8309364,cover=199504
- 19:[Curv5<0.0322575867] yes=39,no=40,missing=39,gain=9.10945702,cover=52650
- 39:[Ecc<0.295587689] yes=79,no=80,missing=80,gain=8.57186127,cover=11173
- 79:leaf=0.00699928636,cover=0
- 80:leaf=-0.00187683874,cover=0
- 40:[Pol<74.0505524] yes=81,no=82,missing=81,gain=5.78158712,cover=41477
- 81:leaf=0.00236076745,cover=0
- 82:leaf=-0.000191644765,cover=0
- 20:[PialArea5<0.647521853] yes=41,no=42,missing=41,gain=12.4733429,cover=146854
- 41:[Curv5<0.14511615] yes=83,no=84,missing=83,gain=7.58153152,cover=54300
- 83:leaf=0.00152685051,cover=0
- 84:leaf=-0.000162249431,cover=0
- 42:[LGI5<2.52671862] yes=85,no=86,missing=85,gain=5.33899212,cover=92554
- 85:leaf=0.00145633181,cover=0
- 86:leaf=0.000203057643,cover=0
- 10:[Pol<119.248337] yes=21,no=22,missing=21,gain=7.63286352,cover=347492
- 21:[PialArea5<0.507580996] yes=43,no=44,missing=43,gain=7.12419271,cover=299707
- 43:[Curv5<0.0574831441] yes=87,no=88,missing=88,gain=10.6087809,cover=158457
- 87:leaf=-0.00502218679,cover=0
- 88:leaf=0.000151806482,cover=0
- 44:[LGI5<3.45167398] yes=89,no=90,missing=89,gain=8.64347744,cover=141250
- 89:leaf=-0.000199158312,cover=0
- 90:leaf=-0.00126930175,cover=0
- 22:[Curv5<0.0896491781] yes=45,no=46,missing=45,gain=7.7276969,cover=47785
- 45:[Curv5<-0.0730527416] yes=91,no=92,missing=92,gain=3.96457195,cover=18953
- 91:leaf=-0.00299983285,cover=0
- 92:leaf=0.00147379958,cover=0
- 46:[PialArea5<0.601145923] yes=93,no=94,missing=93,gain=4.43570137,cover=28832
- 93:leaf=0.000443904195,cover=0
- 94:leaf=-0.000932358962,cover=0
- 2:[MidArea5<0.57021302] yes=5,no=6,missing=5,gain=3.3093605,cover=2642469
- 5:[Ecc<4.07113361] yes=11,no=12,missing=12,gain=0.562416792,cover=356
- 11:[Pol<172.695618] yes=23,no=24,missing=23,gain=0.355637908,cover=264
- 23:[LGI5<2.60638428] yes=47,no=48,missing=48,gain=0.368129134,cover=253
- 47:[PialCurv5<-0.118254207] yes=95,no=96,missing=95,gain=0.301760912,cover=241
- 95:leaf=0.00414899178,cover=0
- 96:leaf=-0.00169908756,cover=0
- 48:[Sulc0<-0.911647499] yes=97,no=98,missing=98,gain=0.135516405,cover=12
- 97:leaf=0.000200613329,cover=0
- 98:leaf=0.0144511955,cover=0
- 24:[PialCurv5<-0.167439327] yes=49,no=50,missing=49,gain=0.114109889,cover=11
- 49:leaf=0.0043938919,cover=0
- 50:[Ecc<3.03937531] yes=99,no=100,missing=99,gain=0.0135243386,cover=9
- 99:leaf=-0.00353394751,cover=0
- 100:leaf=-0.00895532314,cover=0
- 12:[Curv5<-0.256378978] yes=25,no=26,missing=26,gain=0.345637798,cover=92
- 25:[Sulc0<-0.59790951] yes=51,no=52,missing=51,gain=0.0989080667,cover=55
- 51:[Pol<144.670364] yes=101,no=102,missing=102,gain=0.0890544057,cover=49
- 101:leaf=0.00931715406,cover=0
- 102:leaf=0.00451985281,cover=0
- 52:[Ecc<6.64552498] yes=103,no=104,missing=103,gain=0.015002463,cover=6
- 103:leaf=0.000836253166,cover=0
- 104:leaf=-0.00417739758,cover=0
- 26:[Ecc<5.46745825] yes=53,no=54,missing=53,gain=0.427870035,cover=37
- 53:[Sulc0<-0.684786558] yes=105,no=106,missing=105,gain=0.0235676765,cover=22
- 105:leaf=0.0169466417,cover=0
- 106:leaf=0.00603901921,cover=0
- 54:[LGI5<2.69470191] yes=107,no=108,missing=107,gain=0.0638721287,cover=15
- 107:leaf=0.00647259597,cover=0
- 108:leaf=-0.00125575066,cover=0
- 6:[PialCurv5<0.137877449] yes=13,no=14,missing=13,gain=3.21082616,cover=2642113
- 13:[Curv5<0.0407969989] yes=27,no=28,missing=27,gain=3.60697031,cover=2625700
- 27:[PialCurv5<0.0720715299] yes=55,no=56,missing=56,gain=11.9497738,cover=2573188
- 55:[Area5<0.765896857] yes=109,no=110,missing=109,gain=3.22224212,cover=2544148
- 109:leaf=3.6201749e-05,cover=0
- 110:leaf=-0.000113205344,cover=0
- 56:[Pol<21.2328167] yes=111,no=112,missing=112,gain=4.00003624,cover=29040
- 111:leaf=-0.00240776618,cover=0
- 112:leaf=0.00113077252,cover=0
- 28:[PialCurv5<0.0495097227] yes=57,no=58,missing=57,gain=14.1355991,cover=52512
- 57:[PialCurv5<-0.0173297711] yes=113,no=114,missing=114,gain=6.71023941,cover=8059
- 113:leaf=-0.00374511047,cover=0
- 114:leaf=0.00192448089,cover=0
- 58:[Area5<0.758003652] yes=115,no=116,missing=115,gain=4.35966015,cover=44453
- 115:leaf=-0.00137376681,cover=0
- 116:leaf=-0.000355330267,cover=0
- 14:[LGI5<2.52671862] yes=29,no=30,missing=29,gain=4.05857277,cover=16413
- 29:[MidArea5<0.750180483] yes=59,no=60,missing=59,gain=1.64226961,cover=5749
- 59:[Ecc<1.05247808] yes=117,no=118,missing=118,gain=1.61046696,cover=551
- 117:leaf=-0.00206429651,cover=0
- 118:leaf=0.00550840516,cover=0
- 60:[Pol<22.2436924] yes=119,no=120,missing=120,gain=1.92643404,cover=5198
- 119:leaf=0.0145926969,cover=0
- 120:leaf=0.00143913901,cover=0
- 30:[LGI5<3.28291535] yes=61,no=62,missing=61,gain=2.1410358,cover=10664
- 61:[Pol<21.2328167] yes=121,no=122,missing=121,gain=2.72495174,cover=8786
- 121:leaf=-0.00879700389,cover=0
- 122:leaf=-9.95889422e-05,cover=0
- 62:[Area5<0.780320704] yes=123,no=124,missing=123,gain=1.83024955,cover=1878
- 123:leaf=0.00357600464,cover=0
- 124:leaf=0.00039194306,cover=0
-booster[592]:
-0:[LGI5<3.64692807] yes=1,no=2,missing=2,gain=0.778316796,cover=5124388
- 1:[LGI5<3.56741142] yes=3,no=4,missing=3,gain=4.03418207,cover=4983994
- 3:[Area5<0.72867924] yes=7,no=8,missing=7,gain=0.98575294,cover=4901425
- 7:[Ecc<22.4429302] yes=15,no=16,missing=15,gain=5.24892664,cover=3569063
- 15:[Ecc<10.426198] yes=31,no=32,missing=32,gain=6.49610806,cover=3127642
- 31:[Pol<34.3003769] yes=63,no=64,missing=63,gain=10.0485477,cover=2478084
- 63:leaf=0.000261488545,cover=0
- 64:leaf=-6.05962414e-05,cover=0
- 32:[Pol<45.5953903] yes=65,no=66,missing=66,gain=23.3284454,cover=649558
- 65:leaf=-0.00051216851,cover=0
- 66:leaf=0.000287501724,cover=0
- 16:[LGI5<3.26095963] yes=33,no=34,missing=33,gain=9.14272022,cover=441421
- 33:[Curv5<0.195079193] yes=67,no=68,missing=67,gain=3.91240788,cover=283762
- 67:leaf=-0.000379916193,cover=0
- 68:leaf=0.000570396893,cover=0
- 34:[PialArea5<1.17753279] yes=69,no=70,missing=69,gain=7.85731649,cover=157659
- 69:leaf=0.000167401304,cover=0
- 70:leaf=-0.00346272625,cover=0
- 8:[Ecc<21.0377083] yes=17,no=18,missing=18,gain=7.55768299,cover=1332362
- 17:[Ecc<13.4950199] yes=35,no=36,missing=36,gain=11.1828203,cover=1003900
- 35:[Pol<14.1659222] yes=71,no=72,missing=71,gain=11.1826611,cover=835920
- 71:leaf=-0.000605666661,cover=0
- 72:leaf=9.72869821e-05,cover=0
- 36:[Pol<13.2006302] yes=73,no=74,missing=74,gain=6.36629105,cover=167980
- 73:leaf=0.000757548201,cover=0
- 74:leaf=-0.000482881296,cover=0
- 18:[LGI5<3.34776258] yes=37,no=38,missing=38,gain=7.12212563,cover=328462
- 37:[LGI5<3.31338549] yes=75,no=76,missing=75,gain=10.5539246,cover=250929
- 75:leaf=0.000205233926,cover=0
- 76:leaf=-0.00108784216,cover=0
- 38:[Pol<17.1471634] yes=77,no=78,missing=78,gain=7.36048317,cover=77533
- 77:leaf=-0.000946086482,cover=0
- 78:leaf=0.000813496765,cover=0
- 4:[Ecc<39.5502243] yes=9,no=10,missing=9,gain=10.9546137,cover=82569
- 9:[Area5<0.72690624] yes=19,no=20,missing=19,gain=6.18075657,cover=71028
- 19:[Sulc0<0.392869562] yes=39,no=40,missing=39,gain=4.8885684,cover=44967
- 39:[PialCurv5<0.0666604191] yes=79,no=80,missing=80,gain=3.59602165,cover=33004
- 79:leaf=0.000342357263,cover=0
- 80:leaf=0.00185526314,cover=0
- 40:[Ecc<11.3532677] yes=81,no=82,missing=81,gain=5.06049681,cover=11963
- 81:leaf=0.00388664915,cover=0
- 82:leaf=-0.00086263346,cover=0
- 20:[MidArea5<0.578370392] yes=41,no=42,missing=41,gain=3.31720114,cover=26061
- 41:[Curv5<0.186949074] yes=83,no=84,missing=83,gain=1.29136491,cover=1138
- 83:leaf=0.00249502994,cover=0
- 84:leaf=-0.0029129351,cover=0
- 42:[Pol<52.7894325] yes=85,no=86,missing=85,gain=2.45992708,cover=24923
- 85:leaf=-6.97110736e-05,cover=0
- 86:leaf=-0.00116676523,cover=0
- 10:[Area5<0.733255386] yes=21,no=22,missing=21,gain=5.17403603,cover=11541
- 21:[PialArea5<0.841635466] yes=43,no=44,missing=43,gain=4.57600975,cover=6601
- 43:[Area5<0.691945016] yes=87,no=88,missing=87,gain=1.89716339,cover=4952
- 87:leaf=-0.00425114995,cover=0
- 88:leaf=-0.00225041341,cover=0
- 44:[Area5<0.646843374] yes=89,no=90,missing=89,gain=4.47712469,cover=1649
- 89:leaf=0.0041923048,cover=0
- 90:leaf=-0.001884675,cover=0
- 22:[Pol<74.0505524] yes=45,no=46,missing=45,gain=5.39909458,cover=4940
- 45:[Sulc0<-0.0637059584] yes=91,no=92,missing=91,gain=5.98314333,cover=3010
- 91:leaf=-0.00554149551,cover=0
- 92:leaf=0.00155578984,cover=0
- 46:[Sulc0<0.20153527] yes=93,no=94,missing=94,gain=1.60907078,cover=1930
- 93:leaf=0.000395903189,cover=0
- 94:leaf=-0.00330910319,cover=0
- 2:[Ecc<12.7231894] yes=5,no=6,missing=6,gain=10.8118916,cover=140394
- 5:[Area5<0.606435955] yes=11,no=12,missing=11,gain=3.63173103,cover=10364
- 11:[Ecc<10.8716469] yes=23,no=24,missing=23,gain=3.22785974,cover=1585
- 23:[Pol<149.072266] yes=47,no=48,missing=48,gain=3.14362359,cover=644
- 47:[Pol<9.44515038] yes=95,no=96,missing=95,gain=2.0292573,cover=613
- 95:leaf=0.0117631936,cover=0
- 96:leaf=0.00177275762,cover=0
- 48:[Ecc<10.426198] yes=97,no=98,missing=97,gain=0.22880888,cover=31
- 97:leaf=0.0214274637,cover=0
- 98:leaf=0.00961185619,cover=0
- 24:[Pol<108.184875] yes=49,no=50,missing=50,gain=1.71629357,cover=941
- 49:[MidArea5<0.509283841] yes=99,no=100,missing=99,gain=1.47037876,cover=551
- 99:leaf=0.00559117412,cover=0
- 100:leaf=-0.000664023915,cover=0
- 50:[Pol<137.578873] yes=101,no=102,missing=101,gain=1.76698112,cover=390
- 101:leaf=-0.00598104298,cover=0
- 102:leaf=0.00117385515,cover=0
- 12:[Pol<100.090813] yes=25,no=26,missing=25,gain=4.76500893,cover=8779
- 25:[Pol<37.1539459] yes=51,no=52,missing=51,gain=8.19407654,cover=5233
- 51:[Sulc0<-0.108384088] yes=103,no=104,missing=103,gain=4.69642019,cover=1830
- 103:leaf=-0.000375245785,cover=0
- 104:leaf=0.0228663404,cover=0
- 52:[Ecc<9.88196182] yes=105,no=106,missing=105,gain=4.80522919,cover=3403
- 105:leaf=-0.00705498038,cover=0
- 106:leaf=-0.0029868749,cover=0
- 26:[Ecc<8.70817566] yes=53,no=54,missing=53,gain=2.77354527,cover=3546
- 53:[MidArea5<1.12090862] yes=107,no=108,missing=107,gain=1.64879775,cover=93
- 107:leaf=0.00498173805,cover=0
- 108:leaf=0.0227194279,cover=0
- 54:[Area5<0.737164855] yes=109,no=110,missing=109,gain=1.39437103,cover=3453
- 109:leaf=4.36132359e-05,cover=0
- 110:leaf=-0.00210402324,cover=0
- 6:[LGI5<3.74316525] yes=13,no=14,missing=13,gain=3.65634942,cover=130030
- 13:[Pol<43.7633247] yes=27,no=28,missing=27,gain=8.60227966,cover=54963
- 27:[MidArea5<0.838749886] yes=55,no=56,missing=55,gain=4.62555027,cover=12588
- 55:[Curv5<0.126145482] yes=111,no=112,missing=112,gain=3.56710434,cover=7860
- 111:leaf=0.00226611691,cover=0
- 112:leaf=0.00895160716,cover=0
- 56:[Curv5<-0.247622609] yes=113,no=114,missing=113,gain=1.78586447,cover=4728
- 113:leaf=0.00394154852,cover=0
- 114:leaf=0.000190187653,cover=0
- 28:[Area5<0.678346932] yes=57,no=58,missing=57,gain=4.73085976,cover=42375
- 57:[Pol<137.578873] yes=115,no=116,missing=116,gain=4.29736805,cover=14942
- 115:leaf=0.00173405954,cover=0
- 116:leaf=3.63869003e-05,cover=0
- 58:[PialArea5<1.11947823] yes=117,no=118,missing=117,gain=5.75062513,cover=27433
- 117:leaf=-0.00035169092,cover=0
- 118:leaf=0.00288904342,cover=0
- 14:[PialCurv5<0.0471153036] yes=29,no=30,missing=29,gain=5.10621405,cover=75067
- 29:[PialArea5<0.777740717] yes=59,no=60,missing=59,gain=4.14309311,cover=43740
- 59:[Sulc0<-0.0562447868] yes=119,no=120,missing=119,gain=6.21249437,cover=12607
- 119:leaf=0.000148234147,cover=0
- 120:leaf=-0.00208697421,cover=0
- 60:[Ecc<38.0136108] yes=121,no=122,missing=121,gain=2.15856361,cover=31133
- 121:leaf=0.000133478403,cover=0
- 122:leaf=-0.00111162767,cover=0
- 30:[Area5<0.877147377] yes=61,no=62,missing=62,gain=3.52196145,cover=31327
- 61:[Pol<149.795395] yes=123,no=124,missing=123,gain=3.41001701,cover=30122
- 123:leaf=0.000309326511,cover=0
- 124:leaf=0.00372580509,cover=0
- 62:[LGI5<3.84897733] yes=125,no=126,missing=125,gain=3.27483892,cover=1205
- 125:leaf=0.0061783595,cover=0
- 126:leaf=0.000906752597,cover=0
-booster[593]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.766855896,cover=5124388
- 1:[Area5<0.610838115] yes=3,no=4,missing=4,gain=2.30689573,cover=20016
- 3:[PialArea5<0.476533443] yes=7,no=8,missing=8,gain=1.9485811,cover=18642
- 7:[PialArea5<0.245474651] yes=15,no=16,missing=15,gain=0.644070685,cover=18400
- 15:[Pol<96.8070755] yes=31,no=32,missing=31,gain=0.802585661,cover=8093
- 31:[PialCurv5<0.204323933] yes=63,no=64,missing=63,gain=1.34635663,cover=3301
- 63:leaf=0.00379696186,cover=0
- 64:leaf=0.000668208755,cover=0
- 32:[LGI5<2.29093218] yes=65,no=66,missing=65,gain=1.41839302,cover=4792
- 65:leaf=0.00304316729,cover=0
- 66:leaf=-0.000220217305,cover=0
- 16:[Pol<81.5476837] yes=33,no=34,missing=33,gain=1.55866718,cover=10307
- 33:[LGI5<2.44006681] yes=67,no=68,missing=67,gain=2.27493191,cover=1568
- 67:leaf=0.00454915222,cover=0
- 68:leaf=-0.00219642976,cover=0
- 34:[LGI5<2.50273752] yes=69,no=70,missing=69,gain=1.50348639,cover=8739
- 69:leaf=-0.000709760352,cover=0
- 70:leaf=0.000631973497,cover=0
- 8:[PialCurv5<-0.105644517] yes=17,no=18,missing=17,gain=1.24719024,cover=242
- 17:[PialCurv5<-0.171137348] yes=35,no=36,missing=36,gain=0.638213158,cover=196
- 35:[Ecc<4.73840666] yes=71,no=72,missing=71,gain=0.465276033,cover=96
- 71:leaf=-0.00174443179,cover=0
- 72:leaf=0.00569980638,cover=0
- 36:[LGI5<3.1833725] yes=73,no=74,missing=73,gain=0.24767971,cover=100
- 73:leaf=0.00985531975,cover=0
- 74:leaf=0.000607939612,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=37,gain=0.737330854,cover=46
- 37:[Ecc<12.3665791] yes=75,no=76,missing=76,gain=0.448347926,cover=41
- 75:leaf=-0.00226774462,cover=0
- 76:leaf=-0.0149561362,cover=0
- 38:leaf=0.0137348762,cover=0
- 4:[Pol<87.9431763] yes=9,no=10,missing=9,gain=0.678676128,cover=1374
- 9:[Curv5<0.266060919] yes=19,no=20,missing=19,gain=1.47104621,cover=294
- 19:[LGI5<3.07984829] yes=39,no=40,missing=39,gain=1.11946917,cover=222
- 39:[Ecc<42.9490852] yes=77,no=78,missing=77,gain=1.00149298,cover=121
- 77:leaf=0.0116527695,cover=0
- 78:leaf=-0.000556731247,cover=0
- 40:[LGI5<3.26095963] yes=79,no=80,missing=79,gain=1.0062288,cover=101
- 79:leaf=-0.00325687206,cover=0
- 80:leaf=0.00674582273,cover=0
- 20:[Ecc<25.981123] yes=41,no=42,missing=41,gain=0.38007912,cover=72
- 41:[PialCurv5<0.493508637] yes=81,no=82,missing=81,gain=0.217172906,cover=7
- 81:leaf=-0.0040198206,cover=0
- 82:leaf=0.0134154186,cover=0
- 42:[Ecc<30.959959] yes=83,no=84,missing=83,gain=0.104846925,cover=65
- 83:leaf=-0.00574172707,cover=0
- 84:leaf=-0.00150587293,cover=0
- 10:[LGI5<2.97899532] yes=21,no=22,missing=21,gain=0.660862565,cover=1080
- 21:[Ecc<25.981123] yes=43,no=44,missing=44,gain=1.07404482,cover=754
- 43:[LGI5<2.63290954] yes=85,no=86,missing=85,gain=0.834347546,cover=724
- 85:leaf=0.00273776776,cover=0
- 86:leaf=-0.000690331915,cover=0
- 44:[Ecc<42.9490852] yes=87,no=88,missing=87,gain=0.0349159837,cover=30
- 87:leaf=-0.00912882667,cover=0
- 88:leaf=-0.00384128769,cover=0
- 22:[LGI5<3.16380119] yes=45,no=46,missing=45,gain=0.56194365,cover=326
- 45:[Ecc<30.959959] yes=89,no=90,missing=89,gain=1.13616776,cover=120
- 89:leaf=0.00838841032,cover=0
- 90:leaf=-0.00473462045,cover=0
- 46:[Ecc<28.7730255] yes=91,no=92,missing=91,gain=0.893952906,cover=206
- 91:leaf=-0.000676183554,cover=0
- 92:leaf=0.0060372632,cover=0
- 2:[PialArea5<0.793370187] yes=5,no=6,missing=5,gain=0.837812006,cover=5104372
- 5:[Area5<0.76451689] yes=11,no=12,missing=11,gain=5.4872942,cover=2562125
- 11:[Ecc<0.295587689] yes=23,no=24,missing=23,gain=2.53307343,cover=2300210
- 23:[PialCurv5<-0.0456207059] yes=47,no=48,missing=47,gain=3.22322798,cover=17211
- 47:[Area5<0.580209434] yes=93,no=94,missing=94,gain=9.93462181,cover=6583
- 93:leaf=0.000170800864,cover=0
- 94:leaf=0.00442925934,cover=0
- 48:[PialArea5<0.584843099] yes=95,no=96,missing=95,gain=3.2789824,cover=10628
- 95:leaf=0.000986554194,cover=0
- 96:leaf=-0.000777904643,cover=0
- 24:[LGI5<2.13090348] yes=49,no=50,missing=50,gain=2.71064353,cover=2282999
- 49:[PialCurv5<0.182067633] yes=97,no=98,missing=97,gain=3.8251276,cover=9530
- 97:leaf=0.001296742,cover=0
- 98:leaf=-0.00119204097,cover=0
- 50:[LGI5<2.16230083] yes=99,no=100,missing=100,gain=3.39441347,cover=2273469
- 99:leaf=-0.000970206049,cover=0
- 100:leaf=-5.00857714e-05,cover=0
- 12:[Pol<137.578873] yes=25,no=26,missing=26,gain=3.94195986,cover=261915
- 25:[Curv5<0.0344051942] yes=51,no=52,missing=51,gain=6.93695068,cover=245473
- 51:[Pol<81.5476837] yes=101,no=102,missing=101,gain=4.5655899,cover=24366
- 101:leaf=0.000150491192,cover=0
- 102:leaf=-0.00123663771,cover=0
- 52:[Sulc0<0.126604497] yes=103,no=104,missing=103,gain=5.94344711,cover=221107
- 103:leaf=0.000968858541,cover=0
- 104:leaf=0.000142107645,cover=0
- 26:[LGI5<2.3865335] yes=53,no=54,missing=53,gain=6.77345133,cover=16442
- 53:[MidArea5<0.664561689] yes=105,no=106,missing=105,gain=6.48254776,cover=1301
- 105:leaf=-0.0150215132,cover=0
- 106:leaf=-0.00151912717,cover=0
- 54:[Sulc0<-0.684786558] yes=107,no=108,missing=108,gain=5.43816471,cover=15141
- 107:leaf=0.00870937016,cover=0
- 108:leaf=0.001122121,cover=0
- 6:[MidArea5<0.574335396] yes=13,no=14,missing=13,gain=2.56284809,cover=2542247
- 13:[Curv5<-0.247622609] yes=27,no=28,missing=28,gain=0.657714844,cover=213
- 27:[PialCurv5<-0.117370568] yes=55,no=56,missing=55,gain=0.371276081,cover=143
- 55:[LGI5<2.23211861] yes=109,no=110,missing=109,gain=0.159478605,cover=132
- 109:leaf=0.00780827645,cover=0
- 110:leaf=0.00334955729,cover=0
- 56:[Ecc<0.783076942] yes=111,no=112,missing=111,gain=0.0342752263,cover=11
- 111:leaf=0.00217013364,cover=0
- 112:leaf=-0.00584566174,cover=0
- 28:[Pol<165.239029] yes=57,no=58,missing=58,gain=0.523288965,cover=70
- 57:[Pol<116.615585] yes=113,no=114,missing=113,gain=0.205799282,cover=53
- 113:leaf=0.00242379191,cover=0
- 114:leaf=0.00905373972,cover=0
- 58:[Ecc<5.46745825] yes=115,no=116,missing=115,gain=0.0653066635,cover=17
- 115:leaf=0.0176849272,cover=0
- 116:leaf=0.00209417939,cover=0
- 14:[Area5<0.877147377] yes=29,no=30,missing=29,gain=2.48211217,cover=2542034
- 29:[Sulc0<0.795422614] yes=59,no=60,missing=59,gain=4.54501724,cover=2480825
- 59:[PialCurv5<0.104427323] yes=117,no=118,missing=117,gain=2.61929107,cover=2480543
- 117:leaf=2.04049502e-05,cover=0
- 118:leaf=0.000523730938,cover=0
- 60:[Pol<58.6768646] yes=119,no=120,missing=120,gain=3.84429407,cover=282
- 119:leaf=0.0174860191,cover=0
- 120:leaf=0.00329120713,cover=0
- 30:[Ecc<13.4950199] yes=61,no=62,missing=61,gain=4.82259464,cover=61209
- 61:[Curv5<-0.195883974] yes=121,no=122,missing=121,gain=5.81734514,cover=41305
- 121:leaf=0.000556298182,cover=0
- 122:leaf=-0.000907401962,cover=0
- 62:[Ecc<25.1292973] yes=123,no=124,missing=123,gain=2.38068628,cover=19904
- 123:leaf=0.000905344088,cover=0
- 124:leaf=-0.000188673846,cover=0
-booster[594]:
-0:[MidArea5<1.1557827] yes=1,no=2,missing=2,gain=0.76172626,cover=5124388
- 1:[PialArea5<1.57955706] yes=3,no=4,missing=3,gain=0.729290664,cover=5084355
- 3:[Pol<2.97048163] yes=7,no=8,missing=7,gain=0.737018347,cover=5082312
- 7:[Ecc<9.38688755] yes=15,no=16,missing=16,gain=3.37530541,cover=59036
- 15:[PialCurv5<0.0285326894] yes=31,no=32,missing=32,gain=3.9513514,cover=22194
- 31:[LGI5<3.15728688] yes=63,no=64,missing=64,gain=2.13897491,cover=20206
- 63:leaf=7.18071387e-05,cover=0
- 64:leaf=-0.00161322171,cover=0
- 32:[Area5<0.584141672] yes=65,no=66,missing=65,gain=1.48849249,cover=1988
- 65:leaf=-0.0118737025,cover=0
- 66:leaf=-0.00223943475,cover=0
- 16:[MidArea5<0.603350997] yes=33,no=34,missing=34,gain=1.79338002,cover=36842
- 33:[LGI5<2.44958925] yes=67,no=68,missing=68,gain=1.6820991,cover=1382
- 67:leaf=-0.0207761899,cover=0
- 68:leaf=-0.00114171626,cover=0
- 34:[PialCurv5<-0.0914456472] yes=69,no=70,missing=70,gain=1.6879015,cover=35460
- 69:leaf=0.000248789467,cover=0
- 70:leaf=0.00095007132,cover=0
- 8:[PialArea5<0.529292643] yes=17,no=18,missing=18,gain=0.820951939,cover=5023276
- 17:[PialCurv5<-0.00372259994] yes=35,no=36,missing=35,gain=6.8730588,cover=1027997
- 35:[Ecc<8.55626965] yes=71,no=72,missing=71,gain=3.78385782,cover=32008
- 71:leaf=-0.000229261103,cover=0
- 72:leaf=-0.00133360608,cover=0
- 36:[Pol<82.8478928] yes=73,no=74,missing=73,gain=7.25278234,cover=995989
- 73:leaf=0.000377622258,cover=0
- 74:leaf=2.38374423e-06,cover=0
- 18:[Curv5<0.0595101416] yes=37,no=38,missing=37,gain=4.65605497,cover=3995279
- 37:[Sulc0<0.392869562] yes=75,no=76,missing=76,gain=5.23425674,cover=3490397
- 75:leaf=-4.26255247e-06,cover=0
- 76:leaf=0.000343216554,cover=0
- 38:[Pol<39.9674568] yes=77,no=78,missing=77,gain=8.36514473,cover=504882
- 77:leaf=0.000925584522,cover=0
- 78:leaf=-0.000193877611,cover=0
- 4:[Area5<0.631603718] yes=9,no=10,missing=9,gain=3.85515642,cover=2043
- 9:[LGI5<2.58096433] yes=19,no=20,missing=19,gain=1.67862201,cover=665
- 19:[Sulc0<-0.815117955] yes=39,no=40,missing=40,gain=1.72439003,cover=523
- 39:[Ecc<1.15906882] yes=79,no=80,missing=80,gain=2.09630013,cover=413
- 79:leaf=0.00949709024,cover=0
- 80:leaf=0.000305759517,cover=0
- 40:[Curv5<-0.139824241] yes=81,no=82,missing=81,gain=1.17698312,cover=110
- 81:leaf=0.010740729,cover=0
- 82:leaf=-0.00605682563,cover=0
- 20:[Pol<152.827332] yes=41,no=42,missing=41,gain=0.439258963,cover=142
- 41:[LGI5<2.79054689] yes=83,no=84,missing=83,gain=0.296647906,cover=96
- 83:leaf=-0.00224268087,cover=0
- 84:leaf=0.00415639393,cover=0
- 42:[Ecc<4.87342644] yes=85,no=86,missing=85,gain=0.307617426,cover=46
- 85:leaf=0.00210652873,cover=0
- 86:leaf=-0.00842837524,cover=0
- 10:[Ecc<7.34691238] yes=21,no=22,missing=21,gain=1.75957298,cover=1378
- 21:[PialCurv5<-0.0940372422] yes=43,no=44,missing=43,gain=1.26034355,cover=1318
- 43:[Pol<54.5053368] yes=87,no=88,missing=87,gain=0.967069507,cover=1083
- 87:leaf=-0.00102494273,cover=0
- 88:leaf=-0.00416667433,cover=0
- 44:[Pol<46.5024796] yes=89,no=90,missing=89,gain=0.907464743,cover=235
- 89:leaf=-0.00915272068,cover=0
- 90:leaf=-0.00291098282,cover=0
- 22:[LGI5<2.52320862] yes=45,no=46,missing=45,gain=0.726536036,cover=60
- 45:[Ecc<8.06448936] yes=91,no=92,missing=92,gain=0.117172539,cover=9
- 91:leaf=0.00119906664,cover=0
- 92:leaf=-0.0102504632,cover=0
- 46:[LGI5<2.55302763] yes=93,no=94,missing=93,gain=1.17955804,cover=51
- 93:leaf=0.0343970507,cover=0
- 94:leaf=0.00584787456,cover=0
- 2:[Area5<0.701312602] yes=5,no=6,missing=5,gain=2.61523414,cover=40033
- 5:[Sulc0<-1.24864507] yes=11,no=12,missing=12,gain=1.8663106,cover=1853
- 11:[Curv5<-0.215837389] yes=23,no=24,missing=24,gain=0.969632328,cover=166
- 23:[Area5<0.645846248] yes=47,no=48,missing=47,gain=0.521980524,cover=111
- 47:[LGI5<2.49595737] yes=95,no=96,missing=96,gain=1.06153452,cover=26
- 95:leaf=0.0102384733,cover=0
- 96:leaf=-0.00923347846,cover=0
- 48:[Ecc<2.6675415] yes=97,no=98,missing=97,gain=0.452843308,cover=85
- 97:leaf=-0.0100711985,cover=0
- 98:leaf=-0.00223106798,cover=0
- 24:[Ecc<3.22716212] yes=49,no=50,missing=50,gain=0.507536292,cover=55
- 49:[Ecc<1.51801682] yes=99,no=100,missing=99,gain=0.626634836,cover=49
- 99:leaf=0.00777558703,cover=0
- 100:leaf=-0.00368900155,cover=0
- 50:leaf=0.0150008937,cover=0
- 12:[Curv5<-0.138079464] yes=25,no=26,missing=25,gain=1.44627857,cover=1687
- 25:[Pol<2.30402422] yes=51,no=52,missing=52,gain=1.08245134,cover=1515
- 51:[Curv5<-0.218969986] yes=101,no=102,missing=101,gain=0.809699297,cover=13
- 101:leaf=-0.0185338017,cover=0
- 102:leaf=0.00676575163,cover=0
- 52:[LGI5<3.23945832] yes=103,no=104,missing=103,gain=0.980807781,cover=1502
- 103:leaf=0.00331584224,cover=0
- 104:leaf=-0.00785384886,cover=0
- 26:[Pol<166.64444] yes=53,no=54,missing=53,gain=3.52944016,cover=172
- 53:[Ecc<2.13501525] yes=105,no=106,missing=105,gain=1.8945986,cover=147
- 105:leaf=0.00429003919,cover=0
- 106:leaf=-0.00827129092,cover=0
- 54:[Ecc<6.35379457] yes=107,no=108,missing=107,gain=0.627607346,cover=25
- 107:leaf=0.00209732214,cover=0
- 108:leaf=0.019938549,cover=0
- 6:[PialArea5<1.08444798] yes=13,no=14,missing=14,gain=1.55691159,cover=38180
- 13:[Ecc<3.80337262] yes=27,no=28,missing=27,gain=0.53411448,cover=499
- 27:[Pol<107.129471] yes=55,no=56,missing=55,gain=0.744436502,cover=269
- 55:[LGI5<2.33929968] yes=109,no=110,missing=109,gain=0.468340158,cover=121
- 109:leaf=-0.00232554949,cover=0
- 110:leaf=0.00398246665,cover=0
- 56:[Sulc0<0.574602425] yes=111,no=112,missing=111,gain=0.297689676,cover=148
- 111:leaf=0.00711093098,cover=0
- 112:leaf=-0.0071322755,cover=0
- 28:[LGI5<2.97899532] yes=57,no=58,missing=57,gain=1.53322077,cover=230
- 57:[Pol<105.995506] yes=113,no=114,missing=113,gain=0.420211315,cover=79
- 113:leaf=0.0008576127,cover=0
- 114:leaf=-0.00692896266,cover=0
- 58:[LGI5<2.99594808] yes=115,no=116,missing=115,gain=1.32760549,cover=151
- 115:leaf=0.0131207583,cover=0
- 116:leaf=0.00164039736,cover=0
- 14:[LGI5<2.23211861] yes=29,no=30,missing=29,gain=1.43494606,cover=37681
- 29:[Area5<0.76451689] yes=59,no=60,missing=60,gain=2.08964968,cover=562
- 59:[LGI5<2.16230083] yes=117,no=118,missing=117,gain=1.21480525,cover=166
- 117:leaf=0.00871722866,cover=0
- 118:leaf=-0.000537654094,cover=0
- 60:[PialArea5<1.57955706] yes=119,no=120,missing=120,gain=1.38871789,cover=396
- 119:leaf=-0.0014709559,cover=0
- 120:leaf=-0.00739542488,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=61,gain=1.40885544,cover=37119
- 61:[Ecc<28.7730255] yes=121,no=122,missing=121,gain=2.37299299,cover=28251
- 121:leaf=0.000232833539,cover=0
- 122:leaf=0.00333871762,cover=0
- 62:[Ecc<0.618862808] yes=123,no=124,missing=123,gain=1.23010933,cover=8868
- 123:leaf=-0.00508709718,cover=0
- 124:leaf=-0.000346022745,cover=0
-booster[595]:
-0:[PialArea5<0.937250912] yes=1,no=2,missing=1,gain=0.713354468,cover=5124388
- 1:[Pol<178.093033] yes=3,no=4,missing=3,gain=1.64301527,cover=3691672
- 3:[Sulc0<-0.395407349] yes=7,no=8,missing=7,gain=1.7973516,cover=3660616
- 7:[Ecc<5.21075869] yes=15,no=16,missing=16,gain=4.26484203,cover=1015079
- 15:[Area5<0.749596059] yes=31,no=32,missing=31,gain=10.8817921,cover=554686
- 31:[Pol<58.6768646] yes=61,no=62,missing=61,gain=6.47371817,cover=538267
- 61:leaf=0.000368775654,cover=0
- 62:leaf=-3.68289875e-05,cover=0
- 32:[Ecc<0.295587689] yes=63,no=64,missing=64,gain=8.19646358,cover=16419
- 63:leaf=0.00490729744,cover=0
- 64:leaf=-0.00144859136,cover=0
- 16:[Pol<147.599014] yes=33,no=34,missing=33,gain=12.9161987,cover=460393
- 33:[LGI5<2.49262404] yes=65,no=66,missing=65,gain=14.0291786,cover=285640
- 65:leaf=-0.00145323167,cover=0
- 66:leaf=-0.000275307568,cover=0
- 34:[Curv5<-0.0816265643] yes=67,no=68,missing=68,gain=11.2857084,cover=174753
- 67:leaf=0.000315946265,cover=0
- 68:leaf=-0.0008472997,cover=0
- 8:[PialCurv5<-0.0737633556] yes=17,no=18,missing=17,gain=3.08408761,cover=2645537
- 17:[Curv5<-0.108295463] yes=35,no=36,missing=35,gain=58.2523842,cover=198092
- 35:[Pol<43.7633247] yes=69,no=70,missing=69,gain=13.5791626,cover=174000
- 69:leaf=0.00125731889,cover=0
- 70:leaf=-0.000263700669,cover=0
- 36:[PialArea5<0.676429033] yes=71,no=72,missing=71,gain=31.2990417,cover=24092
- 71:leaf=-0.000138328614,cover=0
- 72:leaf=0.00373149337,cover=0
- 18:[Curv5<-0.139824241] yes=37,no=38,missing=37,gain=18.3552151,cover=2447445
- 37:[MidArea5<0.689589858] yes=73,no=74,missing=73,gain=19.1979465,cover=35578
- 73:leaf=-0.000156307753,cover=0
- 74:leaf=0.00217675674,cover=0
- 38:[Curv5<-0.0642315522] yes=75,no=76,missing=76,gain=13.26196,cover=2411867
- 75:leaf=-0.000430552493,cover=0
- 76:leaf=8.91667423e-06,cover=0
- 4:[Sulc0<0.281104684] yes=9,no=10,missing=9,gain=2.16974258,cover=31056
- 9:[Curv5<-0.234010845] yes=19,no=20,missing=19,gain=2.33550596,cover=30527
- 19:[Ecc<20.7119312] yes=39,no=40,missing=39,gain=1.32770813,cover=5907
- 39:[PialCurv5<-0.0990834236] yes=77,no=78,missing=77,gain=1.12830722,cover=2591
- 77:leaf=0.000512721424,cover=0
- 78:leaf=-0.00679137884,cover=0
- 40:[Area5<0.517926872] yes=79,no=80,missing=79,gain=0.357731938,cover=3316
- 79:leaf=0.000651328417,cover=0
- 80:leaf=-0.00129925238,cover=0
- 20:[Ecc<19.170145] yes=41,no=42,missing=42,gain=3.93182135,cover=24620
- 41:[Sulc0<-0.0936657563] yes=81,no=82,missing=82,gain=2.376472,cover=20342
- 81:leaf=0.000577026454,cover=0
- 82:leaf=-0.000852094439,cover=0
- 42:[PialCurv5<0.010724308] yes=83,no=84,missing=84,gain=4.57403612,cover=4278
- 83:leaf=0.00142004888,cover=0
- 84:leaf=0.00662952289,cover=0
- 10:[Area5<0.839165807] yes=21,no=22,missing=21,gain=0.732171655,cover=529
- 21:[LGI5<2.53029394] yes=43,no=44,missing=43,gain=0.778418183,cover=524
- 43:[Curv5<0.108977526] yes=85,no=86,missing=86,gain=0.393882513,cover=59
- 85:leaf=-0.0107845385,cover=0
- 86:leaf=0.00391767314,cover=0
- 44:[Curv5<-0.108295463] yes=87,no=88,missing=87,gain=0.760039806,cover=465
- 87:leaf=0.0047134487,cover=0
- 88:leaf=-0.00380727137,cover=0
- 22:leaf=-0.0202209465,cover=0
- 2:[Ecc<0.353712648] yes=5,no=6,missing=5,gain=1.92170405,cover=1432716
- 5:[LGI5<2.78495932] yes=11,no=12,missing=11,gain=3.44536161,cover=17505
- 11:[PialCurv5<-0.0990834236] yes=23,no=24,missing=23,gain=3.10303783,cover=17389
- 23:[Pol<53.6550331] yes=45,no=46,missing=46,gain=3.46888208,cover=7523
- 45:[Curv5<-0.160152137] yes=89,no=90,missing=89,gain=1.4382267,cover=3384
- 89:leaf=-0.000359454658,cover=0
- 90:leaf=0.00441304734,cover=0
- 46:[LGI5<2.26652193] yes=91,no=92,missing=91,gain=1.68747044,cover=4139
- 91:leaf=-0.00453786133,cover=0
- 92:leaf=-0.00183072954,cover=0
- 24:[LGI5<2.37589788] yes=47,no=48,missing=47,gain=4.71381664,cover=9866
- 47:[Sulc0<-0.661663771] yes=93,no=94,missing=94,gain=6.1355567,cover=5460
- 93:leaf=-0.000178482383,cover=0
- 94:leaf=-0.00460335286,cover=0
- 48:[Curv5<-0.136312515] yes=95,no=96,missing=95,gain=1.79540491,cover=4406
- 95:leaf=0.00237092935,cover=0
- 96:leaf=0.000341506646,cover=0
- 12:[PialArea5<1.1133045] yes=25,no=26,missing=25,gain=3.2700901,cover=116
- 25:[PialCurv5<-0.0974217355] yes=49,no=50,missing=49,gain=0.49952206,cover=75
- 49:[LGI5<2.80243301] yes=97,no=98,missing=98,gain=0.213111624,cover=61
- 97:leaf=0.00874134991,cover=0
- 98:leaf=-0.00116585765,cover=0
- 50:[Sulc0<-0.801933944] yes=99,no=100,missing=100,gain=0.554564118,cover=14
- 99:leaf=0.0259875152,cover=0
- 100:leaf=0.00378149445,cover=0
- 26:[Ecc<0.221054599] yes=51,no=52,missing=51,gain=0.35616684,cover=41
- 51:leaf=0.0257948246,cover=0
- 52:[PialCurv5<-0.145424455] yes=101,no=102,missing=101,gain=0.135595322,cover=26
- 101:leaf=-0.00180368719,cover=0
- 102:leaf=0.015334201,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=13,gain=1.80174363,cover=1415211
- 13:[MidArea5<0.805760801] yes=27,no=28,missing=27,gain=1.53076386,cover=1408180
- 27:[Curv5<-0.169727564] yes=53,no=54,missing=53,gain=7.04958344,cover=172810
- 53:[PialCurv5<-0.102360219] yes=103,no=104,missing=103,gain=3.18050694,cover=127484
- 103:leaf=-0.000137020674,cover=0
- 104:leaf=0.000508202706,cover=0
- 54:[Pol<64.3762589] yes=105,no=106,missing=105,gain=4.16485119,cover=45326
- 105:leaf=2.74878494e-05,cover=0
- 106:leaf=0.00104523276,cover=0
- 28:[Area5<0.529385149] yes=55,no=56,missing=55,gain=2.56846333,cover=1235370
- 55:[PialCurv5<-0.101551421] yes=107,no=108,missing=107,gain=1.9942286,cover=6446
- 107:leaf=0.00149674609,cover=0
- 108:leaf=-0.000574627309,cover=0
- 56:[Curv5<-0.024997253] yes=109,no=110,missing=109,gain=2.20899749,cover=1228924
- 109:leaf=-8.09128596e-06,cover=0
- 110:leaf=0.000292545708,cover=0
- 14:[Pol<25.2957573] yes=29,no=30,missing=29,gain=4.93485355,cover=7031
- 29:[Ecc<21.3640327] yes=57,no=58,missing=57,gain=0.664447665,cover=1591
- 57:[MidArea5<0.879707932] yes=111,no=112,missing=112,gain=0.978316545,cover=480
- 111:leaf=-0.000994828413,cover=0
- 112:leaf=-0.00551314978,cover=0
- 58:[Sulc0<-0.552155435] yes=113,no=114,missing=113,gain=1.86253202,cover=1111
- 113:leaf=0.00134150137,cover=0
- 114:leaf=-0.00277404278,cover=0
- 30:[Ecc<20.7119312] yes=59,no=60,missing=59,gain=4.07963943,cover=5440
- 59:[MidArea5<0.96394527] yes=115,no=116,missing=116,gain=1.28094041,cover=2737
- 115:leaf=-0.000307714276,cover=0
- 116:leaf=0.00253878417,cover=0
- 60:[LGI5<3.94193578] yes=117,no=118,missing=117,gain=2.8139019,cover=2703
- 117:leaf=0.00469580432,cover=0
- 118:leaf=0.00145499501,cover=0
-booster[596]:
-0:[Curv5<-0.256378978] yes=1,no=2,missing=2,gain=0.752678454,cover=5124388
- 1:[PialCurv5<-0.140412122] yes=3,no=4,missing=3,gain=4.23949385,cover=383095
- 3:[LGI5<2.41354537] yes=7,no=8,missing=7,gain=3.22236395,cover=259331
- 7:[Area5<0.624364853] yes=15,no=16,missing=15,gain=3.1798315,cover=41795
- 15:[LGI5<2.3349762] yes=31,no=32,missing=32,gain=1.57708836,cover=34665
- 31:[LGI5<2.30180311] yes=63,no=64,missing=63,gain=1.59717393,cover=19021
- 63:leaf=-0.000621588086,cover=0
- 64:leaf=0.000407889689,cover=0
- 32:[Ecc<6.2938199] yes=65,no=66,missing=66,gain=1.70774221,cover=15644
- 65:leaf=-0.000827974465,cover=0
- 66:leaf=-0.00244671269,cover=0
- 16:[Pol<55.3432045] yes=33,no=34,missing=33,gain=7.33426428,cover=7130
- 33:[PialCurv5<-0.190801308] yes=67,no=68,missing=67,gain=3.87270546,cover=4348
- 67:leaf=0.00386685296,cover=0
- 68:leaf=-0.00125051662,cover=0
- 34:[Ecc<5.46745825] yes=69,no=70,missing=69,gain=4.6574254,cover=2782
- 69:leaf=0.00448317407,cover=0
- 70:leaf=0.000388838293,cover=0
- 8:[Area5<0.521939099] yes=17,no=18,missing=17,gain=2.9172399,cover=217536
- 17:[Pol<81.5476837] yes=35,no=36,missing=35,gain=1.94408011,cover=46303
- 35:[Ecc<15.3430929] yes=71,no=72,missing=71,gain=4.68905878,cover=17672
- 71:leaf=0.00132096815,cover=0
- 72:leaf=-0.000464991492,cover=0
- 36:[Pol<95.6227875] yes=73,no=74,missing=73,gain=4.24315357,cover=28631
- 73:leaf=-0.00304767932,cover=0
- 74:leaf=0.000244011317,cover=0
- 18:[PialArea5<0.813682437] yes=37,no=38,missing=37,gain=3.14191747,cover=171233
- 37:[Curv5<-0.319950402] yes=75,no=76,missing=76,gain=2.71737623,cover=51624
- 75:leaf=9.10207673e-05,cover=0
- 76:leaf=-0.000664194755,cover=0
- 38:[Pol<12.2267933] yes=77,no=78,missing=77,gain=2.99492407,cover=119609
- 77:leaf=-0.000450428633,cover=0
- 78:leaf=0.000194336739,cover=0
- 4:[Area5<0.630444467] yes=9,no=10,missing=9,gain=3.7535944,cover=123764
- 9:[Ecc<0.783076942] yes=19,no=20,missing=19,gain=2.69378018,cover=87935
- 19:[Ecc<0.45941934] yes=39,no=40,missing=39,gain=2.03807712,cover=6461
- 39:[Area5<0.56946665] yes=79,no=80,missing=79,gain=1.53892481,cover=2108
- 79:leaf=-0.000933176314,cover=0
- 80:leaf=0.00220026239,cover=0
- 40:[Pol<43.7633247] yes=81,no=82,missing=81,gain=2.10245275,cover=4353
- 81:leaf=0.000226411881,cover=0
- 82:leaf=0.00253432663,cover=0
- 20:[Sulc0<-0.63852036] yes=41,no=42,missing=41,gain=2.72889733,cover=81474
- 41:[LGI5<2.48931384] yes=83,no=84,missing=84,gain=4.36972189,cover=53408
- 83:leaf=0.000327031419,cover=0
- 84:leaf=-0.000579357438,cover=0
- 42:[Ecc<3.48115921] yes=85,no=86,missing=85,gain=3.41427732,cover=28066
- 85:leaf=-0.0012033229,cover=0
- 86:leaf=0.000637173187,cover=0
- 10:[PialCurv5<-0.0487009101] yes=21,no=22,missing=22,gain=3.04665184,cover=35829
- 21:[PialArea5<1.14602101] yes=43,no=44,missing=43,gain=2.85096169,cover=35485
- 43:[Sulc0<0.0214736983] yes=87,no=88,missing=87,gain=2.99083805,cover=25390
- 87:leaf=0.00114685774,cover=0
- 88:leaf=-0.0026457801,cover=0
- 44:[Area5<0.77338779] yes=89,no=90,missing=89,gain=1.53831565,cover=10095
- 89:leaf=-0.000214784988,cover=0
- 90:leaf=0.00139211898,cover=0
- 22:[Ecc<6.47151232] yes=45,no=46,missing=46,gain=1.55922508,cover=344
- 45:[Ecc<3.80337262] yes=91,no=92,missing=91,gain=2.1480453,cover=85
- 91:leaf=-0.00604972569,cover=0
- 92:leaf=0.0096697649,cover=0
- 46:[Ecc<7.54628181] yes=93,no=94,missing=93,gain=1.38138056,cover=259
- 93:leaf=-0.0137398941,cover=0
- 94:leaf=-0.00414613727,cover=0
- 2:[PialCurv5<-0.149745584] yes=5,no=6,missing=6,gain=2.90267849,cover=4741293
- 5:[Curv5<-0.215837389] yes=11,no=12,missing=11,gain=24.5533218,cover=80609
- 11:[Area5<0.476400614] yes=23,no=24,missing=23,gain=3.44194603,cover=63062
- 23:[LGI5<2.73607373] yes=47,no=48,missing=48,gain=1.16704631,cover=6204
- 47:[Pol<66.6374893] yes=95,no=96,missing=95,gain=1.22626162,cover=5055
- 95:leaf=0.00184887915,cover=0
- 96:leaf=0.000128158645,cover=0
- 48:[Pol<158.709351] yes=97,no=98,missing=98,gain=1.94891858,cover=1149
- 97:leaf=0.00138202496,cover=0
- 98:leaf=0.00660864217,cover=0
- 24:[Ecc<7.24576569] yes=49,no=50,missing=49,gain=3.97279811,cover=56858
- 49:[Sulc0<-0.690729618] yes=99,no=100,missing=100,gain=2.02244329,cover=29721
- 99:leaf=-0.00089646643,cover=0
- 100:leaf=0.00013290967,cover=0
- 50:[Sulc0<-0.463317156] yes=101,no=102,missing=101,gain=3.26928425,cover=27137
- 101:leaf=0.000397913711,cover=0
- 102:leaf=-0.00105355913,cover=0
- 12:[PialCurv5<-0.190801308] yes=25,no=26,missing=25,gain=6.79070282,cover=17547
- 25:[LGI5<2.3865335] yes=51,no=52,missing=52,gain=1.90620899,cover=1268
- 51:[Area5<0.648839295] yes=103,no=104,missing=104,gain=2.08437753,cover=151
- 103:leaf=0.000928721332,cover=0
- 104:leaf=-0.0112400604,cover=0
- 52:[Ecc<12.9325523] yes=105,no=106,missing=105,gain=2.13294125,cover=1117
- 105:leaf=0.0011443597,cover=0
- 106:leaf=-0.00323767075,cover=0
- 26:[MidArea5<0.646593809] yes=53,no=54,missing=54,gain=5.39970016,cover=16279
- 53:[Ecc<0.406764686] yes=107,no=108,missing=107,gain=2.07424331,cover=3905
- 107:leaf=0.00823368039,cover=0
- 108:leaf=0.000425582053,cover=0
- 54:[Curv5<-0.200394869] yes=109,no=110,missing=109,gain=4.63428879,cover=12374
- 109:leaf=0.00178376737,cover=0
- 110:leaf=0.00371988351,cover=0
- 6:[PialArea5<1.22674179] yes=13,no=14,missing=13,gain=1.36530209,cover=4660684
- 13:[Sulc0<-0.420901269] yes=27,no=28,missing=27,gain=2.33078408,cover=4422147
- 27:[Ecc<5.27515984] yes=55,no=56,missing=56,gain=7.08476496,cover=1396395
- 55:[LGI5<3.25380015] yes=111,no=112,missing=112,gain=6.36456013,cover=763122
- 111:leaf=3.52320312e-05,cover=0
- 112:leaf=-0.00705099106,cover=0
- 56:[LGI5<2.47959709] yes=113,no=114,missing=113,gain=14.3998756,cover=633273
- 113:leaf=-0.000977544347,cover=0
- 114:leaf=-0.000121392834,cover=0
- 28:[LGI5<2.30690479] yes=57,no=58,missing=57,gain=3.06485391,cover=3025752
- 57:[LGI5<2.21018219] yes=115,no=116,missing=116,gain=4.21200466,cover=129206
- 115:leaf=-0.000240944821,cover=0
- 116:leaf=0.000413395202,cover=0
- 58:[Pol<64.3762589] yes=117,no=118,missing=117,gain=2.75232244,cover=2896546
- 117:leaf=-0.000111860376,cover=0
- 118:leaf=1.89487582e-05,cover=0
- 14:[LGI5<2.67457628] yes=29,no=30,missing=29,gain=2.63338232,cover=238537
- 29:[Pol<19.2006226] yes=59,no=60,missing=59,gain=8.06444168,cover=128381
- 59:[Area5<0.666510165] yes=119,no=120,missing=119,gain=5.94897366,cover=24884
- 119:leaf=0.00054945919,cover=0
- 120:leaf=-0.00128129683,cover=0
- 60:[LGI5<2.45281005] yes=121,no=122,missing=121,gain=5.01544189,cover=103497
- 121:leaf=0.000524050614,cover=0
- 122:leaf=-0.000174398359,cover=0
- 30:[Area5<0.681571782] yes=61,no=62,missing=61,gain=4.68506956,cover=110156
- 61:[Ecc<4.94054604] yes=123,no=124,missing=124,gain=6.58995247,cover=9687
- 123:leaf=-0.000730998931,cover=0
- 124:leaf=0.00215824577,cover=0
- 62:[Ecc<1.05247808] yes=125,no=126,missing=126,gain=3.81466532,cover=100469
- 125:leaf=0.0085832607,cover=0
- 126:leaf=0.000172716565,cover=0
-booster[597]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=0.727304459,cover=5124388
- 1:[Ecc<9.38688755] yes=3,no=4,missing=4,gain=2.98608446,cover=60049
- 3:[PialCurv5<0.0771882981] yes=7,no=8,missing=7,gain=3.65617323,cover=22826
- 7:[LGI5<3.04290652] yes=15,no=16,missing=15,gain=1.7836895,cover=21754
- 15:[Ecc<6.03867722] yes=31,no=32,missing=31,gain=1.40664661,cover=17453
- 31:[Curv5<-0.0203319378] yes=63,no=64,missing=63,gain=1.67182577,cover=8385
- 63:leaf=-0.000508165045,cover=0
- 64:leaf=0.00346995122,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=65,gain=2.85544133,cover=9068
- 65:leaf=0.00896489341,cover=0
- 66:leaf=0.000426415121,cover=0
- 16:[Sulc0<0.143142253] yes=33,no=34,missing=34,gain=1.48396921,cover=4301
- 33:[Area5<0.576076329] yes=67,no=68,missing=67,gain=0.944366336,cover=4289
- 67:leaf=-0.00401853397,cover=0
- 68:leaf=-0.000814851956,cover=0
- 34:[Curv5<0.0798443258] yes=69,no=70,missing=69,gain=0.679527879,cover=12
- 69:leaf=-0.0255405307,cover=0
- 70:leaf=-0.000615124707,cover=0
- 8:[Sulc0<-0.655889988] yes=17,no=18,missing=17,gain=1.32181883,cover=1072
- 17:[Area5<0.66824472] yes=35,no=36,missing=36,gain=0.328456581,cover=10
- 35:[Ecc<1.15906882] yes=71,no=72,missing=71,gain=0.050863184,cover=3
- 71:leaf=-0.00615459681,cover=0
- 72:leaf=0.00413935585,cover=0
- 36:[Ecc<4.00532722] yes=73,no=74,missing=73,gain=0.0342332125,cover=7
- 73:leaf=0.0209340919,cover=0
- 74:leaf=0.00447553396,cover=0
- 18:[PialArea5<0.811158121] yes=37,no=38,missing=37,gain=1.335392,cover=1062
- 37:[LGI5<3.74316525] yes=75,no=76,missing=75,gain=1.07394671,cover=946
- 75:leaf=-0.00249873451,cover=0
- 76:leaf=-0.018993333,cover=0
- 38:[LGI5<3.10571551] yes=77,no=78,missing=77,gain=1.13761187,cover=116
- 77:leaf=-0.012107457,cover=0
- 78:leaf=-0.00183256657,cover=0
- 4:[LGI5<3.38720298] yes=9,no=10,missing=10,gain=1.64341855,cover=37223
- 9:[MidArea5<0.651719034] yes=19,no=20,missing=20,gain=1.2160368,cover=30764
- 19:[Sulc0<0.812575758] yes=39,no=40,missing=39,gain=0.965787053,cover=2593
- 39:[Ecc<35.8605728] yes=79,no=80,missing=79,gain=0.782396615,cover=2571
- 79:leaf=-0.00102935731,cover=0
- 80:leaf=0.000983555685,cover=0
- 40:[LGI5<2.84729719] yes=81,no=82,missing=81,gain=0.498612821,cover=22
- 81:leaf=0.0181936435,cover=0
- 82:leaf=0.00304899062,cover=0
- 20:[PialArea5<0.987776101] yes=41,no=42,missing=41,gain=1.70837688,cover=28171
- 41:[Sulc0<0.101211272] yes=83,no=84,missing=84,gain=2.09283924,cover=14498
- 83:leaf=0.000955103547,cover=0
- 84:leaf=0.00409176014,cover=0
- 42:[Sulc0<-0.173886195] yes=85,no=86,missing=85,gain=1.9732393,cover=13673
- 85:leaf=0.000480440212,cover=0
- 86:leaf=-0.0016569572,cover=0
- 10:[Ecc<30.959959] yes=21,no=22,missing=22,gain=0.752262354,cover=6459
- 21:[Sulc0<-0.357752919] yes=43,no=44,missing=43,gain=1.22038186,cover=3997
- 43:[PialCurv5<-0.0789950639] yes=87,no=88,missing=88,gain=1.98818636,cover=3588
- 87:leaf=-0.000358986639,cover=0
- 88:leaf=0.00216986286,cover=0
- 44:[LGI5<3.56741142] yes=89,no=90,missing=89,gain=3.4152441,cover=409
- 89:leaf=-0.0053070779,cover=0
- 90:leaf=0.00479674712,cover=0
- 22:[LGI5<3.64692807] yes=45,no=46,missing=45,gain=2.28012705,cover=2462
- 45:[PialCurv5<-0.167439327] yes=91,no=92,missing=92,gain=1.1955409,cover=1916
- 91:leaf=0.00308171124,cover=0
- 92:leaf=-0.00209574215,cover=0
- 46:[Curv5<-0.0507577434] yes=93,no=94,missing=93,gain=1.99195313,cover=546
- 93:leaf=0.000482756266,cover=0
- 94:leaf=0.00838372391,cover=0
- 2:[LGI5<2.56078315] yes=5,no=6,missing=6,gain=0.789728224,cover=5064339
- 5:[Area5<0.758003652] yes=11,no=12,missing=11,gain=3.43816853,cover=1769946
- 11:[Ecc<6.47151232] yes=23,no=24,missing=23,gain=5.77243328,cover=1598969
- 23:[Area5<0.663006425] yes=47,no=48,missing=47,gain=3.99936795,cover=1378972
- 47:[Ecc<1.46579576] yes=95,no=96,missing=95,gain=7.72217703,cover=888411
- 95:leaf=-8.77165439e-05,cover=0
- 96:leaf=0.000217070032,cover=0
- 48:[Pol<158.709351] yes=97,no=98,missing=97,gain=17.1328545,cover=490561
- 97:leaf=-0.000152963083,cover=0
- 98:leaf=0.00103884109,cover=0
- 24:[Sulc0<-0.0936657563] yes=49,no=50,missing=49,gain=10.2742577,cover=219997
- 49:[PialCurv5<0.0128733069] yes=99,no=100,missing=99,gain=33.7917366,cover=105020
- 99:leaf=-0.000305939728,cover=0
- 100:leaf=-0.00339290872,cover=0
- 50:[PialCurv5<0.0851107761] yes=101,no=102,missing=101,gain=14.4027195,cover=114977
- 101:leaf=0.000940275204,cover=0
- 102:leaf=-0.000277840969,cover=0
- 12:[Pol<14.1659222] yes=25,no=26,missing=26,gain=8.08789825,cover=170977
- 25:[Ecc<4.73840666] yes=51,no=52,missing=51,gain=2.78303623,cover=7636
- 51:[Area5<0.839165807] yes=103,no=104,missing=103,gain=2.08469057,cover=5916
- 103:leaf=-0.00126682245,cover=0
- 104:leaf=0.00121321366,cover=0
- 52:[PialCurv5<-0.140412122] yes=105,no=106,missing=105,gain=1.57965612,cover=1720
- 105:leaf=0.00025598341,cover=0
- 106:leaf=-0.00380125758,cover=0
- 26:[Pol<65.1286774] yes=53,no=54,missing=53,gain=11.6736336,cover=163341
- 53:[PialArea5<1.02926981] yes=107,no=108,missing=107,gain=9.50825882,cover=37968
- 107:leaf=0.00263193646,cover=0
- 108:leaf=0.000676897704,cover=0
- 54:[Ecc<7.64592981] yes=109,no=110,missing=109,gain=13.4999037,cover=125373
- 109:leaf=-0.000112632406,cover=0
- 110:leaf=0.00147905364,cover=0
- 6:[Ecc<3.60812569] yes=13,no=14,missing=13,gain=4.10091209,cover=3294393
- 13:[PialCurv5<0.0128733069] yes=27,no=28,missing=27,gain=8.12102509,cover=175375
- 27:[Sulc0<-0.305269122] yes=55,no=56,missing=56,gain=8.71510124,cover=126924
- 55:[LGI5<2.66052985] yes=111,no=112,missing=111,gain=5.89376831,cover=117303
- 111:leaf=-6.70827649e-05,cover=0
- 112:leaf=-0.000798028079,cover=0
- 56:[Area5<0.587948382] yes=113,no=114,missing=114,gain=3.54930115,cover=9621
- 113:leaf=0.0003962052,cover=0
- 114:leaf=-0.00230868929,cover=0
- 28:[Pol<114.432869] yes=57,no=58,missing=57,gain=7.86735487,cover=48451
- 57:[Sulc0<0.184694022] yes=115,no=116,missing=115,gain=4.55766249,cover=32500
- 115:leaf=0.000321102882,cover=0
- 116:leaf=-0.000895645644,cover=0
- 58:[MidArea5<0.772133708] yes=117,no=118,missing=118,gain=7.8321476,cover=15951
- 117:leaf=0.00166805636,cover=0
- 118:leaf=-0.00146130647,cover=0
- 14:[Pol<64.3762589] yes=29,no=30,missing=29,gain=2.62171364,cover=3119018
- 29:[Ecc<18.3223667] yes=59,no=60,missing=59,gain=8.58675671,cover=914577
- 59:[Sulc0<-0.188964635] yes=119,no=120,missing=120,gain=43.0570641,cover=516091
- 119:leaf=-4.7800826e-05,cover=0
- 120:leaf=-0.00150229794,cover=0
- 60:[LGI5<3.04906535] yes=121,no=122,missing=121,gain=13.6351328,cover=398486
- 121:leaf=-0.000356165459,cover=0
- 122:leaf=0.000287462812,cover=0
- 30:[Ecc<17.7876587] yes=61,no=62,missing=62,gain=5.09200859,cover=2204441
- 61:[LGI5<2.73607373] yes=123,no=124,missing=123,gain=12.9079466,cover=1474347
- 123:leaf=-0.000135821116,cover=0
- 124:leaf=0.000181261945,cover=0
- 62:[LGI5<2.93978119] yes=125,no=126,missing=126,gain=12.7919741,cover=730094
- 125:leaf=0.000435687223,cover=0
- 126:leaf=-0.000166404861,cover=0
-booster[598]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.691667259,cover=5124388
- 1:[Area5<0.610838115] yes=3,no=4,missing=3,gain=2.07391047,cover=20016
- 3:[PialArea5<0.476533443] yes=7,no=8,missing=8,gain=1.78252387,cover=18642
- 7:[Ecc<3.94116735] yes=15,no=16,missing=15,gain=0.624782741,cover=18400
- 15:[Ecc<0.783076942] yes=31,no=32,missing=32,gain=1.19041395,cover=4862
- 31:[Sulc0<0.364060968] yes=63,no=64,missing=63,gain=0.910668671,cover=848
- 63:leaf=0.00146159006,cover=0
- 64:leaf=-0.0166543685,cover=0
- 32:[Ecc<1.41371143] yes=65,no=66,missing=65,gain=0.888555825,cover=4014
- 65:leaf=-0.00290028728,cover=0
- 66:leaf=-0.000489740341,cover=0
- 16:[Pol<84.1277542] yes=33,no=34,missing=33,gain=1.15685976,cover=13538
- 33:[LGI5<2.44006681] yes=67,no=68,missing=67,gain=3.00602436,cover=2727
- 67:leaf=0.0110336021,cover=0
- 68:leaf=-0.00088214624,cover=0
- 34:[LGI5<3.56741142] yes=69,no=70,missing=69,gain=1.84793842,cover=10811
- 69:leaf=0.000616032106,cover=0
- 70:leaf=-0.0033638929,cover=0
- 8:[PialCurv5<-0.107211173] yes=17,no=18,missing=17,gain=1.12404871,cover=242
- 17:[PialCurv5<-0.190801308] yes=35,no=36,missing=36,gain=0.599049568,cover=195
- 35:[LGI5<2.66519833] yes=71,no=72,missing=71,gain=0.216217995,cover=59
- 71:leaf=-0.00144281972,cover=0
- 72:leaf=0.00454904744,cover=0
- 36:[Ecc<5.14592695] yes=73,no=74,missing=74,gain=0.385315657,cover=136
- 73:leaf=0.00486169849,cover=0
- 74:leaf=0.0103334785,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=37,gain=0.668145657,cover=47
- 37:[Ecc<12.3665791] yes=75,no=76,missing=76,gain=0.416961372,cover=42
- 75:leaf=-0.00202603382,cover=0
- 76:leaf=-0.0142130842,cover=0
- 38:leaf=0.0132196425,cover=0
- 4:[Sulc0<0.869075775] yes=9,no=10,missing=10,gain=0.627114296,cover=1374
- 9:[Ecc<20.7119312] yes=19,no=20,missing=19,gain=1.171574,cover=585
- 19:[Area5<0.64784193] yes=39,no=40,missing=39,gain=0.702591419,cover=506
- 39:[LGI5<2.96780801] yes=77,no=78,missing=78,gain=0.669326544,cover=484
- 77:leaf=0.000586837239,cover=0
- 78:leaf=0.00564489746,cover=0
- 40:[Ecc<8.41855335] yes=79,no=80,missing=79,gain=0.265145779,cover=22
- 79:leaf=0.01354641,cover=0
- 80:leaf=0.00112040888,cover=0
- 20:[Sulc0<0.849368811] yes=41,no=42,missing=42,gain=0.360988557,cover=79
- 41:[Pol<85.4004211] yes=81,no=82,missing=81,gain=0.108435869,cover=68
- 81:leaf=-0.00374727184,cover=0
- 82:leaf=-0.00794385746,cover=0
- 42:[LGI5<3.22522902] yes=83,no=84,missing=84,gain=0.0800575316,cover=11
- 83:leaf=-0.00190699589,cover=0
- 84:leaf=0.00637745438,cover=0
- 10:[Ecc<9.88196182] yes=21,no=22,missing=22,gain=1.16651845,cover=789
- 21:[LGI5<2.6558373] yes=43,no=44,missing=43,gain=0.584753811,cover=326
- 43:[Pol<96.8070755] yes=85,no=86,missing=85,gain=0.408006668,cover=151
- 85:leaf=-0.000470638945,cover=0
- 86:leaf=0.00495696254,cover=0
- 44:[Curv5<0.233002663] yes=87,no=88,missing=87,gain=0.464476854,cover=175
- 87:leaf=0.0011608674,cover=0
- 88:leaf=-0.0039886157,cover=0
- 22:[Ecc<13.3064203] yes=45,no=46,missing=45,gain=1.84290886,cover=463
- 45:[PialCurv5<0.394910008] yes=89,no=90,missing=89,gain=0.790936708,cover=33
- 89:leaf=0.0215930287,cover=0
- 90:leaf=0.00509710377,cover=0
- 46:[LGI5<3.07984829] yes=91,no=92,missing=91,gain=0.798371792,cover=430
- 91:leaf=0.0067649642,cover=0
- 92:leaf=0.00222669193,cover=0
- 2:[Curv5<0.245671451] yes=5,no=6,missing=6,gain=0.804111898,cover=5104372
- 5:[PialArea5<0.390391022] yes=11,no=12,missing=11,gain=0.773282111,cover=5071714
- 11:[LGI5<3.70550299] yes=23,no=24,missing=23,gain=2.01774573,cover=358373
- 23:[Ecc<13.8847265] yes=47,no=48,missing=47,gain=2.39292169,cover=349954
- 47:[Sulc0<1.02827847] yes=93,no=94,missing=94,gain=4.2333746,cover=217231
- 93:leaf=0.000203070915,cover=0
- 94:leaf=-0.000859365799,cover=0
- 48:[Sulc0<0.795422614] yes=95,no=96,missing=96,gain=4.78799534,cover=132723
- 95:leaf=-0.000542908383,cover=0
- 96:leaf=9.60553079e-05,cover=0
- 24:[Curv5<0.120553598] yes=49,no=50,missing=49,gain=3.59222031,cover=8419
- 49:[PialCurv5<0.0519027263] yes=97,no=98,missing=98,gain=3.17991495,cover=1220
- 97:leaf=-0.00465492532,cover=0
- 98:leaf=0.00415583374,cover=0
- 50:[Pol<68.895668] yes=99,no=100,missing=99,gain=3.11616421,cover=7199
- 99:leaf=0.00388920284,cover=0
- 100:leaf=9.96598974e-05,cover=0
- 12:[PialCurv5<0.493508637] yes=25,no=26,missing=25,gain=1.46656561,cover=4713341
- 25:[Curv5<0.190557376] yes=51,no=52,missing=52,gain=1.8913486,cover=4711024
- 51:[PialCurv5<0.426807076] yes=101,no=102,missing=101,gain=2.49927759,cover=4653675
- 101:leaf=-3.07013283e-06,cover=0
- 102:leaf=0.00130047218,cover=0
- 52:[PialCurv5<0.371846795] yes=103,no=104,missing=104,gain=2.6614337,cover=57349
- 103:leaf=-9.90815242e-05,cover=0
- 104:leaf=-0.000895649486,cover=0
- 26:[Pol<105.462654] yes=53,no=54,missing=53,gain=1.38684845,cover=2317
- 53:[LGI5<3.58443618] yes=105,no=106,missing=105,gain=1.39575672,cover=1349
- 105:leaf=0.00274106278,cover=0
- 106:leaf=-0.00340220192,cover=0
- 54:[LGI5<3.13786864] yes=107,no=108,missing=107,gain=0.689674437,cover=968
- 107:leaf=0.000365180254,cover=0
- 108:leaf=-0.00338464719,cover=0
- 6:[PialArea5<0.524996102] yes=13,no=14,missing=13,gain=0.987364054,cover=32658
- 13:[PialArea5<0.245474651] yes=27,no=28,missing=27,gain=0.856508136,cover=32197
- 27:[LGI5<2.51288176] yes=55,no=56,missing=56,gain=1.16433227,cover=1258
- 55:[Pol<106.604004] yes=109,no=110,missing=109,gain=0.824780285,cover=540
- 109:leaf=0.00141730381,cover=0
- 110:leaf=-0.00291603105,cover=0
- 56:[LGI5<3.3215456] yes=111,no=112,missing=111,gain=0.767896175,cover=718
- 111:leaf=-0.00355344196,cover=0
- 112:leaf=0.00106487423,cover=0
- 28:[LGI5<2.3349762] yes=57,no=58,missing=57,gain=0.894387543,cover=30939
- 57:[Sulc0<-0.217071146] yes=113,no=114,missing=113,gain=0.857115269,cover=5669
- 113:leaf=-0.00329015939,cover=0
- 114:leaf=-0.000645147345,cover=0
- 58:[Area5<0.797084928] yes=115,no=116,missing=115,gain=1.12962174,cover=25270
- 115:leaf=-7.13256522e-05,cover=0
- 116:leaf=-0.00374513562,cover=0
- 14:[Ecc<8.6295805] yes=29,no=30,missing=30,gain=0.800108969,cover=461
- 29:[Ecc<2.42687178] yes=59,no=60,missing=59,gain=0.3572855,cover=385
- 59:[Pol<103.851685] yes=117,no=118,missing=117,gain=0.405050993,cover=157
- 117:leaf=-0.00273380266,cover=0
- 118:leaf=0.00244169636,cover=0
- 60:[Ecc<4.00532722] yes=119,no=120,missing=119,gain=0.341594934,cover=228
- 119:leaf=0.00413435139,cover=0
- 120:leaf=0.000253198872,cover=0
- 30:[PialCurv5<0.154069737] yes=61,no=62,missing=61,gain=0.322838306,cover=76
- 61:[Area5<0.702883124] yes=121,no=122,missing=121,gain=0.118682742,cover=27
- 121:leaf=0.0143005569,cover=0
- 122:leaf=0.00673781708,cover=0
- 62:[Area5<0.596935391] yes=123,no=124,missing=124,gain=0.188107789,cover=49
- 123:leaf=0.0118094487,cover=0
- 124:leaf=0.00282863062,cover=0
-booster[599]:
-0:[PialArea5<0.89274627] yes=1,no=2,missing=2,gain=0.699847221,cover=5124388
- 1:[PialCurv5<-0.111886919] yes=3,no=4,missing=3,gain=2.42197061,cover=3368626
- 3:[Curv5<-0.214297205] yes=7,no=8,missing=7,gain=7.66866207,cover=443749
- 7:[Curv5<-0.303613424] yes=15,no=16,missing=15,gain=1.85892344,cover=330887
- 15:[Ecc<5.33884621] yes=31,no=32,missing=31,gain=1.20197487,cover=79984
- 31:[Area5<0.504816413] yes=63,no=64,missing=63,gain=2.64603996,cover=21821
- 63:leaf=3.5148867e-05,cover=0
- 64:leaf=0.00115194183,cover=0
- 32:[Ecc<6.92728615] yes=65,no=66,missing=65,gain=1.86956227,cover=58163
- 65:leaf=-0.000597865961,cover=0
- 66:leaf=0.000186462523,cover=0
- 16:[PialCurv5<-0.210138425] yes=33,no=34,missing=33,gain=3.48483467,cover=250903
- 33:[MidArea5<0.489716202] yes=67,no=68,missing=68,gain=1.96877837,cover=1712
- 67:leaf=-0.00451716036,cover=0
- 68:leaf=0.00258431886,cover=0
- 34:[Sulc0<0.0770083591] yes=69,no=70,missing=70,gain=2.24122095,cover=249191
- 69:leaf=-9.41504404e-05,cover=0
- 70:leaf=-0.00170366594,cover=0
- 8:[Area5<0.545738399] yes=17,no=18,missing=17,gain=10.7020416,cover=112862
- 17:[PialArea5<0.829066753] yes=35,no=36,missing=35,gain=2.61740088,cover=43881
- 35:[Ecc<1.10530448] yes=71,no=72,missing=72,gain=2.37451243,cover=32542
- 71:leaf=0.000466789177,cover=0
- 72:leaf=-0.000600635423,cover=0
- 36:[Pol<152.827332] yes=73,no=74,missing=73,gain=2.15907145,cover=11339
- 73:leaf=0.000993067515,cover=0
- 74:leaf=-0.000460685376,cover=0
- 18:[PialCurv5<-0.135003537] yes=37,no=38,missing=37,gain=6.0112114,cover=68981
- 37:[Pol<141.801834] yes=75,no=76,missing=76,gain=5.63358688,cover=16798
- 75:leaf=0.0010139182,cover=0
- 76:leaf=0.00295553356,cover=0
- 38:[Area5<0.720017433] yes=77,no=78,missing=77,gain=3.12579155,cover=52183
- 77:leaf=0.000716953131,cover=0
- 78:leaf=-0.000479205366,cover=0
- 4:[Curv5<-0.0343657099] yes=9,no=10,missing=9,gain=3.30773258,cover=2924877
- 9:[Area5<0.598585367] yes=19,no=20,missing=19,gain=8.33908749,cover=759904
- 19:[Curv5<-0.110226393] yes=39,no=40,missing=39,gain=11.7733927,cover=297449
- 39:[Pol<67.3859482] yes=79,no=80,missing=79,gain=4.6610837,cover=196343
- 79:leaf=-0.000593172677,cover=0
- 80:leaf=-8.18541776e-06,cover=0
- 40:[PialCurv5<-0.019163372] yes=81,no=82,missing=81,gain=14.6888399,cover=101106
- 81:leaf=0.000933215895,cover=0
- 82:leaf=-0.000365061773,cover=0
- 20:[Pol<156.492447] yes=41,no=42,missing=41,gain=8.43190384,cover=462455
- 41:[Pol<109.248352] yes=83,no=84,missing=83,gain=11.1612759,cover=386048
- 83:leaf=-9.44278072e-05,cover=0
- 84:leaf=-0.000633117219,cover=0
- 42:[Ecc<1.10530448] yes=85,no=86,missing=85,gain=10.1501245,cover=76407
- 85:leaf=-0.00143267505,cover=0
- 86:leaf=0.000427505234,cover=0
- 10:[Ecc<8.06448936] yes=21,no=22,missing=21,gain=3.73482203,cover=2164973
- 21:[LGI5<3.35709596] yes=43,no=44,missing=44,gain=16.7261677,cover=969279
- 43:[Pol<124.735107] yes=87,no=88,missing=87,gain=16.0823364,cover=967579
- 87:leaf=-2.8291337e-05,cover=0
- 88:leaf=0.00050711137,cover=0
- 44:[Pol<168.718765] yes=89,no=90,missing=90,gain=12.0410995,cover=1700
- 89:leaf=0.00439820578,cover=0
- 90:leaf=0.0332489535,cover=0
- 22:[Sulc0<-0.237935558] yes=45,no=46,missing=45,gain=27.8916588,cover=1195694
- 45:[Area5<0.645846248] yes=91,no=92,missing=91,gain=15.5493698,cover=48147
- 91:leaf=-0.0031223034,cover=0
- 92:leaf=-0.000808276411,cover=0
- 46:[PialCurv5<0.064168714] yes=93,no=94,missing=93,gain=9.74670315,cover=1147547
- 93:leaf=0.000273087906,cover=0
- 94:leaf=-8.35477986e-05,cover=0
- 2:[PialCurv5<-0.0957419723] yes=5,no=6,missing=6,gain=2.61494708,cover=1755762
- 5:[Curv5<-0.129194111] yes=11,no=12,missing=11,gain=79.4872589,cover=902708
- 11:[Curv5<-0.144993886] yes=23,no=24,missing=24,gain=11.583189,cover=883937
- 23:[Sulc0<-0.34506914] yes=47,no=48,missing=47,gain=10.3937302,cover=858268
- 47:[Ecc<20.0856266] yes=95,no=96,missing=95,gain=5.84667206,cover=798598
- 95:leaf=-0.000139634634,cover=0
- 96:leaf=0.000254347629,cover=0
- 48:[Area5<0.715747833] yes=97,no=98,missing=97,gain=4.71268749,cover=59670
- 97:leaf=-0.00115671335,cover=0
- 98:leaf=-0.0002594369,cover=0
- 24:[PialCurv5<-0.11032705] yes=49,no=50,missing=49,gain=14.6458902,cover=25669
- 49:[LGI5<2.75211287] yes=99,no=100,missing=99,gain=2.08471489,cover=6311
- 99:leaf=0.00382703519,cover=0
- 100:leaf=0.00199065451,cover=0
- 50:[LGI5<2.13090348] yes=101,no=102,missing=101,gain=3.75198603,cover=19358
- 101:leaf=-0.00981086586,cover=0
- 102:leaf=0.000310582778,cover=0
- 12:[Area5<0.665633082] yes=25,no=26,missing=25,gain=8.61929321,cover=18771
- 25:[Curv5<-0.0156469513] yes=51,no=52,missing=51,gain=7.14309406,cover=5942
- 51:[Pol<174.523148] yes=103,no=104,missing=103,gain=2.27796888,cover=5926
- 103:leaf=0.00193530624,cover=0
- 104:leaf=-0.00244200695,cover=0
- 52:[MidArea5<0.712433219] yes=105,no=106,missing=105,gain=0.288570881,cover=16
- 105:leaf=-0.0156523101,cover=0
- 106:leaf=-0.035744559,cover=0
- 26:[LGI5<2.72022414] yes=53,no=54,missing=53,gain=7.1706543,cover=12829
- 53:[Area5<0.987501919] yes=107,no=108,missing=107,gain=7.99368286,cover=5931
- 107:leaf=0.00545298727,cover=0
- 108:leaf=-0.00759315956,cover=0
- 54:[PialArea5<1.06442153] yes=109,no=110,missing=109,gain=4.27615166,cover=6898
- 109:leaf=0.00412101718,cover=0
- 110:leaf=0.00162806816,cover=0
- 6:[Curv5<-0.174421206] yes=13,no=14,missing=13,gain=29.7011223,cover=853054
- 13:[Area5<0.542713821] yes=27,no=28,missing=28,gain=12.4467125,cover=86241
- 27:[Sulc0<-0.469276249] yes=55,no=56,missing=55,gain=7.32945204,cover=8306
- 55:[Curv5<-0.228820562] yes=111,no=112,missing=111,gain=3.3960073,cover=7605
- 111:leaf=-0.00262850174,cover=0
- 112:leaf=8.50324795e-05,cover=0
- 56:[Area5<0.525751591] yes=113,no=114,missing=113,gain=2.61236382,cover=701
- 113:leaf=-0.00828258507,cover=0
- 114:leaf=-0.00206227065,cover=0
- 28:[Sulc0<-0.592216015] yes=57,no=58,missing=57,gain=11.2756004,cover=77935
- 57:[Sulc0<-0.966370046] yes=115,no=116,missing=116,gain=3.97261906,cover=44042
- 115:leaf=-0.000318979612,cover=0
- 116:leaf=0.000872567878,cover=0
- 58:[Ecc<4.73840666] yes=117,no=118,missing=117,gain=6.84737778,cover=33893
- 117:leaf=5.49825854e-05,cover=0
- 118:leaf=0.00213117083,cover=0
- 14:[MidArea5<0.816721499] yes=29,no=30,missing=29,gain=7.29685831,cover=766813
- 29:[Pol<68.895668] yes=59,no=60,missing=59,gain=6.52794552,cover=151075
- 59:[Ecc<12.5441074] yes=119,no=120,missing=119,gain=4.02738619,cover=55902
- 119:leaf=-0.000444333768,cover=0
- 120:leaf=0.000441374315,cover=0
- 60:[Area5<0.666510165] yes=121,no=122,missing=121,gain=6.3205595,cover=95173
- 121:leaf=0.000850560784,cover=0
- 122:leaf=-4.69758334e-06,cover=0
- 30:[Area5<0.621834755] yes=61,no=62,missing=61,gain=7.96634483,cover=615738
- 61:[PialCurv5<-0.0569176264] yes=123,no=124,missing=124,gain=6.93822479,cover=14117
- 123:leaf=-0.000702002493,cover=0
- 124:leaf=-0.00345921307,cover=0
- 62:[Curv5<-0.153417632] yes=125,no=126,missing=125,gain=8.33650017,cover=601621
- 125:leaf=0.000533513667,cover=0
- 126:leaf=-0.000117845593,cover=0
-booster[600]:
-0:[Curv5<-0.256378978] yes=1,no=2,missing=2,gain=0.715592027,cover=5124388
- 1:[PialCurv5<-0.144106165] yes=3,no=4,missing=3,gain=3.94916582,cover=383095
- 3:[Ecc<7.18838644] yes=7,no=8,missing=7,gain=3.03812718,cover=237479
- 7:[LGI5<3.15728688] yes=15,no=16,missing=16,gain=4.14547443,cover=113533
- 15:[Sulc0<-0.457356662] yes=31,no=32,missing=32,gain=1.79120469,cover=112008
- 31:[MidArea5<0.468026847] yes=63,no=64,missing=63,gain=1.77816176,cover=105829
- 63:leaf=0.00224284874,cover=0
- 64:leaf=-0.00027665947,cover=0
- 32:[LGI5<2.77389717] yes=65,no=66,missing=65,gain=1.94101024,cover=6179
- 65:leaf=0.00109059585,cover=0
- 66:leaf=-0.00103772478,cover=0
- 16:[Ecc<5.53207445] yes=33,no=34,missing=33,gain=2.18874168,cover=1525
- 33:[PialArea5<0.890138209] yes=67,no=68,missing=68,gain=0.445960522,cover=218
- 67:leaf=-0.00460434007,cover=0
- 68:leaf=-0.00931238011,cover=0
- 34:[PialCurv5<-0.159167215] yes=69,no=70,missing=69,gain=1.22511292,cover=1307
- 69:leaf=-0.00320237875,cover=0
- 70:leaf=-1.15911507e-05,cover=0
- 8:[Sulc0<-0.325671464] yes=17,no=18,missing=18,gain=3.25126791,cover=123946
- 17:[Area5<0.682363749] yes=35,no=36,missing=35,gain=2.09278345,cover=110538
- 35:[Curv5<-0.303613424] yes=71,no=72,missing=71,gain=1.86156642,cover=89137
- 71:leaf=0.00034461933,cover=0
- 72:leaf=-0.000114361384,cover=0
- 36:[LGI5<2.92358446] yes=73,no=74,missing=73,gain=3.33638501,cover=21401
- 73:leaf=0.00165927096,cover=0
- 74:leaf=0.000260345667,cover=0
- 18:[Area5<0.559839368] yes=37,no=38,missing=38,gain=3.46176863,cover=13408
- 37:[Ecc<42.1016579] yes=75,no=76,missing=75,gain=2.80866194,cover=5117
- 75:leaf=-2.22196468e-05,cover=0
- 76:leaf=0.00365905766,cover=0
- 38:[LGI5<2.55687809] yes=77,no=78,missing=78,gain=3.50207853,cover=8291
- 77:leaf=0.0035272066,cover=0
- 78:leaf=-0.00147582067,cover=0
- 4:[Area5<0.483568966] yes=9,no=10,missing=9,gain=3.92917967,cover=145616
- 9:[Curv5<-0.39144522] yes=19,no=20,missing=20,gain=1.88123369,cover=25833
- 19:[Ecc<0.729281187] yes=39,no=40,missing=39,gain=0.816058874,cover=1108
- 39:[Pol<10.3232107] yes=79,no=80,missing=80,gain=1.46128058,cover=57
- 79:leaf=0.0233214311,cover=0
- 80:leaf=0.000299628795,cover=0
- 40:[Ecc<1.3629595] yes=81,no=82,missing=81,gain=1.03474426,cover=1051
- 81:leaf=-0.00624524755,cover=0
- 82:leaf=-0.00193839823,cover=0
- 20:[LGI5<2.75211287] yes=41,no=42,missing=42,gain=1.12785077,cover=24725
- 41:[LGI5<2.56865931] yes=83,no=84,missing=83,gain=3.00443077,cover=21039
- 83:leaf=-0.000106509149,cover=0
- 84:leaf=-0.00187174079,cover=0
- 42:[PialArea5<0.555011809] yes=85,no=86,missing=86,gain=2.29664993,cover=3686
- 85:leaf=-0.00281274319,cover=0
- 86:leaf=0.00106346782,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=21,gain=4.20682955,cover=119783
- 21:[LGI5<2.38303256] yes=43,no=44,missing=44,gain=2.15830564,cover=47891
- 43:[MidArea5<0.750180483] yes=87,no=88,missing=88,gain=2.2168746,cover=6620
- 87:leaf=0.000753342698,cover=0
- 88:leaf=-0.00134514261,cover=0
- 44:[Curv5<-0.350989401] yes=89,no=90,missing=90,gain=1.93427432,cover=41271
- 89:leaf=-0.00149024941,cover=0
- 90:leaf=0.000233628045,cover=0
- 22:[Pol<149.072266] yes=45,no=46,missing=46,gain=6.1803627,cover=71892
- 45:[Sulc0<-0.763524294] yes=91,no=92,missing=92,gain=3.60320663,cover=34897
- 91:leaf=0.000415693416,cover=0
- 92:leaf=0.00148203992,cover=0
- 46:[LGI5<2.23211861] yes=93,no=94,missing=93,gain=4.39983177,cover=36995
- 93:leaf=0.00435953727,cover=0
- 94:leaf=0.000111750676,cover=0
- 2:[PialCurv5<-0.164281175] yes=5,no=6,missing=6,gain=2.67941523,cover=4741293
- 5:[Curv5<-0.108295463] yes=11,no=12,missing=11,gain=2.33906531,cover=22529
- 11:[Curv5<-0.22713457] yes=23,no=24,missing=23,gain=2.15905452,cover=22024
- 23:[Ecc<9.27846909] yes=47,no=48,missing=47,gain=0.888033986,cover=14663
- 47:[LGI5<3.04906535] yes=95,no=96,missing=95,gain=1.25605834,cover=10165
- 95:leaf=0.000148677937,cover=0
- 96:leaf=-0.0021615955,cover=0
- 48:[Ecc<29.3556995] yes=97,no=98,missing=97,gain=1.38418293,cover=4498
- 97:leaf=0.00126280007,cover=0
- 98:leaf=-0.00101233122,cover=0
- 24:[PialCurv5<-0.190801308] yes=49,no=50,missing=49,gain=2.44827986,cover=7361
- 49:[Ecc<2.91795349] yes=99,no=100,missing=100,gain=2.09729195,cover=1360
- 99:leaf=0.00408818573,cover=0
- 100:leaf=-0.00142132712,cover=0
- 50:[MidArea5<0.621293068] yes=101,no=102,missing=101,gain=2.68409395,cover=6001
- 101:leaf=-0.000386324362,cover=0
- 102:leaf=0.00227217143,cover=0
- 12:[Pol<92.1537628] yes=25,no=26,missing=25,gain=2.28418946,cover=505
- 25:[LGI5<2.58938479] yes=51,no=52,missing=51,gain=2.12878227,cover=260
- 51:[Pol<57.0350037] yes=103,no=104,missing=103,gain=0.857290268,cover=115
- 103:leaf=-0.0185272954,cover=0
- 104:leaf=-0.00844863895,cover=0
- 52:[Ecc<12.0179253] yes=105,no=106,missing=106,gain=3.57382417,cover=145
- 105:leaf=0.00936506037,cover=0
- 106:leaf=-0.00735528022,cover=0
- 26:[Ecc<3.8768425] yes=53,no=54,missing=53,gain=5.08339167,cover=245
- 53:[PialArea5<0.81902951] yes=107,no=108,missing=107,gain=2.86017227,cover=66
- 107:leaf=0.00870428141,cover=0
- 108:leaf=0.0428044908,cover=0
- 54:[PialArea5<0.643814564] yes=109,no=110,missing=109,gain=3.29801702,cover=179
- 109:leaf=0.00229587825,cover=0
- 110:leaf=-0.0113058928,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=1.43407464,cover=4718764
- 13:[LGI5<2.45281005] yes=27,no=28,missing=27,gain=0.792237997,cover=21759
- 27:[Pol<58.6768646] yes=55,no=56,missing=55,gain=1.97140694,cover=13399
- 55:[PialArea5<0.772500634] yes=111,no=112,missing=112,gain=1.59150624,cover=1941
- 111:leaf=0.000172009211,cover=0
- 112:leaf=0.00303547317,cover=0
- 56:[Ecc<8.6295805] yes=113,no=114,missing=113,gain=1.05827248,cover=11458
- 113:leaf=-0.000105820538,cover=0
- 114:leaf=0.0154102463,cover=0
- 28:[LGI5<2.71502113] yes=57,no=58,missing=57,gain=1.8478334,cover=8360
- 57:[Pol<52.7894325] yes=115,no=116,missing=116,gain=1.69913673,cover=5403
- 115:leaf=-0.00149555912,cover=0
- 116:leaf=0.00160699093,cover=0
- 58:[Ecc<9.0678978] yes=117,no=118,missing=117,gain=1.09331942,cover=2957
- 117:leaf=-0.00134331977,cover=0
- 118:leaf=0.000600820524,cover=0
- 14:[Sulc0<-0.966370046] yes=29,no=30,missing=29,gain=1.25099695,cover=4697005
- 29:[PialArea5<0.689872265] yes=59,no=60,missing=60,gain=3.78244972,cover=188848
- 59:[LGI5<2.13090348] yes=119,no=120,missing=119,gain=2.43592429,cover=1156
- 119:leaf=-0.0052406285,cover=0
- 120:leaf=0.00337396259,cover=0
- 60:[Area5<0.737164855] yes=121,no=122,missing=121,gain=2.3640449,cover=187692
- 121:leaf=-0.0002350172,cover=0
- 122:leaf=0.000232485225,cover=0
- 30:[PialCurv5<-0.149745584] yes=61,no=62,missing=61,gain=1.71268678,cover=4508157
- 61:[Curv5<-0.212755695] yes=123,no=124,missing=123,gain=20.0150452,cover=42288
- 123:leaf=-0.000233810395,cover=0
- 124:leaf=0.00247921515,cover=0
- 62:[PialArea5<1.16111541] yes=125,no=126,missing=125,gain=1.71159971,cover=4465869
- 125:leaf=-1.58190669e-05,cover=0
- 126:leaf=0.00010764051,cover=0
-booster[601]:
-0:[PialArea5<0.281252682] yes=1,no=2,missing=2,gain=0.66064322,cover=5124388
- 1:[LGI5<2.92895722] yes=3,no=4,missing=3,gain=0.654732525,cover=60049
- 3:[Ecc<8.55626965] yes=7,no=8,missing=7,gain=1.24188709,cover=37011
- 7:[Pol<95.050293] yes=15,no=16,missing=15,gain=3.62902308,cover=27064
- 15:[LGI5<2.26652193] yes=31,no=32,missing=32,gain=1.56068468,cover=4094
- 31:[Ecc<0.221054599] yes=63,no=64,missing=63,gain=0.720519662,cover=166
- 63:leaf=0.0106651112,cover=0
- 64:leaf=-0.00391688338,cover=0
- 32:[Pol<88.5531387] yes=65,no=66,missing=65,gain=1.0422821,cover=3928
- 65:leaf=0.00342580234,cover=0
- 66:leaf=0.00137807138,cover=0
- 16:[Sulc0<0.649594426] yes=33,no=34,missing=33,gain=2.36484814,cover=22970
- 33:[Area5<0.554568231] yes=67,no=68,missing=67,gain=1.83795214,cover=9915
- 67:leaf=-0.000918655307,cover=0
- 68:leaf=0.000863779045,cover=0
- 34:[Curv5<0.133649558] yes=69,no=70,missing=70,gain=4.13375854,cover=13055
- 69:leaf=-0.00948906597,cover=0
- 70:leaf=-0.000388514163,cover=0
- 8:[PialCurv5<0.0495097227] yes=17,no=18,missing=17,gain=2.23341703,cover=9947
- 17:[PialArea5<0.245474651] yes=35,no=36,missing=35,gain=1.46953142,cover=119
- 35:[Pol<99.0100403] yes=71,no=72,missing=71,gain=1.04415703,cover=39
- 71:leaf=0.0178960524,cover=0
- 72:leaf=-0.00298017054,cover=0
- 36:[Ecc<27.7987404] yes=73,no=74,missing=73,gain=0.647045016,cover=80
- 73:leaf=0.00392465293,cover=0
- 74:leaf=-0.0103090731,cover=0
- 18:[Ecc<11.0302963] yes=37,no=38,missing=38,gain=1.96766222,cover=9828
- 37:[PialCurv5<0.329096764] yes=75,no=76,missing=76,gain=2.04243279,cover=4093
- 75:leaf=-0.00249476428,cover=0
- 76:leaf=-0.000260857138,cover=0
- 38:[MidArea5<0.421422303] yes=77,no=78,missing=77,gain=1.89408958,cover=5735
- 77:leaf=0.0019991945,cover=0
- 78:leaf=-0.000356392906,cover=0
- 4:[LGI5<3.12489319] yes=9,no=10,missing=9,gain=1.4456439,cover=23038
- 9:[PialCurv5<0.265012205] yes=19,no=20,missing=19,gain=1.65276361,cover=8173
- 19:[Ecc<8.41855335] yes=39,no=40,missing=39,gain=1.57925153,cover=2402
- 39:[Curv5<0.233002663] yes=79,no=80,missing=79,gain=1.50914478,cover=209
- 79:leaf=0.00553371618,cover=0
- 80:leaf=0.0366953276,cover=0
- 40:[Sulc0<0.795422614] yes=81,no=82,missing=82,gain=2.23703527,cover=2193
- 81:leaf=-0.000606536167,cover=0
- 82:leaf=0.00276090088,cover=0
- 20:[Ecc<22.4429302] yes=41,no=42,missing=41,gain=1.02263451,cover=5771
- 41:[Area5<0.499970406] yes=83,no=84,missing=84,gain=1.45110297,cover=3206
- 83:leaf=0.01710888,cover=0
- 84:leaf=0.000973838207,cover=0
- 42:[LGI5<2.94529939] yes=85,no=86,missing=85,gain=2.02647638,cover=2565
- 85:leaf=0.00576349068,cover=0
- 86:leaf=-0.00062036654,cover=0
- 10:[Ecc<8.48579407] yes=21,no=22,missing=21,gain=1.38408113,cover=14865
- 21:[Pol<107.129471] yes=43,no=44,missing=44,gain=0.689801812,cover=254
- 43:[Sulc0<0.849368811] yes=87,no=88,missing=88,gain=0.912248313,cover=225
- 87:leaf=0.000764697965,cover=0
- 88:leaf=-0.00559448032,cover=0
- 44:[PialCurv5<0.110155433] yes=89,no=90,missing=89,gain=0.966366649,cover=29
- 89:leaf=-0.0196865536,cover=0
- 90:leaf=-0.00162036647,cover=0
- 22:[Curv5<0.129884616] yes=45,no=46,missing=46,gain=0.967521608,cover=14611
- 45:[Sulc0<0.915739596] yes=91,no=92,missing=91,gain=2.03434277,cover=1268
- 91:leaf=0.000449217128,cover=0
- 92:leaf=-0.00364162936,cover=0
- 46:[Curv5<0.147363082] yes=93,no=94,missing=93,gain=0.964933395,cover=13343
- 93:leaf=0.00148080231,cover=0
- 94:leaf=0.000120336968,cover=0
- 2:[PialCurv5<0.493508637] yes=5,no=6,missing=5,gain=0.898648798,cover=5064339
- 5:[PialCurv5<0.394910008] yes=11,no=12,missing=12,gain=1.09060407,cover=5052052
- 11:[PialArea5<0.454431564] yes=23,no=24,missing=23,gain=0.91865468,cover=4984796
- 23:[Area5<0.598585367] yes=47,no=48,missing=47,gain=4.85287571,cover=554703
- 47:[Sulc0<1.16950965] yes=95,no=96,missing=96,gain=1.82286882,cover=56345
- 95:leaf=-0.000350722985,cover=0
- 96:leaf=-0.00319519942,cover=0
- 48:[Curv5<0.0322575867] yes=97,no=98,missing=97,gain=6.90040636,cover=498358
- 97:leaf=-0.0015680932,cover=0
- 98:leaf=0.000130723958,cover=0
- 24:[Curv5<0.0778492987] yes=49,no=50,missing=49,gain=3.15921736,cover=4430093
- 49:[PialCurv5<0.167567819] yes=99,no=100,missing=99,gain=4.49922132,cover=3814717
- 99:leaf=1.40435686e-05,cover=0
- 100:leaf=-0.000584224472,cover=0
- 50:[Pol<53.6550331] yes=101,no=102,missing=101,gain=4.39803886,cover=615376
- 101:leaf=0.000492622203,cover=0
- 102:leaf=-0.000142513411,cover=0
- 12:[PialArea5<0.472106963] yes=25,no=26,missing=25,gain=2.00764751,cover=67256
- 25:[Ecc<34.5416374] yes=51,no=52,missing=51,gain=1.72157192,cover=62090
- 51:[Sulc0<0.830503881] yes=103,no=104,missing=104,gain=2.09322429,cover=55223
- 103:leaf=-0.000156821538,cover=0
- 104:leaf=-0.000809705001,cover=0
- 52:[Curv5<0.113010712] yes=105,no=106,missing=106,gain=0.936245024,cover=6867
- 105:leaf=-0.00806816947,cover=0
- 106:leaf=0.00050465262,cover=0
- 26:[Curv5<0.186949074] yes=53,no=54,missing=53,gain=3.18610287,cover=5166
- 53:[Pol<173.32489] yes=107,no=108,missing=107,gain=0.93490386,cover=2872
- 107:leaf=0.00170714024,cover=0
- 108:leaf=0.00744298846,cover=0
- 54:[Curv5<0.266060919] yes=109,no=110,missing=109,gain=0.719179094,cover=2294
- 109:leaf=-0.00082679867,cover=0
- 110:leaf=0.00366247422,cover=0
- 6:[LGI5<2.18291569] yes=13,no=14,missing=14,gain=1.20582199,cover=12287
- 13:[Ecc<4.87342644] yes=27,no=28,missing=27,gain=0.325026453,cover=211
- 27:[Pol<88.5531387] yes=55,no=56,missing=55,gain=0.190075278,cover=166
- 55:[Ecc<1.10530448] yes=111,no=112,missing=111,gain=0.220577762,cover=14
- 111:leaf=-0.00163451734,cover=0
- 112:leaf=0.0105936881,cover=0
- 56:[LGI5<2.13090348] yes=113,no=114,missing=113,gain=0.157867789,cover=152
- 113:leaf=0.00372435316,cover=0
- 114:leaf=-0.00316630723,cover=0
- 28:[Pol<109.248352] yes=57,no=58,missing=57,gain=0.046885848,cover=45
- 57:[Ecc<5.72519016] yes=115,no=116,missing=115,gain=0.00255149603,cover=25
- 115:leaf=-0.00874286331,cover=0
- 116:leaf=-0.00228190725,cover=0
- 58:[Ecc<5.66086149] yes=117,no=118,missing=118,gain=0.00943700969,cover=20
- 117:leaf=-0.00504153967,cover=0
- 118:leaf=-3.20822001e-05,cover=0
- 14:[Sulc0<1.11117697] yes=29,no=30,missing=29,gain=1.28906167,cover=12076
- 29:[LGI5<2.78495932] yes=59,no=60,missing=60,gain=1.88849843,cover=10694
- 59:[Area5<0.453641325] yes=119,no=120,missing=119,gain=2.5774436,cover=7258
- 119:leaf=0.0173073281,cover=0
- 120:leaf=0.000167207429,cover=0
- 60:[LGI5<3.64692807] yes=121,no=122,missing=121,gain=1.56353521,cover=3436
- 121:leaf=0.00190935622,cover=0
- 122:leaf=-0.00260547339,cover=0
- 30:[Ecc<12.7231894] yes=61,no=62,missing=61,gain=1.61675286,cover=1382
- 61:[LGI5<3.09244633] yes=123,no=124,missing=123,gain=0.35258317,cover=354
- 123:leaf=-0.00425135856,cover=0
- 124:leaf=0.00233827834,cover=0
- 62:[LGI5<2.95653391] yes=125,no=126,missing=125,gain=0.86452055,cover=1028
- 125:leaf=0.00420583598,cover=0
- 126:leaf=-0.000447305589,cover=0
-booster[602]:
-0:[Ecc<1.41371143] yes=1,no=2,missing=2,gain=0.645661473,cover=5124388
- 1:[Pol<157.965515] yes=3,no=4,missing=4,gain=4.1148138,cover=463439
- 3:[Pol<67.3859482] yes=7,no=8,missing=7,gain=4.9480443,cover=378702
- 7:[PialCurv5<-0.0441194475] yes=15,no=16,missing=16,gain=4.86599302,cover=143088
- 15:[Curv5<-0.0881721899] yes=31,no=32,missing=31,gain=3.96400332,cover=118674
- 31:[Sulc0<-0.956550419] yes=63,no=64,missing=63,gain=3.3369689,cover=113047
- 63:leaf=0.00023215187,cover=0
- 64:leaf=-0.000343076215,cover=0
- 32:[LGI5<2.47264814] yes=65,no=66,missing=65,gain=6.02490139,cover=5627
- 65:leaf=0.00212963275,cover=0
- 66:leaf=-0.00169873785,cover=0
- 16:[Area5<0.877147377] yes=33,no=34,missing=33,gain=3.15275908,cover=24414
- 33:[Curv5<-0.108295463] yes=67,no=68,missing=67,gain=2.91861105,cover=24156
- 67:leaf=0.00103672571,cover=0
- 68:leaf=-0.000965967018,cover=0
- 34:[LGI5<2.31192279] yes=69,no=70,missing=69,gain=1.18606186,cover=258
- 69:leaf=-0.00157042395,cover=0
- 70:leaf=-0.00875539239,cover=0
- 8:[Curv5<-0.0708468556] yes=17,no=18,missing=17,gain=5.77156019,cover=235614
- 17:[Sulc0<-0.469276249] yes=35,no=36,missing=35,gain=12.7572556,cover=155011
- 35:[PialCurv5<-0.0693148375] yes=71,no=72,missing=72,gain=7.14538097,cover=141953
- 71:leaf=-6.35565011e-05,cover=0
- 72:leaf=0.000822225236,cover=0
- 36:[Area5<0.525751591] yes=73,no=74,missing=73,gain=9.21951866,cover=13058
- 73:leaf=0.000572571938,cover=0
- 74:leaf=-0.00236274046,cover=0
- 18:[PialCurv5<-0.0114707183] yes=37,no=38,missing=37,gain=12.9215546,cover=80603
- 37:[Area5<0.665633082] yes=75,no=76,missing=76,gain=5.1011467,cover=20065
- 75:leaf=0.00100172486,cover=0
- 76:leaf=0.00266423193,cover=0
- 38:[Pol<141.081833] yes=77,no=78,missing=77,gain=9.54545689,cover=60538
- 77:leaf=0.000469358842,cover=0
- 78:leaf=-0.00104074425,cover=0
- 4:[PialCurv5<-0.0632625744] yes=9,no=10,missing=9,gain=2.89164305,cover=84737
- 9:[Curv5<-0.161761403] yes=19,no=20,missing=20,gain=5.68966007,cover=32411
- 19:[PialCurv5<-0.164281175] yes=39,no=40,missing=39,gain=1.64511561,cover=15968
- 39:[LGI5<2.35684347] yes=79,no=80,missing=79,gain=0.445771456,cover=688
- 79:leaf=0.000534652383,cover=0
- 80:leaf=-0.00299933902,cover=0
- 40:[Ecc<0.836319208] yes=81,no=82,missing=82,gain=1.66820323,cover=15280
- 81:leaf=0.000443067955,cover=0
- 82:leaf=-0.000635503151,cover=0
- 20:[Sulc0<-0.769821882] yes=41,no=42,missing=41,gain=5.2253933,cover=16443
- 41:[Area5<0.63275224] yes=83,no=84,missing=84,gain=6.04826736,cover=5041
- 83:leaf=-0.00154184178,cover=0
- 84:leaf=-0.00524920505,cover=0
- 42:[LGI5<2.33929968] yes=85,no=86,missing=85,gain=3.97275925,cover=11402
- 85:leaf=-0.00211805967,cover=0
- 86:leaf=-0.000140349322,cover=0
- 10:[PialCurv5<-0.0173297711] yes=21,no=22,missing=21,gain=2.99570894,cover=52326
- 21:[PialArea5<0.934356034] yes=43,no=44,missing=44,gain=3.68084002,cover=16981
- 43:[LGI5<2.70478106] yes=87,no=88,missing=87,gain=3.70323229,cover=14803
- 87:leaf=0.000234358406,cover=0
- 88:leaf=-0.00544327823,cover=0
- 44:[Area5<0.545738399] yes=89,no=90,missing=90,gain=1.60254765,cover=2178
- 89:leaf=-0.00662406534,cover=0
- 90:leaf=0.00252772542,cover=0
- 22:[PialArea5<0.613238215] yes=45,no=46,missing=45,gain=3.96205068,cover=35345
- 45:[Curv5<0.0877084062] yes=91,no=92,missing=92,gain=4.05290461,cover=22613
- 91:leaf=0.000763984222,cover=0
- 92:leaf=-0.000587958551,cover=0
- 46:[LGI5<2.33061647] yes=93,no=94,missing=93,gain=5.53292894,cover=12732
- 93:leaf=-0.00248859706,cover=0
- 94:leaf=-0.000321544649,cover=0
- 2:[LGI5<2.28518939] yes=5,no=6,missing=5,gain=2.38142657,cover=4660949
- 5:[Pol<77.5287857] yes=11,no=12,missing=12,gain=5.26188803,cover=179514
- 11:[Ecc<2.6675415] yes=23,no=24,missing=23,gain=5.32047653,cover=46178
- 23:[LGI5<2.13090348] yes=47,no=48,missing=48,gain=3.03632164,cover=25833
- 47:[Sulc0<-0.661663771] yes=95,no=96,missing=95,gain=3.39875031,cover=1987
- 95:leaf=0.000917193771,cover=0
- 96:leaf=0.00576264644,cover=0
- 48:[Sulc0<-0.426983118] yes=97,no=98,missing=97,gain=2.23939109,cover=23846
- 97:leaf=-9.80280965e-05,cover=0
- 98:leaf=0.00169734308,cover=0
- 24:[Curv5<-0.138079464] yes=49,no=50,missing=49,gain=4.47938871,cover=20345
- 49:[Pol<65.8802414] yes=99,no=100,missing=99,gain=4.60646868,cover=12570
- 99:leaf=-0.000745538797,cover=0
- 100:leaf=0.00174522493,cover=0
- 50:[MidArea5<0.85417223] yes=101,no=102,missing=101,gain=5.02215481,cover=7775
- 101:leaf=-0.00099245843,cover=0
- 102:leaf=-0.00376655767,cover=0
- 12:[MidArea5<0.786720097] yes=25,no=26,missing=26,gain=6.58233452,cover=133336
- 25:[PialCurv5<-0.103163145] yes=51,no=52,missing=51,gain=3.86974764,cover=110350
- 51:[Curv5<-0.066452302] yes=103,no=104,missing=104,gain=3.34726548,cover=21824
- 103:leaf=-0.000359958853,cover=0
- 104:leaf=-0.0076186317,cover=0
- 52:[Area5<0.600206077] yes=105,no=106,missing=105,gain=6.05278111,cover=88526
- 105:leaf=0.00103259075,cover=0
- 106:leaf=8.68110437e-05,cover=0
- 26:[Ecc<3.73767829] yes=53,no=54,missing=53,gain=4.56402016,cover=22986
- 53:[LGI5<2.26652193] yes=107,no=108,missing=108,gain=5.58223724,cover=12879
- 107:leaf=0.00116095063,cover=0
- 108:leaf=0.0036178201,cover=0
- 54:[PialCurv5<-0.154837668] yes=109,no=110,missing=110,gain=5.12531376,cover=10107
- 109:leaf=0.00638033403,cover=0
- 110:leaf=0.000108718923,cover=0
- 6:[Area5<0.433531314] yes=13,no=14,missing=13,gain=1.50613141,cover=4481435
- 13:[Pol<21.2328167] yes=27,no=28,missing=28,gain=1.45112777,cover=46834
- 27:[PialCurv5<-0.140412122] yes=55,no=56,missing=56,gain=1.37381649,cover=1749
- 55:[LGI5<3.04906535] yes=111,no=112,missing=111,gain=1.18562138,cover=1140
- 111:leaf=0.000760967028,cover=0
- 112:leaf=-0.00309682428,cover=0
- 56:[Ecc<2.79805064] yes=113,no=114,missing=113,gain=1.13224196,cover=609
- 113:leaf=-0.00544120092,cover=0
- 114:leaf=-0.00110478781,cover=0
- 28:[Pol<141.801834] yes=57,no=58,missing=57,gain=1.86691976,cover=45085
- 57:[Ecc<2.91795349] yes=115,no=116,missing=115,gain=2.14843011,cover=25289
- 115:leaf=0.0013360664,cover=0
- 116:leaf=0.000323378568,cover=0
- 58:[PialArea5<0.943111241] yes=117,no=118,missing=117,gain=3.16394997,cover=19796
- 117:leaf=-0.000197748843,cover=0
- 118:leaf=0.00232988899,cover=0
- 14:[Ecc<2.97906685] yes=29,no=30,missing=29,gain=1.49650097,cover=4434601
- 29:[Pol<41.8258972] yes=59,no=60,missing=59,gain=7.93016911,cover=442394
- 59:[Sulc0<-0.947149038] yes=119,no=120,missing=119,gain=15.0508652,cover=84201
- 119:leaf=-0.000449117506,cover=0
- 120:leaf=0.000907668669,cover=0
- 60:[Pol<86.0952454] yes=121,no=122,missing=121,gain=19.1170425,cover=358193
- 121:leaf=-0.00075825426,cover=0
- 122:leaf=4.22202393e-05,cover=0
- 30:[Pol<93.9093552] yes=61,no=62,missing=61,gain=1.5334779,cover=3992207
- 61:[Ecc<6.98131132] yes=123,no=124,missing=123,gain=15.6719627,cover=1791914
- 123:leaf=0.000265685405,cover=0
- 124:leaf=-5.71809142e-05,cover=0
- 62:[Ecc<7.03401423] yes=125,no=126,missing=125,gain=8.2068119,cover=2200293
- 125:leaf=-0.000172819346,cover=0
- 126:leaf=3.93405608e-05,cover=0
-booster[603]:
-0:[LGI5<3.64692807] yes=1,no=2,missing=2,gain=0.646186233,cover=5124388
- 1:[LGI5<3.56741142] yes=3,no=4,missing=3,gain=3.65086246,cover=4983994
- 3:[Area5<0.72867924] yes=7,no=8,missing=7,gain=0.832207799,cover=4901425
- 7:[Ecc<22.4429302] yes=15,no=16,missing=15,gain=4.90489197,cover=3569063
- 15:[Ecc<10.426198] yes=31,no=32,missing=31,gain=5.88346815,cover=3127642
- 31:[Pol<34.3003769] yes=61,no=62,missing=61,gain=9.10023594,cover=2478084
- 61:leaf=0.000249766366,cover=0
- 62:leaf=-5.67437746e-05,cover=0
- 32:[Pol<50.1003532] yes=63,no=64,missing=64,gain=20.7470856,cover=649558
- 63:leaf=-0.000441296783,cover=0
- 64:leaf=0.000281929591,cover=0
- 16:[LGI5<3.26095963] yes=33,no=34,missing=33,gain=8.30044651,cover=441421
- 33:[PialCurv5<-0.103163145] yes=65,no=66,missing=65,gain=3.85379982,cover=283762
- 65:leaf=-3.69143345e-05,cover=0
- 66:leaf=-0.000444428733,cover=0
- 34:[PialArea5<1.17753279] yes=67,no=68,missing=68,gain=7.19023132,cover=157659
- 67:leaf=0.000157994436,cover=0
- 68:leaf=-0.00331461686,cover=0
- 8:[Ecc<21.3640327] yes=17,no=18,missing=17,gain=6.59904003,cover=1332362
- 17:[LGI5<3.24660802] yes=35,no=36,missing=35,gain=10.8074408,cover=1009340
- 35:[Sulc0<-0.312649339] yes=69,no=70,missing=69,gain=8.74912739,cover=908847
- 69:leaf=-0.000151291533,cover=0
- 70:leaf=0.000162169614,cover=0
- 36:[Ecc<7.18838644] yes=71,no=72,missing=72,gain=12.8967009,cover=100493
- 71:leaf=0.00290591014,cover=0
- 72:leaf=-0.000612356176,cover=0
- 18:[LGI5<3.34776258] yes=37,no=38,missing=37,gain=6.73661947,cover=323022
- 37:[LGI5<3.31338549] yes=73,no=74,missing=73,gain=8.83163834,cover=246871
- 73:leaf=0.000186572652,cover=0
- 74:leaf=-0.00100629253,cover=0
- 38:[Pol<12.2267933] yes=75,no=76,missing=75,gain=6.90416813,cover=76151
- 75:leaf=-0.00126992888,cover=0
- 76:leaf=0.000762529671,cover=0
- 4:[Ecc<39.5502243] yes=9,no=10,missing=9,gain=9.94464779,cover=82569
- 9:[Area5<0.719086528] yes=19,no=20,missing=20,gain=5.62527561,cover=71028
- 19:[Sulc0<0.464385748] yes=39,no=40,missing=39,gain=4.62442446,cover=41693
- 39:[Curv5<0.126145482] yes=77,no=78,missing=77,gain=3.53130865,cover=32180
- 77:leaf=0.000448909821,cover=0
- 78:leaf=0.00331533444,cover=0
- 40:[PialArea5<0.643814564] yes=79,no=80,missing=79,gain=4.33821678,cover=9513
- 79:leaf=-0.000989712542,cover=0
- 80:leaf=0.00332000828,cover=0
- 20:[MidArea5<0.590346038] yes=41,no=42,missing=42,gain=3.82944298,cover=29335
- 41:[Pol<49.2074432] yes=81,no=82,missing=81,gain=1.30941463,cover=2134
- 81:leaf=0.0144678978,cover=0
- 82:leaf=0.00127921521,cover=0
- 42:[Sulc0<0.373583466] yes=83,no=84,missing=83,gain=2.55701351,cover=27201
- 83:leaf=-0.000484070595,cover=0
- 84:leaf=-0.0015412916,cover=0
- 10:[Area5<0.733255386] yes=21,no=22,missing=21,gain=4.62306595,cover=11541
- 21:[PialArea5<0.785624862] yes=43,no=44,missing=43,gain=4.1213398,cover=6601
- 43:[Pol<47.409153] yes=85,no=86,missing=86,gain=2.36281967,cover=4308
- 85:leaf=-0.0013141036,cover=0
- 86:leaf=-0.00410705246,cover=0
- 44:[Area5<0.646843374] yes=87,no=88,missing=87,gain=5.57237053,cover=2293
- 87:leaf=0.00341014937,cover=0
- 88:leaf=-0.0022724017,cover=0
- 22:[Curv5<-0.0598238073] yes=45,no=46,missing=45,gain=5.06521559,cover=4940
- 45:[PialArea5<1.08978546] yes=89,no=90,missing=90,gain=1.63274717,cover=861
- 89:leaf=-0.00522716762,cover=0
- 90:leaf=-9.81541598e-05,cover=0
- 46:[Pol<71.0996552] yes=91,no=92,missing=91,gain=4.03482056,cover=4079
- 91:leaf=0.00139174424,cover=0
- 92:leaf=-0.00187321345,cover=0
- 2:[Ecc<13.1181517] yes=5,no=6,missing=6,gain=9.66879463,cover=140394
- 5:[Pol<29.3809395] yes=11,no=12,missing=11,gain=3.35616827,cover=12026
- 11:[Sulc0<-0.108384088] yes=23,no=24,missing=24,gain=3.93783092,cover=1820
- 23:[LGI5<3.94193578] yes=47,no=48,missing=47,gain=3.48790622,cover=1799
- 47:[PialArea5<0.705942631] yes=93,no=94,missing=93,gain=2.54448915,cover=1662
- 93:leaf=-0.0041939551,cover=0
- 94:leaf=0.000784957025,cover=0
- 48:[Area5<0.653711498] yes=95,no=96,missing=95,gain=1.20110297,cover=137
- 95:leaf=0.000527379627,cover=0
- 96:leaf=0.010984336,cover=0
- 24:leaf=0.0217536688,cover=0
- 12:[Pol<70.3717499] yes=25,no=26,missing=26,gain=6.64182186,cover=10206
- 25:[Curv5<-0.156904668] yes=49,no=50,missing=49,gain=8.86457634,cover=3437
- 49:[Area5<0.567154288] yes=97,no=98,missing=97,gain=2.3071115,cover=1573
- 97:leaf=0.00522858044,cover=0
- 98:leaf=-0.00125231675,cover=0
- 50:[MidArea5<0.592231214] yes=99,no=100,missing=99,gain=4.4258213,cover=1864
- 99:leaf=0.000657249533,cover=0
- 100:leaf=-0.0066532786,cover=0
- 26:[Sulc0<-0.487093836] yes=51,no=52,missing=51,gain=2.7927146,cover=6769
- 51:[PialArea5<0.693130434] yes=101,no=102,missing=101,gain=3.64131618,cover=841
- 101:leaf=0.0111676445,cover=0
- 102:leaf=0.000820691406,cover=0
- 52:[Ecc<10.7180347] yes=103,no=104,missing=103,gain=3.1920886,cover=5928
- 103:leaf=-0.0028753737,cover=0
- 104:leaf=-0.00032788812,cover=0
- 6:[LGI5<3.74316525] yes=13,no=14,missing=13,gain=3.3780961,cover=128368
- 13:[Pol<43.7633247] yes=27,no=28,missing=27,gain=7.35163975,cover=54233
- 27:[MidArea5<0.838749886] yes=53,no=54,missing=53,gain=4.2937603,cover=12447
- 53:[Curv5<0.124281213] yes=105,no=106,missing=106,gain=3.18310928,cover=7776
- 105:leaf=0.00214480818,cover=0
- 106:leaf=0.00820807647,cover=0
- 54:[Ecc<34.5416374] yes=107,no=108,missing=107,gain=1.63382745,cover=4671
- 107:leaf=1.3368187e-05,cover=0
- 108:leaf=0.00265673036,cover=0
- 28:[Area5<0.688713074] yes=55,no=56,missing=55,gain=4.50056934,cover=41786
- 55:[Pol<138.971481] yes=109,no=110,missing=109,gain=3.72266483,cover=17174
- 109:leaf=0.0015062195,cover=0
- 110:leaf=2.74724716e-05,cover=0
- 56:[PialArea5<1.10654831] yes=111,no=112,missing=111,gain=5.13678122,cover=24612
- 111:leaf=-0.000405692583,cover=0
- 112:leaf=0.00256874599,cover=0
- 14:[PialCurv5<0.0591915138] yes=29,no=30,missing=29,gain=4.535851,cover=74135
- 29:[PialArea5<0.669517875] yes=57,no=58,missing=57,gain=3.60518265,cover=45051
- 57:[Ecc<28.7730255] yes=113,no=114,missing=113,gain=5.04989195,cover=5561
- 113:leaf=-0.00242700591,cover=0
- 114:leaf=0.000936159573,cover=0
- 58:[Ecc<38.0136108] yes=115,no=116,missing=115,gain=2.56740618,cover=39490
- 115:leaf=2.83203353e-05,cover=0
- 116:leaf=-0.00114073115,cover=0
- 30:[Sulc0<1.16950965] yes=59,no=60,missing=59,gain=3.16533661,cover=29084
- 59:[Area5<0.987501919] yes=117,no=118,missing=117,gain=3.99305773,cover=25899
- 117:leaf=0.00062481995,cover=0
- 118:leaf=0.00730028888,cover=0
- 60:[Pol<99.5532455] yes=119,no=120,missing=119,gain=4.74651766,cover=3185
- 119:leaf=-7.17420926e-06,cover=0
- 120:leaf=-0.00478803972,cover=0
-booster[604]:
-0:[LGI5<2.56078315] yes=1,no=2,missing=1,gain=0.677055836,cover=5124388
- 1:[Pol<99.5532455] yes=3,no=4,missing=3,gain=2.946594,cover=1775778
- 3:[Ecc<33.9075584] yes=7,no=8,missing=7,gain=5.64059258,cover=810975
- 7:[Sulc0<-0.487093836] yes=15,no=16,missing=16,gain=5.58358049,cover=809944
- 15:[Ecc<2.97906685] yes=31,no=32,missing=31,gain=3.53042841,cover=432051
- 31:[Curv5<-0.0156469513] yes=63,no=64,missing=63,gain=6.41628456,cover=311471
- 63:leaf=-6.71991875e-05,cover=0
- 64:leaf=-0.00126685563,cover=0
- 32:[LGI5<2.30180311] yes=65,no=66,missing=65,gain=10.4359369,cover=120580
- 65:leaf=-0.00100075256,cover=0
- 66:leaf=0.00038602468,cover=0
- 16:[Ecc<1.05247808] yes=33,no=34,missing=34,gain=9.48008919,cover=377893
- 33:[Sulc0<-0.123243913] yes=67,no=68,missing=67,gain=5.48807001,cover=19646
- 67:leaf=-0.000498090114,cover=0
- 68:leaf=-0.00293906196,cover=0
- 34:[Pol<71.8249207] yes=69,no=70,missing=69,gain=10.565197,cover=358247
- 69:leaf=0.000798801077,cover=0
- 70:leaf=0.000151441607,cover=0
- 8:[Sulc0<-0.237935558] yes=17,no=18,missing=17,gain=1.99569654,cover=1031
- 17:[PialArea5<1.08444798] yes=35,no=36,missing=35,gain=0.462629706,cover=207
- 35:[Curv5<-0.177508175] yes=71,no=72,missing=72,gain=0.468170345,cover=191
- 71:leaf=0.000997600378,cover=0
- 72:leaf=0.0141817126,cover=0
- 36:[Ecc<38.0136108] yes=73,no=74,missing=73,gain=0.268443137,cover=16
- 73:leaf=-0.0111978678,cover=0
- 74:leaf=0.00220965361,cover=0
- 18:[PialCurv5<0.164156988] yes=37,no=38,missing=37,gain=2.06036091,cover=824
- 37:[MidArea5<0.650057852] yes=75,no=76,missing=75,gain=0.660141945,cover=595
- 75:leaf=-0.0100580286,cover=0
- 76:leaf=-0.00549792172,cover=0
- 38:[Curv5<0.108977526] yes=77,no=78,missing=77,gain=0.361229628,cover=229
- 77:leaf=-0.00647155894,cover=0
- 78:leaf=1.0054584e-05,cover=0
- 4:[Area5<0.637240529] yes=9,no=10,missing=9,gain=6.34723616,cover=964803
- 9:[Ecc<7.4459548] yes=19,no=20,missing=20,gain=4.91393995,cover=484107
- 19:[PialCurv5<-0.0779728889] yes=39,no=40,missing=39,gain=4.63292933,cover=456965
- 39:[LGI5<2.13090348] yes=79,no=80,missing=79,gain=3.45486069,cover=255568
- 79:leaf=-0.00145662623,cover=0
- 80:leaf=1.45437562e-05,cover=0
- 40:[PialArea5<0.628734469] yes=81,no=82,missing=81,gain=11.3747997,cover=201397
- 81:leaf=-6.43126768e-05,cover=0
- 82:leaf=0.000687213731,cover=0
- 20:[PialCurv5<0.00652291393] yes=41,no=42,missing=42,gain=6.52848053,cover=27142
- 41:[Sulc0<-0.115756653] yes=83,no=84,missing=83,gain=4.6835537,cover=21061
- 83:leaf=-0.000416066789,cover=0
- 84:leaf=0.00189402199,cover=0
- 42:[Pol<117.137611] yes=85,no=86,missing=86,gain=17.7564888,cover=6081
- 85:leaf=0.000359865313,cover=0
- 86:leaf=-0.00509185717,cover=0
- 10:[Sulc0<0.013685069] yes=21,no=22,missing=21,gain=11.7966423,cover=480696
- 21:[Pol<152.827332] yes=43,no=44,missing=43,gain=22.494194,cover=296739
- 43:[Ecc<0.783076942] yes=87,no=88,missing=88,gain=26.9056358,cover=205443
- 87:leaf=0.0011493871,cover=0
- 88:leaf=-0.000830162782,cover=0
- 44:[Ecc<6.16403294] yes=89,no=90,missing=89,gain=15.0874977,cover=91296
- 89:leaf=0.000698303629,cover=0
- 90:leaf=-0.000729732215,cover=0
- 22:[Ecc<4.13769388] yes=45,no=46,missing=45,gain=12.4553156,cover=183957
- 45:[Pol<104.929901] yes=91,no=92,missing=92,gain=4.38262987,cover=68161
- 91:leaf=0.000279820029,cover=0
- 92:leaf=-0.000626428111,cover=0
- 46:[Sulc0<0.506771445] yes=93,no=94,missing=93,gain=11.3906727,cover=115796
- 93:leaf=0.000790396181,cover=0
- 94:leaf=-0.000294034457,cover=0
- 2:[Ecc<3.60812569] yes=5,no=6,missing=5,gain=3.85404563,cover=3348610
- 5:[MidArea5<0.624750376] yes=11,no=12,missing=12,gain=7.71380615,cover=176537
- 11:[Pol<119.248337] yes=23,no=24,missing=24,gain=5.37907648,cover=33851
- 23:[LGI5<2.63290954] yes=47,no=48,missing=47,gain=5.02670813,cover=21830
- 47:[Sulc0<-0.188964635] yes=95,no=96,missing=95,gain=4.15722084,cover=11813
- 95:leaf=0.00216816575,cover=0
- 96:leaf=8.21018475e-05,cover=0
- 48:[Curv5<0.129884616] yes=97,no=98,missing=97,gain=5.04555035,cover=10017
- 97:leaf=-0.00213871361,cover=0
- 98:leaf=0.000126135725,cover=0
- 24:[Curv5<-0.220549613] yes=49,no=50,missing=50,gain=7.29290485,cover=12021
- 49:[Ecc<2.8577323] yes=99,no=100,missing=99,gain=2.69233847,cover=1683
- 99:leaf=-0.00266328058,cover=0
- 100:leaf=0.00267691142,cover=0
- 50:[LGI5<2.77389717] yes=101,no=102,missing=101,gain=3.31206226,cover=10338
- 101:leaf=0.0020763767,cover=0
- 102:leaf=-0.000955924392,cover=0
- 12:[Sulc0<0.423605621] yes=25,no=26,missing=26,gain=9.47085381,cover=142686
- 25:[PialCurv5<0.0824522972] yes=51,no=52,missing=52,gain=5.31956387,cover=141844
- 51:[Area5<0.499970406] yes=103,no=104,missing=104,gain=5.75687218,cover=129756
- 103:leaf=0.000925284752,cover=0
- 104:leaf=-0.000543497561,cover=0
- 52:[Pol<10.3232107] yes=105,no=106,missing=106,gain=6.39714432,cover=12088
- 105:leaf=-0.0115386304,cover=0
- 106:leaf=0.000741613738,cover=0
- 26:[Curv5<0.139330834] yes=53,no=54,missing=53,gain=5.48990345,cover=842
- 53:[PialCurv5<0.0959877223] yes=107,no=108,missing=107,gain=1.74450684,cover=403
- 107:leaf=-0.0179030187,cover=0
- 108:leaf=-0.0084976377,cover=0
- 54:[Curv5<0.233002663] yes=109,no=110,missing=109,gain=0.74896574,cover=439
- 109:leaf=-0.00221911771,cover=0
- 110:leaf=0.00849340577,cover=0
- 6:[PialArea5<1.29873812] yes=13,no=14,missing=13,gain=2.22801876,cover=3172073
- 13:[Pol<64.3762589] yes=27,no=28,missing=27,gain=2.20042253,cover=3091158
- 27:[Ecc<18.3223667] yes=55,no=56,missing=55,gain=10.1832037,cover=909894
- 55:[Sulc0<-0.166708246] yes=111,no=112,missing=112,gain=44.5646133,cover=495252
- 111:leaf=-6.30588256e-05,cover=0
- 112:leaf=-0.00160868955,cover=0
- 56:[PialCurv5<-0.0410871245] yes=113,no=114,missing=113,gain=12.3005962,cover=414642
- 113:leaf=0.000418443757,cover=0
- 114:leaf=-0.000130414643,cover=0
- 28:[Ecc<5.91357183] yes=57,no=58,missing=57,gain=5.45635891,cover=2181264
- 57:[Area5<0.877147377] yes=115,no=116,missing=115,gain=12.709775,cover=178844
- 115:leaf=-0.000208902042,cover=0
- 116:leaf=-0.00520530576,cover=0
- 58:[PialCurv5<0.101587482] yes=117,no=118,missing=117,gain=7.05658913,cover=2002420
- 117:leaf=0.000120377888,cover=0
- 118:leaf=-7.1110524e-05,cover=0
- 14:[Ecc<4.73840666] yes=29,no=30,missing=29,gain=3.20470142,cover=80915
- 29:[Pol<25.2957573] yes=59,no=60,missing=59,gain=4.18909311,cover=11846
- 59:[PialCurv5<-0.0330938511] yes=119,no=120,missing=119,gain=2.87128735,cover=4462
- 119:leaf=-0.00177888665,cover=0
- 120:leaf=0.0217585098,cover=0
- 60:[Area5<0.987501919] yes=121,no=122,missing=122,gain=4.05893612,cover=7384
- 121:leaf=6.96112111e-05,cover=0
- 122:leaf=0.00881977286,cover=0
- 30:[Sulc0<-0.574995995] yes=61,no=62,missing=61,gain=2.98569822,cover=69069
- 61:[PialCurv5<-0.113441773] yes=123,no=124,missing=123,gain=2.35097313,cover=45864
- 123:leaf=0.000255017512,cover=0
- 124:leaf=0.000971232483,cover=0
- 62:[Pol<171.401581] yes=125,no=126,missing=125,gain=6.29438639,cover=23205
- 125:leaf=0.000175845678,cover=0
- 126:leaf=-0.00279370253,cover=0
-booster[605]:
-0:[PialArea5<0.309935868] yes=1,no=2,missing=2,gain=0.656168044,cover=5124388
- 1:[LGI5<3.42912889] yes=3,no=4,missing=3,gain=0.649727464,cover=120099
- 3:[LGI5<3.30554914] yes=7,no=8,missing=7,gain=3.13466883,cover=110654
- 7:[LGI5<3.26095963] yes=15,no=16,missing=16,gain=1.17042029,cover=103239
- 15:[Ecc<24.3269672] yes=31,no=32,missing=31,gain=1.02291667,cover=100028
- 31:[Ecc<19.4699688] yes=63,no=64,missing=63,gain=1.87568188,cover=86282
- 63:leaf=0.000130506422,cover=0
- 64:leaf=0.00115721533,cover=0
- 32:[LGI5<2.70988083] yes=65,no=66,missing=66,gain=1.34133065,cover=13746
- 65:leaf=-0.00297822012,cover=0
- 66:leaf=-0.000187553916,cover=0
- 16:[Ecc<22.4429302] yes=33,no=34,missing=33,gain=4.98466969,cover=3211
- 33:[Pol<119.777687] yes=67,no=68,missing=68,gain=1.09462643,cover=1325
- 67:leaf=-0.0015552172,cover=0
- 68:leaf=0.00565152382,cover=0
- 34:[PialCurv5<0.160740122] yes=69,no=70,missing=69,gain=10.0162201,cover=1886
- 69:leaf=0.0130101135,cover=0
- 70:leaf=0.00144951383,cover=0
- 8:[Ecc<43.8470497] yes=17,no=18,missing=17,gain=2.35543108,cover=7415
- 17:[Ecc<15.7955055] yes=35,no=36,missing=36,gain=1.94855547,cover=6778
- 35:[Curv5<0.143178418] yes=71,no=72,missing=71,gain=2.57768631,cover=2006
- 71:leaf=0.00359577476,cover=0
- 72:leaf=-0.000801256683,cover=0
- 36:[Curv5<0.195079193] yes=73,no=74,missing=73,gain=2.20105934,cover=4772
- 73:leaf=-0.00237309234,cover=0
- 74:leaf=7.02533143e-05,cover=0
- 18:[Pol<40.9012032] yes=37,no=38,missing=38,gain=0.68723309,cover=637
- 37:[PialArea5<0.245474651] yes=75,no=76,missing=75,gain=0.224351197,cover=20
- 75:leaf=0.00453740731,cover=0
- 76:leaf=-0.00907607842,cover=0
- 38:[Curv5<0.124281213] yes=77,no=78,missing=77,gain=0.625057817,cover=617
- 77:leaf=-0.00243887235,cover=0
- 78:leaf=0.00282488531,cover=0
- 4:[Sulc0<1.16950965] yes=9,no=10,missing=9,gain=2.01108909,cover=9445
- 9:[Pol<79.5617371] yes=19,no=20,missing=19,gain=1.44384599,cover=6671
- 19:[Ecc<19.170145] yes=39,no=40,missing=39,gain=1.49446321,cover=821
- 39:[Ecc<14.28263] yes=79,no=80,missing=80,gain=1.01766634,cover=120
- 79:leaf=0.00375483232,cover=0
- 80:leaf=0.0130347703,cover=0
- 40:[LGI5<3.70550299] yes=81,no=82,missing=81,gain=1.19989789,cover=701
- 81:leaf=0.000855082355,cover=0
- 82:leaf=0.00561770285,cover=0
- 20:[LGI5<3.4634192] yes=41,no=42,missing=41,gain=1.43944037,cover=5850
- 41:[PialCurv5<0.212141559] yes=83,no=84,missing=84,gain=3.33684444,cover=1123
- 83:leaf=0.00694729108,cover=0
- 84:leaf=0.00071279041,cover=0
- 42:[PialCurv5<0.189327508] yes=85,no=86,missing=85,gain=2.31181049,cover=4727
- 85:leaf=-0.0020276627,cover=0
- 86:leaf=0.000844915805,cover=0
- 10:[Pol<90.9627914] yes=21,no=22,missing=21,gain=1.62303686,cover=2774
- 21:[PialArea5<0.292306483] yes=43,no=44,missing=43,gain=1.00461483,cover=1752
- 43:[Curv5<0.155577481] yes=87,no=88,missing=87,gain=0.558585405,cover=1259
- 87:leaf=0.000890319236,cover=0
- 88:leaf=-0.002637784,cover=0
- 44:[Curv5<0.131767005] yes=89,no=90,missing=89,gain=0.264552087,cover=493
- 89:leaf=0.00528081832,cover=0
- 90:leaf=9.8783079e-05,cover=0
- 22:[LGI5<3.78836131] yes=45,no=46,missing=45,gain=1.3443718,cover=1022
- 45:[Pol<111.846848] yes=91,no=92,missing=91,gain=2.31057024,cover=916
- 91:leaf=0.00108193082,cover=0
- 92:leaf=0.0141837215,cover=0
- 46:[PialCurv5<0.309146255] yes=93,no=94,missing=93,gain=0.70244652,cover=106
- 93:leaf=-0.0109906774,cover=0
- 94:leaf=-0.00184383045,cover=0
- 2:[Curv5<0.118689038] yes=5,no=6,missing=6,gain=0.860717237,cover=5004289
- 5:[Sulc0<0.915739596] yes=11,no=12,missing=11,gain=4.00025988,cover=4272227
- 11:[Ecc<33.9075584] yes=23,no=24,missing=24,gain=2.08966208,cover=4239758
- 23:[Sulc0<0.610343635] yes=47,no=48,missing=48,gain=7.19715977,cover=3944420
- 47:[Pol<117.137611] yes=95,no=96,missing=95,gain=3.19467592,cover=3841761
- 95:leaf=4.01774269e-05,cover=0
- 96:leaf=-5.1786541e-05,cover=0
- 48:[Ecc<5.85121489] yes=97,no=98,missing=98,gain=7.54655027,cover=102659
- 97:leaf=-0.00357178599,cover=0
- 98:leaf=0.000470337458,cover=0
- 24:[MidArea5<0.681940854] yes=49,no=50,missing=49,gain=13.6721954,cover=295338
- 49:[Pol<36.2100182] yes=99,no=100,missing=99,gain=13.9955149,cover=56497
- 99:leaf=0.000727396866,cover=0
- 100:leaf=-0.0012247829,cover=0
- 50:[Pol<116.093399] yes=101,no=102,missing=101,gain=11.4008589,cover=238841
- 101:leaf=-0.000250680343,cover=0
- 102:leaf=0.000451053464,cover=0
- 12:[Area5<0.606435955] yes=25,no=26,missing=26,gain=8.07039261,cover=32469
- 25:[Pol<87.3220139] yes=51,no=52,missing=51,gain=4.78322792,cover=1158
- 51:[Curv5<0.0168606453] yes=103,no=104,missing=104,gain=4.07667732,cover=443
- 103:leaf=0.00242502149,cover=0
- 104:leaf=-0.00989578292,cover=0
- 52:[Sulc0<1.11117697] yes=105,no=106,missing=106,gain=1.62154627,cover=715
- 105:leaf=-1.93845372e-05,cover=0
- 106:leaf=-0.0067457119,cover=0
- 26:[Ecc<28.2834949] yes=53,no=54,missing=53,gain=8.90903473,cover=31311
- 53:[Sulc0<1.16950965] yes=107,no=108,missing=107,gain=3.23410964,cover=12475
- 107:leaf=-0.000174284942,cover=0
- 108:leaf=-0.00459719356,cover=0
- 54:[Curv5<0.0431617796] yes=109,no=110,missing=109,gain=4.5116024,cover=18836
- 109:leaf=0.00514770066,cover=0
- 110:leaf=0.00123694912,cover=0
- 6:[Ecc<11.1913614] yes=13,no=14,missing=14,gain=3.29842186,cover=732062
- 13:[Sulc0<0.966456771] yes=27,no=28,missing=28,gain=5.95265007,cover=460211
- 27:[LGI5<2.72022414] yes=55,no=56,missing=55,gain=5.59799051,cover=449726
- 55:[Area5<0.548651993] yes=111,no=112,missing=111,gain=3.32256031,cover=340023
- 111:leaf=-0.00132277689,cover=0
- 112:leaf=-2.49267941e-05,cover=0
- 56:[Ecc<5.01513863] yes=113,no=114,missing=113,gain=3.42555714,cover=109703
- 113:leaf=0.00145964208,cover=0
- 114:leaf=0.000295304751,cover=0
- 28:[LGI5<3.15728688] yes=57,no=58,missing=58,gain=1.86194944,cover=10485
- 57:[PialCurv5<0.275165707] yes=115,no=116,missing=115,gain=1.66483164,cover=9305
- 115:leaf=0.00046155235,cover=0
- 116:leaf=-0.0012371511,cover=0
- 58:[Pol<99.5532455] yes=117,no=118,missing=117,gain=1.45712376,cover=1180
- 117:leaf=-0.00483189989,cover=0
- 118:leaf=-0.00131462468,cover=0
- 14:[Ecc<24.7238369] yes=29,no=30,missing=29,gain=5.20001125,cover=271851
- 29:[Pol<113.913933] yes=59,no=60,missing=59,gain=5.95372009,cover=156344
- 59:[Sulc0<0.830503881] yes=119,no=120,missing=119,gain=4.34177971,cover=99415
- 119:leaf=-0.00085125881,cover=0
- 120:leaf=-0.00015529852,cover=0
- 60:[Ecc<18.5999508] yes=121,no=122,missing=121,gain=4.37867498,cover=56929
- 121:leaf=0.00032504418,cover=0
- 122:leaf=-0.000620292674,cover=0
- 30:[Sulc0<0.235979095] yes=61,no=62,missing=61,gain=5.30390596,cover=115507
- 61:[Pol<154.27803] yes=123,no=124,missing=124,gain=5.32031965,cover=1936
- 123:leaf=0.00163644541,cover=0
- 124:leaf=0.00938853621,cover=0
- 62:[PialArea5<0.550757647] yes=125,no=126,missing=125,gain=3.52982092,cover=113571
- 125:leaf=0.000101705409,cover=0
- 126:leaf=-0.000922727573,cover=0
-booster[606]:
-0:[Ecc<1.3629595] yes=1,no=2,missing=2,gain=0.631291389,cover=5124388
- 1:[Pol<155.012512] yes=3,no=4,missing=3,gain=3.74207926,cover=443423
- 3:[Pol<51.9018669] yes=7,no=8,missing=7,gain=4.13186693,cover=352350
- 7:[Ecc<0.836319208] yes=15,no=16,missing=15,gain=3.46978951,cover=105910
- 15:[Area5<0.822840035] yes=31,no=32,missing=32,gain=4.80276918,cover=59384
- 31:[Curv5<0.067619428] yes=63,no=64,missing=63,gain=2.89636803,cover=58840
- 63:leaf=0.000102011159,cover=0
- 64:leaf=-0.00242035533,cover=0
- 32:[Curv5<-0.172863677] yes=65,no=66,missing=66,gain=2.1372385,cover=544
- 65:leaf=0.000657866593,cover=0
- 66:leaf=-0.00650416268,cover=0
- 16:[MidArea5<1.12090862] yes=33,no=34,missing=33,gain=2.8880496,cover=46526
- 33:[LGI5<2.44319153] yes=67,no=68,missing=67,gain=3.34804773,cover=45648
- 67:leaf=-0.000946356857,cover=0
- 68:leaf=-5.64584116e-05,cover=0
- 34:[LGI5<2.51969218] yes=69,no=70,missing=69,gain=4.19355679,cover=878
- 69:leaf=0.00382732903,cover=0
- 70:leaf=-0.00537838554,cover=0
- 8:[LGI5<2.29093218] yes=17,no=18,missing=17,gain=3.83275366,cover=246440
- 17:[Sulc0<-0.426983118] yes=35,no=36,missing=36,gain=6.03740597,cover=60572
- 35:[Curv5<0.18040961] yes=71,no=72,missing=71,gain=4.07310104,cover=50710
- 71:leaf=2.07110061e-05,cover=0
- 72:leaf=-0.0118800541,cover=0
- 36:[LGI5<2.19753051] yes=73,no=74,missing=73,gain=7.75436783,cover=9862
- 73:leaf=-0.00380423269,cover=0
- 74:leaf=-0.000547835836,cover=0
- 18:[Curv5<-0.0343657099] yes=37,no=38,missing=37,gain=6.50155783,cover=185868
- 37:[Sulc0<-0.609302223] yes=75,no=76,missing=75,gain=8.8044405,cover=139247
- 75:leaf=0.000319838698,cover=0
- 76:leaf=-0.000563501788,cover=0
- 38:[PialCurv5<-0.019163372] yes=77,no=78,missing=77,gain=9.99297619,cover=46621
- 77:leaf=0.00301916897,cover=0
- 78:leaf=0.000516261382,cover=0
- 4:[Area5<0.601796865] yes=9,no=10,missing=9,gain=2.16697788,cover=91073
- 9:[PialArea5<0.869586051] yes=19,no=20,missing=20,gain=2.50404716,cover=41450
- 19:[Sulc0<-0.842326522] yes=39,no=40,missing=39,gain=2.8207972,cover=33095
- 39:[Curv5<-0.158538193] yes=79,no=80,missing=80,gain=3.20718336,cover=3970
- 79:leaf=-0.000582003908,cover=0
- 80:leaf=-0.00367157348,cover=0
- 40:[Sulc0<-0.237935558] yes=81,no=82,missing=81,gain=2.11307335,cover=29125
- 81:leaf=-0.000232976905,cover=0
- 82:leaf=0.00127008907,cover=0
- 20:[PialCurv5<-0.0758950338] yes=41,no=42,missing=42,gain=1.71578836,cover=8355
- 41:[Area5<0.571740985] yes=83,no=84,missing=83,gain=1.17838335,cover=6998
- 83:leaf=0.000849826203,cover=0
- 84:leaf=-0.000517468201,cover=0
- 42:[Area5<0.542713821] yes=85,no=86,missing=86,gain=2.55578113,cover=1357
- 85:leaf=-0.00187935366,cover=0
- 86:leaf=0.00344224437,cover=0
- 10:[PialCurv5<-0.0487009101] yes=21,no=22,missing=21,gain=4.19840527,cover=49623
- 21:[Ecc<0.45941934] yes=43,no=44,missing=43,gain=8.21537018,cover=16457
- 43:[Curv5<-0.132798299] yes=87,no=88,missing=88,gain=2.08700466,cover=5179
- 87:leaf=0.00145797292,cover=0
- 88:leaf=-0.000549682009,cover=0
- 44:[PialArea5<1.02926981] yes=89,no=90,missing=89,gain=5.92983818,cover=11278
- 89:leaf=-0.00265149516,cover=0
- 90:leaf=-3.12300072e-05,cover=0
- 22:[Curv5<0.0877084062] yes=45,no=46,missing=45,gain=4.87939644,cover=33166
- 45:[LGI5<2.42065382] yes=91,no=92,missing=91,gain=5.0136857,cover=22329
- 91:leaf=0.000728736108,cover=0
- 92:leaf=-0.00084363122,cover=0
- 46:[PialCurv5<0.147539601] yes=93,no=94,missing=93,gain=6.09089899,cover=10837
- 93:leaf=-0.0028728398,cover=0
- 94:leaf=-0.000314110745,cover=0
- 2:[LGI5<2.28518939] yes=5,no=6,missing=5,gain=2.27541685,cover=4680965
- 5:[Pol<77.5287857] yes=11,no=12,missing=12,gain=4.79363441,cover=183291
- 11:[Ecc<2.6675415] yes=23,no=24,missing=24,gain=4.51649761,cover=47663
- 23:[Sulc0<-0.475189745] yes=47,no=48,missing=47,gain=2.78631425,cover=27318
- 47:[LGI5<2.24172258] yes=95,no=96,missing=96,gain=2.65835381,cover=24366
- 95:leaf=0.000418020179,cover=0
- 96:leaf=-0.000647683744,cover=0
- 48:[Area5<0.509397149] yes=97,no=98,missing=97,gain=2.60365033,cover=2952
- 97:leaf=-0.00332028908,cover=0
- 98:leaf=0.00206322968,cover=0
- 24:[PialCurv5<-0.0810050145] yes=49,no=50,missing=49,gain=4.23762083,cover=20345
- 49:[Pol<64.3762589] yes=99,no=100,missing=100,gain=3.38409233,cover=12536
- 99:leaf=-0.000678970886,cover=0
- 100:leaf=0.00131670316,cover=0
- 50:[Pol<21.2328167] yes=101,no=102,missing=101,gain=2.76274872,cover=7809
- 101:leaf=0.00167291542,cover=0
- 102:leaf=-0.00199107989,cover=0
- 12:[MidArea5<0.786720097] yes=25,no=26,missing=26,gain=6.05932045,cover=135628
- 25:[PialCurv5<-0.103163145] yes=51,no=52,missing=51,gain=3.57205153,cover=112269
- 51:[Curv5<-0.066452302] yes=103,no=104,missing=104,gain=2.79310131,cover=22357
- 103:leaf=-0.00034014869,cover=0
- 104:leaf=-0.00686971704,cover=0
- 52:[Area5<0.600206077] yes=105,no=106,missing=105,gain=4.82546234,cover=89912
- 105:leaf=0.000932413444,cover=0
- 106:leaf=9.95375667e-05,cover=0
- 26:[Curv5<-0.241649449] yes=53,no=54,missing=53,gain=4.20960522,cover=23359
- 53:[Pol<157.22821] yes=107,no=108,missing=107,gain=4.26346302,cover=2331
- 107:leaf=0.0050825174,cover=0
- 108:leaf=0.000796989829,cover=0
- 54:[Ecc<3.73767829] yes=109,no=110,missing=109,gain=3.74356556,cover=21028
- 109:leaf=0.00141127675,cover=0
- 110:leaf=6.13996817e-05,cover=0
- 6:[Area5<0.433531314] yes=13,no=14,missing=13,gain=1.22674549,cover=4497674
- 13:[LGI5<2.33929968] yes=27,no=28,missing=27,gain=1.40232205,cover=47632
- 27:[Ecc<8.41855335] yes=55,no=56,missing=55,gain=2.29902482,cover=5876
- 55:[MidArea5<0.439916283] yes=111,no=112,missing=112,gain=1.95345342,cover=5841
- 111:leaf=0.00778977806,cover=0
- 112:leaf=0.000774694083,cover=0
- 56:[MidArea5<0.56810379] yes=113,no=114,missing=113,gain=0.164614677,cover=35
- 113:leaf=0.0165040605,cover=0
- 114:leaf=0.00836557709,cover=0
- 28:[LGI5<3.39750218] yes=57,no=58,missing=58,gain=1.53179598,cover=41756
- 57:[PialCurv5<-0.142826259] yes=115,no=116,missing=115,gain=1.23194706,cover=40252
- 115:leaf=0.000448582665,cover=0
- 116:leaf=-0.000123201607,cover=0
- 58:[Ecc<8.35574818] yes=117,no=118,missing=117,gain=3.77707338,cover=1504
- 117:leaf=0.0170737859,cover=0
- 118:leaf=0.00130564743,cover=0
- 14:[Ecc<2.97906685] yes=29,no=30,missing=29,gain=1.141559,cover=4450042
- 29:[LGI5<2.50608969] yes=59,no=60,missing=60,gain=7.24072456,cover=457835
- 59:[Pol<154.27803] yes=119,no=120,missing=119,gain=9.1356678,cover=311547
- 119:leaf=-3.87228429e-05,cover=0
- 120:leaf=0.000821865106,cover=0
- 60:[LGI5<3.04906535] yes=121,no=122,missing=121,gain=6.07359838,cover=146288
- 121:leaf=-0.00038504292,cover=0
- 122:leaf=0.00621886365,cover=0
- 30:[Pol<93.9093552] yes=61,no=62,missing=61,gain=1.40559936,cover=3992207
- 61:[Ecc<6.98131132] yes=123,no=124,missing=123,gain=13.4558249,cover=1791914
- 123:leaf=0.000246723386,cover=0
- 124:leaf=-5.24453426e-05,cover=0
- 62:[Ecc<7.24576569] yes=125,no=126,missing=125,gain=6.75595856,cover=2200293
- 125:leaf=-0.000152096851,cover=0
- 126:leaf=3.67141438e-05,cover=0
-booster[607]:
-0:[PialArea5<0.34410578] yes=1,no=2,missing=1,gain=0.652587056,cover=5124388
- 1:[Ecc<1.3629595] yes=3,no=4,missing=4,gain=1.06986713,cover=222961
- 3:[LGI5<2.13090348] yes=7,no=8,missing=8,gain=3.40122318,cover=5717
- 7:[Area5<0.610838115] yes=15,no=16,missing=15,gain=0.881206751,cover=140
- 15:[Sulc0<-0.528458416] yes=31,no=32,missing=31,gain=0.776634991,cover=74
- 31:[Curv5<0.116796501] yes=63,no=64,missing=63,gain=0.0500203371,cover=14
- 63:leaf=-0.0171867516,cover=0
- 64:leaf=-0.00787568092,cover=0
- 32:[Area5<0.529385149] yes=65,no=66,missing=65,gain=0.180184245,cover=60
- 65:leaf=-0.00838157441,cover=0
- 66:leaf=-0.000701326702,cover=0
- 16:[Curv5<0.171955615] yes=33,no=34,missing=34,gain=0.241976261,cover=66
- 33:[PialCurv5<0.297166049] yes=67,no=68,missing=67,gain=0.00226688385,cover=41
- 67:leaf=-0.0158620458,cover=0
- 68:leaf=-0.0106564714,cover=0
- 34:[Ecc<0.889730632] yes=69,no=70,missing=69,gain=0.122235,cover=25
- 69:leaf=-0.00358871231,cover=0
- 70:leaf=-0.011011933,cover=0
- 8:[LGI5<2.73077893] yes=17,no=18,missing=17,gain=1.62821889,cover=5577
- 17:[MidArea5<0.498434067] yes=35,no=36,missing=35,gain=1.29894042,cover=5541
- 35:[Sulc0<0.676033437] yes=71,no=72,missing=71,gain=1.29346347,cover=5185
- 71:leaf=-7.63560165e-05,cover=0
- 72:leaf=-0.0125106024,cover=0
- 36:[Pol<146.864227] yes=73,no=74,missing=73,gain=2.67225361,cover=356
- 73:leaf=0.000852307945,cover=0
- 74:leaf=-0.00780767668,cover=0
- 18:[LGI5<2.81919122] yes=37,no=38,missing=38,gain=0.0335379839,cover=36
- 37:leaf=-0.0111047011,cover=0
- 38:leaf=-0.000869214535,cover=0
- 4:[Pol<123.059357] yes=9,no=10,missing=10,gain=1.95533419,cover=217244
- 9:[Curv5<0.124281213] yes=19,no=20,missing=19,gain=1.15292728,cover=211163
- 19:[LGI5<2.80243301] yes=39,no=40,missing=40,gain=1.7076745,cover=17224
- 39:[MidArea5<0.489716202] yes=75,no=76,missing=75,gain=2.95340323,cover=4339
- 75:leaf=-0.00145546196,cover=0
- 76:leaf=0.00120629731,cover=0
- 40:[Sulc0<0.703387856] yes=77,no=78,missing=78,gain=1.90559506,cover=12885
- 77:leaf=-5.86001734e-05,cover=0
- 78:leaf=0.00121023401,cover=0
- 20:[Pol<54.5053368] yes=41,no=42,missing=41,gain=1.21087003,cover=193939
- 41:[Ecc<2.91795349] yes=79,no=80,missing=80,gain=0.959343195,cover=1472
- 79:leaf=-0.00389435142,cover=0
- 80:leaf=0.00177195878,cover=0
- 42:[Ecc<13.8847265] yes=81,no=82,missing=81,gain=1.20950842,cover=192467
- 81:leaf=0.000122844984,cover=0
- 82:leaf=-0.000139397598,cover=0
- 10:[Area5<0.44435063] yes=21,no=22,missing=22,gain=1.13956141,cover=6081
- 21:[LGI5<3.27544355] yes=43,no=44,missing=44,gain=1.05026114,cover=215
- 43:[Curv5<-0.319950402] yes=83,no=84,missing=83,gain=0.764351606,cover=194
- 83:leaf=-0.000423058402,cover=0
- 84:leaf=-0.00669873087,cover=0
- 44:[Ecc<21.3640327] yes=85,no=86,missing=86,gain=0.126670837,cover=21
- 85:leaf=0.0120628318,cover=0
- 86:leaf=0.00391908316,cover=0
- 22:[Ecc<6.76014757] yes=45,no=46,missing=45,gain=1.95105481,cover=5866
- 45:[PialCurv5<0.171042696] yes=87,no=88,missing=87,gain=2.5238061,cover=1356
- 87:leaf=0.00642294809,cover=0
- 88:leaf=0.00150093262,cover=0
- 46:[PialCurv5<0.110155433] yes=89,no=90,missing=89,gain=3.11499453,cover=4510
- 89:leaf=-0.00318724359,cover=0
- 90:leaf=0.001069866,cover=0
- 2:[MidArea5<0.535488486] yes=5,no=6,missing=5,gain=1.02044523,cover=4901427
- 5:[PialArea5<0.702764034] yes=11,no=12,missing=11,gain=4.57937145,cover=252962
- 11:[Area5<0.596935391] yes=23,no=24,missing=23,gain=1.66928411,cover=251775
- 23:[Curv5<0.0513985939] yes=47,no=48,missing=47,gain=2.84217119,cover=95853
- 47:[MidArea5<0.474339783] yes=91,no=92,missing=91,gain=2.05550766,cover=55669
- 91:leaf=0.000563475362,cover=0
- 92:leaf=-0.000199778471,cover=0
- 48:[PialCurv5<-0.072655201] yes=93,no=94,missing=93,gain=3.06479359,cover=40184
- 93:leaf=-0.00674428279,cover=0
- 94:leaf=-0.000569815515,cover=0
- 24:[LGI5<2.84729719] yes=49,no=50,missing=49,gain=2.96516085,cover=155922
- 49:[Ecc<17.7876587] yes=95,no=96,missing=95,gain=1.55904055,cover=92485
- 95:leaf=0.000125910374,cover=0
- 96:leaf=0.00123488589,cover=0
- 50:[Pol<71.0996552] yes=97,no=98,missing=97,gain=4.14572573,cover=63437
- 97:leaf=0.00119309814,cover=0
- 98:leaf=-0.000389550667,cover=0
- 12:[MidArea5<0.515777051] yes=25,no=26,missing=25,gain=0.688303947,cover=1187
- 25:[LGI5<2.81919122] yes=51,no=52,missing=51,gain=0.275239468,cover=107
- 51:[LGI5<2.30690479] yes=99,no=100,missing=99,gain=0.130776167,cover=101
- 99:leaf=0.00355079933,cover=0
- 100:leaf=0.00832806621,cover=0
- 52:[Pol<170.080093] yes=101,no=102,missing=101,gain=0.00188430771,cover=6
- 101:leaf=-0.00351314363,cover=0
- 102:leaf=-0.000519156456,cover=0
- 26:[PialArea5<0.721636832] yes=53,no=54,missing=53,gain=0.638673544,cover=1080
- 53:[MidArea5<0.532900333] yes=103,no=104,missing=103,gain=0.417979419,cover=681
- 103:leaf=0.00233714445,cover=0
- 104:leaf=-0.000640490791,cover=0
- 54:[LGI5<2.30690479] yes=105,no=106,missing=105,gain=0.219677687,cover=399
- 105:leaf=0.00239048479,cover=0
- 106:leaf=0.00497451425,cover=0
- 6:[PialArea5<0.472106963] yes=13,no=14,missing=13,gain=1.57339036,cover=4648465
- 13:[Curv5<0.0322575867] yes=27,no=28,missing=28,gain=6.41782665,cover=339187
- 27:[Area5<0.698189139] yes=55,no=56,missing=55,gain=3.35304308,cover=4855
- 55:[PialCurv5<0.054317683] yes=107,no=108,missing=107,gain=2.88941598,cover=3808
- 107:leaf=-0.0021630812,cover=0
- 108:leaf=0.000634309254,cover=0
- 56:[LGI5<2.36851335] yes=109,no=110,missing=109,gain=2.34863186,cover=1047
- 109:leaf=-0.012283423,cover=0
- 110:leaf=-0.00350554334,cover=0
- 28:[Sulc0<0.454035848] yes=57,no=58,missing=57,gain=6.41492128,cover=334332
- 57:[Pol<84.1277542] yes=111,no=112,missing=111,gain=5.90574074,cover=101678
- 111:leaf=0.00131468137,cover=0
- 112:leaf=0.000292272336,cover=0
- 58:[PialCurv5<0.297166049] yes=113,no=114,missing=113,gain=5.39748001,cover=232654
- 113:leaf=0.000172495551,cover=0
- 114:leaf=-0.000325413508,cover=0
- 14:[Sulc0<0.995960534] yes=29,no=30,missing=30,gain=2.74944925,cover=4309278
- 29:[Curv5<0.0896491781] yes=59,no=60,missing=59,gain=3.4245944,cover=4293077
- 59:[Sulc0<-0.181880832] yes=115,no=116,missing=115,gain=2.01745868,cover=3854755
- 115:leaf=-1.85472873e-05,cover=0
- 116:leaf=5.93440855e-05,cover=0
- 60:[Ecc<14.0810061] yes=117,no=118,missing=117,gain=4.62979126,cover=438322
- 117:leaf=-4.29819011e-05,cover=0
- 118:leaf=-0.0004094904,cover=0
- 30:[Ecc<23.9349174] yes=61,no=62,missing=62,gain=6.17699623,cover=16201
- 61:[LGI5<3.45167398] yes=119,no=120,missing=119,gain=3.35124564,cover=2413
- 119:leaf=-0.000389012042,cover=0
- 120:leaf=-0.00435840804,cover=0
- 62:[Pol<87.3220139] yes=121,no=122,missing=122,gain=5.03379774,cover=13788
- 121:leaf=0.00018371061,cover=0
- 122:leaf=0.00210313709,cover=0
-booster[608]:
-0:[Pol<2.97048163] yes=1,no=2,missing=1,gain=0.633268774,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=4,gain=2.83531904,cover=60049
- 3:[PialCurv5<0.0044251224] yes=7,no=8,missing=8,gain=3.11640882,cover=19947
- 7:[LGI5<3.07984829] yes=15,no=16,missing=15,gain=1.0423311,cover=18156
- 15:[Curv5<-0.350989401] yes=31,no=32,missing=31,gain=0.973219514,cover=15773
- 31:[Ecc<7.59607029] yes=63,no=64,missing=63,gain=6.48630619,cover=303
- 63:leaf=-0.00146492035,cover=0
- 64:leaf=0.0152523164,cover=0
- 32:[PialArea5<0.676429033] yes=65,no=66,missing=65,gain=0.997310638,cover=15470
- 65:leaf=0.00220874837,cover=0
- 66:leaf=-0.00010889471,cover=0
- 16:[Sulc0<-0.137935251] yes=33,no=34,missing=33,gain=0.857313275,cover=2383
- 33:[Curv5<-0.230516881] yes=67,no=68,missing=68,gain=0.8572312,cover=2355
- 67:leaf=-0.00276208855,cover=0
- 68:leaf=-0.000482147472,cover=0
- 34:[Ecc<8.17402458] yes=69,no=70,missing=69,gain=0.919502616,cover=28
- 69:leaf=-0.0147095313,cover=0
- 70:leaf=0.00546912849,cover=0
- 8:[Sulc0<-0.123243913] yes=17,no=18,missing=18,gain=1.44137335,cover=1791
- 17:[PialArea5<0.445556581] yes=35,no=36,missing=35,gain=0.98997426,cover=1431
- 35:[Curv5<0.118689038] yes=71,no=72,missing=71,gain=1.48658466,cover=25
- 71:leaf=0.0245048534,cover=0
- 72:leaf=-0.000592331111,cover=0
- 36:[Curv5<-0.0553030409] yes=73,no=74,missing=73,gain=0.76447165,cover=1406
- 73:leaf=-0.0050457879,cover=0
- 74:leaf=-0.0013616886,cover=0
- 18:[LGI5<3.07360435] yes=37,no=38,missing=37,gain=0.644703388,cover=360
- 37:[Curv5<-0.0390223041] yes=75,no=76,missing=76,gain=0.567278385,cover=236
- 75:leaf=0.00519465981,cover=0
- 76:leaf=-0.00716107432,cover=0
- 38:[PialArea5<0.502762914] yes=77,no=78,missing=77,gain=0.324293762,cover=124
- 77:leaf=0.00209233351,cover=0
- 78:leaf=-0.00369400345,cover=0
- 4:[MidArea5<0.62992847] yes=9,no=10,missing=10,gain=1.98368716,cover=40102
- 9:[LGI5<2.73607373] yes=19,no=20,missing=19,gain=1.11087728,cover=2505
- 19:[PialCurv5<-0.0209923834] yes=39,no=40,missing=39,gain=3.54792809,cover=183
- 39:[PialArea5<0.567627013] yes=79,no=80,missing=80,gain=1.57695842,cover=93
- 79:leaf=-0.0178330187,cover=0
- 80:leaf=-0.000992261805,cover=0
- 40:[Curv5<0.0736173838] yes=81,no=82,missing=81,gain=1.97274518,cover=90
- 81:leaf=0.0183184091,cover=0
- 82:leaf=0.00336023537,cover=0
- 20:[Ecc<13.1181517] yes=41,no=42,missing=41,gain=1.48429084,cover=2322
- 41:[PialCurv5<-0.149745584] yes=83,no=84,missing=84,gain=2.32231045,cover=932
- 83:leaf=0.00780889019,cover=0
- 84:leaf=-0.00338100386,cover=0
- 42:[Curv5<-0.39144522] yes=85,no=86,missing=85,gain=1.4205128,cover=1390
- 85:leaf=-0.00371790468,cover=0
- 86:leaf=0.000510565704,cover=0
- 10:[PialCurv5<-0.0923183635] yes=21,no=22,missing=22,gain=1.65342474,cover=37597
- 21:[Area5<0.716575325] yes=43,no=44,missing=43,gain=2.00088477,cover=21566
- 43:[Ecc<16.0247612] yes=87,no=88,missing=87,gain=2.40758276,cover=14910
- 87:leaf=0.00204586028,cover=0
- 88:leaf=0.000264003844,cover=0
- 44:[Ecc<22.4429302] yes=89,no=90,missing=89,gain=2.26582193,cover=6656
- 89:leaf=-0.00153094204,cover=0
- 90:leaf=0.000322996755,cover=0
- 22:[Sulc0<-0.224179193] yes=45,no=46,missing=45,gain=3.30662441,cover=16031
- 45:[LGI5<3.11198854] yes=91,no=92,missing=91,gain=2.59034634,cover=11591
- 91:leaf=0.00209491723,cover=0
- 92:leaf=0.00059917249,cover=0
- 46:[Sulc0<0.0770083591] yes=93,no=94,missing=93,gain=1.95583701,cover=4440
- 93:leaf=-0.000922662031,cover=0
- 94:leaf=0.00143462862,cover=0
- 2:[PialArea5<0.529292643] yes=5,no=6,missing=6,gain=0.732547402,cover=5064339
- 5:[PialCurv5<-0.00372259994] yes=11,no=12,missing=12,gain=6.33679962,cover=1027997
- 11:[Ecc<9.75650311] yes=23,no=24,missing=23,gain=3.28352928,cover=32008
- 23:[MidArea5<0.666140199] yes=47,no=48,missing=48,gain=1.99653196,cover=20371
- 47:[Area5<0.513795495] yes=95,no=96,missing=95,gain=2.10293388,cover=20282
- 95:leaf=0.000516528904,cover=0
- 96:leaf=-0.000621642917,cover=0
- 48:[Sulc0<-0.166708246] yes=97,no=98,missing=97,gain=1.88136637,cover=89
- 97:leaf=0.0109143099,cover=0
- 98:leaf=-0.00654027099,cover=0
- 24:[Ecc<25.981123] yes=49,no=50,missing=49,gain=5.25327301,cover=11637
- 49:[LGI5<3.53458858] yes=99,no=100,missing=99,gain=2.74039841,cover=8541
- 99:leaf=-0.0016618775,cover=0
- 100:leaf=-0.00460433261,cover=0
- 50:[LGI5<3.35709596] yes=101,no=102,missing=102,gain=3.35171676,cover=3096
- 101:leaf=-0.000874608872,cover=0
- 102:leaf=0.00249888957,cover=0
- 12:[Pol<82.8478928] yes=25,no=26,missing=25,gain=6.6710906,cover=995989
- 25:[PialCurv5<0.141046807] yes=51,no=52,missing=51,gain=11.0650387,cover=151958
- 51:[Ecc<1.85215485] yes=103,no=104,missing=104,gain=9.80499077,cover=40654
- 103:leaf=-0.00163001497,cover=0
- 104:leaf=0.00129233464,cover=0
- 52:[Curv5<-0.0390223041] yes=105,no=106,missing=106,gain=8.35445881,cover=111304
- 105:leaf=0.0256493073,cover=0
- 106:leaf=9.77870295e-05,cover=0
- 26:[Pol<113.913933] yes=53,no=54,missing=53,gain=9.1394186,cover=844031
- 53:[PialCurv5<0.101587482] yes=107,no=108,missing=107,gain=7.78070831,cover=640995
- 107:leaf=-0.000710126595,cover=0
- 108:leaf=-4.05862011e-05,cover=0
- 54:[PialCurv5<0.185672894] yes=109,no=110,missing=109,gain=6.6362443,cover=203036
- 109:leaf=0.000643278938,cover=0
- 110:leaf=6.05318419e-05,cover=0
- 6:[Curv5<0.0595101416] yes=13,no=14,missing=13,gain=3.62273979,cover=4036342
- 13:[Sulc0<0.423605621] yes=27,no=28,missing=27,gain=4.57834482,cover=3530617
- 27:[Ecc<24.7238369] yes=55,no=56,missing=55,gain=3.03744459,cover=3437264
- 55:[Sulc0<-0.181880832] yes=111,no=112,missing=111,gain=4.74221849,cover=3036319
- 111:leaf=-1.79161998e-05,cover=0
- 112:leaf=0.000136007133,cover=0
- 56:[LGI5<2.99594808] yes=113,no=114,missing=113,gain=16.1500511,cover=400945
- 113:leaf=-0.000727596751,cover=0
- 114:leaf=3.68535657e-05,cover=0
- 28:[Curv5<-0.141545609] yes=57,no=58,missing=57,gain=9.18615532,cover=93353
- 57:[Pol<152.827332] yes=115,no=116,missing=115,gain=5.84186029,cover=1711
- 115:leaf=-0.00426030811,cover=0
- 116:leaf=0.00538434507,cover=0
- 58:[Area5<0.707692921] yes=117,no=118,missing=117,gain=10.6089706,cover=91642
- 117:leaf=0.00108492677,cover=0
- 118:leaf=-1.53545516e-05,cover=0
- 14:[Pol<55.3432045] yes=29,no=30,missing=29,gain=7.66513681,cover=505725
- 29:[PialCurv5<0.074624911] yes=59,no=60,missing=59,gain=10.5182037,cover=42893
- 59:[Ecc<2.6050899] yes=119,no=120,missing=120,gain=11.4062099,cover=7253
- 119:leaf=-0.00467122113,cover=0
- 120:leaf=0.00280691567,cover=0
- 60:[Sulc0<-0.115756653] yes=121,no=122,missing=121,gain=9.48835564,cover=35640
- 121:leaf=0.00243852846,cover=0
- 122:leaf=-0.000141238852,cover=0
- 30:[Sulc0<-0.395407349] yes=61,no=62,missing=61,gain=6.60672474,cover=462832
- 61:[Ecc<2.97906685] yes=123,no=124,missing=123,gain=14.6495543,cover=10954
- 123:leaf=-0.002649687,cover=0
- 124:leaf=0.00128554483,cover=0
- 62:[PialCurv5<-0.0704385936] yes=125,no=126,missing=126,gain=6.77582979,cover=451878
- 125:leaf=0.00868710969,cover=0
- 126:leaf=-0.000170744999,cover=0
-booster[609]:
-0:[LGI5<2.56078315] yes=1,no=2,missing=1,gain=0.668705106,cover=5124388
- 1:[Area5<0.756765008] yes=3,no=4,missing=4,gain=2.8258729,cover=1775778
- 3:[Ecc<6.47151232] yes=7,no=8,missing=7,gain=4.84102583,cover=1599277
- 7:[Sulc0<-0.87967056] yes=15,no=16,missing=15,gain=3.33938837,cover=1379567
- 15:[Curv5<-0.125495523] yes=31,no=32,missing=31,gain=9.91467285,cover=264446
- 31:[Curv5<-0.2435821] yes=63,no=64,missing=63,gain=2.33646202,cover=254170
- 63:leaf=0.000142774617,cover=0
- 64:leaf=-0.00017316312,cover=0
- 32:[Ecc<3.48115921] yes=65,no=66,missing=65,gain=3.28471088,cover=10276
- 65:leaf=-0.00136610016,cover=0
- 66:leaf=-0.00452411966,cover=0
- 16:[MidArea5<1.1557827] yes=33,no=34,missing=34,gain=7.23323488,cover=1115121
- 33:[Pol<158.709351] yes=67,no=68,missing=68,gain=5.62160063,cover=1113965
- 67:leaf=3.20199651e-05,cover=0
- 68:leaf=0.000385194871,cover=0
- 34:[Pol<39.0368156] yes=69,no=70,missing=69,gain=4.10689211,cover=1156
- 69:leaf=0.00815806817,cover=0
- 70:leaf=0.00187606027,cover=0
- 8:[Sulc0<-0.123243913] yes=17,no=18,missing=17,gain=8.20729446,cover=219710
- 17:[PialCurv5<0.00236006663] yes=35,no=36,missing=36,gain=29.3882294,cover=101707
- 35:[Sulc0<-0.510775328] yes=71,no=72,missing=71,gain=6.71649933,cover=92009
- 71:leaf=-0.000642055995,cover=0
- 72:leaf=0.000219675931,cover=0
- 36:[Area5<0.654657125] yes=73,no=74,missing=73,gain=8.73930359,cover=9698
- 73:leaf=-0.0050777751,cover=0
- 74:leaf=-0.00198526331,cover=0
- 18:[PialCurv5<0.0851107761] yes=37,no=38,missing=38,gain=12.9510794,cover=118003
- 37:[Pol<71.8249207] yes=75,no=76,missing=76,gain=12.0216446,cover=37688
- 75:leaf=-0.00164766295,cover=0
- 76:leaf=0.00115551101,cover=0
- 38:[Sulc0<0.151281953] yes=77,no=78,missing=77,gain=13.5141726,cover=80315
- 77:leaf=-0.00193666876,cover=0
- 78:leaf=-3.39012477e-05,cover=0
- 4:[Pol<14.1659222] yes=9,no=10,missing=10,gain=8.84236145,cover=176501
- 9:[PialCurv5<-0.153030112] yes=19,no=20,missing=19,gain=2.68970394,cover=8783
- 19:[Area5<0.987501919] yes=39,no=40,missing=40,gain=1.7939955,cover=601
- 39:[PialArea5<1.22674179] yes=79,no=80,missing=79,gain=1.11571074,cover=592
- 79:leaf=0.00340816169,cover=0
- 80:leaf=-0.00097377674,cover=0
- 40:[PialArea5<1.48916721] yes=81,no=82,missing=82,gain=1.75383425,cover=9
- 81:leaf=-0.00220970996,cover=0
- 82:leaf=0.0400099754,cover=0
- 20:[Ecc<4.73840666] yes=41,no=42,missing=41,gain=2.65264606,cover=8182
- 41:[Sulc0<-0.998678327] yes=83,no=84,missing=84,gain=2.58840394,cover=6167
- 83:leaf=0.000788173929,cover=0
- 84:leaf=-0.0016233871,cover=0
- 42:[Sulc0<-0.298712492] yes=85,no=86,missing=85,gain=1.44360399,cover=2015
- 85:leaf=-0.00354706543,cover=0
- 86:leaf=0.00128737569,cover=0
- 10:[Pol<65.1286774] yes=21,no=22,missing=21,gain=10.3702011,cover=167718
- 21:[PialArea5<1.02926981] yes=43,no=44,missing=43,gain=8.84095764,cover=38772
- 43:[Ecc<2.6050899] yes=87,no=88,missing=88,gain=29.7862759,cover=8109
- 87:leaf=-0.00125403691,cover=0
- 88:leaf=0.00493904017,cover=0
- 44:[Pol<27.4246235] yes=89,no=90,missing=89,gain=3.17331839,cover=30663
- 89:leaf=-0.000279992528,cover=0
- 90:leaf=0.000910410017,cover=0
- 22:[Ecc<7.64592981] yes=45,no=46,missing=45,gain=12.5458555,cover=128946
- 45:[Ecc<2.25101852] yes=91,no=92,missing=91,gain=9.45708847,cover=113359
- 91:leaf=0.000699722324,cover=0
- 92:leaf=-0.000362695922,cover=0
- 46:[PialCurv5<0.220156521] yes=93,no=94,missing=93,gain=7.28063965,cover=15587
- 93:leaf=0.00200926955,cover=0
- 94:leaf=-0.000538484892,cover=0
- 2:[Ecc<3.60812569] yes=5,no=6,missing=5,gain=3.16421533,cover=3348610
- 5:[MidArea5<0.700202465] yes=11,no=12,missing=12,gain=6.88310623,cover=176537
- 11:[Pol<92.1537628] yes=23,no=24,missing=23,gain=4.16783094,cover=64855
- 23:[Ecc<1.73852015] yes=47,no=48,missing=48,gain=8.94221783,cover=17175
- 47:[LGI5<2.68917012] yes=95,no=96,missing=95,gain=3.1819315,cover=6839
- 95:leaf=0.000492256426,cover=0
- 96:leaf=0.00361210923,cover=0
- 48:[LGI5<2.61980247] yes=97,no=98,missing=98,gain=5.55276299,cover=10336
- 97:leaf=-0.000207973048,cover=0
- 98:leaf=-0.00252695126,cover=0
- 24:[Sulc0<0.317313671] yes=49,no=50,missing=49,gain=2.919837,cover=47680
- 49:[Area5<0.711689949] yes=99,no=100,missing=100,gain=5.78537083,cover=40104
- 99:leaf=0.000428993779,cover=0
- 100:leaf=0.00269621285,cover=0
- 50:[Curv5<0.153449878] yes=101,no=102,missing=101,gain=9.47399521,cover=7576
- 101:leaf=-0.00351241673,cover=0
- 102:leaf=0.000557950989,cover=0
- 12:[Area5<0.494833142] yes=25,no=26,missing=26,gain=5.64878845,cover=111682
- 25:[Curv5<-0.241649449] yes=51,no=52,missing=51,gain=2.01015854,cover=1689
- 51:[Pol<137.578873] yes=103,no=104,missing=104,gain=0.752848089,cover=717
- 103:leaf=-0.00164212403,cover=0
- 104:leaf=0.00168260117,cover=0
- 52:[Area5<0.433531314] yes=105,no=106,missing=105,gain=2.33608389,cover=972
- 105:leaf=0.0115722511,cover=0
- 106:leaf=0.00310566695,cover=0
- 26:[Pol<48.3047981] yes=53,no=54,missing=53,gain=3.93889332,cover=109993
- 53:[LGI5<2.68420529] yes=107,no=108,missing=107,gain=3.58188772,cover=39462
- 107:leaf=0.000222408431,cover=0
- 108:leaf=-0.000802448194,cover=0
- 54:[Curv5<-0.0575901605] yes=109,no=110,missing=109,gain=5.91560078,cover=70531
- 109:leaf=-0.00102312502,cover=0
- 110:leaf=-2.17184552e-05,cover=0
- 6:[PialArea5<1.29873812] yes=13,no=14,missing=13,gain=2.00094509,cover=3172073
- 13:[Pol<63.605114] yes=27,no=28,missing=27,gain=1.97844422,cover=3091158
- 27:[Ecc<18.3223667] yes=55,no=56,missing=56,gain=9.55251503,cover=896706
- 55:[Sulc0<-0.217071146] yes=111,no=112,missing=112,gain=39.3302612,cover=486472
- 111:leaf=-4.82735959e-05,cover=0
- 112:leaf=-0.00139379909,cover=0
- 56:[LGI5<3.04290652] yes=113,no=114,missing=113,gain=11.5025358,cover=410234
- 113:leaf=-0.000306964241,cover=0
- 114:leaf=0.000276347069,cover=0
- 28:[Ecc<6.10119486] yes=57,no=58,missing=57,gain=4.58139849,cover=2194452
- 57:[Area5<0.894858658] yes=115,no=116,missing=115,gain=13.3273001,cover=201515
- 115:leaf=-0.00017963555,cover=0
- 116:leaf=-0.00570329139,cover=0
- 58:[PialCurv5<0.101587482] yes=117,no=118,missing=117,gain=6.45373058,cover=1992937
- 117:leaf=0.000114173432,cover=0
- 118:leaf=-6.93546317e-05,cover=0
- 14:[Ecc<5.08081961] yes=29,no=30,missing=29,gain=3.01070714,cover=80915
- 29:[Curv5<-0.0642315522] yes=59,no=60,missing=59,gain=3.15498853,cover=15548
- 59:[Pol<29.3809395] yes=119,no=120,missing=119,gain=2.34163666,cover=15313
- 119:leaf=-0.00114823633,cover=0
- 120:leaf=9.361923e-05,cover=0
- 60:[Pol<161.595886] yes=121,no=122,missing=121,gain=4.53561497,cover=235
- 121:leaf=0.00264636683,cover=0
- 122:leaf=0.0231860653,cover=0
- 30:[Ecc<9.0678978] yes=61,no=62,missing=61,gain=3.07416821,cover=65367
- 61:[Area5<0.894858658] yes=123,no=124,missing=123,gain=3.73884869,cover=38081
- 123:leaf=0.000919654325,cover=0
- 124:leaf=-0.000353285024,cover=0
- 62:[Sulc0<-0.580759466] yes=125,no=126,missing=125,gain=5.86200953,cover=27286
- 125:leaf=0.000572348246,cover=0
- 126:leaf=-0.000930733222,cover=0
-booster[610]:
-0:[PialArea5<0.409017563] yes=1,no=2,missing=1,gain=0.65337038,cover=5124388
- 1:[Area5<0.733255386] yes=3,no=4,missing=4,gain=1.86180186,cover=483456
- 3:[Pol<68.895668] yes=7,no=8,missing=7,gain=1.76489019,cover=412314
- 7:[LGI5<3.55025291] yes=15,no=16,missing=15,gain=5.42140245,cover=12155
- 15:[LGI5<3.06122994] yes=31,no=32,missing=31,gain=1.73664987,cover=10552
- 31:[Ecc<0.618862808] yes=63,no=64,missing=64,gain=1.29878044,cover=5280
- 63:leaf=0.00272834161,cover=0
- 64:leaf=-0.000638216094,cover=0
- 32:[Curv5<0.139330834] yes=65,no=66,missing=66,gain=5.51950359,cover=5272
- 65:leaf=0.00324593368,cover=0
- 66:leaf=-0.000248579861,cover=0
- 16:[Ecc<35.195137] yes=33,no=34,missing=33,gain=5.15864229,cover=1603
- 33:[LGI5<3.94193578] yes=67,no=68,missing=67,gain=5.9222784,cover=804
- 67:leaf=0.00801563635,cover=0
- 68:leaf=-0.0036521561,cover=0
- 34:[PialCurv5<0.0771882981] yes=69,no=70,missing=69,gain=2.47676563,cover=799
- 69:leaf=-0.00744519103,cover=0
- 70:leaf=0.00144580379,cover=0
- 8:[Ecc<13.8847265] yes=17,no=18,missing=17,gain=2.66441774,cover=400159
- 17:[Pol<89.1530609] yes=35,no=36,missing=35,gain=4.5008688,cover=264988
- 35:[Area5<0.604913712] yes=71,no=72,missing=71,gain=3.29405642,cover=33056
- 71:leaf=-0.000476110959,cover=0
- 72:leaf=0.000858800195,cover=0
- 36:[LGI5<3.23225117] yes=73,no=74,missing=73,gain=4.22684145,cover=231932
- 73:leaf=-3.37344936e-05,cover=0
- 74:leaf=0.00103201496,cover=0
- 18:[Sulc0<0.779008448] yes=37,no=38,missing=37,gain=8.6422987,cover=135171
- 37:[LGI5<3.29043651] yes=75,no=76,missing=75,gain=9.46632671,cover=47994
- 75:leaf=-0.000266290124,cover=0
- 76:leaf=-0.00180276821,cover=0
- 38:[Ecc<17.0169544] yes=77,no=78,missing=77,gain=3.84881926,cover=87177
- 77:leaf=0.000961636368,cover=0
- 78:leaf=-1.74544875e-05,cover=0
- 4:[Sulc0<0.762988985] yes=9,no=10,missing=9,gain=5.46113873,cover=71142
- 9:[Curv5<0.0574831441] yes=19,no=20,missing=20,gain=4.11339235,cover=23839
- 19:[Ecc<14.694541] yes=39,no=40,missing=39,gain=0.832560301,cover=94
- 39:[MidArea5<0.580365539] yes=79,no=80,missing=79,gain=1.16582525,cover=57
- 79:leaf=-0.00224288437,cover=0
- 80:leaf=-0.0210724995,cover=0
- 40:[PialCurv5<0.24610664] yes=81,no=82,missing=82,gain=0.274977922,cover=37
- 81:leaf=-0.0159852076,cover=0
- 82:leaf=0.00596329896,cover=0
- 20:[LGI5<2.31684756] yes=41,no=42,missing=42,gain=2.4582119,cover=23745
- 41:[Ecc<2.31110334] yes=83,no=84,missing=83,gain=3.39132237,cover=1071
- 83:leaf=-0.00850049686,cover=0
- 84:leaf=-0.000277202344,cover=0
- 42:[Sulc0<0.485350072] yes=85,no=86,missing=85,gain=3.32947063,cover=22674
- 85:leaf=0.00233499985,cover=0
- 86:leaf=0.000772561354,cover=0
- 10:[Ecc<21.0377083] yes=21,no=22,missing=21,gain=2.95390105,cover=47303
- 21:[Pol<99.5532455] yes=43,no=44,missing=43,gain=3.19941139,cover=25291
- 43:[PialArea5<0.360595763] yes=87,no=88,missing=87,gain=1.5864172,cover=14311
- 87:leaf=-0.000412981724,cover=0
- 88:leaf=-0.00147328689,cover=0
- 44:[PialCurv5<0.24610664] yes=89,no=90,missing=89,gain=2.14415359,cover=10980
- 89:leaf=0.00203322968,cover=0
- 90:leaf=-2.03986692e-05,cover=0
- 22:[LGI5<3.26095963] yes=45,no=46,missing=45,gain=2.21415377,cover=22012
- 45:[LGI5<3.06739473] yes=91,no=92,missing=91,gain=2.29741406,cover=11546
- 91:leaf=0.000611502968,cover=0
- 92:leaf=-0.000799580012,cover=0
- 46:[PialCurv5<0.0695191324] yes=93,no=94,missing=93,gain=1.23672962,cover=10466
- 93:leaf=0.0127746761,cover=0
- 94:leaf=0.000905688852,cover=0
- 2:[MidArea5<0.582346737] yes=5,no=6,missing=5,gain=1.63181973,cover=4640932
- 5:[Ecc<3.22716212] yes=11,no=12,missing=11,gain=2.8367219,cover=418582
- 11:[Sulc0<-0.690729618] yes=23,no=24,missing=24,gain=3.52460027,cover=115161
- 23:[PialCurv5<0.204323933] yes=47,no=48,missing=47,gain=2.01544833,cover=23959
- 47:[Area5<0.513795495] yes=95,no=96,missing=96,gain=1.77366245,cover=23946
- 95:leaf=-0.000572596386,cover=0
- 96:leaf=0.000774330401,cover=0
- 48:[Pol<169.412277] yes=97,no=98,missing=98,gain=0.101826191,cover=13
- 97:leaf=-0.0205935221,cover=0
- 98:leaf=-0.00190132263,cover=0
- 24:[LGI5<2.13090348] yes=49,no=50,missing=49,gain=3.28319669,cover=91202
- 49:[Sulc0<-0.475189745] yes=99,no=100,missing=99,gain=3.53926492,cover=1462
- 99:leaf=0.00524527952,cover=0
- 100:leaf=0.000313616212,cover=0
- 50:[LGI5<2.16230083] yes=101,no=102,missing=102,gain=7.54852772,cover=89740
- 101:leaf=-0.00320840883,cover=0
- 102:leaf=0.00027625158,cover=0
- 12:[Area5<0.620557249] yes=25,no=26,missing=25,gain=4.52676487,cover=303421
- 25:[PialCurv5<-0.137075767] yes=51,no=52,missing=52,gain=7.20136166,cover=123956
- 51:[PialCurv5<-0.167439327] yes=103,no=104,missing=103,gain=2.38519049,cover=23786
- 103:leaf=-7.61093324e-05,cover=0
- 104:leaf=0.000932033348,cover=0
- 52:[Pol<155.757294] yes=105,no=106,missing=106,gain=6.6673851,cover=100170
- 105:leaf=-0.000469802733,cover=0
- 106:leaf=-0.00189424271,cover=0
- 26:[PialCurv5<0.0240441076] yes=53,no=54,missing=54,gain=3.91043043,cover=179465
- 53:[Pol<82.8478928] yes=107,no=108,missing=108,gain=4.10568237,cover=7254
- 107:leaf=0.000689858862,cover=0
- 108:leaf=-0.00192278239,cover=0
- 54:[Curv5<0.0778492987] yes=109,no=110,missing=109,gain=6.17732811,cover=172211
- 109:leaf=0.000828201068,cover=0
- 110:leaf=-8.38126944e-05,cover=0
- 6:[Curv5<0.143178418] yes=13,no=14,missing=13,gain=2.44337368,cover=4222350
- 13:[PialArea5<0.567627013] yes=27,no=28,missing=27,gain=6.05267525,cover=4089091
- 27:[Curv5<0.0322575867] yes=55,no=56,missing=56,gain=15.1329937,cover=292682
- 55:[Pol<139.671173] yes=111,no=112,missing=111,gain=11.5440636,cover=23431
- 111:leaf=-0.00152514735,cover=0
- 112:leaf=0.00130874,cover=0
- 56:[Sulc0<0.32645905] yes=113,no=114,missing=113,gain=16.8950806,cover=269251
- 113:leaf=0.00088270515,cover=0
- 114:leaf=4.88670557e-05,cover=0
- 28:[Curv5<0.0534323379] yes=57,no=58,missing=57,gain=5.20879221,cover=3796409
- 57:[Sulc0<0.345196545] yes=115,no=116,missing=115,gain=5.00243711,cover=3394605
- 115:leaf=2.18807554e-06,cover=0
- 116:leaf=0.000333690725,cover=0
- 58:[Area5<0.69896996] yes=117,no=118,missing=117,gain=13.8989983,cover=401804
- 117:leaf=-0.000679388759,cover=0
- 118:leaf=-4.65447329e-06,cover=0
- 14:[Area5<0.715747833] yes=29,no=30,missing=29,gain=2.75564837,cover=133259
- 29:[PialArea5<0.624898493] yes=59,no=60,missing=60,gain=4.21030092,cover=46829
- 59:[PialCurv5<-0.0314326771] yes=119,no=120,missing=119,gain=4.60208416,cover=43951
- 119:leaf=0.0252572354,cover=0
- 120:leaf=-2.99197454e-05,cover=0
- 60:[Pol<160.869751] yes=121,no=122,missing=121,gain=2.77787018,cover=2878
- 121:leaf=0.00256179716,cover=0
- 122:leaf=-0.00201258971,cover=0
- 30:[PialCurv5<0.137877449] yes=61,no=62,missing=61,gain=3.01979923,cover=86430
- 61:[Curv5<0.169394374] yes=123,no=124,missing=123,gain=2.99837351,cover=3627
- 123:leaf=4.26218103e-05,cover=0
- 124:leaf=0.00311433966,cover=0
- 62:[PialArea5<0.550757647] yes=125,no=126,missing=125,gain=3.99562407,cover=82803
- 125:leaf=-0.000258621381,cover=0
- 126:leaf=-0.00111516309,cover=0
-booster[611]:
-0:[LGI5<2.90731096] yes=1,no=2,missing=1,gain=0.641753256,cover=5124388
- 1:[Ecc<8.87956142] yes=3,no=4,missing=4,gain=5.59479427,cover=3168182
- 3:[Pol<62.0115929] yes=7,no=8,missing=7,gain=4.94920874,cover=2673818
- 7:[Curv5<-0.0860676765] yes=15,no=16,missing=15,gain=26.4040012,cover=599945
- 15:[PialCurv5<-0.0529128574] yes=31,no=32,missing=32,gain=5.73606825,cover=515888
- 31:[Pol<39.0368156] yes=63,no=64,missing=63,gain=5.1878047,cover=492763
- 63:leaf=6.8352354e-05,cover=0
- 64:leaf=-0.000266177027,cover=0
- 32:[Pol<16.156723] yes=65,no=66,missing=66,gain=10.7192059,cover=23125
- 65:leaf=-0.00114419602,cover=0
- 66:leaf=0.001360044,cover=0
- 16:[Ecc<1.73852015] yes=33,no=34,missing=33,gain=34.3626709,cover=84057
- 33:[PialCurv5<-0.0441194475] yes=67,no=68,missing=68,gain=12.7697048,cover=25234
- 67:leaf=0.00157096924,cover=0
- 68:leaf=-0.00118996541,cover=0
- 34:[Ecc<4.87342644] yes=69,no=70,missing=69,gain=33.7259293,cover=58823
- 69:leaf=0.00291698542,cover=0
- 70:leaf=0.000510870421,cover=0
- 8:[PialCurv5<0.125401646] yes=17,no=18,missing=17,gain=5.20464325,cover=2073873
- 17:[Area5<0.667375207] yes=35,no=36,missing=35,gain=15.8132715,cover=1528718
- 35:[LGI5<2.50273752] yes=71,no=72,missing=72,gain=9.09941292,cover=908862
- 71:leaf=0.00016257177,cover=0
- 72:leaf=-0.000160805575,cover=0
- 36:[Pol<149.795395] yes=73,no=74,missing=73,gain=26.6512756,cover=619856
- 73:leaf=-0.000450695778,cover=0
- 74:leaf=0.00038954211,cover=0
- 18:[PialArea5<0.747707367] yes=37,no=38,missing=37,gain=7.8809967,cover=545155
- 37:[Pol<125.308708] yes=75,no=76,missing=75,gain=4.20467997,cover=526501
- 75:leaf=-1.89479579e-06,cover=0
- 76:leaf=0.00046591807,cover=0
- 38:[Ecc<6.81643343] yes=77,no=78,missing=78,gain=4.22710991,cover=18654
- 77:leaf=0.00150446349,cover=0
- 78:leaf=-0.00027984372,cover=0
- 4:[Area5<0.676715076] yes=9,no=10,missing=10,gain=12.0369034,cover=494364
- 9:[Ecc<13.3064203] yes=19,no=20,missing=19,gain=9.78002167,cover=186536
- 19:[PialCurv5<-0.0379593484] yes=39,no=40,missing=39,gain=12.6350784,cover=100052
- 39:[PialArea5<0.542192638] yes=79,no=80,missing=79,gain=5.454597,cover=47797
- 79:leaf=-0.00346504455,cover=0
- 80:leaf=0.000182367439,cover=0
- 40:[Sulc0<-0.0562447868] yes=81,no=82,missing=81,gain=22.665741,cover=52255
- 81:leaf=-0.00299327192,cover=0
- 82:leaf=-0.000472248503,cover=0
- 20:[LGI5<2.46931005] yes=41,no=42,missing=41,gain=14.6006775,cover=86484
- 41:[LGI5<2.32164335] yes=83,no=84,missing=84,gain=6.26373577,cover=1239
- 83:leaf=0.0040665213,cover=0
- 84:leaf=-0.00651417673,cover=0
- 42:[Pol<39.0368156] yes=85,no=86,missing=86,gain=16.0922108,cover=85245
- 85:leaf=-0.000766429992,cover=0
- 86:leaf=0.000753933913,cover=0
- 10:[Ecc<33.9075584] yes=21,no=22,missing=21,gain=7.10030937,cover=307828
- 21:[PialCurv5<0.228302389] yes=43,no=44,missing=43,gain=11.0185204,cover=273763
- 43:[Sulc0<-0.43309778] yes=87,no=88,missing=88,gain=7.78359413,cover=217928
- 87:leaf=7.43471674e-06,cover=0
- 88:leaf=0.000754992769,cover=0
- 44:[Ecc<21.0377083] yes=89,no=90,missing=90,gain=2.04322481,cover=55835
- 89:leaf=-0.000284118258,cover=0
- 90:leaf=0.00070982147,cover=0
- 22:[LGI5<2.8746686] yes=45,no=46,missing=45,gain=5.93039894,cover=34065
- 45:[Sulc0<-0.265099555] yes=91,no=92,missing=92,gain=3.29220152,cover=26087
- 91:leaf=0.00104683219,cover=0
- 92:leaf=-0.00086722424,cover=0
- 46:[Pol<45.5953903] yes=93,no=94,missing=93,gain=2.08084106,cover=7978
- 93:leaf=-0.000169489518,cover=0
- 94:leaf=0.00149822084,cover=0
- 2:[Ecc<7.4459548] yes=5,no=6,missing=5,gain=5.15291119,cover=1956206
- 5:[Pol<116.093399] yes=11,no=12,missing=11,gain=13.5937834,cover=117552
- 11:[Ecc<2.02168798] yes=23,no=24,missing=23,gain=5.37729168,cover=84878
- 23:[MidArea5<1.01334012] yes=47,no=48,missing=47,gain=3.25637388,cover=449
- 47:[Curv5<-0.00633975025] yes=95,no=96,missing=96,gain=1.36245298,cover=410
- 95:leaf=0.00476137456,cover=0
- 96:leaf=0.0110023785,cover=0
- 48:[Curv5<-0.161761403] yes=97,no=98,missing=97,gain=1.4540931,cover=39
- 97:leaf=0.000791661092,cover=0
- 98:leaf=-0.0182625279,cover=0
- 24:[Ecc<4.46987629] yes=49,no=50,missing=49,gain=9.08084965,cover=84429
- 49:[LGI5<2.99594808] yes=99,no=100,missing=100,gain=5.40633678,cover=5393
- 99:leaf=-0.00338468957,cover=0
- 100:leaf=-0.000172885164,cover=0
- 50:[Sulc0<-0.0936657563] yes=101,no=102,missing=102,gain=5.59736204,cover=79036
- 101:leaf=0.000279952161,cover=0
- 102:leaf=-0.000777008419,cover=0
- 12:[Pol<165.944183] yes=25,no=26,missing=25,gain=17.1055679,cover=32674
- 25:[PialCurv5<-0.121481076] yes=51,no=52,missing=51,gain=7.34180069,cover=22280
- 51:[LGI5<3.3215456] yes=103,no=104,missing=103,gain=3.65968156,cover=4255
- 103:leaf=0.000388051005,cover=0
- 104:leaf=-0.00685871346,cover=0
- 52:[Sulc0<-0.0562447868] yes=105,no=106,missing=106,gain=8.68115616,cover=18025
- 105:leaf=0.00291811,cover=0
- 106:leaf=0.000118918892,cover=0
- 26:[Sulc0<-0.258417875] yes=53,no=54,missing=53,gain=7.42046595,cover=10394
- 53:[Curv5<-0.0109836133] yes=107,no=108,missing=107,gain=12.8589621,cover=9612
- 107:leaf=-0.000562300149,cover=0
- 108:leaf=0.00758139929,cover=0
- 54:[Ecc<6.70300007] yes=109,no=110,missing=109,gain=8.5112009,cover=782
- 109:leaf=-0.0132002756,cover=0
- 110:leaf=-0.00179399271,cover=0
- 6:[Area5<0.609410942] yes=13,no=14,missing=13,gain=4.77099895,cover=1838654
- 13:[Pol<35.2629585] yes=27,no=28,missing=27,gain=6.01304722,cover=214865
- 27:[PialCurv5<-0.0644776821] yes=55,no=56,missing=55,gain=8.55843353,cover=45222
- 55:[LGI5<3.35709596] yes=111,no=112,missing=112,gain=4.75622272,cover=40986
- 111:leaf=-0.000420949335,cover=0
- 112:leaf=0.000828531396,cover=0
- 56:[PialArea5<0.597118378] yes=113,no=114,missing=113,gain=2.65639019,cover=4236
- 113:leaf=-0.000205717035,cover=0
- 114:leaf=-0.00316453585,cover=0
- 28:[PialArea5<0.689872265] yes=57,no=58,missing=57,gain=8.65273094,cover=169643
- 57:[Pol<129.571716] yes=115,no=116,missing=115,gain=13.3923931,cover=75030
- 115:leaf=0.000310331903,cover=0
- 116:leaf=-0.00121179956,cover=0
- 58:[PialCurv5<-0.076943703] yes=117,no=118,missing=118,gain=8.98620224,cover=94613
- 117:leaf=0.000380044541,cover=0
- 118:leaf=0.00157186703,cover=0
- 14:[Sulc0<0.732260227] yes=29,no=30,missing=29,gain=4.87519836,cover=1623789
- 29:[Pol<27.4246235] yes=59,no=60,missing=60,gain=6.07727432,cover=1373543
- 59:[Sulc0<0.29007864] yes=119,no=120,missing=120,gain=4.74844313,cover=218598
- 119:leaf=8.30155404e-05,cover=0
- 120:leaf=0.00123130099,cover=0
- 60:[LGI5<3.00812316] yes=121,no=122,missing=121,gain=4.53223705,cover=1154945
- 121:leaf=-0.000371784408,cover=0
- 122:leaf=-0.000109797962,cover=0
- 30:[Pol<102.778297] yes=61,no=62,missing=62,gain=8.69733429,cover=250246
- 61:[LGI5<3.64692807] yes=123,no=124,missing=124,gain=4.91778374,cover=171856
- 123:leaf=-0.000157660732,cover=0
- 124:leaf=0.000733360997,cover=0
- 62:[PialCurv5<0.134718806] yes=125,no=126,missing=125,gain=7.27056885,cover=78390
- 125:leaf=0.00188787596,cover=0
- 126:leaf=0.000391525042,cover=0
-booster[612]:
-0:[Ecc<1.3629595] yes=1,no=2,missing=2,gain=0.61834383,cover=5124388
- 1:[Pol<160.153915] yes=3,no=4,missing=3,gain=3.93846321,cover=443423
- 3:[LGI5<2.90190363] yes=7,no=8,missing=7,gain=3.55548692,cover=367725
- 7:[Pol<51.9018669] yes=15,no=16,missing=15,gain=3.26326203,cover=367185
- 15:[Area5<0.57817024] yes=31,no=32,missing=31,gain=3.27091169,cover=105880
- 31:[PialArea5<1.10654831] yes=63,no=64,missing=64,gain=3.68272924,cover=40874
- 63:leaf=-1.20268232e-05,cover=0
- 64:leaf=0.00180814939,cover=0
- 32:[PialArea5<1.26501572] yes=65,no=66,missing=66,gain=4.06245136,cover=65006
- 65:leaf=-0.000615226338,cover=0
- 66:leaf=0.000492299325,cover=0
- 16:[LGI5<2.61550069] yes=33,no=34,missing=34,gain=3.56221962,cover=261305
- 33:[LGI5<2.29093218] yes=67,no=68,missing=67,gain=4.41274834,cover=251633
- 67:leaf=-0.000221559778,cover=0
- 68:leaf=0.000258802407,cover=0
- 34:[Curv5<0.0655679703] yes=69,no=70,missing=69,gain=6.16739941,cover=9672
- 69:leaf=-0.00135397888,cover=0
- 70:leaf=0.00226813857,cover=0
- 8:[MidArea5<0.7689417] yes=17,no=18,missing=17,gain=2.97536564,cover=540
- 17:[Sulc0<-0.50485903] yes=35,no=36,missing=35,gain=2.22315145,cover=329
- 35:[Area5<0.666510165] yes=71,no=72,missing=72,gain=0.856264532,cover=232
- 71:leaf=-0.000368230219,cover=0
- 72:leaf=-0.0091763474,cover=0
- 36:[Area5<0.639429986] yes=73,no=74,missing=73,gain=0.772510529,cover=97
- 73:leaf=0.00231573428,cover=0
- 74:leaf=0.0113280974,cover=0
- 18:[Ecc<0.295587689] yes=37,no=38,missing=37,gain=0.626695156,cover=211
- 37:[Sulc0<-0.614971876] yes=75,no=76,missing=76,gain=0.0305104405,cover=16
- 75:leaf=-0.00305300439,cover=0
- 76:leaf=0.00110554521,cover=0
- 38:[MidArea5<0.866550922] yes=77,no=78,missing=78,gain=0.2703619,cover=195
- 77:leaf=0.0115151927,cover=0
- 78:leaf=0.00756563107,cover=0
- 4:[PialArea5<0.651661396] yes=9,no=10,missing=9,gain=2.34300184,cover=75698
- 9:[Curv5<0.0877084062] yes=19,no=20,missing=19,gain=3.21566367,cover=28076
- 19:[Area5<0.67507118] yes=39,no=40,missing=39,gain=2.95732665,cover=15572
- 39:[Ecc<0.889730632] yes=79,no=80,missing=79,gain=2.47354841,cover=13414
- 79:leaf=-0.000244287978,cover=0
- 80:leaf=0.00126564747,cover=0
- 40:[LGI5<2.67938972] yes=81,no=82,missing=82,gain=4.45563126,cover=2158
- 81:leaf=0.00187766796,cover=0
- 82:leaf=0.0196201783,cover=0
- 20:[PialCurv5<0.147539601] yes=41,no=42,missing=41,gain=4.09214401,cover=12504
- 41:[Area5<0.641697526] yes=83,no=84,missing=83,gain=3.37708616,cover=4103
- 83:leaf=-0.000735566311,cover=0
- 84:leaf=-0.00366035965,cover=0
- 42:[Curv5<0.126145482] yes=85,no=86,missing=85,gain=1.6375984,cover=8401
- 85:leaf=0.00136612286,cover=0
- 86:leaf=-0.000347439549,cover=0
- 10:[Area5<0.603367925] yes=21,no=22,missing=22,gain=2.40809059,cover=47622
- 21:[Area5<0.499970406] yes=43,no=44,missing=43,gain=2.6928668,cover=22536
- 43:[PialCurv5<-0.0347327143] yes=87,no=88,missing=87,gain=1.82118988,cover=5609
- 87:leaf=-0.000993499998,cover=0
- 88:leaf=-0.00570790702,cover=0
- 44:[PialCurv5<-0.0262977369] yes=89,no=90,missing=89,gain=2.49287081,cover=16927
- 89:leaf=0.000305082387,cover=0
- 90:leaf=-0.00163097715,cover=0
- 22:[Sulc0<-0.644343197] yes=45,no=46,missing=46,gain=4.7267189,cover=25086
- 45:[Ecc<0.45941934] yes=91,no=92,missing=92,gain=11.5869074,cover=10996
- 91:leaf=0.000459262024,cover=0
- 92:leaf=-0.00292524183,cover=0
- 46:[PialArea5<0.952096343] yes=93,no=94,missing=93,gain=4.40372467,cover=14090
- 93:leaf=-0.000675427436,cover=0
- 94:leaf=0.00192645472,cover=0
- 2:[LGI5<2.28518939] yes=5,no=6,missing=5,gain=2.07979417,cover=4680965
- 5:[Pol<77.5287857] yes=11,no=12,missing=12,gain=4.34089947,cover=183291
- 11:[Ecc<2.6675415] yes=23,no=24,missing=24,gain=4.11484432,cover=47663
- 23:[Sulc0<-0.475189745] yes=47,no=48,missing=47,gain=2.49926615,cover=27318
- 47:[LGI5<2.24172258] yes=95,no=96,missing=95,gain=2.41398025,cover=24366
- 95:leaf=0.000401337253,cover=0
- 96:leaf=-0.000614202698,cover=0
- 48:[Area5<0.509397149] yes=97,no=98,missing=98,gain=2.3393569,cover=2952
- 97:leaf=-0.00314561324,cover=0
- 98:leaf=0.00195736089,cover=0
- 24:[Curv5<-0.138079464] yes=49,no=50,missing=49,gain=3.95503473,cover=20345
- 49:[Pol<62.799984] yes=99,no=100,missing=99,gain=3.92979789,cover=12570
- 99:leaf=-0.000720663636,cover=0
- 100:leaf=0.00136265159,cover=0
- 50:[MidArea5<0.85417223] yes=101,no=102,missing=102,gain=4.49672031,cover=7775
- 101:leaf=-0.000878008723,cover=0
- 102:leaf=-0.00350295752,cover=0
- 12:[MidArea5<0.786720097] yes=25,no=26,missing=26,gain=5.52100515,cover=135628
- 25:[Pol<103.31839] yes=51,no=52,missing=51,gain=3.56569481,cover=112269
- 51:[Ecc<5.21075869] yes=103,no=104,missing=103,gain=4.37547255,cover=36389
- 103:leaf=0.000853356556,cover=0
- 104:leaf=-0.00050794665,cover=0
- 52:[Area5<0.601796865] yes=105,no=106,missing=105,gain=2.77203465,cover=75880
- 105:leaf=0.000287673029,cover=0
- 106:leaf=-0.00031715128,cover=0
- 26:[Curv5<-0.241649449] yes=53,no=54,missing=53,gain=3.74954605,cover=23359
- 53:[Pol<157.22821] yes=107,no=108,missing=107,gain=3.86238432,cover=2331
- 107:leaf=0.00482429052,cover=0
- 108:leaf=0.000745334371,cover=0
- 54:[Ecc<3.73767829] yes=109,no=110,missing=109,gain=3.35817814,cover=21028
- 109:leaf=0.0013452936,cover=0
- 110:leaf=6.67849308e-05,cover=0
- 6:[Area5<0.433531314] yes=13,no=14,missing=14,gain=1.11509168,cover=4497674
- 13:[Pol<21.2328167] yes=27,no=28,missing=27,gain=1.30595756,cover=47632
- 27:[PialCurv5<-0.140412122] yes=55,no=56,missing=55,gain=1.08710611,cover=1805
- 55:[LGI5<3.04906535] yes=111,no=112,missing=111,gain=1.04573905,cover=1166
- 111:leaf=0.000624206441,cover=0
- 112:leaf=-0.0029872281,cover=0
- 56:[Ecc<2.79805064] yes=113,no=114,missing=113,gain=0.829675674,cover=639
- 113:leaf=-0.00463443156,cover=0
- 114:leaf=-0.00102487183,cover=0
- 28:[Pol<141.801834] yes=57,no=58,missing=57,gain=1.56542623,cover=45827
- 57:[Ecc<2.91795349] yes=115,no=116,missing=115,gain=1.49947882,cover=25823
- 115:leaf=0.00112018536,cover=0
- 116:leaf=0.000294512778,cover=0
- 58:[PialArea5<0.914612174] yes=117,no=118,missing=117,gain=2.95898342,cover=20004
- 117:leaf=-0.000243965304,cover=0
- 118:leaf=0.00177920039,cover=0
- 14:[Ecc<2.97906685] yes=29,no=30,missing=29,gain=0.968026102,cover=4450042
- 29:[Pol<41.8258972] yes=59,no=60,missing=60,gain=6.27236748,cover=457835
- 59:[Curv5<-0.182293281] yes=119,no=120,missing=119,gain=14.1344481,cover=87517
- 119:leaf=-0.000144770223,cover=0
- 120:leaf=0.00119987095,cover=0
- 60:[Pol<84.7687759] yes=121,no=122,missing=121,gain=16.4893761,cover=370318
- 121:leaf=-0.000691346126,cover=0
- 122:leaf=4.78218062e-05,cover=0
- 30:[PialCurv5<-0.123971827] yes=61,no=62,missing=61,gain=1.33650982,cover=3992207
- 61:[Curv5<-0.188354567] yes=123,no=124,missing=123,gain=30.9195271,cover=552551
- 123:leaf=-2.59407279e-05,cover=0
- 124:leaf=0.00144676876,cover=0
- 62:[Curv5<-0.214297205] yes=125,no=126,missing=125,gain=8.36472225,cover=3439656
- 125:leaf=0.00034866808,cover=0
- 126:leaf=-2.47143125e-05,cover=0
-booster[613]:
-0:[PialArea5<0.267248243] yes=1,no=2,missing=1,gain=0.603564084,cover=5124388
- 1:[MidArea5<0.439916283] yes=3,no=4,missing=3,gain=0.719114304,cover=40033
- 3:[Area5<0.64983958] yes=7,no=8,missing=8,gain=3.95405841,cover=21475
- 7:[Ecc<27.327179] yes=15,no=16,missing=15,gain=0.927273035,cover=20401
- 15:[LGI5<3.15728688] yes=31,no=32,missing=31,gain=1.52335382,cover=17548
- 31:[LGI5<2.99035311] yes=63,no=64,missing=64,gain=2.75504684,cover=15249
- 63:leaf=8.945851e-05,cover=0
- 64:leaf=0.00265520765,cover=0
- 32:[LGI5<3.44046211] yes=65,no=66,missing=65,gain=4.29170179,cover=2299
- 65:leaf=-0.00266182283,cover=0
- 66:leaf=0.00188619143,cover=0
- 16:[LGI5<3.268116] yes=33,no=34,missing=33,gain=1.58275163,cover=2853
- 33:[Ecc<40.3354568] yes=67,no=68,missing=68,gain=1.66012228,cover=1849
- 67:leaf=0.00138876715,cover=0
- 68:leaf=-0.00168744347,cover=0
- 34:[PialCurv5<0.362132162] yes=69,no=70,missing=69,gain=2.94640374,cover=1004
- 69:leaf=0.00551024592,cover=0
- 70:leaf=8.90678857e-05,cover=0
- 8:[Ecc<17.7876587] yes=17,no=18,missing=17,gain=1.40624714,cover=1074
- 17:[Sulc0<0.676033437] yes=35,no=36,missing=35,gain=0.642189503,cover=582
- 35:[LGI5<2.2730217] yes=71,no=72,missing=72,gain=0.853385687,cover=130
- 71:leaf=-0.00257009477,cover=0
- 72:leaf=0.00961403083,cover=0
- 36:[Area5<0.667375207] yes=73,no=74,missing=73,gain=0.464236975,cover=452
- 73:leaf=0.0030328331,cover=0
- 74:leaf=0.0065411143,cover=0
- 18:[Sulc0<0.74744761] yes=37,no=38,missing=37,gain=1.41406536,cover=492
- 37:[Pol<87.9431763] yes=75,no=76,missing=75,gain=0.238158762,cover=65
- 75:leaf=-0.00244215713,cover=0
- 76:leaf=-0.00855470169,cover=0
- 38:[Area5<0.695856333] yes=77,no=78,missing=78,gain=0.613282323,cover=427
- 77:leaf=0.0018696055,cover=0
- 78:leaf=0.00897767395,cover=0
- 4:[Curv5<0.245671451] yes=9,no=10,missing=9,gain=1.24846005,cover=18558
- 9:[LGI5<2.2730217] yes=19,no=20,missing=20,gain=1.12884307,cover=17182
- 19:[Ecc<5.14592695] yes=39,no=40,missing=39,gain=1.82844579,cover=209
- 39:[LGI5<2.24172258] yes=79,no=80,missing=79,gain=1.2250762,cover=148
- 79:leaf=-0.0023084844,cover=0
- 80:leaf=-0.011437675,cover=0
- 40:[LGI5<2.25958419] yes=81,no=82,missing=82,gain=0.0953304768,cover=61
- 81:leaf=0.00459151436,cover=0
- 82:leaf=-0.000498265028,cover=0
- 20:[Ecc<2.8577323] yes=41,no=42,missing=41,gain=1.67447114,cover=16973
- 41:[Ecc<0.406764686] yes=83,no=84,missing=83,gain=1.71374393,cover=308
- 83:leaf=-0.00667644059,cover=0
- 84:leaf=0.00508990791,cover=0
- 42:[Area5<0.707692921] yes=85,no=86,missing=85,gain=0.996951163,cover=16665
- 85:leaf=-0.000126371466,cover=0
- 86:leaf=0.000865859271,cover=0
- 10:[LGI5<3.62495422] yes=21,no=22,missing=21,gain=0.695319653,cover=1376
- 21:[LGI5<3.3215456] yes=43,no=44,missing=44,gain=0.667824686,cover=1331
- 43:[LGI5<2.82485151] yes=87,no=88,missing=87,gain=0.811941862,cover=1269
- 87:leaf=-0.000779339403,cover=0
- 88:leaf=-0.0036777861,cover=0
- 44:[LGI5<3.37729335] yes=89,no=90,missing=89,gain=0.942594886,cover=62
- 89:leaf=0.0115529904,cover=0
- 90:leaf=-0.00101778551,cover=0
- 22:[PialArea5<0.245474651] yes=45,no=46,missing=45,gain=0.0823640823,cover=45
- 45:leaf=-0.0111834565,cover=0
- 46:[Area5<0.64784193] yes=91,no=92,missing=91,gain=0.0205220878,cover=33
- 91:leaf=-0.00287522306,cover=0
- 92:leaf=-0.00659189746,cover=0
- 2:[LGI5<2.90731096] yes=5,no=6,missing=5,gain=0.684927344,cover=5084355
- 5:[Ecc<8.87956142] yes=11,no=12,missing=11,gain=5.37895298,cover=3143975
- 11:[Pol<62.0115929] yes=23,no=24,missing=23,gain=4.73425198,cover=2654929
- 23:[Curv5<-0.0530214235] yes=47,no=48,missing=47,gain=24.8098316,cover=599882
- 47:[Sulc0<-0.210027173] yes=93,no=94,missing=93,gain=5.80503511,cover=548119
- 93:leaf=3.55678894e-05,cover=0
- 94:leaf=-0.00100974867,cover=0
- 48:[Ecc<2.07756257] yes=95,no=96,missing=95,gain=42.8437576,cover=51763
- 95:leaf=-0.000781401002,cover=0
- 96:leaf=0.00222344301,cover=0
- 24:[PialCurv5<0.125401646] yes=49,no=50,missing=49,gain=4.47568798,cover=2055047
- 49:[Area5<0.667375207] yes=97,no=98,missing=97,gain=14.0474691,cover=1527749
- 97:leaf=3.06656111e-05,cover=0
- 98:leaf=-0.000278109976,cover=0
- 50:[PialArea5<0.747707367] yes=99,no=100,missing=99,gain=7.16875696,cover=527298
- 99:leaf=3.90480964e-05,cover=0
- 100:leaf=0.00103701442,cover=0
- 12:[Area5<0.676715076] yes=25,no=26,missing=25,gain=10.8764915,cover=489046
- 25:[Ecc<13.3064203] yes=51,no=52,missing=51,gain=8.47665596,cover=182712
- 51:[PialCurv5<-0.0209923834] yes=101,no=102,missing=102,gain=11.5263033,cover=98080
- 101:leaf=5.6712579e-05,cover=0
- 102:leaf=-0.00102897489,cover=0
- 52:[LGI5<2.46931005] yes=103,no=104,missing=103,gain=14.8900051,cover=84632
- 103:leaf=-0.00540917739,cover=0
- 104:leaf=0.000304625166,cover=0
- 26:[Ecc<33.9075584] yes=53,no=54,missing=53,gain=6.49403095,cover=306334
- 53:[PialCurv5<0.275165707] yes=105,no=106,missing=105,gain=9.7702446,cover=272537
- 105:leaf=0.000543712289,cover=0
- 106:leaf=-0.000349124748,cover=0
- 54:[LGI5<2.8746686] yes=107,no=108,missing=107,gain=5.10213661,cover=33797
- 107:leaf=-0.00064643583,cover=0
- 108:leaf=0.00080331089,cover=0
- 6:[Ecc<7.49602938] yes=13,no=14,missing=13,gain=4.83558655,cover=1940380
- 13:[Pol<116.093399] yes=27,no=28,missing=27,gain=12.2043743,cover=121675
- 27:[Curv5<0.049365297] yes=55,no=56,missing=55,gain=5.03806162,cover=87768
- 55:[Sulc0<-0.0936657563] yes=109,no=110,missing=109,gain=9.08161354,cover=76518
- 109:leaf=1.41097698e-05,cover=0
- 110:leaf=-0.00173512462,cover=0
- 56:[PialCurv5<0.182067633] yes=111,no=112,missing=111,gain=8.95422554,cover=11250
- 111:leaf=0.00227252836,cover=0
- 112:leaf=-0.000555341481,cover=0
- 28:[Pol<165.944183] yes=57,no=58,missing=57,gain=15.0581284,cover=33907
- 57:[PialCurv5<-0.11578764] yes=113,no=114,missing=113,gain=6.60744286,cover=23181
- 113:leaf=0.000242902504,cover=0
- 114:leaf=0.00225950591,cover=0
- 58:[Ecc<6.03867722] yes=115,no=116,missing=116,gain=7.01903963,cover=10726
- 115:leaf=-0.00196359935,cover=0
- 116:leaf=0.000627025322,cover=0
- 14:[Area5<0.604913712] yes=29,no=30,missing=29,gain=4.16514587,cover=1818705
- 29:[PialArea5<0.70906347] yes=59,no=60,missing=60,gain=4.95496082,cover=193727
- 59:[Pol<145.397461] yes=117,no=118,missing=117,gain=9.102458,cover=79123
- 117:leaf=0.000116518051,cover=0
- 118:leaf=-0.00129486562,cover=0
- 60:[Sulc0<-0.237935558] yes=119,no=120,missing=120,gain=7.73371029,cover=114604
- 119:leaf=0.000182477394,cover=0
- 120:leaf=0.00122128427,cover=0
- 30:[Sulc0<0.732260227] yes=61,no=62,missing=61,gain=3.91020584,cover=1624978
- 61:[PialCurv5<0.0567538291] yes=121,no=122,missing=121,gain=6.21336794,cover=1383414
- 121:leaf=-3.37994461e-05,cover=0
- 122:leaf=-0.000264162809,cover=0
- 62:[PialCurv5<0.134718806] yes=123,no=124,missing=123,gain=9.00742531,cover=241564
- 123:leaf=0.000958653458,cover=0
- 124:leaf=3.80166421e-06,cover=0
-booster[614]:
-0:[LGI5<2.56078315] yes=1,no=2,missing=2,gain=0.640288651,cover=5124388
- 1:[Pol<99.5532455] yes=3,no=4,missing=3,gain=2.71903396,cover=1775778
- 3:[Ecc<33.9075584] yes=7,no=8,missing=7,gain=4.79622412,cover=810975
- 7:[Sulc0<-0.487093836] yes=15,no=16,missing=16,gain=4.98894167,cover=809944
- 15:[Curv5<0.012354264] yes=31,no=32,missing=31,gain=2.86751771,cover=432051
- 31:[Ecc<3.10160303] yes=63,no=64,missing=63,gain=1.93284225,cover=424368
- 63:leaf=-6.5964894e-05,cover=0
- 64:leaf=0.000177141672,cover=0
- 32:[Pol<63.605114] yes=65,no=66,missing=65,gain=13.6864719,cover=7683
- 65:leaf=0.0017712774,cover=0
- 66:leaf=-0.00259712967,cover=0
- 16:[Ecc<1.05247808] yes=33,no=34,missing=34,gain=7.86660862,cover=377893
- 33:[Sulc0<-0.123243913] yes=67,no=68,missing=68,gain=4.8619895,cover=19646
- 67:leaf=-0.000433808018,cover=0
- 68:leaf=-0.0027313265,cover=0
- 34:[Pol<72.6247101] yes=69,no=70,missing=69,gain=8.80107021,cover=358247
- 69:leaf=0.000723401259,cover=0
- 70:leaf=0.000143000056,cover=0
- 8:[Sulc0<-0.237935558] yes=17,no=18,missing=17,gain=1.81322718,cover=1031
- 17:[PialArea5<1.08444798] yes=35,no=36,missing=36,gain=0.42268309,cover=207
- 35:[Curv5<-0.177508175] yes=71,no=72,missing=71,gain=0.423482955,cover=191
- 71:leaf=0.0010679051,cover=0
- 72:leaf=0.0136090936,cover=0
- 36:[Ecc<38.0136108] yes=73,no=74,missing=73,gain=0.241584986,cover=16
- 73:leaf=-0.0105630243,cover=0
- 74:leaf=0.00214851205,cover=0
- 18:[PialCurv5<0.164156988] yes=37,no=38,missing=37,gain=1.85394239,cover=824
- 37:[PialArea5<1.18617713] yes=75,no=76,missing=76,gain=0.60260582,cover=595
- 75:leaf=-0.00554908765,cover=0
- 76:leaf=-0.0152068976,cover=0
- 38:[Curv5<0.108977526] yes=77,no=78,missing=77,gain=0.32543838,cover=229
- 77:leaf=-0.00604857923,cover=0
- 78:leaf=0.000103141349,cover=0
- 4:[Sulc0<0.15957281] yes=9,no=10,missing=10,gain=5.09365606,cover=964803
- 9:[Ecc<12.3665791] yes=19,no=20,missing=20,gain=12.9463816,cover=791701
- 19:[Ecc<4.07113361] yes=39,no=40,missing=39,gain=10.83286,cover=788595
- 39:[Sulc0<-0.493071198] yes=79,no=80,missing=80,gain=8.3598423,cover=505913
- 79:leaf=0.000227844648,cover=0
- 80:leaf=-0.000188706021,cover=0
- 40:[Pol<112.359543] yes=81,no=82,missing=81,gain=20.3007545,cover=282682
- 81:leaf=-0.00189845578,cover=0
- 82:leaf=-0.000207550154,cover=0
- 20:[Curv5<-0.129194111] yes=41,no=42,missing=42,gain=6.7962904,cover=3106
- 41:[MidArea5<0.72893405] yes=83,no=84,missing=83,gain=4.58118439,cover=1783
- 83:leaf=-0.00474608084,cover=0
- 84:leaf=0.000566446513,cover=0
- 42:[Sulc0<-0.271910518] yes=85,no=86,missing=85,gain=7.80843353,cover=1323
- 85:leaf=-0.0135759162,cover=0
- 86:leaf=-0.00406409008,cover=0
- 10:[PialArea5<0.529292643] yes=21,no=22,missing=22,gain=11.015522,cover=173102
- 21:[PialCurv5<0.0354230702] yes=43,no=44,missing=43,gain=4.84425879,cover=123757
- 43:[Area5<0.77338779] yes=87,no=88,missing=87,gain=6.21937752,cover=1452
- 87:leaf=-0.00244001811,cover=0
- 88:leaf=-0.025835786,cover=0
- 44:[Pol<138.971481] yes=89,no=90,missing=89,gain=3.09535837,cover=122305
- 89:leaf=2.53423877e-05,cover=0
- 90:leaf=-0.00212318264,cover=0
- 22:[Ecc<3.8768425] yes=45,no=46,missing=45,gain=7.26447964,cover=49345
- 45:[Area5<0.846071243] yes=91,no=92,missing=92,gain=3.8447473,cover=11400
- 91:leaf=-0.000560538261,cover=0
- 92:leaf=0.00256074499,cover=0
- 46:[Pol<129.571716] yes=93,no=94,missing=93,gain=5.69405365,cover=37945
- 93:leaf=0.00136506639,cover=0
- 94:leaf=-0.000821585709,cover=0
- 2:[Ecc<3.60812569] yes=5,no=6,missing=5,gain=2.72685337,cover=3348610
- 5:[MidArea5<0.624750376] yes=11,no=12,missing=12,gain=6.21496725,cover=176537
- 11:[Pol<119.248337] yes=23,no=24,missing=23,gain=4.75258017,cover=33851
- 23:[LGI5<2.63733578] yes=47,no=48,missing=47,gain=4.50906658,cover=21830
- 47:[Sulc0<-0.188964635] yes=95,no=96,missing=95,gain=3.98313618,cover=12412
- 95:leaf=0.00202367292,cover=0
- 96:leaf=3.12043157e-05,cover=0
- 48:[Curv5<0.129884616] yes=97,no=98,missing=97,gain=4.91707706,cover=9418
- 97:leaf=-0.00216756435,cover=0
- 98:leaf=0.000138182877,cover=0
- 24:[Curv5<-0.220549613] yes=49,no=50,missing=49,gain=6.47410917,cover=12021
- 49:[Ecc<2.8577323] yes=99,no=100,missing=99,gain=2.40149832,cover=1683
- 99:leaf=-0.00252091861,cover=0
- 100:leaf=0.00252260291,cover=0
- 50:[LGI5<2.77389717] yes=101,no=102,missing=101,gain=3.02828979,cover=10338
- 101:leaf=0.00195086584,cover=0
- 102:leaf=-0.000948601577,cover=0
- 12:[Sulc0<0.423605621] yes=25,no=26,missing=26,gain=8.36229897,cover=142686
- 25:[PialCurv5<0.0824522972] yes=51,no=52,missing=52,gain=4.44310045,cover=141844
- 51:[Sulc0<-0.673217118] yes=103,no=104,missing=104,gain=5.27490616,cover=129756
- 103:leaf=-0.000111467205,cover=0
- 104:leaf=-0.000751320098,cover=0
- 52:[Pol<10.3232107] yes=105,no=106,missing=106,gain=5.99197197,cover=12088
- 105:leaf=-0.0111821545,cover=0
- 106:leaf=0.000702828867,cover=0
- 26:[Curv5<0.139330834] yes=53,no=54,missing=53,gain=4.84405613,cover=842
- 53:[PialCurv5<0.0959877223] yes=107,no=108,missing=107,gain=1.57367992,cover=403
- 107:leaf=-0.0168716926,cover=0
- 108:leaf=-0.00794136431,cover=0
- 54:[Curv5<0.233002663] yes=109,no=110,missing=109,gain=0.668122888,cover=439
- 109:leaf=-0.00205981405,cover=0
- 110:leaf=0.00805768277,cover=0
- 6:[Area5<0.600206077] yes=13,no=14,missing=13,gain=2.0830214,cover=3172073
- 13:[LGI5<2.89660096] yes=27,no=28,missing=27,gain=13.5854959,cover=382141
- 27:[PialCurv5<-0.104861222] yes=55,no=56,missing=55,gain=11.4334021,cover=176229
- 55:[LGI5<2.68917012] yes=111,no=112,missing=111,gain=6.29516697,cover=87522
- 111:leaf=-0.000521311827,cover=0
- 112:leaf=0.000336370722,cover=0
- 56:[Pol<68.1421661] yes=113,no=114,missing=113,gain=6.4405632,cover=88707
- 113:leaf=-0.00175247469,cover=0
- 114:leaf=-0.000636354031,cover=0
- 28:[Pol<61.2046547] yes=57,no=58,missing=57,gain=3.82762432,cover=205912
- 57:[Curv5<-0.150053754] yes=115,no=116,missing=115,gain=7.60974646,cover=66724
- 115:leaf=0.000155984293,cover=0
- 116:leaf=-0.00108748383,cover=0
- 58:[Pol<80.2322083] yes=117,no=118,missing=117,gain=10.12638,cover=139188
- 117:leaf=0.00140084664,cover=0
- 118:leaf=0.000146104096,cover=0
- 14:[LGI5<2.89660096] yes=29,no=30,missing=29,gain=5.69614553,cover=2789932
- 29:[Pol<133.406311] yes=59,no=60,missing=60,gain=7.18687391,cover=1004968
- 59:[Pol<115.563423] yes=119,no=120,missing=119,gain=15.7635078,cover=780128
- 119:leaf=0.00013704093,cover=0
- 120:leaf=-0.000464762619,cover=0
- 60:[Sulc0<-0.445309728] yes=121,no=122,missing=122,gain=38.1059723,cover=224840
- 121:leaf=-0.000319378712,cover=0
- 122:leaf=0.000983424601,cover=0
- 30:[Ecc<4.27275372] yes=61,no=62,missing=61,gain=7.42056322,cover=1784964
- 61:[PialCurv5<-0.0680129603] yes=123,no=124,missing=124,gain=2.76159382,cover=3558
- 123:leaf=-0.00108639884,cover=0
- 124:leaf=-0.00389303337,cover=0
- 62:[Ecc<7.85193825] yes=125,no=126,missing=125,gain=9.32025433,cover=1781406
- 125:leaf=0.000369145186,cover=0
- 126:leaf=-6.85399864e-05,cover=0
-booster[615]:
-0:[PialArea5<0.498393416] yes=1,no=2,missing=1,gain=0.614206314,cover=5124388
- 1:[PialCurv5<0.0193316489] yes=3,no=4,missing=4,gain=4.34729147,cover=886707
- 3:[Ecc<8.55626965] yes=7,no=8,missing=8,gain=4.41466856,cover=30109
- 7:[Ecc<0.45941934] yes=15,no=16,missing=15,gain=2.91568017,cover=17418
- 15:[Area5<0.517926872] yes=31,no=32,missing=32,gain=3.99906635,cover=1808
- 31:[LGI5<2.16230083] yes=63,no=64,missing=63,gain=1.16814172,cover=255
- 63:leaf=-0.0114285806,cover=0
- 64:leaf=0.00458946405,cover=0
- 32:[Curv5<-0.00402251538] yes=65,no=66,missing=65,gain=3.12135983,cover=1553
- 65:leaf=-0.00663284073,cover=0
- 66:leaf=-0.00154604297,cover=0
- 16:[LGI5<2.22170687] yes=33,no=34,missing=34,gain=3.43402529,cover=15610
- 33:[Area5<0.596935391] yes=67,no=68,missing=68,gain=3.69606733,cover=1165
- 67:leaf=0.000430732005,cover=0
- 68:leaf=0.00614801748,cover=0
- 34:[LGI5<2.2730217] yes=69,no=70,missing=69,gain=8.14788246,cover=14445
- 69:leaf=-0.00463864859,cover=0
- 70:leaf=0.000279361877,cover=0
- 8:[Ecc<25.5461979] yes=17,no=18,missing=17,gain=3.35687256,cover=12691
- 17:[Sulc0<0.574602425] yes=35,no=36,missing=35,gain=3.10655785,cover=9756
- 35:[Sulc0<0.134837523] yes=71,no=72,missing=72,gain=2.70731068,cover=8722
- 71:leaf=-0.00123975636,cover=0
- 72:leaf=-0.00301639223,cover=0
- 36:[Ecc<15.7955055] yes=73,no=74,missing=73,gain=5.2122941,cover=1034
- 73:leaf=0.00408868166,cover=0
- 74:leaf=-0.00304061896,cover=0
- 18:[LGI5<3.35709596] yes=37,no=38,missing=38,gain=3.19893742,cover=2935
- 37:[Area5<0.517926872] yes=75,no=76,missing=76,gain=3.01605463,cover=1765
- 75:leaf=0.00244360347,cover=0
- 76:leaf=-0.00231931079,cover=0
- 38:[LGI5<3.41813922] yes=77,no=78,missing=77,gain=2.16765428,cover=1170
- 77:leaf=0.00686299056,cover=0
- 78:leaf=0.00124288362,cover=0
- 4:[Pol<78.8803177] yes=9,no=10,missing=9,gain=4.52955818,cover=856598
- 9:[Curv5<0.083802022] yes=19,no=20,missing=19,gain=8.08424759,cover=85423
- 19:[LGI5<2.45281005] yes=39,no=40,missing=40,gain=5.50781918,cover=10873
- 39:[MidArea5<0.515777051] yes=79,no=80,missing=79,gain=2.2616713,cover=803
- 79:leaf=0.00125001778,cover=0
- 80:leaf=-0.0042815078,cover=0
- 40:[Area5<0.626857519] yes=81,no=82,missing=82,gain=3.31599045,cover=10070
- 81:leaf=0.000791580824,cover=0
- 82:leaf=0.00267938618,cover=0
- 20:[Ecc<38.0136108] yes=41,no=42,missing=41,gain=5.0705905,cover=74550
- 41:[Pol<62.799984] yes=83,no=84,missing=83,gain=4.82068634,cover=53556
- 83:leaf=0.00147727202,cover=0
- 84:leaf=0.000251612626,cover=0
- 42:[Sulc0<0.364060968] yes=85,no=86,missing=86,gain=5.43006039,cover=20994
- 85:leaf=0.00820678938,cover=0
- 86:leaf=-0.000515065214,cover=0
- 10:[Pol<110.287491] yes=21,no=22,missing=21,gain=5.74596262,cover=771175
- 21:[Ecc<24.7238369] yes=43,no=44,missing=43,gain=4.64724731,cover=561548
- 43:[Ecc<9.75650311] yes=87,no=88,missing=88,gain=9.33313179,cover=481798
- 87:leaf=3.86304673e-05,cover=0
- 88:leaf=-0.00042386516,cover=0
- 44:[Area5<0.67507118] yes=89,no=90,missing=89,gain=4.67224979,cover=79750
- 89:leaf=-0.000254645798,cover=0
- 90:leaf=0.000559158332,cover=0
- 22:[Sulc0<1.11117697] yes=45,no=46,missing=46,gain=5.139081,cover=209627
- 45:[PialCurv5<0.24610664] yes=91,no=92,missing=91,gain=5.25533962,cover=207206
- 91:leaf=0.000504244992,cover=0
- 92:leaf=-7.61566753e-07,cover=0
- 46:[PialCurv5<0.220156521] yes=93,no=94,missing=93,gain=3.44407177,cover=2421
- 93:leaf=-0.00566562731,cover=0
- 94:leaf=-0.00106325652,cover=0
- 2:[Curv5<0.10516572] yes=5,no=6,missing=5,gain=2.49887562,cover=4237681
- 5:[MidArea5<0.592231214] yes=11,no=12,missing=11,gain=2.6840868,cover=3979788
- 11:[Sulc0<0.966456771] yes=23,no=24,missing=23,gain=4.87213135,cover=195329
- 23:[PialCurv5<0.134718806] yes=47,no=48,missing=47,gain=4.59514284,cover=195022
- 47:[Ecc<0.618862808] yes=95,no=96,missing=95,gain=2.90010118,cover=182090
- 95:leaf=0.000605860841,cover=0
- 96:leaf=-0.000160344149,cover=0
- 48:[Ecc<5.66086149] yes=97,no=98,missing=97,gain=4.4434824,cover=12932
- 97:leaf=5.54616054e-05,cover=0
- 98:leaf=-0.00183634576,cover=0
- 24:[PialCurv5<0.054317683] yes=49,no=50,missing=50,gain=3.09678555,cover=307
- 49:[PialCurv5<-0.149745584] yes=99,no=100,missing=99,gain=1.56285095,cover=66
- 99:leaf=0.00734050944,cover=0
- 100:leaf=-0.0183943119,cover=0
- 50:[Area5<0.623097897] yes=101,no=102,missing=102,gain=1.10802412,cover=241
- 101:leaf=-0.00885144062,cover=0
- 102:leaf=-0.00152340904,cover=0
- 12:[PialArea5<0.584843099] yes=25,no=26,missing=25,gain=5.82501459,cover=3784459
- 25:[Curv5<0.0322575867] yes=51,no=52,missing=51,gain=11.2820406,cover=150110
- 51:[Pol<131.443253] yes=103,no=104,missing=103,gain=7.28007412,cover=27641
- 103:leaf=-0.00104515383,cover=0
- 104:leaf=0.000869832467,cover=0
- 52:[Sulc0<0.29007864] yes=105,no=106,missing=105,gain=10.0768042,cover=122469
- 105:leaf=0.00106742769,cover=0
- 106:leaf=0.00014496973,cover=0
- 26:[Sulc0<0.890415967] yes=53,no=54,missing=54,gain=3.88319969,cover=3634349
- 53:[Curv5<0.0513985939] yes=107,no=108,missing=107,gain=4.57651758,cover=3630473
- 107:leaf=1.36302115e-05,cover=0
- 108:leaf=-0.000191369138,cover=0
- 54:[Ecc<23.5513935] yes=109,no=110,missing=110,gain=6.35960627,cover=3876
- 109:leaf=-0.00373249198,cover=0
- 110:leaf=0.00235161814,cover=0
- 6:[Area5<0.559839368] yes=13,no=14,missing=14,gain=5.09254646,cover=257893
- 13:[Pol<66.6374893] yes=27,no=28,missing=28,gain=2.98397779,cover=971
- 27:[LGI5<3.23945832] yes=55,no=56,missing=56,gain=0.748919249,cover=149
- 55:[Pol<16.156723] yes=111,no=112,missing=111,gain=0.478666961,cover=142
- 111:leaf=-0.0117566576,cover=0
- 112:leaf=-0.00276780454,cover=0
- 56:leaf=0.0119031323,cover=0
- 28:[Curv5<0.147363082] yes=57,no=58,missing=58,gain=2.5290308,cover=822
- 57:[PialArea5<0.584843099] yes=113,no=114,missing=113,gain=2.056988,cover=592
- 113:leaf=0.00161396421,cover=0
- 114:leaf=0.00968228839,cover=0
- 58:[PialCurv5<-0.00955641083] yes=115,no=116,missing=116,gain=1.50859547,cover=230
- 115:leaf=-0.000800966402,cover=0
- 116:leaf=0.01072287,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=29,gain=3.46007395,cover=256922
- 29:[PialCurv5<-0.0395349935] yes=59,no=60,missing=60,gain=4.58429432,cover=252926
- 59:[Pol<157.965515] yes=117,no=118,missing=117,gain=8.2362709,cover=167
- 117:leaf=-0.000401872996,cover=0
- 118:leaf=0.0225369483,cover=0
- 60:[Area5<0.731406808] yes=119,no=120,missing=119,gain=2.72251797,cover=252759
- 119:leaf=-5.65820337e-05,cover=0
- 120:leaf=-0.00038746887,cover=0
- 30:[Pol<105.462654] yes=61,no=62,missing=61,gain=1.58305049,cover=3996
- 61:[PialCurv5<0.171042696] yes=121,no=122,missing=121,gain=1.82853353,cover=2424
- 121:leaf=0.00260663847,cover=0
- 122:leaf=-0.000403063663,cover=0
- 62:[LGI5<3.67381835] yes=123,no=124,missing=123,gain=1.81435108,cover=1572
- 123:leaf=0.00277330447,cover=0
- 124:leaf=-0.00891193002,cover=0
-booster[616]:
-0:[PialArea5<0.385581404] yes=1,no=2,missing=1,gain=0.633434176,cover=5124388
- 1:[Curv5<0.124281213] yes=3,no=4,missing=3,gain=1.58614612,cover=383095
- 3:[Sulc0<0.540103436] yes=7,no=8,missing=8,gain=3.37075472,cover=49581
- 7:[LGI5<3.29780769] yes=15,no=16,missing=15,gain=4.08234167,cover=17738
- 15:[Pol<86.7064972] yes=31,no=32,missing=31,gain=2.26786304,cover=15802
- 31:[PialCurv5<0.0128733069] yes=63,no=64,missing=63,gain=4.61561203,cover=3673
- 63:leaf=-0.00230659451,cover=0
- 64:leaf=0.00204149797,cover=0
- 32:[Ecc<7.64592981] yes=65,no=66,missing=65,gain=5.78500128,cover=12129
- 65:leaf=0.000598609622,cover=0
- 66:leaf=-0.00163128972,cover=0
- 16:[PialCurv5<0.189327508] yes=33,no=34,missing=33,gain=2.88779354,cover=1936
- 33:[Ecc<24.7238369] yes=67,no=68,missing=67,gain=3.92878819,cover=1476
- 67:leaf=-0.00489432691,cover=0
- 68:leaf=0.00119741145,cover=0
- 34:[LGI5<3.51961541] yes=69,no=70,missing=69,gain=1.23850787,cover=460
- 69:leaf=-0.000506372249,cover=0
- 70:leaf=0.00533682341,cover=0
- 8:[LGI5<2.46595764] yes=17,no=18,missing=18,gain=6.03210068,cover=31843
- 17:[LGI5<2.30180311] yes=35,no=36,missing=35,gain=2.76408243,cover=741
- 35:[Sulc0<0.74744761] yes=71,no=72,missing=71,gain=2.77391195,cover=84
- 71:leaf=0.000322867476,cover=0
- 72:leaf=0.0234345999,cover=0
- 36:[Sulc0<0.68960917] yes=73,no=74,missing=73,gain=1.02997541,cover=657
- 73:leaf=-0.00647438411,cover=0
- 74:leaf=-0.00239093788,cover=0
- 18:[PialCurv5<0.265012205] yes=37,no=38,missing=37,gain=4.46390724,cover=31102
- 37:[Pol<68.895668] yes=75,no=76,missing=75,gain=4.06816769,cover=24766
- 75:leaf=0.00449707359,cover=0
- 76:leaf=0.0009237185,cover=0
- 38:[Ecc<29.8764286] yes=77,no=78,missing=77,gain=3.13598633,cover=6336
- 77:leaf=9.66076768e-05,cover=0
- 78:leaf=-0.00273062359,cover=0
- 4:[Area5<0.792350233] yes=9,no=10,missing=9,gain=1.47687304,cover=333514
- 9:[Ecc<13.8847265] yes=19,no=20,missing=19,gain=1.59388864,cover=324962
- 19:[Sulc0<1.02827847] yes=39,no=40,missing=39,gain=4.77652884,cover=212828
- 39:[Pol<90.361351] yes=79,no=80,missing=79,gain=2.59505486,cover=203030
- 79:leaf=0.000584027672,cover=0
- 80:leaf=6.63286628e-05,cover=0
- 40:[PialCurv5<0.196748361] yes=81,no=82,missing=81,gain=2.04089451,cover=9798
- 81:leaf=0.0029166243,cover=0
- 82:leaf=-0.001125396,cover=0
- 20:[Pol<124.735107] yes=41,no=42,missing=41,gain=4.54505873,cover=112134
- 41:[Sulc0<0.812575758] yes=83,no=84,missing=84,gain=6.64674282,cover=107832
- 83:leaf=-0.00083153398,cover=0
- 84:leaf=3.75752679e-05,cover=0
- 42:[PialCurv5<0.160740122] yes=85,no=86,missing=86,gain=2.69417238,cover=4302
- 85:leaf=0.00550196134,cover=0
- 86:leaf=0.00106021052,cover=0
- 10:[Ecc<0.513775289] yes=21,no=22,missing=22,gain=1.46315134,cover=8552
- 21:[Pol<134.081207] yes=43,no=44,missing=43,gain=0.755811691,cover=15
- 43:leaf=0.0200239178,cover=0
- 44:leaf=-0.00929579418,cover=0
- 22:[LGI5<2.63733578] yes=45,no=46,missing=45,gain=0.962122083,cover=8537
- 45:[Pol<101.695656] yes=87,no=88,missing=87,gain=0.900131702,cover=1484
- 87:leaf=-0.00166736101,cover=0
- 88:leaf=0.000799117435,cover=0
- 46:[Ecc<40.3354568] yes=89,no=90,missing=89,gain=1.10241246,cover=7053
- 89:leaf=0.00115809753,cover=0
- 90:leaf=-0.000550587662,cover=0
- 2:[MidArea5<0.582346737] yes=5,no=6,missing=5,gain=1.25596726,cover=4741293
- 5:[Area5<0.626857519] yes=11,no=12,missing=12,gain=2.77784061,cover=509327
- 11:[Curv5<0.0407969989] yes=23,no=24,missing=23,gain=3.9418292,cover=237126
- 23:[LGI5<3.23945832] yes=47,no=48,missing=47,gain=2.62828445,cover=149840
- 47:[Ecc<7.1378541] yes=91,no=92,missing=92,gain=3.40143847,cover=133778
- 91:leaf=3.93762784e-05,cover=0
- 92:leaf=-0.000516981236,cover=0
- 48:[Ecc<9.17092323] yes=93,no=94,missing=93,gain=5.09256506,cover=16062
- 93:leaf=0.00434087124,cover=0
- 94:leaf=0.000346222892,cover=0
- 24:[Curv5<0.169394374] yes=49,no=50,missing=49,gain=8.01810074,cover=87286
- 49:[PialCurv5<-0.0800075978] yes=95,no=96,missing=96,gain=5.20467281,cover=65629
- 95:leaf=-0.0084244255,cover=0
- 96:leaf=-0.000720824755,cover=0
- 50:[Sulc0<0.392869562] yes=97,no=98,missing=98,gain=6.24205208,cover=21657
- 97:leaf=-6.69254878e-05,cover=0
- 98:leaf=0.00203939318,cover=0
- 12:[Sulc0<-0.319176674] yes=25,no=26,missing=25,gain=7.35707235,cover=272201
- 25:[PialCurv5<-0.0227819066] yes=51,no=52,missing=51,gain=7.82400227,cover=7337
- 51:[MidArea5<0.561631978] yes=99,no=100,missing=99,gain=2.52531314,cover=940
- 99:leaf=-0.00597138982,cover=0
- 100:leaf=-0.000634980039,cover=0
- 52:[LGI5<2.72022414] yes=101,no=102,missing=102,gain=3.79219246,cover=6397
- 101:leaf=0.00284132478,cover=0
- 102:leaf=-0.000157535207,cover=0
- 26:[Pol<84.7687759] yes=53,no=54,missing=53,gain=3.3092103,cover=264864
- 53:[Curv5<0.0915888697] yes=103,no=104,missing=104,gain=7.43683672,cover=48145
- 103:leaf=0.00150790857,cover=0
- 104:leaf=2.46619511e-05,cover=0
- 54:[Curv5<0.0322575867] yes=105,no=106,missing=105,gain=4.74983883,cover=216719
- 105:leaf=-0.00163819478,cover=0
- 106:leaf=-6.12083386e-05,cover=0
- 6:[PialArea5<0.546516836] yes=13,no=14,missing=13,gain=2.13078141,cover=4231966
- 13:[Curv5<0.0344051942] yes=27,no=28,missing=27,gain=11.7305717,cover=326416
- 27:[Pol<143.959366] yes=55,no=56,missing=56,gain=9.96695137,cover=13349
- 55:[Ecc<0.889730632] yes=107,no=108,missing=108,gain=10.6018467,cover=11137
- 107:leaf=0.00658128783,cover=0
- 108:leaf=-0.00221304293,cover=0
- 56:[Curv5<-0.151772231] yes=109,no=110,missing=109,gain=7.15821314,cover=2212
- 109:leaf=0.020256089,cover=0
- 110:leaf=0.00130280468,cover=0
- 28:[Sulc0<0.454035848] yes=57,no=58,missing=57,gain=8.80491829,cover=313067
- 57:[Pol<82.8478928] yes=111,no=112,missing=111,gain=14.1124277,cover=133222
- 111:leaf=0.00153982395,cover=0
- 112:leaf=0.00024277193,cover=0
- 58:[Pol<110.811417] yes=113,no=114,missing=113,gain=6.18574381,cover=179845
- 113:leaf=-0.000211444843,cover=0
- 114:leaf=0.000460900686,cover=0
- 14:[Curv5<0.0595101416] yes=29,no=30,missing=29,gain=4.11443567,cover=3905550
- 29:[Sulc0<0.495946974] yes=59,no=60,missing=59,gain=4.67150831,cover=3460289
- 59:[Pol<116.615585] yes=115,no=116,missing=115,gain=3.12248254,cover=3405346
- 115:leaf=4.86371137e-05,cover=0
- 116:leaf=-4.74744265e-05,cover=0
- 60:[Area5<0.767325044] yes=117,no=118,missing=117,gain=7.19981146,cover=54943
- 117:leaf=0.000824268267,cover=0
- 118:leaf=-0.000453815854,cover=0
- 30:[Pol<55.3432045] yes=61,no=62,missing=61,gain=6.85470295,cover=445261
- 61:[PialCurv5<0.074624911] yes=119,no=120,missing=119,gain=8.96507645,cover=41896
- 119:leaf=0.00204136106,cover=0
- 120:leaf=0.000121185374,cover=0
- 62:[Area5<0.580209434] yes=121,no=122,missing=122,gain=6.28465509,cover=403365
- 121:leaf=0.00411290117,cover=0
- 122:leaf=-0.000221618131,cover=0
-booster[617]:
-0:[Curv5<-0.0320370905] yes=1,no=2,missing=1,gain=0.612297118,cover=5124388
- 1:[Ecc<8.97079182] yes=3,no=4,missing=3,gain=4.09549189,cover=2845137
- 3:[LGI5<3.21041465] yes=7,no=8,missing=8,gain=8.34959793,cover=1817607
- 7:[Pol<178.093033] yes=15,no=16,missing=15,gain=4.211586,cover=1782406
- 15:[Sulc0<-0.130613819] yes=31,no=32,missing=31,gain=3.62895703,cover=1763685
- 31:[LGI5<2.89660096] yes=63,no=64,missing=63,gain=4.1480794,cover=1663312
- 63:leaf=-5.97801081e-05,cover=0
- 64:leaf=0.000224293632,cover=0
- 32:[Pol<74.7525482] yes=65,no=66,missing=65,gain=40.2477036,cover=100373
- 65:leaf=-0.00214659935,cover=0
- 66:leaf=0.000211145889,cover=0
- 16:[Area5<0.924216449] yes=33,no=34,missing=34,gain=1.89736032,cover=18721
- 33:[Area5<0.811441243] yes=67,no=68,missing=68,gain=1.60977578,cover=18667
- 67:leaf=0.000747767626,cover=0
- 68:leaf=-0.00221307529,cover=0
- 34:[LGI5<2.66988635] yes=69,no=70,missing=70,gain=3.60261631,cover=54
- 69:leaf=0.00173175742,cover=0
- 70:leaf=0.0299562402,cover=0
- 8:[Sulc0<-0.351394534] yes=17,no=18,missing=18,gain=9.46490479,cover=35201
- 17:[PialArea5<1.39628088] yes=35,no=36,missing=35,gain=4.96243715,cover=27291
- 35:[PialArea5<0.758763015] yes=71,no=72,missing=71,gain=3.59395075,cover=26012
- 71:leaf=0.00107101235,cover=0
- 72:leaf=-0.000746788515,cover=0
- 36:[Pol<138.971481] yes=73,no=74,missing=74,gain=6.08976936,cover=1279
- 73:leaf=0.000856930099,cover=0
- 74:leaf=0.00926614832,cover=0
- 18:[MidArea5<0.584310353] yes=37,no=38,missing=38,gain=5.30850792,cover=7910
- 37:[Area5<0.551487505] yes=75,no=76,missing=75,gain=2.19156456,cover=294
- 75:leaf=0.00585123478,cover=0
- 76:leaf=-0.00717893708,cover=0
- 38:[Sulc0<0.151281953] yes=77,no=78,missing=78,gain=5.30998611,cover=7616
- 77:leaf=-0.00231525837,cover=0
- 78:leaf=-0.00871868059,cover=0
- 4:[Pol<38.1036148] yes=9,no=10,missing=9,gain=7.05835533,cover=1027530
- 9:[Ecc<12.5441074] yes=19,no=20,missing=19,gain=10.8550577,cover=315091
- 19:[Area5<0.894858658] yes=39,no=40,missing=39,gain=2.30881166,cover=46831
- 39:[Pol<30.3635597] yes=79,no=80,missing=79,gain=2.0668087,cover=45405
- 79:leaf=0.000799521455,cover=0
- 80:leaf=-4.6913603e-05,cover=0
- 40:[Sulc0<-0.338601172] yes=81,no=82,missing=82,gain=2.11557055,cover=1426
- 81:leaf=-0.00174068159,cover=0
- 82:leaf=0.00978586823,cover=0
- 20:[PialCurv5<-0.0410871245] yes=41,no=42,missing=41,gain=10.109726,cover=268260
- 41:[Curv5<-0.0708468556] yes=83,no=84,missing=84,gain=29.4024391,cover=238445
- 83:leaf=-0.000238795066,cover=0
- 84:leaf=0.00320448168,cover=0
- 42:[Sulc0<-0.463317156] yes=85,no=86,missing=86,gain=10.4207039,cover=29815
- 85:leaf=0.00131592131,cover=0
- 86:leaf=-0.00148154434,cover=0
- 10:[Pol<104.38549] yes=21,no=22,missing=21,gain=27.930666,cover=712439
- 21:[Ecc<12.0179253] yes=43,no=44,missing=43,gain=83.2764435,cover=152870
- 43:[Pol<64.3762589] yes=87,no=88,missing=87,gain=13.3815823,cover=45966
- 87:leaf=-0.00144512998,cover=0
- 88:leaf=0.00072070345,cover=0
- 44:[Pol<54.5053368] yes=89,no=90,missing=89,gain=38.6981506,cover=106904
- 89:leaf=0.000666218286,cover=0
- 90:leaf=0.00258104457,cover=0
- 22:[Ecc<10.569519] yes=45,no=46,missing=45,gain=14.6801224,cover=559569
- 45:[Pol<128.951508] yes=91,no=92,missing=91,gain=8.95756912,cover=76903
- 91:leaf=-0.000269393699,cover=0
- 92:leaf=0.000953394396,cover=0
- 46:[PialArea5<0.816499233] yes=93,no=94,missing=93,gain=15.946579,cover=482666
- 93:leaf=-0.00058256078,cover=0
- 94:leaf=6.20335486e-05,cover=0
- 2:[PialCurv5<-0.00372259994] yes=5,no=6,missing=5,gain=10.0223894,cover=2279251
- 5:[PialArea5<0.764178395] yes=11,no=12,missing=11,gain=23.2922668,cover=150118
- 11:[Ecc<1.79549146] yes=23,no=24,missing=23,gain=7.91511345,cover=76633
- 23:[Pol<74.0505524] yes=47,no=48,missing=47,gain=9.29312229,cover=14657
- 47:[Ecc<0.836319208] yes=95,no=96,missing=96,gain=11.5296316,cover=2604
- 95:leaf=0.00143211044,cover=0
- 96:leaf=-0.00522018643,cover=0
- 48:[Area5<0.648839295] yes=97,no=98,missing=97,gain=7.14711475,cover=12053
- 97:leaf=0.00056080689,cover=0
- 98:leaf=0.00313140824,cover=0
- 24:[Sulc0<-0.217071146] yes=49,no=50,missing=49,gain=17.6143436,cover=61976
- 49:[Pol<70.3717499] yes=99,no=100,missing=100,gain=5.70234489,cover=20845
- 99:leaf=-0.00031262156,cover=0
- 100:leaf=-0.00214723521,cover=0
- 50:[Ecc<5.53207445] yes=101,no=102,missing=102,gain=11.0014477,cover=41131
- 101:leaf=-0.00166586775,cover=0
- 102:leaf=0.000524010509,cover=0
- 12:[Sulc0<0.0294309072] yes=25,no=26,missing=26,gain=10.6471443,cover=73485
- 25:[Area5<0.536314785] yes=51,no=52,missing=51,gain=8.44185448,cover=52617
- 51:[PialCurv5<-0.0280297659] yes=103,no=104,missing=103,gain=2.8166008,cover=277
- 103:leaf=-0.0111899031,cover=0
- 104:leaf=-3.07768605e-05,cover=0
- 52:[PialCurv5<-0.0886472985] yes=105,no=106,missing=105,gain=6.43662262,cover=52340
- 105:leaf=0.00636321306,cover=0
- 106:leaf=0.000662814127,cover=0
- 26:[Curv5<-0.00633975025] yes=53,no=54,missing=54,gain=14.0793839,cover=20868
- 53:[PialCurv5<-0.0154925911] yes=107,no=108,missing=107,gain=9.58713436,cover=15122
- 107:leaf=0.00244347099,cover=0
- 108:leaf=-7.46849546e-05,cover=0
- 54:[Pol<113.913933] yes=109,no=110,missing=109,gain=7.90935898,cover=5746
- 109:leaf=0.00525227096,cover=0
- 110:leaf=0.00109283521,cover=0
- 6:[Curv5<0.000893599819] yes=13,no=14,missing=13,gain=5.54980373,cover=2129133
- 13:[Ecc<32.0879669] yes=27,no=28,missing=27,gain=14.0690603,cover=183119
- 27:[Area5<0.684738636] yes=55,no=56,missing=55,gain=6.63516903,cover=166630
- 55:[Pol<144.670364] yes=111,no=112,missing=111,gain=9.65591049,cover=69328
- 111:leaf=0.000520014612,cover=0
- 112:leaf=-0.00100336166,cover=0
- 56:[PialCurv5<0.0285326894] yes=113,no=114,missing=113,gain=11.4160728,cover=97302
- 113:leaf=-0.000848334283,cover=0
- 114:leaf=0.000254284736,cover=0
- 28:[Pol<111.846848] yes=57,no=58,missing=57,gain=11.7090626,cover=16489
- 57:[PialCurv5<0.0262785293] yes=115,no=116,missing=115,gain=3.80486298,cover=11032
- 115:leaf=-0.00309171993,cover=0
- 116:leaf=-0.000841354311,cover=0
- 58:[PialArea5<0.624898493] yes=117,no=118,missing=117,gain=2.51341796,cover=5457
- 117:leaf=-0.00294371508,cover=0
- 118:leaf=0.000592291006,cover=0
- 14:[PialCurv5<0.0193316489] yes=29,no=30,missing=29,gain=11.1495075,cover=1946014
- 29:[Ecc<27.7987404] yes=59,no=60,missing=59,gain=10.149231,cover=67879
- 59:[PialArea5<0.767178178] yes=119,no=120,missing=120,gain=3.75919104,cover=56856
- 119:leaf=9.92583009e-05,cover=0
- 120:leaf=0.000972653099,cover=0
- 60:[Curv5<0.012354264] yes=121,no=122,missing=121,gain=7.58548355,cover=11023
- 121:leaf=0.000589460775,cover=0
- 122:leaf=0.00322500407,cover=0
- 30:[PialArea5<0.721636832] yes=61,no=62,missing=61,gain=6.60257339,cover=1878135
- 61:[Area5<0.664770067] yes=123,no=124,missing=124,gain=10.0140715,cover=1594498
- 123:leaf=-0.000156208378,cover=0
- 124:leaf=0.000115995215,cover=0
- 62:[Area5<0.636136949] yes=125,no=126,missing=125,gain=14.2762833,cover=283637
- 125:leaf=0.00239850208,cover=0
- 126:leaf=-0.000276686129,cover=0
-booster[618]:
-0:[LGI5<2.56078315] yes=1,no=2,missing=1,gain=0.641206563,cover=5124388
- 1:[Area5<0.758003652] yes=3,no=4,missing=4,gain=2.6881566,cover=1775778
- 3:[Ecc<6.47151232] yes=7,no=8,missing=7,gain=3.86347961,cover=1603840
- 7:[Sulc0<-0.87967056] yes=15,no=16,missing=15,gain=3.17867589,cover=1383116
- 15:[Curv5<-0.143275946] yes=31,no=32,missing=31,gain=8.91374207,cover=264729
- 31:[Curv5<-0.2435821] yes=63,no=64,missing=63,gain=1.70997036,cover=245768
- 63:leaf=0.000131359251,cover=0
- 64:leaf=-0.000141529657,cover=0
- 32:[Pol<128.334747] yes=65,no=66,missing=65,gain=5.10372829,cover=18961
- 65:leaf=-0.000540523266,cover=0
- 66:leaf=-0.00224250159,cover=0
- 16:[MidArea5<1.1557827] yes=33,no=34,missing=33,gain=6.88207436,cover=1118387
- 33:[Pol<158.709351] yes=67,no=68,missing=68,gain=5.00449276,cover=1117217
- 67:leaf=3.00571555e-05,cover=0
- 68:leaf=0.000363062922,cover=0
- 34:[Pol<31.3444195] yes=69,no=70,missing=69,gain=3.84534502,cover=1170
- 69:leaf=0.00896812789,cover=0
- 70:leaf=0.00227884832,cover=0
- 8:[Sulc0<-0.152423486] yes=17,no=18,missing=17,gain=7.15538597,cover=220724
- 17:[PialCurv5<0.0128733069] yes=35,no=36,missing=35,gain=25.2851143,cover=98438
- 35:[Sulc0<-0.510775328] yes=71,no=72,missing=71,gain=5.23847055,cover=91271
- 71:leaf=-0.000610304356,cover=0
- 72:leaf=0.000155325324,cover=0
- 36:[LGI5<2.13090348] yes=73,no=74,missing=73,gain=6.75437546,cover=7167
- 73:leaf=0.0120942649,cover=0
- 74:leaf=-0.00351886568,cover=0
- 18:[PialCurv5<0.0851107761] yes=37,no=38,missing=37,gain=12.903471,cover=122286
- 37:[Pol<169.412277] yes=75,no=76,missing=75,gain=11.1972771,cover=41018
- 75:leaf=0.000899812614,cover=0
- 76:leaf=-0.00532768434,cover=0
- 38:[Sulc0<0.151281953] yes=77,no=78,missing=77,gain=13.4671249,cover=81268
- 77:leaf=-0.00189824123,cover=0
- 78:leaf=-4.04408383e-05,cover=0
- 4:[Pol<15.1533136] yes=9,no=10,missing=10,gain=8.17903042,cover=171938
- 9:[Ecc<4.73840666] yes=19,no=20,missing=19,gain=2.89113235,cover=9172
- 19:[Sulc0<-0.998678327] yes=39,no=40,missing=39,gain=2.7097249,cover=6907
- 39:[Area5<0.839165807] yes=79,no=80,missing=80,gain=1.6241703,cover=1715
- 79:leaf=0.000258402986,cover=0
- 80:leaf=0.00422236742,cover=0
- 40:[PialCurv5<-0.159167215] yes=81,no=82,missing=81,gain=1.87498713,cover=5192
- 81:leaf=0.00353587489,cover=0
- 82:leaf=-0.00148745102,cover=0
- 20:[LGI5<2.37953305] yes=41,no=42,missing=41,gain=1.33762169,cover=2265
- 41:[PialCurv5<-0.148241684] yes=83,no=84,missing=83,gain=0.444109529,cover=266
- 83:leaf=0.00955263898,cover=0
- 84:leaf=7.72456115e-05,cover=0
- 42:[PialCurv5<-0.135003537] yes=85,no=86,missing=85,gain=1.40270615,cover=1999
- 85:leaf=-0.000708788575,cover=0
- 86:leaf=-0.00392841874,cover=0
- 10:[Pol<65.1286774] yes=21,no=22,missing=21,gain=8.86785889,cover=162766
- 21:[PialArea5<1.02926981] yes=43,no=44,missing=43,gain=7.35266018,cover=37393
- 43:[Ecc<2.6050899] yes=87,no=88,missing=88,gain=25.3041172,cover=7757
- 87:leaf=-0.00118724967,cover=0
- 88:leaf=0.00465162611,cover=0
- 44:[LGI5<2.34802985] yes=89,no=90,missing=90,gain=3.22743177,cover=29636
- 89:leaf=-0.000392405142,cover=0
- 90:leaf=0.000882358931,cover=0
- 22:[Sulc0<-0.27863887] yes=45,no=46,missing=45,gain=12.0038633,cover=125373
- 45:[Ecc<0.669936359] yes=91,no=92,missing=91,gain=11.0133839,cover=47114
- 91:leaf=0.00212536054,cover=0
- 92:leaf=-0.000757458794,cover=0
- 46:[Ecc<7.85193825] yes=93,no=94,missing=93,gain=6.85093832,cover=78259
- 93:leaf=0.000292661483,cover=0
- 94:leaf=0.00169182499,cover=0
- 2:[Ecc<3.60812569] yes=5,no=6,missing=5,gain=2.42123342,cover=3348610
- 5:[PialCurv5<0.0128733069] yes=11,no=12,missing=11,gain=5.83889866,cover=176537
- 11:[Sulc0<-0.305269122] yes=23,no=24,missing=24,gain=7.45921612,cover=128036
- 23:[LGI5<2.66052985] yes=47,no=48,missing=47,gain=5.0632534,cover=118406
- 47:[PialArea5<1.23851824] yes=95,no=96,missing=96,gain=3.67482543,cover=73577
- 95:leaf=0.000131873516,cover=0
- 96:leaf=-0.000911513343,cover=0
- 48:[Ecc<2.54464626] yes=97,no=98,missing=98,gain=6.90193462,cover=44829
- 97:leaf=-4.54554684e-05,cover=0
- 98:leaf=-0.00128657545,cover=0
- 24:[PialArea5<1.11947823] yes=49,no=50,missing=50,gain=3.34196186,cover=9630
- 49:[PialArea5<0.761482477] yes=99,no=100,missing=100,gain=2.95721245,cover=9227
- 99:leaf=-0.00268559973,cover=0
- 100:leaf=-0.000829622557,cover=0
- 50:[Pol<108.184875] yes=101,no=102,missing=102,gain=2.77599955,cover=403
- 101:leaf=-0.0034513881,cover=0
- 102:leaf=-0.0125416266,cover=0
- 12:[Pol<128.951508] yes=25,no=26,missing=25,gain=6.22234201,cover=48501
- 25:[LGI5<3.00812316] yes=51,no=52,missing=52,gain=4.77501583,cover=40019
- 51:[Area5<0.554568231] yes=103,no=104,missing=103,gain=4.74503708,cover=39734
- 103:leaf=0.00329986471,cover=0
- 104:leaf=-0.000122546553,cover=0
- 52:[Ecc<2.6050899] yes=105,no=106,missing=105,gain=2.93481588,cover=285
- 105:leaf=0.0135803297,cover=0
- 106:leaf=0.00283368491,cover=0
- 26:[MidArea5<0.753228784] yes=53,no=54,missing=53,gain=3.54312992,cover=8482
- 53:[Ecc<0.221054599] yes=107,no=108,missing=108,gain=3.07221317,cover=6928
- 107:leaf=-0.00821797457,cover=0
- 108:leaf=0.00209646276,cover=0
- 54:[Sulc0<-0.574995995] yes=109,no=110,missing=109,gain=2.49388337,cover=1554
- 109:leaf=0.00563968206,cover=0
- 110:leaf=-0.00128960644,cover=0
- 6:[Pol<63.605114] yes=13,no=14,missing=13,gain=1.88199103,cover=3172073
- 13:[Ecc<18.5999508] yes=27,no=28,missing=27,gain=8.19518852,cover=954392
- 27:[Sulc0<-0.217071146] yes=55,no=56,missing=55,gain=32.0790825,cover=542361
- 55:[LGI5<2.83602357] yes=111,no=112,missing=111,gain=17.3158188,cover=477852
- 111:leaf=0.000367652305,cover=0
- 112:leaf=-0.000265936687,cover=0
- 56:[Ecc<14.9070177] yes=113,no=114,missing=113,gain=38.8181763,cover=64509
- 113:leaf=-0.00187077094,cover=0
- 114:leaf=0.00113339466,cover=0
- 28:[PialCurv5<-0.0410871245] yes=57,no=58,missing=57,gain=12.2750616,cover=412031
- 57:[Pol<36.2100182] yes=115,no=116,missing=115,gain=63.6414833,cover=183893
- 115:leaf=7.57866583e-05,cover=0
- 116:leaf=0.00299527659,cover=0
- 58:[PialArea5<0.736284733] yes=117,no=118,missing=117,gain=16.4586639,cover=228138
- 117:leaf=0.000364053092,cover=0
- 118:leaf=-0.000497374393,cover=0
- 14:[Ecc<17.7876587] yes=29,no=30,missing=29,gain=4.55823374,cover=2217681
- 29:[LGI5<2.73607373] yes=59,no=60,missing=59,gain=9.9501791,cover=1483002
- 59:[Sulc0<-0.522449493] yes=119,no=120,missing=119,gain=7.59446049,cover=474482
- 119:leaf=-0.000529507,cover=0
- 120:leaf=-1.91909039e-05,cover=0
- 60:[Pol<163.830338] yes=121,no=122,missing=121,gain=9.44041634,cover=1008520
- 121:leaf=0.000226859964,cover=0
- 122:leaf=-0.000197472502,cover=0
- 30:[LGI5<2.93978119] yes=61,no=62,missing=61,gain=10.7121744,cover=734679
- 61:[Ecc<22.8050022] yes=123,no=124,missing=123,gain=7.93222809,cover=103255
- 123:leaf=0.000993082998,cover=0
- 124:leaf=7.28176674e-05,cover=0
- 62:[Ecc<28.2834949] yes=125,no=126,missing=125,gain=8.73386765,cover=631424
- 125:leaf=-0.000331403426,cover=0
- 126:leaf=4.12264671e-05,cover=0
-booster[619]:
-0:[PialArea5<0.849116743] yes=1,no=2,missing=2,gain=0.674436033,cover=5124388
- 1:[Area5<0.808195949] yes=3,no=4,missing=4,gain=3.16907239,cover=3025564
- 3:[MidArea5<0.761092186] yes=7,no=8,missing=8,gain=2.59982157,cover=2926149
- 7:[Ecc<38.0136108] yes=15,no=16,missing=15,gain=2.64318967,cover=2760843
- 15:[Area5<0.744179189] yes=31,no=32,missing=31,gain=3.26615715,cover=2622215
- 31:[PialArea5<0.777740717] yes=63,no=64,missing=64,gain=2.81808782,cover=2352946
- 63:leaf=-4.49791696e-05,cover=0
- 64:leaf=0.000102353239,cover=0
- 32:[Pol<57.8577347] yes=65,no=66,missing=65,gain=10.995821,cover=269269
- 65:leaf=0.00152636867,cover=0
- 66:leaf=8.83079483e-05,cover=0
- 16:[Curv5<0.183586344] yes=33,no=34,missing=33,gain=6.12598515,cover=138628
- 33:[Pol<33.3267784] yes=67,no=68,missing=67,gain=8.01720047,cover=124727
- 67:leaf=0.000534544524,cover=0
- 68:leaf=-0.000521173002,cover=0
- 34:[PialCurv5<0.200529471] yes=69,no=70,missing=70,gain=1.90312099,cover=13901
- 69:leaf=-0.00130830368,cover=0
- 70:leaf=0.000934441749,cover=0
- 8:[Sulc0<0.830503881] yes=17,no=18,missing=17,gain=3.65814996,cover=165306
- 17:[LGI5<2.83041978] yes=35,no=36,missing=36,gain=3.55206466,cover=165105
- 35:[Pol<62.0115929] yes=71,no=72,missing=72,gain=4.51361609,cover=72373
- 71:leaf=0.00108401186,cover=0
- 72:leaf=-0.000111783447,cover=0
- 36:[Ecc<23.5513935] yes=73,no=74,missing=73,gain=5.49547005,cover=92732
- 73:leaf=-0.000767940131,cover=0
- 74:leaf=8.47432511e-06,cover=0
- 18:[LGI5<3.64692807] yes=37,no=38,missing=37,gain=1.69291997,cover=201
- 37:[LGI5<3.25380015] yes=75,no=76,missing=75,gain=0.993618011,cover=178
- 75:leaf=0.0135692758,cover=0
- 76:leaf=0.0055149626,cover=0
- 38:[Pol<57.8577347] yes=77,no=78,missing=77,gain=0.302529246,cover=23
- 77:leaf=0.00238827686,cover=0
- 78:leaf=-0.00967418682,cover=0
- 4:[Ecc<6.22534323] yes=9,no=10,missing=9,gain=3.8105886,cover=99415
- 9:[Pol<40.9012032] yes=19,no=20,missing=20,gain=4.66264963,cover=20724
- 19:[PialCurv5<-0.145424455] yes=39,no=40,missing=40,gain=1.24774599,cover=384
- 39:[Sulc0<-0.801933944] yes=79,no=80,missing=79,gain=0.878305793,cover=17
- 79:leaf=0.000274699938,cover=0
- 80:leaf=0.0249551143,cover=0
- 40:[Ecc<0.353712648] yes=81,no=82,missing=81,gain=1.22038746,cover=367
- 81:leaf=0.00458353572,cover=0
- 82:leaf=-0.00715497369,cover=0
- 20:[Pol<80.8913651] yes=41,no=42,missing=41,gain=4.2653923,cover=20340
- 41:[LGI5<2.35684347] yes=83,no=84,missing=83,gain=9.8182888,cover=1497
- 83:leaf=-0.00391943939,cover=0
- 84:leaf=0.00495013734,cover=0
- 42:[Ecc<4.07113361] yes=85,no=86,missing=86,gain=4.63785505,cover=18843
- 85:leaf=4.78498987e-05,cover=0
- 86:leaf=-0.00169868919,cover=0
- 10:[Pol<113.394409] yes=21,no=22,missing=21,gain=4.69335842,cover=78691
- 21:[Curv5<0.0386843979] yes=43,no=44,missing=43,gain=2.69505072,cover=59938
- 43:[PialArea5<0.498393416] yes=87,no=88,missing=87,gain=4.48697472,cover=5558
- 87:leaf=-0.0189518817,cover=0
- 88:leaf=-0.000731684617,cover=0
- 44:[LGI5<3.45167398] yes=89,no=90,missing=89,gain=3.59756064,cover=54380
- 89:leaf=0.000515019114,cover=0
- 90:leaf=-0.000504331139,cover=0
- 22:[Sulc0<-0.603582025] yes=45,no=46,missing=46,gain=3.53083229,cover=18753
- 45:[LGI5<3.17022181] yes=91,no=92,missing=91,gain=2.38416958,cover=136
- 91:leaf=0.0125313392,cover=0
- 92:leaf=-0.00351169589,cover=0
- 46:[PialCurv5<-0.0114707183] yes=93,no=94,missing=93,gain=5.39620113,cover=18617
- 93:leaf=-0.00145989307,cover=0
- 94:leaf=0.0013411179,cover=0
- 2:[Curv5<-0.048490826] yes=5,no=6,missing=6,gain=2.20711517,cover=2098824
- 5:[PialCurv5<-0.00955641083] yes=11,no=12,missing=11,gain=16.1307278,cover=1838100
- 11:[Area5<0.619086087] yes=23,no=24,missing=23,gain=2.46756458,cover=1803764
- 23:[Curv5<-0.12365336] yes=47,no=48,missing=47,gain=8.33041763,cover=454498
- 47:[Ecc<0.295587689] yes=95,no=96,missing=96,gain=4.87241411,cover=418393
- 95:leaf=-0.00126708951,cover=0
- 96:leaf=4.25346625e-05,cover=0
- 48:[LGI5<2.46263766] yes=97,no=98,missing=97,gain=5.26996708,cover=36105
- 97:leaf=0.00148000184,cover=0
- 98:leaf=0.000265639479,cover=0
- 24:[Curv5<-0.245563462] yes=49,no=50,missing=49,gain=5.79711342,cover=1349266
- 49:[PialCurv5<-0.138158455] yes=99,no=100,missing=100,gain=5.21873665,cover=151799
- 99:leaf=2.7502776e-05,cover=0
- 100:leaf=0.000645211665,cover=0
- 50:[PialCurv5<-0.151339546] yes=101,no=102,missing=102,gain=5.23263121,cover=1197467
- 101:leaf=0.00067190401,cover=0
- 102:leaf=-0.00010316792,cover=0
- 12:[Area5<0.606435955] yes=25,no=26,missing=26,gain=12.5866804,cover=34336
- 25:[Sulc0<-1.10615158] yes=51,no=52,missing=51,gain=1.95356226,cover=1835
- 51:[LGI5<2.21018219] yes=103,no=104,missing=103,gain=0.38460958,cover=30
- 103:leaf=0.00311373803,cover=0
- 104:leaf=0.0145875262,cover=0
- 52:[PialCurv5<0.0262785293] yes=105,no=106,missing=106,gain=2.35748672,cover=1805
- 105:leaf=-0.00224973634,cover=0
- 106:leaf=-0.00674264645,cover=0
- 26:[Curv5<-0.0816265643] yes=53,no=54,missing=53,gain=9.348032,cover=32501
- 53:[Sulc0<-0.00176540145] yes=107,no=108,missing=107,gain=5.1606102,cover=9488
- 107:leaf=0.00209543458,cover=0
- 108:leaf=0.0051982156,cover=0
- 54:[PialCurv5<0.0044251224] yes=109,no=110,missing=109,gain=4.9939208,cover=23013
- 109:leaf=7.49460742e-06,cover=0
- 110:leaf=0.00148086692,cover=0
- 6:[PialCurv5<-0.0280297659] yes=13,no=14,missing=13,gain=23.5212231,cover=260724
- 13:[Sulc0<-0.173886195] yes=27,no=28,missing=28,gain=12.9120579,cover=33109
- 27:[PialCurv5<-0.139269829] yes=55,no=56,missing=56,gain=9.59504128,cover=21403
- 55:[Pol<152.827332] yes=111,no=112,missing=111,gain=8.50279522,cover=38
- 111:leaf=-0.0186001565,cover=0
- 112:leaf=0.0374189727,cover=0
- 56:[Area5<0.598585367] yes=113,no=114,missing=113,gain=8.50365353,cover=21365
- 113:leaf=-0.00563900545,cover=0
- 114:leaf=0.000786291086,cover=0
- 28:[Curv5<-0.0203319378] yes=57,no=58,missing=58,gain=10.2507057,cover=11706
- 57:[Pol<155.757294] yes=115,no=116,missing=115,gain=7.07927132,cover=9506
- 115:leaf=0.00242880429,cover=0
- 116:leaf=-0.00259366236,cover=0
- 58:[Area5<0.924216449] yes=117,no=118,missing=117,gain=6.73884583,cover=2200
- 117:leaf=0.00622824905,cover=0
- 118:leaf=-0.0125427069,cover=0
- 14:[Ecc<16.7734241] yes=29,no=30,missing=29,gain=8.9886837,cover=227615
- 29:[MidArea5<0.834597051] yes=59,no=60,missing=59,gain=7.61918211,cover=144859
- 59:[Area5<0.702883124] yes=119,no=120,missing=119,gain=3.95308208,cover=68039
- 119:leaf=0.00112010574,cover=0
- 120:leaf=0.000320531894,cover=0
- 60:[Area5<0.68633163] yes=121,no=122,missing=121,gain=10.1816902,cover=76820
- 121:leaf=-0.00397665612,cover=0
- 122:leaf=-4.09117456e-05,cover=0
- 30:[Sulc0<-0.498973608] yes=61,no=62,missing=61,gain=4.9819293,cover=82756
- 61:[Pol<7.58674097] yes=123,no=124,missing=123,gain=2.41701174,cover=403
- 123:leaf=0.0111242142,cover=0
- 124:leaf=0.00260527898,cover=0
- 62:[Sulc0<0.167916268] yes=125,no=126,missing=125,gain=5.27016449,cover=82353
- 125:leaf=-0.000832002086,cover=0
- 126:leaf=-2.88683423e-05,cover=0
-booster[620]:
-0:[PialArea5<0.955112517] yes=1,no=2,missing=2,gain=0.701714098,cover=5124388
- 1:[MidArea5<1.03476131] yes=3,no=4,missing=3,gain=1.54340422,cover=3812049
- 3:[Pol<176.117172] yes=7,no=8,missing=7,gain=1.46941447,cover=3811085
- 7:[Sulc0<-0.357752919] yes=15,no=16,missing=15,gain=2.49146795,cover=3715698
- 15:[Ecc<5.46745825] yes=31,no=32,missing=32,gain=4.31732464,cover=1129738
- 31:[Area5<0.731406808] yes=63,no=64,missing=63,gain=10.5734253,cover=622349
- 63:leaf=5.83988731e-05,cover=0
- 64:leaf=-0.000867200841,cover=0
- 32:[PialCurv5<-0.102360219] yes=65,no=66,missing=66,gain=11.3933363,cover=507389
- 65:leaf=1.05234835e-06,cover=0
- 66:leaf=-0.000485796307,cover=0
- 16:[LGI5<2.85285616] yes=33,no=34,missing=33,gain=3.07207084,cover=2585960
- 33:[Pol<128.951508] yes=67,no=68,missing=67,gain=11.4441109,cover=1314222
- 67:leaf=5.58489182e-06,cover=0
- 68:leaf=0.000434870337,cover=0
- 34:[Ecc<2.13501525] yes=69,no=70,missing=70,gain=8.16479111,cover=1271738
- 69:leaf=0.00794102717,cover=0
- 70:leaf=-4.66816964e-05,cover=0
- 8:[Sulc0<-0.0862998366] yes=17,no=18,missing=17,gain=5.99613953,cover=95387
- 17:[PialArea5<0.669517875] yes=35,no=36,missing=35,gain=3.67358923,cover=82642
- 35:[Ecc<0.943656743] yes=71,no=72,missing=72,gain=3.28919172,cover=20517
- 71:leaf=-0.000346464774,cover=0
- 72:leaf=0.00123505213,cover=0
- 36:[Ecc<3.48115921] yes=73,no=74,missing=73,gain=3.01359153,cover=62125
- 73:leaf=-0.000496215129,cover=0
- 74:leaf=0.000335187971,cover=0
- 18:[Ecc<7.90440989] yes=37,no=38,missing=37,gain=8.06549263,cover=12745
- 37:[Curv5<0.116796501] yes=75,no=76,missing=76,gain=8.36111641,cover=2520
- 75:leaf=-0.00642730389,cover=0
- 76:leaf=-0.00065628445,cover=0
- 38:[Curv5<-0.130991504] yes=77,no=78,missing=77,gain=5.54385853,cover=10225
- 77:leaf=0.00400888501,cover=0
- 78:leaf=-0.000524242118,cover=0
- 4:[PialCurv5<-0.0314326771] yes=9,no=10,missing=9,gain=1.49440527,cover=964
- 9:[LGI5<2.2730217] yes=19,no=20,missing=20,gain=1.38726711,cover=87
- 19:[Curv5<0.0365542509] yes=39,no=40,missing=40,gain=0.111873031,cover=26
- 39:[Sulc0<-0.574995995] yes=79,no=80,missing=79,gain=0.0909651816,cover=16
- 79:leaf=0.00423772587,cover=0
- 80:leaf=-0.00441789627,cover=0
- 40:leaf=0.00922807585,cover=0
- 20:[Ecc<1.96654522] yes=41,no=42,missing=42,gain=0.509426713,cover=61
- 41:[LGI5<2.40037155] yes=81,no=82,missing=81,gain=0.30752635,cover=48
- 81:leaf=-0.00847075321,cover=0
- 82:leaf=-2.25403728e-05,cover=0
- 42:leaf=-0.0168123022,cover=0
- 10:[Pol<111.326981] yes=21,no=22,missing=21,gain=1.14399934,cover=877
- 21:[LGI5<2.30180311] yes=43,no=44,missing=43,gain=0.65349251,cover=536
- 43:[Curv5<0.000893599819] yes=83,no=84,missing=84,gain=0.320859134,cover=53
- 83:leaf=0.00536686415,cover=0
- 84:leaf=-0.00557380868,cover=0
- 44:[Ecc<39.5502243] yes=85,no=86,missing=85,gain=0.676348925,cover=483
- 85:leaf=0.00251566945,cover=0
- 86:leaf=-0.00277105882,cover=0
- 22:[PialCurv5<0.250690639] yes=45,no=46,missing=45,gain=1.33276176,cover=341
- 45:[Ecc<0.406764686] yes=87,no=88,missing=87,gain=0.674260139,cover=298
- 87:leaf=-0.00686780456,cover=0
- 88:leaf=0.00647976343,cover=0
- 46:[LGI5<2.44639945] yes=89,no=90,missing=89,gain=0.254758596,cover=43
- 89:leaf=0.00436171843,cover=0
- 90:leaf=-0.0051217,cover=0
- 2:[Pol<39.9674568] yes=5,no=6,missing=6,gain=1.88382006,cover=1312339
- 5:[LGI5<2.3969903] yes=11,no=12,missing=11,gain=5.43182707,cover=471786
- 11:[Ecc<3.73767829] yes=23,no=24,missing=23,gain=6.24643469,cover=57673
- 23:[PialCurv5<-0.0297427773] yes=47,no=48,missing=47,gain=4.09358215,cover=52121
- 47:[Area5<0.739104271] yes=91,no=92,missing=91,gain=3.22508216,cover=51210
- 91:leaf=-0.000434276561,cover=0
- 92:leaf=0.000708487467,cover=0
- 48:[LGI5<2.27925944] yes=93,no=94,missing=93,gain=4.35542297,cover=911
- 93:leaf=0.00164123753,cover=0
- 94:leaf=-0.00590646965,cover=0
- 24:[Area5<0.759248734] yes=49,no=50,missing=50,gain=2.82088089,cover=5552
- 49:[PialCurv5<-0.0737633556] yes=95,no=96,missing=95,gain=4.91765404,cover=3465
- 95:leaf=-0.00227622339,cover=0
- 96:leaf=-0.00807939656,cover=0
- 50:[PialCurv5<-0.156767949] yes=97,no=98,missing=98,gain=2.29518509,cover=2087
- 97:leaf=0.00899380539,cover=0
- 98:leaf=-0.000929289614,cover=0
- 12:[Ecc<3.8768425] yes=25,no=26,missing=25,gain=3.88091302,cover=414113
- 25:[Curv5<-0.163374811] yes=51,no=52,missing=51,gain=6.16540051,cover=89288
- 51:[LGI5<2.4272728] yes=99,no=100,missing=100,gain=3.38936663,cover=66993
- 99:leaf=0.000988400192,cover=0
- 100:leaf=-7.01442259e-05,cover=0
- 52:[PialCurv5<-0.102360219] yes=101,no=102,missing=101,gain=13.5216169,cover=22295
- 101:leaf=0.00371339801,cover=0
- 102:leaf=0.000462621043,cover=0
- 26:[Pol<27.4246235] yes=53,no=54,missing=53,gain=5.22078896,cover=324825
- 53:[LGI5<2.51288176] yes=103,no=104,missing=103,gain=6.46594477,cover=229273
- 103:leaf=-0.00144413393,cover=0
- 104:leaf=0.000110794696,cover=0
- 54:[Curv5<-0.203415334] yes=105,no=106,missing=105,gain=13.4747734,cover=95552
- 105:leaf=0.000586781767,cover=0
- 106:leaf=-0.000742086384,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=14,gain=4.74150658,cover=840553
- 13:[Pol<106.604004] yes=27,no=28,missing=27,gain=3.07074952,cover=836503
- 27:[Ecc<3.8768425] yes=55,no=56,missing=56,gain=13.6771708,cover=308320
- 55:[Ecc<2.13501525] yes=107,no=108,missing=107,gain=9.3840332,cover=133180
- 107:leaf=0.000211448219,cover=0
- 108:leaf=-0.000628949318,cover=0
- 56:[Curv5<-0.183827445] yes=109,no=110,missing=109,gain=21.4620171,cover=175140
- 109:leaf=0.00163506472,cover=0
- 110:leaf=0.000217802037,cover=0
- 28:[LGI5<2.40363431] yes=57,no=58,missing=57,gain=8.81721783,cover=528183
- 57:[Ecc<1.68457866] yes=111,no=112,missing=111,gain=5.55984879,cover=79093
- 111:leaf=-0.000105106265,cover=0
- 112:leaf=0.000781199313,cover=0
- 58:[LGI5<2.72552347] yes=113,no=114,missing=113,gain=8.45824718,cover=449090
- 113:leaf=-0.000353609998,cover=0
- 114:leaf=8.83700486e-05,cover=0
- 14:[Ecc<21.3640327] yes=29,no=30,missing=30,gain=3.02743196,cover=4050
- 29:[Pol<86.0952454] yes=59,no=60,missing=59,gain=1.42277527,cover=2102
- 59:[Curv5<-0.0816265643] yes=115,no=116,missing=115,gain=0.986036658,cover=296
- 115:leaf=0.00194392039,cover=0
- 116:leaf=0.00850457978,cover=0
- 60:[PialCurv5<0.00652291393] yes=117,no=118,missing=117,gain=0.885642231,cover=1806
- 117:leaf=0.000156222944,cover=0
- 118:leaf=-0.00570194703,cover=0
- 30:[Pol<143.959366] yes=61,no=62,missing=61,gain=3.23525047,cover=1948
- 61:[Area5<0.811441243] yes=119,no=120,missing=119,gain=0.678791046,cover=310
- 119:leaf=0.00889107026,cover=0
- 120:leaf=0.00241878862,cover=0
- 62:[LGI5<3.94193578] yes=121,no=122,missing=121,gain=3.3999753,cover=1638
- 121:leaf=0.0047621578,cover=0
- 122:leaf=0.000195292276,cover=0
-booster[621]:
-0:[Ecc<1.41371143] yes=1,no=2,missing=2,gain=0.678939581,cover=5124388
- 1:[Pol<155.012512] yes=3,no=4,missing=3,gain=4.29619312,cover=463439
- 3:[Pol<51.9018669] yes=7,no=8,missing=8,gain=3.83442092,cover=369833
- 7:[Ecc<0.836319208] yes=15,no=16,missing=15,gain=3.37860942,cover=110959
- 15:[Area5<0.822840035] yes=31,no=32,missing=32,gain=4.26636791,cover=59384
- 31:[Curv5<0.067619428] yes=63,no=64,missing=64,gain=2.42888975,cover=58840
- 63:leaf=0.000116449235,cover=0
- 64:leaf=-0.00219340879,cover=0
- 32:[Curv5<-0.172863677] yes=65,no=66,missing=66,gain=1.85606956,cover=544
- 65:leaf=0.000585445901,cover=0
- 66:leaf=-0.00608904241,cover=0
- 16:[PialArea5<0.785624862] yes=33,no=34,missing=34,gain=2.55197716,cover=51575
- 33:[LGI5<2.23211861] yes=67,no=68,missing=68,gain=9.763134,cover=9304
- 67:leaf=0.00305769104,cover=0
- 68:leaf=-0.00187831861,cover=0
- 34:[Sulc0<-0.298712492] yes=69,no=70,missing=70,gain=4.41585016,cover=42271
- 69:leaf=-0.000420707191,cover=0
- 70:leaf=0.00381018757,cover=0
- 8:[Area5<0.641697526] yes=17,no=18,missing=17,gain=4.78472424,cover=258874
- 17:[LGI5<2.41724968] yes=35,no=36,missing=36,gain=3.84474087,cover=177959
- 35:[MidArea5<0.724402428] yes=71,no=72,missing=71,gain=2.92138243,cover=113475
- 71:leaf=-3.81160171e-05,cover=0
- 72:leaf=-0.000603868102,cover=0
- 36:[MidArea5<0.502218068] yes=73,no=74,missing=74,gain=4.37308455,cover=64484
- 73:leaf=-0.00149018376,cover=0
- 74:leaf=0.000382983329,cover=0
- 18:[MidArea5<0.601488888] yes=37,no=38,missing=37,gain=4.81710863,cover=80915
- 37:[LGI5<2.2730217] yes=75,no=76,missing=76,gain=17.7208138,cover=6773
- 75:leaf=-0.00325353048,cover=0
- 76:leaf=0.0030342117,cover=0
- 38:[Sulc0<-0.574995995] yes=77,no=78,missing=78,gain=6.56322384,cover=74142
- 77:leaf=0.000804339536,cover=0
- 78:leaf=-0.000136630755,cover=0
- 4:[Area5<0.733255386] yes=9,no=10,missing=9,gain=1.9403553,cover=93606
- 9:[Sulc0<-0.34506914] yes=19,no=20,missing=20,gain=2.17648363,cover=88285
- 19:[Curv5<0.101325236] yes=39,no=40,missing=40,gain=3.82609224,cover=71985
- 39:[Area5<0.69896996] yes=79,no=80,missing=79,gain=2.89561224,cover=68528
- 79:leaf=-0.000424716069,cover=0
- 80:leaf=0.000915955112,cover=0
- 40:[PialArea5<0.480917931] yes=81,no=82,missing=82,gain=4.60270023,cover=3457
- 81:leaf=-0.000776521745,cover=0
- 82:leaf=-0.00466880389,cover=0
- 20:[LGI5<2.83602357] yes=41,no=42,missing=42,gain=2.12211561,cover=16300
- 41:[PialCurv5<0.0666604191] yes=83,no=84,missing=83,gain=1.68919909,cover=16220
- 83:leaf=-0.000616092468,cover=0
- 84:leaf=0.000505214906,cover=0
- 42:[Curv5<-0.0156469513] yes=85,no=86,missing=85,gain=1.21912289,cover=80
- 85:leaf=0.0180617552,cover=0
- 86:leaf=0.00434047403,cover=0
- 10:[MidArea5<0.62992847] yes=21,no=22,missing=22,gain=4.51897812,cover=5321
- 21:[PialCurv5<0.116372027] yes=43,no=44,missing=43,gain=2.81722641,cover=217
- 43:[LGI5<2.31684756] yes=87,no=88,missing=87,gain=3.69474411,cover=93
- 87:leaf=-0.0272056814,cover=0
- 88:leaf=-0.00674625812,cover=0
- 44:[LGI5<2.51288176] yes=89,no=90,missing=89,gain=0.698597908,cover=124
- 89:leaf=-0.00465156697,cover=0
- 90:leaf=0.00723296404,cover=0
- 22:[PialCurv5<-0.0931780562] yes=45,no=46,missing=46,gain=3.1245966,cover=5104
- 45:[PialArea5<0.756055057] yes=91,no=92,missing=92,gain=3.61563635,cover=497
- 91:leaf=0.00667976728,cover=0
- 92:leaf=-0.00632943446,cover=0
- 46:[Ecc<0.353712648] yes=93,no=94,missing=93,gain=2.12743688,cover=4607
- 93:leaf=0.00132921466,cover=0
- 94:leaf=-0.00118391903,cover=0
- 2:[Ecc<2.07756257] yes=5,no=6,missing=5,gain=2.20015359,cover=4660949
- 5:[Pol<11.2407846] yes=11,no=12,missing=12,gain=5.97698879,cover=242980
- 11:[PialCurv5<-0.058241725] yes=23,no=24,missing=24,gain=8.93867207,cover=13301
- 23:[Curv5<-0.129194111] yes=47,no=48,missing=47,gain=4.7908926,cover=10862
- 47:[PialCurv5<-0.0948967114] yes=95,no=96,missing=95,gain=5.74680519,cover=9895
- 95:leaf=5.5902492e-05,cover=0
- 96:leaf=-0.00283210678,cover=0
- 48:[PialCurv5<-0.127408311] yes=97,no=98,missing=97,gain=1.97984815,cover=967
- 97:leaf=-0.00842668489,cover=0
- 98:leaf=0.00353451516,cover=0
- 24:[Area5<0.802302957] yes=49,no=50,missing=50,gain=2.7548008,cover=2439
- 49:[LGI5<2.18291569] yes=99,no=100,missing=99,gain=2.5940094,cover=2380
- 99:leaf=0.00471549062,cover=0
- 100:leaf=-0.00368156447,cover=0
- 50:[Curv5<-0.048490826] yes=101,no=102,missing=102,gain=1.53486013,cover=59
- 101:leaf=-0.00570171047,cover=0
- 102:leaf=-0.0219712518,cover=0
- 12:[Sulc0<-0.0862998366] yes=25,no=26,missing=25,gain=5.50294638,cover=229679
- 25:[Pol<82.8478928] yes=51,no=52,missing=52,gain=6.28953266,cover=198871
- 51:[Curv5<-0.0553030409] yes=103,no=104,missing=103,gain=12.492444,cover=82777
- 103:leaf=0.000249381439,cover=0
- 104:leaf=-0.00140096084,cover=0
- 52:[Pol<103.31839] yes=105,no=106,missing=105,gain=21.7886047,cover=116094
- 105:leaf=0.00203986256,cover=0
- 106:leaf=0.000231647966,cover=0
- 26:[Pol<108.715256] yes=53,no=54,missing=53,gain=7.10565662,cover=30808
- 53:[LGI5<2.61063838] yes=107,no=108,missing=107,gain=5.26311636,cover=25298
- 107:leaf=0.000153435511,cover=0
- 108:leaf=-0.00254476885,cover=0
- 54:[MidArea5<0.641634583] yes=109,no=110,missing=110,gain=5.83039284,cover=5510
- 109:leaf=-0.000234824256,cover=0
- 110:leaf=-0.00350465509,cover=0
- 6:[LGI5<2.16230083] yes=13,no=14,missing=13,gain=1.28404331,cover=4417969
- 13:[MidArea5<0.552703321] yes=27,no=28,missing=28,gain=6.1703558,cover=18748
- 27:[Pol<121.397697] yes=55,no=56,missing=55,gain=3.93265772,cover=2871
- 55:[Ecc<5.27515984] yes=111,no=112,missing=111,gain=2.55143404,cover=2085
- 111:leaf=0.00158604572,cover=0
- 112:leaf=-0.00245857867,cover=0
- 56:[Pol<148.336472] yes=113,no=114,missing=113,gain=5.78797674,cover=786
- 113:leaf=0.00732482364,cover=0
- 114:leaf=-0.00234575081,cover=0
- 28:[LGI5<2.13090348] yes=57,no=58,missing=58,gain=2.45872927,cover=15877
- 57:[PialCurv5<-0.0948967114] yes=115,no=116,missing=115,gain=3.35713911,cover=8022
- 115:leaf=-0.00146336609,cover=0
- 116:leaf=0.000633143878,cover=0
- 58:[Curv5<0.118689038] yes=117,no=118,missing=117,gain=3.6070199,cover=7855
- 117:leaf=-0.00183256005,cover=0
- 118:leaf=0.00141871371,cover=0
- 14:[LGI5<2.25075769] yes=29,no=30,missing=30,gain=2.18173766,cover=4399221
- 29:[Area5<0.924216449] yes=59,no=60,missing=59,gain=6.1779871,cover=65139
- 59:[PialArea5<0.801087916] yes=119,no=120,missing=119,gain=5.36795998,cover=64975
- 119:leaf=-9.41449398e-05,cover=0
- 120:leaf=0.000820730522,cover=0
- 60:[Sulc0<-0.332174033] yes=121,no=122,missing=121,gain=0.724951267,cover=164
- 121:leaf=-0.00554762175,cover=0
- 122:leaf=-0.0123536503,cover=0
- 30:[Ecc<2.79805064] yes=61,no=62,missing=62,gain=1.96637535,cover=4334082
- 61:[Pol<54.5053368] yes=123,no=124,missing=124,gain=6.5838604,cover=219968
- 123:leaf=0.000341374631,cover=0
- 124:leaf=-0.000302640343,cover=0
- 62:[PialCurv5<-0.123971827] yes=125,no=126,missing=125,gain=1.58341098,cover=4114114
- 125:leaf=7.90593549e-05,cover=0
- 126:leaf=-9.72005273e-06,cover=0
-booster[622]:
-0:[PialArea5<0.331288606] yes=1,no=2,missing=1,gain=0.61913085,cover=5124388
- 1:[Ecc<3.73767829] yes=3,no=4,missing=4,gain=0.962768853,cover=180427
- 3:[Area5<0.690371037] yes=7,no=8,missing=7,gain=1.88663542,cover=22237
- 7:[PialCurv5<0.0262785293] yes=15,no=16,missing=15,gain=0.658836842,cover=20457
- 15:[Area5<0.517926872] yes=31,no=32,missing=32,gain=1.01671147,cover=467
- 31:[PialCurv5<0.000298873958] yes=63,no=64,missing=63,gain=1.00827157,cover=131
- 63:leaf=-0.000429887063,cover=0
- 64:leaf=0.0112923188,cover=0
- 32:[Pol<173.942612] yes=65,no=66,missing=65,gain=0.891459584,cover=336
- 65:leaf=-0.00483462727,cover=0
- 66:leaf=0.00195036386,cover=0
- 16:[Ecc<0.295587689] yes=33,no=34,missing=33,gain=1.00610662,cover=19990
- 33:[LGI5<2.31192279] yes=67,no=68,missing=67,gain=2.64199519,cover=289
- 67:leaf=0.00697850529,cover=0
- 68:leaf=-0.00259017269,cover=0
- 34:[Ecc<0.353712648] yes=69,no=70,missing=69,gain=0.790733397,cover=19701
- 69:leaf=-0.00309708784,cover=0
- 70:leaf=-0.000315952115,cover=0
- 8:[LGI5<2.45932961] yes=17,no=18,missing=17,gain=1.80115187,cover=1780
- 17:[Pol<31.3444195] yes=35,no=36,missing=35,gain=0.944580436,cover=826
- 35:[Ecc<1.05247808] yes=71,no=72,missing=71,gain=0.275377274,cover=4
- 71:leaf=-0.0279037599,cover=0
- 72:leaf=0.000726971019,cover=0
- 36:[Ecc<0.783076942] yes=73,no=74,missing=73,gain=0.694627404,cover=822
- 73:leaf=-0.00577021344,cover=0
- 74:leaf=0.000147463288,cover=0
- 18:[LGI5<2.53029394] yes=37,no=38,missing=37,gain=1.13669062,cover=954
- 37:[Ecc<2.91795349] yes=75,no=76,missing=75,gain=1.65017819,cover=402
- 75:leaf=0.00940446183,cover=0
- 76:leaf=0.00258510839,cover=0
- 38:[Pol<89.1530609] yes=77,no=78,missing=77,gain=0.662781239,cover=552
- 77:leaf=-0.0045477692,cover=0
- 78:leaf=0.00185157231,cover=0
- 4:[LGI5<2.19753051] yes=9,no=10,missing=9,gain=1.52022064,cover=158190
- 9:[Sulc0<0.218763664] yes=19,no=20,missing=19,gain=2.20686626,cover=671
- 19:[LGI5<2.16230083] yes=39,no=40,missing=39,gain=0.477944136,cover=79
- 39:[Pol<111.846848] yes=79,no=80,missing=79,gain=0.129597425,cover=60
- 79:leaf=0.0158805288,cover=0
- 80:leaf=0.0101386905,cover=0
- 40:[Curv5<0.171955615] yes=81,no=82,missing=81,gain=0.149413586,cover=19
- 81:leaf=0.00573060615,cover=0
- 82:leaf=-0.00372485933,cover=0
- 20:[Ecc<7.39671755] yes=41,no=42,missing=42,gain=0.731518328,cover=592
- 41:[LGI5<2.13090348] yes=83,no=84,missing=83,gain=0.848584354,cover=536
- 83:leaf=-0.00250835065,cover=0
- 84:leaf=0.00289020548,cover=0
- 42:[Curv5<0.183586344] yes=85,no=86,missing=86,gain=0.0666257441,cover=56
- 85:leaf=-0.00263605616,cover=0
- 86:leaf=-0.00640851213,cover=0
- 10:[Pol<102.778297] yes=21,no=22,missing=21,gain=1.37084758,cover=157519
- 21:[Ecc<7.03401423] yes=43,no=44,missing=43,gain=3.05407023,cover=110257
- 43:[Sulc0<0.849368811] yes=87,no=88,missing=87,gain=3.13207412,cover=16838
- 87:leaf=0.00100946799,cover=0
- 88:leaf=-0.000636804267,cover=0
- 44:[Pol<93.3357697] yes=89,no=90,missing=89,gain=1.67049634,cover=93419
- 89:leaf=0.000110035937,cover=0
- 90:leaf=-0.000314362667,cover=0
- 22:[Ecc<17.0169544] yes=45,no=46,missing=45,gain=1.58860946,cover=47262
- 45:[LGI5<2.81919122] yes=91,no=92,missing=92,gain=6.37215137,cover=34705
- 91:leaf=8.90210722e-05,cover=0
- 92:leaf=0.00157952053,cover=0
- 46:[Pol<123.615685] yes=93,no=94,missing=94,gain=2.0404644,cover=12557
- 93:leaf=-0.000371328642,cover=0
- 94:leaf=0.00156792463,cover=0
- 2:[MidArea5<0.612316132] yes=5,no=6,missing=5,gain=0.84368068,cover=4943961
- 5:[Area5<0.639429986] yes=11,no=12,missing=11,gain=4.21776962,cover=1029378
- 11:[PialArea5<0.621054947] yes=23,no=24,missing=23,gain=4.63757181,cover=441628
- 23:[Curv5<0.169394374] yes=47,no=48,missing=47,gain=6.34114933,cover=301797
- 47:[Ecc<4.00532722] yes=95,no=96,missing=95,gain=4.99411774,cover=243672
- 95:leaf=-6.48618588e-05,cover=0
- 96:leaf=-0.000543848553,cover=0
- 48:[Sulc0<0.40262419] yes=97,no=98,missing=97,gain=5.20962381,cover=58125
- 97:leaf=-0.00014951195,cover=0
- 98:leaf=0.00084223767,cover=0
- 24:[MidArea5<0.49446398] yes=49,no=50,missing=50,gain=4.32613134,cover=139831
- 49:[MidArea5<0.48507002] yes=99,no=100,missing=99,gain=0.805853367,cover=883
- 99:leaf=0.00524225784,cover=0
- 100:leaf=0.00219835271,cover=0
- 50:[Ecc<1.57116413] yes=101,no=102,missing=101,gain=2.87695074,cover=138948
- 101:leaf=-0.000281314598,cover=0
- 102:leaf=0.000209181177,cover=0
- 12:[Sulc0<-0.475189745] yes=25,no=26,missing=25,gain=6.1752696,cover=587750
- 25:[Ecc<11.3532677] yes=51,no=52,missing=51,gain=3.37061644,cover=4668
- 51:[Ecc<0.221054599] yes=103,no=104,missing=104,gain=2.48663235,cover=4323
- 103:leaf=-0.00315624848,cover=0
- 104:leaf=0.00250128261,cover=0
- 52:[PialCurv5<-0.139269829] yes=105,no=106,missing=105,gain=1.65195239,cover=345
- 105:leaf=0.00833926257,cover=0
- 106:leaf=-0.00394876394,cover=0
- 26:[Curv5<0.0322575867] yes=53,no=54,missing=53,gain=7.17412663,cover=583082
- 53:[Pol<78.8803177] yes=107,no=108,missing=107,gain=9.60239697,cover=16635
- 107:leaf=0.00121340202,cover=0
- 108:leaf=-0.00164749555,cover=0
- 54:[Sulc0<0.392869562] yes=109,no=110,missing=109,gain=5.44058371,cover=566447
- 109:leaf=0.000285079033,cover=0
- 110:leaf=-4.68447142e-05,cover=0
- 6:[Sulc0<1.11117697] yes=13,no=14,missing=14,gain=3.10899973,cover=3914583
- 13:[Area5<0.616426587] yes=27,no=28,missing=27,gain=2.19801521,cover=3904391
- 27:[Pol<57.0350037] yes=55,no=56,missing=56,gain=12.6051607,cover=835101
- 55:[Curv5<-0.0530214235] yes=111,no=112,missing=111,gain=24.348671,cover=233887
- 111:leaf=-0.000152444132,cover=0
- 112:leaf=-0.00340524944,cover=0
- 56:[Curv5<-0.0881721899] yes=113,no=114,missing=114,gain=23.0468369,cover=601214
- 113:leaf=7.78893736e-05,cover=0
- 114:leaf=0.000995424576,cover=0
- 28:[Curv5<-0.258777469] yes=57,no=58,missing=58,gain=3.57635522,cover=3069290
- 57:[Pol<50.1003532] yes=115,no=116,missing=115,gain=3.48433185,cover=132610
- 115:leaf=3.87821774e-06,cover=0
- 116:leaf=0.000518297253,cover=0
- 58:[PialArea5<0.605248392] yes=117,no=118,missing=118,gain=3.27940392,cover=2936680
- 117:leaf=0.000122388301,cover=0
- 118:leaf=-4.48473875e-05,cover=0
- 14:[Ecc<22.8050022] yes=29,no=30,missing=30,gain=4.78380966,cover=10192
- 29:[Area5<0.701312602] yes=59,no=60,missing=59,gain=1.68918419,cover=1177
- 59:[LGI5<3.28291535] yes=119,no=120,missing=119,gain=0.365481377,cover=20
- 119:leaf=-0.00356595218,cover=0
- 120:leaf=-0.0198949259,cover=0
- 60:[LGI5<2.93978119] yes=121,no=122,missing=121,gain=0.538358331,cover=1157
- 121:leaf=0.000657435274,cover=0
- 122:leaf=-0.00232161046,cover=0
- 30:[PialCurv5<0.24610664] yes=61,no=62,missing=61,gain=3.49088001,cover=9015
- 61:[Pol<25.2957573] yes=123,no=124,missing=124,gain=1.51519585,cover=3678
- 123:leaf=-0.0082190875,cover=0
- 124:leaf=0.00255173445,cover=0
- 62:[Pol<39.0368156] yes=125,no=126,missing=126,gain=1.6390605,cover=5337
- 125:leaf=-0.00582376774,cover=0
- 126:leaf=0.000576041406,cover=0
-booster[623]:
-0:[PialArea5<0.95820266] yes=1,no=2,missing=1,gain=0.647114635,cover=5124388
- 1:[MidArea5<1.03476131] yes=3,no=4,missing=3,gain=1.45540035,cover=3832066
- 3:[MidArea5<0.861292899] yes=7,no=8,missing=8,gain=1.52107799,cover=3831083
- 7:[Area5<0.894858658] yes=15,no=16,missing=15,gain=2.20788026,cover=3794914
- 15:[Sulc0<-0.745069146] yes=31,no=32,missing=31,gain=1.46430337,cover=3783496
- 31:[Curv5<-0.0598238073] yes=61,no=62,missing=62,gain=4.64697313,cover=408488
- 61:leaf=-7.77686e-05,cover=0
- 62:leaf=-0.0014239056,cover=0
- 32:[PialCurv5<-0.123133563] yes=63,no=64,missing=63,gain=3.39014339,cover=3375008
- 63:leaf=0.000188217367,cover=0
- 64:leaf=-1.24196158e-05,cover=0
- 16:[LGI5<2.35684347] yes=33,no=34,missing=34,gain=4.60921764,cover=11418
- 33:[Curv5<-0.0273730159] yes=65,no=66,missing=65,gain=2.43581414,cover=1166
- 65:leaf=0.0032456466,cover=0
- 66:leaf=-0.00323190237,cover=0
- 34:[Sulc0<-0.702361405] yes=67,no=68,missing=67,gain=5.41803217,cover=10252
- 67:leaf=0.0142389452,cover=0
- 68:leaf=0.000925236382,cover=0
- 8:[Pol<47.409153] yes=17,no=18,missing=18,gain=4.34884167,cover=36169
- 17:[Curv5<-0.117843308] yes=35,no=36,missing=35,gain=3.18973804,cover=7721
- 35:[LGI5<3.60428405] yes=69,no=70,missing=69,gain=1.02813411,cover=2216
- 69:leaf=-0.00116705045,cover=0
- 70:leaf=0.00318864803,cover=0
- 36:[Pol<15.1533136] yes=71,no=72,missing=71,gain=1.52215004,cover=5505
- 71:leaf=-4.79929222e-05,cover=0
- 72:leaf=0.00185315392,cover=0
- 18:[PialArea5<0.705942631] yes=37,no=38,missing=38,gain=4.33814621,cover=28448
- 37:[Pol<140.372742] yes=73,no=74,missing=73,gain=1.46995187,cover=975
- 73:leaf=0.00202435465,cover=0
- 74:leaf=0.00863916706,cover=0
- 38:[Pol<118.191307] yes=75,no=76,missing=75,gain=2.59815598,cover=27473
- 75:leaf=-0.00123210263,cover=0
- 76:leaf=-0.000259402499,cover=0
- 4:[PialCurv5<-0.0472753309] yes=9,no=10,missing=9,gain=1.35493851,cover=983
- 9:[Ecc<2.13501525] yes=19,no=20,missing=20,gain=0.415660083,cover=45
- 19:[LGI5<2.2730217] yes=39,no=40,missing=39,gain=0.156833202,cover=38
- 39:[Pol<146.864227] yes=77,no=78,missing=77,gain=0.0168873463,cover=9
- 77:leaf=-0.00192922156,cover=0
- 78:leaf=0.00257203961,cover=0
- 40:[Sulc0<-0.522449493] yes=79,no=80,missing=79,gain=0.173586041,cover=29
- 79:leaf=-0.00859582704,cover=0
- 80:leaf=-0.000477602298,cover=0
- 20:leaf=-0.0169196222,cover=0
- 10:[Pol<110.287491] yes=21,no=22,missing=21,gain=0.891364813,cover=938
- 21:[LGI5<2.30180311] yes=41,no=42,missing=41,gain=0.483996034,cover=535
- 41:[Curv5<0.000893599819] yes=81,no=82,missing=82,gain=0.491922289,cover=60
- 81:leaf=0.00596416136,cover=0
- 82:leaf=-0.00535536557,cover=0
- 42:[Ecc<39.5502243] yes=83,no=84,missing=83,gain=0.634306312,cover=475
- 83:leaf=0.00228218827,cover=0
- 84:leaf=-0.00281462586,cover=0
- 22:[PialCurv5<0.255337358] yes=43,no=44,missing=43,gain=0.919457674,cover=403
- 43:[PialCurv5<0.00236006663] yes=85,no=86,missing=85,gain=1.06664681,cover=363
- 85:leaf=-1.68893221e-05,cover=0
- 86:leaf=0.00638054917,cover=0
- 44:[LGI5<2.40363431] yes=87,no=88,missing=88,gain=0.363486409,cover=40
- 87:leaf=0.00666895742,cover=0
- 88:leaf=-0.00523522682,cover=0
- 2:[Pol<39.9674568] yes=5,no=6,missing=5,gain=1.76595461,cover=1292322
- 5:[LGI5<2.3969903] yes=11,no=12,missing=11,gain=4.89410734,cover=466672
- 11:[Ecc<3.73767829] yes=23,no=24,missing=24,gain=5.61809349,cover=57168
- 23:[PialCurv5<-0.0379593484] yes=45,no=46,missing=46,gain=3.8531003,cover=51654
- 45:[Area5<0.513795495] yes=89,no=90,missing=89,gain=3.2113719,cover=50405
- 89:leaf=0.00149650837,cover=0
- 90:leaf=-0.000341692328,cover=0
- 46:[PialCurv5<0.144311354] yes=91,no=92,missing=91,gain=2.96643209,cover=1249
- 91:leaf=-0.00324106775,cover=0
- 92:leaf=0.0294200126,cover=0
- 24:[Area5<0.759248734] yes=47,no=48,missing=47,gain=2.51936245,cover=5514
- 47:[PialCurv5<-0.0737633556] yes=93,no=94,missing=94,gain=4.54048538,cover=3433
- 93:leaf=-0.00215721224,cover=0
- 94:leaf=-0.00775439991,cover=0
- 48:[PialCurv5<-0.156767949] yes=95,no=96,missing=96,gain=2.1110971,cover=2081
- 95:leaf=0.00869941711,cover=0
- 96:leaf=-0.000895771314,cover=0
- 12:[LGI5<2.47959709] yes=25,no=26,missing=25,gain=3.59347606,cover=409504
- 25:[Ecc<4.20590305] yes=49,no=50,missing=49,gain=9.3218298,cover=38265
- 49:[Sulc0<-0.815117955] yes=97,no=98,missing=97,gain=7.6749382,cover=32788
- 97:leaf=0.000265251758,cover=0
- 98:leaf=0.0019011267,cover=0
- 50:[Curv5<-0.132798299] yes=99,no=100,missing=99,gain=5.05770206,cover=5477
- 99:leaf=-0.000687182765,cover=0
- 100:leaf=-0.00452366006,cover=0
- 26:[Sulc0<-0.763524294] yes=51,no=52,missing=51,gain=2.90717173,cover=371239
- 51:[PialCurv5<-0.0940372422] yes=101,no=102,missing=101,gain=2.90052199,cover=158638
- 101:leaf=0.000210087121,cover=0
- 102:leaf=-0.000427568069,cover=0
- 52:[Pol<22.2436924] yes=103,no=104,missing=103,gain=6.1776185,cover=212601
- 103:leaf=9.4061681e-05,cover=0
- 104:leaf=-0.000446655322,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=14,gain=4.21652794,cover=825650
- 13:[LGI5<2.37224698] yes=27,no=28,missing=27,gain=2.83626246,cover=821673
- 27:[Ecc<0.45941934] yes=53,no=54,missing=54,gain=5.98687315,cover=118375
- 53:[Area5<0.551487505] yes=105,no=106,missing=105,gain=4.71702862,cover=9145
- 105:leaf=-0.00383549859,cover=0
- 106:leaf=-0.000491016021,cover=0
- 54:[Curv5<-0.0963523984] yes=107,no=108,missing=108,gain=3.60903406,cover=109230
- 107:leaf=0.000266740244,cover=0
- 108:leaf=0.0010350598,cover=0
- 28:[Ecc<0.889730632] yes=55,no=56,missing=55,gain=5.84203625,cover=703298
- 55:[PialCurv5<-0.151339546] yes=109,no=110,missing=110,gain=4.54465199,cover=23772
- 109:leaf=-0.00323900394,cover=0
- 110:leaf=0.000917340454,cover=0
- 56:[Ecc<3.16401935] yes=111,no=112,missing=111,gain=5.30702496,cover=679526
- 111:leaf=-0.000341152045,cover=0
- 112:leaf=5.85764028e-05,cover=0
- 14:[Ecc<21.3640327] yes=29,no=30,missing=30,gain=2.70028734,cover=3977
- 29:[Pol<86.0952454] yes=57,no=58,missing=57,gain=1.2460382,cover=2066
- 57:[Curv5<-0.0816265643] yes=113,no=114,missing=113,gain=0.739494085,cover=292
- 113:leaf=0.0019685498,cover=0
- 114:leaf=0.00771470694,cover=0
- 58:[Sulc0<-0.0172607526] yes=115,no=116,missing=115,gain=0.841840386,cover=1774
- 115:leaf=-0.000252045371,cover=0
- 116:leaf=0.0059242961,cover=0
- 30:[Area5<0.802302957] yes=59,no=60,missing=59,gain=3.04443645,cover=1911
- 59:[PialArea5<1.08444798] yes=117,no=118,missing=118,gain=3.13473415,cover=1597
- 117:leaf=0.00280464441,cover=0
- 118:leaf=0.00828029402,cover=0
- 60:[Pol<76.1517639] yes=119,no=120,missing=120,gain=1.57823277,cover=314
- 119:leaf=0.012157687,cover=0
- 120:leaf=-0.00235850294,cover=0
-booster[624]:
-0:[Ecc<1.15906882] yes=1,no=2,missing=1,gain=0.636742413,cover=5124388
- 1:[Pol<144.670364] yes=3,no=4,missing=4,gain=4.6815691,cover=363078
- 3:[Sulc0<0.00591620663] yes=7,no=8,missing=7,gain=4.45649862,cover=259830
- 7:[PialArea5<0.628734469] yes=15,no=16,missing=15,gain=5.17713261,cover=256660
- 15:[Ecc<0.783076942] yes=31,no=32,missing=31,gain=7.95231056,cover=30798
- 31:[Area5<0.666510165] yes=63,no=64,missing=64,gain=8.59270954,cover=19206
- 63:leaf=0.000790433027,cover=0
- 64:leaf=0.00347993826,cover=0
- 32:[Curv5<0.0168606453] yes=65,no=66,missing=65,gain=2.90715647,cover=11592
- 65:leaf=-0.00114307634,cover=0
- 66:leaf=0.000440442207,cover=0
- 16:[Area5<0.822840035] yes=33,no=34,missing=34,gain=3.49707794,cover=225862
- 33:[PialArea5<1.33957577] yes=67,no=68,missing=67,gain=3.46896863,cover=222856
- 67:leaf=-2.33222436e-05,cover=0
- 68:leaf=0.00110469002,cover=0
- 34:[LGI5<2.32613516] yes=69,no=70,missing=70,gain=3.83871746,cover=3006
- 69:leaf=0.00115446013,cover=0
- 70:leaf=-0.00282030157,cover=0
- 8:[LGI5<2.51629615] yes=17,no=18,missing=17,gain=8.37056637,cover=3170
- 17:[LGI5<2.40363431] yes=35,no=36,missing=36,gain=6.05765152,cover=2651
- 35:[PialCurv5<0.178517133] yes=71,no=72,missing=71,gain=2.77179241,cover=1652
- 71:leaf=-0.00374022499,cover=0
- 72:leaf=0.000491147337,cover=0
- 36:[PialCurv5<0.164156988] yes=73,no=74,missing=73,gain=1.8489399,cover=999
- 73:leaf=-0.00907834806,cover=0
- 74:leaf=-0.00449627778,cover=0
- 18:[Curv5<0.107059956] yes=37,no=38,missing=37,gain=4.17245483,cover=519
- 37:[MidArea5<0.781777322] yes=75,no=76,missing=75,gain=9.15023041,cover=216
- 75:leaf=0.012931508,cover=0
- 76:leaf=-0.0192775428,cover=0
- 38:[Area5<0.542713821] yes=77,no=78,missing=77,gain=0.888432741,cover=303
- 77:leaf=-0.0102735572,cover=0
- 78:leaf=0.000891891308,cover=0
- 4:[Curv5<-0.161761403] yes=9,no=10,missing=10,gain=3.37398386,cover=103248
- 9:[LGI5<2.48603988] yes=19,no=20,missing=19,gain=5.03883839,cover=20578
- 19:[Sulc0<-0.673217118] yes=39,no=40,missing=39,gain=3.52713966,cover=15639
- 39:[Area5<0.504816413] yes=79,no=80,missing=80,gain=3.20413136,cover=12586
- 79:leaf=-0.00100978697,cover=0
- 80:leaf=0.000700992765,cover=0
- 40:[LGI5<2.24172258] yes=81,no=82,missing=81,gain=3.68625498,cover=3053
- 81:leaf=-0.00679125637,cover=0
- 82:leaf=-0.001141913,cover=0
- 20:[PialCurv5<-0.103163145] yes=41,no=42,missing=41,gain=4.43395042,cover=4939
- 41:[Sulc0<-0.370474488] yes=83,no=84,missing=83,gain=3.3287406,cover=3801
- 83:leaf=0.000675543735,cover=0
- 84:leaf=0.0189813431,cover=0
- 42:[MidArea5<0.719939232] yes=85,no=86,missing=85,gain=2.64311504,cover=1138
- 85:leaf=0.00186939293,cover=0
- 86:leaf=0.00669329008,cover=0
- 10:[Sulc0<-0.776109517] yes=21,no=22,missing=21,gain=7.01012516,cover=82670
- 21:[Ecc<0.45941934] yes=43,no=44,missing=44,gain=7.34788895,cover=9064
- 43:[LGI5<2.13090348] yes=87,no=88,missing=87,gain=1.71439826,cover=3529
- 87:leaf=-0.00523277884,cover=0
- 88:leaf=0.000212598286,cover=0
- 44:[Area5<0.633885562] yes=89,no=90,missing=90,gain=8.41812515,cover=5535
- 89:leaf=-0.0016037256,cover=0
- 90:leaf=-0.00578636024,cover=0
- 22:[PialArea5<1.11947823] yes=45,no=46,missing=45,gain=4.37618494,cover=73606
- 45:[LGI5<2.78495932] yes=91,no=92,missing=92,gain=3.07150078,cover=72809
- 91:leaf=-0.000341163453,cover=0
- 92:leaf=-0.00402600178,cover=0
- 46:[LGI5<2.42065382] yes=93,no=94,missing=93,gain=2.46116042,cover=797
- 93:leaf=0.00107849506,cover=0
- 94:leaf=0.00674697338,cover=0
- 2:[LGI5<2.29093218] yes=5,no=6,missing=5,gain=1.43311203,cover=4761310
- 5:[Pol<77.5287857] yes=11,no=12,missing=11,gain=5.02799463,cover=213744
- 11:[Ecc<4.27275372] yes=23,no=24,missing=23,gain=3.73615122,cover=57190
- 23:[Sulc0<-0.426983118] yes=47,no=48,missing=48,gain=3.35925817,cover=50336
- 47:[PialCurv5<-0.0800075978] yes=95,no=96,missing=95,gain=2.49935198,cover=45771
- 95:leaf=-3.98686898e-05,cover=0
- 96:leaf=-0.000900292594,cover=0
- 48:[LGI5<2.19753051] yes=97,no=98,missing=98,gain=3.81651211,cover=4565
- 97:leaf=-0.00128652854,cover=0
- 98:leaf=0.00202207873,cover=0
- 24:[LGI5<2.13090348] yes=49,no=50,missing=49,gain=3.06052494,cover=6854
- 49:[Curv5<-0.331971258] yes=99,no=100,missing=100,gain=1.66078949,cover=458
- 99:leaf=0.00848531909,cover=0
- 100:leaf=-0.00595677737,cover=0
- 50:[Area5<0.735260904] yes=101,no=102,missing=101,gain=2.26843691,cover=6396
- 101:leaf=-0.00163751992,cover=0
- 102:leaf=0.000513082545,cover=0
- 12:[MidArea5<0.793646336] yes=25,no=26,missing=25,gain=4.6941576,cover=156554
- 25:[PialCurv5<-0.103163145] yes=51,no=52,missing=51,gain=3.57568693,cover=131479
- 51:[LGI5<2.13090348] yes=103,no=104,missing=104,gain=2.2985878,cover=27347
- 103:leaf=-0.00200427882,cover=0
- 104:leaf=-0.000223346084,cover=0
- 52:[Curv5<-0.20189926] yes=105,no=106,missing=105,gain=5.60906363,cover=104132
- 105:leaf=0.00253739185,cover=0
- 106:leaf=0.000232047736,cover=0
- 26:[PialCurv5<-0.159167215] yes=53,no=54,missing=53,gain=3.11114025,cover=25075
- 53:[Pol<152.827332] yes=107,no=108,missing=107,gain=3.64854288,cover=332
- 107:leaf=0.0114172408,cover=0
- 108:leaf=0.000904477958,cover=0
- 54:[Ecc<3.80337262] yes=109,no=110,missing=109,gain=2.98882484,cover=24743
- 109:leaf=0.00128547801,cover=0
- 110:leaf=0.00016198559,cover=0
- 6:[LGI5<2.31192279] yes=13,no=14,missing=13,gain=1.25125492,cover=4547566
- 13:[Pol<168.023468] yes=27,no=28,missing=28,gain=4.51612568,cover=59273
- 27:[Curv5<0.0655679703] yes=55,no=56,missing=55,gain=4.46735907,cover=55194
- 55:[PialArea5<0.502762914] yes=111,no=112,missing=111,gain=2.82035303,cover=40142
- 111:leaf=-0.00426417822,cover=0
- 112:leaf=-0.000575144368,cover=0
- 56:[PialCurv5<0.0400940292] yes=113,no=114,missing=114,gain=2.83640218,cover=15052
- 113:leaf=0.00434200466,cover=0
- 114:leaf=0.000267511845,cover=0
- 28:[Curv5<-0.121808149] yes=57,no=58,missing=58,gain=4.50657415,cover=4079
- 57:[MidArea5<0.838749886] yes=115,no=116,missing=115,gain=2.3971529,cover=2972
- 115:leaf=-0.000434637303,cover=0
- 116:leaf=0.00289361319,cover=0
- 58:[Area5<0.714116395] yes=117,no=118,missing=117,gain=3.19021082,cover=1107
- 117:leaf=0.00537220342,cover=0
- 118:leaf=-0.00154356705,cover=0
- 14:[LGI5<2.33061647] yes=29,no=30,missing=29,gain=1.26835251,cover=4488293
- 29:[Area5<0.613672853] yes=59,no=60,missing=60,gain=5.94425154,cover=60491
- 59:[Sulc0<0.143142253] yes=119,no=120,missing=119,gain=3.54692173,cover=22330
- 119:leaf=0.00104764663,cover=0
- 120:leaf=-0.00145290082,cover=0
- 60:[PialCurv5<-0.164281175] yes=121,no=122,missing=122,gain=2.99968338,cover=38161
- 121:leaf=0.00406258507,cover=0
- 122:leaf=-0.000196455381,cover=0
- 30:[Ecc<1.73852015] yes=61,no=62,missing=62,gain=1.40087068,cover=4427802
- 61:[Pol<68.1421661] yes=123,no=124,missing=123,gain=6.43508673,cover=154722
- 123:leaf=-0.000312364398,cover=0
- 124:leaf=0.000373160554,cover=0
- 62:[Ecc<3.03937531] yes=125,no=126,missing=125,gain=2.20525527,cover=4273080
- 125:leaf=-0.000129658132,cover=0
- 126:leaf=3.95621237e-06,cover=0
-booster[625]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=2,gain=0.611544371,cover=5124388
- 1:[Pol<166.64444] yes=3,no=4,missing=3,gain=3.8715291,cover=483456
- 3:[LGI5<2.90731096] yes=7,no=8,missing=8,gain=3.59919024,cover=425857
- 7:[Pol<67.3859482] yes=15,no=16,missing=15,gain=2.87431145,cover=425223
- 15:[PialCurv5<-0.0441194475] yes=31,no=32,missing=31,gain=3.87845349,cover=149633
- 31:[Curv5<-0.0860676765] yes=63,no=64,missing=63,gain=3.52485156,cover=124226
- 63:leaf=-0.000125104198,cover=0
- 64:leaf=0.00118232053,cover=0
- 32:[Area5<0.924216449] yes=65,no=66,missing=66,gain=2.75180674,cover=25407
- 65:leaf=-0.000698619115,cover=0
- 66:leaf=-0.00641930243,cover=0
- 16:[Pol<90.361351] yes=33,no=34,missing=33,gain=5.63671303,cover=275590
- 33:[Ecc<1.10530448] yes=67,no=68,missing=67,gain=10.4583969,cover=58057
- 67:leaf=2.20922848e-05,cover=0
- 68:leaf=0.00141939323,cover=0
- 34:[PialCurv5<0.00652291393] yes=69,no=70,missing=69,gain=5.91921997,cover=217533
- 69:leaf=0.000111071589,cover=0
- 70:leaf=-0.000516826869,cover=0
- 8:[MidArea5<0.780140936] yes=17,no=18,missing=18,gain=2.75547171,cover=634
- 17:[Sulc0<-0.487093836] yes=35,no=36,missing=35,gain=2.25444031,cover=410
- 35:[Area5<0.665633082] yes=71,no=72,missing=71,gain=0.857871175,cover=315
- 71:leaf=0.000307274662,cover=0
- 72:leaf=-0.00728993816,cover=0
- 36:[Pol<134.743088] yes=73,no=74,missing=74,gain=0.631063938,cover=95
- 73:leaf=0.010562514,cover=0
- 74:leaf=0.00148454623,cover=0
- 18:[Ecc<0.295587689] yes=37,no=38,missing=38,gain=0.352045536,cover=224
- 37:[Sulc0<-0.603582025] yes=75,no=76,missing=75,gain=0.00838777237,cover=11
- 75:leaf=-0.00181688461,cover=0
- 76:leaf=0.000743378943,cover=0
- 38:[PialArea5<1.17753279] yes=77,no=78,missing=77,gain=0.242833614,cover=213
- 77:leaf=0.00958232023,cover=0
- 78:leaf=0.00533761736,cover=0
- 4:[PialArea5<0.658944428] yes=9,no=10,missing=9,gain=3.74459696,cover=57599
- 9:[LGI5<2.21018219] yes=19,no=20,missing=19,gain=2.45402431,cover=22459
- 19:[LGI5<2.18291569] yes=39,no=40,missing=40,gain=4.15399742,cover=2100
- 39:[Area5<0.664770067] yes=79,no=80,missing=80,gain=3.2586813,cover=1272
- 79:leaf=-0.0015845981,cover=0
- 80:leaf=0.00421052938,cover=0
- 40:[Area5<0.551487505] yes=81,no=82,missing=82,gain=2.11315536,cover=828
- 81:leaf=-0.00145054597,cover=0
- 82:leaf=0.00552585209,cover=0
- 20:[Ecc<0.783076942] yes=41,no=42,missing=41,gain=2.44834137,cover=20359
- 41:[Sulc0<-0.338601172] yes=83,no=84,missing=83,gain=2.64982915,cover=13606
- 83:leaf=-0.00112019421,cover=0
- 84:leaf=0.000282088062,cover=0
- 42:[LGI5<2.26652193] yes=85,no=86,missing=86,gain=4.53968334,cover=6753
- 85:leaf=-0.00289834966,cover=0
- 86:leaf=0.00114631222,cover=0
- 10:[Ecc<0.295587689] yes=21,no=22,missing=22,gain=2.50256538,cover=35140
- 21:[Sulc0<-0.265099555] yes=43,no=44,missing=43,gain=2.87177706,cover=4219
- 43:[Curv5<0.0431617796] yes=87,no=88,missing=87,gain=1.38602495,cover=4119
- 87:leaf=0.000777628273,cover=0
- 88:leaf=-0.00379500887,cover=0
- 44:[PialCurv5<0.0932018384] yes=89,no=90,missing=89,gain=2.28680158,cover=100
- 89:leaf=-0.0133107407,cover=0
- 90:leaf=0.00254461332,cover=0
- 22:[LGI5<2.26652193] yes=45,no=46,missing=45,gain=2.95432091,cover=30921
- 45:[Area5<0.621834755] yes=91,no=92,missing=92,gain=3.83062935,cover=5131
- 91:leaf=-0.000877111859,cover=0
- 92:leaf=-0.00365680316,cover=0
- 46:[Sulc0<-0.614971876] yes=93,no=94,missing=93,gain=2.89653301,cover=25790
- 93:leaf=-0.00115656783,cover=0
- 94:leaf=-8.56004772e-05,cover=0
- 2:[Ecc<2.07756257] yes=5,no=6,missing=5,gain=2.17837453,cover=4640932
- 5:[Pol<148.336472] yes=11,no=12,missing=12,gain=5.14175606,cover=222963
- 11:[LGI5<2.99035311] yes=23,no=24,missing=23,gain=5.95917177,cover=189300
- 23:[Area5<0.745235085] yes=47,no=48,missing=47,gain=5.59932327,cover=189127
- 47:[LGI5<2.18291569] yes=95,no=96,missing=95,gain=4.39516068,cover=167341
- 95:leaf=0.00118334533,cover=0
- 96:leaf=-0.000103110171,cover=0
- 48:[PialArea5<1.11947823] yes=97,no=98,missing=98,gain=3.22292662,cover=21786
- 97:leaf=0.000443700759,cover=0
- 98:leaf=0.00183373317,cover=0
- 24:[Curv5<-0.121808149] yes=49,no=50,missing=50,gain=0.726420403,cover=173
- 49:[Pol<13.2006302] yes=99,no=100,missing=99,gain=0.262837291,cover=60
- 99:leaf=-0.00793491211,cover=0
- 100:leaf=0.00553815719,cover=0
- 50:[Sulc0<0.20153527] yes=101,no=102,missing=101,gain=0.176504612,cover=113
- 101:leaf=0.0123618012,cover=0
- 102:leaf=0.00529313833,cover=0
- 12:[PialCurv5<-0.0877386853] yes=25,no=26,missing=26,gain=10.6639614,cover=33663
- 25:[Curv5<-0.160152137] yes=51,no=52,missing=51,gain=2.27072334,cover=20308
- 51:[PialCurv5<-0.0948967114] yes=103,no=104,missing=103,gain=2.6027844,cover=16961
- 103:leaf=7.65733275e-05,cover=0
- 104:leaf=0.00257900148,cover=0
- 52:[Sulc0<-0.751221538] yes=105,no=106,missing=105,gain=4.02530527,cover=3347
- 105:leaf=-0.00271165208,cover=0
- 106:leaf=0.000783218013,cover=0
- 26:[Pol<169.412277] yes=53,no=54,missing=53,gain=4.96457672,cover=13355
- 53:[PialCurv5<0.0519027263] yes=107,no=108,missing=107,gain=3.4325676,cover=7128
- 107:leaf=0.00297808996,cover=0
- 108:leaf=-0.00204115896,cover=0
- 54:[PialArea5<0.624898493] yes=109,no=110,missing=110,gain=5.95598984,cover=6227
- 109:leaf=0.00417849142,cover=0
- 110:leaf=8.69317519e-05,cover=0
- 6:[Sulc0<-0.540693521] yes=13,no=14,missing=13,gain=1.2085439,cover=4417969
- 13:[Pol<168.023468] yes=27,no=28,missing=27,gain=7.465446,cover=1154060
- 27:[Pol<62.0115929] yes=55,no=56,missing=55,gain=10.2719765,cover=956441
- 55:[PialCurv5<-0.0472753309] yes=111,no=112,missing=111,gain=10.3516197,cover=574907
- 111:leaf=-1.52369967e-05,cover=0
- 112:leaf=0.00103389961,cover=0
- 56:[LGI5<2.8746686] yes=113,no=114,missing=114,gain=25.1626263,cover=381534
- 113:leaf=-0.00053218886,cover=0
- 114:leaf=0.000420820259,cover=0
- 28:[Ecc<7.95697832] yes=57,no=58,missing=58,gain=6.00564432,cover=197619
- 57:[PialCurv5<-0.0999256745] yes=115,no=116,missing=116,gain=19.3962059,cover=104057
- 115:leaf=5.04259551e-05,cover=0
- 116:leaf=0.00154313713,cover=0
- 58:[Curv5<-0.106344692] yes=117,no=118,missing=118,gain=14.9725866,cover=93562
- 117:leaf=0.000157862756,cover=0
- 118:leaf=-0.00191884674,cover=0
- 14:[LGI5<2.89660096] yes=29,no=30,missing=29,gain=3.29921269,cover=3263909
- 29:[Pol<136.792099] yes=59,no=60,missing=60,gain=8.73381805,cover=1701303
- 59:[Curv5<-0.183827445] yes=119,no=120,missing=119,gain=8.92057991,cover=1453975
- 119:leaf=0.000503285264,cover=0
- 120:leaf=-1.65198053e-05,cover=0
- 60:[Ecc<5.85121489] yes=121,no=122,missing=122,gain=26.1283836,cover=247328
- 121:leaf=-0.000437205861,cover=0
- 122:leaf=0.000677730364,cover=0
- 30:[Pol<155.757294] yes=61,no=62,missing=61,gain=3.21142483,cover=1562606
- 61:[Area5<0.646843374] yes=123,no=124,missing=123,gain=7.43048763,cover=1377185
- 123:leaf=0.000229881523,cover=0
- 124:leaf=-6.83191392e-05,cover=0
- 62:[LGI5<3.00812316] yes=125,no=126,missing=125,gain=8.04540443,cover=185421
- 125:leaf=-0.000871429511,cover=0
- 126:leaf=-6.40955768e-05,cover=0
-booster[626]:
-0:[Curv5<-0.0320370905] yes=1,no=2,missing=1,gain=0.602223873,cover=5124388
- 1:[PialCurv5<0.110155433] yes=3,no=4,missing=3,gain=3.8379159,cover=2845137
- 3:[Ecc<8.97079182] yes=7,no=8,missing=7,gain=3.33939505,cover=2843376
- 7:[LGI5<3.21041465] yes=15,no=16,missing=16,gain=7.44942904,cover=1816847
- 15:[Sulc0<-0.130613819] yes=31,no=32,missing=31,gain=3.92176127,cover=1781662
- 31:[Pol<176.970428] yes=63,no=64,missing=64,gain=3.86180449,cover=1681382
- 63:leaf=-3.74049814e-05,cover=0
- 64:leaf=0.000444108387,cover=0
- 32:[Pol<74.7525482] yes=65,no=66,missing=65,gain=34.7340317,cover=100280
- 65:leaf=-0.00202110619,cover=0
- 66:leaf=0.000170212399,cover=0
- 16:[Sulc0<-0.351394534] yes=33,no=34,missing=34,gain=8.54526138,cover=35185
- 33:[PialArea5<1.39628088] yes=67,no=68,missing=67,gain=4.49718094,cover=27290
- 67:leaf=-0.000501176983,cover=0
- 68:leaf=0.00253459043,cover=0
- 34:[LGI5<3.29043651] yes=69,no=70,missing=70,gain=5.19096947,cover=7895
- 69:leaf=-0.000825824332,cover=0
- 70:leaf=-0.00340015604,cover=0
- 8:[Pol<38.1036148] yes=17,no=18,missing=17,gain=5.76401424,cover=1026529
- 17:[Ecc<12.9325523] yes=35,no=36,missing=35,gain=10.1100874,cover=314995
- 35:[Area5<0.894858658] yes=71,no=72,missing=71,gain=2.00952959,cover=51398
- 71:leaf=0.000573986326,cover=0
- 72:leaf=-0.00124961103,cover=0
- 36:[PialCurv5<-0.0410871245] yes=73,no=74,missing=73,gain=9.55432892,cover=263597
- 73:leaf=-0.000141086435,cover=0
- 74:leaf=-0.00109659461,cover=0
- 18:[Pol<104.38549] yes=37,no=38,missing=37,gain=24.0191231,cover=711534
- 37:[Ecc<12.5441074] yes=75,no=76,missing=75,gain=73.2631607,cover=152476
- 75:leaf=-0.000829830475,cover=0
- 76:leaf=0.0014805462,cover=0
- 38:[Ecc<10.569519] yes=77,no=78,missing=77,gain=13.1332989,cover=559058
- 77:leaf=0.000589745992,cover=0
- 78:leaf=-0.000114279952,cover=0
- 4:[Pol<114.432869] yes=9,no=10,missing=9,gain=4.90011406,cover=1761
- 9:[LGI5<3.15084362] yes=19,no=20,missing=20,gain=3.98007202,cover=1035
- 19:[LGI5<2.31684756] yes=39,no=40,missing=39,gain=3.47863579,cover=686
- 39:[MidArea5<0.778519452] yes=79,no=80,missing=80,gain=2.59525871,cover=73
- 79:leaf=0.00787197705,cover=0
- 80:leaf=0.0320266001,cover=0
- 40:[Sulc0<-0.569364369] yes=81,no=82,missing=81,gain=1.89651942,cover=613
- 81:leaf=-0.00946103688,cover=0
- 82:leaf=0.00179990067,cover=0
- 20:[Pol<71.8249207] yes=41,no=42,missing=41,gain=4.40565968,cover=349
- 41:[Sulc0<-0.0172607526] yes=83,no=84,missing=83,gain=4.3862896,cover=149
- 83:leaf=0.00573054096,cover=0
- 84:leaf=0.0230405778,cover=0
- 42:[LGI5<3.26095963] yes=85,no=86,missing=85,gain=1.77414453,cover=200
- 85:leaf=0.0143980077,cover=0
- 86:leaf=0.00185165089,cover=0
- 10:[PialArea5<0.441150606] yes=21,no=22,missing=21,gain=2.90499926,cover=726
- 21:[Ecc<23.9349174] yes=43,no=44,missing=43,gain=0.680640936,cover=42
- 43:[MidArea5<0.439916283] yes=87,no=88,missing=87,gain=0.16107443,cover=17
- 87:leaf=0.00903273653,cover=0
- 88:leaf=-0.000444054051,cover=0
- 44:[Pol<116.093399] yes=89,no=90,missing=89,gain=0.261744976,cover=25
- 89:leaf=-0.00447763223,cover=0
- 90:leaf=0.0179192256,cover=0
- 22:[LGI5<2.30180311] yes=45,no=46,missing=46,gain=2.05284405,cover=684
- 45:[Ecc<0.406764686] yes=91,no=92,missing=91,gain=0.241754889,cover=35
- 91:leaf=-0.00128216983,cover=0
- 92:leaf=0.0114572216,cover=0
- 46:[Sulc0<-0.271910518] yes=93,no=94,missing=93,gain=1.0908432,cover=649
- 93:leaf=-0.00532483868,cover=0
- 94:leaf=-0.000890344032,cover=0
- 2:[PialCurv5<-0.00372259994] yes=5,no=6,missing=5,gain=9.00351143,cover=2279251
- 5:[PialArea5<0.761482477] yes=11,no=12,missing=12,gain=20.9810143,cover=150118
- 11:[Ecc<1.79549146] yes=23,no=24,missing=24,gain=6.75043869,cover=75712
- 23:[Pol<78.2110443] yes=47,no=48,missing=48,gain=7.85858822,cover=14537
- 47:[Ecc<0.836319208] yes=95,no=96,missing=95,gain=9.24046326,cover=2945
- 95:leaf=0.0013857173,cover=0
- 96:leaf=-0.00421873527,cover=0
- 48:[Area5<0.648839295] yes=97,no=98,missing=98,gain=6.3430891,cover=11592
- 97:leaf=0.000535135681,cover=0
- 98:leaf=0.00301661342,cover=0
- 24:[Sulc0<-0.217071146] yes=49,no=50,missing=50,gain=15.446413,cover=61175
- 49:[Ecc<7.18838644] yes=99,no=100,missing=99,gain=6.0985775,cover=20552
- 99:leaf=-0.000717145565,cover=0
- 100:leaf=-0.00244164187,cover=0
- 50:[Ecc<5.53207445] yes=101,no=102,missing=102,gain=9.84531975,cover=40623
- 101:leaf=-0.00158995262,cover=0
- 102:leaf=0.00049212802,cover=0
- 12:[Pol<172.695618] yes=25,no=26,missing=25,gain=10.4230328,cover=74406
- 25:[Curv5<-0.0156469513] yes=51,no=52,missing=51,gain=11.5997353,cover=69653
- 51:[PialCurv5<-0.019163372] yes=103,no=104,missing=103,gain=10.2926111,cover=39334
- 103:leaf=0.00139866804,cover=0
- 104:leaf=-0.000219109075,cover=0
- 52:[Sulc0<-0.210027173] yes=105,no=106,missing=105,gain=15.8587532,cover=30319
- 105:leaf=0.00052994088,cover=0
- 106:leaf=0.00284836907,cover=0
- 26:[LGI5<2.46931005] yes=53,no=54,missing=54,gain=7.15106297,cover=4753
- 53:[Ecc<7.08616447] yes=107,no=108,missing=107,gain=3.13665867,cover=719
- 107:leaf=0.00520712836,cover=0
- 108:leaf=-0.00243208813,cover=0
- 54:[PialCurv5<-0.138158455] yes=109,no=110,missing=110,gain=4.55543947,cover=4034
- 109:leaf=0.0456111915,cover=0
- 110:leaf=-0.00215305178,cover=0
- 6:[Curv5<0.000893599819] yes=13,no=14,missing=13,gain=4.65318537,cover=2129133
- 13:[Ecc<32.0879669] yes=27,no=28,missing=27,gain=12.2934589,cover=183119
- 27:[Area5<0.684738636] yes=55,no=56,missing=55,gain=5.79318905,cover=166630
- 55:[Pol<144.670364] yes=111,no=112,missing=111,gain=8.74123955,cover=69328
- 111:leaf=0.00049639435,cover=0
- 112:leaf=-0.00095303508,cover=0
- 56:[PialCurv5<0.0285326894] yes=113,no=114,missing=114,gain=10.1781282,cover=97302
- 113:leaf=-0.000791371742,cover=0
- 114:leaf=0.000249748846,cover=0
- 28:[Pol<111.846848] yes=57,no=58,missing=57,gain=10.3553839,cover=16489
- 57:[PialCurv5<0.0262785293] yes=115,no=116,missing=115,gain=3.38716507,cover=11032
- 115:leaf=-0.00289385836,cover=0
- 116:leaf=-0.000770619779,cover=0
- 58:[PialArea5<0.624898493] yes=117,no=118,missing=118,gain=2.22942996,cover=5457
- 117:leaf=-0.00275758212,cover=0
- 118:leaf=0.00057267549,cover=0
- 14:[PialCurv5<0.0193316489] yes=29,no=30,missing=29,gain=10.3490448,cover=1946014
- 29:[Ecc<27.7987404] yes=59,no=60,missing=60,gain=9.40885353,cover=67879
- 59:[PialArea5<0.739180207] yes=119,no=120,missing=119,gain=3.49519038,cover=56856
- 119:leaf=5.19503337e-05,cover=0
- 120:leaf=0.000857236912,cover=0
- 60:[Curv5<0.012354264] yes=121,no=122,missing=122,gain=6.78085327,cover=11023
- 121:leaf=0.000592810276,cover=0
- 122:leaf=0.00308466353,cover=0
- 30:[PialArea5<0.721636832] yes=61,no=62,missing=61,gain=5.352386,cover=1878135
- 61:[Area5<0.655598104] yes=123,no=124,missing=123,gain=8.93579674,cover=1594498
- 123:leaf=-0.000173215027,cover=0
- 124:leaf=9.83636492e-05,cover=0
- 62:[Ecc<7.79996967] yes=125,no=126,missing=125,gain=13.0823603,cover=283637
- 125:leaf=0.000208357582,cover=0
- 126:leaf=-0.000484482385,cover=0
-booster[627]:
-0:[PialArea5<0.900697351] yes=1,no=2,missing=1,gain=0.686975777,cover=5124388
- 1:[PialCurv5<-0.122305259] yes=3,no=4,missing=4,gain=2.08978891,cover=3428675
- 3:[Curv5<-0.215837389] yes=7,no=8,missing=7,gain=11.2242975,cover=375952
- 7:[Curv5<-0.310856104] yes=15,no=16,missing=15,gain=1.93595386,cover=304710
- 15:[Area5<0.771817088] yes=31,no=32,missing=31,gain=1.47475576,cover=68093
- 31:[LGI5<2.36851335] yes=63,no=64,missing=64,gain=0.956121922,cover=67853
- 63:leaf=-0.00034601707,cover=0
- 64:leaf=0.00027784094,cover=0
- 32:[Pol<113.913933] yes=65,no=66,missing=65,gain=1.21706951,cover=240
- 65:leaf=-0.00531645818,cover=0
- 66:leaf=0.00406711502,cover=0
- 16:[PialCurv5<-0.210138425] yes=33,no=34,missing=33,gain=3.51199937,cover=236617
- 33:[MidArea5<0.489716202] yes=67,no=68,missing=67,gain=1.67973042,cover=2101
- 67:leaf=-0.00359781319,cover=0
- 68:leaf=0.00229379884,cover=0
- 34:[Sulc0<0.0931760818] yes=69,no=70,missing=69,gain=2.72447109,cover=234516
- 69:leaf=-0.000105484847,cover=0
- 70:leaf=-0.00217967411,cover=0
- 8:[Area5<0.529385149] yes=17,no=18,missing=17,gain=4.68933582,cover=71242
- 17:[PialArea5<0.829066753] yes=35,no=36,missing=35,gain=2.50385952,cover=24436
- 35:[Ecc<1.15906882] yes=71,no=72,missing=71,gain=2.48736954,cover=18559
- 71:leaf=0.00102720631,cover=0
- 72:leaf=-0.000459738221,cover=0
- 36:[Pol<155.012512] yes=73,no=74,missing=73,gain=1.58136129,cover=5877
- 73:leaf=0.0015777651,cover=0
- 74:leaf=-0.000165306876,cover=0
- 18:[Ecc<0.513775289] yes=37,no=38,missing=37,gain=4.37669945,cover=46806
- 37:[Curv5<-0.172863677] yes=75,no=76,missing=76,gain=3.93163013,cover=1020
- 75:leaf=0.00207066792,cover=0
- 76:leaf=0.00873584393,cover=0
- 38:[LGI5<2.25958419] yes=77,no=78,missing=77,gain=6.09636879,cover=45786
- 77:leaf=-0.00176455476,cover=0
- 78:leaf=0.00100990199,cover=0
- 4:[Curv5<0.0100963581] yes=9,no=10,missing=9,gain=3.25367284,cover=3052723
- 9:[Area5<0.729573667] yes=19,no=20,missing=20,gain=8.63216782,cover=1174368
- 19:[Pol<63.605114] yes=39,no=40,missing=39,gain=6.25735426,cover=1029218
- 39:[Ecc<5.78819752] yes=79,no=80,missing=79,gain=20.8627186,cover=230793
- 79:leaf=0.000394695293,cover=0
- 80:leaf=-0.000610108604,cover=0
- 40:[Ecc<9.50052643] yes=81,no=82,missing=82,gain=13.0150366,cover=798425
- 81:leaf=-0.00010447931,cover=0
- 82:leaf=0.000339253602,cover=0
- 20:[Pol<57.0350037] yes=41,no=42,missing=42,gain=8.43817234,cover=145150
- 41:[Pol<19.2006226] yes=83,no=84,missing=84,gain=5.49637794,cover=27866
- 83:leaf=-0.000474258006,cover=0
- 84:leaf=0.00094290881,cover=0
- 42:[Pol<162.313202] yes=85,no=86,missing=85,gain=8.52123451,cover=117284
- 85:leaf=-0.00078701583,cover=0
- 86:leaf=0.000585526112,cover=0
- 10:[PialCurv5<0.0519027263] yes=21,no=22,missing=21,gain=8.32379818,cover=1878355
- 21:[Ecc<5.59685707] yes=43,no=44,missing=43,gain=8.11443138,cover=218538
- 43:[Area5<0.839165807] yes=87,no=88,missing=87,gain=6.82562017,cover=68941
- 87:leaf=-7.35900467e-05,cover=0
- 88:leaf=-0.00363587961,cover=0
- 44:[MidArea5<0.578370392] yes=89,no=90,missing=90,gain=10.6337242,cover=149597
- 89:leaf=-0.000564989983,cover=0
- 90:leaf=0.000676278898,cover=0
- 22:[PialArea5<0.632563293] yes=45,no=46,missing=45,gain=6.78116655,cover=1659817
- 45:[Area5<0.666510165] yes=91,no=92,missing=92,gain=7.73163414,cover=1287129
- 91:leaf=-0.000141765093,cover=0
- 92:leaf=0.000117643809,cover=0
- 46:[Ecc<7.03401423] yes=93,no=94,missing=93,gain=7.35064363,cover=372688
- 93:leaf=8.298795e-05,cover=0
- 94:leaf=-0.000379048754,cover=0
- 2:[PialCurv5<-0.0819871053] yes=5,no=6,missing=6,gain=3.17950416,cover=1695713
- 5:[Curv5<-0.112134233] yes=11,no=12,missing=11,gain=96.0297546,cover=1071376
- 11:[Sulc0<-0.383002371] yes=23,no=24,missing=23,gain=11.4076548,cover=1048169
- 23:[Curv5<-0.125495523] yes=47,no=48,missing=47,gain=8.03315163,cover=934683
- 47:[Area5<0.589787364] yes=95,no=96,missing=96,gain=5.66633701,cover=915507
- 95:leaf=0.000194792548,cover=0
- 96:leaf=-0.000121035955,cover=0
- 48:[PialCurv5<-0.0965851992] yes=97,no=98,missing=97,gain=17.2473106,cover=19176
- 97:leaf=0.00321421283,cover=0
- 98:leaf=-2.98867435e-05,cover=0
- 24:[Pol<112.874634] yes=49,no=50,missing=49,gain=6.62526131,cover=113486
- 49:[Pol<60.4070244] yes=99,no=100,missing=99,gain=8.71132565,cover=39309
- 99:leaf=-0.000470991916,cover=0
- 100:leaf=0.00125600828,cover=0
- 50:[Ecc<32.0879669] yes=101,no=102,missing=101,gain=7.29980659,cover=74177
- 101:leaf=-0.00121590041,cover=0
- 102:leaf=-0.000179145703,cover=0
- 12:[Area5<0.667375207] yes=25,no=26,missing=25,gain=10.2186432,cover=23207
- 25:[Curv5<-0.0179657843] yes=51,no=52,missing=52,gain=10.9781303,cover=6313
- 51:[Ecc<15.7955055] yes=103,no=104,missing=103,gain=6.63544607,cover=6271
- 103:leaf=0.00102720025,cover=0
- 104:leaf=0.00614477741,cover=0
- 52:[Pol<64.3762589] yes=105,no=106,missing=105,gain=3.93587303,cover=42
- 105:leaf=-0.03153494,cover=0
- 106:leaf=0.00513454108,cover=0
- 26:[Curv5<-0.0902613774] yes=53,no=54,missing=53,gain=8.22040558,cover=16894
- 53:[PialCurv5<-0.0914456472] yes=107,no=108,missing=108,gain=7.75534821,cover=11910
- 107:leaf=0.00460237963,cover=0
- 108:leaf=0.00201098318,cover=0
- 54:[Area5<0.924216449] yes=109,no=110,missing=109,gain=8.29001999,cover=4984
- 109:leaf=0.00591533352,cover=0
- 110:leaf=-0.00453260867,cover=0
- 6:[Curv5<-0.146701202] yes=13,no=14,missing=13,gain=44.590683,cover=624337
- 13:[Area5<0.651789546] yes=27,no=28,missing=28,gain=16.8127403,cover=76220
- 27:[LGI5<2.99035311] yes=55,no=56,missing=55,gain=6.72338343,cover=29722
- 55:[PialArea5<1.06921077] yes=111,no=112,missing=111,gain=4.29899311,cover=25563
- 111:leaf=0.000411116751,cover=0
- 112:leaf=-0.00104910496,cover=0
- 56:[Pol<52.7894325] yes=113,no=114,missing=113,gain=6.43876457,cover=4159
- 113:leaf=-0.000856510829,cover=0
- 114:leaf=0.00345648685,cover=0
- 28:[PialCurv5<-0.0656740367] yes=57,no=58,missing=58,gain=14.5189285,cover=46498
- 57:[Curv5<-0.158538193] yes=115,no=116,missing=115,gain=4.80863571,cover=33376
- 115:leaf=0.00174886535,cover=0
- 116:leaf=0.000506068987,cover=0
- 58:[Sulc0<-0.574995995] yes=117,no=118,missing=118,gain=9.38455582,cover=13122
- 117:leaf=0.00152275991,cover=0
- 118:leaf=0.00428600004,cover=0
- 14:[MidArea5<0.800518215] yes=29,no=30,missing=29,gain=7.64307308,cover=548117
- 29:[Area5<0.562355936] yes=59,no=60,missing=60,gain=8.29961205,cover=49435
- 59:[Ecc<4.07113361] yes=119,no=120,missing=120,gain=5.58109283,cover=5652
- 119:leaf=-0.000188480291,cover=0
- 120:leaf=-0.00357307377,cover=0
- 60:[Pol<68.895668] yes=121,no=122,missing=121,gain=4.77554703,cover=43783
- 121:leaf=8.55610415e-05,cover=0
- 122:leaf=0.00117438135,cover=0
- 30:[Curv5<-0.0461937301] yes=61,no=62,missing=61,gain=6.75220299,cover=498682
- 61:[PialCurv5<-0.0133872591] yes=123,no=124,missing=123,gain=15.210804,cover=348689
- 123:leaf=-0.000317399477,cover=0
- 124:leaf=0.000913561962,cover=0
- 62:[PialCurv5<-0.0280297659] yes=125,no=126,missing=125,gain=15.437973,cover=149993
- 125:leaf=0.00153187953,cover=0
- 126:leaf=-1.04333321e-05,cover=0
-booster[628]:
-0:[PialArea5<0.946096778] yes=1,no=2,missing=1,gain=0.655882537,cover=5124388
- 1:[Sulc0<-0.395407349] yes=3,no=4,missing=3,gain=1.43345809,cover=3752000
- 3:[PialCurv5<0.0262785293] yes=7,no=8,missing=8,gain=3.28362465,cover=1069444
- 7:[Pol<162.313202] yes=15,no=16,missing=16,gain=3.52926278,cover=1009336
- 15:[Ecc<4.94054604] yes=31,no=32,missing=31,gain=10.4661655,cover=806250
- 31:[Area5<0.750726104] yes=63,no=64,missing=63,gain=7.47781467,cover=426498
- 63:leaf=0.000119281198,cover=0
- 64:leaf=-0.00118226197,cover=0
- 32:[LGI5<2.68917012] yes=65,no=66,missing=66,gain=8.43518257,cover=379752
- 65:leaf=-0.000648983056,cover=0
- 66:leaf=-0.000127247578,cover=0
- 16:[Ecc<3.60812569] yes=33,no=34,missing=34,gain=7.10683107,cover=203086
- 33:[PialCurv5<-0.0693148375] yes=67,no=68,missing=67,gain=9.75852108,cover=70308
- 67:leaf=-0.000712257985,cover=0
- 68:leaf=0.000506224751,cover=0
- 34:[Curv5<-0.0530214235] yes=69,no=70,missing=69,gain=6.14548302,cover=132778
- 69:leaf=0.000467759324,cover=0
- 70:leaf=-0.00074284029,cover=0
- 8:[Pol<71.0996552] yes=17,no=18,missing=18,gain=11.7127514,cover=60108
- 17:[Area5<0.598585367] yes=35,no=36,missing=35,gain=6.77133036,cover=13284
- 35:[LGI5<2.61063838] yes=71,no=72,missing=72,gain=5.80569553,cover=1773
- 71:leaf=-0.000497748842,cover=0
- 72:leaf=-0.00749022374,cover=0
- 36:[Ecc<0.669936359] yes=73,no=74,missing=73,gain=5.66901875,cover=11511
- 73:leaf=-0.00197239849,cover=0
- 74:leaf=0.00170680939,cover=0
- 18:[PialArea5<0.498393416] yes=37,no=38,missing=38,gain=7.91207504,cover=46824
- 37:[LGI5<2.2730217] yes=75,no=76,missing=75,gain=4.0930891,cover=8157
- 75:leaf=-0.00130257395,cover=0
- 76:leaf=0.00127528666,cover=0
- 38:[PialArea5<0.750515759] yes=77,no=78,missing=77,gain=9.06659698,cover=38667
- 77:leaf=-0.00159001478,cover=0
- 78:leaf=8.10559068e-05,cover=0
- 4:[Curv5<-0.217408031] yes=9,no=10,missing=9,gain=2.06458092,cover=2682556
- 9:[Ecc<7.69572639] yes=19,no=20,missing=19,gain=4.72854805,cover=64059
- 19:[LGI5<2.73077893] yes=39,no=40,missing=39,gain=3.91666555,cover=15512
- 39:[Ecc<6.98131132] yes=79,no=80,missing=80,gain=4.76113415,cover=10671
- 79:leaf=0.00105865789,cover=0
- 80:leaf=0.00370727037,cover=0
- 40:[MidArea5<0.786720097] yes=81,no=82,missing=81,gain=2.53317094,cover=4841
- 81:leaf=-0.000412131572,cover=0
- 82:leaf=0.00451225601,cover=0
- 20:[PialCurv5<-0.151339546] yes=41,no=42,missing=41,gain=3.84506035,cover=48547
- 41:[Pol<42.7478409] yes=83,no=84,missing=84,gain=3.73282361,cover=15233
- 83:leaf=0.00153946655,cover=0
- 84:leaf=-0.000896442216,cover=0
- 42:[Sulc0<0.151281953] yes=85,no=86,missing=85,gain=5.58848476,cover=33314
- 85:leaf=0.000534499472,cover=0
- 86:leaf=-0.00189171766,cover=0
- 10:[PialCurv5<-0.111886919] yes=21,no=22,missing=21,gain=2.17331052,cover=2618497
- 21:[Pol<26.4235344] yes=43,no=44,missing=43,gain=6.19060898,cover=31124
- 43:[LGI5<3.00812316] yes=87,no=88,missing=87,gain=1.85514212,cover=1475
- 87:leaf=0.00150909857,cover=0
- 88:leaf=0.00509917364,cover=0
- 44:[MidArea5<0.661389112] yes=89,no=90,missing=90,gain=3.17760539,cover=29649
- 89:leaf=-0.000526076299,cover=0
- 90:leaf=0.000600721047,cover=0
- 22:[Curv5<-0.0773924068] yes=45,no=46,missing=45,gain=3.62392926,cover=2587373
- 45:[PialCurv5<-0.0280297659] yes=91,no=92,missing=91,gain=24.2571735,cover=281161
- 91:leaf=-0.000375793636,cover=0
- 92:leaf=0.000889006536,cover=0
- 46:[PialCurv5<-0.0501225069] yes=93,no=94,missing=93,gain=44.3203773,cover=2306212
- 93:leaf=0.00166947022,cover=0
- 94:leaf=-1.15788234e-05,cover=0
- 2:[Ecc<0.353712648] yes=5,no=6,missing=6,gain=1.69136727,cover=1372388
- 5:[LGI5<2.78495932] yes=11,no=12,missing=11,gain=3.38085294,cover=16717
- 11:[PialCurv5<-0.0940372422] yes=23,no=24,missing=23,gain=2.78991938,cover=16605
- 23:[Pol<64.3762589] yes=47,no=48,missing=48,gain=2.64874363,cover=8300
- 47:[Area5<0.778322995] yes=95,no=96,missing=95,gain=1.76478624,cover=4112
- 95:leaf=-0.000420421798,cover=0
- 96:leaf=0.0071255751,cover=0
- 48:[Pol<141.801834] yes=97,no=98,missing=97,gain=1.93029976,cover=4188
- 97:leaf=-0.00291268993,cover=0
- 98:leaf=-0.000707197003,cover=0
- 24:[LGI5<2.37589788] yes=49,no=50,missing=49,gain=3.77810431,cover=8305
- 49:[Sulc0<-0.661663771] yes=99,no=100,missing=99,gain=5.12434721,cover=4603
- 99:leaf=-4.12342888e-05,cover=0
- 100:leaf=-0.00433277804,cover=0
- 50:[Curv5<-0.136312515] yes=101,no=102,missing=101,gain=2.90499997,cover=3702
- 101:leaf=0.00306161679,cover=0
- 102:leaf=0.000189508821,cover=0
- 12:[PialArea5<1.1133045] yes=25,no=26,missing=25,gain=2.67305303,cover=112
- 25:[Ecc<0.221054599] yes=51,no=52,missing=51,gain=0.522902131,cover=71
- 51:[MidArea5<0.847394943] yes=103,no=104,missing=103,gain=0.948769152,cover=7
- 103:leaf=-0.00239145523,cover=0
- 104:leaf=0.0315003321,cover=0
- 52:[Sulc0<-0.655889988] yes=105,no=106,missing=106,gain=0.161661252,cover=64
- 105:leaf=-0.000310355943,cover=0
- 106:leaf=0.00690459833,cover=0
- 26:[Ecc<0.221054599] yes=53,no=54,missing=53,gain=0.359780312,cover=41
- 53:leaf=0.0246522781,cover=0
- 54:[PialCurv5<-0.145424455] yes=107,no=108,missing=107,gain=0.117523193,cover=26
- 107:leaf=-0.00167691114,cover=0
- 108:leaf=0.0142799141,cover=0
- 6:[Ecc<0.783076942] yes=13,no=14,missing=13,gain=1.47132003,cover=1355671
- 13:[Curv5<0.0386843979] yes=27,no=28,missing=28,gain=2.99575114,cover=49497
- 27:[LGI5<2.36078882] yes=55,no=56,missing=55,gain=2.97326779,cover=49421
- 55:[PialArea5<1.31770575] yes=109,no=110,missing=109,gain=3.12354732,cover=21926
- 109:leaf=-0.000346398534,cover=0
- 110:leaf=0.00163350441,cover=0
- 56:[Area5<0.645846248] yes=111,no=112,missing=111,gain=6.53770876,cover=27495
- 111:leaf=0.00130874605,cover=0
- 112:leaf=-0.000247027783,cover=0
- 28:[Pol<33.3267784] yes=57,no=58,missing=57,gain=2.61977577,cover=76
- 57:[Area5<0.67507118] yes=113,no=114,missing=114,gain=1.89696789,cover=14
- 113:leaf=-0.000427609688,cover=0
- 114:leaf=0.0396750942,cover=0
- 58:[Sulc0<-0.195981219] yes=115,no=116,missing=115,gain=0.807863414,cover=62
- 115:leaf=0.00133977958,cover=0
- 116:leaf=0.0132548409,cover=0
- 14:[Curv5<-0.0156469513] yes=29,no=30,missing=29,gain=1.44300234,cover=1306174
- 29:[PialCurv5<0.0128733069] yes=59,no=60,missing=59,gain=3.43140817,cover=1260922
- 59:[Area5<0.802302957] yes=117,no=118,missing=117,gain=2.21696234,cover=1246158
- 117:leaf=3.33952339e-05,cover=0
- 118:leaf=-0.000159758565,cover=0
- 60:[Area5<0.68633163] yes=119,no=120,missing=120,gain=10.9659405,cover=14764
- 119:leaf=-0.00257861498,cover=0
- 120:leaf=0.00132725865,cover=0
- 30:[PialCurv5<0.000298873958] yes=61,no=62,missing=61,gain=22.3775215,cover=45252
- 61:[Area5<0.987501919] yes=121,no=122,missing=122,gain=5.93914604,cover=8451
- 121:leaf=0.00287309266,cover=0
- 122:leaf=-0.00439789193,cover=0
- 62:[Area5<0.680766582] yes=123,no=124,missing=123,gain=6.96799755,cover=36801
- 123:leaf=-0.00443594111,cover=0
- 124:leaf=-0.000117283525,cover=0
-booster[629]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=0.643256128,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=3,gain=2.56612515,cover=60049
- 3:[PialCurv5<-0.0209923834] yes=7,no=8,missing=7,gain=2.8773427,cover=19947
- 7:[Curv5<0.00319097727] yes=15,no=16,missing=15,gain=1.97254753,cover=17413
- 15:[Sulc0<0.0689564943] yes=31,no=32,missing=32,gain=1.25325894,cover=17314
- 31:[LGI5<3.15728688] yes=61,no=62,missing=61,gain=0.927934527,cover=17307
- 61:leaf=7.883119e-06,cover=0
- 62:leaf=-0.00131271861,cover=0
- 32:[Curv5<-0.163374811] yes=63,no=64,missing=64,gain=0.257612109,cover=7
- 63:leaf=0.00199363241,cover=0
- 64:leaf=-0.0233096089,cover=0
- 16:[Ecc<6.92728615] yes=33,no=34,missing=33,gain=2.58824873,cover=99
- 33:[Area5<0.808195949] yes=65,no=66,missing=65,gain=1.8421216,cover=40
- 65:leaf=0.0196803417,cover=0
- 66:leaf=-0.0170166511,cover=0
- 34:[LGI5<2.70478106] yes=67,no=68,missing=67,gain=1.13110614,cover=59
- 67:leaf=-0.0161483902,cover=0
- 68:leaf=0.00305011356,cover=0
- 8:[Area5<0.573932528] yes=17,no=18,missing=17,gain=1.62532973,cover=2534
- 17:[Ecc<1.51801682] yes=35,no=36,missing=35,gain=0.715539455,cover=62
- 35:[Sulc0<-0.626357138] yes=69,no=70,missing=69,gain=0.456543028,cover=12
- 69:leaf=0.0152957914,cover=0
- 70:leaf=-0.00470074778,cover=0
- 36:[Ecc<7.79996967] yes=71,no=72,missing=71,gain=0.354213238,cover=50
- 71:leaf=-0.00890730694,cover=0
- 72:leaf=-0.0182903502,cover=0
- 18:[Sulc0<-0.137935251] yes=37,no=38,missing=37,gain=1.23461699,cover=2472
- 37:[PialCurv5<0.128475845] yes=73,no=74,missing=74,gain=1.02961433,cover=2014
- 73:leaf=-0.000777898997,cover=0
- 74:leaf=-0.00469289813,cover=0
- 38:[Curv5<-0.0366821773] yes=75,no=76,missing=75,gain=1.09738922,cover=458
- 75:leaf=0.0022604533,cover=0
- 76:leaf=-0.00496135186,cover=0
- 4:[MidArea5<0.603350997] yes=9,no=10,missing=9,gain=1.74629331,cover=40102
- 9:[LGI5<2.44958925] yes=19,no=20,missing=20,gain=1.62716007,cover=1576
- 19:leaf=-0.0182102043,cover=0
- 20:[LGI5<2.60212255] yes=39,no=40,missing=39,gain=2.57843566,cover=1563
- 39:[Sulc0<-0.25164336] yes=77,no=78,missing=78,gain=0.605820417,cover=16
- 77:leaf=0.00462761847,cover=0
- 78:leaf=0.0253123734,cover=0
- 40:[LGI5<2.73607373] yes=79,no=80,missing=80,gain=1.03335965,cover=1547
- 79:leaf=0.00375787541,cover=0
- 80:leaf=-0.00162629399,cover=0
- 10:[LGI5<3.38720298] yes=21,no=22,missing=21,gain=1.44918442,cover=38526
- 21:[PialArea5<1.06921077] yes=41,no=42,missing=41,gain=1.23609638,cover=32140
- 41:[LGI5<3.34776258] yes=81,no=82,missing=81,gain=1.23599577,cover=22996
- 81:leaf=0.00071620493,cover=0
- 82:leaf=0.00256206212,cover=0
- 42:[Sulc0<-0.258417875] yes=83,no=84,missing=83,gain=1.39590406,cover=9144
- 83:leaf=0.000304394431,cover=0
- 84:leaf=-0.00180758443,cover=0
- 22:[PialCurv5<0.426807076] yes=43,no=44,missing=44,gain=1.35698187,cover=6386
- 43:[PialCurv5<-0.181738108] yes=85,no=86,missing=85,gain=0.999326706,cover=6383
- 85:leaf=0.00419872953,cover=0
- 86:leaf=-0.000334176992,cover=0
- 44:leaf=0.0288855527,cover=0
- 2:[Curv5<-0.0320370905] yes=5,no=6,missing=5,gain=0.728420973,cover=5064339
- 5:[PialCurv5<0.110155433] yes=11,no=12,missing=11,gain=3.47369146,cover=2792926
- 11:[PialArea5<0.609252691] yes=23,no=24,missing=23,gain=3.55134153,cover=2791178
- 23:[Pol<124.735107] yes=45,no=46,missing=45,gain=5.22045374,cover=75359
- 45:[Area5<0.66211915] yes=87,no=88,missing=88,gain=4.88305187,cover=50661
- 87:leaf=-0.000465365738,cover=0
- 88:leaf=-0.00195786427,cover=0
- 46:[Area5<0.615061462] yes=89,no=90,missing=89,gain=6.16173744,cover=24698
- 89:leaf=-0.000194794513,cover=0
- 90:leaf=0.00168131187,cover=0
- 24:[MidArea5<0.48507002] yes=47,no=48,missing=48,gain=4.48928022,cover=2715819
- 47:[MidArea5<0.474339783] yes=91,no=92,missing=91,gain=0.750009537,cover=590
- 91:leaf=0.00688128266,cover=0
- 92:leaf=0.00308059808,cover=0
- 48:[PialCurv5<0.00860458333] yes=93,no=94,missing=93,gain=4.01733541,cover=2715229
- 93:leaf=-2.17690522e-05,cover=0
- 94:leaf=0.000365621265,cover=0
- 12:[Pol<114.432869] yes=25,no=26,missing=26,gain=4.48653412,cover=1748
- 25:[LGI5<3.15084362] yes=49,no=50,missing=49,gain=3.37527037,cover=1022
- 49:[LGI5<2.31684756] yes=95,no=96,missing=95,gain=3.12562418,cover=675
- 95:leaf=0.0121238604,cover=0
- 96:leaf=0.00110003189,cover=0
- 50:[Sulc0<0.383163035] yes=97,no=98,missing=97,gain=3.97353172,cover=347
- 97:leaf=0.012545784,cover=0
- 98:leaf=0.0015377088,cover=0
- 26:[PialArea5<0.441150606] yes=51,no=52,missing=52,gain=2.64131808,cover=726
- 51:[Ecc<23.9349174] yes=99,no=100,missing=99,gain=0.616446733,cover=42
- 99:leaf=0.0035790687,cover=0
- 100:leaf=0.0160878599,cover=0
- 52:[LGI5<2.30180311] yes=101,no=102,missing=102,gain=1.86967921,cover=684
- 101:leaf=0.00954675488,cover=0
- 102:leaf=-0.00216222671,cover=0
- 6:[PialCurv5<-0.00372259994] yes=13,no=14,missing=13,gain=7.80930901,cover=2271413
- 13:[PialArea5<0.669517875] yes=27,no=28,missing=28,gain=20.1644096,cover=148431
- 27:[Ecc<2.42687178] yes=53,no=54,missing=53,gain=7.75845528,cover=45771
- 53:[Pol<78.8803177] yes=103,no=104,missing=103,gain=10.5266562,cover=11410
- 103:leaf=-0.00244549848,cover=0
- 104:leaf=0.00137720024,cover=0
- 54:[Sulc0<-0.217071146] yes=105,no=106,missing=105,gain=13.5108089,cover=34361
- 105:leaf=-0.00244074315,cover=0
- 106:leaf=-0.000249081029,cover=0
- 28:[Sulc0<-0.210027173] yes=55,no=56,missing=55,gain=11.2816353,cover=102660
- 55:[Ecc<8.29616165] yes=107,no=108,missing=107,gain=15.4038019,cover=46100
- 107:leaf=0.000722438563,cover=0
- 108:leaf=-0.00135674642,cover=0
- 56:[Pol<113.913933] yes=109,no=110,missing=109,gain=12.846756,cover=56560
- 109:leaf=0.00179771148,cover=0
- 110:leaf=0.000228204808,cover=0
- 14:[Ecc<40.3354568] yes=29,no=30,missing=29,gain=4.58745003,cover=2122982
- 29:[Area5<0.746306419] yes=57,no=58,missing=57,gain=4.1005373,cover=2011210
- 57:[Ecc<17.0169544] yes=111,no=112,missing=111,gain=6.15601063,cover=1546525
- 111:leaf=2.63080419e-05,cover=0
- 112:leaf=-0.000213134554,cover=0
- 58:[Pol<56.1920547] yes=113,no=114,missing=113,gain=10.9015532,cover=464685
- 113:leaf=0.000893860764,cover=0
- 114:leaf=6.41381775e-05,cover=0
- 30:[Pol<133.406311] yes=59,no=60,missing=59,gain=12.2303047,cover=111772
- 59:[Curv5<0.012354264] yes=115,no=116,missing=115,gain=8.96632957,cover=105556
- 115:leaf=-0.00182091747,cover=0
- 116:leaf=-0.000289870484,cover=0
- 60:[Sulc0<0.636906147] yes=117,no=118,missing=117,gain=4.53539848,cover=6216
- 117:leaf=0.00254180143,cover=0
- 118:leaf=-0.000752742111,cover=0
-booster[630]:
-0:[PialArea5<0.324585885] yes=1,no=2,missing=2,gain=0.645615101,cover=5124388
- 1:[Curv5<0.0736173838] yes=3,no=4,missing=4,gain=0.7803303,cover=160410
- 3:[Sulc0<0.281104684] yes=7,no=8,missing=7,gain=0.758553207,cover=1843
- 7:[Sulc0<0.0372688323] yes=15,no=16,missing=15,gain=1.14322686,cover=617
- 15:[Sulc0<-0.325671464] yes=31,no=32,missing=31,gain=0.310872734,cover=451
- 31:[PialCurv5<0.0616685152] yes=63,no=64,missing=64,gain=0.863384664,cover=261
- 63:leaf=-0.000504962343,cover=0
- 64:leaf=-0.00775709329,cover=0
- 32:[Ecc<5.27515984] yes=65,no=66,missing=65,gain=0.624516368,cover=190
- 65:leaf=0.0044964035,cover=0
- 66:leaf=-0.00142927805,cover=0
- 16:[Curv5<-0.0686563179] yes=33,no=34,missing=33,gain=1.53188086,cover=166
- 33:[Area5<0.4695113] yes=67,no=68,missing=68,gain=0.340613216,cover=102
- 67:leaf=0.00256809755,cover=0
- 68:leaf=-0.00326378271,cover=0
- 34:[LGI5<3.12489319] yes=69,no=70,missing=69,gain=1.3458209,cover=64
- 69:leaf=0.0143229803,cover=0
- 70:leaf=-0.00194342958,cover=0
- 8:[Curv5<-0.0708468556] yes=17,no=18,missing=17,gain=0.968077302,cover=1226
- 17:[PialCurv5<-0.0607835948] yes=35,no=36,missing=36,gain=0.978593588,cover=131
- 35:[Ecc<20.0856266] yes=71,no=72,missing=71,gain=0.0860893726,cover=50
- 71:leaf=-0.00515706418,cover=0
- 72:leaf=-0.00099938584,cover=0
- 36:[Ecc<9.27846909] yes=73,no=74,missing=74,gain=0.284552932,cover=81
- 73:leaf=-0.00612331508,cover=0
- 74:leaf=0.00646265363,cover=0
- 18:[Pol<115.563423] yes=37,no=38,missing=37,gain=1.70596242,cover=1095
- 37:[Curv5<0.0452247933] yes=75,no=76,missing=75,gain=0.795776606,cover=1051
- 75:leaf=-0.00345058786,cover=0
- 76:leaf=-0.000625783054,cover=0
- 38:[LGI5<2.71502113] yes=77,no=78,missing=77,gain=0.670943737,cover=44
- 77:leaf=-0.0241325833,cover=0
- 78:leaf=-0.00831809361,cover=0
- 4:[Curv5<0.126145482] yes=9,no=10,missing=10,gain=1.02907014,cover=158567
- 9:[Ecc<11.0302963] yes=19,no=20,missing=19,gain=1.26916873,cover=10491
- 19:[Ecc<7.64592981] yes=39,no=40,missing=39,gain=2.0941503,cover=3087
- 39:[Ecc<7.03401423] yes=79,no=80,missing=80,gain=2.56627679,cover=1670
- 79:leaf=4.6412777e-05,cover=0
- 80:leaf=0.00524882739,cover=0
- 40:[MidArea5<0.48507002] yes=81,no=82,missing=82,gain=3.09509301,cover=1417
- 81:leaf=-0.00348598952,cover=0
- 82:leaf=0.00133677782,cover=0
- 20:[Pol<99.0100403] yes=41,no=42,missing=42,gain=2.72889328,cover=7404
- 41:[LGI5<2.42399812] yes=83,no=84,missing=83,gain=1.06562948,cover=4841
- 83:leaf=-0.00948056206,cover=0
- 84:leaf=0.000302123313,cover=0
- 42:[Ecc<27.327179] yes=85,no=86,missing=85,gain=5.01942301,cover=2563
- 85:leaf=0.00359495659,cover=0
- 86:leaf=-0.00141010003,cover=0
- 10:[Area5<0.767325044] yes=21,no=22,missing=21,gain=0.879361272,cover=148076
- 21:[Sulc0<-0.510775328] yes=43,no=44,missing=43,gain=0.746845365,cover=144292
- 43:[PialCurv5<0.0824522972] yes=87,no=88,missing=87,gain=0.827063024,cover=124
- 87:leaf=-0.00854666345,cover=0
- 88:leaf=-0.000312311779,cover=0
- 44:[PialCurv5<0.0720715299] yes=89,no=90,missing=89,gain=0.882317185,cover=144168
- 89:leaf=0.00106826506,cover=0
- 90:leaf=4.51528977e-05,cover=0
- 22:[Ecc<39.5502243] yes=45,no=46,missing=45,gain=1.01845932,cover=3784
- 45:[PialCurv5<0.297166049] yes=91,no=92,missing=91,gain=0.95397675,cover=3231
- 91:leaf=0.00280082109,cover=0
- 92:leaf=0.000715969771,cover=0
- 46:[Curv5<0.22365725] yes=93,no=94,missing=93,gain=0.936678112,cover=553
- 93:leaf=-0.000325484871,cover=0
- 94:leaf=-0.00626943586,cover=0
- 2:[Curv5<0.110890195] yes=5,no=6,missing=6,gain=0.913566351,cover=4963978
- 5:[Sulc0<0.676033437] yes=11,no=12,missing=11,gain=3.60141301,cover=4188640
- 11:[MidArea5<0.474339783] yes=23,no=24,missing=24,gain=2.09585476,cover=4080737
- 23:[PialArea5<0.605248392] yes=47,no=48,missing=47,gain=3.30132484,cover=14324
- 47:[Ecc<22.8050022] yes=95,no=96,missing=95,gain=2.22833967,cover=14082
- 95:leaf=0.000305649679,cover=0
- 96:leaf=0.00251243077,cover=0
- 48:[Pol<54.5053368] yes=97,no=98,missing=97,gain=0.467495918,cover=242
- 97:leaf=0.000408542779,cover=0
- 98:leaf=0.00718794717,cover=0
- 24:[MidArea5<0.559431195] yes=49,no=50,missing=49,gain=2.68873525,cover=4066413
- 49:[LGI5<2.22170687] yes=99,no=100,missing=99,gain=3.77621436,cover=144349
- 99:leaf=0.000894290511,cover=0
- 100:leaf=-0.00027447482,cover=0
- 50:[PialArea5<0.546516836] yes=101,no=102,missing=102,gain=2.042027,cover=3922064
- 101:leaf=0.00019766773,cover=0
- 102:leaf=-2.54838278e-06,cover=0
- 12:[Ecc<46.7494621] yes=25,no=26,missing=25,gain=4.87987232,cover=107903
- 25:[Area5<0.595263004] yes=51,no=52,missing=52,gain=4.36397886,cover=99379
- 51:[Sulc0<0.812575758] yes=103,no=104,missing=103,gain=3.95017743,cover=3186
- 103:leaf=6.38287092e-05,cover=0
- 104:leaf=-0.00350400107,cover=0
- 52:[PialCurv5<0.216171265] yes=105,no=106,missing=105,gain=4.07632351,cover=96193
- 105:leaf=0.000589261937,cover=0
- 106:leaf=-0.000310458185,cover=0
- 26:[PialArea5<0.613238215] yes=53,no=54,missing=53,gain=2.6398437,cover=8524
- 53:[Sulc0<0.995960534] yes=107,no=108,missing=108,gain=2.38561869,cover=4771
- 107:leaf=-0.00231798622,cover=0
- 108:leaf=0.000198418376,cover=0
- 54:[Curv5<-0.0773924068] yes=109,no=110,missing=109,gain=1.96935618,cover=3753
- 109:leaf=-0.0064255977,cover=0
- 110:leaf=0.000335033983,cover=0
- 6:[Ecc<11.0302963] yes=13,no=14,missing=14,gain=3.36596727,cover=775338
- 13:[Sulc0<0.717745602] yes=27,no=28,missing=27,gain=4.70589876,cover=478181
- 27:[LGI5<2.69470191] yes=55,no=56,missing=55,gain=6.18451166,cover=421130
- 55:[Ecc<1.15906882] yes=111,no=112,missing=111,gain=3.36355567,cover=319303
- 111:leaf=-0.000663378218,cover=0
- 112:leaf=1.9634228e-05,cover=0
- 56:[Sulc0<-0.298712492] yes=113,no=114,missing=114,gain=5.45697784,cover=101827
- 113:leaf=0.00305880746,cover=0
- 114:leaf=0.000375223201,cover=0
- 28:[Area5<0.629274011] yes=57,no=58,missing=57,gain=5.37528038,cover=57051
- 57:[Ecc<2.48523927] yes=115,no=116,missing=116,gain=4.08679962,cover=2719
- 115:leaf=-0.0165838562,cover=0
- 116:leaf=0.00197602436,cover=0
- 58:[LGI5<2.25075769] yes=117,no=118,missing=117,gain=2.44031,cover=54332
- 117:leaf=0.00661683222,cover=0
- 118:leaf=-0.000521407463,cover=0
- 14:[Ecc<25.5461979] yes=29,no=30,missing=29,gain=4.05934811,cover=297157
- 29:[Pol<112.874634] yes=59,no=60,missing=59,gain=5.40140915,cover=179814
- 59:[Pol<78.8803177] yes=119,no=120,missing=120,gain=4.05784702,cover=109047
- 119:leaf=0.000192260341,cover=0
- 120:leaf=-0.000679690682,cover=0
- 60:[MidArea5<0.670836151] yes=121,no=122,missing=121,gain=4.29228687,cover=70767
- 121:leaf=0.000144966427,cover=0
- 122:leaf=-0.00108304864,cover=0
- 30:[Sulc0<0.29007864] yes=61,no=62,missing=61,gain=6.69304419,cover=117343
- 61:[Pol<15.1533136] yes=123,no=124,missing=124,gain=5.18473577,cover=2993
- 123:leaf=0.0123469345,cover=0
- 124:leaf=0.00194221514,cover=0
- 62:[Pol<87.3220139] yes=125,no=126,missing=125,gain=5.21140766,cover=114350
- 125:leaf=-0.000347084919,cover=0
- 126:leaf=0.000328189315,cover=0
-booster[631]:
-0:[PialArea5<0.418112278] yes=1,no=2,missing=2,gain=0.651278138,cover=5124388
- 1:[Pol<68.895668] yes=3,no=4,missing=4,gain=1.97325897,cover=523489
- 3:[LGI5<3.55025291] yes=7,no=8,missing=7,gain=4.06688881,cover=16805
- 7:[LGI5<2.48603988] yes=15,no=16,missing=15,gain=1.7094357,cover=14603
- 15:[Area5<0.613672853] yes=31,no=32,missing=32,gain=3.12384534,cover=1190
- 31:[LGI5<2.46931005] yes=63,no=64,missing=63,gain=2.38144255,cover=494
- 63:leaf=0.00274057663,cover=0
- 64:leaf=-0.00820889696,cover=0
- 32:[Curv5<0.0473068655] yes=65,no=66,missing=65,gain=3.19388056,cover=696
- 65:leaf=-0.0167331751,cover=0
- 66:leaf=-0.00280446629,cover=0
- 16:[LGI5<2.53428411] yes=33,no=34,missing=33,gain=2.70022202,cover=13413
- 33:[Ecc<6.92728615] yes=67,no=68,missing=67,gain=1.69607449,cover=211
- 67:leaf=0.00905012712,cover=0
- 68:leaf=-0.00059975445,cover=0
- 34:[Ecc<34.5416374] yes=69,no=70,missing=69,gain=1.861902,cover=13202
- 69:leaf=0.00109747518,cover=0
- 70:leaf=-0.000119824777,cover=0
- 8:[Ecc<37.2796402] yes=17,no=18,missing=17,gain=6.65212822,cover=2202
- 17:[LGI5<3.84897733] yes=35,no=36,missing=35,gain=6.19070816,cover=1100
- 35:[Ecc<23.5513935] yes=71,no=72,missing=72,gain=3.45749092,cover=765
- 71:leaf=0.0017666705,cover=0
- 72:leaf=0.00968552195,cover=0
- 36:[Sulc0<0.56283927] yes=73,no=74,missing=73,gain=1.42431843,cover=335
- 73:leaf=-0.00232219696,cover=0
- 74:leaf=0.0049743643,cover=0
- 18:[PialCurv5<0.0851107761] yes=37,no=38,missing=37,gain=1.65120125,cover=1102
- 37:[LGI5<3.58443618] yes=75,no=76,missing=75,gain=0.595567822,cover=95
- 75:leaf=0.0106774531,cover=0
- 76:leaf=-0.00728302449,cover=0
- 38:[Area5<0.623097897] yes=77,no=78,missing=77,gain=2.05686021,cover=1007
- 77:leaf=0.00858275127,cover=0
- 78:leaf=-0.000187057012,cover=0
- 4:[Pol<107.129471] yes=9,no=10,missing=9,gain=1.93504763,cover=506684
- 9:[Sulc0<-0.312649339] yes=19,no=20,missing=19,gain=3.08027577,cover=370023
- 19:[LGI5<2.31192279] yes=39,no=40,missing=40,gain=6.98432922,cover=1275
- 39:[LGI5<2.30690479] yes=79,no=80,missing=79,gain=1.865569,cover=507
- 79:leaf=-0.00150739378,cover=0
- 80:leaf=-0.0170948301,cover=0
- 40:[Area5<0.619086087] yes=81,no=82,missing=82,gain=8.28726387,cover=768
- 81:leaf=0.00203744275,cover=0
- 82:leaf=0.0133788986,cover=0
- 20:[Ecc<8.23836613] yes=41,no=42,missing=41,gain=2.56939697,cover=368748
- 41:[Pol<92.7492142] yes=83,no=84,missing=83,gain=6.65708256,cover=148798
- 83:leaf=0.000779141788,cover=0
- 84:leaf=-4.39411488e-05,cover=0
- 42:[Sulc0<0.636906147] yes=85,no=86,missing=85,gain=6.0180645,cover=219950
- 85:leaf=-0.000632201729,cover=0
- 86:leaf=-1.92751895e-06,cover=0
- 10:[LGI5<2.46263766] yes=21,no=22,missing=21,gain=3.23594809,cover=136661
- 21:[LGI5<2.43692279] yes=43,no=44,missing=43,gain=1.22207069,cover=36233
- 43:[Ecc<8.70817566] yes=87,no=88,missing=87,gain=1.73109496,cover=31095
- 87:leaf=-3.68913861e-05,cover=0
- 88:leaf=-0.00266046519,cover=0
- 44:[PialCurv5<0.154069737] yes=89,no=90,missing=89,gain=2.46724916,cover=5138
- 89:leaf=0.00158225989,cover=0
- 90:leaf=-0.00140223408,cover=0
- 22:[Ecc<14.9070177] yes=45,no=46,missing=45,gain=6.60015678,cover=100428
- 45:[Curv5<0.162240714] yes=91,no=92,missing=91,gain=5.173769,cover=57232
- 91:leaf=0.00128255587,cover=0
- 92:leaf=0.000310085539,cover=0
- 46:[Pol<126.540802] yes=93,no=94,missing=93,gain=6.67198706,cover=43196
- 93:leaf=-0.000391346373,cover=0
- 94:leaf=0.00132239424,cover=0
- 2:[Curv5<0.083802022] yes=5,no=6,missing=6,gain=1.84561944,cover=4600899
- 5:[PialCurv5<0.189327508] yes=11,no=12,missing=11,gain=3.57470703,cover=3890259
- 11:[Sulc0<0.56283927] yes=23,no=24,missing=23,gain=4.88555622,cover=3866732
- 23:[Ecc<47.7892265] yes=47,no=48,missing=48,gain=2.10047674,cover=3781455
- 47:[Pol<116.093399] yes=95,no=96,missing=95,gain=2.29929709,cover=3759855
- 95:leaf=3.55885495e-05,cover=0
- 96:leaf=-4.29592437e-05,cover=0
- 48:[LGI5<2.79683423] yes=97,no=98,missing=98,gain=2.43671203,cover=21600
- 97:leaf=-0.00134198496,cover=0
- 98:leaf=0.000648009591,cover=0
- 24:[Curv5<-0.0156469513] yes=49,no=50,missing=50,gain=5.37695932,cover=85277
- 49:[Pol<67.3859482] yes=99,no=100,missing=99,gain=3.7642386,cover=6156
- 99:leaf=0.00334445573,cover=0
- 100:leaf=-0.00138635503,cover=0
- 50:[PialCurv5<0.0666604191] yes=101,no=102,missing=101,gain=6.10101509,cover=79121
- 101:leaf=0.00136974629,cover=0
- 102:leaf=0.000275567494,cover=0
- 12:[MidArea5<0.677069247] yes=25,no=26,missing=26,gain=10.0020142,cover=23527
- 25:[Ecc<5.4036684] yes=51,no=52,missing=52,gain=3.53615856,cover=14914
- 51:[LGI5<2.16230083] yes=103,no=104,missing=104,gain=3.07582617,cover=3458
- 103:leaf=-0.00867517758,cover=0
- 104:leaf=0.000266872899,cover=0
- 52:[Pol<103.851685] yes=105,no=106,missing=106,gain=2.49042988,cover=11456
- 105:leaf=-0.00115601555,cover=0
- 106:leaf=-0.00264048809,cover=0
- 26:[LGI5<2.33929968] yes=53,no=54,missing=53,gain=4.35349274,cover=8613
- 53:[Curv5<0.00780903921] yes=107,no=108,missing=107,gain=2.48581123,cover=618
- 107:leaf=0.0173720755,cover=0
- 108:leaf=0.00398259936,cover=0
- 54:[Sulc0<-0.173886195] yes=109,no=110,missing=109,gain=3.16028547,cover=7995
- 109:leaf=-0.00195709476,cover=0
- 110:leaf=0.000849465025,cover=0
- 6:[Pol<132.083344] yes=13,no=14,missing=13,gain=3.77321911,cover=710640
- 13:[Ecc<12.9325523] yes=27,no=28,missing=28,gain=4.43811226,cover=632840
- 27:[LGI5<2.21018219] yes=55,no=56,missing=55,gain=4.21768141,cover=421560
- 55:[Sulc0<-0.123243913] yes=111,no=112,missing=111,gain=4.77961302,cover=9568
- 111:leaf=-0.00283454242,cover=0
- 112:leaf=-0.000358961697,cover=0
- 56:[Pol<5.90224934] yes=113,no=114,missing=113,gain=4.02953148,cover=411992
- 113:leaf=-0.00223590573,cover=0
- 114:leaf=8.29273267e-06,cover=0
- 28:[Pol<40.9012032] yes=57,no=58,missing=58,gain=6.72285891,cover=211280
- 57:[PialCurv5<0.0959877223] yes=115,no=116,missing=115,gain=9.2389698,cover=7516
- 115:leaf=0.00547073921,cover=0
- 116:leaf=0.000447892962,cover=0
- 58:[Sulc0<0.703387856] yes=117,no=118,missing=117,gain=8.92122841,cover=203764
- 117:leaf=-0.000679594174,cover=0
- 118:leaf=-1.7387285e-05,cover=0
- 14:[Ecc<24.7238369] yes=29,no=30,missing=29,gain=9.73148918,cover=77800
- 29:[LGI5<3.58443618] yes=59,no=60,missing=59,gain=5.8041935,cover=68990
- 59:[Ecc<7.64592981] yes=119,no=120,missing=120,gain=7.51652002,cover=67398
- 119:leaf=0.000571213837,cover=0
- 120:leaf=-0.000491957588,cover=0
- 60:[Curv5<0.151368812] yes=121,no=122,missing=122,gain=1.79629326,cover=1592
- 121:leaf=0.00217293156,cover=0
- 122:leaf=0.00632441416,cover=0
- 30:[Pol<158.709351] yes=61,no=62,missing=61,gain=7.43114567,cover=8810
- 61:[PialCurv5<0.107261039] yes=123,no=124,missing=123,gain=4.31210804,cover=8003
- 123:leaf=0.00540316943,cover=0
- 124:leaf=0.00101906597,cover=0
- 62:[Sulc0<0.433680743] yes=125,no=126,missing=125,gain=5.92234802,cover=807
- 125:leaf=0.00895277504,cover=0
- 126:leaf=-0.000745061494,cover=0
-booster[632]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=1,gain=0.623979032,cover=5124388
- 1:[Pol<166.64444] yes=3,no=4,missing=4,gain=3.42742062,cover=483456
- 3:[LGI5<2.89660096] yes=7,no=8,missing=8,gain=3.25668979,cover=425857
- 7:[Pol<63.605114] yes=15,no=16,missing=15,gain=2.83791065,cover=425138
- 15:[Ecc<0.889730632] yes=31,no=32,missing=32,gain=3.88029027,cover=141236
- 31:[Area5<0.822840035] yes=63,no=64,missing=63,gain=5.16027164,cover=77158
- 63:leaf=8.51609657e-05,cover=0
- 64:leaf=-0.00410752837,cover=0
- 32:[PialCurv5<-0.0704385936] yes=65,no=66,missing=66,gain=4.05600643,cover=64078
- 65:leaf=-0.000255806983,cover=0
- 66:leaf=-0.00118262554,cover=0
- 16:[LGI5<2.58938479] yes=33,no=34,missing=33,gain=4.57818794,cover=283902
- 33:[LGI5<2.2730217] yes=67,no=68,missing=67,gain=4.58604717,cover=268006
- 67:leaf=-0.000272256933,cover=0
- 68:leaf=0.000235783853,cover=0
- 34:[MidArea5<0.764184535] yes=69,no=70,missing=69,gain=7.63003922,cover=15896
- 69:leaf=-9.82991769e-05,cover=0
- 70:leaf=-0.00260218675,cover=0
- 8:[PialArea5<0.908809483] yes=17,no=18,missing=18,gain=2.50122333,cover=719
- 17:[Sulc0<-0.557882011] yes=35,no=36,missing=35,gain=3.50495172,cover=467
- 35:[Area5<0.664770067] yes=71,no=72,missing=71,gain=1.53157854,cover=267
- 71:leaf=-0.000906612549,cover=0
- 72:leaf=-0.0112104323,cover=0
- 36:[Area5<0.648839295] yes=73,no=74,missing=73,gain=1.05819774,cover=200
- 73:leaf=0.0019929267,cover=0
- 74:leaf=0.0093435552,cover=0
- 18:[Ecc<0.295587689] yes=37,no=38,missing=38,gain=0.61511898,cover=252
- 37:[Sulc0<-0.614971876] yes=75,no=76,missing=75,gain=0.0385801233,cover=14
- 75:leaf=-0.0047345995,cover=0
- 76:leaf=0.000382328028,cover=0
- 38:[Ecc<1.41371143] yes=77,no=78,missing=77,gain=0.280369759,cover=238
- 77:leaf=0.00846205652,cover=0
- 78:leaf=0.00200670701,cover=0
- 4:[PialArea5<0.658944428] yes=9,no=10,missing=10,gain=3.36619616,cover=57599
- 9:[Curv5<0.126145482] yes=19,no=20,missing=19,gain=2.29013276,cover=22459
- 19:[Sulc0<-0.332174033] yes=39,no=40,missing=39,gain=2.68417072,cover=15798
- 39:[LGI5<2.21018219] yes=79,no=80,missing=79,gain=3.09675622,cover=11437
- 79:leaf=0.00246016192,cover=0
- 80:leaf=-0.00028626225,cover=0
- 40:[LGI5<2.30690479] yes=81,no=82,missing=81,gain=1.79141259,cover=4361
- 81:leaf=0.00301763183,cover=0
- 82:leaf=0.000791914877,cover=0
- 20:[PialCurv5<0.196748361] yes=41,no=42,missing=41,gain=1.9555825,cover=6661
- 41:[Ecc<0.295587689] yes=83,no=84,missing=83,gain=1.72586203,cover=2374
- 83:leaf=0.00204825867,cover=0
- 84:leaf=-0.00232992391,cover=0
- 42:[Ecc<1.21076584] yes=85,no=86,missing=86,gain=0.7708413,cover=4287
- 85:leaf=6.00706844e-05,cover=0
- 86:leaf=-0.00333752483,cover=0
- 10:[Ecc<0.45941934] yes=21,no=22,missing=22,gain=2.33272457,cover=35140
- 21:[Sulc0<-0.457356662] yes=43,no=44,missing=43,gain=6.80343866,cover=10952
- 43:[Area5<0.987501919] yes=87,no=88,missing=87,gain=2.5551343,cover=9456
- 87:leaf=0.000438253133,cover=0
- 88:leaf=-0.0111272894,cover=0
- 44:[Sulc0<-0.195981219] yes=89,no=90,missing=90,gain=1.87093306,cover=1496
- 89:leaf=-0.0026235648,cover=0
- 90:leaf=-0.0082740644,cover=0
- 22:[Sulc0<-0.661663771] yes=45,no=46,missing=45,gain=3.68299294,cover=24188
- 45:[Area5<0.630444467] yes=91,no=92,missing=92,gain=14.0229053,cover=11699
- 91:leaf=-0.000510957092,cover=0
- 92:leaf=-0.00430337526,cover=0
- 46:[Area5<0.68633163] yes=93,no=94,missing=93,gain=4.33739567,cover=12489
- 93:leaf=-0.000895289821,cover=0
- 94:leaf=0.00134896219,cover=0
- 2:[Ecc<2.07756257] yes=5,no=6,missing=6,gain=1.90199447,cover=4640932
- 5:[Pol<12.2267933] yes=11,no=12,missing=12,gain=5.06671906,cover=222963
- 11:[PialCurv5<-0.0632625744] yes=23,no=24,missing=24,gain=8.5317421,cover=12847
- 23:[Curv5<-0.129194111] yes=47,no=48,missing=47,gain=4.10361528,cover=10284
- 47:[PialCurv5<-0.0948967114] yes=95,no=96,missing=95,gain=3.59340334,cover=9469
- 95:leaf=4.20896904e-05,cover=0
- 96:leaf=-0.00233424921,cover=0
- 48:[PialCurv5<-0.127408311] yes=97,no=98,missing=97,gain=2.20673776,cover=815
- 97:leaf=-0.00925617013,cover=0
- 98:leaf=0.00376787013,cover=0
- 24:[LGI5<2.32164335] yes=49,no=50,missing=50,gain=2.70951653,cover=2563
- 49:[PialArea5<1.33957577] yes=99,no=100,missing=99,gain=2.45131636,cover=671
- 99:leaf=-0.000224246396,cover=0
- 100:leaf=-0.0213681962,cover=0
- 50:[Area5<0.771817088] yes=101,no=102,missing=102,gain=2.29862881,cover=1892
- 101:leaf=-0.00386303733,cover=0
- 102:leaf=-0.0104669528,cover=0
- 12:[Sulc0<-0.0862998366] yes=25,no=26,missing=25,gain=5.33171272,cover=210116
- 25:[Pol<82.8478928] yes=51,no=52,missing=51,gain=5.40723991,cover=180834
- 51:[Curv5<-0.0553030409] yes=103,no=104,missing=104,gain=12.4870224,cover=75037
- 103:leaf=0.000269985117,cover=0
- 104:leaf=-0.00146969862,cover=0
- 52:[Pol<104.929901] yes=105,no=106,missing=106,gain=18.4414825,cover=105797
- 105:leaf=0.00191931508,cover=0
- 106:leaf=0.000223037277,cover=0
- 26:[Pol<108.715256] yes=53,no=54,missing=53,gain=6.28996658,cover=29282
- 53:[LGI5<2.61063838] yes=107,no=108,missing=107,gain=4.28388214,cover=23917
- 107:leaf=0.00012256777,cover=0
- 108:leaf=-0.00237611425,cover=0
- 54:[MidArea5<0.641634583] yes=109,no=110,missing=109,gain=5.10473442,cover=5365
- 109:leaf=-0.000245600619,cover=0
- 110:leaf=-0.00334847393,cover=0
- 6:[Pol<13.2006302] yes=13,no=14,missing=13,gain=1.15549183,cover=4417969
- 13:[PialCurv5<0.0591915138] yes=27,no=28,missing=27,gain=7.50602531,cover=259403
- 27:[LGI5<3.42912889] yes=55,no=56,missing=55,gain=6.38762474,cover=250543
- 55:[Area5<0.754342616] yes=111,no=112,missing=111,gain=6.01170588,cover=225856
- 111:leaf=0.000384400802,cover=0
- 112:leaf=-0.000210151848,cover=0
- 56:[Ecc<25.981123] yes=113,no=114,missing=113,gain=3.78724241,cover=24687
- 113:leaf=-2.85194255e-05,cover=0
- 114:leaf=-0.00126925751,cover=0
- 28:[Ecc<10.569519] yes=57,no=58,missing=57,gain=6.54813957,cover=8860
- 57:[Curv5<0.0513985939] yes=115,no=116,missing=115,gain=3.9218111,cover=4754
- 115:leaf=-0.00421957625,cover=0
- 116:leaf=-0.0013244868,cover=0
- 58:[Area5<0.710077047] yes=117,no=118,missing=117,gain=4.98385715,cover=4106
- 117:leaf=-0.001567206,cover=0
- 118:leaf=0.00191690144,cover=0
- 14:[Sulc0<-0.540693521] yes=29,no=30,missing=29,gain=2.13074327,cover=4158566
- 29:[PialCurv5<-0.11578764] yes=59,no=60,missing=59,gain=9.2182169,cover=982208
- 59:[Curv5<-0.171285838] yes=119,no=120,missing=119,gain=17.8260384,cover=519340
- 119:leaf=1.10711917e-05,cover=0
- 120:leaf=0.00147366826,cover=0
- 60:[Pol<163.830338] yes=121,no=122,missing=121,gain=14.0539961,cover=462868
- 121:leaf=-0.000393188471,cover=0
- 122:leaf=0.000243949151,cover=0
- 30:[Pol<165.944183] yes=61,no=62,missing=61,gain=3.25558734,cover=3176358
- 61:[Curv5<-0.206445083] yes=123,no=124,missing=124,gain=5.00542593,cover=2991891
- 123:leaf=0.000303583074,cover=0
- 124:leaf=9.54120333e-06,cover=0
- 62:[Area5<0.671631575] yes=125,no=126,missing=125,gain=11.7213497,cover=184467
- 125:leaf=-0.000688630273,cover=0
- 126:leaf=0.000127897234,cover=0
-booster[633]:
-0:[PialArea5<1.02076101] yes=1,no=2,missing=2,gain=0.643002748,cover=5124388
- 1:[Pol<31.3444195] yes=3,no=4,missing=3,gain=1.90610862,cover=4195145
- 3:[Area5<0.631603718] yes=7,no=8,missing=7,gain=8.24542999,cover=373814
- 7:[PialCurv5<-0.019163372] yes=15,no=16,missing=15,gain=10.736146,cover=145082
- 15:[Ecc<14.9070177] yes=31,no=32,missing=31,gain=5.83023834,cover=138433
- 31:[PialCurv5<-0.210138425] yes=63,no=64,missing=63,gain=5.3377409,cover=88808
- 63:leaf=0.0024763355,cover=0
- 64:leaf=7.70502229e-05,cover=0
- 32:[LGI5<3.64692807] yes=65,no=66,missing=65,gain=4.69637203,cover=49625
- 65:leaf=-0.00064928591,cover=0
- 66:leaf=0.00153889728,cover=0
- 16:[PialArea5<0.511941612] yes=33,no=34,missing=33,gain=3.66686249,cover=6649
- 33:[Ecc<26.4278679] yes=67,no=68,missing=67,gain=2.35828805,cover=1352
- 67:leaf=-0.000918520731,cover=0
- 68:leaf=0.00418070145,cover=0
- 34:[LGI5<2.30180311] yes=69,no=70,missing=69,gain=2.83777428,cover=5297
- 69:leaf=0.000733222521,cover=0
- 70:leaf=-0.0031351808,cover=0
- 8:[LGI5<2.67457628] yes=17,no=18,missing=18,gain=14.949708,cover=228732
- 17:[Ecc<1.41371143] yes=35,no=36,missing=35,gain=11.2864151,cover=40868
- 35:[LGI5<2.33929968] yes=71,no=72,missing=71,gain=4.29791307,cover=10401
- 71:leaf=0.00133239257,cover=0
- 72:leaf=-0.000913955912,cover=0
- 36:[Curv5<-0.207981065] yes=73,no=74,missing=73,gain=18.9508209,cover=30467
- 73:leaf=-0.000168921848,cover=0
- 74:leaf=0.00249886233,cover=0
- 18:[Ecc<42.9490852] yes=37,no=38,missing=37,gain=4.9257946,cover=187864
- 37:[Sulc0<0.717745602] yes=75,no=76,missing=76,gain=3.39601755,cover=163328
- 75:leaf=1.18291709e-05,cover=0
- 76:leaf=-0.00395256793,cover=0
- 38:[LGI5<3.45167398] yes=77,no=78,missing=77,gain=3.20222807,cover=24536
- 77:leaf=0.00104426185,cover=0
- 78:leaf=-0.000383053557,cover=0
- 4:[Sulc0<-0.383002371] yes=9,no=10,missing=10,gain=2.53270721,cover=3821331
- 9:[Ecc<18.8860435] yes=19,no=20,missing=19,gain=5.43197727,cover=1120156
- 19:[Area5<0.607942343] yes=39,no=40,missing=39,gain=7.8548789,cover=1037568
- 39:[PialCurv5<-0.0914456472] yes=79,no=80,missing=79,gain=5.77134085,cover=548007
- 79:leaf=-9.50810427e-05,cover=0
- 80:leaf=0.000252038881,cover=0
- 40:[Curv5<-0.245563462] yes=81,no=82,missing=82,gain=9.40661621,cover=489561
- 81:leaf=0.000406410312,cover=0
- 82:leaf=-0.000330923678,cover=0
- 20:[Pol<151.353775] yes=41,no=42,missing=41,gain=8.22156715,cover=82588
- 41:[Ecc<22.8050022] yes=83,no=84,missing=83,gain=8.42333698,cover=13492
- 83:leaf=0.00043177238,cover=0
- 84:leaf=0.00298961881,cover=0
- 42:[Ecc<22.8050022] yes=85,no=86,missing=85,gain=2.1722815,cover=69096
- 85:leaf=0.000459301984,cover=0
- 86:leaf=-0.000123791426,cover=0
- 10:[LGI5<2.90731096] yes=21,no=22,missing=21,gain=3.568887,cover=2701175
- 21:[Pol<129.571716] yes=43,no=44,missing=44,gain=11.0736895,cover=1516329
- 43:[PialCurv5<0.01500447] yes=87,no=88,missing=87,gain=9.48394775,cover=1272620
- 87:leaf=-0.000258480402,cover=0
- 88:leaf=7.13671179e-05,cover=0
- 44:[LGI5<2.69470191] yes=89,no=90,missing=90,gain=14.4039221,cover=243709
- 89:leaf=7.53856075e-05,cover=0
- 90:leaf=0.000873752404,cover=0
- 22:[Ecc<2.6050899] yes=45,no=46,missing=46,gain=9.18828201,cover=1184846
- 45:[LGI5<3.02536297] yes=91,no=92,missing=91,gain=1.77396965,cover=294
- 91:leaf=0.00573352585,cover=0
- 92:leaf=0.0138124479,cover=0
- 46:[Area5<0.641697526] yes=93,no=94,missing=93,gain=7.13677979,cover=1184552
- 93:leaf=0.000207651392,cover=0
- 94:leaf=-0.000116176496,cover=0
- 2:[Pol<39.9674568] yes=5,no=6,missing=6,gain=3.06454253,cover=929243
- 5:[LGI5<2.3969903] yes=11,no=12,missing=12,gain=3.79980874,cover=367790
- 11:[Ecc<3.60812569] yes=23,no=24,missing=24,gain=4.75206661,cover=47046
- 23:[PialCurv5<-0.0379593484] yes=47,no=48,missing=47,gain=3.52871943,cover=41651
- 47:[Area5<0.571740985] yes=95,no=96,missing=95,gain=2.86442614,cover=40880
- 95:leaf=0.000787846744,cover=0
- 96:leaf=-0.000418815151,cover=0
- 48:[Area5<0.669950843] yes=97,no=98,missing=97,gain=2.51902914,cover=771
- 97:leaf=-0.00794148725,cover=0
- 98:leaf=-0.00175174733,cover=0
- 24:[Pol<29.3809395] yes=49,no=50,missing=49,gain=2.64945364,cover=5395
- 49:[Area5<0.749596059] yes=99,no=100,missing=99,gain=2.35899639,cover=3582
- 99:leaf=-0.00381480274,cover=0
- 100:leaf=-0.00122884382,cover=0
- 50:[Sulc0<-0.237935558] yes=101,no=102,missing=101,gain=2.11874819,cover=1813
- 101:leaf=-0.000130499946,cover=0
- 102:leaf=-0.0147878695,cover=0
- 12:[Sulc0<-0.708302617] yes=25,no=26,missing=25,gain=3.50447202,cover=320744
- 25:[PialCurv5<-0.0748331472] yes=51,no=52,missing=51,gain=2.75089359,cover=180147
- 51:[Curv5<-0.0530214235] yes=103,no=104,missing=104,gain=13.8553886,cover=169831
- 103:leaf=0.000173975277,cover=0
- 104:leaf=0.0285597239,cover=0
- 52:[Sulc0<-0.815117955] yes=105,no=106,missing=105,gain=6.15261459,cover=10316
- 105:leaf=-0.00191447663,cover=0
- 106:leaf=0.000528394128,cover=0
- 26:[Ecc<19.4699688] yes=53,no=54,missing=53,gain=3.00420213,cover=140597
- 53:[Pol<18.1680222] yes=107,no=108,missing=107,gain=4.88049746,cover=85252
- 107:leaf=7.40221731e-05,cover=0
- 108:leaf=-0.000697207579,cover=0
- 54:[LGI5<2.50608969] yes=109,no=110,missing=109,gain=2.7284627,cover=55345
- 109:leaf=-0.00602515833,cover=0
- 110:leaf=0.000106935462,cover=0
- 6:[Pol<164.532394] yes=13,no=14,missing=13,gain=3.64798784,cover=561453
- 13:[Ecc<6.70300007] yes=27,no=28,missing=28,gain=5.74645615,cover=421942
- 27:[PialCurv5<-0.103163145] yes=55,no=56,missing=55,gain=5.83262253,cover=248982
- 55:[Curv5<-0.144993886] yes=111,no=112,missing=111,gain=23.504715,cover=96586
- 111:leaf=0.000161572694,cover=0
- 112:leaf=0.00385075063,cover=0
- 56:[Ecc<1.10530448] yes=113,no=114,missing=113,gain=7.27264977,cover=152396
- 113:leaf=0.000654224714,cover=0
- 114:leaf=-0.000308196235,cover=0
- 28:[Pol<59.5955544] yes=57,no=58,missing=58,gain=5.66501999,cover=172960
- 57:[Ecc<13.3064203] yes=115,no=116,missing=115,gain=8.24416065,cover=50946
- 115:leaf=-0.000428478699,cover=0
- 116:leaf=0.000996426214,cover=0
- 58:[Pol<151.353775] yes=117,no=118,missing=117,gain=9.19167709,cover=122014
- 117:leaf=0.000916444813,cover=0
- 118:leaf=1.25430879e-05,cover=0
- 14:[Ecc<6.81643343] yes=29,no=30,missing=29,gain=10.6138201,cover=139511
- 29:[Curv5<-0.200394869] yes=59,no=60,missing=59,gain=12.3582754,cover=45913
- 59:[Area5<0.894858658] yes=119,no=120,missing=120,gain=6.62124777,cover=21135
- 119:leaf=-0.000434214686,cover=0
- 120:leaf=0.0130820898,cover=0
- 60:[PialCurv5<-0.149745584] yes=121,no=122,missing=121,gain=8.60751629,cover=24778
- 121:leaf=0.0164530352,cover=0
- 122:leaf=0.00121250039,cover=0
- 30:[LGI5<3.07360435] yes=61,no=62,missing=62,gain=4.7346673,cover=93598
- 61:[Area5<0.654657125] yes=123,no=124,missing=124,gain=5.41072559,cover=48218
- 123:leaf=0.000505046977,cover=0
- 124:leaf=-0.000982531696,cover=0
- 62:[Sulc0<0.317313671] yes=125,no=126,missing=125,gain=3.19383454,cover=45380
- 125:leaf=-2.12783489e-05,cover=0
- 126:leaf=-0.0063069514,cover=0
-booster[634]:
-0:[PialArea5<0.839144647] yes=1,no=2,missing=2,gain=0.611801565,cover=5124388
- 1:[Area5<0.808195949] yes=3,no=4,missing=3,gain=3.33876753,cover=2945496
- 3:[MidArea5<0.7689417] yes=7,no=8,missing=8,gain=2.35591197,cover=2848750
- 7:[Area5<0.743131101] yes=15,no=16,missing=15,gain=2.42987657,cover=2752743
- 15:[Ecc<6.52965975] yes=31,no=32,missing=31,gain=2.30209947,cover=2427879
- 31:[Pol<124.735107] yes=63,no=64,missing=64,gain=7.82525063,cover=999071
- 63:leaf=-6.89353692e-05,cover=0
- 64:leaf=0.000233617378,cover=0
- 32:[Sulc0<-0.152423486] yes=65,no=66,missing=65,gain=5.54523849,cover=1428808
- 65:leaf=-0.000244481314,cover=0
- 66:leaf=-1.7134118e-05,cover=0
- 16:[Sulc0<0.227376223] yes=33,no=34,missing=33,gain=8.47188759,cover=324864
- 33:[Pol<71.8249207] yes=67,no=68,missing=67,gain=10.2691069,cover=89683
- 67:leaf=0.00158959522,cover=0
- 68:leaf=0.00025664948,cover=0
- 34:[Pol<111.846848] yes=69,no=70,missing=69,gain=5.22232294,cover=235181
- 69:leaf=-0.000184164004,cover=0
- 70:leaf=0.000354706805,cover=0
- 8:[Sulc0<0.779008448] yes=17,no=18,missing=17,gain=3.69570637,cover=96007
- 17:[Sulc0<0.134837523] yes=35,no=36,missing=36,gain=3.88119721,cover=95784
- 35:[Curv5<0.0300692953] yes=71,no=72,missing=71,gain=3.27804661,cover=59135
- 71:leaf=-0.000243647562,cover=0
- 72:leaf=0.00062396453,cover=0
- 36:[Ecc<3.35458159] yes=73,no=74,missing=73,gain=2.93267679,cover=36649
- 73:leaf=-0.00474966085,cover=0
- 74:leaf=-0.000638158876,cover=0
- 18:[Area5<0.797084928] yes=37,no=38,missing=37,gain=0.98522234,cover=223
- 37:[Pol<57.0350037] yes=75,no=76,missing=75,gain=0.943594933,cover=139
- 75:leaf=0.0152579518,cover=0
- 76:leaf=0.00604034867,cover=0
- 38:[Curv5<-0.00633975025] yes=77,no=78,missing=77,gain=0.258675456,cover=84
- 77:leaf=-0.0106284022,cover=0
- 78:leaf=0.00242674514,cover=0
- 4:[LGI5<2.3349762] yes=9,no=10,missing=9,gain=3.42837596,cover=96746
- 9:[Curv5<-0.0642315522] yes=19,no=20,missing=19,gain=2.14022899,cover=4632
- 19:[LGI5<2.24172258] yes=39,no=40,missing=40,gain=1.67774558,cover=427
- 39:[PialArea5<0.788206637] yes=79,no=80,missing=79,gain=0.946746707,cover=132
- 79:leaf=0.000602416287,cover=0
- 80:leaf=-0.00835735817,cover=0
- 40:[PialCurv5<-0.0426128618] yes=81,no=82,missing=81,gain=1.03471875,cover=295
- 81:leaf=0.00569355302,cover=0
- 82:leaf=-0.00235390058,cover=0
- 20:[PialCurv5<-0.058241725] yes=41,no=42,missing=42,gain=2.31091309,cover=4205
- 41:[LGI5<2.18291569] yes=83,no=84,missing=84,gain=1.83293962,cover=72
- 83:leaf=0.0089651579,cover=0
- 84:leaf=-0.0134023577,cover=0
- 42:[Sulc0<0.40262419] yes=85,no=86,missing=86,gain=1.71722293,cover=4133
- 85:leaf=-0.00162291341,cover=0
- 86:leaf=0.0014685624,cover=0
- 10:[PialCurv5<0.0240441076] yes=21,no=22,missing=22,gain=2.78910017,cover=92114
- 21:[Sulc0<0.0530014001] yes=43,no=44,missing=44,gain=5.20303154,cover=7680
- 43:[PialArea5<0.567627013] yes=87,no=88,missing=87,gain=5.72527838,cover=5743
- 87:leaf=0.00869602244,cover=0
- 88:leaf=-0.000108264911,cover=0
- 44:[LGI5<2.83041978] yes=89,no=90,missing=89,gain=3.79336023,cover=1937
- 89:leaf=-0.00656859297,cover=0
- 90:leaf=-0.00150777982,cover=0
- 22:[Pol<145.397461] yes=45,no=46,missing=46,gain=4.08203936,cover=84434
- 45:[Sulc0<-0.285426885] yes=91,no=92,missing=91,gain=4.47004414,cover=82499
- 91:leaf=-0.0032453374,cover=0
- 92:leaf=0.000407931017,cover=0
- 46:[Ecc<35.195137] yes=93,no=94,missing=94,gain=3.29583216,cover=1935
- 93:leaf=0.00219533779,cover=0
- 94:leaf=0.0112675093,cover=0
- 2:[PialCurv5<-0.0819871053] yes=5,no=6,missing=6,gain=1.86720407,cover=2178892
- 5:[Curv5<-0.112134233] yes=11,no=12,missing=11,gain=111.400414,cover=1302482
- 11:[Curv5<-0.121808149] yes=23,no=24,missing=24,gain=8.42024136,cover=1273133
- 23:[Sulc0<-0.383002371] yes=47,no=48,missing=48,gain=7.21868277,cover=1253239
- 47:[Ecc<19.4699688] yes=95,no=96,missing=96,gain=5.12446165,cover=1110470
- 95:leaf=-0.000103140184,cover=0
- 96:leaf=0.000214208456,cover=0
- 48:[Ecc<32.0879669] yes=97,no=98,missing=97,gain=6.89671993,cover=142769
- 97:leaf=-0.00066657312,cover=0
- 98:leaf=9.16117715e-05,cover=0
- 24:[PialCurv5<-0.0886472985] yes=49,no=50,missing=49,gain=15.4155693,cover=19894
- 49:[PialCurv5<-0.104067586] yes=99,no=100,missing=99,gain=5.61649132,cover=11646
- 99:leaf=0.00404463336,cover=0
- 100:leaf=0.00148232363,cover=0
- 50:[Ecc<0.669936359] yes=101,no=102,missing=101,gain=1.09768343,cover=8248
- 101:leaf=-0.00315720472,cover=0
- 102:leaf=-0.000584686117,cover=0
- 12:[Area5<0.589787364] yes=25,no=26,missing=26,gain=10.9970322,cover=29349
- 25:[Curv5<-0.0642315522] yes=51,no=52,missing=52,gain=9.60806656,cover=2933
- 51:[PialCurv5<-0.109546423] yes=103,no=104,missing=104,gain=2.03660011,cover=2756
- 103:leaf=-0.00276805297,cover=0
- 104:leaf=0.00135990547,cover=0
- 52:[PialArea5<0.906120181] yes=105,no=106,missing=105,gain=5.61873913,cover=177
- 105:leaf=-0.00106336246,cover=0
- 106:leaf=-0.0189818107,cover=0
- 26:[Curv5<-0.0983823985] yes=53,no=54,missing=54,gain=11.8323669,cover=26416
- 53:[PialCurv5<-0.0923183635] yes=107,no=108,missing=107,gain=7.46940994,cover=14032
- 107:leaf=0.00378663139,cover=0
- 108:leaf=0.00142549153,cover=0
- 54:[PialArea5<1.29873812] yes=109,no=110,missing=109,gain=10.0342941,cover=12384
- 109:leaf=0.00491244765,cover=0
- 110:leaf=-0.000170374493,cover=0
- 6:[Curv5<-0.146701202] yes=13,no=14,missing=13,gain=53.1582642,cover=876410
- 13:[Area5<0.623097897] yes=27,no=28,missing=28,gain=22.2666664,cover=97042
- 27:[LGI5<2.99035311] yes=55,no=56,missing=55,gain=7.84407806,cover=29844
- 55:[Sulc0<-0.655889988] yes=111,no=112,missing=111,gain=4.3217535,cover=26123
- 111:leaf=0.000348921603,cover=0
- 112:leaf=-0.000938915182,cover=0
- 56:[Pol<57.8577347] yes=113,no=114,missing=113,gain=5.40424299,cover=3721
- 113:leaf=-0.000736619695,cover=0
- 114:leaf=0.00343068666,cover=0
- 28:[PialCurv5<-0.0656740367] yes=57,no=58,missing=58,gain=21.2259445,cover=67198
- 57:[Curv5<-0.179045901] yes=115,no=116,missing=116,gain=4.75783539,cover=46578
- 115:leaf=0.00192991772,cover=0
- 116:leaf=0.000788152218,cover=0
- 58:[Sulc0<-0.614971876] yes=117,no=118,missing=118,gain=8.8985672,cover=20620
- 117:leaf=0.00144974503,cover=0
- 118:leaf=0.00370740262,cover=0
- 14:[Curv5<-0.0575901605] yes=29,no=30,missing=29,gain=6.05453587,cover=779368
- 29:[PialCurv5<-0.019163372] yes=59,no=60,missing=59,gain=28.9572983,cover=454802
- 59:[Area5<0.640637577] yes=119,no=120,missing=119,gain=13.1198292,cover=412769
- 119:leaf=0.000334330834,cover=0
- 120:leaf=-0.000430042244,cover=0
- 60:[Curv5<-0.0860676765] yes=121,no=122,missing=121,gain=13.6617928,cover=42033
- 121:leaf=0.00231252564,cover=0
- 122:leaf=0.000416799186,cover=0
- 30:[PialCurv5<-0.0379593484] yes=61,no=62,missing=61,gain=23.261137,cover=324566
- 61:[Ecc<14.9070177] yes=123,no=124,missing=123,gain=11.0822563,cover=31174
- 123:leaf=0.000827202282,cover=0
- 124:leaf=0.00294723478,cover=0
- 62:[Ecc<16.5318356] yes=125,no=126,missing=125,gain=7.96416616,cover=293392
- 125:leaf=0.000158619237,cover=0
- 126:leaf=-0.000386394648,cover=0
-booster[635]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=1,gain=0.623913169,cover=5124388
- 1:[Pol<157.965515] yes=3,no=4,missing=4,gain=3.28505778,cover=483456
- 3:[Pol<67.3859482] yes=7,no=8,missing=7,gain=3.0917716,cover=396441
- 7:[PialArea5<1.29873812] yes=15,no=16,missing=16,gain=3.31216574,cover=149677
- 15:[LGI5<2.52320862] yes=31,no=32,missing=32,gain=3.97233367,cover=139080
- 31:[Ecc<0.999059319] yes=63,no=64,missing=63,gain=4.64789152,cover=119473
- 63:leaf=-0.000105204577,cover=0
- 64:leaf=-0.000750276959,cover=0
- 32:[Curv5<-0.0752395913] yes=65,no=66,missing=65,gain=3.20333719,cover=19607
- 65:leaf=0.000728518353,cover=0
- 66:leaf=-0.000911680982,cover=0
- 16:[Area5<0.987501919] yes=33,no=34,missing=33,gain=3.66606617,cover=10597
- 33:[Curv5<-0.0553030409] yes=67,no=68,missing=68,gain=3.61247683,cover=10418
- 67:leaf=0.000707937812,cover=0
- 68:leaf=0.0100295842,cover=0
- 34:[LGI5<2.33061647] yes=69,no=70,missing=69,gain=1.71494985,cover=179
- 69:leaf=-0.00138822244,cover=0
- 70:leaf=-0.0111695193,cover=0
- 8:[Curv5<-0.0708468556] yes=17,no=18,missing=18,gain=5.17470026,cover=246764
- 17:[Sulc0<-0.469276249] yes=35,no=36,missing=35,gain=11.1375561,cover=161261
- 35:[PialCurv5<-0.0693148375] yes=71,no=72,missing=71,gain=5.77805996,cover=147115
- 71:leaf=-7.84482909e-05,cover=0
- 72:leaf=0.000705942221,cover=0
- 36:[Area5<0.525751591] yes=73,no=74,missing=73,gain=8.0157032,cover=14146
- 73:leaf=0.00048979948,cover=0
- 74:leaf=-0.00214406056,cover=0
- 18:[PialCurv5<-0.0209923834] yes=37,no=38,missing=37,gain=10.6896915,cover=85503
- 37:[Area5<0.665633082] yes=75,no=76,missing=75,gain=5.13620567,cover=16560
- 75:leaf=0.000918388774,cover=0
- 76:leaf=0.00275940425,cover=0
- 38:[Pol<92.1537628] yes=77,no=78,missing=77,gain=7.82722569,cover=68943
- 77:leaf=0.000882433727,cover=0
- 78:leaf=-0.000234616338,cover=0
- 4:[PialCurv5<-0.0632625744] yes=9,no=10,missing=9,gain=2.14379048,cover=87015
- 9:[Curv5<-0.160152137] yes=19,no=20,missing=20,gain=4.90213919,cover=33755
- 19:[MidArea5<1.03476131] yes=39,no=40,missing=40,gain=1.7339313,cover=16966
- 39:[Area5<0.499970406] yes=79,no=80,missing=79,gain=1.62469792,cover=16829
- 79:leaf=-0.000774163462,cover=0
- 80:leaf=0.000312440301,cover=0
- 40:[LGI5<2.49262404] yes=81,no=82,missing=81,gain=0.6395998,cover=137
- 81:leaf=-0.00807326566,cover=0
- 82:leaf=-0.000870210293,cover=0
- 20:[Area5<0.619086087] yes=41,no=42,missing=42,gain=4.72244072,cover=16789
- 41:[Sulc0<-0.849334478] yes=83,no=84,missing=83,gain=2.09718823,cover=10302
- 83:leaf=-0.00226030522,cover=0
- 84:leaf=-0.000280513981,cover=0
- 42:[Sulc0<-0.661663771] yes=85,no=86,missing=85,gain=8.80741119,cover=6487
- 85:leaf=-0.00378637249,cover=0
- 86:leaf=-1.33196345e-05,cover=0
- 10:[Ecc<0.889730632] yes=21,no=22,missing=22,gain=3.00641847,cover=53260
- 21:[PialArea5<1.17753279] yes=43,no=44,missing=43,gain=2.0979979,cover=37073
- 43:[Ecc<0.353712648] yes=87,no=88,missing=87,gain=2.08022571,cover=36973
- 87:leaf=0.000181943004,cover=0
- 88:leaf=-0.000643182721,cover=0
- 44:[Curv5<-0.0983823985] yes=89,no=90,missing=89,gain=1.82736087,cover=100
- 89:leaf=0.0146254692,cover=0
- 90:leaf=0.00100486982,cover=0
- 22:[LGI5<2.25958419] yes=45,no=46,missing=45,gain=3.32769918,cover=16187
- 45:[PialCurv5<0.0666604191] yes=91,no=92,missing=91,gain=6.70059776,cover=2642
- 91:leaf=0.000528996112,cover=0
- 92:leaf=-0.00487752538,cover=0
- 46:[LGI5<2.3969903] yes=93,no=94,missing=93,gain=3.92601609,cover=13545
- 93:leaf=0.00164473266,cover=0
- 94:leaf=-5.976803e-05,cover=0
- 2:[LGI5<2.28518939] yes=5,no=6,missing=5,gain=1.72187006,cover=4640932
- 5:[Pol<79.5617371] yes=11,no=12,missing=11,gain=3.42255735,cover=175741
- 11:[Ecc<4.94054604] yes=23,no=24,missing=24,gain=3.76072168,cover=47136
- 23:[MidArea5<0.545424342] yes=47,no=48,missing=47,gain=2.7932992,cover=42851
- 47:[Ecc<1.91022825] yes=95,no=96,missing=96,gain=1.70974874,cover=990
- 95:leaf=3.78702935e-05,cover=0
- 96:leaf=-0.00427015359,cover=0
- 48:[Ecc<2.54464626] yes=97,no=98,missing=97,gain=1.84902465,cover=41861
- 97:leaf=0.000300543325,cover=0
- 98:leaf=-0.000366984779,cover=0
- 24:[LGI5<2.13090348] yes=49,no=50,missing=49,gain=2.00713396,cover=4285
- 49:[Sulc0<-0.37669614] yes=99,no=100,missing=100,gain=0.588284492,cover=333
- 99:leaf=-0.00266760704,cover=0
- 100:leaf=-0.00700866058,cover=0
- 50:[Area5<0.676715076] yes=101,no=102,missing=101,gain=2.0805645,cover=3952
- 101:leaf=-0.00256155548,cover=0
- 102:leaf=-0.000257291482,cover=0
- 12:[PialArea5<1.25128293] yes=25,no=26,missing=25,gain=4.6749773,cover=128605
- 25:[Pol<96.8070755] yes=51,no=52,missing=52,gain=3.09228635,cover=126742
- 51:[Ecc<5.14592695] yes=103,no=104,missing=103,gain=5.74048996,cover=25265
- 103:leaf=0.00113883091,cover=0
- 104:leaf=-0.000713835761,cover=0
- 52:[PialArea5<1.0376358] yes=105,no=106,missing=105,gain=2.80354476,cover=101477
- 105:leaf=5.6681085e-05,cover=0
- 106:leaf=0.00103868602,cover=0
- 26:[PialCurv5<-0.0810050145] yes=53,no=54,missing=54,gain=4.29160786,cover=1863
- 53:[Area5<0.731406808] yes=107,no=108,missing=108,gain=2.96533394,cover=1531
- 107:leaf=0.00259403582,cover=0
- 108:leaf=0.00762317702,cover=0
- 54:[Ecc<3.67199802] yes=109,no=110,missing=110,gain=2.74620533,cover=332
- 109:leaf=0.00130423962,cover=0
- 110:leaf=-0.00797311217,cover=0
- 6:[Area5<0.44435063] yes=13,no=14,missing=13,gain=1.19701505,cover=4465191
- 13:[Sulc0<-0.0713235363] yes=27,no=28,missing=27,gain=1.34803939,cover=57977
- 27:[Pol<141.801834] yes=55,no=56,missing=55,gain=1.93328846,cover=52782
- 55:[Pol<21.2328167] yes=111,no=112,missing=112,gain=2.35258055,cover=28297
- 111:leaf=-0.000977118383,cover=0
- 112:leaf=0.000715674541,cover=0
- 56:[PialArea5<1.02520955] yes=113,no=114,missing=113,gain=2.45971656,cover=24485
- 113:leaf=-0.000106329731,cover=0
- 114:leaf=0.00303949788,cover=0
- 28:[Ecc<2.73602629] yes=57,no=58,missing=57,gain=3.4035418,cover=5195
- 57:[Pol<118.712891] yes=115,no=116,missing=116,gain=1.15113425,cover=110
- 115:leaf=0.0022334042,cover=0
- 116:leaf=0.0125669036,cover=0
- 58:[MidArea5<0.468026847] yes=117,no=118,missing=118,gain=2.12017298,cover=5085
- 117:leaf=0.000245476287,cover=0
- 118:leaf=-0.00179808156,cover=0
- 14:[Ecc<1.68457866] yes=29,no=30,missing=29,gain=1.00974238,cover=4407214
- 29:[Pol<77.5287857] yes=59,no=60,missing=59,gain=3.26231194,cover=63510
- 59:[PialArea5<0.686586082] yes=119,no=120,missing=120,gain=5.47067642,cover=24683
- 119:leaf=-0.00266470364,cover=0
- 120:leaf=-2.49699278e-05,cover=0
- 60:[Sulc0<-0.0250212289] yes=121,no=122,missing=121,gain=3.6298883,cover=38827
- 121:leaf=0.00066690048,cover=0
- 122:leaf=-0.000771922467,cover=0
- 30:[Ecc<2.97906685] yes=61,no=62,missing=61,gain=1.98771036,cover=4343704
- 61:[Pol<51.9018669] yes=123,no=124,missing=123,gain=8.97732162,cover=359707
- 123:leaf=0.00033231487,cover=0
- 124:leaf=-0.000257132313,cover=0
- 62:[Pol<96.2546158] yes=125,no=126,missing=125,gain=1.11438704,cover=3983997
- 125:leaf=3.2251628e-05,cover=0
- 126:leaf=-2.07658086e-05,cover=0
-booster[636]:
-0:[PialArea5<0.360595763] yes=1,no=2,missing=1,gain=0.61936152,cover=5124388
- 1:[Ecc<1.73852015] yes=3,no=4,missing=4,gain=1.00909245,cover=283012
- 3:[LGI5<2.13090348] yes=7,no=8,missing=8,gain=2.70445728,cover=8950
- 7:[Area5<0.603367925] yes=15,no=16,missing=15,gain=0.715872288,cover=218
- 15:[Curv5<0.0798443258] yes=31,no=32,missing=31,gain=0.882869482,cover=112
- 31:[Pol<132.083344] yes=63,no=64,missing=64,gain=0.105797887,cover=17
- 63:leaf=-0.00632980559,cover=0
- 64:leaf=-0.016205756,cover=0
- 32:[MidArea5<0.460721314] yes=65,no=66,missing=65,gain=0.385000646,cover=95
- 65:leaf=-0.00203931658,cover=0
- 66:leaf=0.010142806,cover=0
- 16:[Pol<150.62207] yes=33,no=34,missing=33,gain=0.891877174,cover=106
- 33:[Ecc<1.46579576] yes=67,no=68,missing=67,gain=0.802670002,cover=102
- 67:leaf=-0.0116301319,cover=0
- 68:leaf=0.000830071804,cover=0
- 34:[Ecc<0.406764686] yes=69,no=70,missing=69,gain=0.0290309489,cover=4
- 69:leaf=0.00206748256,cover=0
- 70:leaf=0.0142051131,cover=0
- 8:[Sulc0<0.167916268] yes=17,no=18,missing=17,gain=1.71004486,cover=8732
- 17:[Pol<124.172195] yes=35,no=36,missing=35,gain=2.04486132,cover=7678
- 35:[Curv5<0.157731384] yes=71,no=72,missing=71,gain=2.41451931,cover=2520
- 71:leaf=0.00314274547,cover=0
- 72:leaf=-6.63471219e-05,cover=0
- 36:[MidArea5<0.502218068] yes=73,no=74,missing=74,gain=1.8295126,cover=5158
- 73:leaf=-0.000354469608,cover=0
- 74:leaf=-0.00391643355,cover=0
- 18:[LGI5<2.49934268] yes=37,no=38,missing=37,gain=3.3612833,cover=1054
- 37:[Curv5<0.183586344] yes=75,no=76,missing=75,gain=1.03598952,cover=922
- 75:leaf=-0.00864180364,cover=0
- 76:leaf=-0.00274231867,cover=0
- 38:[PialCurv5<0.343960524] yes=77,no=78,missing=77,gain=0.832943201,cover=132
- 77:leaf=0.00760092214,cover=0
- 78:leaf=-0.00135033648,cover=0
- 4:[Pol<125.308708] yes=9,no=10,missing=10,gain=2.37220693,cover=274062
- 9:[LGI5<2.16230083] yes=19,no=20,missing=19,gain=1.4914465,cover=266942
- 19:[Sulc0<0.210163057] yes=39,no=40,missing=39,gain=0.940598369,cover=1031
- 39:[Ecc<3.54469991] yes=79,no=80,missing=80,gain=1.6075635,cover=264
- 79:leaf=0.00216230983,cover=0
- 80:leaf=0.0109717958,cover=0
- 40:[Pol<101.695656] yes=81,no=82,missing=81,gain=0.463799983,cover=767
- 81:leaf=0.00242657284,cover=0
- 82:leaf=-4.22669509e-05,cover=0
- 20:[Area5<0.593548477] yes=41,no=42,missing=41,gain=1.11415744,cover=265911
- 41:[Pol<117.668175] yes=83,no=84,missing=84,gain=1.5644331,cover=31080
- 83:leaf=-0.000155798858,cover=0
- 84:leaf=-0.00207570102,cover=0
- 42:[MidArea5<0.421422303] yes=85,no=86,missing=85,gain=1.91745424,cover=234831
- 85:leaf=0.00137408881,cover=0
- 86:leaf=7.8848163e-05,cover=0
- 10:[Ecc<3.73767829] yes=21,no=22,missing=21,gain=2.84345555,cover=7120
- 21:[LGI5<2.64649582] yes=43,no=44,missing=44,gain=1.22038889,cover=432
- 43:[Pol<140.372742] yes=87,no=88,missing=87,gain=0.86705327,cover=382
- 87:leaf=0.0024991387,cover=0
- 88:leaf=0.0079147229,cover=0
- 44:[Pol<135.419098] yes=89,no=90,missing=90,gain=0.251173973,cover=50
- 89:leaf=0.00839341711,cover=0
- 90:leaf=0.0161319915,cover=0
- 22:[LGI5<2.18291569] yes=45,no=46,missing=45,gain=1.51776218,cover=6688
- 45:[Curv5<0.099404186] yes=91,no=92,missing=91,gain=0.158491254,cover=37
- 91:leaf=0.0149899544,cover=0
- 92:leaf=0.00757308397,cover=0
- 46:[Area5<0.639429986] yes=93,no=94,missing=93,gain=1.40950453,cover=6651
- 93:leaf=-6.08173323e-05,cover=0
- 94:leaf=0.00139498652,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=5,gain=1.00066864,cover=4841376
- 5:[PialCurv5<0.45140323] yes=11,no=12,missing=12,gain=1.9119705,cover=4793765
- 11:[LGI5<2.56078315] yes=23,no=24,missing=23,gain=0.883973122,cover=4788116
- 23:[Sulc0<0.506771445] yes=47,no=48,missing=47,gain=2.93004489,cover=1664262
- 47:[Sulc0<0.0850813463] yes=95,no=96,missing=95,gain=5.63954115,cover=1619878
- 95:leaf=2.52827044e-06,cover=0
- 96:leaf=0.00028701697,cover=0
- 48:[Ecc<3.16401935] yes=97,no=98,missing=97,gain=4.31676531,cover=44384
- 97:leaf=0.00226677069,cover=0
- 98:leaf=-0.00046642893,cover=0
- 24:[Ecc<3.60812569] yes=49,no=50,missing=49,gain=2.36258698,cover=3123854
- 49:[Sulc0<0.517823458] yes=99,no=100,missing=99,gain=5.47172165,cover=169729
- 99:leaf=-0.000174743371,cover=0
- 100:leaf=-0.00337776099,cover=0
- 50:[MidArea5<0.610527694] yes=101,no=102,missing=101,gain=2.56353402,cover=2954125
- 101:leaf=-0.000110673929,cover=0
- 102:leaf=1.29090868e-05,cover=0
- 12:[Pol<175.068527] yes=25,no=26,missing=26,gain=1.46092546,cover=5649
- 25:[Sulc0<-0.426983118] yes=51,no=52,missing=51,gain=1.06066144,cover=5554
- 51:[Curv5<0.0146088367] yes=103,no=104,missing=103,gain=0.232648373,cover=34
- 103:leaf=-0.0132640153,cover=0
- 104:leaf=-0.00447359448,cover=0
- 52:[PialArea5<0.662493944] yes=105,no=106,missing=106,gain=1.21529531,cover=5520
- 105:leaf=0.000755119021,cover=0
- 106:leaf=0.00582249323,cover=0
- 26:[Ecc<10.2861843] yes=53,no=54,missing=54,gain=0.715015531,cover=95
- 53:[LGI5<2.92895722] yes=107,no=108,missing=107,gain=0.416242093,cover=51
- 107:leaf=0.00793887209,cover=0
- 108:leaf=-0.00103721081,cover=0
- 54:[MidArea5<0.521771789] yes=109,no=110,missing=109,gain=0.976463795,cover=44
- 109:leaf=0.0276872851,cover=0
- 110:leaf=0.00795315765,cover=0
- 6:[Sulc0<0.383163035] yes=13,no=14,missing=13,gain=1.39340734,cover=47611
- 13:[Ecc<15.3430929] yes=27,no=28,missing=27,gain=1.69623375,cover=28377
- 27:[PialArea5<0.580179036] yes=55,no=56,missing=55,gain=1.3843832,cover=28025
- 55:[LGI5<3.33878016] yes=111,no=112,missing=112,gain=0.995151758,cover=27330
- 111:leaf=-0.000519580615,cover=0
- 112:leaf=-0.00316969934,cover=0
- 56:[Area5<0.66211915] yes=113,no=114,missing=113,gain=1.01681161,cover=695
- 113:leaf=0.00486858282,cover=0
- 114:leaf=0.000548548531,cover=0
- 28:[MidArea5<0.576365113] yes=57,no=58,missing=57,gain=1.51799488,cover=352
- 57:[Ecc<22.0897732] yes=115,no=116,missing=115,gain=0.630890608,cover=291
- 115:leaf=0.00323944725,cover=0
- 116:leaf=-0.00157315098,cover=0
- 58:[PialCurv5<0.0567538291] yes=117,no=118,missing=117,gain=0.62166214,cover=61
- 117:leaf=0.0296159219,cover=0
- 118:leaf=0.00860038027,cover=0
- 14:[Area5<0.651789546] yes=29,no=30,missing=29,gain=1.84138274,cover=19234
- 29:[PialArea5<0.520672619] yes=59,no=60,missing=60,gain=1.96972024,cover=6858
- 59:[PialCurv5<0.265012205] yes=119,no=120,missing=119,gain=0.845479131,cover=6815
- 119:leaf=-0.00015472059,cover=0
- 120:leaf=0.00105438975,cover=0
- 60:[Ecc<8.6295805] yes=121,no=122,missing=122,gain=0.706141233,cover=43
- 121:leaf=0.00525102904,cover=0
- 122:leaf=0.0182938967,cover=0
- 30:[Pol<104.929901] yes=61,no=62,missing=61,gain=1.73212171,cover=12376
- 61:[PialCurv5<0.144311354] yes=123,no=124,missing=123,gain=1.59240103,cover=7907
- 123:leaf=0.0048126406,cover=0
- 124:leaf=6.81904785e-05,cover=0
- 62:[LGI5<2.70988083] yes=125,no=126,missing=125,gain=2.78423882,cover=4469
- 125:leaf=-0.00019781031,cover=0
- 126:leaf=-0.00287219207,cover=0
-booster[637]:
-0:[PialArea5<0.441150606] yes=1,no=2,missing=2,gain=0.62206763,cover=5124388
- 1:[Curv5<0.0344051942] yes=3,no=4,missing=3,gain=2.89673591,cover=626073
- 3:[Area5<0.653711498] yes=7,no=8,missing=8,gain=6.01741982,cover=12571
- 7:[Ecc<0.836319208] yes=15,no=16,missing=16,gain=3.08299017,cover=10665
- 15:[LGI5<2.35279679] yes=31,no=32,missing=31,gain=3.15405726,cover=1165
- 31:[LGI5<2.18291569] yes=63,no=64,missing=64,gain=4.57603931,cover=625
- 63:leaf=-0.0136272386,cover=0
- 64:leaf=0.0011155525,cover=0
- 32:[Sulc0<-0.108384088] yes=65,no=66,missing=65,gain=4.92134619,cover=540
- 65:leaf=-0.00641117943,cover=0
- 66:leaf=0.0183065385,cover=0
- 16:[PialCurv5<0.0771882981] yes=33,no=34,missing=33,gain=2.73041773,cover=9500
- 33:[Pol<106.604004] yes=67,no=68,missing=67,gain=3.56759977,cover=6994
- 67:leaf=-0.00131461513,cover=0
- 68:leaf=0.00102564204,cover=0
- 34:[Area5<0.586059749] yes=69,no=70,missing=70,gain=2.06758189,cover=2506
- 69:leaf=0.00297971768,cover=0
- 70:leaf=0.000104372659,cover=0
- 8:[Sulc0<-0.714205623] yes=17,no=18,missing=18,gain=3.02923489,cover=1906
- 17:[PialCurv5<-0.00763805071] yes=35,no=36,missing=35,gain=3.93440032,cover=26
- 35:[Ecc<2.19188094] yes=71,no=72,missing=71,gain=0.200566053,cover=9
- 71:leaf=-0.016037887,cover=0
- 72:leaf=0.0011324744,cover=0
- 36:[Ecc<0.45941934] yes=73,no=74,missing=73,gain=0.335258007,cover=17
- 73:leaf=0.00484275026,cover=0
- 74:leaf=0.0294281729,cover=0
- 18:[LGI5<3.02536297] yes=37,no=38,missing=38,gain=2.26614475,cover=1880
- 37:[LGI5<2.43374896] yes=75,no=76,missing=75,gain=3.17800856,cover=894
- 75:leaf=-0.00732936431,cover=0
- 76:leaf=-0.000124868326,cover=0
- 38:[Ecc<27.7987404] yes=77,no=78,missing=77,gain=4.00724697,cover=986
- 77:leaf=-0.00685711903,cover=0
- 78:leaf=0.000870451157,cover=0
- 4:[Pol<60.4070244] yes=9,no=10,missing=10,gain=2.93041229,cover=613502
- 9:[Ecc<37.2796402] yes=19,no=20,missing=19,gain=4.78401756,cover=10219
- 19:[LGI5<2.76298451] yes=39,no=40,missing=39,gain=4.74938393,cover=4704
- 39:[Area5<0.612264991] yes=79,no=80,missing=79,gain=1.25746608,cover=1557
- 79:leaf=0.00194015482,cover=0
- 80:leaf=-0.00113425427,cover=0
- 40:[Curv5<0.107059956] yes=81,no=82,missing=81,gain=4.4851141,cover=3147
- 81:leaf=0.00722201914,cover=0
- 82:leaf=0.00230536587,cover=0
- 20:[PialCurv5<0.0218105931] yes=41,no=42,missing=41,gain=2.55290771,cover=5515
- 41:[Pol<13.2006302] yes=83,no=84,missing=83,gain=0.480896235,cover=49
- 83:leaf=0.000710552558,cover=0
- 84:leaf=-0.0133231282,cover=0
- 42:[Sulc0<0.528918922] yes=85,no=86,missing=85,gain=1.63195157,cover=5466
- 85:leaf=0.00364873745,cover=0
- 86:leaf=-0.000199415284,cover=0
- 10:[Area5<0.593548477] yes=21,no=22,missing=21,gain=2.57535458,cover=603283
- 21:[PialCurv5<0.315450013] yes=43,no=44,missing=43,gain=1.85253501,cover=55928
- 43:[Pol<108.715256] yes=87,no=88,missing=87,gain=2.45692253,cover=35666
- 87:leaf=-0.000822315167,cover=0
- 88:leaf=2.9471279e-05,cover=0
- 44:[Curv5<0.15992938] yes=89,no=90,missing=90,gain=2.007833,cover=20262
- 89:leaf=-0.00170727971,cover=0
- 90:leaf=0.0002430483,cover=0
- 22:[Sulc0<0.32645905] yes=45,no=46,missing=45,gain=2.72837496,cover=547355
- 45:[Area5<0.691153347] yes=91,no=92,missing=92,gain=3.62943769,cover=81322
- 91:leaf=0.00018485832,cover=0
- 92:leaf=0.00103152078,cover=0
- 46:[Pol<148.336472] yes=93,no=94,missing=93,gain=4.37659454,cover=466033
- 93:leaf=4.25829894e-05,cover=0
- 94:leaf=-0.00278761727,cover=0
- 2:[Curv5<0.0778492987] yes=5,no=6,missing=6,gain=2.08863139,cover=4498315
- 5:[PialCurv5<0.164156988] yes=11,no=12,missing=11,gain=3.6960938,cover=3823071
- 11:[Sulc0<0.495946974] yes=23,no=24,missing=24,gain=5.72241449,cover=3786646
- 23:[Pol<116.615585] yes=47,no=48,missing=47,gain=2.14816904,cover=3685153
- 47:[Pol<84.1277542] yes=95,no=96,missing=95,gain=9.83014011,cover=2015207
- 95:leaf=-1.32467749e-05,cover=0
- 96:leaf=0.000278954481,cover=0
- 48:[Ecc<14.28263] yes=97,no=98,missing=97,gain=6.58725643,cover=1669946
- 97:leaf=2.09995978e-05,cover=0
- 98:leaf=-0.000202515934,cover=0
- 24:[LGI5<3.48966408] yes=49,no=50,missing=49,gain=7.12896252,cover=101493
- 49:[Ecc<11.6821251] yes=99,no=100,missing=100,gain=6.62522602,cover=82915
- 99:leaf=-0.00040602751,cover=0
- 100:leaf=0.000783677038,cover=0
- 50:[Pol<42.7478409] yes=101,no=102,missing=101,gain=8.15375137,cover=18578
- 101:leaf=0.00242184126,cover=0
- 102:leaf=-0.000877424609,cover=0
- 12:[Ecc<5.59685707] yes=25,no=26,missing=26,gain=7.7309351,cover=36425
- 25:[Sulc0<-0.413983464] yes=51,no=52,missing=51,gain=5.02061939,cover=9173
- 51:[Area5<0.68633163] yes=103,no=104,missing=103,gain=2.06112862,cover=880
- 103:leaf=-0.00449495204,cover=0
- 104:leaf=0.000677343458,cover=0
- 52:[LGI5<2.37953305] yes=105,no=106,missing=105,gain=4.3076148,cover=8293
- 105:leaf=0.0026211706,cover=0
- 106:leaf=0.000264622242,cover=0
- 26:[Area5<0.684738636] yes=53,no=54,missing=53,gain=7.22952366,cover=27252
- 53:[Pol<109.248352] yes=107,no=108,missing=107,gain=5.72060871,cover=9337
- 107:leaf=-0.000929489674,cover=0
- 108:leaf=-0.003418484,cover=0
- 54:[MidArea5<0.744108081] yes=109,no=110,missing=109,gain=3.41440558,cover=17915
- 109:leaf=-0.000726960658,cover=0
- 110:leaf=0.000866271846,cover=0
- 6:[Pol<53.6550331] yes=13,no=14,missing=14,gain=3.91849732,cover=675244
- 13:[PialCurv5<0.101587482] yes=27,no=28,missing=27,gain=6.35682583,cover=29619
- 27:[LGI5<3.268116] yes=55,no=56,missing=55,gain=7.50372887,cover=6788
- 55:[MidArea5<0.70642072] yes=111,no=112,missing=112,gain=4.85493946,cover=4465
- 111:leaf=-0.000438777031,cover=0
- 112:leaf=0.00318853045,cover=0
- 56:[Ecc<18.5999508] yes=113,no=114,missing=113,gain=4.9732151,cover=2323
- 113:leaf=-0.000616240257,cover=0
- 114:leaf=0.00525088562,cover=0
- 28:[Ecc<45.751255] yes=57,no=58,missing=57,gain=3.80260658,cover=22831
- 57:[Pol<7.58674097] yes=115,no=116,missing=115,gain=3.34221292,cover=19718
- 115:leaf=-0.00161557866,cover=0
- 116:leaf=0.000549328106,cover=0
- 58:[PialArea5<0.903379142] yes=117,no=118,missing=117,gain=1.67917323,cover=3113
- 117:leaf=-0.00161701534,cover=0
- 118:leaf=0.0179585163,cover=0
- 14:[Pol<116.093399] yes=29,no=30,missing=29,gain=4.47201061,cover=645625
- 29:[LGI5<3.35709596] yes=59,no=60,missing=60,gain=9.31516552,cover=447341
- 59:[PialCurv5<0.137877449] yes=119,no=120,missing=119,gain=5.53282928,cover=402025
- 119:leaf=-0.000461803051,cover=0
- 120:leaf=-2.24051528e-05,cover=0
- 60:[Ecc<8.11897564] yes=121,no=122,missing=122,gain=8.40676785,cover=45316
- 121:leaf=0.00739271799,cover=0
- 122:leaf=-0.00093659258,cover=0
- 30:[LGI5<3.1900804] yes=61,no=62,missing=61,gain=4.71320391,cover=198284
- 61:[Ecc<7.69572639] yes=123,no=124,missing=123,gain=5.7754364,cover=153357
- 123:leaf=0.0002502813,cover=0
- 124:leaf=-0.000363658939,cover=0
- 62:[Ecc<9.17092323] yes=125,no=126,missing=125,gain=7.26316643,cover=44927
- 125:leaf=0.00408343831,cover=0
- 126:leaf=0.000420772383,cover=0
-booster[638]:
-0:[PialArea5<0.788206637] yes=1,no=2,missing=2,gain=0.599124014,cover=5124388
- 1:[Area5<0.76451689] yes=3,no=4,missing=3,gain=5.00064373,cover=2542247
- 3:[Pol<42.7478409] yes=7,no=8,missing=8,gain=2.24218845,cover=2284248
- 7:[Area5<0.659308732] yes=15,no=16,missing=15,gain=12.5762501,cover=131475
- 15:[Curv5<-0.0773924068] yes=31,no=32,missing=31,gain=16.3499451,cover=76490
- 31:[Sulc0<-0.224179193] yes=63,no=64,missing=63,gain=3.86453295,cover=57406
- 63:leaf=5.20178983e-05,cover=0
- 64:leaf=0.00163614086,cover=0
- 32:[LGI5<2.36078882] yes=65,no=66,missing=65,gain=9.06202507,cover=19084
- 65:leaf=0.00165922998,cover=0
- 66:leaf=-0.00189577194,cover=0
- 16:[Pol<10.3232107] yes=33,no=34,missing=33,gain=7.61586285,cover=54985
- 33:[Ecc<22.8050022] yes=67,no=68,missing=68,gain=16.4320488,cover=17146
- 67:leaf=-0.000741693948,cover=0
- 68:leaf=0.00382878887,cover=0
- 34:[Sulc0<-0.0562447868] yes=69,no=70,missing=69,gain=8.34237671,cover=37839
- 69:leaf=0.00215403223,cover=0
- 70:leaf=0.00059293682,cover=0
- 8:[Ecc<38.7725143] yes=17,no=18,missing=18,gain=4.72103214,cover=2152773
- 17:[MidArea5<0.70642072] yes=35,no=36,missing=36,gain=4.11066437,cover=2072117
- 35:[LGI5<3.06122994] yes=71,no=72,missing=71,gain=4.5144763,cover=1857050
- 71:leaf=-5.78318977e-05,cover=0
- 72:leaf=0.00012566596,cover=0
- 36:[LGI5<2.46595764] yes=73,no=74,missing=73,gain=4.8775816,cover=215067
- 73:leaf=-0.000704222126,cover=0
- 74:leaf=-0.000121800826,cover=0
- 18:[Curv5<0.183586344] yes=37,no=38,missing=37,gain=7.90535975,cover=80656
- 37:[Pol<157.22821] yes=75,no=76,missing=75,gain=5.97694016,cover=69083
- 75:leaf=-0.000772093888,cover=0
- 76:leaf=0.000901280378,cover=0
- 38:[Curv5<0.266060919] yes=77,no=78,missing=77,gain=1.95513797,cover=11573
- 77:leaf=0.00100239296,cover=0
- 78:leaf=-0.00112634758,cover=0
- 4:[Pol<137.578873] yes=9,no=10,missing=9,gain=3.97418571,cover=257999
- 9:[Curv5<0.0344051942] yes=19,no=20,missing=20,gain=6.02774143,cover=242133
- 19:[Pol<81.5476837] yes=39,no=40,missing=39,gain=3.78275466,cover=22914
- 39:[LGI5<2.60212255] yes=79,no=80,missing=79,gain=7.16710377,cover=9563
- 79:leaf=0.00280066556,cover=0
- 80:leaf=-0.000572422869,cover=0
- 40:[Pol<117.668175] yes=81,no=82,missing=81,gain=7.27247429,cover=13351
- 81:leaf=-0.00209889631,cover=0
- 82:leaf=0.000298256142,cover=0
- 20:[Sulc0<0.540103436] yes=41,no=42,missing=41,gain=5.36873198,cover=219219
- 41:[Pol<57.0350037] yes=83,no=84,missing=83,gain=5.64388084,cover=96318
- 83:leaf=0.00177480152,cover=0
- 84:leaf=0.000386317522,cover=0
- 42:[Pol<100.090813] yes=85,no=86,missing=85,gain=3.70408392,cover=122901
- 85:leaf=-0.000214088504,cover=0
- 86:leaf=0.000350191869,cover=0
- 10:[Ecc<1.3629595] yes=21,no=22,missing=21,gain=6.15282011,cover=15866
- 21:[LGI5<2.5416429] yes=43,no=44,missing=44,gain=6.53366041,cover=1849
- 43:[MidArea5<0.648438752] yes=87,no=88,missing=87,gain=3.68650532,cover=1675
- 87:leaf=-0.0121748876,cover=0
- 88:leaf=-0.00212866976,cover=0
- 44:[Sulc0<-0.644343197] yes=89,no=90,missing=89,gain=3.8511157,cover=174
- 89:leaf=0.0256293714,cover=0
- 90:leaf=0.00438226247,cover=0
- 22:[PialCurv5<-0.0668589398] yes=45,no=46,missing=45,gain=5.21236897,cover=14017
- 45:[LGI5<2.77389717] yes=91,no=92,missing=91,gain=9.06392384,cover=1263
- 91:leaf=0.0106472643,cover=0
- 92:leaf=0.00151666242,cover=0
- 46:[Ecc<22.8050022] yes=93,no=94,missing=93,gain=4.05825567,cover=12754
- 93:leaf=0.000367681467,cover=0
- 94:leaf=0.0022465901,cover=0
- 2:[PialCurv5<0.113078766] yes=5,no=6,missing=6,gain=2.18320799,cover=2582141
- 5:[Sulc0<0.830503881] yes=11,no=12,missing=11,gain=2.43870568,cover=2556066
- 11:[Curv5<0.0407969989] yes=23,no=24,missing=24,gain=2.71116161,cover=2555851
- 23:[PialCurv5<0.0666604191] yes=47,no=48,missing=48,gain=8.28894901,cover=2515907
- 47:[Area5<0.765896857] yes=95,no=96,missing=95,gain=2.23710632,cover=2486911
- 95:leaf=3.02661047e-05,cover=0
- 96:leaf=-9.50645262e-05,cover=0
- 48:[Curv5<0.0278947372] yes=97,no=98,missing=97,gain=4.80285835,cover=28996
- 97:leaf=0.00126981933,cover=0
- 98:leaf=-0.000148697392,cover=0
- 24:[PialCurv5<0.0447484925] yes=49,no=50,missing=50,gain=12.2617435,cover=39944
- 49:[Ecc<27.327179] yes=99,no=100,missing=99,gain=6.73902893,cover=5772
- 99:leaf=0.000817940978,cover=0
- 100:leaf=0.00491920952,cover=0
- 50:[Area5<0.758003652] yes=101,no=102,missing=101,gain=5.26050806,cover=34172
- 101:leaf=-0.00155325548,cover=0
- 102:leaf=-0.000273612852,cover=0
- 12:[LGI5<3.27544355] yes=25,no=26,missing=25,gain=2.23900127,cover=215
- 25:[Area5<0.794681609] yes=51,no=52,missing=51,gain=2.51598644,cover=122
- 51:[Pol<43.7633247] yes=103,no=104,missing=103,gain=0.868052483,cover=25
- 103:leaf=0.0414605252,cover=0
- 104:leaf=0.0173775367,cover=0
- 52:[PialArea5<0.977763891] yes=105,no=106,missing=105,gain=0.345321655,cover=97
- 105:leaf=0.00686934078,cover=0
- 106:leaf=-0.00361098046,cover=0
- 26:[Pol<37.1539459] yes=53,no=54,missing=53,gain=1.33620262,cover=93
- 53:[Area5<0.799647689] yes=107,no=108,missing=108,gain=0.143467426,cover=12
- 107:leaf=0.00134026015,cover=0
- 108:leaf=0.016623145,cover=0
- 54:[PialCurv5<0.0262785293] yes=109,no=110,missing=109,gain=0.427883387,cover=81
- 109:leaf=-0.00849525165,cover=0
- 110:leaf=-0.000546537631,cover=0
- 6:[Ecc<7.4459548] yes=13,no=14,missing=13,gain=4.76283312,cover=26075
- 13:[Pol<41.8258972] yes=27,no=28,missing=28,gain=2.83233261,cover=13553
- 27:[Ecc<0.669936359] yes=55,no=56,missing=55,gain=6.79898357,cover=219
- 55:[MidArea5<0.786720097] yes=111,no=112,missing=112,gain=2.47080302,cover=30
- 111:leaf=0.00416498212,cover=0
- 112:leaf=0.0328170322,cover=0
- 56:[LGI5<2.36851335] yes=113,no=114,missing=113,gain=0.990995884,cover=189
- 113:leaf=-0.00290912995,cover=0
- 114:leaf=-0.0106080733,cover=0
- 28:[MidArea5<0.832538009] yes=57,no=58,missing=57,gain=3.02396584,cover=13334
- 57:[Pol<96.2546158] yes=115,no=116,missing=115,gain=2.22252655,cover=8866
- 115:leaf=0.00252562296,cover=0
- 116:leaf=0.000941794773,cover=0
- 58:[Sulc0<0.299089104] yes=117,no=118,missing=118,gain=2.82611609,cover=4468
- 117:leaf=-0.000199550283,cover=0
- 118:leaf=0.00462868204,cover=0
- 14:[LGI5<3.15728688] yes=29,no=30,missing=30,gain=3.0892415,cover=12522
- 29:[Pol<125.881905] yes=59,no=60,missing=60,gain=3.13278461,cover=7849
- 59:[LGI5<2.70988083] yes=119,no=120,missing=120,gain=1.82691133,cover=5416
- 119:leaf=-0.00144639693,cover=0
- 120:leaf=0.000491836225,cover=0
- 60:[Ecc<31.520586] yes=121,no=122,missing=121,gain=1.64864206,cover=2433
- 121:leaf=-0.00269031245,cover=0
- 122:leaf=0.00232408708,cover=0
- 30:[Area5<0.780320704] yes=61,no=62,missing=61,gain=1.96527684,cover=4673
- 61:[Sulc0<0.013685069] yes=123,no=124,missing=123,gain=2.10249496,cover=1965
- 123:leaf=-0.00012576874,cover=0
- 124:leaf=0.0032535966,cover=0
- 62:[LGI5<3.78836131] yes=125,no=126,missing=125,gain=0.876275361,cover=2708
- 125:leaf=-0.000321457628,cover=0
- 126:leaf=0.00335637899,cover=0
-booster[639]:
-0:[PialArea5<1.06442153] yes=1,no=2,missing=1,gain=0.60701257,cover=5124388
- 1:[Ecc<1.15906882] yes=3,no=4,missing=3,gain=1.53449774,cover=4397951
- 3:[Area5<0.545738399] yes=7,no=8,missing=8,gain=4.66857815,cover=307053
- 7:[LGI5<2.55302763] yes=15,no=16,missing=15,gain=3.47469902,cover=101971
- 15:[Ecc<0.295587689] yes=31,no=32,missing=31,gain=2.72753382,cover=95156
- 31:[LGI5<2.30180311] yes=63,no=64,missing=63,gain=2.63460183,cover=8786
- 63:leaf=-0.00195875508,cover=0
- 64:leaf=-0.000132605899,cover=0
- 32:[LGI5<2.18291569] yes=65,no=66,missing=65,gain=2.02069378,cover=86370
- 65:leaf=-0.000771252322,cover=0
- 66:leaf=0.000231170401,cover=0
- 16:[Sulc0<-0.79536891] yes=33,no=34,missing=33,gain=1.70562315,cover=6815
- 33:[PialArea5<0.632563293] yes=67,no=68,missing=67,gain=2.39135504,cover=2892
- 67:leaf=0.0129079539,cover=0
- 68:leaf=0.00197999063,cover=0
- 34:[Pol<128.951508] yes=69,no=70,missing=69,gain=2.1809659,cover=3923
- 69:leaf=0.00167260156,cover=0
- 70:leaf=-0.000690352812,cover=0
- 8:[Ecc<0.45941934] yes=17,no=18,missing=18,gain=5.71419764,cover=205082
- 17:[LGI5<2.45602322] yes=35,no=36,missing=35,gain=6.74905634,cover=62773
- 35:[Area5<0.693521142] yes=71,no=72,missing=72,gain=8.62603092,cover=47721
- 71:leaf=0.000128914413,cover=0
- 72:leaf=0.00190646783,cover=0
- 36:[MidArea5<0.707922041] yes=73,no=74,missing=73,gain=2.47834373,cover=15052
- 73:leaf=-0.000141363722,cover=0
- 74:leaf=-0.00142454903,cover=0
- 18:[Curv5<-0.0943295062] yes=37,no=38,missing=37,gain=5.561759,cover=142309
- 37:[PialCurv5<-0.0515215881] yes=75,no=76,missing=75,gain=6.3849287,cover=63020
- 75:leaf=-0.000941976614,cover=0
- 76:leaf=0.000767957245,cover=0
- 38:[PialCurv5<-0.0886472985] yes=77,no=78,missing=77,gain=14.0779476,cover=79289
- 77:leaf=0.00641315803,cover=0
- 78:leaf=-0.000216520668,cover=0
- 4:[Pol<29.3809395] yes=9,no=10,missing=9,gain=2.12829256,cover=4090898
- 9:[LGI5<2.57263851] yes=19,no=20,missing=19,gain=6.56235647,cover=365309
- 19:[Area5<0.600206077] yes=39,no=40,missing=39,gain=15.4126854,cover=59137
- 39:[Curv5<0.0407969989] yes=79,no=80,missing=79,gain=4.57059097,cover=26485
- 79:leaf=-0.000255365245,cover=0
- 80:leaf=-0.0104686441,cover=0
- 40:[Curv5<-0.206445083] yes=81,no=82,missing=81,gain=5.91142654,cover=32652
- 81:leaf=0.00045237728,cover=0
- 82:leaf=0.00184386445,cover=0
- 20:[PialCurv5<0.171042696] yes=41,no=42,missing=41,gain=4.97863388,cover=306172
- 41:[Curv5<0.0896491781] yes=83,no=84,missing=83,gain=6.52267742,cover=303151
- 83:leaf=1.8289822e-05,cover=0
- 84:leaf=0.0021967385,cover=0
- 42:[Curv5<-0.0390223041] yes=85,no=86,missing=86,gain=3.04488754,cover=3021
- 85:leaf=0.0126702134,cover=0
- 86:leaf=-0.00216739788,cover=0
- 10:[Sulc0<-0.540693521] yes=21,no=22,missing=22,gain=3.0330956,cover=3725589
- 21:[Pol<165.944183] yes=43,no=44,missing=43,gain=7.61432934,cover=686624
- 43:[Ecc<19.7764034] yes=87,no=88,missing=87,gain=7.61223698,cover=514351
- 87:leaf=-0.000235928179,cover=0
- 88:leaf=0.000872043602,cover=0
- 44:[PialArea5<0.780359626] yes=89,no=90,missing=90,gain=4.72801876,cover=172273
- 89:leaf=0.000802199531,cover=0
- 90:leaf=7.18662704e-05,cover=0
- 22:[LGI5<2.29656005] yes=45,no=46,missing=45,gain=3.15332985,cover=3038965
- 45:[Curv5<-0.203415334] yes=91,no=92,missing=91,gain=3.05167007,cover=115090
- 91:leaf=0.00181803911,cover=0
- 92:leaf=0.000225202326,cover=0
- 46:[LGI5<3.31338549] yes=93,no=94,missing=93,gain=2.44611096,cover=2923875
- 93:leaf=2.09079135e-05,cover=0
- 94:leaf=-0.000104705177,cover=0
- 2:[PialCurv5<-0.00372259994] yes=5,no=6,missing=6,gain=2.61916399,cover=726437
- 5:[Curv5<-0.024997253] yes=11,no=12,missing=11,gain=6.03517914,cover=708251
- 11:[Pol<41.8258972] yes=23,no=24,missing=23,gain=2.79313302,cover=704730
- 23:[PialCurv5<-0.076943703] yes=47,no=48,missing=48,gain=2.83414865,cover=311970
- 47:[Curv5<-0.108295463] yes=95,no=96,missing=96,gain=5.16791916,cover=265241
- 95:leaf=-2.78825319e-05,cover=0
- 96:leaf=0.00182361144,cover=0
- 48:[Sulc0<-0.856543541] yes=97,no=98,missing=97,gain=6.61707544,cover=46729
- 97:leaf=-0.00212733098,cover=0
- 98:leaf=-0.00021571391,cover=0
- 24:[Pol<164.532394] yes=49,no=50,missing=50,gain=3.77841496,cover=392760
- 49:[Ecc<5.91357183] yes=99,no=100,missing=99,gain=4.8899579,cover=287187
- 99:leaf=4.13424787e-05,cover=0
- 100:leaf=0.000455637201,cover=0
- 50:[Ecc<6.10119486] yes=101,no=102,missing=102,gain=10.094595,cover=105573
- 101:leaf=0.000693443173,cover=0
- 102:leaf=-0.000413745263,cover=0
- 12:[Sulc0<-0.684786558] yes=25,no=26,missing=26,gain=5.82839823,cover=3521
- 25:[Ecc<2.91795349] yes=51,no=52,missing=51,gain=6.20814705,cover=170
- 51:[Area5<0.811441243] yes=103,no=104,missing=103,gain=6.77221966,cover=64
- 103:leaf=0.032526996,cover=0
- 104:leaf=-0.00467236713,cover=0
- 52:[PialCurv5<-0.0501225069] yes=105,no=106,missing=105,gain=2.89577866,cover=106
- 105:leaf=0.0185271669,cover=0
- 106:leaf=-0.000901660998,cover=0
- 26:[Sulc0<-0.152423486] yes=53,no=54,missing=53,gain=4.05634022,cover=3351
- 53:[Pol<42.7478409] yes=107,no=108,missing=107,gain=7.51180506,cover=1926
- 107:leaf=-0.00454608351,cover=0
- 108:leaf=0.00223274971,cover=0
- 54:[PialCurv5<-0.0245349593] yes=109,no=110,missing=109,gain=3.83346128,cover=1425
- 109:leaf=0.00826488808,cover=0
- 110:leaf=0.0022137973,cover=0
- 6:[Area5<0.726017833] yes=13,no=14,missing=13,gain=12.2822418,cover=18186
- 13:[LGI5<2.34364653] yes=27,no=28,missing=27,gain=2.81210041,cover=2982
- 27:[Pol<45.5953903] yes=55,no=56,missing=55,gain=4.61544943,cover=459
- 55:[Area5<0.712503135] yes=111,no=112,missing=111,gain=0.64336586,cover=78
- 111:leaf=-0.0122974245,cover=0
- 112:leaf=0.00318296556,cover=0
- 56:[LGI5<2.32613516] yes=113,no=114,missing=113,gain=4.89287376,cover=381
- 113:leaf=0.000296350743,cover=0
- 114:leaf=0.0176847149,cover=0
- 28:[Area5<0.692729533] yes=57,no=58,missing=57,gain=3.06255341,cover=2523
- 57:[Ecc<1.85215485] yes=115,no=116,missing=116,gain=4.34199905,cover=1193
- 115:leaf=-0.000247348071,cover=0
- 116:leaf=-0.0075641158,cover=0
- 58:[Curv5<-0.0752395913] yes=117,no=118,missing=118,gain=1.33974338,cover=1330
- 117:leaf=0.000731538632,cover=0
- 118:leaf=-0.00326715154,cover=0
- 14:[Pol<78.2110443] yes=29,no=30,missing=29,gain=3.12958169,cover=15204
- 29:[Ecc<7.90440989] yes=59,no=60,missing=59,gain=5.00246763,cover=8301
- 59:[Ecc<2.02168798] yes=119,no=120,missing=119,gain=6.52477074,cover=3696
- 119:leaf=-0.00213665119,cover=0
- 120:leaf=0.0031029745,cover=0
- 60:[Curv5<0.0778492987] yes=121,no=122,missing=122,gain=3.95903111,cover=4605
- 121:leaf=-0.000538660679,cover=0
- 122:leaf=0.0176846106,cover=0
- 30:[Sulc0<0.126604497] yes=61,no=62,missing=61,gain=4.36785412,cover=6903
- 61:[LGI5<2.56078315] yes=123,no=124,missing=123,gain=2.31085014,cover=5528
- 123:leaf=-0.000401872123,cover=0
- 124:leaf=-0.00244772434,cover=0
- 62:[LGI5<3.39750218] yes=125,no=126,missing=125,gain=3.10614133,cover=1375
- 125:leaf=0.000864131958,cover=0
- 126:leaf=0.0080662854,cover=0
-booster[640]:
-0:[PialArea5<0.780359626] yes=1,no=2,missing=1,gain=0.584778786,cover=5124388
- 1:[Area5<0.715747833] yes=3,no=4,missing=3,gain=5.21256828,cover=2481919
- 3:[Sulc0<0.540103436] yes=7,no=8,missing=7,gain=2.63008404,cover=1757136
- 7:[Ecc<6.76014757] yes=15,no=16,missing=16,gain=4.93936205,cover=1381149
- 15:[Pol<120.854889] yes=31,no=32,missing=31,gain=12.8653488,cover=719942
- 31:[LGI5<2.58517122] yes=63,no=64,missing=63,gain=9.35644722,cover=467447
- 63:leaf=-4.41936463e-05,cover=0
- 64:leaf=-0.000590468117,cover=0
- 32:[LGI5<2.53428411] yes=65,no=66,missing=65,gain=13.634429,cover=252495
- 65:leaf=6.80641024e-05,cover=0
- 66:leaf=0.000912375282,cover=0
- 16:[Pol<114.966316] yes=33,no=34,missing=34,gain=14.5523291,cover=661207
- 33:[Curv5<0.0473068655] yes=67,no=68,missing=67,gain=17.9819202,cover=362472
- 67:leaf=0.000335557997,cover=0
- 68:leaf=-0.000372643874,cover=0
- 34:[Area5<0.660333693] yes=69,no=70,missing=69,gain=12.8094387,cover=298735
- 69:leaf=-0.000721493096,cover=0
- 70:leaf=-5.37834312e-05,cover=0
- 8:[PialArea5<0.640100121] yes=17,no=18,missing=17,gain=11.2281656,cover=375987
- 17:[Pol<145.397461] yes=35,no=36,missing=36,gain=3.71915913,cover=367303
- 35:[Ecc<45.751255] yes=71,no=72,missing=71,gain=3.54277778,cover=366162
- 71:leaf=4.91094834e-05,cover=0
- 72:leaf=-0.000815205742,cover=0
- 36:[Ecc<28.2834949] yes=73,no=74,missing=73,gain=4.2710762,cover=1141
- 73:leaf=-0.00635858951,cover=0
- 74:leaf=-0.000181828465,cover=0
- 18:[Curv5<-0.0881721899] yes=37,no=38,missing=38,gain=5.02902126,cover=8684
- 37:[Pol<149.795395] yes=75,no=76,missing=75,gain=6.16507053,cover=525
- 75:leaf=-0.00418516481,cover=0
- 76:leaf=0.0199324321,cover=0
- 38:[Ecc<12.0179253] yes=77,no=78,missing=77,gain=4.59513474,cover=8159
- 77:leaf=-0.000604772125,cover=0
- 78:leaf=0.00264916359,cover=0
- 4:[Pol<56.1920547] yes=9,no=10,missing=9,gain=9.99915314,cover=724783
- 9:[Pol<14.1659222] yes=19,no=20,missing=20,gain=7.67370796,cover=58403
- 19:[Ecc<10.7180347] yes=39,no=40,missing=39,gain=11.70854,cover=9594
- 39:[Sulc0<-0.224179193] yes=79,no=80,missing=79,gain=3.97989368,cover=5819
- 79:leaf=-0.00117577927,cover=0
- 80:leaf=-0.00411225064,cover=0
- 40:[LGI5<2.94529939] yes=81,no=82,missing=81,gain=5.72962379,cover=3775
- 81:leaf=0.00567774335,cover=0
- 82:leaf=0.000668258348,cover=0
- 20:[Ecc<32.6813126] yes=41,no=42,missing=41,gain=17.2755013,cover=48809
- 41:[Ecc<3.03937531] yes=83,no=84,missing=83,gain=11.39188,cover=17188
- 83:leaf=-0.00149523828,cover=0
- 84:leaf=0.00269466499,cover=0
- 42:[Sulc0<0.0931760818] yes=85,no=86,missing=85,gain=8.33979034,cover=31621
- 85:leaf=0.0066765151,cover=0
- 86:leaf=0.000180136572,cover=0
- 10:[Pol<138.971481] yes=21,no=22,missing=21,gain=10.0077114,cover=666380
- 21:[Curv5<0.0257103238] yes=43,no=44,missing=43,gain=19.9748211,cover=615251
- 43:[Pol<71.0996552] yes=87,no=88,missing=87,gain=11.9230881,cover=54122
- 87:leaf=0.00080765551,cover=0
- 88:leaf=-0.00124919578,cover=0
- 44:[Sulc0<0.32645905] yes=89,no=90,missing=89,gain=9.9193325,cover=561129
- 89:leaf=0.000393096358,cover=0
- 90:leaf=-6.50383008e-05,cover=0
- 22:[LGI5<2.37224698] yes=45,no=46,missing=45,gain=9.4357729,cover=51129
- 45:[LGI5<2.21018219] yes=91,no=92,missing=92,gain=6.79599333,cover=3643
- 91:leaf=0.00346116978,cover=0
- 92:leaf=-0.00263547827,cover=0
- 46:[PialCurv5<-0.062031392] yes=93,no=94,missing=93,gain=7.19036674,cover=47486
- 93:leaf=0.00282246107,cover=0
- 94:leaf=0.000703712925,cover=0
- 2:[MidArea5<0.57021302] yes=5,no=6,missing=6,gain=2.83223724,cover=2642469
- 5:[Ecc<4.07113361] yes=11,no=12,missing=11,gain=0.480350018,cover=356
- 11:[Pol<172.695618] yes=23,no=24,missing=24,gain=0.309104681,cover=264
- 23:[LGI5<2.60638428] yes=47,no=48,missing=48,gain=0.331566453,cover=253
- 47:[LGI5<2.25958419] yes=95,no=96,missing=95,gain=0.273177505,cover=241
- 95:leaf=0.00598467747,cover=0
- 96:leaf=0.00222095032,cover=0
- 48:[Sulc0<-0.911647499] yes=97,no=98,missing=98,gain=0.112769186,cover=12
- 97:leaf=0.000417443138,cover=0
- 98:leaf=0.0135391532,cover=0
- 24:[PialCurv5<-0.167439327] yes=49,no=50,missing=50,gain=0.0993322954,cover=11
- 49:leaf=0.00408244925,cover=0
- 50:[Ecc<3.03937531] yes=99,no=100,missing=100,gain=0.0152306259,cover=9
- 99:leaf=-0.0031454158,cover=0
- 100:leaf=-0.00851632655,cover=0
- 12:[Curv5<-0.256378978] yes=25,no=26,missing=25,gain=0.286301374,cover=92
- 25:[Sulc0<-0.59790951] yes=51,no=52,missing=52,gain=0.0916788578,cover=55
- 51:[Pol<144.670364] yes=101,no=102,missing=101,gain=0.0786399245,cover=49
- 101:leaf=0.00872231741,cover=0
- 102:leaf=0.00421776809,cover=0
- 52:[Ecc<6.64552498] yes=103,no=104,missing=104,gain=0.0143850073,cover=6
- 103:leaf=0.000694568967,cover=0
- 104:leaf=-0.00422408571,cover=0
- 26:[Ecc<5.46745825] yes=53,no=54,missing=53,gain=0.354944229,cover=37
- 53:[Sulc0<-0.592216015] yes=105,no=106,missing=105,gain=0.0179598331,cover=22
- 105:leaf=0.0152931409,cover=0
- 106:leaf=0.00342122908,cover=0
- 54:[LGI5<2.69470191] yes=107,no=108,missing=107,gain=0.0586806387,cover=15
- 107:leaf=0.00607289001,cover=0
- 108:leaf=-0.00130889413,cover=0
- 6:[PialCurv5<0.137877449] yes=13,no=14,missing=13,gain=2.22505021,cover=2642113
- 13:[Curv5<0.0407969989] yes=27,no=28,missing=27,gain=2.76380253,cover=2625700
- 27:[PialCurv5<0.0720715299] yes=55,no=56,missing=55,gain=10.1602755,cover=2573188
- 55:[Area5<0.765896857] yes=109,no=110,missing=109,gain=2.41263866,cover=2544148
- 109:leaf=3.09843927e-05,cover=0
- 110:leaf=-9.82976635e-05,cover=0
- 56:[Ecc<3.8768425] yes=111,no=112,missing=111,gain=3.40950775,cover=29040
- 111:leaf=0.00195981888,cover=0
- 112:leaf=0.000658881152,cover=0
- 28:[PialCurv5<0.0495097227] yes=57,no=58,missing=58,gain=11.1383791,cover=52512
- 57:[PialCurv5<-0.0173297711] yes=113,no=114,missing=113,gain=6.3139534,cover=8059
- 113:leaf=-0.00375379249,cover=0
- 114:leaf=0.00174577616,cover=0
- 58:[Sulc0<-0.0250212289] yes=115,no=116,missing=115,gain=4.12746763,cover=44453
- 115:leaf=0.000121127152,cover=0
- 116:leaf=-0.000955305237,cover=0
- 14:[LGI5<2.52671862] yes=29,no=30,missing=29,gain=2.96491861,cover=16413
- 29:[MidArea5<0.764184535] yes=59,no=60,missing=60,gain=1.55836725,cover=5749
- 59:[LGI5<2.13090348] yes=117,no=118,missing=118,gain=1.32653332,cover=1035
- 117:leaf=-0.0184630957,cover=0
- 118:leaf=0.0034119077,cover=0
- 60:[Pol<10.3232107] yes=119,no=120,missing=120,gain=2.15004754,cover=4714
- 119:leaf=0.0255427901,cover=0
- 120:leaf=0.00107815652,cover=0
- 30:[LGI5<3.28291535] yes=61,no=62,missing=61,gain=1.95063698,cover=10664
- 61:[Pol<21.2328167] yes=121,no=122,missing=121,gain=2.2386601,cover=8786
- 121:leaf=-0.00801163539,cover=0
- 122:leaf=-0.000128383967,cover=0
- 62:[Area5<0.780320704] yes=123,no=124,missing=123,gain=1.52382123,cover=1878
- 123:leaf=0.00330416369,cover=0
- 124:leaf=0.000398799777,cover=0
-booster[641]:
-0:[PialArea5<0.485325813] yes=1,no=2,missing=2,gain=0.669228017,cover=5124388
- 1:[Pol<79.5617371] yes=3,no=4,missing=3,gain=3.48762369,cover=826518
- 3:[LGI5<2.16230083] yes=7,no=8,missing=7,gain=4.03263569,cover=88607
- 7:[Ecc<1.10530448] yes=15,no=16,missing=15,gain=2.54559994,cover=476
- 15:[Sulc0<-0.108384088] yes=31,no=32,missing=31,gain=1.4935174,cover=220
- 31:[Area5<0.586059749] yes=63,no=64,missing=64,gain=0.852308273,cover=128
- 63:leaf=-0.00636966107,cover=0
- 64:leaf=-0.0149195688,cover=0
- 32:[Pol<31.3444195] yes=65,no=66,missing=65,gain=0.179325461,cover=92
- 65:leaf=0.00115551194,cover=0
- 66:leaf=-0.00434634369,cover=0
- 16:[Sulc0<-0.407819748] yes=33,no=34,missing=33,gain=0.712671459,cover=256
- 33:[Ecc<2.54464626] yes=67,no=68,missing=67,gain=0.851438701,cover=122
- 67:leaf=-0.00433010608,cover=0
- 68:leaf=0.0191902947,cover=0
- 34:[Pol<69.6327286] yes=69,no=70,missing=70,gain=1.15687919,cover=134
- 69:leaf=0.00562834693,cover=0
- 70:leaf=-0.00370049966,cover=0
- 8:[Ecc<41.2560654] yes=17,no=18,missing=17,gain=3.92493105,cover=88131
- 17:[Curv5<-0.143275946] yes=35,no=36,missing=35,gain=4.64733362,cover=72318
- 35:[Sulc0<-0.413983464] yes=71,no=72,missing=72,gain=2.38103461,cover=1811
- 71:leaf=0.000378335099,cover=0
- 72:leaf=-0.00337342406,cover=0
- 36:[Pol<60.4070244] yes=73,no=74,missing=74,gain=5.36192703,cover=70507
- 73:leaf=0.00161016674,cover=0
- 74:leaf=0.000397652591,cover=0
- 18:[Curv5<0.0778492987] yes=37,no=38,missing=38,gain=2.0963397,cover=15813
- 37:[LGI5<3.53458858] yes=75,no=76,missing=75,gain=1.78408313,cover=626
- 75:leaf=0.00412919139,cover=0
- 76:leaf=-0.00182954408,cover=0
- 38:[PialCurv5<0.303062648] yes=77,no=78,missing=77,gain=2.62336922,cover=15187
- 77:leaf=-0.00105182978,cover=0
- 78:leaf=0.000271615252,cover=0
- 4:[Pol<109.248352] yes=9,no=10,missing=9,gain=4.59274912,cover=737911
- 9:[PialCurv5<0.0771882981] yes=19,no=20,missing=20,gain=4.97995472,cover=520793
- 19:[Ecc<1.68457866] yes=39,no=40,missing=39,gain=11.0568657,cover=23723
- 39:[Area5<0.623097897] yes=79,no=80,missing=79,gain=7.03764009,cover=2222
- 79:leaf=0.000739892886,cover=0
- 80:leaf=0.00688988343,cover=0
- 40:[LGI5<3.33878016] yes=81,no=82,missing=81,gain=8.17387962,cover=21501
- 81:leaf=-0.000791588449,cover=0
- 82:leaf=-0.00394104235,cover=0
- 20:[Ecc<20.7119312] yes=41,no=42,missing=41,gain=4.34702587,cover=497070
- 41:[Ecc<9.75650311] yes=83,no=84,missing=83,gain=6.56810951,cover=401917
- 83:leaf=2.19227113e-05,cover=0
- 84:leaf=-0.000415691698,cover=0
- 42:[Area5<0.67996794] yes=85,no=86,missing=85,gain=2.63369393,cover=95153
- 85:leaf=-7.46218066e-05,cover=0
- 86:leaf=0.000467848236,cover=0
- 10:[Sulc0<1.11117697] yes=21,no=22,missing=21,gain=4.7314558,cover=217118
- 21:[Curv5<0.177453667] yes=43,no=44,missing=43,gain=3.85590935,cover=214353
- 43:[Pol<156.492447] yes=87,no=88,missing=87,gain=5.1282382,cover=151365
- 87:leaf=0.000483109587,cover=0
- 88:leaf=-0.00033794425,cover=0
- 44:[LGI5<3.58443618] yes=89,no=90,missing=89,gain=2.66617012,cover=62988
- 89:leaf=-0.000151698623,cover=0
- 90:leaf=0.00208803872,cover=0
- 22:[PialCurv5<0.220156521] yes=45,no=46,missing=45,gain=2.98497009,cover=2765
- 45:[Ecc<23.1745358] yes=91,no=92,missing=91,gain=2.01308489,cover=589
- 91:leaf=-0.0126172975,cover=0
- 92:leaf=-0.00387827167,cover=0
- 46:[Ecc<32.0879669] yes=93,no=94,missing=94,gain=2.40099049,cover=2176
- 93:leaf=-0.00243556453,cover=0
- 94:leaf=0.000919982733,cover=0
- 2:[Curv5<0.0736173838] yes=5,no=6,missing=6,gain=2.62794304,cover=4297870
- 5:[PialCurv5<0.164156988] yes=11,no=12,missing=11,gain=4.31682301,cover=3753412
- 11:[Sulc0<0.495946974] yes=23,no=24,missing=24,gain=4.71326113,cover=3726438
- 23:[Pol<118.191307] yes=47,no=48,missing=47,gain=2.12693596,cover=3639566
- 47:[Pol<82.8478928] yes=95,no=96,missing=95,gain=11.0534248,cover=2016584
- 95:leaf=-1.94167751e-05,cover=0
- 96:leaf=0.000279431231,cover=0
- 48:[Ecc<45.751255] yes=97,no=98,missing=97,gain=6.0336585,cover=1622982
- 97:leaf=-4.9316197e-05,cover=0
- 98:leaf=0.000932497263,cover=0
- 24:[LGI5<3.48966408] yes=49,no=50,missing=49,gain=7.18454123,cover=86872
- 49:[Pol<144.670364] yes=99,no=100,missing=99,gain=5.31916904,cover=70538
- 99:leaf=0.000671161863,cover=0
- 100:leaf=-0.00185863581,cover=0
- 50:[Pol<46.5024796] yes=101,no=102,missing=101,gain=7.84525156,cover=16334
- 101:leaf=0.00197483087,cover=0
- 102:leaf=-0.00104126323,cover=0
- 12:[LGI5<2.38303256] yes=25,no=26,missing=25,gain=8.10791492,cover=26974
- 25:[Ecc<0.513775289] yes=51,no=52,missing=52,gain=3.37983251,cover=3496
- 51:[Pol<123.615685] yes=103,no=104,missing=103,gain=3.51745987,cover=245
- 103:leaf=-0.0135097271,cover=0
- 104:leaf=-0.000257272797,cover=0
- 52:[Ecc<7.08616447] yes=105,no=106,missing=105,gain=3.24198675,cover=3251
- 105:leaf=0.00251466036,cover=0
- 106:leaf=-0.00330758025,cover=0
- 26:[Area5<0.684738636] yes=53,no=54,missing=53,gain=6.99078083,cover=23478
- 53:[Ecc<5.33884621] yes=107,no=108,missing=107,gain=3.6182003,cover=8444
- 107:leaf=-0.000258209679,cover=0
- 108:leaf=-0.00268772594,cover=0
- 54:[MidArea5<0.744108081] yes=109,no=110,missing=109,gain=2.81447148,cover=15034
- 109:leaf=-0.00076207862,cover=0
- 110:leaf=0.000726569444,cover=0
- 6:[Area5<0.827407002] yes=13,no=14,missing=13,gain=3.79390907,cover=544458
- 13:[Ecc<7.85193825] yes=27,no=28,missing=28,gain=4.59199238,cover=511251
- 27:[Pol<76.1517639] yes=55,no=56,missing=55,gain=15.0274658,cover=243539
- 55:[Ecc<2.02168798] yes=111,no=112,missing=112,gain=9.8427372,cover=19591
- 111:leaf=-0.000526732765,cover=0
- 112:leaf=0.0020132903,cover=0
- 56:[PialCurv5<0.141046807] yes=113,no=114,missing=113,gain=8.72617149,cover=223948
- 113:leaf=-0.000551526493,cover=0
- 114:leaf=0.000114043964,cover=0
- 28:[PialArea5<0.679818809] yes=57,no=58,missing=58,gain=5.09212589,cover=267712
- 57:[Pol<91.5616074] yes=115,no=116,missing=115,gain=5.77607775,cover=236097
- 115:leaf=-0.000526287768,cover=0
- 116:leaf=-1.55759208e-05,cover=0
- 58:[Sulc0<0.795422614] yes=117,no=118,missing=117,gain=5.38766289,cover=31615
- 117:leaf=-0.000984823098,cover=0
- 118:leaf=0.00330148055,cover=0
- 14:[Sulc0<-0.0172607526] yes=29,no=30,missing=30,gain=3.49534249,cover=33207
- 29:[MidArea5<0.96394527] yes=59,no=60,missing=59,gain=2.09866905,cover=3160
- 59:[Pol<175.068527] yes=119,no=120,missing=119,gain=1.13018203,cover=2353
- 119:leaf=-0.00218845368,cover=0
- 120:leaf=0.00268217525,cover=0
- 60:[PialArea5<0.811158121] yes=121,no=122,missing=122,gain=1.21823454,cover=807
- 121:leaf=0.00571984984,cover=0
- 122:leaf=0.000221853217,cover=0
- 30:[Curv5<0.131767005] yes=61,no=62,missing=61,gain=2.76449895,cover=30047
- 61:[PialArea5<0.624898493] yes=123,no=124,missing=123,gain=2.63393974,cover=20160
- 123:leaf=0.00165579526,cover=0
- 124:leaf=0.000471811363,cover=0
- 62:[LGI5<3.13142419] yes=125,no=126,missing=125,gain=2.04820323,cover=9887
- 125:leaf=0.000384371233,cover=0
- 126:leaf=-0.00115610461,cover=0
-booster[642]:
-0:[PialArea5<0.450022906] yes=1,no=2,missing=2,gain=0.62647444,cover=5124388
- 1:[PialCurv5<-0.0154925911] yes=3,no=4,missing=4,gain=2.67911148,cover=666107
- 3:[Pol<100.628822] yes=7,no=8,missing=7,gain=1.70467138,cover=8428
- 7:[Curv5<0.0554658733] yes=15,no=16,missing=15,gain=2.41268015,cover=4274
- 15:[Sulc0<0.33585754] yes=31,no=32,missing=32,gain=2.04136848,cover=2992
- 31:[Area5<0.548651993] yes=63,no=64,missing=64,gain=1.35078001,cover=2445
- 63:leaf=-0.00085322652,cover=0
- 64:leaf=-0.00333201326,cover=0
- 32:[LGI5<3.1767621] yes=65,no=66,missing=65,gain=2.23320246,cover=547
- 65:leaf=-0.00751682837,cover=0
- 66:leaf=-0.000895686273,cover=0
- 16:[Pol<95.6227875] yes=33,no=34,missing=33,gain=2.12027311,cover=1282
- 33:[Ecc<8.17402458] yes=67,no=68,missing=67,gain=1.91838038,cover=1082
- 67:leaf=0.00352936541,cover=0
- 68:leaf=-0.000710540335,cover=0
- 34:[Sulc0<0.830503881] yes=69,no=70,missing=69,gain=1.90780282,cover=200
- 69:leaf=-0.00645475974,cover=0
- 70:leaf=0.00723765744,cover=0
- 8:[Curv5<0.0191024225] yes=17,no=18,missing=17,gain=3.09854412,cover=4154
- 17:[Pol<129.571716] yes=35,no=36,missing=35,gain=3.32311344,cover=2338
- 35:[LGI5<2.13090348] yes=71,no=72,missing=71,gain=2.24243307,cover=1237
- 71:leaf=0.0186915863,cover=0
- 72:leaf=0.00257305289,cover=0
- 36:[Ecc<1.10530448] yes=73,no=74,missing=73,gain=1.4128443,cover=1101
- 73:leaf=-0.0033962999,cover=0
- 74:leaf=0.000376964104,cover=0
- 18:[Ecc<4.60336304] yes=37,no=38,missing=37,gain=2.0242033,cover=1816
- 37:[Ecc<1.3629595] yes=75,no=76,missing=76,gain=2.73745728,cover=660
- 75:leaf=-0.00194063503,cover=0
- 76:leaf=0.00470764702,cover=0
- 38:[Curv5<0.190557376] yes=77,no=78,missing=78,gain=1.06527352,cover=1156
- 77:leaf=-0.00323149306,cover=0
- 78:leaf=0.00462807482,cover=0
- 4:[Sulc0<-0.258417875] yes=9,no=10,missing=9,gain=2.95077586,cover=657679
- 9:[LGI5<2.2730217] yes=19,no=20,missing=20,gain=7.57757854,cover=15275
- 19:[LGI5<2.22170687] yes=39,no=40,missing=39,gain=7.89095736,cover=3217
- 39:[LGI5<2.18291569] yes=79,no=80,missing=80,gain=5.53469038,cover=1684
- 79:leaf=-0.00138540845,cover=0
- 80:leaf=0.00446447683,cover=0
- 40:[Ecc<0.295587689] yes=81,no=82,missing=82,gain=4.2968359,cover=1533
- 81:leaf=0.00297693093,cover=0
- 82:leaf=-0.00500793569,cover=0
- 20:[Ecc<0.943656743] yes=41,no=42,missing=42,gain=6.68419838,cover=12058
- 41:[Pol<118.191307] yes=83,no=84,missing=83,gain=9.69511127,cover=6236
- 83:leaf=0.00462636305,cover=0
- 84:leaf=-0.000693048409,cover=0
- 42:[Ecc<9.27846909] yes=85,no=86,missing=85,gain=6.71749687,cover=5822
- 85:leaf=0.00331943296,cover=0
- 86:leaf=-0.00114738673,cover=0
- 10:[Pol<57.8577347] yes=21,no=22,missing=22,gain=2.33193016,cover=642404
- 21:[Ecc<2.13501525] yes=43,no=44,missing=44,gain=3.86450815,cover=8440
- 43:[Ecc<1.41371143] yes=87,no=88,missing=88,gain=1.54328299,cover=654
- 87:leaf=-0.00160600978,cover=0
- 88:leaf=-0.00767863914,cover=0
- 44:[Ecc<35.8605728] yes=89,no=90,missing=89,gain=5.09579182,cover=7786
- 89:leaf=0.00299784611,cover=0
- 90:leaf=0.000277958577,cover=0
- 22:[Area5<0.735260904] yes=45,no=46,missing=45,gain=2.30131698,cover=633964
- 45:[LGI5<3.31338549] yes=91,no=92,missing=91,gain=1.85021031,cover=529720
- 91:leaf=2.40020163e-05,cover=0
- 92:leaf=-0.000249007106,cover=0
- 46:[Sulc0<0.732260227] yes=93,no=94,missing=93,gain=6.94000053,cover=104244
- 93:leaf=0.000801847025,cover=0
- 94:leaf=-5.43477436e-05,cover=0
- 2:[Curv5<0.0778492987] yes=5,no=6,missing=6,gain=2.00422597,cover=4458281
- 5:[PialCurv5<0.182067633] yes=11,no=12,missing=11,gain=3.43840814,cover=3817743
- 11:[Sulc0<0.495946974] yes=23,no=24,missing=24,gain=3.81584549,cover=3797381
- 23:[LGI5<3.74316525] yes=47,no=48,missing=47,gain=2.01924205,cover=3693487
- 47:[Pol<116.615585] yes=95,no=96,missing=95,gain=2.2227354,cover=3642250
- 95:leaf=4.19040407e-05,cover=0
- 96:leaf=-3.65788801e-05,cover=0
- 48:[PialArea5<0.632563293] yes=97,no=98,missing=97,gain=3.34962273,cover=51237
- 97:leaf=-0.00163144583,cover=0
- 98:leaf=-0.000185998113,cover=0
- 24:[Curv5<-0.0922861248] yes=49,no=50,missing=50,gain=6.32150078,cover=103894
- 49:[Pol<157.22821] yes=99,no=100,missing=100,gain=2.79650259,cover=2542
- 99:leaf=-0.00254156231,cover=0
- 100:leaf=0.0049084262,cover=0
- 50:[Pol<148.336472] yes=101,no=102,missing=101,gain=6.36256361,cover=101352
- 101:leaf=0.000422937883,cover=0
- 102:leaf=-0.00265482045,cover=0
- 12:[MidArea5<0.701709926] yes=25,no=26,missing=25,gain=7.24106503,cover=20362
- 25:[Ecc<5.4036684] yes=51,no=52,missing=51,gain=4.62209702,cover=14189
- 51:[Ecc<0.45941934] yes=103,no=104,missing=103,gain=4.39220524,cover=3596
- 103:leaf=-0.00613481691,cover=0
- 104:leaf=0.000761151256,cover=0
- 52:[Pol<87.3220139] yes=105,no=106,missing=105,gain=3.49864101,cover=10593
- 105:leaf=-0.000409166765,cover=0
- 106:leaf=-0.00238721422,cover=0
- 26:[LGI5<2.33929968] yes=53,no=54,missing=53,gain=3.30690002,cover=6173
- 53:[Curv5<0.00546095846] yes=107,no=108,missing=107,gain=2.20583582,cover=450
- 107:leaf=0.0180286337,cover=0
- 108:leaf=0.003966399,cover=0
- 54:[Sulc0<-0.195981219] yes=109,no=110,missing=109,gain=2.38597178,cover=5723
- 109:leaf=-0.00199817563,cover=0
- 110:leaf=0.000886694645,cover=0
- 6:[Area5<0.827407002] yes=13,no=14,missing=13,gain=3.37053227,cover=640538
- 13:[Pol<132.083344] yes=27,no=28,missing=27,gain=4.04644585,cover=604865
- 27:[Ecc<14.0810061] yes=55,no=56,missing=56,gain=4.94531775,cover=531746
- 55:[Area5<0.638344944] yes=111,no=112,missing=111,gain=4.8951273,cover=376969
- 111:leaf=-0.000624759239,cover=0
- 112:leaf=-8.52722587e-06,cover=0
- 56:[Sulc0<0.890415967] yes=113,no=114,missing=113,gain=7.28087711,cover=154777
- 113:leaf=-0.00055905612,cover=0
- 114:leaf=0.000348178,cover=0
- 28:[Ecc<23.9349174] yes=57,no=58,missing=57,gain=11.3071518,cover=73119
- 57:[Ecc<7.69572639] yes=115,no=116,missing=115,gain=6.0962348,cover=63446
- 115:leaf=0.000553693622,cover=0
- 116:leaf=-0.000436248403,cover=0
- 58:[PialCurv5<0.0932018384] yes=117,no=118,missing=118,gain=7.93069267,cover=9673
- 117:leaf=0.00673827529,cover=0
- 118:leaf=0.0014073106,cover=0
- 14:[Sulc0<-0.0172607526] yes=29,no=30,missing=30,gain=3.39301348,cover=35673
- 29:[MidArea5<0.96394527] yes=59,no=60,missing=59,gain=1.88030183,cover=2998
- 59:[Pol<175.068527] yes=119,no=120,missing=120,gain=0.977318764,cover=2255
- 119:leaf=-0.0021946535,cover=0
- 120:leaf=0.00237499946,cover=0
- 60:[PialArea5<0.756055057] yes=121,no=122,missing=121,gain=1.18640935,cover=743
- 121:leaf=0.00751927728,cover=0
- 122:leaf=0.000346793066,cover=0
- 30:[PialCurv5<0.255337358] yes=61,no=62,missing=61,gain=3.38850713,cover=32675
- 61:[PialArea5<0.576038003] yes=123,no=124,missing=123,gain=2.36319828,cover=23329
- 123:leaf=0.00161956239,cover=0
- 124:leaf=0.000522980641,cover=0
- 62:[Ecc<3.41847086] yes=125,no=126,missing=126,gain=1.54156315,cover=9346
- 125:leaf=0.001527215,cover=0
- 126:leaf=-0.000502019189,cover=0
-booster[643]:
-0:[MidArea5<0.439916283] yes=1,no=2,missing=1,gain=0.611830771,cover=5124388
- 1:[Area5<0.64983958] yes=3,no=4,missing=4,gain=3.94193816,cover=40033
- 3:[PialArea5<0.511941612] yes=7,no=8,missing=7,gain=1.91551423,cover=38959
- 7:[Ecc<3.94116735] yes=15,no=16,missing=15,gain=1.11952877,cover=38593
- 15:[Curv5<0.108977526] yes=31,no=32,missing=32,gain=0.854061663,cover=10116
- 31:[LGI5<2.26652193] yes=63,no=64,missing=63,gain=1.78183496,cover=1285
- 63:leaf=-0.00239805016,cover=0
- 64:leaf=0.00190211891,cover=0
- 32:[Area5<0.529385149] yes=65,no=66,missing=65,gain=1.47602367,cover=8831
- 65:leaf=-0.00180598162,cover=0
- 66:leaf=-0.000216553803,cover=0
- 16:[Pol<82.8478928] yes=33,no=34,missing=33,gain=1.40671301,cover=28477
- 33:[LGI5<2.44319153] yes=67,no=68,missing=67,gain=2.67399573,cover=4537
- 67:leaf=0.00727989292,cover=0
- 68:leaf=-0.000756093301,cover=0
- 34:[LGI5<3.78836131] yes=69,no=70,missing=69,gain=1.39753532,cover=23940
- 69:leaf=0.000429113163,cover=0
- 70:leaf=-0.00349580054,cover=0
- 8:[LGI5<2.26652193] yes=17,no=18,missing=17,gain=0.744367838,cover=366
- 17:[Pol<74.0505524] yes=35,no=36,missing=36,gain=0.141777113,cover=40
- 35:[Pol<41.8258972] yes=71,no=72,missing=71,gain=0.0389267392,cover=21
- 71:leaf=-0.00293426355,cover=0
- 72:leaf=0.00153690728,cover=0
- 36:[PialCurv5<-0.210138425] yes=73,no=74,missing=74,gain=0.0384748876,cover=19
- 73:leaf=-0.00228359853,cover=0
- 74:leaf=-0.00734796003,cover=0
- 18:[Pol<124.735107] yes=37,no=38,missing=37,gain=0.615592957,cover=326
- 37:[Ecc<7.24576569] yes=75,no=76,missing=75,gain=0.28538996,cover=188
- 75:leaf=0.000866181625,cover=0
- 76:leaf=0.00478658872,cover=0
- 38:[Curv5<-0.185332045] yes=77,no=78,missing=77,gain=0.65928483,cover=138
- 77:leaf=0.00887029897,cover=0
- 78:leaf=0.000578563835,cover=0
- 4:[Ecc<17.7876587] yes=9,no=10,missing=9,gain=1.26135445,cover=1074
- 9:[Area5<0.669105887] yes=19,no=20,missing=20,gain=0.579491615,cover=582
- 19:[Curv5<0.137416571] yes=39,no=40,missing=40,gain=0.390879631,cover=437
- 39:leaf=0.0178259667,cover=0
- 40:[Sulc0<0.676033437] yes=79,no=80,missing=79,gain=0.364733696,cover=433
- 79:leaf=0.00625411281,cover=0
- 80:leaf=0.0028348465,cover=0
- 20:[Sulc0<0.762988985] yes=41,no=42,missing=41,gain=0.503654718,cover=145
- 41:[LGI5<2.46595764] yes=81,no=82,missing=81,gain=0.648245096,cover=40
- 81:leaf=0.0181474127,cover=0
- 82:leaf=0.00515941624,cover=0
- 42:[LGI5<2.84729719] yes=83,no=84,missing=83,gain=0.556809545,cover=105
- 83:leaf=0.00156561926,cover=0
- 84:leaf=0.00888494868,cover=0
- 10:[Sulc0<0.74744761] yes=21,no=22,missing=21,gain=1.25063109,cover=492
- 21:[Pol<87.9431763] yes=43,no=44,missing=44,gain=0.217540085,cover=65
- 43:[Area5<0.67915231] yes=85,no=86,missing=85,gain=0.128956184,cover=34
- 85:leaf=-0.00404106593,cover=0
- 86:leaf=0.00269021164,cover=0
- 44:[Sulc0<0.68960917] yes=87,no=88,missing=87,gain=0.00573593378,cover=31
- 87:leaf=-0.00854762923,cover=0
- 88:leaf=-0.00457464578,cover=0
- 22:[LGI5<3.25380015] yes=45,no=46,missing=45,gain=0.550446749,cover=427
- 45:[PialCurv5<0.409174502] yes=89,no=90,missing=89,gain=1.20454729,cover=261
- 89:leaf=0.0033198006,cover=0
- 90:leaf=-0.00379443401,cover=0
- 46:[LGI5<3.44046211] yes=91,no=92,missing=91,gain=0.932864189,cover=166
- 91:leaf=0.00763887493,cover=0
- 92:leaf=3.22399828e-05,cover=0
- 2:[PialArea5<0.780359626] yes=5,no=6,missing=5,gain=0.656710267,cover=5084355
- 5:[Area5<0.715747833] yes=11,no=12,missing=11,gain=4.85593128,cover=2441886
- 11:[LGI5<3.1900804] yes=23,no=24,missing=23,gain=2.50681114,cover=1717115
- 23:[Ecc<25.981123] yes=47,no=48,missing=47,gain=3.66311693,cover=1408824
- 47:[Ecc<14.9070177] yes=93,no=94,missing=93,gain=4.50913715,cover=1329840
- 93:leaf=-0.000103783736,cover=0
- 94:leaf=0.000216220258,cover=0
- 48:[Curv5<0.169394374] yes=95,no=96,missing=95,gain=4.46111393,cover=78984
- 95:leaf=-0.000584696478,cover=0
- 96:leaf=0.000459666917,cover=0
- 24:[LGI5<3.33878016] yes=49,no=50,missing=49,gain=5.99937201,cover=308291
- 49:[Pol<61.2046547] yes=97,no=98,missing=97,gain=5.05063772,cover=119744
- 97:leaf=-0.000344923639,cover=0
- 98:leaf=0.000493864936,cover=0
- 50:[Sulc0<0.0294309072] yes=99,no=100,missing=99,gain=3.10398531,cover=188547
- 99:leaf=0.000207177203,cover=0
- 100:leaf=-0.000241337722,cover=0
- 12:[LGI5<2.45932961] yes=25,no=26,missing=25,gain=9.15433788,cover=724771
- 25:[Curv5<0.0278947372] yes=51,no=52,missing=51,gain=7.36244965,cover=98740
- 51:[Ecc<0.295587689] yes=101,no=102,missing=102,gain=9.7911272,cover=14776
- 101:leaf=0.00653416384,cover=0
- 102:leaf=-0.00159729423,cover=0
- 52:[Pol<74.0505524] yes=103,no=104,missing=103,gain=3.89730167,cover=83964
- 103:leaf=0.0014683787,cover=0
- 104:leaf=-0.000248480297,cover=0
- 26:[Sulc0<0.227376223] yes=53,no=54,missing=53,gain=17.5223331,cover=626031
- 53:[PialArea5<0.683221579] yes=105,no=106,missing=105,gain=9.34476089,cover=157987
- 105:leaf=0.00100818567,cover=0
- 106:leaf=0.000238873574,cover=0
- 54:[Pol<115.563423] yes=107,no=108,missing=107,gain=9.79376221,cover=468044
- 107:leaf=-0.000108907116,cover=0
- 108:leaf=0.000463665318,cover=0
- 6:[MidArea5<0.57021302] yes=13,no=14,missing=13,gain=2.56495953,cover=2642469
- 13:[Ecc<4.07113361] yes=27,no=28,missing=28,gain=0.437271357,cover=356
- 27:[Pol<172.695618] yes=55,no=56,missing=56,gain=0.281278729,cover=264
- 55:[LGI5<2.60638428] yes=109,no=110,missing=110,gain=0.303583384,cover=253
- 109:leaf=0.00312493299,cover=0
- 110:leaf=0.0110325543,cover=0
- 56:[PialCurv5<-0.167439327] yes=111,no=112,missing=112,gain=0.0919399783,cover=11
- 111:leaf=0.00394922914,cover=0
- 112:leaf=-0.00640282501,cover=0
- 28:[Curv5<-0.256378978] yes=57,no=58,missing=58,gain=0.260499954,cover=92
- 57:[Sulc0<-0.59790951] yes=113,no=114,missing=114,gain=0.0840649009,cover=55
- 113:leaf=0.00555837015,cover=0
- 114:leaf=-0.00060985767,cover=0
- 58:[Ecc<5.46745825] yes=115,no=116,missing=115,gain=0.321962118,cover=37
- 115:leaf=0.0142222149,cover=0
- 116:leaf=0.00439386163,cover=0
- 14:[Pol<55.3432045] yes=29,no=30,missing=29,gain=2.06849742,cover=2642113
- 29:[PialCurv5<0.00652291393] yes=59,no=60,missing=59,gain=6.61926126,cover=979882
- 59:[Sulc0<0.281104684] yes=117,no=118,missing=117,gain=21.1148548,cover=912459
- 117:leaf=-2.50959365e-05,cover=0
- 118:leaf=0.00321125216,cover=0
- 60:[Area5<0.771817088] yes=119,no=120,missing=119,gain=15.952507,cover=67423
- 119:leaf=-0.00111613458,cover=0
- 120:leaf=0.000472552434,cover=0
- 30:[Area5<0.684738636] yes=61,no=62,missing=61,gain=9.29289436,cover=1662231
- 61:[Curv5<-0.0553030409] yes=121,no=122,missing=121,gain=42.3462372,cover=864315
- 121:leaf=6.69189394e-05,cover=0
- 122:leaf=0.00144109584,cover=0
- 62:[Curv5<-0.218969986] yes=123,no=124,missing=124,gain=9.23467064,cover=797916
- 123:leaf=0.000491763931,cover=0
- 124:leaf=-0.000125050516,cover=0
-booster[644]:
-0:[PialArea5<0.516320646] yes=1,no=2,missing=2,gain=0.648576438,cover=5124388
- 1:[Pol<53.6550331] yes=3,no=4,missing=3,gain=4.28791952,cover=969275
- 3:[LGI5<3.26095963] yes=7,no=8,missing=8,gain=7.40997744,cover=16272
- 7:[Sulc0<-0.166708246] yes=15,no=16,missing=15,gain=2.75448537,cover=11214
- 15:[LGI5<2.19753051] yes=31,no=32,missing=32,gain=3.47520614,cover=4078
- 31:[Area5<0.567154288] yes=63,no=64,missing=63,gain=2.88223243,cover=204
- 63:leaf=0.00347117265,cover=0
- 64:leaf=-0.00922686234,cover=0
- 32:[LGI5<2.24172258] yes=65,no=66,missing=65,gain=7.92437792,cover=3874
- 65:leaf=0.0122187464,cover=0
- 66:leaf=0.00101968576,cover=0
- 16:[Ecc<5.33884621] yes=33,no=34,missing=33,gain=4.14075947,cover=7136
- 33:[PialCurv5<0.171042696] yes=67,no=68,missing=67,gain=2.04553604,cover=999
- 67:leaf=-0.00608724635,cover=0
- 68:leaf=-0.00150767982,cover=0
- 34:[LGI5<2.35684347] yes=69,no=70,missing=70,gain=3.25096607,cover=6137
- 69:leaf=0.019657895,cover=0
- 70:leaf=-4.8657701e-05,cover=0
- 8:[Sulc0<0.849368811] yes=17,no=18,missing=17,gain=5.84428787,cover=5058
- 17:[LGI5<3.84897733] yes=35,no=36,missing=35,gain=8.6108036,cover=3434
- 35:[Ecc<25.1292973] yes=71,no=72,missing=71,gain=10.6713696,cover=2812
- 71:leaf=0.000602792716,cover=0
- 72:leaf=0.00704890816,cover=0
- 36:[Ecc<29.3556995] yes=73,no=74,missing=73,gain=2.9944706,cover=622
- 73:leaf=0.00195041171,cover=0
- 74:leaf=-0.00498987874,cover=0
- 18:[Pol<33.3267784] yes=37,no=38,missing=37,gain=4.00712347,cover=1624
- 37:[Pol<6.72755051] yes=75,no=76,missing=75,gain=0.712826729,cover=313
- 75:leaf=0.0028888653,cover=0
- 76:leaf=-0.00581749855,cover=0
- 38:[PialCurv5<0.0824522972] yes=77,no=78,missing=78,gain=4.36599016,cover=1311
- 77:leaf=-0.010887716,cover=0
- 78:leaf=0.00186143036,cover=0
- 4:[PialCurv5<-0.00372259994] yes=9,no=10,missing=9,gain=4.58244896,cover=953003
- 9:[Ecc<9.88196182] yes=19,no=20,missing=19,gain=2.85992575,cover=24494
- 19:[Sulc0<-0.87967056] yes=39,no=40,missing=40,gain=3.13746381,cover=15761
- 39:[Area5<0.404548973] yes=79,no=80,missing=79,gain=2.27959561,cover=188
- 79:leaf=-0.00248742057,cover=0
- 80:leaf=0.00962854456,cover=0
- 40:[Sulc0<0.528918922] yes=81,no=82,missing=81,gain=1.97689915,cover=15573
- 81:leaf=-0.000415042188,cover=0
- 82:leaf=0.00329377432,cover=0
- 20:[Ecc<25.5461979] yes=41,no=42,missing=41,gain=3.43363333,cover=8733
- 41:[LGI5<3.51961541] yes=83,no=84,missing=84,gain=2.12798691,cover=6560
- 83:leaf=-0.00164244941,cover=0
- 84:leaf=-0.00460359594,cover=0
- 42:[Curv5<-0.0273730159] yes=85,no=86,missing=85,gain=2.64113903,cover=2173
- 85:leaf=0.00186046027,cover=0
- 86:leaf=-0.00165813288,cover=0
- 10:[Pol<121.397697] yes=21,no=22,missing=21,gain=4.71364307,cover=928509
- 21:[Ecc<0.513775289] yes=43,no=44,missing=43,gain=4.99685144,cover=815436
- 43:[Sulc0<-0.047846999] yes=87,no=88,missing=87,gain=3.27936172,cover=1655
- 87:leaf=0.00363222067,cover=0
- 88:leaf=-0.00281604822,cover=0
- 44:[Sulc0<-0.745069146] yes=89,no=90,missing=90,gain=4.70068884,cover=813781
- 89:leaf=0.0133366054,cover=0
- 90:leaf=-7.71386385e-06,cover=0
- 22:[PialCurv5<0.185672894] yes=45,no=46,missing=45,gain=3.16373634,cover=113073
- 45:[Pol<162.313202] yes=91,no=92,missing=91,gain=8.32065868,cover=51195
- 91:leaf=0.00113646965,cover=0
- 92:leaf=-0.000174745262,cover=0
- 46:[LGI5<3.58443618] yes=93,no=94,missing=93,gain=3.11022997,cover=61878
- 93:leaf=3.88342742e-05,cover=0
- 94:leaf=0.00206541689,cover=0
- 2:[Curv5<0.0595101416] yes=5,no=6,missing=6,gain=3.05831194,cover=4155113
- 5:[Sulc0<0.392869562] yes=11,no=12,missing=12,gain=3.04117918,cover=3601802
- 11:[MidArea5<0.451744556] yes=23,no=24,missing=23,gain=2.41593671,cover=3486840
- 23:[PialArea5<0.559226274] yes=47,no=48,missing=48,gain=0.930708885,cover=663
- 47:[Ecc<7.24576569] yes=95,no=96,missing=95,gain=0.644696474,cover=487
- 95:leaf=0.000186739475,cover=0
- 96:leaf=0.00383104174,cover=0
- 48:[PialCurv5<-0.161598593] yes=97,no=98,missing=97,gain=0.517952204,cover=176
- 97:leaf=0.0035887023,cover=0
- 98:leaf=0.0090823397,cover=0
- 24:[Pol<118.191307] yes=49,no=50,missing=49,gain=2.3475039,cover=3486177
- 49:[Pol<82.8478928] yes=99,no=100,missing=99,gain=11.1307783,cover=1911197
- 99:leaf=-1.88808317e-05,cover=0
- 100:leaf=0.000299187552,cover=0
- 50:[Ecc<14.28263] yes=101,no=102,missing=101,gain=7.30886602,cover=1574980
- 101:leaf=1.92313219e-05,cover=0
- 102:leaf=-0.000224050324,cover=0
- 12:[Area5<0.767325044] yes=25,no=26,missing=25,gain=8.18157196,cover=114962
- 25:[PialCurv5<-0.0737633556] yes=51,no=52,missing=52,gain=8.87984943,cover=87230
- 51:[Pol<157.22821] yes=103,no=104,missing=103,gain=7.18853283,cover=1969
- 103:leaf=-0.0039133518,cover=0
- 104:leaf=0.00551178446,cover=0
- 52:[PialCurv5<0.15079549] yes=105,no=106,missing=105,gain=7.04495811,cover=85261
- 105:leaf=0.000669186993,cover=0
- 106:leaf=-0.00163517823,cover=0
- 26:[Ecc<4.33753681] yes=53,no=54,missing=54,gain=3.59546542,cover=27732
- 53:[LGI5<2.66052985] yes=107,no=108,missing=107,gain=1.38408279,cover=46
- 107:leaf=-0.00597349694,cover=0
- 108:leaf=-0.0235000532,cover=0
- 54:[Sulc0<0.966456771] yes=109,no=110,missing=109,gain=3.24714994,cover=27686
- 109:leaf=-0.000511119259,cover=0
- 110:leaf=0.00567196077,cover=0
- 6:[Area5<0.694293797] yes=13,no=14,missing=13,gain=5.57708645,cover=553311
- 13:[Curv5<0.110890195] yes=27,no=28,missing=27,gain=7.41179276,cover=155309
- 27:[Sulc0<0.517823458] yes=55,no=56,missing=55,gain=2.88266563,cover=103258
- 55:[PialArea5<0.761482477] yes=111,no=112,missing=111,gain=2.90186501,cover=91055
- 111:leaf=-0.000762764423,cover=0
- 112:leaf=0.000922663719,cover=0
- 56:[Ecc<24.3269672] yes=113,no=114,missing=113,gain=3.9951055,cover=12203
- 113:leaf=0.000829574594,cover=0
- 114:leaf=-0.0010239823,cover=0
- 28:[PialArea5<0.651661396] yes=57,no=58,missing=57,gain=6.76679087,cover=52051
- 57:[Area5<0.562355936] yes=115,no=116,missing=115,gain=4.90730524,cover=48559
- 115:leaf=0.00449756859,cover=0
- 116:leaf=-9.42408151e-05,cover=0
- 58:[PialCurv5<0.04242469] yes=117,no=118,missing=117,gain=3.07762241,cover=3492
- 117:leaf=-0.00364578399,cover=0
- 118:leaf=0.00261371839,cover=0
- 14:[Curv5<0.114925429] yes=29,no=30,missing=29,gain=7.09515142,cover=398002
- 29:[PialArea5<0.662493944] yes=59,no=60,missing=59,gain=12.0835152,cover=283518
- 59:[Sulc0<0.40262419] yes=119,no=120,missing=119,gain=14.0450506,cover=163615
- 119:leaf=0.000848319673,cover=0
- 120:leaf=-7.8391844e-05,cover=0
- 60:[Pol<57.8577347] yes=121,no=122,missing=122,gain=9.10203838,cover=119903
- 121:leaf=0.000666128937,cover=0
- 122:leaf=-0.000469609222,cover=0
- 30:[Area5<0.731406808] yes=61,no=62,missing=61,gain=3.30189848,cover=114484
- 61:[PialCurv5<-0.0410871245] yes=123,no=124,missing=124,gain=3.28367972,cover=41097
- 123:leaf=0.025132969,cover=0
- 124:leaf=-2.084046e-07,cover=0
- 62:[Area5<0.987501919] yes=125,no=126,missing=125,gain=3.69452477,cover=73387
- 125:leaf=-0.000629071612,cover=0
- 126:leaf=0.00108139333,cover=0
-booster[645]:
-0:[PialArea5<0.971235156] yes=1,no=2,missing=2,gain=0.639950037,cover=5124388
- 1:[MidArea5<1.01334012] yes=3,no=4,missing=3,gain=1.49498463,cover=3914635
- 3:[MidArea5<0.861292899] yes=7,no=8,missing=7,gain=1.51969469,cover=3913186
- 7:[Area5<0.894858658] yes=15,no=16,missing=16,gain=1.93440533,cover=3863788
- 15:[Pol<176.970428] yes=31,no=32,missing=31,gain=1.39442813,cover=3852370
- 31:[Sulc0<-0.745069146] yes=63,no=64,missing=63,gain=1.44729066,cover=3779450
- 63:leaf=-0.000101356556,cover=0
- 64:leaf=-2.15821319e-06,cover=0
- 32:[Sulc0<-0.0788570642] yes=65,no=66,missing=65,gain=4.44366217,cover=72920
- 65:leaf=0.000360271079,cover=0
- 66:leaf=-0.000791087572,cover=0
- 16:[LGI5<2.35684347] yes=33,no=34,missing=34,gain=3.85253644,cover=11418
- 33:[Curv5<-0.0273730159] yes=67,no=68,missing=68,gain=2.20132446,cover=1166
- 67:leaf=0.00318391784,cover=0
- 68:leaf=-0.00297371973,cover=0
- 34:[Sulc0<-0.702361405] yes=69,no=70,missing=69,gain=4.80709362,cover=10252
- 69:leaf=0.0133990599,cover=0
- 70:leaf=0.000858437561,cover=0
- 8:[Ecc<8.06448936] yes=17,no=18,missing=17,gain=3.8690412,cover=49398
- 17:[LGI5<2.41022825] yes=35,no=36,missing=35,gain=3.08015919,cover=18299
- 35:[Curv5<-0.153417632] yes=71,no=72,missing=72,gain=2.41818619,cover=4992
- 71:leaf=0.00388990901,cover=0
- 72:leaf=-0.00013150672,cover=0
- 36:[Area5<0.877147377] yes=73,no=74,missing=73,gain=2.7432518,cover=13307
- 73:leaf=-0.000883088447,cover=0
- 74:leaf=-0.00262741093,cover=0
- 18:[LGI5<3.78836131] yes=37,no=38,missing=38,gain=2.82277608,cover=31099
- 37:[Pol<39.9674568] yes=75,no=76,missing=76,gain=2.3325479,cover=30279
- 75:leaf=0.00077081268,cover=0
- 76:leaf=-0.000266969495,cover=0
- 38:[LGI5<3.84897733] yes=77,no=78,missing=77,gain=6.9460187,cover=820
- 77:leaf=0.00918619242,cover=0
- 78:leaf=-0.000442555,cover=0
- 4:[PialCurv5<-0.0472753309] yes=9,no=10,missing=9,gain=1.98484862,cover=1449
- 9:[Ecc<2.13501525] yes=19,no=20,missing=20,gain=0.668528557,cover=72
- 19:[Sulc0<-0.516633809] yes=39,no=40,missing=39,gain=0.345643342,cover=55
- 39:[LGI5<2.28518939] yes=79,no=80,missing=79,gain=0.229296684,cover=39
- 79:leaf=-0.00139009464,cover=0
- 80:leaf=-0.00921819825,cover=0
- 40:[Curv5<-0.0730527416] yes=81,no=82,missing=81,gain=0.0720885321,cover=16
- 81:leaf=0.00832851417,cover=0
- 82:leaf=0.00059843238,cover=0
- 20:[Curv5<-0.0860676765] yes=41,no=42,missing=42,gain=0.490863681,cover=17
- 41:[Ecc<3.41847086] yes=83,no=84,missing=83,gain=0.112071857,cover=4
- 83:leaf=0.00724202394,cover=0
- 84:leaf=-0.0064297854,cover=0
- 42:[PialCurv5<-0.0529128574] yes=85,no=86,missing=85,gain=0.0538015366,cover=13
- 85:leaf=-0.021383239,cover=0
- 86:leaf=-0.00858453847,cover=0
- 10:[Curv5<-0.0296960976] yes=21,no=22,missing=22,gain=1.26868486,cover=1377
- 21:[LGI5<2.61063838] yes=43,no=44,missing=43,gain=0.192705631,cover=53
- 43:[PialArea5<0.952096343] yes=87,no=88,missing=87,gain=0.150234222,cover=43
- 87:leaf=0.00934609771,cover=0
- 88:leaf=0.0021170415,cover=0
- 44:[Ecc<2.8577323] yes=89,no=90,missing=89,gain=0.0746883154,cover=10
- 89:leaf=0.0186516102,cover=0
- 90:leaf=0.00616532285,cover=0
- 22:[PialCurv5<0.00860458333] yes=45,no=46,missing=45,gain=1.14175475,cover=1324
- 45:[Pol<155.757294] yes=91,no=92,missing=91,gain=0.874590635,cover=175
- 91:leaf=-0.00402276497,cover=0
- 92:leaf=0.00418044021,cover=0
- 46:[Pol<111.326981] yes=93,no=94,missing=93,gain=1.07799959,cover=1149
- 93:leaf=0.00111128238,cover=0
- 94:leaf=0.00428504311,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=6,gain=1.91415358,cover=1209753
- 5:[LGI5<3.16380119] yes=11,no=12,missing=11,gain=3.0137639,cover=2776
- 11:[Area5<0.782137334] yes=23,no=24,missing=23,gain=1.79853618,cover=2215
- 23:[PialArea5<1.08444798] yes=47,no=48,missing=47,gain=2.45859909,cover=1638
- 47:[Curv5<-0.350989401] yes=95,no=96,missing=95,gain=1.06711483,cover=957
- 95:leaf=-0.00149155583,cover=0
- 96:leaf=0.00185874628,cover=0
- 48:[Pol<156.492447] yes=97,no=98,missing=97,gain=1.28066874,cover=681
- 97:leaf=-0.00432270113,cover=0
- 98:leaf=0.0027855786,cover=0
- 24:[Pol<161.595886] yes=49,no=50,missing=49,gain=1.42050683,cover=577
- 49:[Pol<61.2046547] yes=99,no=100,missing=99,gain=1.46370125,cover=558
- 99:leaf=0.00236819242,cover=0
- 100:leaf=-0.0058391816,cover=0
- 50:[Area5<0.854415178] yes=101,no=102,missing=102,gain=1.82583189,cover=19
- 101:leaf=-5.60299923e-05,cover=0
- 102:leaf=0.0301528759,cover=0
- 12:[Ecc<17.7876587] yes=25,no=26,missing=26,gain=1.0143013,cover=561
- 25:[LGI5<3.33014965] yes=51,no=52,missing=51,gain=1.23736453,cover=309
- 51:[LGI5<3.27544355] yes=103,no=104,missing=103,gain=0.710992336,cover=174
- 103:leaf=-0.00199659518,cover=0
- 104:leaf=0.00482644467,cover=0
- 52:[Curv5<-0.200394869] yes=105,no=106,missing=106,gain=0.770415068,cover=135
- 105:leaf=-0.00476746866,cover=0
- 106:leaf=-0.0165567119,cover=0
- 26:[Pol<160.869751] yes=53,no=54,missing=53,gain=0.53455162,cover=252
- 53:[LGI5<3.1833725] yes=107,no=108,missing=107,gain=0.381889343,cover=229
- 107:leaf=-0.0133491205,cover=0
- 108:leaf=-0.00683227926,cover=0
- 54:[Sulc0<-0.563680887] yes=109,no=110,missing=109,gain=0.0475893915,cover=23
- 109:leaf=0.00142985163,cover=0
- 110:leaf=-0.00402663229,cover=0
- 6:[Pol<39.9674568] yes=13,no=14,missing=14,gain=1.74758291,cover=1206977
- 13:[LGI5<2.3969903] yes=27,no=28,missing=28,gain=4.57088327,cover=443383
- 27:[Ecc<3.80337262] yes=55,no=56,missing=55,gain=4.66378117,cover=54853
- 55:[Sulc0<-0.987509191] yes=111,no=112,missing=112,gain=3.33098078,cover=49881
- 111:leaf=0.00013459468,cover=0
- 112:leaf=-0.000688409666,cover=0
- 56:[PialArea5<1.57955706] yes=113,no=114,missing=114,gain=2.19092369,cover=4972
- 113:leaf=-0.00175783562,cover=0
- 114:leaf=-0.0082889162,cover=0
- 28:[Sulc0<-0.708302617] yes=57,no=58,missing=57,gain=3.52066326,cover=388530
- 57:[Curv5<-0.066452302] yes=115,no=116,missing=116,gain=2.90172935,cover=209023
- 115:leaf=0.000142480261,cover=0
- 116:leaf=0.00279016094,cover=0
- 58:[Pol<23.2745647] yes=117,no=118,missing=117,gain=3.49831796,cover=179507
- 117:leaf=5.21834008e-05,cover=0
- 118:leaf=-0.000391779526,cover=0
- 14:[LGI5<3.84897733] yes=29,no=30,missing=30,gain=3.94251823,cover=763594
- 29:[Pol<162.313202] yes=59,no=60,missing=60,gain=2.7776227,cover=759991
- 59:[Ecc<6.70300007] yes=119,no=120,missing=120,gain=7.69933844,cover=557102
- 119:leaf=-3.00316806e-05,cover=0
- 120:leaf=0.000345722015,cover=0
- 60:[Ecc<6.22534323] yes=121,no=122,missing=121,gain=13.2706175,cover=202889
- 121:leaf=0.000533758546,cover=0
- 122:leaf=-0.000349593029,cover=0
- 30:[Ecc<21.3640327] yes=61,no=62,missing=62,gain=2.406147,cover=3603
- 61:[Pol<86.0952454] yes=123,no=124,missing=123,gain=1.12714529,cover=1884
- 123:leaf=0.00351877441,cover=0
- 124:leaf=1.26476937e-06,cover=0
- 62:[Area5<0.802302957] yes=125,no=126,missing=125,gain=3.08772326,cover=1719
- 125:leaf=0.0040702275,cover=0
- 126:leaf=-0.00145818188,cover=0
-booster[646]:
-0:[PialArea5<0.39522177] yes=1,no=2,missing=2,gain=0.627610564,cover=5124388
- 1:[Curv5<0.122410901] yes=3,no=4,missing=3,gain=1.90403569,cover=423406
- 3:[LGI5<3.70550299] yes=7,no=8,missing=7,gain=3.4494617,cover=55350
- 7:[PialCurv5<0.285888344] yes=15,no=16,missing=16,gain=2.54954147,cover=53825
- 15:[Sulc0<0.540103436] yes=31,no=32,missing=32,gain=3.91721869,cover=49476
- 31:[LGI5<3.30554914] yes=63,no=64,missing=63,gain=3.75586033,cover=20170
- 63:leaf=4.68539874e-05,cover=0
- 64:leaf=-0.00232570875,cover=0
- 32:[LGI5<2.46595764] yes=65,no=66,missing=66,gain=5.370502,cover=29306
- 65:leaf=-0.00345176086,cover=0
- 66:leaf=0.000845735893,cover=0
- 16:[LGI5<3.51961541] yes=33,no=34,missing=33,gain=2.4533534,cover=4349
- 33:[Ecc<30.4150848] yes=67,no=68,missing=68,gain=2.38175178,cover=4113
- 67:leaf=-0.000647339388,cover=0
- 68:leaf=-0.00389807485,cover=0
- 34:[LGI5<3.55025291] yes=69,no=70,missing=70,gain=1.52947736,cover=236
- 69:leaf=0.00923219323,cover=0
- 70:leaf=0.000930468261,cover=0
- 8:[PialCurv5<0.113078766] yes=17,no=18,missing=18,gain=3.63270712,cover=1525
- 17:[Ecc<28.2834949] yes=35,no=36,missing=35,gain=5.14982605,cover=378
- 35:[LGI5<3.94193578] yes=71,no=72,missing=71,gain=0.547947168,cover=253
- 71:leaf=-0.00492505124,cover=0
- 72:leaf=-0.0132759633,cover=0
- 36:[LGI5<3.78836131] yes=73,no=74,missing=73,gain=2.59194946,cover=125
- 73:leaf=0.0141000766,cover=0
- 74:leaf=-0.000246042386,cover=0
- 18:[Sulc0<1.11117697] yes=37,no=38,missing=37,gain=2.02868986,cover=1147
- 37:[Ecc<18.5999508] yes=75,no=76,missing=76,gain=1.68122101,cover=996
- 75:leaf=0.00225350168,cover=0
- 76:leaf=0.00649616495,cover=0
- 38:[Area5<0.603367925] yes=77,no=78,missing=78,gain=2.16985869,cover=151
- 77:leaf=-0.0266625881,cover=0
- 78:leaf=9.03467881e-05,cover=0
- 4:[Ecc<13.8847265] yes=9,no=10,missing=9,gain=1.53413904,cover=368056
- 9:[Sulc0<0.812575758] yes=19,no=20,missing=19,gain=4.19991589,cover=239732
- 19:[Area5<0.660333693] yes=39,no=40,missing=40,gain=3.2387495,cover=185261
- 39:[Area5<0.548651993] yes=79,no=80,missing=79,gain=2.08366609,cover=101363
- 79:leaf=-0.000832021644,cover=0
- 80:leaf=7.58205206e-05,cover=0
- 40:[MidArea5<0.439916283] yes=81,no=82,missing=81,gain=2.36465168,cover=83898
- 81:leaf=0.00858096499,cover=0
- 82:leaf=0.000426490296,cover=0
- 20:[PialCurv5<0.144311354] yes=41,no=42,missing=42,gain=4.90463877,cover=54471
- 41:[PialCurv5<0.0519027263] yes=83,no=84,missing=84,gain=1.8187871,cover=959
- 83:leaf=0.00997829717,cover=0
- 84:leaf=0.00254048733,cover=0
- 42:[Ecc<11.1913614] yes=85,no=86,missing=85,gain=3.549088,cover=53512
- 85:leaf=-0.000545352465,cover=0
- 86:leaf=0.000525527343,cover=0
- 10:[Sulc0<0.812575758] yes=21,no=22,missing=22,gain=4.50004292,cover=128324
- 21:[Ecc<25.1292973] yes=43,no=44,missing=43,gain=8.80718613,cover=39022
- 43:[Pol<124.735107] yes=87,no=88,missing=87,gain=8.34783077,cover=29415
- 87:leaf=-0.00126440357,cover=0
- 88:leaf=0.00167860393,cover=0
- 44:[LGI5<3.55025291] yes=89,no=90,missing=90,gain=1.84323287,cover=9607
- 89:leaf=0.000520156522,cover=0
- 90:leaf=0.00288653234,cover=0
- 22:[LGI5<2.53029394] yes=45,no=46,missing=45,gain=4.15521049,cover=89302
- 45:[Curv5<0.153449878] yes=91,no=92,missing=92,gain=0.679983139,cover=395
- 91:leaf=0.00256479578,cover=0
- 92:leaf=0.00683981413,cover=0
- 46:[LGI5<2.68917012] yes=93,no=94,missing=93,gain=5.259233,cover=88907
- 93:leaf=-0.00261624716,cover=0
- 94:leaf=0.000106082938,cover=0
- 2:[Curv5<0.190557376] yes=5,no=6,missing=6,gain=1.17932069,cover=4700982
- 5:[PialCurv5<0.409174502] yes=11,no=12,missing=11,gain=2.68596005,cover=4639412
- 11:[Sulc0<1.11117697] yes=23,no=24,missing=23,gain=1.10508108,cover=4632039
- 23:[Ecc<34.5416374] yes=47,no=48,missing=48,gain=1.45178366,cover=4614046
- 47:[Pol<103.31839] yes=95,no=96,missing=95,gain=1.59352601,cover=4305421
- 95:leaf=3.26718327e-05,cover=0
- 96:leaf=-2.81664234e-05,cover=0
- 48:[Pol<121.948479] yes=97,no=98,missing=97,gain=11.3566513,cover=308625
- 97:leaf=-0.000331170188,cover=0
- 98:leaf=0.00030607832,cover=0
- 24:[Ecc<21.0377083] yes=49,no=50,missing=49,gain=11.8773184,cover=17993
- 49:[PialCurv5<0.137877449] yes=99,no=100,missing=100,gain=10.2536087,cover=1655
- 99:leaf=-0.0202578697,cover=0
- 100:leaf=-0.00271383533,cover=0
- 50:[Pol<39.9674568] yes=101,no=102,missing=101,gain=3.53404713,cover=16338
- 101:leaf=-0.00448313262,cover=0
- 102:leaf=0.000898504746,cover=0
- 12:[Pol<175.068527] yes=25,no=26,missing=25,gain=2.33936906,cover=7373
- 25:[PialArea5<0.454431564] yes=51,no=52,missing=51,gain=1.51549006,cover=7256
- 51:[Ecc<19.170145] yes=103,no=104,missing=103,gain=1.21392047,cover=4197
- 103:leaf=-0.000307677517,cover=0
- 104:leaf=0.00158908521,cover=0
- 52:[Curv5<0.137416571] yes=105,no=106,missing=105,gain=1.05097055,cover=3059
- 105:leaf=-0.000417308882,cover=0
- 106:leaf=0.00209221407,cover=0
- 26:[Curv5<0.18040961] yes=53,no=54,missing=53,gain=0.738519669,cover=117
- 53:[MidArea5<0.678623557] yes=107,no=108,missing=107,gain=0.896842957,cover=77
- 107:leaf=0.0125941439,cover=0
- 108:leaf=-0.00459653744,cover=0
- 54:[Sulc0<0.0530014001] yes=109,no=110,missing=109,gain=0.307682216,cover=40
- 109:leaf=-0.00200584973,cover=0
- 110:leaf=0.00658301869,cover=0
- 6:[Area5<0.65839982] yes=13,no=14,missing=14,gain=2.74118805,cover=61570
- 13:[Sulc0<0.41245693] yes=27,no=28,missing=27,gain=3.38777137,cover=25889
- 27:[PialArea5<0.559226274] yes=55,no=56,missing=55,gain=3.32305169,cover=20866
- 55:[Sulc0<-0.53419745] yes=111,no=112,missing=111,gain=1.52634048,cover=20235
- 111:leaf=-0.00781442411,cover=0
- 112:leaf=-0.000198266338,cover=0
- 56:[LGI5<2.95092106] yes=113,no=114,missing=114,gain=1.01926494,cover=631
- 113:leaf=0.00257179071,cover=0
- 114:leaf=0.00804174226,cover=0
- 28:[PialArea5<0.498393416] yes=57,no=58,missing=58,gain=2.77461839,cover=5023
- 57:[PialArea5<0.445556581] yes=115,no=116,missing=115,gain=0.810793638,cover=4852
- 115:leaf=0.000806431752,cover=0
- 116:leaf=0.00247620279,cover=0
- 58:[Pol<132.083344] yes=117,no=118,missing=117,gain=0.474920273,cover=171
- 117:leaf=0.00832807459,cover=0
- 118:leaf=-0.00150602462,cover=0
- 14:[PialCurv5<0.122354448] yes=29,no=30,missing=30,gain=2.15076995,cover=35681
- 29:[Ecc<12.9325523] yes=59,no=60,missing=60,gain=2.64146614,cover=984
- 59:[Ecc<9.27846909] yes=119,no=120,missing=119,gain=0.851393521,cover=820
- 119:leaf=0.00123306538,cover=0
- 120:leaf=-0.00369009003,cover=0
- 60:[Curv5<0.195079193] yes=121,no=122,missing=121,gain=0.517850876,cover=164
- 121:leaf=0.00156934268,cover=0
- 122:leaf=0.00889130216,cover=0
- 30:[Pol<71.0996552] yes=61,no=62,missing=62,gain=2.0910511,cover=34697
- 61:[Sulc0<0.0294309072] yes=123,no=124,missing=123,gain=1.29710639,cover=1574
- 123:leaf=0.0045432006,cover=0
- 124:leaf=0.000590079173,cover=0
- 62:[LGI5<3.37729335] yes=125,no=126,missing=126,gain=2.08027983,cover=33123
- 125:leaf=-0.000550063385,cover=0
- 126:leaf=-0.00212781713,cover=0
-booster[647]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.643769503,cover=5124388
- 1:[Area5<0.610838115] yes=3,no=4,missing=3,gain=1.69960833,cover=20016
- 3:[PialArea5<0.476533443] yes=7,no=8,missing=7,gain=1.44275737,cover=18642
- 7:[LGI5<3.41813922] yes=15,no=16,missing=15,gain=0.55689013,cover=18400
- 15:[LGI5<3.31338549] yes=31,no=32,missing=32,gain=1.50774932,cover=17125
- 31:[Pol<81.5476837] yes=63,no=64,missing=63,gain=1.24023354,cover=16315
- 63:leaf=-0.00107153936,cover=0
- 64:leaf=0.000294069439,cover=0
- 32:[PialCurv5<0.45140323] yes=65,no=66,missing=66,gain=2.30126238,cover=810
- 65:leaf=-0.000293454068,cover=0
- 66:leaf=-0.00606184546,cover=0
- 16:[LGI5<3.53458858] yes=33,no=34,missing=34,gain=1.59169662,cover=1275
- 33:[PialCurv5<0.144311354] yes=67,no=68,missing=67,gain=1.36700463,cover=623
- 67:leaf=-0.00196305639,cover=0
- 68:leaf=0.00403914461,cover=0
- 34:[Pol<86.0952454] yes=69,no=70,missing=69,gain=1.3846004,cover=652
- 69:leaf=0.00185786642,cover=0
- 70:leaf=-0.00275503052,cover=0
- 8:[PialCurv5<-0.111886919] yes=17,no=18,missing=17,gain=0.95074296,cover=242
- 17:[PialCurv5<-0.171137348] yes=35,no=36,missing=36,gain=0.588694572,cover=189
- 35:[LGI5<2.66519833] yes=71,no=72,missing=71,gain=0.412477255,cover=96
- 71:leaf=-0.000182519769,cover=0
- 72:leaf=0.0063521238,cover=0
- 36:[LGI5<3.1833725] yes=73,no=74,missing=73,gain=0.234670401,cover=93
- 73:leaf=0.00922088977,cover=0
- 74:leaf=0.000237688757,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=38,gain=0.571885705,cover=53
- 37:[Ecc<12.3665791] yes=75,no=76,missing=75,gain=0.442842424,cover=48
- 75:leaf=-0.00136577664,cover=0
- 76:leaf=-0.0136860786,cover=0
- 38:leaf=0.0127181141,cover=0
- 4:[Pol<87.9431763] yes=9,no=10,missing=9,gain=0.548727274,cover=1374
- 9:[Ecc<15.7955055] yes=19,no=20,missing=19,gain=1.25513792,cover=294
- 19:[Ecc<9.61991787] yes=39,no=40,missing=40,gain=0.59727335,cover=28
- 39:[PialCurv5<0.0824522972] yes=77,no=78,missing=77,gain=0.0201821923,cover=13
- 77:leaf=0.000444308913,cover=0
- 78:leaf=0.00610751985,cover=0
- 40:[Ecc<11.8489361] yes=79,no=80,missing=79,gain=0.200573921,cover=15
- 79:leaf=0.025942171,cover=0
- 80:leaf=0.011446883,cover=0
- 20:[Sulc0<1.11117697] yes=41,no=42,missing=41,gain=0.975863039,cover=266
- 41:[Ecc<25.981123] yes=81,no=82,missing=81,gain=0.333083093,cover=132
- 81:leaf=0.00394282816,cover=0
- 82:leaf=-0.00173214078,cover=0
- 42:[LGI5<3.08610082] yes=83,no=84,missing=83,gain=0.624270797,cover=134
- 83:leaf=0.00893019792,cover=0
- 84:leaf=0.00206458243,cover=0
- 10:[LGI5<2.97899532] yes=21,no=22,missing=21,gain=0.537140012,cover=1080
- 21:[LGI5<2.93433285] yes=43,no=44,missing=44,gain=0.904389024,cover=754
- 43:[Curv5<0.124281213] yes=85,no=86,missing=86,gain=0.675915122,cover=692
- 85:leaf=-0.014226146,cover=0
- 86:leaf=0.00139690994,cover=0
- 44:[PialCurv5<0.493508637] yes=87,no=88,missing=88,gain=0.240007222,cover=62
- 87:leaf=-0.00305917975,cover=0
- 88:leaf=-0.0101334928,cover=0
- 22:[LGI5<3.60428405] yes=45,no=46,missing=45,gain=0.467379808,cover=326
- 45:[Pol<121.397697] yes=89,no=90,missing=89,gain=0.45422101,cover=308
- 89:leaf=0.00398344873,cover=0
- 90:leaf=-0.00599479349,cover=0
- 46:[Ecc<15.7955055] yes=91,no=92,missing=91,gain=0.32993865,cover=18
- 91:leaf=0.00564422598,cover=0
- 92:leaf=-0.00853259116,cover=0
- 2:[PialArea5<0.869586051] yes=5,no=6,missing=5,gain=0.644816518,cover=5104372
- 5:[Area5<0.797084928] yes=11,no=12,missing=11,gain=2.08783531,cover=3168461
- 11:[PialCurv5<-0.104067586] yes=23,no=24,missing=24,gain=2.0646193,cover=3028170
- 23:[Area5<0.601796865] yes=47,no=48,missing=47,gain=6.62606573,cover=437446
- 47:[Curv5<0.00546095846] yes=93,no=94,missing=94,gain=3.0030632,cover=293570
- 93:leaf=-5.44784198e-05,cover=0
- 94:leaf=-0.00516269403,cover=0
- 48:[Ecc<3.10160303] yes=95,no=96,missing=95,gain=12.6390705,cover=143876
- 95:leaf=0.00172179961,cover=0
- 96:leaf=0.000194062537,cover=0
- 24:[Curv5<-0.194365487] yes=49,no=50,missing=50,gain=4.30068207,cover=2590724
- 49:[PialCurv5<-0.0715543851] yes=97,no=98,missing=98,gain=6.24223518,cover=48398
- 97:leaf=0.000174877554,cover=0
- 98:leaf=0.00170916284,cover=0
- 50:[Curv5<-0.0598238073] yes=99,no=100,missing=99,gain=5.21018457,cover=2542326
- 99:leaf=-0.000206607889,cover=0
- 100:leaf=-1.69567047e-05,cover=0
- 12:[Ecc<6.22534323] yes=25,no=26,missing=25,gain=3.05797505,cover=140291
- 25:[Pol<15.1533136] yes=51,no=52,missing=52,gain=4.25991011,cover=28669
- 51:[LGI5<2.3865335] yes=101,no=102,missing=101,gain=1.31206131,cover=380
- 101:leaf=0.00150540087,cover=0
- 102:leaf=-0.00675718253,cover=0
- 52:[Pol<79.5617371] yes=103,no=104,missing=103,gain=5.22375107,cover=28289
- 103:leaf=0.00194002653,cover=0
- 104:leaf=-0.000430365646,cover=0
- 26:[Pol<117.137611] yes=53,no=54,missing=54,gain=4.21340179,cover=111622
- 53:[Curv5<0.0386843979] yes=105,no=106,missing=105,gain=4.02124643,cover=87355
- 105:leaf=-0.00076807302,cover=0
- 106:leaf=0.000258108106,cover=0
- 54:[Ecc<9.27846909] yes=107,no=108,missing=107,gain=6.04794264,cover=24267
- 107:leaf=0.00345003465,cover=0
- 108:leaf=0.000632740324,cover=0
- 6:[PialCurv5<-0.0819871053] yes=13,no=14,missing=13,gain=2.3560462,cover=1935911
- 13:[Curv5<-0.112134233] yes=27,no=28,missing=27,gain=88.2702866,cover=1189592
- 27:[Sulc0<-0.383002371] yes=55,no=56,missing=56,gain=7.60445118,cover=1163416
- 55:[Curv5<-0.121808149] yes=109,no=110,missing=109,gain=6.3544569,cover=1032931
- 109:leaf=-5.56455816e-05,cover=0
- 110:leaf=0.00102571899,cover=0
- 56:[Ecc<32.0879669] yes=111,no=112,missing=111,gain=6.06255627,cover=130485
- 111:leaf=-0.000669206667,cover=0
- 112:leaf=7.48149978e-05,cover=0
- 28:[Area5<0.589787364] yes=57,no=58,missing=57,gain=10.1302643,cover=26176
- 57:[Curv5<-0.0642315522] yes=113,no=114,missing=114,gain=10.5745878,cover=2114
- 113:leaf=0.000461208401,cover=0
- 114:leaf=-0.0139028849,cover=0
- 58:[Curv5<-0.100392215] yes=115,no=116,missing=115,gain=8.45171356,cover=24062
- 115:leaf=0.00217624754,cover=0
- 116:leaf=0.00405153306,cover=0
- 14:[Curv5<-0.146701202] yes=29,no=30,missing=30,gain=41.9883804,cover=746319
- 29:[Area5<0.623097897] yes=59,no=60,missing=59,gain=18.44981,cover=86767
- 59:[LGI5<2.99035311] yes=117,no=118,missing=118,gain=5.9027195,cover=24704
- 117:leaf=-0.000307128561,cover=0
- 118:leaf=0.00212785788,cover=0
- 60:[PialCurv5<-0.0656740367] yes=119,no=120,missing=119,gain=16.838604,cover=62063
- 119:leaf=0.00104637933,cover=0
- 120:leaf=0.00284403446,cover=0
- 30:[Pol<144.670364] yes=61,no=62,missing=61,gain=6.00293303,cover=659552
- 61:[Curv5<-0.0461937301] yes=121,no=122,missing=121,gain=8.50159836,cover=515535
- 121:leaf=-0.000273788901,cover=0
- 122:leaf=0.000151642205,cover=0
- 62:[Ecc<25.1292973] yes=123,no=124,missing=123,gain=14.900795,cover=144017
- 123:leaf=0.000489888422,cover=0
- 124:leaf=-0.000797111483,cover=0
-booster[648]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=2,gain=0.601383924,cover=5124388
- 1:[Pol<163.830338] yes=3,no=4,missing=3,gain=2.94575906,cover=483456
- 3:[LGI5<2.90731096] yes=7,no=8,missing=8,gain=2.80007434,cover=416162
- 7:[MidArea5<1.06072605] yes=15,no=16,missing=16,gain=2.13408208,cover=415562
- 15:[Pol<68.895668] yes=31,no=32,missing=31,gain=2.39285111,cover=408510
- 31:[Sulc0<-1.03844893] yes=63,no=64,missing=63,gain=3.83196378,cover=147998
- 63:leaf=0.000418187119,cover=0
- 64:leaf=-0.000291329663,cover=0
- 32:[Pol<87.3220139] yes=65,no=66,missing=65,gain=4.58184147,cover=260512
- 65:leaf=0.000520795584,cover=0
- 66:leaf=-2.91424312e-05,cover=0
- 16:[LGI5<2.56078315] yes=33,no=34,missing=33,gain=4.39906597,cover=7052
- 33:[Pol<14.1659222] yes=67,no=68,missing=67,gain=2.59615803,cover=6353
- 67:leaf=-0.000877626706,cover=0
- 68:leaf=0.0017441808,cover=0
- 34:[PialCurv5<-0.154837668] yes=69,no=70,missing=69,gain=3.44687581,cover=699
- 69:leaf=-0.0233729649,cover=0
- 70:leaf=-0.0023028939,cover=0
- 8:[MidArea5<0.773718297] yes=17,no=18,missing=18,gain=2.18217039,cover=600
- 17:[Sulc0<-0.487093836] yes=35,no=36,missing=35,gain=1.85532212,cover=365
- 35:[Area5<0.665633082] yes=71,no=72,missing=71,gain=0.710890651,cover=276
- 71:leaf=7.85664724e-06,cover=0
- 72:leaf=-0.00712496508,cover=0
- 36:[Pol<134.743088] yes=73,no=74,missing=73,gain=0.58096981,cover=89
- 73:leaf=0.00970806461,cover=0
- 74:leaf=0.000709138752,cover=0
- 18:[Ecc<0.295587689] yes=37,no=38,missing=38,gain=0.434846878,cover=235
- 37:[Sulc0<-0.614971876] yes=75,no=76,missing=75,gain=0.0219964888,cover=16
- 75:leaf=-0.00268084253,cover=0
- 76:leaf=0.000854055339,cover=0
- 38:[PialArea5<1.17753279] yes=77,no=78,missing=77,gain=0.207190037,cover=219
- 77:leaf=0.00856093131,cover=0
- 78:leaf=0.00466947583,cover=0
- 4:[PialArea5<0.672997355] yes=9,no=10,missing=9,gain=3.00153017,cover=67294
- 9:[Curv5<0.0877084062] yes=19,no=20,missing=19,gain=2.60361433,cover=27109
- 19:[Sulc0<-0.338601172] yes=39,no=40,missing=40,gain=2.83348894,cover=15799
- 39:[LGI5<2.21018219] yes=79,no=80,missing=79,gain=3.30260181,cover=12379
- 79:leaf=0.00254276488,cover=0
- 80:leaf=-0.000164883138,cover=0
- 40:[Curv5<0.012354264] yes=81,no=82,missing=81,gain=2.67469263,cover=3420
- 81:leaf=-0.000649295223,cover=0
- 82:leaf=0.00255448977,cover=0
- 20:[PialCurv5<0.147539601] yes=41,no=42,missing=41,gain=2.64599657,cover=11310
- 41:[Area5<0.641697526] yes=83,no=84,missing=83,gain=3.93225646,cover=3688
- 83:leaf=-0.000272726233,cover=0
- 84:leaf=-0.00359278801,cover=0
- 42:[Curv5<0.151368812] yes=85,no=86,missing=85,gain=1.05978012,cover=7622
- 85:leaf=0.000729752413,cover=0
- 86:leaf=-0.000476387009,cover=0
- 10:[Sulc0<-0.195981219] yes=21,no=22,missing=21,gain=1.9388299,cover=40185
- 21:[Ecc<0.45941934] yes=43,no=44,missing=43,gain=2.31237459,cover=39716
- 43:[Sulc0<-0.457356662] yes=87,no=88,missing=87,gain=4.35323763,cover=12151
- 87:leaf=0.000320601219,cover=0
- 88:leaf=-0.00263705361,cover=0
- 44:[Sulc0<-0.609302223] yes=89,no=90,missing=89,gain=3.04653358,cover=27565
- 89:leaf=-0.00126024988,cover=0
- 90:leaf=-0.000176659887,cover=0
- 22:[Ecc<0.618862808] yes=45,no=46,missing=46,gain=4.46077538,cover=469
- 45:[PialCurv5<0.107261039] yes=91,no=92,missing=91,gain=3.20035696,cover=228
- 91:leaf=-0.0136248013,cover=0
- 92:leaf=-0.0015273554,cover=0
- 46:[LGI5<2.23211861] yes=93,no=94,missing=94,gain=1.95721865,cover=241
- 93:leaf=-0.0179623067,cover=0
- 94:leaf=0.00198087492,cover=0
- 2:[Ecc<2.07756257] yes=5,no=6,missing=5,gain=1.53712857,cover=4640932
- 5:[Pol<12.2267933] yes=11,no=12,missing=12,gain=4.81291485,cover=222963
- 11:[PialCurv5<-0.0632625744] yes=23,no=24,missing=24,gain=7.72138023,cover=12847
- 23:[Curv5<-0.129194111] yes=47,no=48,missing=47,gain=3.48982,cover=10284
- 47:[PialCurv5<-0.107211173] yes=95,no=96,missing=95,gain=3.4011178,cover=9469
- 95:leaf=0.000243419505,cover=0
- 96:leaf=-0.00173308083,cover=0
- 48:[PialCurv5<-0.127408311] yes=97,no=98,missing=98,gain=2.02073479,cover=815
- 97:leaf=-0.00900324527,cover=0
- 98:leaf=0.00345873507,cover=0
- 24:[LGI5<2.32164335] yes=49,no=50,missing=50,gain=2.37588215,cover=2563
- 49:[PialArea5<1.33957577] yes=99,no=100,missing=99,gain=2.18970203,cover=671
- 99:leaf=-0.000286286842,cover=0
- 100:leaf=-0.0202703085,cover=0
- 50:[Area5<0.771817088] yes=101,no=102,missing=102,gain=2.13260746,cover=1892
- 101:leaf=-0.00368441013,cover=0
- 102:leaf=-0.0100451829,cover=0
- 12:[Sulc0<-0.0862998366] yes=25,no=26,missing=25,gain=4.55705261,cover=210116
- 25:[Pol<84.1277542] yes=51,no=52,missing=52,gain=4.622087,cover=180834
- 51:[Curv5<-0.00866711512] yes=103,no=104,missing=103,gain=11.8199282,cover=76311
- 103:leaf=0.000203058109,cover=0
- 104:leaf=-0.00181937334,cover=0
- 52:[Pol<102.241241] yes=105,no=106,missing=105,gain=17.8882828,cover=104523
- 105:leaf=0.00205437443,cover=0
- 106:leaf=0.00022536375,cover=0
- 26:[PialArea5<0.676429033] yes=53,no=54,missing=53,gain=5.92314291,cover=29282
- 53:[LGI5<2.57675576] yes=107,no=108,missing=107,gain=4.32030487,cover=22734
- 107:leaf=0.000235418935,cover=0
- 108:leaf=-0.00197437196,cover=0
- 54:[Pol<83.4982376] yes=109,no=110,missing=109,gain=5.87506533,cover=6548
- 109:leaf=0.00215288019,cover=0
- 110:leaf=-0.00229251548,cover=0
- 6:[LGI5<2.16230083] yes=13,no=14,missing=14,gain=1.14361429,cover=4417969
- 13:[MidArea5<0.623027146] yes=27,no=28,missing=28,gain=5.15667439,cover=18748
- 27:[PialCurv5<0.208232641] yes=55,no=56,missing=55,gain=5.53876162,cover=6336
- 55:[Pol<148.336472] yes=111,no=112,missing=111,gain=4.25945807,cover=3877
- 111:leaf=0.00279061846,cover=0
- 112:leaf=-0.00130703801,cover=0
- 56:[Curv5<0.186949074] yes=113,no=114,missing=113,gain=4.40987778,cover=2459
- 113:leaf=-0.00351298158,cover=0
- 114:leaf=0.000760108873,cover=0
- 28:[LGI5<2.13090348] yes=57,no=58,missing=58,gain=2.48687172,cover=12412
- 57:[Area5<0.639429986] yes=115,no=116,missing=115,gain=3.22512555,cover=6279
- 115:leaf=-0.00147022214,cover=0
- 116:leaf=0.000798219815,cover=0
- 58:[Curv5<0.118689038] yes=117,no=118,missing=117,gain=3.39233828,cover=6133
- 117:leaf=-0.00196637516,cover=0
- 118:leaf=0.00346927159,cover=0
- 14:[LGI5<2.25075769] yes=29,no=30,missing=29,gain=1.7760756,cover=4399221
- 29:[Area5<0.924216449] yes=59,no=60,missing=59,gain=5.3314538,cover=65139
- 59:[PialArea5<0.801087916] yes=119,no=120,missing=120,gain=4.92090321,cover=64975
- 119:leaf=-0.000105432075,cover=0
- 120:leaf=0.000770518556,cover=0
- 60:[Sulc0<-0.332174033] yes=121,no=122,missing=122,gain=0.643706799,cover=164
- 121:leaf=-0.00511181168,cover=0
- 122:leaf=-0.0115212025,cover=0
- 30:[LGI5<2.25958419] yes=61,no=62,missing=62,gain=1.63119745,cover=4334082
- 61:[Pol<127.133438] yes=123,no=124,missing=123,gain=2.54329157,cover=11137
- 123:leaf=-0.00112502649,cover=0
- 124:leaf=0.000495430664,cover=0
- 62:[Ecc<2.79805064] yes=125,no=126,missing=126,gain=1.39669621,cover=4322945
- 125:leaf=-0.000125214807,cover=0
- 126:leaf=4.92579557e-06,cover=0
-booster[649]:
-0:[PialArea5<0.349780142] yes=1,no=2,missing=2,gain=0.589915216,cover=5124388
- 1:[Ecc<3.48115921] yes=3,no=4,missing=3,gain=0.93975234,cover=242979
- 3:[Area5<0.690371037] yes=7,no=8,missing=7,gain=1.26664603,cover=25748
- 7:[Ecc<0.221054599] yes=15,no=16,missing=16,gain=0.964572251,cover=23521
- 15:[LGI5<2.24172258] yes=31,no=32,missing=32,gain=2.20350194,cover=221
- 31:[PialCurv5<0.220156521] yes=63,no=64,missing=64,gain=1.62567067,cover=63
- 63:leaf=0.00407700287,cover=0
- 64:leaf=0.0204438008,cover=0
- 32:[Area5<0.664770067] yes=65,no=66,missing=66,gain=0.827023029,cover=158
- 65:leaf=0.000993267866,cover=0
- 66:leaf=-0.0109893586,cover=0
- 16:[PialArea5<0.245474651] yes=33,no=34,missing=34,gain=0.687007546,cover=23300
- 33:[PialCurv5<0.275165707] yes=67,no=68,missing=67,gain=0.844594479,cover=1968
- 67:leaf=0.00245302985,cover=0
- 68:leaf=-1.70525873e-05,cover=0
- 34:[LGI5<2.3349762] yes=69,no=70,missing=70,gain=0.662363529,cover=21332
- 69:leaf=1.38717751e-05,cover=0
- 70:leaf=-0.000605599722,cover=0
- 8:[LGI5<2.45932961] yes=17,no=18,missing=17,gain=2.67973137,cover=2227
- 17:[Pol<39.9674568] yes=35,no=36,missing=36,gain=1.59064746,cover=1132
- 35:[Sulc0<-0.101085678] yes=71,no=72,missing=71,gain=0.753087401,cover=10
- 71:leaf=-0.0295988563,cover=0
- 72:leaf=-0.0018960858,cover=0
- 36:[PialCurv5<0.0666604191] yes=73,no=74,missing=73,gain=1.02119923,cover=1122
- 73:leaf=0.00570258358,cover=0
- 74:leaf=-0.00095024606,cover=0
- 18:[LGI5<2.46595764] yes=37,no=38,missing=37,gain=1.32205296,cover=1095
- 37:[Ecc<2.8577323] yes=75,no=76,missing=75,gain=1.28443956,cover=103
- 75:leaf=0.0122758029,cover=0
- 76:leaf=0.000716688868,cover=0
- 38:[Curv5<0.233002663] yes=77,no=78,missing=77,gain=1.10287189,cover=992
- 77:leaf=0.00284447311,cover=0
- 78:leaf=-0.00173797144,cover=0
- 4:[Sulc0<0.383163035] yes=9,no=10,missing=9,gain=1.41750646,cover=217231
- 9:[LGI5<2.16230083] yes=19,no=20,missing=19,gain=2.11594868,cover=13745
- 19:[Sulc0<0.210163057] yes=39,no=40,missing=39,gain=1.69209719,cover=175
- 39:[PialCurv5<0.303062648] yes=79,no=80,missing=79,gain=0.079873085,cover=93
- 79:leaf=0.0115394033,cover=0
- 80:leaf=0.00731248641,cover=0
- 40:[LGI5<2.13090348] yes=81,no=82,missing=81,gain=0.163909435,cover=82
- 81:leaf=-0.00177218602,cover=0
- 82:leaf=0.00269429921,cover=0
- 20:[LGI5<2.25958419] yes=41,no=42,missing=41,gain=1.78558874,cover=13570
- 41:[MidArea5<0.502218068] yes=83,no=84,missing=83,gain=1.08759272,cover=946
- 83:leaf=-0.0020970141,cover=0
- 84:leaf=0.00380227133,cover=0
- 42:[Ecc<5.78819752] yes=85,no=86,missing=85,gain=2.41760278,cover=12624
- 85:leaf=0.00153604872,cover=0
- 86:leaf=0.000123357269,cover=0
- 10:[Pol<102.778297] yes=21,no=22,missing=21,gain=1.45653474,cover=203486
- 21:[Ecc<7.03401423] yes=43,no=44,missing=44,gain=2.38289189,cover=141094
- 43:[Sulc0<0.849368811] yes=87,no=88,missing=87,gain=2.71104527,cover=21336
- 87:leaf=0.000764609489,cover=0
- 88:leaf=-0.000620463223,cover=0
- 44:[Pol<93.3357697] yes=89,no=90,missing=90,gain=1.99315274,cover=119758
- 89:leaf=8.69219875e-05,cover=0
- 90:leaf=-0.000322791428,cover=0
- 22:[Ecc<6.52965975] yes=45,no=46,missing=46,gain=2.38644695,cover=62392
- 45:[Sulc0<0.574602425] yes=91,no=92,missing=91,gain=1.96973097,cover=21121
- 91:leaf=0.000495873566,cover=0
- 92:leaf=-0.000512901519,cover=0
- 46:[Ecc<16.5318356] yes=93,no=94,missing=93,gain=5.99985027,cover=41271
- 93:leaf=0.00104524672,cover=0
- 94:leaf=-0.000166336686,cover=0
- 2:[Curv5<0.110890195] yes=5,no=6,missing=6,gain=0.851167977,cover=4881409
- 5:[Sulc0<0.915739596] yes=11,no=12,missing=11,gain=3.03185439,cover=4182106
- 11:[MidArea5<0.474339783] yes=23,no=24,missing=24,gain=1.33389688,cover=4159190
- 23:[Pol<115.563423] yes=47,no=48,missing=47,gain=3.18727875,cover=13335
- 47:[Ecc<0.783076942] yes=95,no=96,missing=96,gain=2.18861341,cover=8578
- 95:leaf=0.00368155725,cover=0
- 96:leaf=-0.000244587369,cover=0
- 48:[Pol<141.801834] yes=97,no=98,missing=97,gain=4.91106367,cover=4757
- 97:leaf=0.00294178422,cover=0
- 98:leaf=-0.000300286425,cover=0
- 24:[MidArea5<0.590346038] yes=49,no=50,missing=49,gain=1.27755606,cover=4145855
- 49:[Sulc0<0.540103436] yes=99,no=100,missing=99,gain=4.55093002,cover=304686
- 99:leaf=-0.00018048365,cover=0
- 100:leaf=0.000357241166,cover=0
- 50:[PialArea5<0.580179036] yes=101,no=102,missing=101,gain=4.13628531,cover=3841169
- 101:leaf=0.000246148789,cover=0
- 102:leaf=-3.48785943e-06,cover=0
- 12:[Area5<0.615061462] yes=25,no=26,missing=25,gain=9.16538334,cover=22916
- 25:[Pol<84.7687759] yes=51,no=52,missing=51,gain=5.97908974,cover=1014
- 51:[LGI5<3.29780769] yes=103,no=104,missing=104,gain=3.49832344,cover=335
- 103:leaf=-0.0049628187,cover=0
- 104:leaf=-0.0152805997,cover=0
- 52:[Sulc0<1.11117697] yes=105,no=106,missing=106,gain=1.73612535,cover=679
- 105:leaf=-0.000284841051,cover=0
- 106:leaf=-0.00727716042,cover=0
- 26:[Ecc<28.2834949] yes=53,no=54,missing=53,gain=7.94779921,cover=21902
- 53:[Sulc0<1.16950965] yes=107,no=108,missing=108,gain=4.96552753,cover=8199
- 107:leaf=-0.000228761841,cover=0
- 108:leaf=-0.00768069783,cover=0
- 54:[LGI5<3.1967752] yes=109,no=110,missing=110,gain=5.50484562,cover=13703
- 109:leaf=0.00293774717,cover=0
- 110:leaf=0.000816617743,cover=0
- 6:[Area5<0.924216449] yes=13,no=14,missing=13,gain=2.87340331,cover=699303
- 13:[MidArea5<0.670836151] yes=27,no=28,missing=28,gain=3.32292795,cover=692036
- 27:[Pol<125.881905] yes=55,no=56,missing=55,gain=3.00269508,cover=632166
- 55:[Ecc<12.9325523] yes=111,no=112,missing=111,gain=3.31522799,cover=556189
- 111:leaf=1.25352626e-05,cover=0
- 112:leaf=-0.000248510449,cover=0
- 56:[LGI5<2.36078882] yes=113,no=114,missing=113,gain=5.86689758,cover=75977
- 113:leaf=-0.000885245798,cover=0
- 114:leaf=0.000431395136,cover=0
- 28:[Area5<0.689492285] yes=57,no=58,missing=58,gain=6.65190363,cover=59870
- 57:[Ecc<9.75650311] yes=115,no=116,missing=116,gain=2.87057304,cover=1744
- 115:leaf=0.00343848695,cover=0
- 116:leaf=-0.00240148208,cover=0
- 58:[PialCurv5<-0.0748331472] yes=117,no=118,missing=118,gain=3.15225792,cover=58126
- 117:leaf=0.0391868986,cover=0
- 118:leaf=-0.000515960215,cover=0
- 14:[LGI5<3.45167398] yes=29,no=30,missing=30,gain=1.56056952,cover=7267
- 29:[Sulc0<0.364060968] yes=59,no=60,missing=59,gain=1.68646598,cover=6157
- 59:[Pol<105.462654] yes=119,no=120,missing=120,gain=1.15218842,cover=2355
- 119:leaf=-0.00105474715,cover=0
- 120:leaf=0.00117257528,cover=0
- 60:[PialCurv5<0.160740122] yes=121,no=122,missing=121,gain=2.28432989,cover=3802
- 121:leaf=0.00515629305,cover=0
- 122:leaf=0.00143513351,cover=0
- 30:[Pol<82.2009888] yes=61,no=62,missing=62,gain=3.31947827,cover=1110
- 61:[PialCurv5<0.122354448] yes=123,no=124,missing=123,gain=2.6278584,cover=451
- 123:leaf=-0.0100856479,cover=0
- 124:leaf=0.00365831866,cover=0
- 62:[LGI5<3.64692807] yes=125,no=126,missing=125,gain=2.7217865,cover=659
- 125:leaf=-0.00588506181,cover=0
- 126:leaf=0.000584997411,cover=0
-booster[650]:
-0:[LGI5<3.64692807] yes=1,no=2,missing=1,gain=0.5825454,cover=5124388
- 1:[LGI5<3.56741142] yes=3,no=4,missing=4,gain=2.98741293,cover=4983994
- 3:[Area5<0.72867924] yes=7,no=8,missing=7,gain=0.814671516,cover=4901425
- 7:[Ecc<22.0897732] yes=15,no=16,missing=15,gain=4.25047636,cover=3569063
- 15:[Ecc<10.426198] yes=31,no=32,missing=31,gain=5.48537922,cover=3115984
- 31:[Pol<35.2629585] yes=61,no=62,missing=61,gain=8.70988369,cover=2478084
- 61:leaf=0.000239762507,cover=0
- 62:leaf=-5.65347727e-05,cover=0
- 32:[Pol<50.1003532] yes=63,no=64,missing=63,gain=19.4197426,cover=637900
- 63:leaf=-0.000434411078,cover=0
- 64:leaf=0.000273501792,cover=0
- 16:[LGI5<3.26095963] yes=33,no=34,missing=34,gain=6.50428963,cover=453079
- 33:[Sulc0<0.176289052] yes=65,no=66,missing=65,gain=3.35188484,cover=291289
- 65:leaf=-0.000451699103,cover=0
- 66:leaf=-0.000111491652,cover=0
- 34:[PialArea5<1.17753279] yes=67,no=68,missing=67,gain=6.44651937,cover=161790
- 67:leaf=0.000132077184,cover=0
- 68:leaf=-0.00308852759,cover=0
- 8:[Ecc<21.0377083] yes=17,no=18,missing=17,gain=6.56699944,cover=1332362
- 17:[Ecc<13.4950199] yes=35,no=36,missing=35,gain=9.42497253,cover=1003900
- 35:[Pol<137.578873] yes=69,no=70,missing=69,gain=10.2196207,cover=835920
- 69:leaf=-2.80721342e-05,cover=0
- 70:leaf=0.000484885182,cover=0
- 36:[Pol<13.2006302] yes=71,no=72,missing=71,gain=5.20939636,cover=167980
- 71:leaf=0.000678417389,cover=0
- 72:leaf=-0.000443659344,cover=0
- 18:[LGI5<3.34776258] yes=37,no=38,missing=37,gain=5.90424204,cover=328462
- 37:[LGI5<3.31338549] yes=73,no=74,missing=73,gain=8.73559856,cover=250929
- 73:leaf=0.000191117477,cover=0
- 74:leaf=-0.000985305174,cover=0
- 38:[Pol<17.1471634] yes=75,no=76,missing=75,gain=6.51373291,cover=77533
- 75:leaf=-0.000905831286,cover=0
- 76:leaf=0.000749448547,cover=0
- 4:[Ecc<37.2796402] yes=9,no=10,missing=10,gain=9.01390839,cover=82569
- 9:[Area5<0.72690624] yes=19,no=20,missing=19,gain=4.56928444,cover=67776
- 19:[Sulc0<0.392869562] yes=39,no=40,missing=39,gain=3.26277924,cover=43155
- 39:[PialCurv5<0.0666604191] yes=77,no=78,missing=77,gain=3.9280653,cover=31839
- 77:leaf=0.000287218485,cover=0
- 78:leaf=0.00188276079,cover=0
- 40:[Ecc<11.3532677] yes=79,no=80,missing=79,gain=4.34238148,cover=11316
- 79:leaf=0.00370016065,cover=0
- 80:leaf=-0.000705773535,cover=0
- 20:[MidArea5<0.595963955] yes=41,no=42,missing=41,gain=2.66442394,cover=24621
- 41:[Curv5<0.186949074] yes=81,no=82,missing=81,gain=1.13482261,cover=1780
- 81:leaf=0.00163997093,cover=0
- 82:leaf=-0.00294769881,cover=0
- 42:[Sulc0<0.383163035] yes=83,no=84,missing=83,gain=2.47615719,cover=22841
- 83:leaf=-0.000422699435,cover=0
- 84:leaf=-0.00158478867,cover=0
- 10:[MidArea5<0.6850214] yes=21,no=22,missing=21,gain=3.11032486,cover=14793
- 21:[PialCurv5<0.074624911] yes=43,no=44,missing=43,gain=4.00499916,cover=5785
- 43:[Sulc0<0.495946974] yes=85,no=86,missing=86,gain=5.44920921,cover=1572
- 85:leaf=-0.00257937261,cover=0
- 86:leaf=-0.0090487143,cover=0
- 44:[Pol<45.5953903] yes=87,no=88,missing=87,gain=3.9166739,cover=4213
- 87:leaf=0.00346134952,cover=0
- 88:leaf=-0.00198579999,cover=0
- 22:[Area5<0.624364853] yes=45,no=46,missing=46,gain=2.91294217,cover=9008
- 45:[Pol<160.153915] yes=89,no=90,missing=89,gain=1.04649138,cover=489
- 89:leaf=0.00499683851,cover=0
- 90:leaf=0.00034953162,cover=0
- 46:[Curv5<0.0100963581] yes=91,no=92,missing=91,gain=2.62125659,cover=8519
- 91:leaf=-0.00173005427,cover=0
- 92:leaf=8.34127059e-05,cover=0
- 2:[Ecc<13.8847265] yes=5,no=6,missing=6,gain=8.33672523,cover=140394
- 5:[Pol<29.3809395] yes=11,no=12,missing=11,gain=3.07069016,cover=15607
- 11:[Sulc0<-0.108384088] yes=23,no=24,missing=24,gain=3.6166048,cover=2244
- 23:[Ecc<7.24576569] yes=47,no=48,missing=48,gain=2.46081471,cover=2223
- 47:[Ecc<6.35379457] yes=93,no=94,missing=93,gain=0.440154314,cover=145
- 93:leaf=-0.00964026432,cover=0
- 94:leaf=-0.0037503168,cover=0
- 48:[LGI5<3.94193578] yes=95,no=96,missing=95,gain=1.64574456,cover=2078
- 95:leaf=0.00051891146,cover=0
- 96:leaf=0.00542451348,cover=0
- 24:leaf=0.0208955389,cover=0
- 12:[Pol<68.895668] yes=25,no=26,missing=25,gain=7.1049757,cover=13363
- 25:[Curv5<-0.156904668] yes=49,no=50,missing=49,gain=9.19155407,cover=4108
- 49:[Area5<0.56946665] yes=97,no=98,missing=97,gain=1.95639026,cover=1908
- 97:leaf=0.00403880188,cover=0
- 98:leaf=-0.00103465852,cover=0
- 50:[MidArea5<0.489716202] yes=99,no=100,missing=100,gain=1.84334946,cover=2200
- 99:leaf=0.00621048827,cover=0
- 100:leaf=-0.00539044896,cover=0
- 26:[LGI5<3.84897733] yes=51,no=52,missing=51,gain=2.21506095,cover=9255
- 51:[Sulc0<-0.498973608] yes=101,no=102,missing=101,gain=2.4113903,cover=7314
- 101:leaf=0.00132860919,cover=0
- 102:leaf=-0.0012752082,cover=0
- 52:[Curv5<-0.0816265643] yes=103,no=104,missing=103,gain=2.40918589,cover=1941
- 103:leaf=-0.00231525628,cover=0
- 104:leaf=0.00192981993,cover=0
- 6:[LGI5<3.94193578] yes=13,no=14,missing=13,gain=3.13316178,cover=124787
- 13:[Sulc0<-0.0562447868] yes=27,no=28,missing=27,gain=3.45845032,cover=106211
- 27:[PialArea5<0.742050111] yes=53,no=54,missing=53,gain=5.17696476,cover=43633
- 53:[Pol<135.419098] yes=105,no=106,missing=105,gain=6.44103622,cover=6031
- 105:leaf=0.00341522135,cover=0
- 106:leaf=9.75685834e-05,cover=0
- 54:[LGI5<3.70550299] yes=107,no=108,missing=107,gain=3.24499297,cover=37602
- 107:leaf=0.0010897296,cover=0
- 108:leaf=0.000119671131,cover=0
- 28:[Pol<45.5953903] yes=55,no=56,missing=55,gain=6.16556168,cover=62578
- 55:[PialCurv5<-0.0410871245] yes=109,no=110,missing=109,gain=6.33443451,cover=8118
- 109:leaf=0.00479741255,cover=0
- 110:leaf=0.00081627816,cover=0
- 56:[PialCurv5<0.0377402082] yes=111,no=112,missing=111,gain=9.96405411,cover=54460
- 111:leaf=-0.00114706287,cover=0
- 112:leaf=0.000343651249,cover=0
- 14:[Pol<116.093399] yes=29,no=30,missing=30,gain=2.70275187,cover=18576
- 29:[Sulc0<0.244668111] yes=57,no=58,missing=58,gain=3.34715676,cover=10214
- 57:[PialArea5<0.767178178] yes=113,no=114,missing=113,gain=3.79517031,cover=4969
- 113:leaf=-0.00332169165,cover=0
- 114:leaf=-0.000551044068,cover=0
- 58:[PialArea5<0.872134149] yes=115,no=116,missing=116,gain=2.22824407,cover=5245
- 115:leaf=-0.000222289033,cover=0
- 116:leaf=0.00540865911,cover=0
- 30:[PialArea5<0.81902951] yes=59,no=60,missing=59,gain=1.620592,cover=8362
- 59:[Sulc0<0.0770083591] yes=117,no=118,missing=117,gain=1.08425593,cover=3852
- 117:leaf=0.00200615148,cover=0
- 118:leaf=0.000315674581,cover=0
- 60:[Curv5<-0.148390457] yes=119,no=120,missing=119,gain=1.31384706,cover=4510
- 119:leaf=0.000356430566,cover=0
- 120:leaf=-0.0013858293,cover=0
-booster[651]:
-0:[Area5<0.539561152] yes=1,no=2,missing=1,gain=0.603076994,cover=5124388
- 1:[PialCurv5<0.00652291393] yes=3,no=4,missing=3,gain=2.1979332,cover=463438
- 3:[Curv5<-0.121808149] yes=7,no=8,missing=8,gain=4.33015251,cover=430488
- 7:[Sulc0<-0.401674598] yes=15,no=16,missing=15,gain=3.61742353,cover=374648
- 15:[LGI5<2.73077893] yes=31,no=32,missing=31,gain=2.7159481,cover=328674
- 31:[MidArea5<0.451744556] yes=63,no=64,missing=63,gain=2.34167814,cover=276289
- 63:leaf=0.00239380146,cover=0
- 64:leaf=9.90421086e-06,cover=0
- 32:[Ecc<32.0879669] yes=65,no=66,missing=65,gain=3.28755617,cover=52385
- 65:leaf=0.000505109783,cover=0
- 66:leaf=-0.00126426457,cover=0
- 16:[Ecc<18.0513744] yes=33,no=34,missing=34,gain=9.85734177,cover=45974
- 33:[PialArea5<0.836640656] yes=67,no=68,missing=68,gain=6.07579708,cover=36869
- 67:leaf=-0.000508589728,cover=0
- 68:leaf=-0.00242161262,cover=0
- 34:[Curv5<-0.171285838] yes=69,no=70,missing=69,gain=1.52137566,cover=9105
- 69:leaf=0.00142088009,cover=0
- 70:leaf=-0.000148082036,cover=0
- 8:[Pol<62.799984] yes=17,no=18,missing=18,gain=6.59945011,cover=55840
- 17:[Curv5<-0.0620335713] yes=35,no=36,missing=35,gain=4.40679216,cover=8516
- 35:[Ecc<17.2700901] yes=71,no=72,missing=71,gain=2.33609486,cover=6258
- 71:leaf=-0.000530066667,cover=0
- 72:leaf=0.00208018604,cover=0
- 36:[PialArea5<0.928637981] yes=73,no=74,missing=74,gain=7.4548192,cover=2258
- 73:leaf=-0.00223705336,cover=0
- 74:leaf=-0.0213939492,cover=0
- 18:[Sulc0<-0.690729618] yes=37,no=38,missing=38,gain=4.94767475,cover=47324
- 37:[LGI5<2.13090348] yes=75,no=76,missing=75,gain=1.73741174,cover=7645
- 75:leaf=-0.00488057639,cover=0
- 76:leaf=-0.00031087728,cover=0
- 38:[Curv5<0.0100963581] yes=77,no=78,missing=77,gain=3.29040718,cover=39679
- 77:leaf=0.00105563505,cover=0
- 78:leaf=-0.0010168528,cover=0
- 4:[Pol<39.9674568] yes=9,no=10,missing=9,gain=8.12183762,cover=32950
- 9:[Ecc<3.29132295] yes=19,no=20,missing=20,gain=4.64776516,cover=567
- 19:[PialCurv5<0.0519027263] yes=39,no=40,missing=39,gain=0.720483184,cover=300
- 39:[LGI5<2.13090348] yes=79,no=80,missing=79,gain=0.548994899,cover=159
- 79:leaf=0.0140188681,cover=0
- 80:leaf=-0.000298868166,cover=0
- 40:[MidArea5<0.512587845] yes=81,no=82,missing=82,gain=0.806657434,cover=141
- 81:leaf=0.000940474856,cover=0
- 82:leaf=-0.00714009767,cover=0
- 20:[Ecc<4.40349627] yes=41,no=42,missing=41,gain=3.68982029,cover=267
- 41:[LGI5<2.51629615] yes=83,no=84,missing=84,gain=2.25069714,cover=61
- 83:leaf=-0.0142318178,cover=0
- 84:leaf=-0.0348621458,cover=0
- 42:[MidArea5<0.540548742] yes=85,no=86,missing=86,gain=1.65131187,cover=206
- 85:leaf=-0.00379046169,cover=0
- 86:leaf=-0.0128363771,cover=0
- 10:[Pol<128.334747] yes=21,no=22,missing=21,gain=5.88239527,cover=32383
- 21:[Ecc<1.46579576] yes=43,no=44,missing=44,gain=1.65559363,cover=23503
- 43:[Ecc<0.999059319] yes=87,no=88,missing=88,gain=2.11205244,cover=3503
- 87:leaf=0.000638812257,cover=0
- 88:leaf=-0.00185376429,cover=0
- 44:[Sulc0<0.013685069] yes=89,no=90,missing=89,gain=3.56851435,cover=20000
- 89:leaf=0.00134265376,cover=0
- 90:leaf=-9.67956221e-05,cover=0
- 22:[Ecc<6.64552498] yes=45,no=46,missing=45,gain=3.6632452,cover=8880
- 45:[LGI5<2.93433285] yes=91,no=92,missing=91,gain=6.52568531,cover=6919
- 91:leaf=-0.000991796493,cover=0
- 92:leaf=0.0109179011,cover=0
- 46:[PialArea5<0.498393416] yes=93,no=94,missing=93,gain=2.65335178,cover=1961
- 93:leaf=-0.000709828397,cover=0
- 94:leaf=-0.00457619177,cover=0
- 2:[Ecc<1.15906882] yes=5,no=6,missing=6,gain=1.95549393,cover=4660950
- 5:[PialArea5<1.01690364] yes=11,no=12,missing=11,gain=3.68801546,cover=263842
- 11:[PialCurv5<-0.058241725] yes=23,no=24,missing=23,gain=5.87890339,cover=197272
- 23:[Curv5<-0.0795110464] yes=47,no=48,missing=47,gain=5.62368679,cover=77034
- 47:[Area5<0.57817024] yes=95,no=96,missing=95,gain=4.9219389,cover=71537
- 95:leaf=-0.000137005627,cover=0
- 96:leaf=-0.00100813073,cover=0
- 48:[PialCurv5<-0.0896686092] yes=97,no=98,missing=97,gain=8.04056454,cover=5497
- 97:leaf=0.00555384951,cover=0
- 98:leaf=0.000158962503,cover=0
- 24:[Curv5<-0.144993886] yes=49,no=50,missing=49,gain=7.60557318,cover=120238
- 49:[Ecc<0.406764686] yes=99,no=100,missing=99,gain=5.00728655,cover=1625
- 99:leaf=0.009546794,cover=0
- 100:leaf=0.00212051976,cover=0
- 50:[Sulc0<-0.50485903] yes=101,no=102,missing=101,gain=5.32205629,cover=118613
- 101:leaf=0.000334749493,cover=0
- 102:leaf=-0.000348520116,cover=0
- 12:[LGI5<2.78495932] yes=25,no=26,missing=25,gain=5.03039742,cover=66570
- 25:[LGI5<2.57263851] yes=51,no=52,missing=52,gain=4.28116989,cover=66334
- 51:[LGI5<2.45281005] yes=103,no=104,missing=103,gain=5.55155659,cover=61865
- 103:leaf=7.73145712e-06,cover=0
- 104:leaf=0.00113422878,cover=0
- 52:[Area5<0.743131101] yes=105,no=106,missing=106,gain=8.35351372,cover=4469
- 105:leaf=-0.00048739044,cover=0
- 106:leaf=-0.00684155617,cover=0
- 26:[Ecc<0.221054599] yes=53,no=54,missing=54,gain=2.89052153,cover=236
- 53:leaf=0.0262033101,cover=0
- 54:[LGI5<2.83602357] yes=107,no=108,missing=107,gain=0.56058526,cover=218
- 107:leaf=-0.000204545082,cover=0
- 108:leaf=0.00686066691,cover=0
- 6:[Ecc<1.73852015] yes=13,no=14,missing=13,gain=3.09578466,cover=4397108
- 13:[Pol<68.1421661] yes=27,no=28,missing=27,gain=6.46662617,cover=164032
- 27:[PialArea5<0.718622029] yes=55,no=56,missing=55,gain=7.59052277,cover=56323
- 55:[PialCurv5<0.0771882981] yes=109,no=110,missing=109,gain=7.3443861,cover=5492
- 109:leaf=-0.00318063539,cover=0
- 110:leaf=0.000809203775,cover=0
- 56:[Curv5<-0.303613424] yes=111,no=112,missing=111,gain=4.33734274,cover=50831
- 111:leaf=0.00263108569,cover=0
- 112:leaf=-0.000107903106,cover=0
- 28:[Pol<95.050293] yes=57,no=58,missing=57,gain=9.90423203,cover=107709
- 57:[Curv5<0.0452247933] yes=113,no=114,missing=113,gain=4.17438507,cover=34527
- 113:leaf=0.00166360976,cover=0
- 114:leaf=0.000562640664,cover=0
- 58:[Pol<128.334747] yes=115,no=116,missing=115,gain=9.94404411,cover=73182
- 115:leaf=-0.000473928376,cover=0
- 116:leaf=0.000691769586,cover=0
- 14:[Sulc0<-0.620624542] yes=29,no=30,missing=29,gain=2.05785322,cover=4233076
- 29:[Ecc<19.4699688] yes=59,no=60,missing=59,gain=5.66305161,cover=838009
- 59:[Pol<175.068527] yes=117,no=118,missing=117,gain=7.05141926,cover=728745
- 117:leaf=-0.000168356491,cover=0
- 118:leaf=0.000447999977,cover=0
- 60:[Curv5<-0.0642315522] yes=119,no=120,missing=120,gain=2.1687746,cover=109264
- 119:leaf=0.000249495701,cover=0
- 120:leaf=0.00508896215,cover=0
- 30:[Curv5<-0.161761403] yes=61,no=62,missing=61,gain=5.12158918,cover=3395067
- 61:[PialCurv5<-0.0877386853] yes=121,no=122,missing=121,gain=39.298008,cover=428689
- 121:leaf=-2.96323451e-05,cover=0
- 122:leaf=0.00130338257,cover=0
- 62:[PialCurv5<-0.104067586] yes=123,no=124,missing=123,gain=17.0691795,cover=2966378
- 123:leaf=0.00105047855,cover=0
- 124:leaf=-2.52995796e-05,cover=0
-booster[652]:
-0:[PialArea5<0.463276565] yes=1,no=2,missing=2,gain=0.567523301,cover=5124388
- 1:[Curv5<0.0146088367] yes=3,no=4,missing=3,gain=3.58284044,cover=726435
- 3:[Area5<0.554568231] yes=7,no=8,missing=8,gain=4.85186529,cover=13736
- 7:[Ecc<18.3223667] yes=15,no=16,missing=15,gain=1.98180747,cover=6662
- 15:[Ecc<8.55626965] yes=31,no=32,missing=31,gain=2.70310593,cover=4926
- 31:[LGI5<2.30690479] yes=63,no=64,missing=63,gain=2.36164808,cover=2986
- 63:leaf=-0.00208929344,cover=0
- 64:leaf=0.00136497372,cover=0
- 32:[LGI5<2.92358446] yes=65,no=66,missing=65,gain=2.67174888,cover=1940
- 65:leaf=-0.00435450068,cover=0
- 66:leaf=-0.000430919899,cover=0
- 16:[PialCurv5<0.0666604191] yes=33,no=34,missing=33,gain=1.88401592,cover=1736
- 33:[LGI5<2.79683423] yes=67,no=68,missing=67,gain=1.33943558,cover=1419
- 67:leaf=0.00580270076,cover=0
- 68:leaf=0.000401900208,cover=0
- 34:[Pol<56.1920547] yes=69,no=70,missing=70,gain=2.44735813,cover=317
- 69:leaf=-0.0180996191,cover=0
- 70:leaf=0.00595371099,cover=0
- 8:[Ecc<0.669936359] yes=17,no=18,missing=17,gain=3.66994619,cover=7074
- 17:[Sulc0<-0.152423486] yes=35,no=36,missing=35,gain=5.37452507,cover=597
- 35:[Sulc0<-0.815117955] yes=71,no=72,missing=72,gain=2.35755157,cover=584
- 71:leaf=0.0149895027,cover=0
- 72:leaf=-0.00661200518,cover=0
- 36:leaf=0.0252390262,cover=0
- 18:[LGI5<3.36766768] yes=37,no=38,missing=37,gain=4.03635836,cover=6477
- 37:[Pol<119.777687] yes=73,no=74,missing=73,gain=2.01187491,cover=5430
- 73:leaf=-0.0012535702,cover=0
- 74:leaf=0.00116261723,cover=0
- 38:[Ecc<24.3269672] yes=75,no=76,missing=76,gain=14.535717,cover=1047
- 75:leaf=-0.00869968068,cover=0
- 76:leaf=0.0034755792,cover=0
- 4:[Sulc0<-0.258417875] yes=9,no=10,missing=9,gain=2.85483909,cover=712699
- 9:[LGI5<2.2730217] yes=19,no=20,missing=19,gain=6.61557341,cover=17450
- 19:[LGI5<2.22170687] yes=39,no=40,missing=40,gain=7.08616543,cover=3724
- 39:[Ecc<0.669936359] yes=77,no=78,missing=77,gain=5.03924274,cover=1963
- 77:leaf=0.00373397465,cover=0
- 78:leaf=-0.0013656317,cover=0
- 40:[Sulc0<-0.325671464] yes=79,no=80,missing=79,gain=3.79416752,cover=1761
- 79:leaf=-0.00483951997,cover=0
- 80:leaf=0.000483929733,cover=0
- 20:[Pol<143.237381] yes=41,no=42,missing=41,gain=4.90975666,cover=13726
- 41:[Area5<0.636136949] yes=81,no=82,missing=81,gain=7.14629364,cover=5525
- 81:leaf=0.00112928718,cover=0
- 82:leaf=0.00500277849,cover=0
- 42:[Ecc<0.943656743] yes=83,no=84,missing=83,gain=5.21336937,cover=8201
- 83:leaf=-0.000683904102,cover=0
- 84:leaf=0.00185971055,cover=0
- 10:[Pol<86.0952454] yes=21,no=22,missing=21,gain=2.80560637,cover=695249
- 21:[PialCurv5<0.074624911] yes=43,no=44,missing=44,gain=5.88668919,cover=124364
- 43:[Ecc<8.87956142] yes=85,no=86,missing=85,gain=3.90864801,cover=7316
- 85:leaf=0.0034207718,cover=0
- 86:leaf=0.000884926703,cover=0
- 44:[Sulc0<0.830503881] yes=87,no=88,missing=88,gain=3.89914083,cover=117048
- 87:leaf=0.000422591169,cover=0
- 88:leaf=-0.000159607604,cover=0
- 22:[PialCurv5<0.0877920389] yes=45,no=46,missing=45,gain=5.94233322,cover=570885
- 45:[Sulc0<0.732260227] yes=89,no=90,missing=90,gain=5.75201368,cover=24074
- 89:leaf=-0.00106538541,cover=0
- 90:leaf=0.00128275191,cover=0
- 46:[Pol<107.129471] yes=91,no=92,missing=91,gain=2.6673665,cover=546811
- 91:leaf=-5.16386317e-05,cover=0
- 92:leaf=0.000181622672,cover=0
- 2:[Curv5<0.081820026] yes=5,no=6,missing=6,gain=2.0549438,cover=4397953
- 5:[PialCurv5<0.189327508] yes=11,no=12,missing=11,gain=2.61360407,cover=3843979
- 11:[Sulc0<0.649594426] yes=23,no=24,missing=24,gain=2.7312963,cover=3824828
- 23:[Pol<116.615585] yes=47,no=48,missing=47,gain=1.67181754,cover=3781925
- 47:[Ecc<12.7231894] yes=93,no=94,missing=93,gain=8.53768253,cover=2083573
- 93:leaf=-2.90168773e-05,cover=0
- 94:leaf=0.00019555926,cover=0
- 48:[Sulc0<0.392869562] yes=95,no=96,missing=95,gain=5.12086058,cover=1698352
- 95:leaf=-4.62253447e-05,cover=0
- 96:leaf=0.000504899421,cover=0
- 24:[PialCurv5<0.000298873958] yes=49,no=50,missing=50,gain=4.28635406,cover=42903
- 49:[Pol<116.093399] yes=97,no=98,missing=98,gain=3.75433254,cover=1487
- 97:leaf=-0.00425238954,cover=0
- 98:leaf=0.00088811852,cover=0
- 50:[Area5<0.615061462] yes=99,no=100,missing=100,gain=3.89591646,cover=41416
- 99:leaf=-0.00180483598,cover=0
- 100:leaf=0.000602538581,cover=0
- 12:[MidArea5<0.677069247] yes=25,no=26,missing=25,gain=6.78601265,cover=19151
- 25:[Ecc<5.4036684] yes=51,no=52,missing=51,gain=3.13471794,cover=11309
- 51:[Ecc<0.45941934] yes=101,no=102,missing=101,gain=2.88126183,cover=2855
- 101:leaf=-0.00579438545,cover=0
- 102:leaf=0.000502058479,cover=0
- 52:[Pol<100.628822] yes=103,no=104,missing=104,gain=3.04073906,cover=8454
- 103:leaf=-0.000850232609,cover=0
- 104:leaf=-0.00274899788,cover=0
- 26:[LGI5<2.33929968] yes=53,no=54,missing=53,gain=2.89568329,cover=7842
- 53:[Curv5<0.00780903921] yes=105,no=106,missing=105,gain=2.14661813,cover=587
- 105:leaf=0.0155974915,cover=0
- 106:leaf=0.00313923764,cover=0
- 54:[Sulc0<-0.173886195] yes=107,no=108,missing=108,gain=2.55278468,cover=7255
- 107:leaf=-0.00192428625,cover=0
- 108:leaf=0.000679138233,cover=0
- 6:[LGI5<3.78836131] yes=13,no=14,missing=13,gain=3.33047605,cover=553974
- 13:[Sulc0<1.06550956] yes=27,no=28,missing=27,gain=2.76854444,cover=547036
- 27:[Sulc0<0.495946974] yes=55,no=56,missing=56,gain=3.79688883,cover=538029
- 55:[Pol<78.2110443] yes=109,no=110,missing=109,gain=6.25401688,cover=376142
- 109:leaf=0.000435654918,cover=0
- 110:leaf=-0.000125768958,cover=0
- 56:[Pol<90.9627914] yes=111,no=112,missing=111,gain=15.6945171,cover=161887
- 111:leaf=-0.000999741023,cover=0
- 112:leaf=3.29806317e-05,cover=0
- 28:[Ecc<20.0856266] yes=57,no=58,missing=57,gain=4.40108871,cover=9007
- 57:[LGI5<3.33014965] yes=113,no=114,missing=114,gain=1.21970463,cover=702
- 113:leaf=-0.00118696515,cover=0
- 114:leaf=-0.0053856275,cover=0
- 58:[Pol<39.0368156] yes=115,no=116,missing=115,gain=2.74236822,cover=8305
- 115:leaf=-0.00542389415,cover=0
- 116:leaf=0.00120693527,cover=0
- 14:[Pol<152.092255] yes=29,no=30,missing=29,gain=2.69106793,cover=6938
- 29:[Ecc<10.2861843] yes=59,no=60,missing=59,gain=2.44918036,cover=6690
- 59:[Sulc0<0.317313671] yes=117,no=118,missing=117,gain=0.162714005,cover=53
- 117:leaf=-0.0114746233,cover=0
- 118:leaf=-0.00469672633,cover=0
- 60:[MidArea5<0.643286705] yes=119,no=120,missing=119,gain=1.94013166,cover=6637
- 119:leaf=3.45269073e-05,cover=0
- 120:leaf=0.00174415007,cover=0
- 30:[Ecc<17.5281601] yes=61,no=62,missing=62,gain=0.697618008,cover=248
- 61:[Curv5<0.183586344] yes=121,no=122,missing=121,gain=0.383330286,cover=51
- 121:leaf=-0.00157827127,cover=0
- 122:leaf=0.00830858853,cover=0
- 62:[Sulc0<-0.115756653] yes=123,no=124,missing=123,gain=0.320950985,cover=197
- 123:leaf=0.0037202395,cover=0
- 124:leaf=0.00857222825,cover=0
-booster[653]:
-0:[Area5<0.539561152] yes=1,no=2,missing=1,gain=0.569042683,cover=5124388
- 1:[PialCurv5<0.00236006663] yes=3,no=4,missing=3,gain=2.01533604,cover=463438
- 3:[Curv5<-0.121808149] yes=7,no=8,missing=8,gain=4.07372952,cover=428953
- 7:[Sulc0<-0.420901269] yes=15,no=16,missing=15,gain=3.28800058,cover=374514
- 15:[LGI5<2.73077893] yes=31,no=32,missing=31,gain=2.50216818,cover=324543
- 31:[Curv5<-0.230516881] yes=63,no=64,missing=63,gain=1.97772074,cover=273829
- 63:leaf=-0.00012504874,cover=0
- 64:leaf=0.000144796868,cover=0
- 32:[Ecc<32.0879669] yes=65,no=66,missing=65,gain=2.99813819,cover=50714
- 65:leaf=0.000494561275,cover=0
- 66:leaf=-0.0012345328,cover=0
- 16:[Ecc<18.0513744] yes=33,no=34,missing=33,gain=8.96955681,cover=49971
- 33:[PialArea5<0.836640656] yes=67,no=68,missing=67,gain=6.35903931,cover=40485
- 67:leaf=-0.00043114656,cover=0
- 68:leaf=-0.00226798165,cover=0
- 34:[Pol<74.0505524] yes=69,no=70,missing=70,gain=1.42188644,cover=9486
- 69:leaf=0.00186115247,cover=0
- 70:leaf=0.00057901832,cover=0
- 8:[Pol<61.2046547] yes=17,no=18,missing=18,gain=5.89214325,cover=54439
- 17:[Curv5<-0.0575901605] yes=35,no=36,missing=35,gain=3.54534864,cover=7710
- 35:[PialArea5<0.872134149] yes=71,no=72,missing=71,gain=2.23802328,cover=5938
- 71:leaf=0.000207404257,cover=0
- 72:leaf=-0.00247516809,cover=0
- 36:[PialArea5<0.900697351] yes=73,no=74,missing=73,gain=5.58838034,cover=1772
- 73:leaf=-0.00228138431,cover=0
- 74:leaf=-0.0194097199,cover=0
- 18:[Sulc0<-0.690729618] yes=37,no=38,missing=38,gain=4.24217987,cover=46729
- 37:[Ecc<5.14592695] yes=75,no=76,missing=75,gain=1.67043948,cover=7671
- 75:leaf=-0.000180813178,cover=0
- 76:leaf=-0.00315065286,cover=0
- 38:[Curv5<0.0100963581] yes=77,no=78,missing=77,gain=3.27722073,cover=39058
- 77:leaf=0.00101164635,cover=0
- 78:leaf=-0.0011335985,cover=0
- 4:[Pol<42.7478409] yes=9,no=10,missing=9,gain=7.02433205,cover=34485
- 9:[Ecc<3.29132295] yes=19,no=20,missing=20,gain=3.92096186,cover=670
- 19:[PialCurv5<0.0519027263] yes=39,no=40,missing=39,gain=0.710697889,cover=345
- 39:[Sulc0<-0.738139331] yes=79,no=80,missing=79,gain=0.579756498,cover=195
- 79:leaf=0.00660779187,cover=0
- 80:leaf=-0.000841371715,cover=0
- 40:[MidArea5<0.512587845] yes=81,no=82,missing=81,gain=0.740437984,cover=150
- 81:leaf=0.000655325537,cover=0
- 82:leaf=-0.00673587108,cover=0
- 20:[Ecc<5.01513863] yes=41,no=42,missing=41,gain=4.82111931,cover=325
- 41:[LGI5<2.51629615] yes=83,no=84,missing=84,gain=2.08260345,cover=72
- 83:leaf=-0.0133704422,cover=0
- 84:leaf=-0.0312334895,cover=0
- 42:[LGI5<3.04290652] yes=85,no=86,missing=85,gain=1.25881481,cover=253
- 85:leaf=-0.000908619841,cover=0
- 86:leaf=-0.00844899472,cover=0
- 10:[Pol<128.334747] yes=21,no=22,missing=22,gain=5.14543676,cover=33815
- 21:[Ecc<1.46579576] yes=43,no=44,missing=43,gain=1.6453805,cover=24408
- 43:[Ecc<1.10530448] yes=87,no=88,missing=87,gain=2.21655655,cover=3720
- 87:leaf=0.000382302824,cover=0
- 88:leaf=-0.00205945224,cover=0
- 44:[Sulc0<0.013685069] yes=89,no=90,missing=89,gain=3.5057106,cover=20688
- 89:leaf=0.00128842087,cover=0
- 90:leaf=-0.000105262057,cover=0
- 22:[LGI5<2.36851335] yes=45,no=46,missing=46,gain=4.13012409,cover=9407
- 45:[Pol<151.353775] yes=91,no=92,missing=91,gain=2.23662901,cover=3070
- 91:leaf=0.00169654004,cover=0
- 92:leaf=-0.00100355246,cover=0
- 46:[Ecc<7.08616447] yes=93,no=94,missing=94,gain=2.16073704,cover=6337
- 93:leaf=-0.00134265504,cover=0
- 94:leaf=-0.00337233394,cover=0
- 2:[Ecc<1.15906882] yes=5,no=6,missing=5,gain=1.70636868,cover=4660950
- 5:[Sulc0<-0.516633809] yes=11,no=12,missing=11,gain=3.43363619,cover=263842
- 11:[PialCurv5<-0.0758950338] yes=23,no=24,missing=23,gain=5.09383011,cover=178806
- 23:[Curv5<-0.0963523984] yes=47,no=48,missing=47,gain=7.28246832,cover=104242
- 47:[PialArea5<1.01305103] yes=95,no=96,missing=95,gain=5.64885139,cover=101380
- 95:leaf=-0.000677026284,cover=0
- 96:leaf=6.94569535e-05,cover=0
- 48:[LGI5<2.16230083] yes=97,no=98,missing=97,gain=6.74668789,cover=2862
- 97:leaf=0.0120410174,cover=0
- 98:leaf=0.00165396463,cover=0
- 24:[Area5<0.697420239] yes=49,no=50,missing=50,gain=9.07518387,cover=74564
- 49:[Curv5<-0.144993886] yes=99,no=100,missing=99,gain=10.8713388,cover=58943
- 99:leaf=0.00212502526,cover=0
- 100:leaf=-0.000192591222,cover=0
- 50:[Area5<0.839165807] yes=101,no=102,missing=101,gain=9.25319386,cover=15621
- 101:leaf=0.00171761925,cover=0
- 102:leaf=-0.00303692813,cover=0
- 12:[Curv5<-0.0902613774] yes=25,no=26,missing=25,gain=6.8252883,cover=85036
- 25:[PialArea5<0.882323086] yes=51,no=52,missing=52,gain=7.91494751,cover=11080
- 51:[Sulc0<-0.0326132737] yes=103,no=104,missing=103,gain=4.57085991,cover=6550
- 103:leaf=-0.00275791995,cover=0
- 104:leaf=0.0148712574,cover=0
- 52:[Pol<119.777687] yes=105,no=106,missing=106,gain=4.62619638,cover=4530
- 105:leaf=-0.00091668294,cover=0
- 106:leaf=0.00267389813,cover=0
- 26:[LGI5<2.18291569] yes=53,no=54,missing=53,gain=4.73943377,cover=73956
- 53:[MidArea5<0.727421284] yes=107,no=108,missing=107,gain=6.55852938,cover=3126
- 107:leaf=-0.00287522585,cover=0
- 108:leaf=0.00483251316,cover=0
- 54:[LGI5<2.22170687] yes=109,no=110,missing=109,gain=6.80920362,cover=70830
- 109:leaf=0.00207125745,cover=0
- 110:leaf=-0.000241848902,cover=0
- 6:[Ecc<1.73852015] yes=13,no=14,missing=13,gain=2.81736851,cover=4397108
- 13:[Pol<71.8249207] yes=27,no=28,missing=27,gain=5.8645277,cover=164032
- 27:[PialArea5<0.718622029] yes=55,no=56,missing=56,gain=6.56890583,cover=60358
- 55:[PialCurv5<0.0695191324] yes=111,no=112,missing=111,gain=6.87576866,cover=6547
- 111:leaf=-0.0028870597,cover=0
- 112:leaf=0.000495960878,cover=0
- 56:[Sulc0<-0.0713235363] yes=113,no=114,missing=114,gain=4.1690321,cover=53811
- 113:leaf=-3.73976764e-05,cover=0
- 114:leaf=0.0058635585,cover=0
- 28:[Pol<95.050293] yes=57,no=58,missing=57,gain=10.4876595,cover=103674
- 57:[Curv5<0.126145482] yes=115,no=116,missing=115,gain=4.63688087,cover=30492
- 115:leaf=0.00157089741,cover=0
- 116:leaf=0.000151453365,cover=0
- 58:[Pol<128.334747] yes=117,no=118,missing=117,gain=8.96303749,cover=73182
- 117:leaf=-0.000448572449,cover=0
- 118:leaf=0.000658133242,cover=0
- 14:[Sulc0<-0.620624542] yes=29,no=30,missing=29,gain=1.83857512,cover=4233076
- 29:[Pol<47.409153] yes=59,no=60,missing=59,gain=5.54275227,cover=838009
- 59:[Ecc<3.60812569] yes=119,no=120,missing=120,gain=6.22178078,cover=417860
- 119:leaf=0.000407893909,cover=0
- 120:leaf=-4.91552055e-05,cover=0
- 60:[Pol<152.092255] yes=121,no=122,missing=122,gain=16.4081898,cover=420149
- 121:leaf=-0.000583543559,cover=0
- 122:leaf=5.44592222e-05,cover=0
- 30:[Curv5<-0.161761403] yes=61,no=62,missing=61,gain=4.67259502,cover=3395067
- 61:[PialCurv5<-0.0779728889] yes=123,no=124,missing=123,gain=35.9959641,cover=428689
- 123:leaf=2.49215645e-05,cover=0
- 124:leaf=0.00166404434,cover=0
- 62:[PialCurv5<-0.104067586] yes=125,no=126,missing=125,gain=15.4257402,cover=2966378
- 125:leaf=0.000998157775,cover=0
- 126:leaf=-2.45213687e-05,cover=0
-booster[654]:
-0:[PialArea5<0.529292643] yes=1,no=2,missing=2,gain=0.60113883,cover=5124388
- 1:[PialCurv5<-0.0154925911] yes=3,no=4,missing=4,gain=5.00490332,cover=1029325
- 3:[Ecc<10.147254] yes=7,no=8,missing=7,gain=2.35107899,cover=26814
- 7:[LGI5<2.64649582] yes=15,no=16,missing=16,gain=2.75431585,cover=17249
- 15:[Ecc<4.27275372] yes=31,no=32,missing=31,gain=4.17275047,cover=12212
- 31:[Area5<0.659308732] yes=63,no=64,missing=63,gain=5.17653227,cover=7768
- 63:leaf=-0.000498206995,cover=0
- 64:leaf=0.00333140092,cover=0
- 32:[Area5<0.705328763] yes=65,no=66,missing=66,gain=5.62206316,cover=4444
- 65:leaf=-0.00146713096,cover=0
- 66:leaf=-0.00892562326,cover=0
- 16:[Area5<0.724280655] yes=33,no=34,missing=34,gain=2.82144618,cover=5037
- 33:[Pol<158.709351] yes=67,no=68,missing=67,gain=3.99871063,cover=4856
- 67:leaf=0.00117411104,cover=0
- 68:leaf=-0.00243124645,cover=0
- 34:[Ecc<7.7481575] yes=69,no=70,missing=70,gain=2.58598232,cover=181
- 69:leaf=-0.000153363377,cover=0
- 70:leaf=0.0119083105,cover=0
- 8:[Ecc<25.5461979] yes=17,no=18,missing=17,gain=3.82862139,cover=9565
- 17:[LGI5<3.50441384] yes=35,no=36,missing=35,gain=2.53584766,cover=6763
- 35:[LGI5<2.79683423] yes=71,no=72,missing=72,gain=3.05671024,cover=5994
- 71:leaf=-0.0045086341,cover=0
- 72:leaf=-0.00113181199,cover=0
- 36:[Area5<0.607942343] yes=73,no=74,missing=73,gain=4.51804304,cover=769
- 73:leaf=-0.00189120253,cover=0
- 74:leaf=-0.0100103831,cover=0
- 18:[Curv5<-0.0273730159] yes=37,no=38,missing=37,gain=3.33498001,cover=2802
- 37:[Pol<9.44515038] yes=75,no=76,missing=75,gain=1.52683294,cover=1881
- 75:leaf=-0.00290271477,cover=0
- 76:leaf=0.00195303338,cover=0
- 38:[LGI5<3.15728688] yes=77,no=78,missing=77,gain=2.69485474,cover=921
- 77:leaf=-0.00595806679,cover=0
- 78:leaf=-0.000244683411,cover=0
- 4:[Pol<82.8478928] yes=9,no=10,missing=9,gain=5.24619675,cover=1002511
- 9:[Sulc0<0.779008448] yes=19,no=20,missing=19,gain=8.63920975,cover=154484
- 19:[LGI5<2.26652193] yes=39,no=40,missing=39,gain=5.55213356,cover=99227
- 39:[Area5<0.615061462] yes=79,no=80,missing=79,gain=2.98672748,cover=2191
- 79:leaf=0.000463040138,cover=0
- 80:leaf=-0.00333708408,cover=0
- 40:[Curv5<0.083802022] yes=81,no=82,missing=82,gain=5.29944801,cover=97036
- 81:leaf=0.00129671616,cover=0
- 82:leaf=0.000442502409,cover=0
- 20:[Area5<0.603367925] yes=41,no=42,missing=41,gain=2.93447828,cover=55257
- 41:[Pol<54.5053368] yes=83,no=84,missing=84,gain=3.54936886,cover=2887
- 83:leaf=0.00403927779,cover=0
- 84:leaf=-0.00226426916,cover=0
- 42:[Ecc<32.6813126] yes=85,no=86,missing=85,gain=3.12560773,cover=52370
- 85:leaf=0.00043852799,cover=0
- 86:leaf=-0.000374799914,cover=0
- 10:[Pol<113.913933] yes=21,no=22,missing=21,gain=6.27141857,cover=848027
- 21:[PialCurv5<0.101587482] yes=43,no=44,missing=43,gain=6.93406773,cover=642782
- 43:[LGI5<2.30690479] yes=87,no=88,missing=87,gain=8.45589638,cover=48596
- 87:leaf=0.00161946227,cover=0
- 88:leaf=-0.000839552202,cover=0
- 44:[Ecc<25.5461979] yes=89,no=90,missing=89,gain=4.97108698,cover=594186
- 89:leaf=-7.98393521e-05,cover=0
- 90:leaf=0.000365590997,cover=0
- 22:[PialCurv5<0.185672894] yes=45,no=46,missing=45,gain=5.19216156,cover=205245
- 45:[Area5<0.607942343] yes=91,no=92,missing=91,gain=6.79943371,cover=84060
- 91:leaf=-0.000208717523,cover=0
- 92:leaf=0.000813901832,cover=0
- 46:[Sulc0<1.06550956] yes=93,no=94,missing=93,gain=1.77314842,cover=121185
- 93:leaf=6.02525906e-05,cover=0
- 94:leaf=-0.001388554,cover=0
- 2:[Curv5<0.0595101416] yes=5,no=6,missing=6,gain=3.03109074,cover=4095063
- 5:[PialCurv5<0.144311354] yes=11,no=12,missing=11,gain=2.54492188,cover=3587814
- 11:[Sulc0<0.495946974] yes=23,no=24,missing=23,gain=4.1830368,cover=3564018
- 23:[MidArea5<0.451744556] yes=47,no=48,missing=48,gain=2.4075954,cover=3508829
- 47:[Ecc<7.29654455] yes=95,no=96,missing=95,gain=0.922650099,cover=474
- 95:leaf=0.00192597415,cover=0
- 96:leaf=0.00654501561,cover=0
- 48:[Pol<118.191307] yes=97,no=98,missing=97,gain=2.08512449,cover=3508355
- 97:leaf=3.86482825e-05,cover=0
- 98:leaf=-3.88274602e-05,cover=0
- 24:[PialCurv5<-0.0379593484] yes=49,no=50,missing=50,gain=7.09410477,cover=55189
- 49:[LGI5<3.84897733] yes=99,no=100,missing=99,gain=3.87192202,cover=2360
- 99:leaf=-0.00180524366,cover=0
- 100:leaf=-0.0117206117,cover=0
- 50:[Pol<144.670364] yes=101,no=102,missing=101,gain=7.410007,cover=52829
- 101:leaf=0.000674074749,cover=0
- 102:leaf=-0.00258748489,cover=0
- 12:[Area5<0.687926829] yes=25,no=26,missing=25,gain=6.72543907,cover=23796
- 25:[Ecc<5.4036684] yes=51,no=52,missing=51,gain=5.04187393,cover=9713
- 51:[Sulc0<-0.413983464] yes=103,no=104,missing=104,gain=2.41209483,cover=3604
- 103:leaf=-0.00306541426,cover=0
- 104:leaf=0.000515490712,cover=0
- 52:[Area5<0.619086087] yes=105,no=106,missing=105,gain=2.53900528,cover=6109
- 105:leaf=-0.00429287739,cover=0
- 106:leaf=-0.00184672012,cover=0
- 26:[LGI5<2.35279679] yes=53,no=54,missing=53,gain=5.03984594,cover=14083
- 53:[Ecc<7.69572639] yes=107,no=108,missing=108,gain=3.1710372,cover=1080
- 107:leaf=0.00417994661,cover=0
- 108:leaf=-0.00683226204,cover=0
- 54:[Pol<84.1277542] yes=109,no=110,missing=109,gain=2.89093924,cover=13003
- 109:leaf=0.00109849812,cover=0
- 110:leaf=-0.000552984537,cover=0
- 6:[Area5<0.687926829] yes=13,no=14,missing=13,gain=5.08255816,cover=507249
- 13:[Curv5<0.108977526] yes=27,no=28,missing=27,gain=7.5827527,cover=116442
- 27:[PialArea5<0.742050111] yes=55,no=56,missing=55,gain=3.73498058,cover=78317
- 55:[Sulc0<0.506771445] yes=111,no=112,missing=111,gain=3.55657387,cover=75266
- 111:leaf=-0.000885534857,cover=0
- 112:leaf=0.000207813835,cover=0
- 56:[PialCurv5<-0.00372259994] yes=113,no=114,missing=113,gain=5.97474051,cover=3051
- 113:leaf=-0.00914627966,cover=0
- 114:leaf=0.00150125916,cover=0
- 28:[PialArea5<0.621054947] yes=57,no=58,missing=57,gain=5.64912605,cover=38125
- 57:[Area5<0.580209434] yes=115,no=116,missing=116,gain=4.05058622,cover=31935
- 115:leaf=0.00342623261,cover=0
- 116:leaf=-0.000192466527,cover=0
- 58:[PialCurv5<0.0447484925] yes=117,no=118,missing=117,gain=2.59219599,cover=6190
- 117:leaf=-0.00290966895,cover=0
- 118:leaf=0.00178231194,cover=0
- 14:[Pol<39.9674568] yes=29,no=30,missing=29,gain=6.32097435,cover=390807
- 29:[PialCurv5<0.0877920389] yes=59,no=60,missing=59,gain=9.27965927,cover=14423
- 59:[Area5<0.735260904] yes=119,no=120,missing=120,gain=4.05287075,cover=4679
- 119:leaf=0.00112330006,cover=0
- 120:leaf=0.0040967199,cover=0
- 60:[PialCurv5<0.171042696] yes=121,no=122,missing=122,gain=4.05939817,cover=9744
- 121:leaf=0.000561369059,cover=0
- 122:leaf=-0.00220383983,cover=0
- 30:[PialArea5<0.665998757] yes=61,no=62,missing=61,gain=6.25908232,cover=376384
- 61:[Curv5<0.10516572] yes=123,no=124,missing=123,gain=11.9160872,cover=251880
- 123:leaf=0.000391492853,cover=0
- 124:leaf=-0.000297527033,cover=0
- 62:[PialCurv5<0.171042696] yes=125,no=126,missing=125,gain=7.93091965,cover=124504
- 125:leaf=-0.000593188393,cover=0
- 126:leaf=0.000334885379,cover=0
-booster[655]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=1,gain=0.611592829,cover=5124388
- 1:[Curv5<0.0915888697] yes=3,no=4,missing=4,gain=0.647211015,cover=80066
- 3:[Pol<84.7687759] yes=7,no=8,missing=7,gain=1.17895877,cover=1060
- 7:[Ecc<9.75650311] yes=15,no=16,missing=15,gain=1.07050645,cover=221
- 15:[LGI5<2.66988635] yes=31,no=32,missing=32,gain=0.0922866166,cover=21
- 31:[Curv5<0.083802022] yes=63,no=64,missing=63,gain=0.0272227526,cover=15
- 63:leaf=0.00466526998,cover=0
- 64:leaf=-0.000472721469,cover=0
- 32:leaf=0.0110833906,cover=0
- 16:[Ecc<25.981123] yes=33,no=34,missing=33,gain=0.805181026,cover=200
- 33:[Curv5<-0.0530214235] yes=65,no=66,missing=65,gain=0.603636742,cover=140
- 65:leaf=-0.00329626049,cover=0
- 66:leaf=-0.0101118675,cover=0
- 34:[Pol<24.282547] yes=67,no=68,missing=67,gain=0.208593622,cover=60
- 67:leaf=-0.0164794531,cover=0
- 68:leaf=-5.94748526e-05,cover=0
- 8:[LGI5<2.80243301] yes=17,no=18,missing=17,gain=1.36303031,cover=839
- 17:[Pol<103.31839] yes=35,no=36,missing=35,gain=1.8237282,cover=326
- 35:[LGI5<2.66519833] yes=69,no=70,missing=69,gain=2.10946727,cover=142
- 69:leaf=-0.000333522854,cover=0
- 70:leaf=-0.0125348708,cover=0
- 36:[Curv5<0.0798443258] yes=71,no=72,missing=71,gain=0.378079087,cover=184
- 71:leaf=-0.000817599182,cover=0
- 72:leaf=0.004300687,cover=0
- 18:[LGI5<3.1833725] yes=37,no=38,missing=38,gain=1.33490443,cover=513
- 37:[Sulc0<0.795422614] yes=73,no=74,missing=73,gain=2.14959002,cover=221
- 73:leaf=-0.000574481383,cover=0
- 74:leaf=0.00926123466,cover=0
- 38:[Sulc0<0.676033437] yes=75,no=76,missing=75,gain=0.782705367,cover=292
- 75:leaf=0.00233132625,cover=0
- 76:leaf=-0.00294027175,cover=0
- 4:[Curv5<0.153449878] yes=9,no=10,missing=9,gain=0.800580382,cover=79006
- 9:[Ecc<23.9349174] yes=19,no=20,missing=19,gain=1.06190503,cover=12576
- 19:[LGI5<3.67381835] yes=39,no=40,missing=39,gain=1.32670355,cover=9596
- 39:[LGI5<2.95653391] yes=77,no=78,missing=78,gain=1.49134851,cover=9413
- 77:leaf=0.000284561072,cover=0
- 78:leaf=0.00154883345,cover=0
- 40:[Sulc0<0.574602425] yes=79,no=80,missing=79,gain=0.38478905,cover=183
- 79:leaf=-0.01039916,cover=0
- 80:leaf=-0.0026581448,cover=0
- 20:[LGI5<3.45167398] yes=41,no=42,missing=41,gain=2.10298562,cover=2980
- 41:[Curv5<0.137416571] yes=81,no=82,missing=81,gain=1.49383402,cover=2456
- 81:leaf=-0.00221388019,cover=0
- 82:leaf=0.000254686864,cover=0
- 42:[PialCurv5<0.343960524] yes=83,no=84,missing=83,gain=0.896068335,cover=524
- 83:leaf=0.00343154999,cover=0
- 84:leaf=-0.00235344446,cover=0
- 10:[Ecc<0.353712648] yes=21,no=22,missing=21,gain=0.478728712,cover=66430
- 21:[LGI5<2.24172258] yes=43,no=44,missing=44,gain=0.844254553,cover=204
- 43:[LGI5<2.16230083] yes=85,no=86,missing=85,gain=0.450764298,cover=30
- 85:leaf=-0.000872991979,cover=0
- 86:leaf=0.0111379549,cover=0
- 44:[PialCurv5<0.426807076] yes=87,no=88,missing=87,gain=0.744395375,cover=174
- 87:leaf=-0.00541480072,cover=0
- 88:leaf=0.0023724162,cover=0
- 22:[LGI5<2.48931384] yes=45,no=46,missing=45,gain=0.529031157,cover=66226
- 45:[Ecc<14.694541] yes=89,no=90,missing=89,gain=1.31055903,cover=15982
- 89:leaf=0.000303281355,cover=0
- 90:leaf=0.00559228798,cover=0
- 46:[LGI5<2.50273752] yes=91,no=92,missing=91,gain=1.26710796,cover=50244
- 91:leaf=-0.00174012838,cover=0
- 92:leaf=4.8067297e-05,cover=0
- 2:[PialCurv5<0.493508637] yes=5,no=6,missing=6,gain=0.710697412,cover=5044322
- 5:[Sulc0<1.25822949] yes=11,no=12,missing=11,gain=0.88250345,cover=5033220
- 11:[Curv5<0.126145482] yes=23,no=24,missing=23,gain=0.928303361,cover=5017771
- 23:[Sulc0<0.995960534] yes=47,no=48,missing=47,gain=3.16411042,cover=4351853
- 47:[Ecc<33.9075584] yes=93,no=94,missing=93,gain=2.2684238,cover=4329598
- 93:leaf=1.11092095e-05,cover=0
- 94:leaf=-0.000130243905,cover=0
- 48:[Ecc<29.8764286] yes=95,no=96,missing=95,gain=6.36674595,cover=22255
- 95:leaf=-0.000407059735,cover=0
- 96:leaf=0.00130979426,cover=0
- 24:[Sulc0<0.540103436] yes=49,no=50,missing=49,gain=2.76779389,cover=665918
- 49:[LGI5<3.60428405] yes=97,no=98,missing=98,gain=4.17807531,cover=343396
- 97:leaf=1.88692411e-05,cover=0
- 98:leaf=0.00150719681,cover=0
- 50:[Pol<147.599014] yes=99,no=100,missing=99,gain=4.14707756,cover=322522
- 99:leaf=-0.000156700422,cover=0
- 100:leaf=-0.0043524853,cover=0
- 12:[Curv5<0.147363082] yes=25,no=26,missing=26,gain=2.04150343,cover=15449
- 25:[Pol<103.31839] yes=51,no=52,missing=51,gain=1.82332182,cover=4396
- 51:[PialArea5<0.785624862] yes=101,no=102,missing=101,gain=1.79312325,cover=3900
- 101:leaf=0.00175597763,cover=0
- 102:leaf=-0.00902245473,cover=0
- 52:[LGI5<3.74316525] yes=103,no=104,missing=103,gain=1.76415968,cover=496
- 103:leaf=-7.22535624e-05,cover=0
- 104:leaf=-0.00750300614,cover=0
- 26:[MidArea5<0.958388984] yes=53,no=54,missing=53,gain=1.00197613,cover=11053
- 53:[Area5<0.513795495] yes=105,no=106,missing=106,gain=0.940876782,cover=11020
- 105:leaf=0.00682858145,cover=0
- 106:leaf=-4.58804971e-05,cover=0
- 54:[LGI5<3.23945832] yes=107,no=108,missing=107,gain=1.29641867,cover=33
- 107:leaf=0.0177912246,cover=0
- 108:leaf=-0.0016739046,cover=0
- 6:[Sulc0<1.11117697] yes=13,no=14,missing=13,gain=1.07825875,cover=11102
- 13:[LGI5<2.78495932] yes=27,no=28,missing=28,gain=1.90484893,cover=9855
- 27:[Area5<0.453641325] yes=55,no=56,missing=56,gain=1.95645046,cover=6745
- 55:leaf=0.0161225721,cover=0
- 56:[Curv5<0.0736173838] yes=109,no=110,missing=109,gain=1.69173026,cover=6727
- 109:leaf=-0.00983039103,cover=0
- 110:leaf=0.000118933458,cover=0
- 28:[LGI5<3.64692807] yes=57,no=58,missing=57,gain=1.65950084,cover=3110
- 57:[Pol<105.995506] yes=111,no=112,missing=111,gain=1.46288157,cover=2917
- 111:leaf=0.00280619483,cover=0
- 112:leaf=0.000519732188,cover=0
- 58:[Pol<97.3566132] yes=113,no=114,missing=114,gain=1.10108566,cover=193
- 113:leaf=-0.00410517724,cover=0
- 114:leaf=0.00858350005,cover=0
- 14:[Ecc<12.7231894] yes=29,no=30,missing=29,gain=1.32921076,cover=1247
- 29:[Curv5<0.216179401] yes=59,no=60,missing=60,gain=0.266085148,cover=313
- 59:[Area5<0.710880876] yes=115,no=116,missing=115,gain=0.218834788,cover=158
- 115:leaf=-0.00429826742,cover=0
- 116:leaf=-0.000574459031,cover=0
- 60:[LGI5<2.51629615] yes=117,no=118,missing=118,gain=0.202491641,cover=155
- 117:leaf=0.00117109471,cover=0
- 118:leaf=-0.00576931331,cover=0
- 30:[Curv5<0.190557376] yes=61,no=62,missing=61,gain=0.647182763,cover=934
- 61:[Area5<0.665633082] yes=119,no=120,missing=119,gain=0.978713751,cover=114
- 119:leaf=0.0114161223,cover=0
- 120:leaf=0.000783848227,cover=0
- 62:[LGI5<2.87999082] yes=121,no=122,missing=121,gain=0.612769425,cover=820
- 121:leaf=0.00401376607,cover=0
- 122:leaf=-0.000942499493,cover=0
-booster[656]:
-0:[PialArea5<0.385581404] yes=1,no=2,missing=1,gain=0.603950739,cover=5124388
- 1:[Area5<0.733255386] yes=3,no=4,missing=4,gain=1.34992552,cover=383095
- 3:[LGI5<3.70550299] yes=7,no=8,missing=8,gain=0.981309831,cover=333029
- 7:[LGI5<3.31338549] yes=15,no=16,missing=15,gain=1.95573688,cover=326193
- 15:[Pol<90.361351] yes=31,no=32,missing=31,gain=2.17811871,cover=287392
- 31:[Ecc<8.41855335] yes=63,no=64,missing=63,gain=2.45185971,cover=59768
- 63:leaf=0.000886679802,cover=0
- 64:leaf=0.000142530916,cover=0
- 32:[Sulc0<0.0608992092] yes=65,no=66,missing=65,gain=1.60197067,cover=227624
- 65:leaf=0.000465054356,cover=0
- 66:leaf=-5.07058285e-05,cover=0
- 16:[Ecc<15.121048] yes=33,no=34,missing=34,gain=4.78741741,cover=38801
- 33:[Pol<99.5532455] yes=67,no=68,missing=67,gain=4.30755949,cover=8236
- 67:leaf=-0.000442843972,cover=0
- 68:leaf=0.00184579648,cover=0
- 34:[LGI5<3.42912889] yes=69,no=70,missing=69,gain=4.94816351,cover=30565
- 69:leaf=-0.00131737068,cover=0
- 70:leaf=-3.78477562e-05,cover=0
- 8:[Curv5<0.126145482] yes=17,no=18,missing=17,gain=2.02730894,cover=6836
- 17:[PialCurv5<0.113078766] yes=35,no=36,missing=36,gain=2.99779248,cover=1361
- 35:[Ecc<28.2834949] yes=71,no=72,missing=71,gain=3.99590325,cover=324
- 71:leaf=-0.00563464081,cover=0
- 72:leaf=0.00624401635,cover=0
- 36:[Ecc<39.5502243] yes=73,no=74,missing=73,gain=1.41832399,cover=1037
- 73:leaf=0.00428405264,cover=0
- 74:leaf=-0.00175579579,cover=0
- 18:[Pol<68.895668] yes=37,no=38,missing=37,gain=2.09722137,cover=5475
- 37:[LGI5<3.84897733] yes=75,no=76,missing=75,gain=2.97085643,cover=492
- 75:leaf=0.00641193101,cover=0
- 76:leaf=-0.00153372937,cover=0
- 38:[PialCurv5<0.228302389] yes=77,no=78,missing=77,gain=2.57713556,cover=4983
- 77:leaf=-0.00229885709,cover=0
- 78:leaf=0.000472913467,cover=0
- 4:[Sulc0<0.762988985] yes=9,no=10,missing=9,gain=3.17770529,cover=50066
- 9:[Ecc<2.31110334] yes=19,no=20,missing=20,gain=1.61435795,cover=15122
- 19:[LGI5<2.31684756] yes=39,no=40,missing=39,gain=3.02261877,cover=205
- 39:[Curv5<0.133649558] yes=79,no=80,missing=79,gain=0.985318661,cover=88
- 79:leaf=-0.0203174353,cover=0
- 80:leaf=-0.00746146077,cover=0
- 40:[Ecc<0.567370772] yes=81,no=82,missing=81,gain=2.25131202,cover=117
- 81:leaf=0.013107582,cover=0
- 82:leaf=-0.0024072791,cover=0
- 20:[Curv5<0.0595101416] yes=41,no=42,missing=42,gain=1.77698946,cover=14917
- 41:[Ecc<13.4950199] yes=83,no=84,missing=83,gain=0.686472178,cover=49
- 83:leaf=-0.00224206224,cover=0
- 84:leaf=-0.0140800131,cover=0
- 42:[Curv5<0.133649558] yes=85,no=86,missing=85,gain=1.88762522,cover=14868
- 85:leaf=0.00219816528,cover=0
- 86:leaf=0.000735176203,cover=0
- 10:[LGI5<3.23945832] yes=21,no=22,missing=21,gain=1.65622783,cover=34944
- 21:[Curv5<0.0756113976] yes=43,no=44,missing=43,gain=1.98371708,cover=24132
- 43:[Area5<0.767325044] yes=87,no=88,missing=88,gain=2.38155556,cover=38
- 87:leaf=0.00246107369,cover=0
- 88:leaf=-0.0223246384,cover=0
- 44:[Curv5<0.122410901] yes=89,no=90,missing=90,gain=1.10329127,cover=24094
- 89:leaf=0.00135281717,cover=0
- 90:leaf=-0.000246834272,cover=0
- 22:[Ecc<10.7180347] yes=45,no=46,missing=46,gain=1.21821666,cover=10812
- 45:[Pol<99.0100403] yes=91,no=92,missing=91,gain=0.358428001,cover=279
- 91:leaf=-0.00418334221,cover=0
- 92:leaf=-0.000536850363,cover=0
- 46:[PialCurv5<0.0771882981] yes=93,no=94,missing=94,gain=1.10585237,cover=10533
- 93:leaf=0.00992249511,cover=0
- 94:leaf=0.000612777832,cover=0
- 2:[Curv5<0.199476883] yes=5,no=6,missing=6,gain=1.07732558,cover=4741293
- 5:[PialCurv5<0.426807076] yes=11,no=12,missing=11,gain=2.19121742,cover=4690665
- 11:[LGI5<2.56078315] yes=23,no=24,missing=23,gain=0.954948246,cover=4684346
- 23:[Sulc0<0.0931760818] yes=47,no=48,missing=47,gain=2.98286915,cover=1634057
- 47:[Ecc<12.3665791] yes=95,no=96,missing=95,gain=5.9639492,cover=1419659
- 95:leaf=7.46194155e-06,cover=0
- 96:leaf=-0.00160833576,cover=0
- 48:[Pol<143.237381] yes=97,no=98,missing=97,gain=7.01215267,cover=214398
- 97:leaf=0.000231220372,cover=0
- 98:leaf=-0.00250650104,cover=0
- 24:[Ecc<3.60812569] yes=49,no=50,missing=50,gain=2.5039196,cover=3050289
- 49:[Sulc0<0.373583466] yes=99,no=100,missing=99,gain=6.5155735,cover=167870
- 99:leaf=-0.000164678117,cover=0
- 100:leaf=-0.00245320983,cover=0
- 50:[PialCurv5<0.0877920389] yes=101,no=102,missing=101,gain=2.54933643,cover=2882419
- 101:leaf=1.77326783e-05,cover=0
- 102:leaf=-9.12023388e-05,cover=0
- 12:[Pol<176.970428] yes=25,no=26,missing=25,gain=1.70833802,cover=6319
- 25:[Pol<3.6072247] yes=51,no=52,missing=51,gain=1.34445179,cover=6244
- 51:[Curv5<0.122410901] yes=103,no=104,missing=103,gain=0.613282919,cover=12
- 103:leaf=0.0309004132,cover=0
- 104:leaf=0.00724621955,cover=0
- 52:[Curv5<0.137416571] yes=105,no=106,missing=105,gain=1.26951885,cover=6232
- 105:leaf=-0.00153762475,cover=0
- 106:leaf=0.00102089893,cover=0
- 26:[MidArea5<0.673991144] yes=53,no=54,missing=53,gain=0.578037024,cover=75
- 53:[Curv5<0.183586344] yes=107,no=108,missing=108,gain=0.44568944,cover=65
- 107:leaf=0.0140016917,cover=0
- 108:leaf=0.00547856744,cover=0
- 54:[Sulc0<-0.0562447868] yes=109,no=110,missing=109,gain=0.0575527176,cover=10
- 109:leaf=-0.00395745737,cover=0
- 110:leaf=0.00553067029,cover=0
- 6:[PialCurv5<0.160740122] yes=13,no=14,missing=14,gain=1.86737251,cover=50628
- 13:[PialArea5<0.445556581] yes=27,no=28,missing=27,gain=1.90828431,cover=4035
- 27:[LGI5<3.94193578] yes=55,no=56,missing=55,gain=1.51984334,cover=1851
- 55:[Area5<0.529385149] yes=111,no=112,missing=111,gain=0.916429102,cover=1839
- 111:leaf=-0.00692120939,cover=0
- 112:leaf=-0.000309538649,cover=0
- 56:[Ecc<19.4699688] yes=113,no=114,missing=113,gain=0.0557215214,cover=12
- 113:leaf=0.0176369827,cover=0
- 114:leaf=0.00242261589,cover=0
- 28:[Ecc<8.17402458] yes=57,no=58,missing=58,gain=2.35817528,cover=2184
- 57:[Ecc<0.406764686] yes=115,no=116,missing=116,gain=1.14903927,cover=1657
- 115:leaf=0.0101077482,cover=0
- 116:leaf=0.000682330749,cover=0
- 58:[Ecc<9.0678978] yes=117,no=118,missing=117,gain=1.57246447,cover=527
- 117:leaf=0.00936950278,cover=0
- 118:leaf=0.00309914909,cover=0
- 14:[Area5<0.489361584] yes=29,no=30,missing=29,gain=2.1200285,cover=46593
- 29:[Pol<139.671173] yes=59,no=60,missing=59,gain=0.888815999,cover=45
- 59:[LGI5<2.41022825] yes=119,no=120,missing=120,gain=0.258472919,cover=21
- 119:leaf=0.000363556552,cover=0
- 120:leaf=0.019400293,cover=0
- 60:[LGI5<2.97899532] yes=121,no=122,missing=121,gain=0.594684303,cover=24
- 121:leaf=0.00668161362,cover=0
- 122:leaf=-0.014363572,cover=0
- 30:[Sulc0<-0.357752919] yes=61,no=62,missing=61,gain=1.97310114,cover=46548
- 61:[Ecc<0.618862808] yes=123,no=124,missing=123,gain=3.34830904,cover=548
- 123:leaf=-0.00857524853,cover=0
- 124:leaf=-0.000414747512,cover=0
- 62:[Area5<0.687926829] yes=125,no=126,missing=125,gain=1.97601175,cover=46000
- 125:leaf=-6.71435337e-05,cover=0
- 126:leaf=-0.000762499461,cover=0
-booster[657]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.5861063,cover=5124388
- 1:[Area5<0.617766261] yes=3,no=4,missing=4,gain=1.53248405,cover=20016
- 3:[PialArea5<0.476533443] yes=7,no=8,missing=8,gain=1.21143341,cover=19069
- 7:[PialArea5<0.245474651] yes=15,no=16,missing=15,gain=0.617133439,cover=18827
- 15:[Pol<76.8473129] yes=31,no=32,missing=31,gain=0.864646077,cover=8520
- 31:[Curv5<0.266060919] yes=63,no=64,missing=63,gain=0.97765696,cover=509
- 63:leaf=0.00403440418,cover=0
- 64:leaf=-0.000561469991,cover=0
- 32:[LGI5<2.42065382] yes=65,no=66,missing=65,gain=0.84665972,cover=8011
- 65:leaf=0.00135812291,cover=0
- 66:leaf=6.16527977e-05,cover=0
- 16:[Pol<81.5476837] yes=33,no=34,missing=33,gain=1.3243556,cover=10307
- 33:[LGI5<2.44006681] yes=67,no=68,missing=68,gain=1.83659697,cover=1568
- 67:leaf=0.00406245561,cover=0
- 68:leaf=-0.00199856213,cover=0
- 34:[LGI5<2.50273752] yes=69,no=70,missing=69,gain=1.33478117,cover=8739
- 69:leaf=-0.000658486213,cover=0
- 70:leaf=0.000605731271,cover=0
- 8:[PialCurv5<-0.104067586] yes=17,no=18,missing=17,gain=0.858621716,cover=242
- 17:[PialCurv5<-0.190801308] yes=35,no=36,missing=36,gain=0.450067282,cover=198
- 35:[LGI5<2.66519833] yes=71,no=72,missing=71,gain=0.177703038,cover=59
- 71:leaf=-0.0015683847,cover=0
- 72:leaf=0.0038587905,cover=0
- 36:[Ecc<4.73840666] yes=73,no=74,missing=74,gain=0.412386417,cover=139
- 73:leaf=0.00346187549,cover=0
- 74:leaf=0.0090236403,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=37,gain=0.584830642,cover=44
- 37:[Pol<99.0100403] yes=75,no=76,missing=75,gain=0.410885423,cover=39
- 75:leaf=-0.0112678977,cover=0
- 76:leaf=-0.000766578305,cover=0
- 38:leaf=0.0120539488,cover=0
- 4:[Sulc0<0.849368811] yes=9,no=10,missing=10,gain=0.497917414,cover=947
- 9:[Ecc<8.41855335] yes=19,no=20,missing=19,gain=1.18718457,cover=355
- 19:[Ecc<8.23836613] yes=39,no=40,missing=40,gain=0.871161044,cover=210
- 39:[Area5<0.648839295] yes=77,no=78,missing=77,gain=0.555005074,cover=205
- 77:leaf=0.00187077746,cover=0
- 78:leaf=0.0122054573,cover=0
- 40:leaf=0.0219534561,cover=0
- 20:[LGI5<2.96780801] yes=41,no=42,missing=41,gain=0.694077134,cover=145
- 41:[PialCurv5<0.15079549] yes=79,no=80,missing=79,gain=0.357008815,cover=78
- 79:leaf=0.0114221936,cover=0
- 80:leaf=-0.00649389345,cover=0
- 42:[Ecc<18.5999508] yes=81,no=82,missing=81,gain=0.543035984,cover=67
- 81:leaf=0.00605424447,cover=0
- 82:leaf=-0.00289685861,cover=0
- 10:[Ecc<9.88196182] yes=21,no=22,missing=22,gain=0.502538204,cover=592
- 21:[Curv5<0.169394374] yes=43,no=44,missing=44,gain=0.436582088,cover=230
- 43:[PialCurv5<0.285888344] yes=83,no=84,missing=83,gain=0.1953457,cover=14
- 83:leaf=0.00120849616,cover=0
- 84:leaf=0.0135759963,cover=0
- 44:[LGI5<2.72552347] yes=85,no=86,missing=85,gain=0.537916005,cover=216
- 85:leaf=0.00246674637,cover=0
- 86:leaf=-0.00279694586,cover=0
- 22:[LGI5<3.07984829] yes=45,no=46,missing=45,gain=0.742345095,cover=362
- 45:[Ecc<39.5502243] yes=87,no=88,missing=87,gain=1.66965556,cover=138
- 87:leaf=0.0103949234,cover=0
- 88:leaf=-0.00206327299,cover=0
- 46:[LGI5<3.26095963] yes=89,no=90,missing=89,gain=0.631247878,cover=224
- 89:leaf=-0.000395472685,cover=0
- 90:leaf=0.00491668144,cover=0
- 2:[Sulc0<-1.19305253] yes=5,no=6,missing=5,gain=0.574401319,cover=5104372
- 5:[PialCurv5<-0.120663248] yes=11,no=12,missing=12,gain=1.70329297,cover=40025
- 11:[MidArea5<0.851890504] yes=23,no=24,missing=23,gain=1.71842515,cover=31032
- 23:[Ecc<1.10530448] yes=47,no=48,missing=47,gain=2.02948451,cover=18158
- 47:[PialCurv5<-0.159167215] yes=91,no=92,missing=91,gain=1.65638924,cover=2611
- 91:leaf=-0.00101873837,cover=0
- 92:leaf=0.0017621743,cover=0
- 48:[Curv5<-0.319950402] yes=93,no=94,missing=94,gain=1.22396541,cover=15547
- 93:leaf=0.00038684826,cover=0
- 94:leaf=-0.000755440677,cover=0
- 24:[Area5<0.595263004] yes=49,no=50,missing=49,gain=0.969464719,cover=12874
- 49:[LGI5<2.51969218] yes=95,no=96,missing=95,gain=1.43123126,cover=1121
- 95:leaf=0.00266418583,cover=0
- 96:leaf=-0.0019944068,cover=0
- 50:[Area5<0.678346932] yes=97,no=98,missing=98,gain=1.40318489,cover=11753
- 97:leaf=-0.000424749451,cover=0
- 98:leaf=0.000709051557,cover=0
- 12:[Pol<141.801834] yes=25,no=26,missing=26,gain=1.23362398,cover=8993
- 25:[Ecc<4.40349627] yes=51,no=52,missing=52,gain=0.941804051,cover=7383
- 51:[LGI5<2.50273752] yes=99,no=100,missing=99,gain=2.06859469,cover=6462
- 99:leaf=-0.000290794647,cover=0
- 100:leaf=-0.00253607938,cover=0
- 52:[Pol<55.3432045] yes=101,no=102,missing=101,gain=1.52557445,cover=921
- 101:leaf=0.00146375131,cover=0
- 102:leaf=-0.00743436534,cover=0
- 26:[LGI5<2.35684347] yes=53,no=54,missing=53,gain=2.06512022,cover=1610
- 53:[LGI5<2.24172258] yes=103,no=104,missing=104,gain=3.21629286,cover=671
- 103:leaf=0.00244376319,cover=0
- 104:leaf=-0.00597254699,cover=0
- 54:[LGI5<2.44006681] yes=105,no=106,missing=105,gain=1.64140296,cover=939
- 105:leaf=0.00347334333,cover=0
- 106:leaf=-0.00162200199,cover=0
- 6:[MidArea5<1.1557827] yes=13,no=14,missing=13,gain=0.720414281,cover=5064347
- 13:[LGI5<2.22170687] yes=27,no=28,missing=28,gain=0.679026783,cover=5026151
- 27:[Area5<0.684738636] yes=55,no=56,missing=55,gain=3.69710541,cover=115654
- 55:[PialCurv5<0.189327508] yes=107,no=108,missing=107,gain=3.64335728,cover=88216
- 107:leaf=0.000376524054,cover=0
- 108:leaf=-0.000752945954,cover=0
- 56:[Pol<130.822815] yes=109,no=110,missing=109,gain=4.87661028,cover=27438
- 109:leaf=-0.000710410939,cover=0
- 110:leaf=0.000991147361,cover=0
- 28:[LGI5<2.26652193] yes=57,no=58,missing=57,gain=1.1873219,cover=4910497
- 57:[Pol<26.4235344] yes=111,no=112,missing=112,gain=4.31026173,cover=99663
- 111:leaf=0.00101205346,cover=0
- 112:leaf=-0.000265938899,cover=0
- 58:[LGI5<2.28518939] yes=113,no=114,missing=113,gain=1.35432744,cover=4810834
- 113:leaf=0.000239373607,cover=0
- 114:leaf=-3.42471117e-06,cover=0
- 14:[Area5<0.699748635] yes=29,no=30,missing=29,gain=2.683882,cover=38196
- 29:[Pol<2.97048163] yes=59,no=60,missing=60,gain=1.52358985,cover=1531
- 59:[LGI5<2.47959709] yes=115,no=116,missing=115,gain=0.357782006,cover=22
- 115:leaf=-0.00243759155,cover=0
- 116:leaf=-0.0155333597,cover=0
- 60:[Curv5<-0.138079464] yes=117,no=118,missing=117,gain=1.46282315,cover=1509
- 117:leaf=0.00299452804,cover=0
- 118:leaf=-0.00206569093,cover=0
- 30:[PialCurv5<-0.11032705] yes=61,no=62,missing=61,gain=1.50754237,cover=36665
- 61:[Curv5<-0.0860676765] yes=119,no=120,missing=119,gain=2.42853093,cover=14712
- 119:leaf=-0.000230077465,cover=0
- 120:leaf=-0.0138092982,cover=0
- 62:[LGI5<2.31192279] yes=121,no=122,missing=121,gain=2.12298679,cover=21953
- 121:leaf=-0.00133811438,cover=0
- 122:leaf=0.00053312775,cover=0
-booster[658]:
-0:[PialArea5<0.485325813] yes=1,no=2,missing=1,gain=0.571709156,cover=5124388
- 1:[Area5<0.609410942] yes=3,no=4,missing=4,gain=2.85850596,cover=826518
- 3:[Pol<57.8577347] yes=7,no=8,missing=8,gain=1.69187987,cover=117787
- 7:[Sulc0<0.263311565] yes=15,no=16,missing=15,gain=3.09545755,cover=3112
- 15:[Sulc0<-0.130613819] yes=31,no=32,missing=31,gain=2.54467988,cover=2338
- 31:[LGI5<3.01384926] yes=63,no=64,missing=64,gain=1.42051315,cover=1627
- 63:leaf=0.00213901699,cover=0
- 64:leaf=-0.00104542112,cover=0
- 32:[Pol<7.58674097] yes=65,no=66,missing=65,gain=2.08161116,cover=711
- 65:leaf=-0.00894223806,cover=0
- 66:leaf=-0.00131414016,cover=0
- 16:[MidArea5<0.480047464] yes=33,no=34,missing=34,gain=2.67433882,cover=774
- 33:[LGI5<3.37729335] yes=67,no=68,missing=67,gain=2.14604521,cover=431
- 67:leaf=-0.00154603529,cover=0
- 68:leaf=0.00580785796,cover=0
- 34:[LGI5<3.84897733] yes=69,no=70,missing=69,gain=2.93823242,cover=343
- 69:leaf=0.00834224187,cover=0
- 70:leaf=-0.00861081574,cover=0
- 8:[Sulc0<-0.87967056] yes=17,no=18,missing=18,gain=2.11258435,cover=114675
- 17:[Area5<0.433531314] yes=35,no=36,missing=35,gain=2.43174386,cover=111
- 35:[Curv5<-0.209697157] yes=71,no=72,missing=72,gain=0.150088251,cover=46
- 71:leaf=-0.0012467897,cover=0
- 72:leaf=-0.0114229945,cover=0
- 36:[Pol<117.668175] yes=73,no=74,missing=73,gain=1.28667116,cover=65
- 73:leaf=0.0188075267,cover=0
- 74:leaf=0.00447661197,cover=0
- 18:[Curv5<0.177453667] yes=37,no=38,missing=37,gain=2.02531099,cover=114564
- 37:[Area5<0.536314785] yes=75,no=76,missing=75,gain=3.59784698,cover=63248
- 75:leaf=0.000268869451,cover=0
- 76:leaf=-0.00062454096,cover=0
- 38:[Sulc0<0.464385748] yes=77,no=78,missing=77,gain=2.22075534,cover=51316
- 77:leaf=-0.000332011143,cover=0
- 78:leaf=0.000326038717,cover=0
- 4:[Curv5<0.0431617796] yes=9,no=10,missing=10,gain=4.79234552,cover=708731
- 9:[Area5<0.682363749] yes=19,no=20,missing=19,gain=5.58595276,cover=13138
- 19:[Pol<89.1530609] yes=39,no=40,missing=39,gain=4.82560492,cover=9736
- 39:[Curv5<-0.0708468556] yes=79,no=80,missing=80,gain=7.62487078,cover=3821
- 79:leaf=-0.00617744727,cover=0
- 80:leaf=0.00180696964,cover=0
- 40:[Sulc0<-0.763524294] yes=81,no=82,missing=81,gain=3.81089354,cover=5915
- 81:leaf=0.0130269602,cover=0
- 82:leaf=-0.00126844959,cover=0
- 20:[Pol<152.092255] yes=41,no=42,missing=41,gain=2.78839207,cover=3402
- 41:[Ecc<0.889730632] yes=83,no=84,missing=83,gain=3.60407257,cover=3079
- 83:leaf=0.0093859937,cover=0
- 84:leaf=-0.00331133674,cover=0
- 42:[LGI5<2.37953305] yes=85,no=86,missing=85,gain=2.19427562,cover=323
- 85:leaf=-0.00721132522,cover=0
- 86:leaf=0.00367083563,cover=0
- 10:[Sulc0<-0.298712492] yes=21,no=22,missing=21,gain=5.55130768,cover=695593
- 21:[LGI5<2.2730217] yes=43,no=44,missing=44,gain=4.0214901,cover=8972
- 43:[Area5<0.733255386] yes=87,no=88,missing=87,gain=3.5704422,cover=1751
- 87:leaf=-0.000183378943,cover=0
- 88:leaf=-0.00882609934,cover=0
- 44:[Pol<146.122681] yes=89,no=90,missing=89,gain=6.42670727,cover=7221
- 89:leaf=0.00371370208,cover=0
- 90:leaf=0.000656368793,cover=0
- 22:[Pol<84.1277542] yes=45,no=46,missing=45,gain=2.81518269,cover=686621
- 45:[PialCurv5<0.074624911] yes=91,no=92,missing=91,gain=6.21220732,cover=108412
- 91:leaf=0.00192148541,cover=0
- 92:leaf=0.000222545466,cover=0
- 46:[Pol<110.287491] yes=93,no=94,missing=93,gain=3.62542701,cover=578209
- 93:leaf=-4.02394398e-05,cover=0
- 94:leaf=0.000245372241,cover=0
- 2:[Curv5<0.099404186] yes=5,no=6,missing=5,gain=1.91527438,cover=4297870
- 5:[MidArea5<0.610527694] yes=11,no=12,missing=11,gain=1.43734086,cover=3963069
- 11:[LGI5<2.63290954] yes=23,no=24,missing=24,gain=3.89116383,cover=316883
- 23:[Sulc0<0.126604497] yes=47,no=48,missing=47,gain=4.67201948,cover=178783
- 47:[Ecc<7.54628181] yes=95,no=96,missing=96,gain=3.72599864,cover=164048
- 95:leaf=2.93197554e-05,cover=0
- 96:leaf=-0.00112075661,cover=0
- 48:[Pol<117.668175] yes=97,no=98,missing=97,gain=5.98496389,cover=14735
- 97:leaf=0.0013435391,cover=0
- 98:leaf=-0.00141882931,cover=0
- 24:[LGI5<3.07984829] yes=49,no=50,missing=49,gain=7.0249033,cover=138100
- 49:[Curv5<-0.204921171] yes=99,no=100,missing=99,gain=8.89940643,cover=81223
- 99:leaf=0.000295214908,cover=0
- 100:leaf=-0.000904348795,cover=0
- 50:[Pol<63.605114] yes=101,no=102,missing=101,gain=3.45820284,cover=56877
- 101:leaf=-0.000575549086,cover=0
- 102:leaf=0.000343376625,cover=0
- 12:[PialArea5<0.605248392] yes=25,no=26,missing=25,gain=6.61044693,cover=3646186
- 25:[Curv5<0.0322575867] yes=51,no=52,missing=51,gain=8.56182861,cover=147866
- 51:[Area5<0.685542226] yes=103,no=104,missing=103,gain=8.55915833,cover=29987
- 103:leaf=0.000474934612,cover=0
- 104:leaf=-0.00121683883,cover=0
- 52:[Sulc0<0.308185816] yes=105,no=106,missing=105,gain=7.73144817,cover=117879
- 105:leaf=0.000989498454,cover=0
- 106:leaf=0.000173291177,cover=0
- 26:[Curv5<0.0473068655] yes=53,no=54,missing=53,gain=3.98262691,cover=3498320
- 53:[PialCurv5<0.0720715299] yes=107,no=108,missing=107,gain=4.11350775,cover=3222105
- 107:leaf=2.47987214e-06,cover=0
- 108:leaf=0.000315363315,cover=0
- 54:[Area5<0.714116395] yes=109,no=110,missing=109,gain=19.9321728,cover=276215
- 109:leaf=-0.000787437602,cover=0
- 110:leaf=0.000114560411,cover=0
- 6:[Area5<0.559839368] yes=13,no=14,missing=14,gain=3.86311769,cover=334801
- 13:[Pol<24.282547] yes=27,no=28,missing=27,gain=2.4761734,cover=1443
- 27:[LGI5<2.45932961] yes=55,no=56,missing=56,gain=0.543843508,cover=36
- 55:[Ecc<0.45941934] yes=111,no=112,missing=111,gain=0.0263421834,cover=20
- 111:leaf=-0.000638455153,cover=0
- 112:leaf=-0.00532521773,cover=0
- 56:[PialCurv5<-0.0441194475] yes=113,no=114,missing=114,gain=0.34738934,cover=16
- 113:leaf=-0.00317178853,cover=0
- 114:leaf=-0.0209363364,cover=0
- 28:[Curv5<0.14511615] yes=57,no=58,missing=58,gain=2.25528193,cover=1407
- 57:[MidArea5<0.554996908] yes=115,no=116,missing=115,gain=1.4065299,cover=996
- 115:leaf=0.00060344435,cover=0
- 116:leaf=0.00542530557,cover=0
- 58:[Sulc0<0.890415967] yes=117,no=118,missing=118,gain=2.00033426,cover=411
- 117:leaf=0.00528605236,cover=0
- 118:leaf=0.0260752831,cover=0
- 14:[LGI5<3.78836131] yes=29,no=30,missing=29,gain=3.24015021,cover=333358
- 29:[Ecc<18.8860435] yes=59,no=60,missing=59,gain=2.52118278,cover=329590
- 59:[PialCurv5<-0.0441194475] yes=119,no=120,missing=119,gain=2.9897542,cover=264915
- 119:leaf=0.00606008759,cover=0
- 120:leaf=-8.62685629e-05,cover=0
- 60:[Pol<157.22821] yes=121,no=122,missing=122,gain=7.79283094,cover=64675
- 121:leaf=-0.000477530586,cover=0
- 122:leaf=0.00589083647,cover=0
- 30:[Pol<152.092255] yes=61,no=62,missing=62,gain=1.56595016,cover=3768
- 61:[Sulc0<0.636906147] yes=123,no=124,missing=123,gain=2.21850681,cover=3596
- 123:leaf=-0.000100770303,cover=0
- 124:leaf=0.00238401513,cover=0
- 62:[Sulc0<0.0689564943] yes=125,no=126,missing=126,gain=0.48775053,cover=172
- 125:leaf=0.00396426953,cover=0
- 126:leaf=0.00959238969,cover=0
-booster[659]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=0.550298214,cover=5124388
- 1:[LGI5<3.64692807] yes=3,no=4,missing=3,gain=0.96011132,cover=5104371
- 3:[LGI5<3.56741142] yes=7,no=8,missing=7,gain=2.83225346,cover=4983994
- 7:[Sulc0<-0.244882882] yes=15,no=16,missing=15,gain=0.719117463,cover=4901425
- 15:[Pol<152.092255] yes=31,no=32,missing=31,gain=2.73315907,cover=2488556
- 31:[Pol<70.3717499] yes=63,no=64,missing=63,gain=8.62168121,cover=1814656
- 63:leaf=4.17994779e-05,cover=0
- 64:leaf=-0.000180158997,cover=0
- 32:[Ecc<1.46579576] yes=65,no=66,missing=66,gain=5.91418171,cover=673900
- 65:leaf=-0.000296476617,cover=0
- 66:leaf=0.000129600041,cover=0
- 16:[Pol<160.869751] yes=33,no=34,missing=33,gain=8.17470932,cover=2412869
- 33:[Pol<66.6374893] yes=67,no=68,missing=67,gain=7.77384329,cover=2310918
- 67:leaf=-0.000174315574,cover=0
- 68:leaf=8.03310686e-05,cover=0
- 34:[Ecc<41.2560654] yes=69,no=70,missing=69,gain=9.49886036,cover=101951
- 69:leaf=-0.000595033111,cover=0
- 70:leaf=0.000885981251,cover=0
- 8:[Ecc<39.5502243] yes=17,no=18,missing=17,gain=8.24238014,cover=82569
- 17:[Area5<0.719086528] yes=35,no=36,missing=35,gain=4.33511114,cover=71028
- 35:[Sulc0<0.464385748] yes=71,no=72,missing=71,gain=3.58441353,cover=41693
- 71:leaf=0.000488355989,cover=0
- 72:leaf=-0.000616335717,cover=0
- 36:[MidArea5<0.606966078] yes=73,no=74,missing=74,gain=3.15666342,cover=29335
- 73:leaf=0.000969282526,cover=0
- 74:leaf=-0.000733269088,cover=0
- 18:[Area5<0.733255386] yes=37,no=38,missing=38,gain=3.92072773,cover=11541
- 37:[PialArea5<0.841635466] yes=75,no=76,missing=75,gain=3.60625267,cover=6601
- 75:leaf=-0.00300342543,cover=0
- 76:leaf=-0.00030367772,cover=0
- 38:[Curv5<-0.0598238073] yes=77,no=78,missing=77,gain=4.2718811,cover=4940
- 77:leaf=-0.00366467959,cover=0
- 78:leaf=0.000209249542,cover=0
- 4:[Ecc<13.8847265] yes=9,no=10,missing=9,gain=10.7084608,cover=120377
- 9:[MidArea5<0.421422303] yes=19,no=20,missing=20,gain=2.06955957,cover=14166
- 19:[Area5<0.462054074] yes=39,no=40,missing=40,gain=0.102289796,cover=31
- 39:leaf=0.00668284995,cover=0
- 40:leaf=0.0137845473,cover=0
- 20:[PialCurv5<-0.144106165] yes=41,no=42,missing=42,gain=2.04592752,cover=14135
- 41:[LGI5<3.70550299] yes=79,no=80,missing=80,gain=1.68815064,cover=1055
- 79:leaf=-0.00147598865,cover=0
- 80:leaf=0.00259209936,cover=0
- 42:[Pol<87.9431763] yes=81,no=82,missing=81,gain=2.87670803,cover=13080
- 81:leaf=-0.00213688333,cover=0
- 82:leaf=-0.000651196402,cover=0
- 10:[Sulc0<-0.00176540145] yes=21,no=22,missing=21,gain=3.17089176,cover=106211
- 21:[PialArea5<0.676429033] yes=43,no=44,missing=43,gain=4.93178463,cover=47034
- 43:[Area5<0.756765008] yes=83,no=84,missing=83,gain=5.92181778,cover=4076
- 83:leaf=0.00180301664,cover=0
- 84:leaf=0.00988453627,cover=0
- 44:[LGI5<3.74316525] yes=85,no=86,missing=85,gain=2.84302855,cover=42958
- 85:leaf=0.000854326237,cover=0
- 86:leaf=4.03198937e-05,cover=0
- 22:[PialCurv5<0.154069737] yes=45,no=46,missing=45,gain=5.68349457,cover=59177
- 45:[Pol<45.5953903] yes=87,no=88,missing=87,gain=6.07995987,cover=35881
- 87:leaf=0.00105006306,cover=0
- 88:leaf=-0.000633514428,cover=0
- 46:[Curv5<0.108977526] yes=89,no=90,missing=89,gain=3.89041281,cover=23296
- 89:leaf=0.00188675604,cover=0
- 90:leaf=0.000332125666,cover=0
- 2:[Pol<92.7492142] yes=5,no=6,missing=5,gain=2.38766241,cover=20017
- 5:[PialArea5<0.767178178] yes=11,no=12,missing=11,gain=2.38185477,cover=8614
- 11:[Sulc0<0.540103436] yes=23,no=24,missing=23,gain=3.85112524,cover=5157
- 23:[PialCurv5<-0.0607835948] yes=47,no=48,missing=48,gain=2.89099026,cover=3410
- 47:[Sulc0<0.134837523] yes=91,no=92,missing=91,gain=1.31526017,cover=763
- 91:leaf=-0.000584415509,cover=0
- 92:leaf=0.00591347879,cover=0
- 48:[Curv5<0.049365297] yes=93,no=94,missing=93,gain=3.13420486,cover=2647
- 93:leaf=-0.00483006611,cover=0
- 94:leaf=-0.0013558655,cover=0
- 24:[Pol<65.8802414] yes=49,no=50,missing=49,gain=1.26609313,cover=1747
- 49:[Ecc<36.5542564] yes=95,no=96,missing=95,gain=2.07749271,cover=615
- 95:leaf=0.0066466108,cover=0
- 96:leaf=0.000281628862,cover=0
- 50:[PialCurv5<0.128475845] yes=97,no=98,missing=97,gain=1.49595594,cover=1132
- 97:leaf=-0.0067652734,cover=0
- 98:leaf=-0.000113568793,cover=0
- 12:[Pol<58.6768646] yes=25,no=26,missing=25,gain=2.43092585,cover=3457
- 25:[Sulc0<0.812575758] yes=51,no=52,missing=51,gain=1.29428399,cover=3317
- 51:[Ecc<12.0179253] yes=99,no=100,missing=99,gain=1.09401143,cover=3297
- 99:leaf=0.003974983,cover=0
- 100:leaf=-0.000423684396,cover=0
- 52:[Pol<44.6807365] yes=101,no=102,missing=101,gain=0.324340343,cover=20
- 101:leaf=0.0147737926,cover=0
- 102:leaf=-0.0022953914,cover=0
- 26:[Pol<80.2322083] yes=53,no=54,missing=53,gain=1.61038208,cover=140
- 53:[Sulc0<-0.23104082] yes=103,no=104,missing=103,gain=1.46333408,cover=120
- 103:leaf=-0.000417818839,cover=0
- 104:leaf=0.0120365042,cover=0
- 54:[Pol<82.8478928] yes=105,no=106,missing=105,gain=0.0723696649,cover=20
- 105:leaf=-0.000229787824,cover=0
- 106:leaf=-0.0077634654,cover=0
- 6:[Ecc<16.2597466] yes=13,no=14,missing=13,gain=1.35295796,cover=11403
- 13:[Area5<0.629274011] yes=27,no=28,missing=27,gain=0.909064651,cover=2121
- 27:[Sulc0<0.528918922] yes=55,no=56,missing=55,gain=1.3661927,cover=387
- 55:[PialArea5<0.476533443] yes=107,no=108,missing=107,gain=0.759549797,cover=321
- 107:leaf=-0.00262031076,cover=0
- 108:leaf=0.00340043753,cover=0
- 56:[PialCurv5<0.216171265] yes=109,no=110,missing=109,gain=0.448927879,cover=66
- 109:leaf=0.012434327,cover=0
- 110:leaf=0.00282704527,cover=0
- 28:[Pol<168.718765] yes=57,no=58,missing=58,gain=0.745286584,cover=1734
- 57:[MidArea5<0.724402428] yes=111,no=112,missing=111,gain=0.974755168,cover=1672
- 111:leaf=0.00017499931,cover=0
- 112:leaf=0.00270407717,cover=0
- 58:[PialArea5<0.974509239] yes=113,no=114,missing=113,gain=0.570045054,cover=62
- 113:leaf=-0.013387695,cover=0
- 114:leaf=-0.00189417403,cover=0
- 14:[Area5<0.788037419] yes=29,no=30,missing=29,gain=1.52490187,cover=9282
- 29:[Ecc<19.170145] yes=59,no=60,missing=59,gain=1.25227547,cover=8098
- 59:[Area5<0.724280655] yes=115,no=116,missing=115,gain=1.69320083,cover=1721
- 115:leaf=9.53152266e-05,cover=0
- 116:leaf=-0.00324537908,cover=0
- 60:[Area5<0.67996794] yes=117,no=118,missing=117,gain=1.56274533,cover=6377
- 117:leaf=-0.000360804203,cover=0
- 118:leaf=0.00121552264,cover=0
- 30:[Pol<168.718765] yes=61,no=62,missing=61,gain=1.40763545,cover=1184
- 61:[PialCurv5<0.0771882981] yes=119,no=120,missing=119,gain=1.12612391,cover=963
- 119:leaf=-0.00423967559,cover=0
- 120:leaf=-0.000819502224,cover=0
- 62:[Sulc0<-0.244882882] yes=121,no=122,missing=121,gain=1.09839249,cover=221
- 121:leaf=-0.000171894135,cover=0
- 122:leaf=0.00792510435,cover=0
-booster[660]:
-0:[Area5<0.539561152] yes=1,no=2,missing=2,gain=0.539570391,cover=5124388
- 1:[Pol<146.122681] yes=3,no=4,missing=4,gain=1.98450851,cover=463438
- 3:[Pol<110.811417] yes=7,no=8,missing=7,gain=2.60176277,cover=313561
- 7:[PialCurv5<-0.121481076] yes=15,no=16,missing=15,gain=3.57432771,cover=195613
- 15:[Pol<81.5476837] yes=31,no=32,missing=31,gain=3.37662339,cover=83245
- 31:[LGI5<2.30690479] yes=63,no=64,missing=64,gain=3.17496872,cover=71885
- 63:leaf=-0.000329581759,cover=0
- 64:leaf=0.000540348177,cover=0
- 32:[Ecc<4.73840666] yes=65,no=66,missing=65,gain=5.73628998,cover=11360
- 65:leaf=0.000297511666,cover=0
- 66:leaf=-0.00204587542,cover=0
- 16:[Ecc<17.2700901] yes=33,no=34,missing=33,gain=3.95542717,cover=112368
- 33:[LGI5<2.67938972] yes=67,no=68,missing=67,gain=5.32734871,cover=101457
- 67:leaf=-9.99864642e-05,cover=0
- 68:leaf=-0.00104179082,cover=0
- 34:[Sulc0<-0.0401471928] yes=69,no=70,missing=70,gain=6.67842293,cover=10911
- 69:leaf=0.00217827107,cover=0
- 70:leaf=-0.000325960747,cover=0
- 8:[Ecc<7.1378541] yes=17,no=18,missing=17,gain=6.01948023,cover=117948
- 17:[Ecc<1.73852015] yes=35,no=36,missing=35,gain=9.67305088,cover=86683
- 35:[Curv5<-0.218969986] yes=71,no=72,missing=71,gain=4.10571098,cover=46037
- 71:leaf=-0.000548491662,cover=0
- 72:leaf=0.000414301379,cover=0
- 36:[LGI5<2.60638428] yes=73,no=74,missing=73,gain=4.60601807,cover=40646
- 73:leaf=0.000810031896,cover=0
- 74:leaf=0.00211516535,cover=0
- 18:[LGI5<2.90190363] yes=37,no=38,missing=37,gain=12.7771482,cover=31265
- 37:[PialArea5<0.836640656] yes=75,no=76,missing=76,gain=4.19880104,cover=17466
- 75:leaf=-0.00084676838,cover=0
- 76:leaf=-0.00296353968,cover=0
- 38:[PialCurv5<0.260145098] yes=77,no=78,missing=77,gain=3.90219045,cover=13799
- 77:leaf=0.000753878267,cover=0
- 78:leaf=0.00814427529,cover=0
- 4:[Sulc0<-0.546384335] yes=9,no=10,missing=9,gain=4.25019455,cover=149877
- 9:[PialCurv5<-0.00569582684] yes=19,no=20,missing=20,gain=4.16458797,cover=122027
- 19:[Ecc<5.08081961] yes=39,no=40,missing=39,gain=2.85697508,cover=120866
- 39:[PialCurv5<-0.0905637741] yes=79,no=80,missing=79,gain=3.67356515,cover=86067
- 79:leaf=-0.000251607446,cover=0
- 80:leaf=0.000592914934,cover=0
- 40:[Pol<158.709351] yes=81,no=82,missing=82,gain=4.01023197,cover=34799
- 81:leaf=-0.000343393534,cover=0
- 82:leaf=0.000807705743,cover=0
- 20:[Ecc<1.51801682] yes=41,no=42,missing=41,gain=1.34622145,cover=1161
- 41:[Curv5<-0.0902613774] yes=83,no=84,missing=83,gain=1.21177006,cover=716
- 83:leaf=-0.00929101836,cover=0
- 84:leaf=-0.00343698123,cover=0
- 42:[Ecc<4.27275372] yes=85,no=86,missing=85,gain=1.36092985,cover=445
- 85:leaf=0.00137547276,cover=0
- 86:leaf=-0.00430803979,cover=0
- 10:[PialArea5<0.869586051] yes=21,no=22,missing=22,gain=7.1053319,cover=27850
- 21:[Ecc<2.6675415] yes=43,no=44,missing=43,gain=3.80955362,cover=25127
- 43:[LGI5<2.23211861] yes=87,no=88,missing=88,gain=4.35386181,cover=7650
- 87:leaf=-0.00371884159,cover=0
- 88:leaf=0.000872047443,cover=0
- 44:[Curv5<-0.239749789] yes=89,no=90,missing=89,gain=7.76976156,cover=17477
- 89:leaf=0.000719576608,cover=0
- 90:leaf=-0.00153125252,cover=0
- 22:[PialCurv5<-0.120663248] yes=45,no=46,missing=45,gain=4.32170105,cover=2723
- 45:[LGI5<3.67381835] yes=91,no=92,missing=92,gain=1.07882857,cover=838
- 91:leaf=0.000239624715,cover=0
- 92:leaf=-0.00974265113,cover=0
- 46:[LGI5<2.75749183] yes=93,no=94,missing=94,gain=1.88160038,cover=1885
- 93:leaf=-0.00552901626,cover=0
- 94:leaf=-0.00217678468,cover=0
- 2:[Ecc<1.10530448] yes=5,no=6,missing=5,gain=1.44353092,cover=4660950
- 5:[Sulc0<-0.498973608] yes=11,no=12,missing=12,gain=3.07608461,cover=249748
- 11:[PialCurv5<-0.0607835948] yes=23,no=24,missing=23,gain=4.35314655,cover=175236
- 23:[PialArea5<0.730471373] yes=47,no=48,missing=48,gain=5.25157404,cover=118513
- 47:[PialCurv5<-0.104861222] yes=95,no=96,missing=95,gain=3.87705588,cover=6771
- 95:leaf=0.00290072244,cover=0
- 96:leaf=0.000343960477,cover=0
- 48:[PialArea5<1.00196755] yes=97,no=98,missing=97,gain=7.27450418,cover=111742
- 97:leaf=-0.000681775389,cover=0
- 98:leaf=0.000125709514,cover=0
- 24:[Area5<0.697420239] yes=49,no=50,missing=49,gain=8.34230614,cover=56723
- 49:[PialCurv5<0.0240441076] yes=99,no=100,missing=99,gain=8.78020477,cover=44484
- 99:leaf=0.000398003496,cover=0
- 100:leaf=-0.00132295676,cover=0
- 50:[Area5<0.846071243] yes=101,no=102,missing=101,gain=8.8233614,cover=12239
- 101:leaf=0.00187373813,cover=0
- 102:leaf=-0.00342474296,cover=0
- 12:[Curv5<0.00546095846] yes=25,no=26,missing=25,gain=6.49850798,cover=74512
- 25:[PialCurv5<-0.145424455] yes=51,no=52,missing=52,gain=4.23556614,cover=28619
- 51:[LGI5<2.33929968] yes=103,no=104,missing=104,gain=5.3587985,cover=148
- 103:leaf=-0.0101151736,cover=0
- 104:leaf=0.0125034917,cover=0
- 52:[PialArea5<0.597118378] yes=105,no=106,missing=105,gain=3.8093195,cover=28471
- 105:leaf=-0.00270574959,cover=0
- 106:leaf=-0.000827191107,cover=0
- 26:[LGI5<2.18291569] yes=53,no=54,missing=53,gain=4.62020111,cover=45893
- 53:[Ecc<0.669936359] yes=107,no=108,missing=107,gain=5.02743149,cover=2137
- 107:leaf=-0.000273632817,cover=0
- 108:leaf=-0.00520493463,cover=0
- 54:[Sulc0<0.00591620663] yes=109,no=110,missing=110,gain=4.11493111,cover=43756
- 109:leaf=0.00024218802,cover=0
- 110:leaf=-0.00144100271,cover=0
- 6:[Ecc<1.79549146] yes=13,no=14,missing=13,gain=2.31793594,cover=4411202
- 13:[Pol<71.8249207] yes=27,no=28,missing=27,gain=5.46779728,cover=193682
- 27:[PialArea5<0.715215623] yes=55,no=56,missing=55,gain=7.00736761,cover=70922
- 55:[PialCurv5<0.0771882981] yes=111,no=112,missing=111,gain=7.72801638,cover=7467
- 111:leaf=-0.00278648152,cover=0
- 112:leaf=0.000604564499,cover=0
- 56:[Sulc0<-0.0713235363] yes=113,no=114,missing=113,gain=3.93197966,cover=63455
- 113:leaf=-3.73055045e-05,cover=0
- 114:leaf=0.00534624141,cover=0
- 28:[LGI5<2.50273752] yes=57,no=58,missing=57,gain=9.84980392,cover=122760
- 57:[Pol<94.4799194] yes=115,no=116,missing=115,gain=7.19983578,cover=94430
- 115:leaf=0.00129701186,cover=0
- 116:leaf=0.000337204372,cover=0
- 58:[MidArea5<0.650057852] yes=117,no=118,missing=117,gain=7.29460335,cover=28330
- 117:leaf=0.000910826435,cover=0
- 118:leaf=-0.000919810904,cover=0
- 14:[Sulc0<-0.620624542] yes=29,no=30,missing=29,gain=2.01255536,cover=4217520
- 29:[Pol<47.409153] yes=59,no=60,missing=59,gain=5.12987757,cover=831518
- 59:[Ecc<3.60812569] yes=119,no=120,missing=120,gain=5.68747044,cover=415162
- 119:leaf=0.000389872817,cover=0
- 120:leaf=-5.18873385e-05,cover=0
- 60:[Pol<152.092255] yes=121,no=122,missing=121,gain=14.8331118,cover=416356
- 121:leaf=-0.000568008225,cover=0
- 122:leaf=4.20293691e-05,cover=0
- 30:[Curv5<-0.161761403] yes=61,no=62,missing=61,gain=4.19233513,cover=3386002
- 61:[PialCurv5<-0.0886472985] yes=123,no=124,missing=123,gain=33.1102638,cover=427964
- 123:leaf=-3.47996611e-05,cover=0
- 124:leaf=0.00116489048,cover=0
- 62:[PialCurv5<-0.104067586] yes=125,no=126,missing=125,gain=13.5696554,cover=2958038
- 125:leaf=0.000937763311,cover=0
- 126:leaf=-2.24004598e-05,cover=0
-booster[661]:
-0:[Sulc0<-1.19305253] yes=1,no=2,missing=1,gain=0.552606761,cover=5124388
- 1:[PialCurv5<-0.120663248] yes=3,no=4,missing=4,gain=1.54352343,cover=40033
- 3:[Ecc<4.87342644] yes=7,no=8,missing=7,gain=1.65432346,cover=31039
- 7:[Ecc<3.03937531] yes=15,no=16,missing=16,gain=2.80833864,cover=20539
- 15:[Area5<0.987501919] yes=31,no=32,missing=31,gain=2.38606882,cover=14453
- 31:[PialCurv5<-0.148241684] yes=63,no=64,missing=63,gain=1.31106567,cover=14412
- 63:leaf=-0.000746285776,cover=0
- 64:leaf=0.00022428394,cover=0
- 32:[LGI5<2.38303256] yes=65,no=66,missing=65,gain=3.14921856,cover=41
- 65:leaf=0.0236327611,cover=0
- 66:leaf=-0.00384743186,cover=0
- 16:[Pol<40.9012032] yes=33,no=34,missing=33,gain=5.91433954,cover=6086
- 33:[LGI5<2.27925944] yes=67,no=68,missing=67,gain=2.66646862,cover=3593
- 67:leaf=-0.00269824732,cover=0
- 68:leaf=0.00280248816,cover=0
- 34:[LGI5<2.65113688] yes=69,no=70,missing=69,gain=1.72031307,cover=2493
- 69:leaf=3.06603579e-05,cover=0
- 70:leaf=-0.00300280307,cover=0
- 8:[LGI5<3.50441384] yes=17,no=18,missing=17,gain=0.92341125,cover=10500
- 17:[PialCurv5<-0.146805272] yes=35,no=36,missing=35,gain=1.36993313,cover=7863
- 35:[LGI5<2.8416636] yes=71,no=72,missing=71,gain=1.13215554,cover=5148
- 71:leaf=0.000636740995,cover=0
- 72:leaf=-0.000894638826,cover=0
- 36:[LGI5<3.1900804] yes=73,no=74,missing=74,gain=0.738423347,cover=2715
- 73:leaf=-0.00226543169,cover=0
- 74:leaf=-0.000487352314,cover=0
- 18:[Ecc<7.64592981] yes=37,no=38,missing=37,gain=0.829505384,cover=2637
- 37:[Curv5<-0.272521824] yes=75,no=76,missing=75,gain=0.692745149,cover=11
- 75:leaf=0.0219180528,cover=0
- 76:leaf=-0.00291542406,cover=0
- 38:[Ecc<24.7238369] yes=77,no=78,missing=77,gain=0.650460184,cover=2626
- 77:leaf=3.80355523e-05,cover=0
- 78:leaf=0.00360149308,cover=0
- 4:[Area5<0.808195949] yes=9,no=10,missing=9,gain=1.107054,cover=8994
- 9:[PialArea5<1.00558591] yes=19,no=20,missing=20,gain=1.20975113,cover=8472
- 19:[LGI5<2.35684347] yes=39,no=40,missing=39,gain=2.39653921,cover=1695
- 39:[Ecc<1.79549146] yes=79,no=80,missing=79,gain=1.23270333,cover=811
- 79:leaf=-0.00307645858,cover=0
- 80:leaf=0.0010227249,cover=0
- 40:[LGI5<2.41022825] yes=81,no=82,missing=82,gain=1.12068224,cover=884
- 81:leaf=0.00597233791,cover=0
- 82:leaf=0.00127608317,cover=0
- 20:[Ecc<0.889730632] yes=41,no=42,missing=42,gain=1.33385587,cover=6777
- 41:[Area5<0.77338779] yes=83,no=84,missing=83,gain=1.66467321,cover=1419
- 83:leaf=0.000363826606,cover=0
- 84:leaf=-0.0145360325,cover=0
- 42:[Area5<0.59157455] yes=85,no=86,missing=86,gain=1.27752399,cover=5358
- 85:leaf=7.36302609e-05,cover=0
- 86:leaf=-0.00192417006,cover=0
- 10:[LGI5<2.48931384] yes=21,no=22,missing=21,gain=1.62788212,cover=522
- 21:[LGI5<2.46263766] yes=43,no=44,missing=43,gain=2.51952076,cover=208
- 43:[PialArea5<1.57955706] yes=87,no=88,missing=87,gain=2.20984364,cover=185
- 87:leaf=-0.00132663082,cover=0
- 88:leaf=0.00991313718,cover=0
- 44:[Curv5<-0.180574343] yes=89,no=90,missing=89,gain=0.488289833,cover=23
- 89:leaf=0.0223004576,cover=0
- 90:leaf=-0.00239632535,cover=0
- 22:[LGI5<3.44046211] yes=45,no=46,missing=45,gain=1.58542991,cover=314
- 45:[Pol<2.97048163] yes=91,no=92,missing=91,gain=0.785082579,cover=230
- 91:leaf=0.0085671721,cover=0
- 92:leaf=-0.00367433578,cover=0
- 46:[Ecc<10.0121937] yes=93,no=94,missing=93,gain=0.395628929,cover=84
- 93:leaf=-0.00755886361,cover=0
- 94:leaf=0.00592095032,cover=0
- 2:[MidArea5<1.1557827] yes=5,no=6,missing=5,gain=0.629233539,cover=5084355
- 5:[PialArea5<1.48916721] yes=11,no=12,missing=11,gain=0.680087507,cover=5046159
- 11:[PialCurv5<-0.123971827] yes=23,no=24,missing=23,gain=0.61973685,cover=5035162
- 23:[Curv5<-0.183827445] yes=47,no=48,missing=47,gain=39.4316788,cover=726648
- 47:[Curv5<-0.20189926] yes=95,no=96,missing=95,gain=4.05593967,cover=683064
- 95:leaf=-8.38597844e-05,cover=0
- 96:leaf=0.000382967031,cover=0
- 48:[PialArea5<0.824056447] yes=97,no=98,missing=98,gain=11.3432198,cover=43584
- 97:leaf=0.000442413846,cover=0
- 98:leaf=0.00211590924,cover=0
- 24:[Curv5<-0.209697157] yes=49,no=50,missing=49,gain=8.97068214,cover=4308514
- 49:[PialCurv5<-0.0990834236] yes=99,no=100,missing=99,gain=9.05119514,cover=261262
- 99:leaf=0.000129737455,cover=0
- 100:leaf=0.000863508321,cover=0
- 50:[Sulc0<-0.271910518] yes=101,no=102,missing=101,gain=3.7833662,cover=4047252
- 101:leaf=-8.87090791e-05,cover=0
- 102:leaf=1.17905938e-05,cover=0
- 12:[Ecc<3.67199802] yes=25,no=26,missing=25,gain=2.41090608,cover=10997
- 25:[PialCurv5<-0.0896686092] yes=51,no=52,missing=51,gain=2.66637588,cover=6460
- 51:[Curv5<-0.175970852] yes=103,no=104,missing=103,gain=2.57804394,cover=5245
- 103:leaf=-3.52876305e-06,cover=0
- 104:leaf=0.00242269319,cover=0
- 52:[Curv5<-0.108295463] yes=105,no=106,missing=105,gain=6.24727345,cover=1215
- 105:leaf=-0.00345499371,cover=0
- 106:leaf=0.00627195323,cover=0
- 26:[LGI5<2.50273752] yes=53,no=54,missing=54,gain=2.95641589,cover=4537
- 53:[Area5<0.655598104] yes=107,no=108,missing=107,gain=1.47406864,cover=894
- 107:leaf=-0.000438528426,cover=0
- 108:leaf=-0.00505828625,cover=0
- 54:[Ecc<4.27275372] yes=109,no=110,missing=110,gain=1.53722918,cover=3643
- 109:leaf=-0.00307387067,cover=0
- 110:leaf=-0.000209350008,cover=0
- 6:[Area5<0.701312602] yes=13,no=14,missing=13,gain=2.42093277,cover=38196
- 13:[PialCurv5<-0.0905637741] yes=27,no=28,missing=27,gain=1.39717174,cover=1594
- 27:[Ecc<7.39671755] yes=55,no=56,missing=55,gain=1.44632053,cover=1365
- 55:[Pol<157.22821] yes=111,no=112,missing=111,gain=1.70436597,cover=1309
- 111:leaf=0.00314762886,cover=0
- 112:leaf=-0.00182917982,cover=0
- 56:[LGI5<3.00812316] yes=113,no=114,missing=113,gain=1.93664885,cover=56
- 113:leaf=0.0202372745,cover=0
- 114:leaf=0.00171603041,cover=0
- 28:[Pol<163.830338] yes=57,no=58,missing=58,gain=1.7801857,cover=229
- 57:[LGI5<2.49262404] yes=115,no=116,missing=115,gain=1.38129592,cover=207
- 115:leaf=4.40387194e-05,cover=0
- 116:leaf=-0.00849286281,cover=0
- 58:[Ecc<5.33884621] yes=117,no=118,missing=118,gain=0.934480906,cover=22
- 117:leaf=-0.0224072095,cover=0
- 118:leaf=0.0142804449,cover=0
- 14:[PialCurv5<-0.11032705] yes=29,no=30,missing=30,gain=1.3410877,cover=36602
- 29:[Curv5<-0.0860676765] yes=59,no=60,missing=60,gain=2.20943975,cover=14687
- 59:[Sulc0<-0.445309728] yes=119,no=120,missing=120,gain=1.51087666,cover=14655
- 119:leaf=-9.8856879e-05,cover=0
- 120:leaf=-0.00234690192,cover=0
- 60:[Area5<0.987501919] yes=121,no=122,missing=122,gain=0.853718758,cover=32
- 121:leaf=-0.00455524772,cover=0
- 122:leaf=-0.0210144743,cover=0
- 30:[LGI5<2.31192279] yes=61,no=62,missing=62,gain=2.033885,cover=21915
- 61:[Ecc<3.60812569] yes=123,no=124,missing=123,gain=3.02808952,cover=1626
- 123:leaf=-0.000244448165,cover=0
- 124:leaf=-0.00560905831,cover=0
- 62:[LGI5<2.40037155] yes=125,no=126,missing=125,gain=2.58863926,cover=20289
- 125:leaf=0.00213750592,cover=0
- 126:leaf=0.000309315714,cover=0
-booster[662]:
-0:[LGI5<2.6558373] yes=1,no=2,missing=1,gain=0.553908944,cover=5124388
- 1:[Pol<67.3859482] yes=3,no=4,missing=3,gain=4.42785549,cover=2219201
- 3:[Curv5<-0.0963523984] yes=7,no=8,missing=8,gain=22.1236992,cover=519333
- 7:[PialCurv5<-0.0529128574] yes=15,no=16,missing=15,gain=6.15540028,cover=419378
- 15:[Ecc<28.7730255] yes=31,no=32,missing=31,gain=3.75571132,cover=402787
- 31:[LGI5<2.39007568] yes=63,no=64,missing=64,gain=4.05623436,cover=401062
- 63:leaf=-0.000254539686,cover=0
- 64:leaf=7.71411214e-05,cover=0
- 32:[Area5<0.609410942] yes=65,no=66,missing=65,gain=2.14947605,cover=1725
- 65:leaf=-0.00484348228,cover=0
- 66:leaf=-0.00111441698,cover=0
- 16:[Pol<13.2006302] yes=33,no=34,missing=33,gain=10.7985497,cover=16591
- 33:[Ecc<6.03867722] yes=67,no=68,missing=67,gain=2.03281736,cover=2977
- 67:leaf=-0.00222563348,cover=0
- 68:leaf=0.00217516115,cover=0
- 34:[Area5<0.669950843] yes=69,no=70,missing=69,gain=9.15513992,cover=13614
- 69:leaf=0.000327823771,cover=0
- 70:leaf=0.00292882114,cover=0
- 8:[Ecc<1.91022825] yes=17,no=18,missing=18,gain=30.4524975,cover=99955
- 17:[PialCurv5<-0.0693148375] yes=35,no=36,missing=35,gain=11.5075226,cover=35869
- 35:[PialArea5<0.824056447] yes=71,no=72,missing=72,gain=13.7906961,cover=3148
- 71:leaf=-0.00108944101,cover=0
- 72:leaf=0.00555526465,cover=0
- 36:[Area5<0.805150867] yes=73,no=74,missing=73,gain=4.78665829,cover=32721
- 73:leaf=-0.000512570085,cover=0
- 74:leaf=-0.0037628077,cover=0
- 18:[Sulc0<-0.202991232] yes=37,no=38,missing=37,gain=36.8856888,cover=64086
- 37:[PialArea5<1.02520955] yes=75,no=76,missing=75,gain=26.4108429,cover=42438
- 75:leaf=0.00316455471,cover=0
- 76:leaf=0.000472206768,cover=0
- 38:[PialCurv5<-0.0789950639] yes=77,no=78,missing=77,gain=10.5631733,cover=21648
- 77:leaf=0.0102198152,cover=0
- 78:leaf=-0.000328487746,cover=0
- 4:[Sulc0<-0.166708246] yes=9,no=10,missing=9,gain=7.36257601,cover=1699868
- 9:[Area5<0.655598104] yes=19,no=20,missing=20,gain=23.4971714,cover=987240
- 19:[Ecc<5.27515984] yes=39,no=40,missing=39,gain=25.7869663,cover=634782
- 39:[Ecc<1.46579576] yes=79,no=80,missing=79,gain=12.4177494,cover=499242
- 79:leaf=-3.19594037e-05,cover=0
- 80:leaf=0.000468518905,cover=0
- 40:[PialCurv5<-0.0245349593] yes=81,no=82,missing=81,gain=19.0045605,cover=135540
- 81:leaf=-0.000342703366,cover=0
- 82:leaf=-0.00232893717,cover=0
- 20:[Pol<149.795395] yes=41,no=42,missing=41,gain=41.007164,cover=352458
- 41:[Ecc<1.85215485] yes=83,no=84,missing=84,gain=53.5390244,cover=250453
- 83:leaf=0.000445754471,cover=0
- 84:leaf=-0.001216106,cover=0
- 42:[Sulc0<-0.655889988] yes=85,no=86,missing=85,gain=13.1754284,cover=102005
- 85:leaf=-0.000224985924,cover=0
- 86:leaf=0.000918343838,cover=0
- 10:[Pol<144.670364] yes=21,no=22,missing=22,gain=11.293848,cover=712628
- 21:[Curv5<0.083802022] yes=43,no=44,missing=43,gain=7.62623453,cover=689994
- 43:[Ecc<5.78819752] yes=87,no=88,missing=87,gain=15.2348967,cover=261811
- 87:leaf=-1.69843443e-05,cover=0
- 88:leaf=0.000746339269,cover=0
- 44:[Area5<0.580209434] yes=89,no=90,missing=89,gain=2.64102483,cover=428183
- 89:leaf=-0.000548315234,cover=0
- 90:leaf=3.60242702e-05,cover=0
- 22:[PialArea5<0.559226274] yes=45,no=46,missing=45,gain=7.32826042,cover=22634
- 45:[Sulc0<0.0372688323] yes=91,no=92,missing=92,gain=6.21230459,cover=10417
- 91:leaf=0.00092678488,cover=0
- 92:leaf=-0.00159282575,cover=0
- 46:[Area5<0.67915231] yes=93,no=94,missing=93,gain=6.62045288,cover=12217
- 93:leaf=-0.00308070751,cover=0
- 94:leaf=-0.000746395148,cover=0
- 2:[Ecc<4.00532722] yes=5,no=6,missing=5,gain=7.34797478,cover=2905187
- 5:[Curv5<0.0344051942] yes=11,no=12,missing=11,gain=13.8635712,cover=86302
- 11:[Sulc0<0.210163057] yes=23,no=24,missing=23,gain=6.71612549,cover=68942
- 23:[Sulc0<-0.976720333] yes=47,no=48,missing=47,gain=6.18642998,cover=68793
- 47:[PialCurv5<-0.104861222] yes=95,no=96,missing=95,gain=1.92823386,cover=11264
- 95:leaf=3.54298645e-05,cover=0
- 96:leaf=0.00187909266,cover=0
- 48:[Ecc<2.54464626] yes=97,no=98,missing=98,gain=7.17608452,cover=57529
- 97:leaf=-0.000288856856,cover=0
- 98:leaf=-0.00142901356,cover=0
- 24:[Curv5<0.0100963581] yes=49,no=50,missing=49,gain=1.53881979,cover=149
- 49:[LGI5<2.72552347] yes=99,no=100,missing=99,gain=0.939014912,cover=68
- 99:leaf=-0.0201028045,cover=0
- 100:leaf=-0.0058133821,cover=0
- 50:[Sulc0<0.263311565] yes=101,no=102,missing=101,gain=1.33225226,cover=81
- 101:leaf=0.000971342612,cover=0
- 102:leaf=-0.0119382748,cover=0
- 12:[Pol<123.059357] yes=25,no=26,missing=26,gain=5.43862057,cover=17360
- 25:[LGI5<3.00812316] yes=51,no=52,missing=52,gain=3.7630055,cover=13085
- 51:[Ecc<1.51801682] yes=103,no=104,missing=103,gain=3.61105347,cover=12788
- 103:leaf=0.00304341665,cover=0
- 104:leaf=-8.60182263e-05,cover=0
- 52:[Ecc<2.6050899] yes=105,no=106,missing=105,gain=1.31763363,cover=297
- 105:leaf=0.0113428673,cover=0
- 106:leaf=0.00380641478,cover=0
- 26:[Area5<0.774986684] yes=53,no=54,missing=53,gain=2.45523262,cover=4275
- 53:[Sulc0<-0.463317156] yes=107,no=108,missing=107,gain=2.14321136,cover=4096
- 107:leaf=0.00683344901,cover=0
- 108:leaf=0.00228349864,cover=0
- 54:[Sulc0<-0.370474488] yes=109,no=110,missing=109,gain=0.706098616,cover=179
- 109:leaf=-0.0156740174,cover=0
- 110:leaf=-0.00256073964,cover=0
- 6:[Pol<64.3762589] yes=13,no=14,missing=13,gain=3.58293676,cover=2818885
- 13:[Ecc<18.5999508] yes=27,no=28,missing=27,gain=10.2956676,cover=895460
- 27:[Sulc0<-0.0172607526] yes=55,no=56,missing=55,gain=29.9895058,cover=483936
- 55:[Sulc0<-0.34506914] yes=111,no=112,missing=112,gain=12.418417,cover=464969
- 111:leaf=-3.24205175e-05,cover=0
- 112:leaf=-0.000683640712,cover=0
- 56:[Ecc<15.5679035] yes=113,no=114,missing=113,gain=28.2201347,cover=18967
- 113:leaf=-0.00327630085,cover=0
- 114:leaf=0.00122985465,cover=0
- 28:[PialCurv5<-0.0410871245] yes=57,no=58,missing=57,gain=11.6467876,cover=411524
- 57:[Curv5<-0.0795110464] yes=115,no=116,missing=116,gain=54.0751343,cover=181453
- 115:leaf=0.000130098822,cover=0
- 116:leaf=0.00315756421,cover=0
- 58:[Area5<0.703760326] yes=117,no=118,missing=117,gain=13.2139225,cover=230071
- 117:leaf=-0.00069262652,cover=0
- 118:leaf=0.00012225598,cover=0
- 14:[Ecc<17.5281601] yes=29,no=30,missing=29,gain=6.27978277,cover=1923425
- 29:[Pol<163.830338] yes=59,no=60,missing=60,gain=8.64327908,cover=1186990
- 59:[PialArea5<0.777740717] yes=119,no=120,missing=119,gain=13.0005541,cover=1009605
- 119:leaf=3.34077995e-05,cover=0
- 120:leaf=0.000409016822,cover=0
- 60:[Curv5<-0.0773924068] yes=121,no=122,missing=122,gain=16.4788094,cover=177385
- 121:leaf=0.00023869185,cover=0
- 122:leaf=-0.000727204955,cover=0
- 30:[LGI5<2.73077893] yes=61,no=62,missing=61,gain=9.93013763,cover=736435
- 61:[PialCurv5<0.171042696] yes=123,no=124,missing=123,gain=11.5365171,cover=8798
- 123:leaf=0.00308889966,cover=0
- 124:leaf=-0.000598018931,cover=0
- 62:[Sulc0<0.732260227] yes=125,no=126,missing=125,gain=7.33415747,cover=727637
- 125:leaf=-0.000192901352,cover=0
- 126:leaf=0.000165540056,cover=0
-booster[663]:
-0:[Curv5<-0.269494504] yes=1,no=2,missing=1,gain=0.531478882,cover=5124388
- 1:[PialCurv5<-0.0931780562] yes=3,no=4,missing=3,gain=2.4245038,cover=283012
- 3:[Area5<0.617766261] yes=7,no=8,missing=8,gain=2.04397917,cover=278134
- 7:[Pol<164.532394] yes=15,no=16,missing=15,gain=1.5630585,cover=184513
- 15:[Ecc<2.91795349] yes=31,no=32,missing=31,gain=1.35762024,cover=151625
- 31:[Sulc0<-0.325671464] yes=63,no=64,missing=64,gain=1.16051471,cover=47124
- 63:leaf=-0.000182021933,cover=0
- 64:leaf=0.00357907987,cover=0
- 32:[LGI5<2.55687809] yes=65,no=66,missing=65,gain=2.06962299,cover=104501
- 65:leaf=0.000559554435,cover=0
- 66:leaf=3.44786713e-05,cover=0
- 16:[LGI5<2.18291569] yes=33,no=34,missing=33,gain=1.49064839,cover=32888
- 33:[LGI5<2.16230083] yes=67,no=68,missing=67,gain=1.05399132,cover=394
- 67:leaf=0.0011715123,cover=0
- 68:leaf=0.00702354545,cover=0
- 34:[PialArea5<1.39628088] yes=69,no=70,missing=69,gain=1.30896711,cover=32494
- 69:leaf=-0.000350971823,cover=0
- 70:leaf=-0.0113648837,cover=0
- 8:[Pol<50.1003532] yes=17,no=18,missing=18,gain=2.76701736,cover=93621
- 17:[Ecc<9.88196182] yes=35,no=36,missing=35,gain=5.27374744,cover=52011
- 35:[Ecc<3.67199802] yes=71,no=72,missing=71,gain=4.90242958,cover=31520
- 71:leaf=0.000503236952,cover=0
- 72:leaf=-0.000816631131,cover=0
- 36:[PialCurv5<-0.116576619] yes=73,no=74,missing=74,gain=1.97667766,cover=20491
- 73:leaf=0.000751846645,cover=0
- 74:leaf=-0.00189945102,cover=0
- 18:[LGI5<2.73077893] yes=37,no=38,missing=37,gain=9.17963219,cover=41610
- 37:[Pol<157.22821] yes=75,no=76,missing=75,gain=2.74878216,cover=14218
- 75:leaf=0.00203831936,cover=0
- 76:leaf=0.000479968498,cover=0
- 38:[PialCurv5<-0.167439327] yes=77,no=78,missing=77,gain=2.94244838,cover=27392
- 77:leaf=-0.000726822764,cover=0
- 78:leaf=0.000392977148,cover=0
- 4:[MidArea5<0.643286705] yes=9,no=10,missing=10,gain=3.25935888,cover=4878
- 9:[Curv5<-0.331971258] yes=19,no=20,missing=19,gain=2.08457541,cover=2105
- 19:[Pol<151.353775] yes=39,no=40,missing=39,gain=1.0532701,cover=1039
- 39:[Pol<144.670364] yes=79,no=80,missing=79,gain=2.0069201,cover=972
- 79:leaf=-0.00100536237,cover=0
- 80:leaf=-0.0107576251,cover=0
- 40:[Ecc<13.4950199] yes=81,no=82,missing=81,gain=1.47383785,cover=67
- 81:leaf=-0.00492531946,cover=0
- 82:leaf=0.0103256153,cover=0
- 20:[PialArea5<0.516320646] yes=41,no=42,missing=41,gain=1.40367234,cover=1066
- 41:[PialCurv5<0.010724308] yes=83,no=84,missing=83,gain=0.76468575,cover=220
- 83:leaf=-0.0027750025,cover=0
- 84:leaf=0.00547916675,cover=0
- 42:[Ecc<19.4699688] yes=85,no=86,missing=85,gain=1.30343437,cover=846
- 85:leaf=0.00361166894,cover=0
- 86:leaf=-0.00264049717,cover=0
- 10:[LGI5<3.29043651] yes=21,no=22,missing=21,gain=1.96176243,cover=2773
- 21:[PialArea5<1.05506396] yes=43,no=44,missing=44,gain=1.07228971,cover=2468
- 43:[Pol<78.2110443] yes=87,no=88,missing=87,gain=1.62107337,cover=2027
- 87:leaf=-0.00257075648,cover=0
- 88:leaf=0.000258157466,cover=0
- 44:[Area5<0.582201123] yes=89,no=90,missing=89,gain=3.18382549,cover=441
- 89:leaf=-0.0109597119,cover=0
- 90:leaf=-0.00136165775,cover=0
- 22:[LGI5<3.29780769] yes=45,no=46,missing=45,gain=1.57154369,cover=305
- 45:[Curv5<-0.350989401] yes=91,no=92,missing=92,gain=0.178165197,cover=25
- 91:leaf=0.00153443811,cover=0
- 92:leaf=-0.0185673703,cover=0
- 46:[Ecc<7.95697832] yes=93,no=94,missing=94,gain=1.28384423,cover=280
- 93:leaf=-0.0159131344,cover=0
- 94:leaf=-0.0037792006,cover=0
- 2:[PialCurv5<-0.171137348] yes=5,no=6,missing=5,gain=0.957392335,cover=4841376
- 5:[Sulc0<-0.237935558] yes=11,no=12,missing=11,gain=2.01681423,cover=18798
- 11:[LGI5<2.93978119] yes=23,no=24,missing=24,gain=1.41366565,cover=17300
- 23:[Ecc<4.46987629] yes=47,no=48,missing=47,gain=1.80640423,cover=11754
- 47:[MidArea5<1.02408183] yes=95,no=96,missing=95,gain=3.28502655,cover=4887
- 95:leaf=0.00120525807,cover=0
- 96:leaf=-0.00514432555,cover=0
- 48:[Area5<0.864337862] yes=97,no=98,missing=97,gain=4.12069702,cover=6867
- 97:leaf=-0.000595385616,cover=0
- 98:leaf=0.00529492879,cover=0
- 24:[Ecc<21.7409172] yes=49,no=50,missing=49,gain=1.87822175,cover=5546
- 49:[LGI5<3.47596025] yes=99,no=100,missing=99,gain=1.9501915,cover=4114
- 99:leaf=0.0021462834,cover=0
- 100:leaf=-0.000980465324,cover=0
- 50:[Sulc0<-1.10615158] yes=101,no=102,missing=101,gain=0.787082195,cover=1432
- 101:leaf=-0.0049780095,cover=0
- 102:leaf=-9.70170659e-05,cover=0
- 12:[Curv5<-0.179045901] yes=25,no=26,missing=25,gain=2.49074221,cover=1498
- 25:[LGI5<2.44319153] yes=51,no=52,missing=52,gain=1.00811088,cover=1067
- 51:[MidArea5<0.601488888] yes=103,no=104,missing=103,gain=0.27631855,cover=27
- 103:leaf=0.000991454697,cover=0
- 104:leaf=-0.0117902784,cover=0
- 52:[Area5<0.598585367] yes=105,no=106,missing=106,gain=0.846172035,cover=1040
- 105:leaf=-0.00219753478,cover=0
- 106:leaf=0.00100950175,cover=0
- 26:[PialArea5<0.934356034] yes=53,no=54,missing=53,gain=2.45431089,cover=431
- 53:[LGI5<2.41724968] yes=107,no=108,missing=108,gain=1.50339115,cover=369
- 107:leaf=-0.0160454363,cover=0
- 108:leaf=-0.00225486024,cover=0
- 54:[Ecc<7.59607029] yes=109,no=110,missing=110,gain=0.466701508,cover=62
- 109:leaf=0.0022681749,cover=0
- 110:leaf=-0.0148616852,cover=0
- 6:[Sulc0<-1.03844893] yes=13,no=14,missing=13,gain=0.97675401,cover=4822578
- 13:[PialCurv5<-0.08490628] yes=27,no=28,missing=27,gain=2.64396906,cover=125189
- 27:[Ecc<15.7955055] yes=55,no=56,missing=55,gain=1.48787665,cover=119226
- 55:[Ecc<2.73602629] yes=111,no=112,missing=112,gain=2.13963127,cover=107079
- 111:leaf=-0.000244100927,cover=0
- 112:leaf=0.000203543445,cover=0
- 56:[Pol<23.2745647] yes=113,no=114,missing=114,gain=2.12571383,cover=12147
- 113:leaf=-0.00108769175,cover=0
- 114:leaf=0.000311494165,cover=0
- 28:[LGI5<2.68420529] yes=57,no=58,missing=58,gain=2.76328182,cover=5963
- 57:[Ecc<3.48115921] yes=115,no=116,missing=115,gain=5.12075758,cover=5360
- 115:leaf=-0.000877039041,cover=0
- 116:leaf=-0.00518130464,cover=0
- 58:[Ecc<1.85215485] yes=117,no=118,missing=117,gain=2.08703756,cover=603
- 117:leaf=0.0168111846,cover=0
- 118:leaf=0.00144876447,cover=0
- 14:[PialArea5<1.0952065] yes=29,no=30,missing=29,gain=1.13151014,cover=4697389
- 29:[PialCurv5<-0.0779728889] yes=59,no=60,missing=59,gain=1.81094694,cover=4182500
- 59:[Curv5<-0.110226393] yes=119,no=120,missing=119,gain=84.5392761,cover=1059794
- 119:leaf=-0.000171460517,cover=0
- 120:leaf=0.0018367403,cover=0
- 60:[Curv5<-0.143275946] yes=121,no=122,missing=121,gain=46.9368095,cover=3122706
- 121:leaf=0.00102253433,cover=0
- 122:leaf=-2.81212451e-05,cover=0
- 30:[Area5<0.532936037] yes=61,no=62,missing=62,gain=3.22311163,cover=514889
- 61:[PialCurv5<-0.101551421] yes=123,no=124,missing=123,gain=3.07444167,cover=5247
- 123:leaf=0.00214174669,cover=0
- 124:leaf=-0.000440909294,cover=0
- 62:[PialCurv5<-0.0363363102] yes=125,no=126,missing=125,gain=2.85771322,cover=509642
- 125:leaf=8.78377905e-05,cover=0
- 126:leaf=-0.000379760226,cover=0
-booster[664]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.53129524,cover=5124388
- 1:[Area5<0.610838115] yes=3,no=4,missing=4,gain=1.40045118,cover=20016
- 3:[PialArea5<0.476533443] yes=7,no=8,missing=7,gain=1.10258794,cover=18642
- 7:[Pol<178.471024] yes=15,no=16,missing=16,gain=0.529865384,cover=18400
- 15:[PialCurv5<-0.0779728889] yes=31,no=32,missing=31,gain=0.514792085,cover=18387
- 31:[Ecc<1.26157856] yes=63,no=64,missing=63,gain=1.30790663,cover=1434
- 63:leaf=-0.00627447804,cover=0
- 64:leaf=-0.000399558339,cover=0
- 32:[PialCurv5<0.0377402082] yes=65,no=66,missing=65,gain=0.966213703,cover=16953
- 65:leaf=0.00167174544,cover=0
- 66:leaf=7.40560208e-05,cover=0
- 16:[LGI5<2.94529939] yes=33,no=34,missing=34,gain=0.392161906,cover=13
- 33:[Curv5<0.151368812] yes=67,no=68,missing=67,gain=0.0564361736,cover=7
- 67:leaf=0.00557424128,cover=0
- 68:leaf=-0.00243398431,cover=0
- 34:[PialArea5<0.245474651] yes=69,no=70,missing=69,gain=0.1623528,cover=6
- 69:leaf=0.0213080719,cover=0
- 70:leaf=-0.000227713594,cover=0
- 8:[PialCurv5<-0.111886919] yes=17,no=18,missing=17,gain=0.777642846,cover=242
- 17:[PialCurv5<-0.171137348] yes=35,no=36,missing=35,gain=0.508495331,cover=189
- 35:[LGI5<2.68420529] yes=71,no=72,missing=71,gain=0.349141955,cover=96
- 71:leaf=-1.28160918e-05,cover=0
- 72:leaf=0.0061322106,cover=0
- 36:[LGI5<3.1833725] yes=73,no=74,missing=73,gain=0.212994576,cover=93
- 73:leaf=0.00833061244,cover=0
- 74:leaf=-0.000177049646,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=37,gain=0.47061196,cover=53
- 37:[Ecc<12.3665791] yes=75,no=76,missing=75,gain=0.384126395,cover=48
- 75:leaf=-0.00128936698,cover=0
- 76:leaf=-0.0127645731,cover=0
- 38:leaf=0.0114332205,cover=0
- 4:[Sulc0<0.869075775] yes=9,no=10,missing=10,gain=0.480117679,cover=1374
- 9:[Ecc<20.7119312] yes=19,no=20,missing=19,gain=0.890868425,cover=585
- 19:[Area5<0.646843374] yes=39,no=40,missing=40,gain=0.530308604,cover=506
- 39:[LGI5<2.96780801] yes=77,no=78,missing=77,gain=0.531852365,cover=480
- 77:leaf=0.000375282776,cover=0
- 78:leaf=0.00493476074,cover=0
- 40:[LGI5<3.01963663] yes=79,no=80,missing=79,gain=0.152638197,cover=26
- 79:leaf=0.0107604368,cover=0
- 80:leaf=0.00219476759,cover=0
- 20:[Sulc0<0.849368811] yes=41,no=42,missing=41,gain=0.266076565,cover=79
- 41:[Pol<85.4004211] yes=81,no=82,missing=82,gain=0.0902549624,cover=68
- 81:leaf=-0.00326123717,cover=0
- 82:leaf=-0.00707645947,cover=0
- 42:[LGI5<3.17022181] yes=83,no=84,missing=83,gain=0.0697125942,cover=11
- 83:leaf=-0.0030059577,cover=0
- 84:leaf=0.00509221992,cover=0
- 10:[Ecc<9.88196182] yes=21,no=22,missing=22,gain=0.860416174,cover=789
- 21:[Sulc0<1.16950965] yes=43,no=44,missing=44,gain=0.527425885,cover=326
- 43:[LGI5<2.6558373] yes=85,no=86,missing=85,gain=0.307896793,cover=296
- 85:leaf=0.00292477827,cover=0
- 86:leaf=-0.000294130034,cover=0
- 44:[Ecc<8.23836613] yes=87,no=88,missing=88,gain=0.0891716182,cover=30
- 87:leaf=-0.0025918379,cover=0
- 88:leaf=-0.00821628235,cover=0
- 22:[Ecc<13.3064203] yes=45,no=46,missing=45,gain=1.5764575,cover=463
- 45:[PialCurv5<0.394910008] yes=89,no=90,missing=89,gain=0.671169519,cover=33
- 89:leaf=0.0195829887,cover=0
- 90:leaf=0.00442179898,cover=0
- 46:[LGI5<3.07984829] yes=91,no=92,missing=91,gain=0.597938538,cover=430
- 91:leaf=0.00572138978,cover=0
- 92:leaf=0.00179500342,cover=0
- 2:[LGI5<2.6558373] yes=5,no=6,missing=5,gain=0.522046745,cover=5104372
- 5:[Pol<67.3859482] yes=11,no=12,missing=11,gain=3.99657655,cover=2209704
- 11:[Curv5<-0.0963523984] yes=23,no=24,missing=23,gain=19.9158497,cover=519143
- 23:[PialCurv5<-0.0529128574] yes=47,no=48,missing=47,gain=5.4875598,cover=419244
- 47:[Ecc<28.7730255] yes=93,no=94,missing=93,gain=3.39829874,cover=402653
- 93:leaf=-3.97229596e-05,cover=0
- 94:leaf=-0.00226310082,cover=0
- 48:[Pol<13.2006302] yes=95,no=96,missing=96,gain=9.75891113,cover=16591
- 95:leaf=-0.00171421003,cover=0
- 96:leaf=0.00144565711,cover=0
- 24:[Ecc<1.91022825] yes=49,no=50,missing=49,gain=27.4931107,cover=99899
- 49:[PialCurv5<-0.0607835948] yes=97,no=98,missing=97,gain=10.28757,cover=35830
- 97:leaf=0.00179857202,cover=0
- 98:leaf=-0.000672347553,cover=0
- 50:[Sulc0<-0.202991232] yes=99,no=100,missing=99,gain=33.1463661,cover=64069
- 99:leaf=0.00220530457,cover=0
- 100:leaf=-0.000199545553,cover=0
- 12:[Sulc0<-0.166708246] yes=25,no=26,missing=25,gain=6.83537674,cover=1690561
- 25:[Area5<0.655598104] yes=51,no=52,missing=51,gain=21.1985703,cover=985787
- 51:[Ecc<5.27515984] yes=101,no=102,missing=101,gain=23.5696163,cover=633330
- 101:leaf=0.000227026743,cover=0
- 102:leaf=-0.000517028267,cover=0
- 52:[Pol<149.072266] yes=103,no=104,missing=103,gain=36.9483719,cover=352457
- 103:leaf=-0.000747809361,cover=0
- 104:leaf=0.000373541698,cover=0
- 26:[Pol<146.122681] yes=53,no=54,missing=53,gain=10.3210068,cover=704774
- 53:[Curv5<0.083802022] yes=105,no=106,missing=105,gain=6.72609425,cover=683699
- 105:leaf=0.000331090356,cover=0
- 106:leaf=8.66714163e-06,cover=0
- 54:[PialArea5<0.559226274] yes=107,no=108,missing=107,gain=7.26983166,cover=21075
- 107:leaf=-5.14250087e-06,cover=0
- 108:leaf=-0.00186568999,cover=0
- 6:[Ecc<4.00532722] yes=13,no=14,missing=13,gain=6.69669151,cover=2894668
- 13:[Curv5<0.0344051942] yes=27,no=28,missing=27,gain=12.4588985,cover=85943
- 27:[Sulc0<0.210163057] yes=55,no=56,missing=56,gain=6.07471752,cover=68942
- 55:[Sulc0<-0.801933944] yes=109,no=110,missing=109,gain=5.61600494,cover=68793
- 109:leaf=-0.000146400111,cover=0
- 110:leaf=-0.00107842009,cover=0
- 56:[Curv5<0.0146088367] yes=111,no=112,missing=111,gain=1.39891577,cover=149
- 111:leaf=-0.0154607194,cover=0
- 112:leaf=-0.00567206228,cover=0
- 28:[Pol<123.059357] yes=57,no=58,missing=58,gain=5.080266,cover=17001
- 57:[LGI5<3.00812316] yes=113,no=114,missing=113,gain=3.44041753,cover=12754
- 113:leaf=0.000136900388,cover=0
- 114:leaf=0.00558211235,cover=0
- 58:[Area5<0.774986684] yes=115,no=116,missing=115,gain=2.24820423,cover=4247
- 115:leaf=0.00250160857,cover=0
- 116:leaf=-0.00321118231,cover=0
- 14:[PialArea5<1.25128293] yes=29,no=30,missing=29,gain=3.15824652,cover=2808725
- 29:[Pol<64.3762589] yes=59,no=60,missing=59,gain=3.92205,cover=2712731
- 59:[Ecc<18.3223667] yes=117,no=118,missing=118,gain=12.136198,cover=827186
- 117:leaf=-0.000289943477,cover=0
- 118:leaf=9.31771938e-05,cover=0
- 60:[Ecc<17.7876587] yes=119,no=120,missing=119,gain=4.89231348,cover=1885545
- 119:leaf=9.08471266e-05,cover=0
- 120:leaf=-7.53245185e-05,cover=0
- 30:[Area5<0.640637577] yes=61,no=62,missing=61,gain=4.84471464,cover=95994
- 61:[Ecc<4.94054604] yes=121,no=122,missing=121,gain=3.99476051,cover=3063
- 121:leaf=-0.00169071741,cover=0
- 122:leaf=0.00306594302,cover=0
- 62:[PialCurv5<-0.107986279] yes=123,no=124,missing=123,gain=3.64606953,cover=92931
- 123:leaf=-0.000121055346,cover=0
- 124:leaf=0.000506957702,cover=0
-booster[665]:
-0:[PialCurv5<-0.123971827] yes=1,no=2,missing=2,gain=0.541201115,cover=5124388
- 1:[Curv5<-0.183827445] yes=3,no=4,missing=4,gain=34.8363037,cover=766468
- 3:[Curv5<-0.20189926] yes=7,no=8,missing=7,gain=4.02025127,cover=721150
- 7:[Area5<0.559839368] yes=15,no=16,missing=15,gain=4.17691231,cover=668671
- 15:[Ecc<3.60812569] yes=31,no=32,missing=32,gain=4.36001015,cover=206848
- 31:[PialArea5<0.806151748] yes=63,no=64,missing=63,gain=2.90577841,cover=91789
- 63:leaf=-0.00050376507,cover=0
- 64:leaf=7.40402829e-05,cover=0
- 32:[PialArea5<0.790770054] yes=65,no=66,missing=65,gain=1.97163439,cover=115059
- 65:leaf=0.000512742379,cover=0
- 66:leaf=9.85302177e-05,cover=0
- 16:[Curv5<-0.261287659] yes=33,no=34,missing=33,gain=5.52559757,cover=461823
- 33:[PialCurv5<-0.148241684] yes=67,no=68,missing=68,gain=3.34668779,cover=180774
- 67:leaf=-9.90765984e-05,cover=0
- 68:leaf=0.000357147277,cover=0
- 34:[LGI5<3.48966408] yes=69,no=70,missing=69,gain=4.43887806,cover=281049
- 69:leaf=-0.000356497912,cover=0
- 70:leaf=0.000412422291,cover=0
- 8:[PialCurv5<-0.139269829] yes=17,no=18,missing=17,gain=10.6126251,cover=52479
- 17:[Ecc<8.6295805] yes=35,no=36,missing=36,gain=2.36417866,cover=13143
- 35:[MidArea5<0.623027146] yes=71,no=72,missing=71,gain=1.77993822,cover=9249
- 71:leaf=-0.000522604794,cover=0
- 72:leaf=0.00145444577,cover=0
- 36:[LGI5<3.53458858] yes=73,no=74,missing=73,gain=1.21904182,cover=3894
- 73:leaf=0.00299248681,cover=0
- 74:leaf=0.000423911959,cover=0
- 18:[PialCurv5<-0.132898524] yes=37,no=38,missing=37,gain=1.75915468,cover=39336
- 37:[Pol<27.4246235] yes=75,no=76,missing=75,gain=0.776772261,cover=11393
- 75:leaf=0.00126338133,cover=0
- 76:leaf=0.000268343138,cover=0
- 38:[Pol<15.1533136] yes=77,no=78,missing=78,gain=0.865909457,cover=27943
- 77:leaf=0.000496723631,cover=0
- 78:leaf=-0.000352762494,cover=0
- 4:[PialArea5<0.824056447] yes=9,no=10,missing=10,gain=9.25224304,cover=45318
- 9:[Ecc<0.999059319] yes=19,no=20,missing=19,gain=9.28305721,cover=16028
- 19:[Area5<0.44435063] yes=39,no=40,missing=39,gain=5.94991207,cover=1385
- 39:[Curv5<-0.138079464] yes=79,no=80,missing=80,gain=1.19777584,cover=280
- 79:leaf=-0.00100105593,cover=0
- 80:leaf=-0.0112830913,cover=0
- 40:[PialCurv5<-0.14160423] yes=81,no=82,missing=81,gain=3.02538109,cover=1105
- 81:leaf=0.0104109822,cover=0
- 82:leaf=0.00442546466,cover=0
- 20:[Curv5<-0.0203319378] yes=41,no=42,missing=41,gain=4.26011133,cover=14643
- 41:[LGI5<2.75211287] yes=83,no=84,missing=83,gain=3.80509567,cover=14130
- 83:leaf=-0.000464549201,cover=0
- 84:leaf=0.00120789977,cover=0
- 42:[PialArea5<0.533624351] yes=85,no=86,missing=85,gain=2.72190905,cover=513
- 85:leaf=-0.00102796347,cover=0
- 86:leaf=-0.00832723361,cover=0
- 10:[PialCurv5<-0.133997425] yes=21,no=22,missing=21,gain=8.68256378,cover=29290
- 21:[Ecc<18.5999508] yes=43,no=44,missing=43,gain=7.85203171,cover=10489
- 43:[Area5<0.987501919] yes=87,no=88,missing=87,gain=4.62698364,cover=9268
- 87:leaf=0.00369224069,cover=0
- 88:leaf=-0.00592278084,cover=0
- 44:[Curv5<-0.141545609] yes=89,no=90,missing=89,gain=5.27922297,cover=1221
- 89:leaf=0.000961639278,cover=0
- 90:leaf=-0.00718446542,cover=0
- 22:[Curv5<-0.161761403] yes=45,no=46,missing=45,gain=5.6539669,cover=18801
- 45:[Area5<0.780320704] yes=91,no=92,missing=91,gain=1.70541167,cover=13350
- 91:leaf=0.000993917929,cover=0
- 92:leaf=-0.000428632338,cover=0
- 46:[MidArea5<1.21578133] yes=93,no=94,missing=93,gain=2.65855408,cover=5451
- 93:leaf=0.00278210384,cover=0
- 94:leaf=-0.00514564337,cover=0
- 2:[Curv5<-0.217408031] yes=5,no=6,missing=6,gain=8.31148338,cover=4357920
- 5:[Area5<0.656552851] yes=11,no=12,missing=11,gain=7.62569141,cover=212591
- 11:[LGI5<2.27925944] yes=23,no=24,missing=24,gain=4.51936197,cover=150188
- 23:[Pol<46.5024796] yes=47,no=48,missing=47,gain=4.70422792,cover=14715
- 47:[Ecc<0.999059319] yes=95,no=96,missing=95,gain=2.23101211,cover=3593
- 95:leaf=0.000975763425,cover=0
- 96:leaf=-0.00159838574,cover=0
- 48:[Area5<0.551487505] yes=97,no=98,missing=97,gain=3.38940716,cover=11122
- 97:leaf=0.000862168265,cover=0
- 98:leaf=0.00275199767,cover=0
- 24:[Sulc0<-0.557882011] yes=49,no=50,missing=49,gain=4.31136942,cover=135473
- 49:[Ecc<0.836319208] yes=99,no=100,missing=100,gain=3.88603854,cover=93361
- 99:leaf=0.0007553061,cover=0
- 100:leaf=-0.000286646362,cover=0
- 50:[Ecc<3.41847086] yes=101,no=102,missing=101,gain=6.15350723,cover=42112
- 101:leaf=-0.00150705583,cover=0
- 102:leaf=0.000622770109,cover=0
- 12:[Pol<13.2006302] yes=25,no=26,missing=25,gain=4.98340225,cover=62403
- 25:[Ecc<1.79549146] yes=51,no=52,missing=52,gain=2.89068913,cover=11701
- 51:[PialArea5<0.931472182] yes=103,no=104,missing=104,gain=1.37109518,cover=1041
- 103:leaf=0.0041398271,cover=0
- 104:leaf=-0.00316140801,cover=0
- 52:[PialArea5<0.949094117] yes=105,no=106,missing=106,gain=1.62711394,cover=10660
- 105:leaf=-0.00129136187,cover=0
- 106:leaf=0.00035681724,cover=0
- 26:[Pol<149.072266] yes=53,no=54,missing=53,gain=6.8072567,cover=50702
- 53:[Pol<40.9012032] yes=107,no=108,missing=108,gain=3.71796036,cover=32659
- 107:leaf=0.000885817048,cover=0
- 108:leaf=0.00195311627,cover=0
- 54:[Ecc<3.48115921] yes=109,no=110,missing=109,gain=5.43993711,cover=18043
- 109:leaf=0.00416659145,cover=0
- 110:leaf=7.93275831e-06,cover=0
- 6:[Curv5<-0.0530214235] yes=13,no=14,missing=13,gain=3.13835001,cover=4145329
- 13:[Pol<154.27803] yes=27,no=28,missing=27,gain=5.63588762,cover=1684509
- 27:[PialCurv5<-0.00569582684] yes=55,no=56,missing=55,gain=10.2255869,cover=1314207
- 55:[Pol<23.2745647] yes=111,no=112,missing=111,gain=5.6717062,cover=1252539
- 111:leaf=7.95902379e-05,cover=0
- 112:leaf=-0.000202879106,cover=0
- 56:[MidArea5<0.725911021] yes=113,no=114,missing=113,gain=12.4620266,cover=61668
- 113:leaf=-0.000167767794,cover=0
- 114:leaf=0.00125592249,cover=0
- 28:[Ecc<24.7238369] yes=57,no=58,missing=57,gain=16.4055347,cover=370302
- 57:[Sulc0<-0.389213681] yes=115,no=116,missing=116,gain=8.58697891,cover=311219
- 115:leaf=0.00013017749,cover=0
- 116:leaf=0.000857652922,cover=0
- 58:[LGI5<3.28291535] yes=117,no=118,missing=118,gain=9.30292416,cover=59083
- 117:leaf=-0.00126164779,cover=0
- 118:leaf=-5.09368965e-06,cover=0
- 14:[PialCurv5<-0.0245349593] yes=29,no=30,missing=29,gain=10.0835238,cover=2460820
- 29:[Sulc0<-0.166708246] yes=59,no=60,missing=60,gain=13.7181377,cover=131079
- 59:[Ecc<7.18838644] yes=119,no=120,missing=119,gain=19.320446,cover=78966
- 119:leaf=0.000617178273,cover=0
- 120:leaf=-0.00100767368,cover=0
- 60:[Pol<92.7492142] yes=121,no=122,missing=121,gain=24.7895164,cover=52113
- 121:leaf=0.0020875663,cover=0
- 122:leaf=-9.86465166e-05,cover=0
- 30:[Curv5<-0.0226651002] yes=61,no=62,missing=61,gain=4.99193525,cover=2329741
- 61:[PialCurv5<0.00860458333] yes=123,no=124,missing=123,gain=6.55404949,cover=177015
- 123:leaf=-0.000514279411,cover=0
- 124:leaf=0.000106664389,cover=0
- 62:[PialCurv5<0.00652291393] yes=125,no=126,missing=125,gain=5.98152924,cover=2152726
- 125:leaf=0.000362659048,cover=0
- 126:leaf=-9.20082584e-06,cover=0
-booster[666]:
-0:[PialArea5<0.864470184] yes=1,no=2,missing=2,gain=0.529952347,cover=5124388
- 1:[Area5<0.794681609] yes=3,no=4,missing=3,gain=2.22833896,cover=3148166
- 3:[MidArea5<0.791754067] yes=7,no=8,missing=8,gain=2.0688293,cover=3000829
- 7:[Ecc<0.221054599] yes=15,no=16,missing=15,gain=1.66508007,cover=2952067
- 15:[LGI5<2.19753051] yes=31,no=32,missing=31,gain=4.23827553,cover=11414
- 31:[Area5<0.453641325] yes=63,no=64,missing=64,gain=1.9261322,cover=855
- 63:leaf=-0.00249444321,cover=0
- 64:leaf=0.00483783009,cover=0
- 32:[Area5<0.557224929] yes=65,no=66,missing=65,gain=3.04968047,cover=10559
- 65:leaf=-0.000805605494,cover=0
- 66:leaf=0.000957797107,cover=0
- 16:[Pol<178.093033] yes=33,no=34,missing=34,gain=1.6171937,cover=2940653
- 33:[LGI5<2.13090348] yes=67,no=68,missing=67,gain=1.67571461,cover=2918539
- 67:leaf=0.00055877975,cover=0
- 68:leaf=-2.47592379e-05,cover=0
- 34:[Curv5<-0.258777469] yes=69,no=70,missing=70,gain=1.7976321,cover=22114
- 69:leaf=-0.000858991698,cover=0
- 70:leaf=0.00056741148,cover=0
- 8:[LGI5<2.62417936] yes=17,no=18,missing=18,gain=3.15255833,cover=48762
- 17:[Pol<71.0996552] yes=35,no=36,missing=35,gain=3.51724863,cover=13026
- 35:[Sulc0<-0.0172607526] yes=71,no=72,missing=72,gain=2.15257025,cover=2511
- 71:leaf=0.00269570411,cover=0
- 72:leaf=-0.00108351989,cover=0
- 36:[Ecc<7.59607029] yes=73,no=74,missing=73,gain=3.1742065,cover=10515
- 73:leaf=-0.000432135363,cover=0
- 74:leaf=0.00206656079,cover=0
- 18:[Pol<142.520569] yes=37,no=38,missing=37,gain=1.4164896,cover=35736
- 37:[Pol<40.9012032] yes=75,no=76,missing=76,gain=1.77373314,cover=28193
- 75:leaf=-5.15734027e-05,cover=0
- 76:leaf=-0.000975612958,cover=0
- 38:[Ecc<11.6821251] yes=77,no=78,missing=77,gain=2.93826056,cover=7543
- 77:leaf=0.0019085292,cover=0
- 78:leaf=-0.000494951091,cover=0
- 4:[PialCurv5<0.0240441076] yes=9,no=10,missing=9,gain=2.72632146,cover=147337
- 9:[Sulc0<0.0530014001] yes=19,no=20,missing=19,gain=4.24571896,cover=16661
- 19:[MidArea5<0.69566375] yes=39,no=40,missing=39,gain=6.71149635,cover=12378
- 39:[LGI5<2.31192279] yes=79,no=80,missing=80,gain=4.46394968,cover=266
- 79:leaf=-0.00565540604,cover=0
- 80:leaf=0.0109552154,cover=0
- 40:[Curv5<-0.0507577434] yes=81,no=82,missing=81,gain=4.70028496,cover=12112
- 81:leaf=0.000775308581,cover=0
- 82:leaf=-0.00120174675,cover=0
- 20:[LGI5<2.89127874] yes=41,no=42,missing=42,gain=5.62761879,cover=4283
- 41:[Pol<92.7492142] yes=83,no=84,missing=83,gain=1.39477921,cover=1158
- 83:leaf=-0.00240547745,cover=0
- 84:leaf=-0.00604206277,cover=0
- 42:[LGI5<3.56741142] yes=85,no=86,missing=85,gain=2.85161328,cover=3125
- 85:leaf=-8.22565053e-05,cover=0
- 86:leaf=-0.00450598355,cover=0
- 10:[Sulc0<-0.43309778] yes=21,no=22,missing=21,gain=4.96150208,cover=130676
- 21:[Ecc<2.48523927] yes=43,no=44,missing=43,gain=3.69744205,cover=1089
- 43:[PialCurv5<0.250690639] yes=87,no=88,missing=87,gain=3.18565369,cover=674
- 87:leaf=-0.00602617813,cover=0
- 88:leaf=0.0129413707,cover=0
- 44:[LGI5<2.21018219] yes=89,no=90,missing=89,gain=1.38498271,cover=415
- 89:leaf=0.0107743014,cover=0
- 90:leaf=-0.000210919679,cover=0
- 22:[Pol<145.397461] yes=45,no=46,missing=45,gain=4.25552368,cover=129587
- 45:[Pol<37.1539459] yes=91,no=92,missing=92,gain=2.57677937,cover=126251
- 91:leaf=0.00155180914,cover=0
- 92:leaf=0.000196808003,cover=0
- 46:[PialArea5<0.529292643] yes=93,no=94,missing=93,gain=3.53566647,cover=3336
- 93:leaf=-0.00393936411,cover=0
- 94:leaf=0.0024867286,cover=0
- 2:[Curv5<-0.024997253] yes=5,no=6,missing=6,gain=1.93184459,cover=1976222
- 5:[PialCurv5<0.00860458333] yes=11,no=12,missing=11,gain=8.7234211,cover=1830396
- 11:[Area5<0.476400614] yes=23,no=24,missing=23,gain=2.11749959,cover=1802265
- 23:[Sulc0<-0.389213681] yes=47,no=48,missing=47,gain=2.93799448,cover=35290
- 47:[Curv5<-0.228820562] yes=95,no=96,missing=95,gain=2.68099785,cover=34721
- 95:leaf=2.92512123e-05,cover=0
- 96:leaf=0.000910809904,cover=0
- 48:[PialCurv5<-0.167439327] yes=97,no=98,missing=98,gain=3.44859147,cover=569
- 97:leaf=0.0183714684,cover=0
- 98:leaf=-0.00388032012,cover=0
- 24:[Curv5<-0.258777469] yes=49,no=50,missing=49,gain=1.95540476,cover=1766975
- 49:[Ecc<6.58772182] yes=99,no=100,missing=99,gain=4.06951857,cover=174604
- 99:leaf=-0.000108477034,cover=0
- 100:leaf=0.000374773022,cover=0
- 50:[PialArea5<1.0952065] yes=101,no=102,missing=101,gain=2.29713535,cover=1592371
- 101:leaf=-7.58215101e-05,cover=0
- 102:leaf=5.06294709e-05,cover=0
- 12:[Area5<0.617766261] yes=25,no=26,missing=25,gain=9.15922928,cover=28131
- 25:[LGI5<2.13090348] yes=51,no=52,missing=51,gain=1.93857813,cover=1173
- 51:[Ecc<1.68457866] yes=103,no=104,missing=103,gain=0.30818367,cover=8
- 103:leaf=-0.029856449,cover=0
- 104:leaf=-0.000206953293,cover=0
- 52:[Ecc<3.60812569] yes=105,no=106,missing=105,gain=1.71505165,cover=1165
- 105:leaf=-0.00145941332,cover=0
- 106:leaf=-0.00530568184,cover=0
- 26:[PialArea5<1.0376358] yes=53,no=54,missing=53,gain=5.14083767,cover=26958
- 53:[LGI5<2.34802985] yes=107,no=108,missing=108,gain=2.94602013,cover=21379
- 107:leaf=0.00318882056,cover=0
- 108:leaf=0.00122599967,cover=0
- 54:[Pol<94.4799194] yes=109,no=110,missing=109,gain=6.3026948,cover=5579
- 109:leaf=0.00121771451,cover=0
- 110:leaf=-0.00216422952,cover=0
- 6:[PialCurv5<-0.00763805071] yes=13,no=14,missing=13,gain=22.5070591,cover=145826
- 13:[Sulc0<-0.130613819] yes=27,no=28,missing=28,gain=8.88219643,cover=22678
- 27:[Pol<48.3047981] yes=55,no=56,missing=55,gain=7.96721268,cover=12960
- 55:[Area5<0.665633082] yes=111,no=112,missing=111,gain=13.3591728,cover=3699
- 111:leaf=-0.0128722806,cover=0
- 112:leaf=-0.000403594051,cover=0
- 56:[Ecc<7.64592981] yes=113,no=114,missing=113,gain=7.16649914,cover=9261
- 113:leaf=0.00253800745,cover=0
- 114:leaf=-0.000427553721,cover=0
- 28:[Curv5<-0.00633975025] yes=57,no=58,missing=58,gain=8.64299774,cover=9718
- 57:[PialCurv5<-0.0173297711] yes=115,no=116,missing=115,gain=5.06923485,cover=6972
- 115:leaf=0.00317008095,cover=0
- 116:leaf=0.000473094085,cover=0
- 58:[Area5<0.987501919] yes=117,no=118,missing=117,gain=6.32950401,cover=2746
- 117:leaf=0.00553605892,cover=0
- 118:leaf=-0.0101504792,cover=0
- 14:[Ecc<16.0247612] yes=29,no=30,missing=29,gain=5.77502823,cover=123148
- 29:[Pol<162.313202] yes=59,no=60,missing=59,gain=4.94934082,cover=73929
- 59:[MidArea5<0.776906967] yes=119,no=120,missing=119,gain=3.93018222,cover=69378
- 119:leaf=0.00263082422,cover=0
- 120:leaf=0.000251931226,cover=0
- 60:[Ecc<7.34691238] yes=121,no=122,missing=121,gain=2.11932039,cover=4551
- 121:leaf=0.000295467267,cover=0
- 122:leaf=-0.00207984913,cover=0
- 30:[Sulc0<-0.395407349] yes=61,no=62,missing=61,gain=7.19985294,cover=49219
- 61:[Curv5<0.0168606453] yes=123,no=124,missing=124,gain=4.85987854,cover=389
- 123:leaf=0.00397707429,cover=0
- 124:leaf=0.0199158769,cover=0
- 62:[Area5<0.794681609] yes=125,no=126,missing=125,gain=5.62930202,cover=48830
- 125:leaf=-0.000950687681,cover=0
- 126:leaf=0.000165243822,cover=0
-booster[667]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=2,gain=0.5097664,cover=5124388
- 1:[Ecc<1.3629595] yes=3,no=4,missing=3,gain=0.795957446,cover=202946
- 3:[LGI5<2.13090348] yes=7,no=8,missing=8,gain=2.43223166,cover=5147
- 7:[Area5<0.610838115] yes=15,no=16,missing=16,gain=0.640291929,cover=131
- 15:[Sulc0<-0.528458416] yes=31,no=32,missing=31,gain=0.52338928,cover=67
- 31:[Ecc<0.221054599] yes=61,no=62,missing=61,gain=0.0233550668,cover=12
- 61:leaf=-0.00237379968,cover=0
- 62:leaf=-0.0134344921,cover=0
- 32:[Curv5<0.18040961] yes=63,no=64,missing=63,gain=0.141679868,cover=55
- 63:leaf=-0.00367717235,cover=0
- 64:leaf=0.00138901849,cover=0
- 16:[Curv5<0.171955615] yes=33,no=34,missing=33,gain=0.168353081,cover=64
- 33:[PialCurv5<0.297166049] yes=65,no=66,missing=65,gain=0.00694346428,cover=40
- 65:leaf=-0.01376973,cover=0
- 66:leaf=-0.00908100419,cover=0
- 34:[Ecc<0.889730632] yes=67,no=68,missing=67,gain=0.112722576,cover=24
- 67:leaf=-0.00255602296,cover=0
- 68:leaf=-0.00975176226,cover=0
- 8:[LGI5<2.73077893] yes=17,no=18,missing=17,gain=1.48493719,cover=5016
- 17:[LGI5<2.6558373] yes=35,no=36,missing=35,gain=1.02688217,cover=4985
- 35:[LGI5<2.48603988] yes=69,no=70,missing=69,gain=1.85914207,cover=4834
- 69:leaf=-8.15927269e-05,cover=0
- 70:leaf=-0.00327625731,cover=0
- 36:[Curv5<0.083802022] yes=71,no=72,missing=71,gain=3.85647297,cover=151
- 71:leaf=0.0298005491,cover=0
- 72:leaf=0.00131067063,cover=0
- 18:leaf=-0.0110962912,cover=0
- 4:[LGI5<2.16230083] yes=9,no=10,missing=10,gain=1.03997135,cover=197799
- 9:[Ecc<1.68457866] yes=19,no=20,missing=19,gain=0.951636195,cover=889
- 19:[Sulc0<0.0294309072] yes=37,no=38,missing=38,gain=0.186796427,cover=70
- 37:[PialCurv5<0.0695191324] yes=73,no=74,missing=73,gain=0.0574564338,cover=51
- 73:leaf=-0.00724266563,cover=0
- 74:leaf=-0.00152595469,cover=0
- 38:[PialCurv5<0.200529471] yes=75,no=76,missing=75,gain=0.0161409378,cover=19
- 75:leaf=-0.00978220254,cover=0
- 76:leaf=-0.00542562502,cover=0
- 20:[Sulc0<0.218763664] yes=39,no=40,missing=40,gain=0.952102661,cover=819
- 39:[Ecc<3.54469991] yes=77,no=78,missing=77,gain=1.42446828,cover=222
- 77:leaf=0.00194446498,cover=0
- 78:leaf=0.010209973,cover=0
- 40:[Pol<102.241241] yes=79,no=80,missing=80,gain=0.287644029,cover=597
- 79:leaf=0.00230563548,cover=0
- 80:leaf=0.000111439222,cover=0
- 10:[Pol<120.854889] yes=21,no=22,missing=22,gain=0.878398418,cover=196910
- 21:[PialCurv5<0.147539601] yes=41,no=42,missing=42,gain=1.1503365,cover=190431
- 41:[Sulc0<0.717745602] yes=81,no=82,missing=81,gain=3.14304042,cover=14795
- 81:leaf=-0.000107808773,cover=0
- 82:leaf=0.00137840735,cover=0
- 42:[LGI5<3.70550299] yes=83,no=84,missing=84,gain=1.29990327,cover=175636
- 83:leaf=1.11141489e-05,cover=0
- 84:leaf=0.000971637142,cover=0
- 22:[PialCurv5<0.110155433] yes=43,no=44,missing=44,gain=1.44401658,cover=6479
- 43:[Ecc<6.76014757] yes=85,no=86,missing=85,gain=2.76797128,cover=726
- 85:leaf=0.00378647121,cover=0
- 86:leaf=-0.00325893122,cover=0
- 44:[PialCurv5<0.409174502] yes=87,no=88,missing=87,gain=1.15151691,cover=5753
- 87:leaf=0.00126731489,cover=0
- 88:leaf=-0.000531705096,cover=0
- 2:[PialArea5<0.793370187] yes=5,no=6,missing=5,gain=0.739170909,cover=4921442
- 5:[Area5<0.774986684] yes=11,no=12,missing=11,gain=3.74906492,cover=2379195
- 11:[Ecc<0.45941934] yes=23,no=24,missing=24,gain=2.45779228,cover=2182619
- 23:[LGI5<2.62853003] yes=45,no=46,missing=45,gain=3.38027668,cover=43596
- 45:[LGI5<2.60212255] yes=89,no=90,missing=90,gain=3.59067893,cover=42424
- 89:leaf=0.000355685479,cover=0
- 90:leaf=0.00489614345,cover=0
- 46:[PialCurv5<0.0616685152] yes=91,no=92,missing=91,gain=3.77787256,cover=1172
- 91:leaf=-0.00452484842,cover=0
- 92:leaf=0.00132831407,cover=0
- 24:[LGI5<2.13090348] yes=47,no=48,missing=48,gain=2.76573277,cover=2139023
- 47:[PialCurv5<0.208232641] yes=93,no=94,missing=94,gain=4.93551826,cover=8670
- 93:leaf=0.00132569007,cover=0
- 94:leaf=-0.0020968921,cover=0
- 48:[LGI5<2.16230083] yes=95,no=96,missing=95,gain=3.08379936,cover=2130353
- 95:leaf=-0.000971529575,cover=0
- 96:leaf=-4.93256739e-05,cover=0
- 12:[Sulc0<0.540103436] yes=25,no=26,missing=25,gain=3.66176486,cover=196576
- 25:[PialArea5<0.643814564] yes=49,no=50,missing=49,gain=4.04638004,cover=98968
- 49:[LGI5<2.45932961] yes=97,no=98,missing=97,gain=10.8467808,cover=37912
- 97:leaf=-0.000697239651,cover=0
- 98:leaf=0.00128174364,cover=0
- 50:[Curv5<0.0896491781] yes=99,no=100,missing=99,gain=3.27063751,cover=61056
- 99:leaf=0.000355738157,cover=0
- 100:leaf=-0.00049723679,cover=0
- 26:[Pol<101.695656] yes=51,no=52,missing=51,gain=3.05869746,cover=97608
- 51:[Ecc<20.0856266] yes=101,no=102,missing=101,gain=3.08455038,cover=62458
- 101:leaf=-0.000751162705,cover=0
- 102:leaf=8.19347122e-07,cover=0
- 52:[Area5<0.894858658] yes=103,no=104,missing=103,gain=3.89618802,cover=35150
- 103:leaf=0.000208443482,cover=0
- 104:leaf=0.00242113043,cover=0
- 6:[MidArea5<0.574335396] yes=13,no=14,missing=13,gain=2.04458189,cover=2542247
- 13:[Curv5<-0.247622609] yes=27,no=28,missing=28,gain=0.543198109,cover=213
- 27:[PialCurv5<-0.117370568] yes=53,no=54,missing=53,gain=0.329707146,cover=143
- 53:[Ecc<0.943656743] yes=105,no=106,missing=105,gain=0.156342506,cover=132
- 105:leaf=0.00723179756,cover=0
- 106:leaf=0.002896677,cover=0
- 54:[Ecc<0.783076942] yes=107,no=108,missing=107,gain=0.030168809,cover=11
- 107:leaf=0.00189914112,cover=0
- 108:leaf=-0.00569633907,cover=0
- 28:[Pol<116.615585] yes=55,no=56,missing=56,gain=0.42256546,cover=70
- 55:[Curv5<-0.228820562] yes=109,no=110,missing=109,gain=0.125013739,cover=19
- 109:leaf=0.00596721657,cover=0
- 110:leaf=-0.00180367881,cover=0
- 56:[PialCurv5<-0.146805272] yes=111,no=112,missing=112,gain=0.348687649,cover=51
- 111:leaf=0.00108196994,cover=0
- 112:leaf=0.0125737665,cover=0
- 14:[Area5<0.877147377] yes=29,no=30,missing=30,gain=1.99597466,cover=2542034
- 29:[Sulc0<0.795422614] yes=57,no=58,missing=58,gain=3.37294531,cover=2480825
- 57:[Ecc<44.7855835] yes=113,no=114,missing=113,gain=1.98222804,cover=2480543
- 113:leaf=1.58764124e-05,cover=0
- 114:leaf=0.000378443016,cover=0
- 58:[Pol<58.6768646] yes=115,no=116,missing=115,gain=3.23888206,cover=282
- 115:leaf=0.0156892389,cover=0
- 116:leaf=0.00266325497,cover=0
- 30:[Ecc<14.0810061] yes=59,no=60,missing=59,gain=3.74461699,cover=61209
- 59:[Curv5<-0.195883974] yes=117,no=118,missing=118,gain=5.30334568,cover=41937
- 117:leaf=0.0005672361,cover=0
- 118:leaf=-0.000819616602,cover=0
- 60:[LGI5<3.51961541] yes=119,no=120,missing=119,gain=2.48021698,cover=19272
- 119:leaf=0.000577403407,cover=0
- 120:leaf=-0.000892909826,cover=0
-booster[668]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=1,gain=0.490666181,cover=5124388
- 1:[LGI5<3.64692807] yes=3,no=4,missing=4,gain=0.87352401,cover=5104371
- 3:[LGI5<3.56741142] yes=7,no=8,missing=7,gain=2.54953074,cover=4983994
- 7:[Curv5<-0.39144522] yes=15,no=16,missing=15,gain=0.642447233,cover=4901425
- 15:[PialCurv5<-0.151339546] yes=31,no=32,missing=31,gain=3.96043539,cover=19424
- 31:[Pol<95.050293] yes=63,no=64,missing=63,gain=2.11999583,cover=15605
- 63:leaf=0.000207554782,cover=0
- 64:leaf=0.00142330013,cover=0
- 32:[Area5<0.453641325] yes=65,no=66,missing=66,gain=1.48611593,cover=3819
- 65:leaf=-0.00294968882,cover=0
- 66:leaf=-0.000611858559,cover=0
- 16:[Area5<0.72867924] yes=33,no=34,missing=33,gain=0.703298032,cover=4882001
- 33:[Ecc<22.4429302] yes=67,no=68,missing=67,gain=4.17243528,cover=3550050
- 67:leaf=9.98324595e-06,cover=0
- 68:leaf=-0.000154759327,cover=0
- 34:[Ecc<21.0377083] yes=69,no=70,missing=69,gain=5.67558956,cover=1331951
- 69:leaf=-2.6802516e-05,cover=0
- 70:leaf=0.00021266393,cover=0
- 8:[Ecc<37.2796402] yes=17,no=18,missing=18,gain=7.55651093,cover=82569
- 17:[Sulc0<0.392869562] yes=35,no=36,missing=35,gain=3.75880742,cover=67776
- 35:[PialCurv5<0.0666604191] yes=71,no=72,missing=71,gain=6.84619188,cover=48580
- 71:leaf=-7.93952786e-05,cover=0
- 72:leaf=0.00153914955,cover=0
- 36:[Ecc<11.6821251] yes=73,no=74,missing=73,gain=3.23804498,cover=19196
- 73:leaf=0.0022057665,cover=0
- 74:leaf=-0.000794431136,cover=0
- 18:[MidArea5<0.6850214] yes=37,no=38,missing=37,gain=2.66961479,cover=14793
- 37:[PialArea5<0.555011809] yes=75,no=76,missing=76,gain=3.76086044,cover=5785
- 75:leaf=-0.00126011425,cover=0
- 76:leaf=-0.00398816774,cover=0
- 38:[Area5<0.644818127] yes=77,no=78,missing=77,gain=2.69377494,cover=9008
- 77:leaf=0.00185989088,cover=0
- 78:leaf=-0.00104805536,cover=0
- 4:[Ecc<14.28263] yes=9,no=10,missing=10,gain=9.64595222,cover=120377
- 9:[MidArea5<0.439916283] yes=19,no=20,missing=19,gain=2.32498884,cover=15912
- 19:[MidArea5<0.421422303] yes=39,no=40,missing=39,gain=0.208456516,cover=64
- 39:[Area5<0.462054074] yes=79,no=80,missing=80,gain=0.256396413,cover=42
- 79:leaf=0.00529099582,cover=0
- 80:leaf=0.0136795146,cover=0
- 40:[Pol<63.605114] yes=81,no=82,missing=81,gain=0.051174432,cover=22
- 81:leaf=-0.00075907947,cover=0
- 82:leaf=0.00529097905,cover=0
- 20:[Area5<0.802302957] yes=41,no=42,missing=42,gain=2.20818996,cover=15848
- 41:[MidArea5<1.09619975] yes=83,no=84,missing=84,gain=3.19585991,cover=14550
- 83:leaf=-0.00125572586,cover=0
- 84:leaf=0.0182655733,cover=0
- 42:[Pol<28.4081879] yes=85,no=86,missing=85,gain=2.16554308,cover=1298
- 85:leaf=0.00576706417,cover=0
- 86:leaf=6.34944809e-05,cover=0
- 10:[Sulc0<-0.00176540145] yes=21,no=22,missing=21,gain=3.25218606,cover=104465
- 21:[PialArea5<0.744910836] yes=43,no=44,missing=43,gain=4.7492218,cover=45977
- 43:[Pol<135.419098] yes=87,no=88,missing=87,gain=7.1584816,cover=7170
- 87:leaf=0.00311409077,cover=0
- 88:leaf=-0.000101608799,cover=0
- 44:[LGI5<3.74316525] yes=89,no=90,missing=89,gain=2.51020288,cover=38807
- 89:leaf=0.000791737169,cover=0
- 90:leaf=-1.31250172e-05,cover=0
- 22:[PialCurv5<0.154069737] yes=45,no=46,missing=45,gain=5.15825272,cover=58488
- 45:[Pol<48.3047981] yes=91,no=92,missing=91,gain=5.41808653,cover=35544
- 91:leaf=0.000889494084,cover=0
- 92:leaf=-0.000631995383,cover=0
- 46:[Curv5<0.108977526] yes=93,no=94,missing=93,gain=3.47979856,cover=22944
- 93:leaf=0.00179922173,cover=0
- 94:leaf=0.000317077531,cover=0
- 2:[Pol<116.093399] yes=5,no=6,missing=5,gain=2.18081403,cover=20017
- 5:[Sulc0<0.540103436] yes=11,no=12,missing=11,gain=2.25715137,cover=11258
- 11:[PialArea5<0.767178178] yes=23,no=24,missing=23,gain=3.16046953,cover=7244
- 23:[Ecc<17.7876587] yes=47,no=48,missing=47,gain=2.44795609,cover=3924
- 47:[Ecc<8.55626965] yes=95,no=96,missing=96,gain=1.06667554,cover=1314
- 95:leaf=0.00817829743,cover=0
- 96:leaf=-0.00066920853,cover=0
- 48:[Curv5<0.049365297] yes=97,no=98,missing=97,gain=3.30036354,cover=2610
- 97:leaf=-0.00465174252,cover=0
- 98:leaf=-0.00106807461,cover=0
- 24:[Sulc0<-0.047846999] yes=49,no=50,missing=49,gain=1.39986873,cover=3320
- 49:[Area5<0.659308732] yes=99,no=100,missing=99,gain=1.41121244,cover=2556
- 99:leaf=0.00154589408,cover=0
- 100:leaf=-0.00128527253,cover=0
- 50:[Pol<33.3267784] yes=101,no=102,missing=101,gain=2.48451376,cover=764
- 101:leaf=-0.000491222308,cover=0
- 102:leaf=0.00535466941,cover=0
- 12:[Pol<65.8802414] yes=25,no=26,missing=25,gain=1.44740915,cover=4014
- 25:[Ecc<35.195137] yes=51,no=52,missing=51,gain=2.86359024,cover=748
- 51:[Curv5<0.0778492987] yes=103,no=104,missing=103,gain=1.71291542,cover=160
- 103:leaf=0.00158993306,cover=0
- 104:leaf=0.0122170849,cover=0
- 52:[Pol<50.9985542] yes=105,no=106,missing=105,gain=1.42982459,cover=588
- 105:leaf=0.00276128668,cover=0
- 106:leaf=-0.0022053977,cover=0
- 26:[PialCurv5<0.00236006663] yes=53,no=54,missing=54,gain=0.864901066,cover=3266
- 53:[Area5<0.72690624] yes=107,no=108,missing=108,gain=0.459181905,cover=19
- 107:leaf=0.00586068211,cover=0
- 108:leaf=-0.0138222501,cover=0
- 54:[Ecc<16.5318356] yes=109,no=110,missing=109,gain=0.726526618,cover=3247
- 109:leaf=0.001298288,cover=0
- 110:leaf=-0.000533760001,cover=0
- 6:[Curv5<0.0554658733] yes=13,no=14,missing=13,gain=1.35151482,cover=8759
- 13:[Sulc0<0.68960917] yes=27,no=28,missing=27,gain=2.59044766,cover=7344
- 27:[Area5<0.877147377] yes=55,no=56,missing=55,gain=1.15645659,cover=7279
- 55:[PialCurv5<0.0932018384] yes=111,no=112,missing=111,gain=0.961954772,cover=7173
- 111:leaf=0.000310748554,cover=0
- 112:leaf=-0.00438037189,cover=0
- 56:[Ecc<23.5513935] yes=113,no=114,missing=114,gain=0.35091722,cover=106
- 113:leaf=-0.0078962883,cover=0
- 114:leaf=-0.00211523264,cover=0
- 28:[PialCurv5<0.00652291393] yes=57,no=58,missing=58,gain=0.920539379,cover=65
- 57:[Curv5<-0.0708468556] yes=115,no=116,missing=115,gain=0.415260553,cover=10
- 115:leaf=-0.00754883885,cover=0
- 116:leaf=0.0114404662,cover=0
- 58:[PialArea5<0.511941612] yes=117,no=118,missing=117,gain=0.718889475,cover=55
- 117:leaf=-0.0228263792,cover=0
- 118:leaf=-0.00890195277,cover=0
- 14:[Sulc0<0.586347759] yes=29,no=30,missing=29,gain=3.28471327,cover=1415
- 29:[Pol<146.122681] yes=59,no=60,missing=60,gain=1.30143607,cover=1135
- 59:[PialCurv5<-0.0379593484] yes=119,no=120,missing=119,gain=1.50304174,cover=872
- 119:leaf=-0.0172449015,cover=0
- 120:leaf=-0.000115351984,cover=0
- 60:[PialCurv5<0.04242469] yes=121,no=122,missing=121,gain=1.65093911,cover=263
- 121:leaf=0.0105559565,cover=0
- 122:leaf=0.00136885233,cover=0
- 30:[PialCurv5<0.204323933] yes=61,no=62,missing=62,gain=1.21593237,cover=280
- 61:[Pol<121.948479] yes=123,no=124,missing=123,gain=0.637040257,cover=197
- 123:leaf=0.00220969203,cover=0
- 124:leaf=0.00809874758,cover=0
- 62:[Curv5<0.18040961] yes=125,no=126,missing=125,gain=0.616250038,cover=83
- 125:leaf=0.0147093106,cover=0
- 126:leaf=0.00534668285,cover=0
-booster[669]:
-0:[PialArea5<0.427728564] yes=1,no=2,missing=1,gain=0.496045679,cover=5124388
- 1:[Area5<0.593548477] yes=3,no=4,missing=4,gain=1.72269356,cover=566024
- 3:[PialCurv5<0.107261039] yes=7,no=8,missing=7,gain=1.45924044,cover=59468
- 7:[Ecc<18.3223667] yes=15,no=16,missing=15,gain=2.08339286,cover=12292
- 15:[Ecc<8.55626965] yes=31,no=32,missing=32,gain=2.70256376,cover=10011
- 31:[LGI5<2.86381269] yes=63,no=64,missing=63,gain=2.09042096,cover=7255
- 63:leaf=-0.000700097764,cover=0
- 64:leaf=0.00309542567,cover=0
- 32:[LGI5<2.92895722] yes=65,no=66,missing=65,gain=5.3033061,cover=2756
- 65:leaf=-0.00520516327,cover=0
- 66:leaf=-0.000660711143,cover=0
- 16:[Ecc<34.5416374] yes=33,no=34,missing=33,gain=2.74667549,cover=2281
- 33:[LGI5<3.23225117] yes=67,no=68,missing=67,gain=3.13534474,cover=1937
- 67:leaf=0.00304291374,cover=0
- 68:leaf=-0.00106047047,cover=0
- 34:[LGI5<3.21041465] yes=69,no=70,missing=69,gain=3.24011636,cover=344
- 69:leaf=-0.00927149225,cover=0
- 70:leaf=0.00058264361,cover=0
- 8:[Curv5<0.0798443258] yes=17,no=18,missing=18,gain=3.38562155,cover=47176
- 17:[PialCurv5<0.315450013] yes=35,no=36,missing=35,gain=1.55995107,cover=2483
- 35:[Curv5<-0.0413376503] yes=71,no=72,missing=71,gain=1.66989422,cover=2345
- 71:leaf=0.00746035343,cover=0
- 72:leaf=0.0016891316,cover=0
- 36:[Pol<96.8070755] yes=73,no=74,missing=73,gain=0.717504621,cover=138
- 73:leaf=0.000336513418,cover=0
- 74:leaf=-0.00685238559,cover=0
- 18:[PialCurv5<0.280504435] yes=37,no=38,missing=38,gain=1.21889329,cover=44693
- 37:[Pol<62.799984] yes=75,no=76,missing=76,gain=2.17005944,cover=20187
- 75:leaf=0.00358758192,cover=0
- 76:leaf=-0.000537716434,cover=0
- 38:[Curv5<0.174639657] yes=77,no=78,missing=78,gain=1.28279018,cover=24506
- 77:leaf=-0.000895366655,cover=0
- 78:leaf=0.000191098647,cover=0
- 4:[Curv5<0.049365297] yes=9,no=10,missing=10,gain=3.06813574,cover=506556
- 9:[Area5<0.799647689] yes=19,no=20,missing=20,gain=3.09162951,cover=6017
- 19:[Area5<0.661233962] yes=39,no=40,missing=39,gain=2.38290358,cover=6001
- 39:[Pol<85.4004211] yes=79,no=80,missing=79,gain=1.8098712,cover=4089
- 79:leaf=0.00134668045,cover=0
- 80:leaf=-0.000975310337,cover=0
- 40:[LGI5<3.0310638] yes=81,no=82,missing=81,gain=4.32308674,cover=1912
- 81:leaf=-5.70118755e-06,cover=0
- 82:leaf=-0.00476105185,cover=0
- 20:[LGI5<2.74668789] yes=41,no=42,missing=41,gain=0.226656199,cover=16
- 41:leaf=-0.0251599755,cover=0
- 42:leaf=-0.00689344434,cover=0
- 10:[Curv5<0.118689038] yes=21,no=22,missing=21,gain=2.58400631,cover=500539
- 21:[Sulc0<0.56283927] yes=43,no=44,missing=44,gain=3.67892385,cover=63503
- 43:[Pol<86.7064972] yes=83,no=84,missing=83,gain=4.74583912,cover=23856
- 83:leaf=0.00107311108,cover=0
- 84:leaf=-0.000527149939,cover=0
- 44:[LGI5<2.47959709] yes=85,no=86,missing=86,gain=6.10662985,cover=39647
- 85:leaf=-0.00347434054,cover=0
- 86:leaf=0.00077341171,cover=0
- 22:[Sulc0<0.474820405] yes=45,no=46,missing=45,gain=4.32499409,cover=437036
- 45:[Area5<0.680766582] yes=87,no=88,missing=88,gain=5.35618401,cover=102074
- 87:leaf=9.58531964e-05,cover=0
- 88:leaf=0.000891442818,cover=0
- 46:[Pol<147.599014] yes=89,no=90,missing=89,gain=2.00700808,cover=334962
- 89:leaf=-3.76363496e-05,cover=0
- 90:leaf=-0.00305777136,cover=0
- 2:[Curv5<0.081820026] yes=5,no=6,missing=5,gain=1.25697803,cover=4558364
- 5:[PialCurv5<0.189327508] yes=11,no=12,missing=12,gain=2.80767393,cover=3867037
- 11:[Sulc0<0.649594426] yes=23,no=24,missing=23,gain=3.55354619,cover=3846210
- 23:[Area5<0.924216449] yes=47,no=48,missing=47,gain=1.34476292,cover=3799859
- 47:[LGI5<3.74316525] yes=91,no=92,missing=92,gain=1.41659653,cover=3770411
- 91:leaf=9.76249339e-06,cover=0
- 92:leaf=-0.000248923403,cover=0
- 48:[LGI5<3.10571551] yes=93,no=94,missing=93,gain=1.92081153,cover=29448
- 93:leaf=-0.000575058046,cover=0
- 94:leaf=0.000340826606,cover=0
- 24:[Ecc<44.7855835] yes=49,no=50,missing=49,gain=4.09040213,cover=46351
- 49:[PialCurv5<0.000298873958] yes=95,no=96,missing=95,gain=3.60632563,cover=38120
- 95:leaf=-0.00241670036,cover=0
- 96:leaf=0.00073896168,cover=0
- 50:[Sulc0<1.16950965] yes=97,no=98,missing=97,gain=1.66702104,cover=8231
- 97:leaf=-0.000637720048,cover=0
- 98:leaf=0.00657105912,cover=0
- 12:[MidArea5<0.677069247] yes=25,no=26,missing=25,gain=5.91548157,cover=20827
- 25:[Sulc0<0.0931760818] yes=51,no=52,missing=52,gain=2.35955095,cover=12985
- 51:[Sulc0<-0.173886195] yes=99,no=100,missing=99,gain=2.60220647,cover=4367
- 99:leaf=-0.00184608251,cover=0
- 100:leaf=0.000670346606,cover=0
- 52:[Pol<74.0505524] yes=101,no=102,missing=102,gain=1.80914021,cover=8618
- 101:leaf=0.000610826944,cover=0
- 102:leaf=-0.00193415268,cover=0
- 26:[LGI5<2.33929968] yes=53,no=54,missing=53,gain=2.57949853,cover=7842
- 53:[Curv5<0.00780903921] yes=103,no=104,missing=104,gain=1.95107508,cover=587
- 103:leaf=0.0148205627,cover=0
- 104:leaf=0.00294373394,cover=0
- 54:[LGI5<3.31338549] yes=105,no=106,missing=105,gain=2.38374448,cover=7255
- 105:leaf=-8.60735454e-05,cover=0
- 106:leaf=0.00267652841,cover=0
- 6:[Pol<133.406311] yes=13,no=14,missing=13,gain=3.13830614,cover=691327
- 13:[Pol<53.6550331] yes=27,no=28,missing=28,gain=3.46856022,cover=619275
- 27:[PialCurv5<0.154069737] yes=55,no=56,missing=55,gain=4.81967449,cover=27154
- 55:[Ecc<2.48523927] yes=107,no=108,missing=107,gain=6.18666267,cover=15663
- 107:leaf=-0.00245442102,cover=0
- 108:leaf=0.00130338676,cover=0
- 56:[Sulc0<-0.569364369] yes=109,no=110,missing=110,gain=3.83650136,cover=11491
- 109:leaf=0.0095216902,cover=0
- 110:leaf=-0.000413739588,cover=0
- 28:[PialCurv5<0.164156988] yes=57,no=58,missing=57,gain=6.44943428,cover=592121
- 57:[Area5<0.750726104] yes=111,no=112,missing=111,gain=6.26558018,cover=190317
- 111:leaf=-0.000526226358,cover=0
- 112:leaf=0.000154526671,cover=0
- 58:[Ecc<5.4036684] yes=113,no=114,missing=113,gain=5.0604558,cover=401804
- 113:leaf=0.000266831776,cover=0
- 114:leaf=-0.000127132793,cover=0
- 14:[Ecc<22.8050022] yes=29,no=30,missing=30,gain=8.62750816,cover=72052
- 29:[Ecc<7.64592981] yes=59,no=60,missing=59,gain=5.6206336,cover=61640
- 59:[Ecc<1.79549146] yes=115,no=116,missing=115,gain=18.3811016,cover=27253
- 115:leaf=-0.000884251145,cover=0
- 116:leaf=0.00172668567,cover=0
- 60:[LGI5<3.58443618] yes=117,no=118,missing=117,gain=6.14713669,cover=34387
- 117:leaf=-0.000536507345,cover=0
- 118:leaf=0.00299749593,cover=0
- 30:[Pol<158.709351] yes=61,no=62,missing=62,gain=7.96428108,cover=10412
- 61:[PialCurv5<0.107261039] yes=119,no=120,missing=119,gain=5.20944405,cover=9537
- 119:leaf=0.00511109876,cover=0
- 120:leaf=0.000811271952,cover=0
- 62:[Sulc0<0.433680743] yes=121,no=122,missing=121,gain=5.80853462,cover=875
- 121:leaf=0.00848219544,cover=0
- 122:leaf=-0.000930850802,cover=0
-booster[670]:
-0:[PialArea5<0.529292643] yes=1,no=2,missing=2,gain=0.506755829,cover=5124388
- 1:[PialCurv5<-0.0154925911] yes=3,no=4,missing=3,gain=4.88658476,cover=1029325
- 3:[Ecc<8.55626965] yes=7,no=8,missing=8,gain=2.09312487,cover=26814
- 7:[LGI5<2.63733578] yes=15,no=16,missing=15,gain=2.26008654,cover=15591
- 15:[Ecc<4.27275372] yes=31,no=32,missing=31,gain=3.30096006,cover=11593
- 31:[Area5<0.659308732] yes=63,no=64,missing=63,gain=4.50926495,cover=7748
- 63:leaf=-0.000486966281,cover=0
- 64:leaf=0.00308949663,cover=0
- 32:[Area5<0.706109285] yes=65,no=66,missing=66,gain=5.80185509,cover=3845
- 65:leaf=-0.00133446779,cover=0
- 66:leaf=-0.00973374397,cover=0
- 16:[Ecc<6.35379457] yes=33,no=34,missing=33,gain=2.88105297,cover=3998
- 33:[Area5<0.499970406] yes=67,no=68,missing=67,gain=5.3836236,cover=1564
- 67:leaf=0.00304294284,cover=0
- 68:leaf=-0.00308364211,cover=0
- 34:[Pol<109.248352] yes=69,no=70,missing=69,gain=5.43292332,cover=2434
- 69:leaf=0.0041554356,cover=0
- 70:leaf=-0.00056863745,cover=0
- 8:[LGI5<2.75749183] yes=17,no=18,missing=17,gain=3.50674438,cover=11223
- 17:[Area5<0.744179189] yes=35,no=36,missing=36,gain=2.77265692,cover=1317
- 35:[LGI5<2.5379107] yes=71,no=72,missing=71,gain=2.03615093,cover=1263
- 71:leaf=-0.000682913174,cover=0
- 72:leaf=-0.00524969259,cover=0
- 36:[MidArea5<0.651719034] yes=73,no=74,missing=73,gain=1.09158123,cover=54
- 73:leaf=0.00973368715,cover=0
- 74:leaf=-0.0130590666,cover=0
- 18:[Pol<116.093399] yes=37,no=38,missing=38,gain=3.11116219,cover=9906
- 37:[PialArea5<0.404493898] yes=75,no=76,missing=76,gain=3.45795727,cover=6498
- 75:leaf=0.000805075862,cover=0
- 76:leaf=-0.00205796771,cover=0
- 38:[Ecc<9.88196182] yes=77,no=78,missing=77,gain=2.70199728,cover=3408
- 77:leaf=0.00388905755,cover=0
- 78:leaf=-0.000175784982,cover=0
- 4:[Pol<54.5053368] yes=9,no=10,missing=9,gain=4.59583759,cover=1002511
- 9:[LGI5<3.26095963] yes=19,no=20,missing=19,gain=7.74683237,cover=16740
- 19:[Sulc0<-0.166708246] yes=39,no=40,missing=40,gain=2.3594563,cover=11324
- 39:[LGI5<2.99594808] yes=79,no=80,missing=79,gain=3.39719939,cover=3250
- 79:leaf=0.00218383013,cover=0
- 80:leaf=-0.00157520105,cover=0
- 40:[Ecc<18.8860435] yes=81,no=82,missing=81,gain=4.51357508,cover=8074
- 81:leaf=-0.00233675772,cover=0
- 82:leaf=0.000365531829,cover=0
- 20:[Sulc0<0.812575758] yes=41,no=42,missing=41,gain=7.74510765,cover=5416
- 41:[LGI5<3.84897733] yes=83,no=84,missing=83,gain=11.5968571,cover=3368
- 83:leaf=0.00535065541,cover=0
- 84:leaf=-0.00202954351,cover=0
- 42:[Pol<28.4081879] yes=85,no=86,missing=85,gain=3.19427276,cover=2048
- 85:leaf=-0.00525917439,cover=0
- 86:leaf=0.000741480559,cover=0
- 10:[Pol<121.397697] yes=21,no=22,missing=21,gain=4.57548523,cover=985771
- 21:[Ecc<0.783076942] yes=43,no=44,missing=43,gain=4.90110683,cover=858945
- 43:[Area5<0.780320704] yes=87,no=88,missing=88,gain=4.17682076,cover=3890
- 87:leaf=0.00156065496,cover=0
- 88:leaf=0.014968181,cover=0
- 44:[Sulc0<-0.00954892673] yes=89,no=90,missing=89,gain=5.24604797,cover=855055
- 89:leaf=-0.000585639675,cover=0
- 90:leaf=1.26235673e-05,cover=0
- 22:[PialCurv5<0.185672894] yes=45,no=46,missing=45,gain=3.45530367,cover=126826
- 45:[Pol<162.313202] yes=91,no=92,missing=91,gain=8.25607586,cover=60468
- 91:leaf=0.00104379654,cover=0
- 92:leaf=-0.000161489588,cover=0
- 46:[LGI5<3.58443618] yes=93,no=94,missing=93,gain=2.16507721,cover=66358
- 93:leaf=1.45633867e-05,cover=0
- 94:leaf=0.00163894647,cover=0
- 2:[PialCurv5<0.0798129067] yes=5,no=6,missing=6,gain=2.70517421,cover=4095063
- 5:[Sulc0<0.464385748] yes=11,no=12,missing=11,gain=6.89728832,cover=3487551
- 11:[MidArea5<0.451744556] yes=23,no=24,missing=24,gain=2.12363195,cover=3433949
- 23:[Ecc<7.29654455] yes=47,no=48,missing=48,gain=0.828563452,cover=476
- 47:[PialCurv5<-0.164281175] yes=95,no=96,missing=96,gain=0.993523717,cover=309
- 95:leaf=-0.00146314071,cover=0
- 96:leaf=0.00424743863,cover=0
- 48:[Pol<62.0115929] yes=97,no=98,missing=98,gain=0.413348436,cover=167
- 97:leaf=0.00218834472,cover=0
- 98:leaf=0.00773689477,cover=0
- 24:[Ecc<9.27846909] yes=49,no=50,missing=49,gain=2.09118986,cover=3433473
- 49:[Sulc0<0.143142253] yes=99,no=100,missing=100,gain=6.57743549,cover=2178833
- 99:leaf=-1.45939584e-05,cover=0
- 100:leaf=-0.000526802614,cover=0
- 50:[Pol<54.5053368] yes=101,no=102,missing=101,gain=7.98266411,cover=1254640
- 101:leaf=-0.000107003354,cover=0
- 102:leaf=0.000151763074,cover=0
- 12:[Curv5<-0.112134233] yes=25,no=26,missing=25,gain=8.15730858,cover=53602
- 25:[LGI5<2.93433285] yes=51,no=52,missing=51,gain=4.55732584,cover=2075
- 51:[PialArea5<0.801087916] yes=103,no=104,missing=103,gain=1.16271853,cover=103
- 103:leaf=0.00362844742,cover=0
- 104:leaf=0.0146875707,cover=0
- 52:[Pol<154.27803] yes=105,no=106,missing=106,gain=4.14354563,cover=1972
- 105:leaf=-0.0037329332,cover=0
- 106:leaf=0.00450248318,cover=0
- 26:[Ecc<10.8716469] yes=53,no=54,missing=53,gain=7.77565765,cover=51527
- 53:[Pol<86.0952454] yes=107,no=108,missing=107,gain=10.5659542,cover=5566
- 107:leaf=-0.00618286757,cover=0
- 108:leaf=-0.00014127254,cover=0
- 54:[Area5<0.716575325] yes=109,no=110,missing=109,gain=7.30412769,cover=45961
- 109:leaf=0.00164136384,cover=0
- 110:leaf=0.000366612308,cover=0
- 6:[Ecc<6.41291761] yes=13,no=14,missing=14,gain=11.3040848,cover=607512
- 13:[Pol<78.8803177] yes=27,no=28,missing=27,gain=6.78153992,cover=205064
- 27:[Area5<0.66211915] yes=55,no=56,missing=55,gain=16.1297417,cover=25154
- 55:[LGI5<2.52320862] yes=111,no=112,missing=111,gain=9.21030045,cover=6642
- 111:leaf=0.000377879944,cover=0
- 112:leaf=-0.00341956317,cover=0
- 56:[Pol<14.1659222] yes=113,no=114,missing=114,gain=9.02320862,cover=18512
- 113:leaf=-0.00338741182,cover=0
- 114:leaf=0.00196254998,cover=0
- 28:[Sulc0<-0.401674598] yes=57,no=58,missing=57,gain=5.06993723,cover=179910
- 57:[Ecc<3.29132295] yes=115,no=116,missing=115,gain=15.7431679,cover=10796
- 115:leaf=-0.00180091697,cover=0
- 116:leaf=0.00337869744,cover=0
- 58:[Curv5<0.0191024225] yes=117,no=118,missing=117,gain=6.09450197,cover=169114
- 117:leaf=0.00141211925,cover=0
- 118:leaf=8.46975672e-05,cover=0
- 14:[Area5<0.640637577] yes=29,no=30,missing=29,gain=24.9004478,cover=402448
- 29:[Pol<112.874634] yes=59,no=60,missing=60,gain=13.7164459,cover=19684
- 59:[Pol<80.8913651] yes=119,no=120,missing=119,gain=2.80972576,cover=9345
- 119:leaf=-0.00139952672,cover=0
- 120:leaf=0.000340901985,cover=0
- 60:[Curv5<0.0915888697] yes=121,no=122,missing=121,gain=9.34766006,cover=10339
- 121:leaf=-0.00407429924,cover=0
- 122:leaf=-0.000512080151,cover=0
- 30:[Pol<85.4004211] yes=61,no=62,missing=61,gain=7.09864902,cover=382764
- 61:[Sulc0<0.244668111] yes=123,no=124,missing=123,gain=18.8309097,cover=148321
- 123:leaf=0.000351111463,cover=0
- 124:leaf=-0.000841562578,cover=0
- 62:[Sulc0<0.00591620663] yes=125,no=126,missing=125,gain=20.7211399,cover=234443
- 125:leaf=-0.00128714752,cover=0
- 126:leaf=0.000172752203,cover=0
-booster[671]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=2,gain=0.493024826,cover=5124388
- 1:[Area5<0.669105887] yes=3,no=4,missing=3,gain=4.45784712,cover=60049
- 3:[PialArea5<0.533624351] yes=7,no=8,missing=7,gain=2.22425985,cover=59007
- 7:[Ecc<3.94116735] yes=15,no=16,missing=15,gain=0.78845191,cover=58588
- 15:[Curv5<0.099404186] yes=31,no=32,missing=32,gain=0.97217977,cover=15135
- 31:[LGI5<2.49262404] yes=63,no=64,missing=63,gain=2.60198545,cover=1906
- 63:leaf=6.18299091e-05,cover=0
- 64:leaf=0.00540121784,cover=0
- 32:[Area5<0.529385149] yes=65,no=66,missing=65,gain=1.57885981,cover=13229
- 65:leaf=-0.00161101448,cover=0
- 66:leaf=-0.000156599228,cover=0
- 16:[Ecc<7.08616447] yes=33,no=34,missing=33,gain=1.27175522,cover=43453
- 33:[Pol<126.540802] yes=67,no=68,missing=68,gain=2.00369549,cover=13318
- 67:leaf=0.000449521467,cover=0
- 68:leaf=0.0035898292,cover=0
- 34:[LGI5<2.91823459] yes=69,no=70,missing=69,gain=1.0516361,cover=30135
- 69:leaf=-0.000368171692,cover=0
- 70:leaf=0.000232802398,cover=0
- 8:[Ecc<7.29654455] yes=17,no=18,missing=17,gain=0.913044214,cover=419
- 17:[PialCurv5<-0.164281175] yes=35,no=36,missing=35,gain=1.00239134,cover=279
- 35:[PialArea5<0.563414931] yes=71,no=72,missing=72,gain=0.300351232,cover=121
- 71:leaf=-0.00381729542,cover=0
- 72:leaf=0.00113056996,cover=0
- 36:[Pol<132.083344] yes=73,no=74,missing=73,gain=0.645013571,cover=158
- 73:leaf=0.00208444498,cover=0
- 74:leaf=0.00864418503,cover=0
- 18:[PialCurv5<-0.0789950639] yes=37,no=38,missing=38,gain=0.314625502,cover=140
- 37:[Pol<57.0350037] yes=75,no=76,missing=76,gain=0.507714987,cover=135
- 75:leaf=-0.000158484458,cover=0
- 76:leaf=0.00784872565,cover=0
- 38:leaf=0.0184897166,cover=0
- 4:[PialCurv5<0.493508637] yes=9,no=10,missing=9,gain=1.07664824,cover=1042
- 9:[LGI5<2.26652193] yes=19,no=20,missing=20,gain=0.712718964,cover=873
- 19:[Ecc<4.07113361] yes=39,no=40,missing=39,gain=0.00438827276,cover=7
- 39:leaf=-0.0121684354,cover=0
- 40:leaf=-0.00457135029,cover=0
- 20:[Sulc0<1.25822949] yes=41,no=42,missing=41,gain=0.711136818,cover=866
- 41:[LGI5<2.91823459] yes=77,no=78,missing=77,gain=0.482419491,cover=735
- 77:leaf=0.00360165886,cover=0
- 78:leaf=0.00618908182,cover=0
- 42:[Area5<0.706109285] yes=79,no=80,missing=79,gain=0.964381218,cover=131
- 79:leaf=-0.00118324091,cover=0
- 80:leaf=0.00988966506,cover=0
- 10:[LGI5<3.23225117] yes=21,no=22,missing=21,gain=0.472999096,cover=169
- 21:[LGI5<3.08610082] yes=43,no=44,missing=43,gain=0.924205422,cover=127
- 43:[Sulc0<1.16950965] yes=81,no=82,missing=82,gain=0.727242768,cover=103
- 81:leaf=-0.00239748135,cover=0
- 82:leaf=0.00672511011,cover=0
- 44:[LGI5<3.15728688] yes=83,no=84,missing=83,gain=1.1132282,cover=24
- 83:leaf=-0.021397477,cover=0
- 84:leaf=-0.00025849216,cover=0
- 22:[LGI5<3.36766768] yes=45,no=46,missing=46,gain=0.879524112,cover=42
- 45:[Ecc<44.7855835] yes=85,no=86,missing=85,gain=0.118664265,cover=15
- 85:leaf=0.0146839116,cover=0
- 86:leaf=-0.00163188577,cover=0
- 46:[Ecc<41.2560654] yes=87,no=88,missing=87,gain=0.263223082,cover=27
- 87:leaf=-0.00644172728,cover=0
- 88:leaf=0.00314680277,cover=0
- 2:[Curv5<0.245671451] yes=5,no=6,missing=6,gain=0.627651155,cover=5064339
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=1.00010967,cover=5040068
- 11:[PialCurv5<0.45140323] yes=23,no=24,missing=24,gain=0.776725888,cover=5030532
- 23:[PialArea5<0.370812863] yes=47,no=48,missing=47,gain=0.776599228,cover=5016380
- 47:[Ecc<0.943656743] yes=89,no=90,missing=89,gain=1.91677082,cover=238151
- 89:leaf=-0.00108466344,cover=0
- 90:leaf=0.000104891835,cover=0
- 48:[PialCurv5<0.362132162] yes=91,no=92,missing=92,gain=0.936068237,cover=4778229
- 91:leaf=-2.48180345e-06,cover=0
- 92:leaf=-0.000217570603,cover=0
- 24:[Curv5<0.177453667] yes=49,no=50,missing=49,gain=1.61150384,cover=14152
- 49:[LGI5<2.29656005] yes=93,no=94,missing=93,gain=1.44698906,cover=2369
- 93:leaf=0.0100169545,cover=0
- 94:leaf=0.00065213925,cover=0
- 50:[Sulc0<0.703387856] yes=95,no=96,missing=96,gain=1.36683595,cover=11783
- 95:leaf=6.02267173e-05,cover=0
- 96:leaf=-0.00104284636,cover=0
- 12:[Ecc<3.03937531] yes=25,no=26,missing=25,gain=2.09315491,cover=9536
- 25:[Area5<0.542713821] yes=51,no=52,missing=52,gain=1.43683505,cover=779
- 51:[Pol<152.092255] yes=97,no=98,missing=97,gain=0.191287637,cover=33
- 97:leaf=-0.00898540951,cover=0
- 98:leaf=0.000254168379,cover=0
- 52:[Sulc0<-0.0562447868] yes=99,no=100,missing=99,gain=0.899121523,cover=746
- 99:leaf=0.00618830975,cover=0
- 100:leaf=0.00234242738,cover=0
- 26:[Pol<170.080093] yes=53,no=54,missing=54,gain=1.30723763,cover=8757
- 53:[PialArea5<0.636387587] yes=101,no=102,missing=102,gain=1.06972623,cover=8558
- 101:leaf=0.000137635827,cover=0
- 102:leaf=0.00550107425,cover=0
- 54:[Ecc<11.5171156] yes=103,no=104,missing=104,gain=3.91640377,cover=199
- 103:leaf=0.000674144772,cover=0
- 104:leaf=0.0178569295,cover=0
- 6:[PialArea5<0.267248243] yes=13,no=14,missing=13,gain=1.05244946,cover=24271
- 13:[Ecc<2.6675415] yes=27,no=28,missing=28,gain=0.530962825,cover=738
- 27:[LGI5<2.42065382] yes=55,no=56,missing=55,gain=0.780487597,cover=50
- 55:[Curv5<0.266060919] yes=105,no=106,missing=106,gain=0.101141222,cover=31
- 105:leaf=-0.00597001472,cover=0
- 106:leaf=-4.92559229e-05,cover=0
- 56:[Ecc<1.68457866] yes=107,no=108,missing=107,gain=0.102508903,cover=19
- 107:leaf=-0.0027660043,cover=0
- 108:leaf=0.0113756042,cover=0
- 28:[LGI5<2.28518939] yes=57,no=58,missing=58,gain=0.383368134,cover=688
- 57:[Ecc<4.40349627] yes=109,no=110,missing=109,gain=0.121655419,cover=11
- 109:leaf=0.00186608441,cover=0
- 110:leaf=0.012410827,cover=0
- 58:[Pol<80.2322083] yes=111,no=112,missing=112,gain=0.413741469,cover=677
- 111:leaf=0.000763260468,cover=0
- 112:leaf=-0.00307783554,cover=0
- 14:[PialArea5<0.524996102] yes=29,no=30,missing=29,gain=0.757793427,cover=23533
- 29:[LGI5<2.25958419] yes=59,no=60,missing=59,gain=0.61126709,cover=23075
- 59:[Sulc0<-0.401674598] yes=113,no=114,missing=114,gain=0.586672008,cover=2112
- 113:leaf=-0.00729007646,cover=0
- 114:leaf=-0.000935839664,cover=0
- 60:[Ecc<0.353712648] yes=115,no=116,missing=116,gain=0.663276017,cover=20963
- 115:leaf=0.00283353054,cover=0
- 116:leaf=-0.00018173542,cover=0
- 30:[Ecc<8.6295805] yes=61,no=62,missing=61,gain=0.716082931,cover=458
- 61:[Ecc<2.42687178] yes=117,no=118,missing=118,gain=0.338283867,cover=382
- 117:leaf=-0.000881713175,cover=0
- 118:leaf=0.00214458629,cover=0
- 62:[PialCurv5<0.154069737] yes=119,no=120,missing=119,gain=0.259744406,cover=76
- 119:leaf=0.0101021584,cover=0
- 120:leaf=0.00391323119,cover=0
-booster[672]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.481778264,cover=5124388
- 1:[Area5<0.617766261] yes=3,no=4,missing=3,gain=1.26461411,cover=20016
- 3:[PialArea5<0.476533443] yes=7,no=8,missing=7,gain=0.952226758,cover=19069
- 7:[Ecc<12.3665791] yes=15,no=16,missing=15,gain=0.534033358,cover=18827
- 15:[LGI5<2.99035311] yes=31,no=32,missing=32,gain=0.932742119,cover=12670
- 31:[Ecc<8.55626965] yes=63,no=64,missing=63,gain=2.79073262,cover=11939
- 63:leaf=7.85280354e-05,cover=0
- 64:leaf=-0.00247330661,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=66,gain=2.27711487,cover=731
- 65:leaf=-0.00519460905,cover=0
- 66:leaf=0.00279412209,cover=0
- 16:[LGI5<2.97342348] yes=33,no=34,missing=33,gain=2.17834091,cover=6157
- 33:[Sulc0<0.495946974] yes=67,no=68,missing=67,gain=2.14295101,cover=1584
- 67:leaf=-0.00113679224,cover=0
- 68:leaf=0.00314042415,cover=0
- 34:[LGI5<3.35709596] yes=69,no=70,missing=69,gain=1.43396747,cover=4573
- 69:leaf=-0.000698232849,cover=0
- 70:leaf=0.00116374041,cover=0
- 8:[PialCurv5<-0.111886919] yes=17,no=18,missing=17,gain=0.684689641,cover=242
- 17:[PialCurv5<-0.171137348] yes=35,no=36,missing=36,gain=0.477002501,cover=189
- 35:[Ecc<4.73840666] yes=71,no=72,missing=71,gain=0.324647784,cover=96
- 71:leaf=-0.00210219133,cover=0
- 72:leaf=0.0041037281,cover=0
- 36:[LGI5<3.1900804] yes=73,no=74,missing=73,gain=0.191750646,cover=93
- 73:leaf=0.00779674295,cover=0
- 74:leaf=-0.00125055236,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=37,gain=0.42743206,cover=53
- 37:[Ecc<12.3665791] yes=75,no=76,missing=75,gain=0.349398434,cover=48
- 75:leaf=-0.00120923703,cover=0
- 76:leaf=-0.0121526038,cover=0
- 38:leaf=0.0109142819,cover=0
- 4:[Sulc0<0.849368811] yes=9,no=10,missing=9,gain=0.410327077,cover=947
- 9:[Ecc<8.41855335] yes=19,no=20,missing=19,gain=1.0235523,cover=355
- 19:[Ecc<8.23836613] yes=39,no=40,missing=40,gain=0.782218754,cover=210
- 39:[LGI5<2.62853003] yes=77,no=78,missing=77,gain=0.53987956,cover=205
- 77:leaf=0.00369071565,cover=0
- 78:leaf=-0.0025636463,cover=0
- 40:[Pol<97.3566132] yes=79,no=80,missing=79,gain=0.0064535141,cover=5
- 79:leaf=0.0224520024,cover=0
- 80:leaf=0.00604939461,cover=0
- 20:[LGI5<2.96780801] yes=41,no=42,missing=41,gain=0.601940751,cover=145
- 41:[PialCurv5<0.15079549] yes=81,no=82,missing=81,gain=0.325331211,cover=78
- 81:leaf=0.0110185426,cover=0
- 82:leaf=-0.00606970675,cover=0
- 42:[Ecc<15.7955055] yes=83,no=84,missing=83,gain=0.461750597,cover=67
- 83:leaf=0.00652246783,cover=0
- 84:leaf=-0.00206861249,cover=0
- 10:[Ecc<9.88196182] yes=21,no=22,missing=22,gain=0.407864094,cover=592
- 21:[Curv5<0.169394374] yes=43,no=44,missing=43,gain=0.40239796,cover=230
- 43:[PialCurv5<0.285888344] yes=85,no=86,missing=85,gain=0.176659822,cover=14
- 85:leaf=0.00117591815,cover=0
- 86:leaf=0.012943347,cover=0
- 44:[LGI5<2.72552347] yes=87,no=88,missing=87,gain=0.452461243,cover=216
- 87:leaf=0.00223939051,cover=0
- 88:leaf=-0.00258806534,cover=0
- 22:[Ecc<12.9325523] yes=45,no=46,missing=45,gain=0.650578976,cover=362
- 45:[Pol<87.9431763] yes=89,no=90,missing=89,gain=0.501648545,cover=21
- 89:leaf=0.0223799068,cover=0
- 90:leaf=0.00601426233,cover=0
- 46:[LGI5<2.83602357] yes=91,no=92,missing=91,gain=0.479631543,cover=341
- 91:leaf=0.00841558818,cover=0
- 92:leaf=0.00262575923,cover=0
- 2:[PialArea5<0.81902951] yes=5,no=6,missing=5,gain=0.490548104,cover=5104372
- 5:[Area5<0.846071243] yes=11,no=12,missing=11,gain=3.11451554,cover=2765071
- 11:[MidArea5<0.73508203] yes=23,no=24,missing=24,gain=2.52710247,cover=2728126
- 23:[Area5<0.72514528] yes=47,no=48,missing=47,gain=3.42591524,cover=2469650
- 47:[PialArea5<0.753297985] yes=93,no=94,missing=93,gain=3.07079101,cover=2006399
- 93:leaf=-6.06166614e-05,cover=0
- 94:leaf=0.000110279063,cover=0
- 48:[Sulc0<0.495946974] yes=95,no=96,missing=95,gain=11.5228424,cover=463251
- 95:leaf=0.000380456418,cover=0
- 96:leaf=-0.000119060795,cover=0
- 24:[Pol<57.0350037] yes=49,no=50,missing=50,gain=3.3919363,cover=258476
- 49:[LGI5<2.67938972] yes=97,no=98,missing=98,gain=4.39431477,cover=53267
- 97:leaf=0.00145513297,cover=0
- 98:leaf=2.29472189e-05,cover=0
- 50:[LGI5<2.93978119] yes=99,no=100,missing=100,gain=3.46835756,cover=205209
- 99:leaf=-9.50873291e-05,cover=0
- 100:leaf=-0.000514934422,cover=0
- 12:[Curv5<-0.108295463] yes=25,no=26,missing=25,gain=3.53622818,cover=36945
- 25:[Sulc0<-0.0713235363] yes=51,no=52,missing=52,gain=4.61674595,cover=606
- 51:[Pol<127.133438] yes=101,no=102,missing=101,gain=2.62200689,cover=512
- 101:leaf=0.00262532569,cover=0
- 102:leaf=0.00979214814,cover=0
- 52:[PialCurv5<-0.104861222] yes=103,no=104,missing=103,gain=0.587109327,cover=94
- 103:leaf=-0.0100636929,cover=0
- 104:leaf=-0.00213622395,cover=0
- 26:[Sulc0<-0.0637059584] yes=53,no=54,missing=54,gain=4.8008976,cover=36339
- 53:[Curv5<-0.0203319378] yes=105,no=106,missing=105,gain=3.89329624,cover=4046
- 105:leaf=0.00132519985,cover=0
- 106:leaf=-0.00218102499,cover=0
- 54:[PialCurv5<-0.019163372] yes=107,no=108,missing=108,gain=3.79754496,cover=32293
- 107:leaf=-0.00700833881,cover=0
- 108:leaf=0.00061969884,cover=0
- 6:[MidArea5<0.592231214] yes=13,no=14,missing=13,gain=2.21916199,cover=2339301
- 13:[LGI5<2.71502113] yes=27,no=28,missing=27,gain=0.493564844,cover=285
- 27:[LGI5<2.41724968] yes=55,no=56,missing=56,gain=0.579388618,cover=269
- 55:[PialArea5<0.824056447] yes=109,no=110,missing=110,gain=0.231154263,cover=160
- 109:leaf=0.000311025506,cover=0
- 110:leaf=0.00432990445,cover=0
- 56:[Curv5<-0.292340577] yes=111,no=112,missing=112,gain=0.537258148,cover=109
- 111:leaf=0.0026346189,cover=0
- 112:leaf=0.0101747131,cover=0
- 28:[Ecc<6.92728615] yes=57,no=58,missing=57,gain=0.00807555765,cover=16
- 57:[Curv5<-0.292340577] yes=113,no=114,missing=113,gain=0.00798659772,cover=13
- 113:leaf=-0.00188794383,cover=0
- 114:leaf=-0.00528356805,cover=0
- 58:[Sulc0<-0.872199774] yes=115,no=116,missing=115,gain=0.00429671351,cover=3
- 115:leaf=0.000989586115,cover=0
- 116:leaf=-0.00213589682,cover=0
- 14:[Area5<0.808195949] yes=29,no=30,missing=29,gain=1.77638531,cover=2339016
- 29:[Pol<52.7894325] yes=59,no=60,missing=59,gain=2.88950562,cover=2127551
- 59:[PialCurv5<0.010724308] yes=117,no=118,missing=117,gain=10.084692,cover=771107
- 117:leaf=-9.25003224e-06,cover=0
- 118:leaf=-0.000887824397,cover=0
- 60:[Pol<119.248337] yes=119,no=120,missing=120,gain=11.1161661,cover=1356444
- 119:leaf=0.000292238168,cover=0
- 120:leaf=-2.04340668e-05,cover=0
- 30:[Pol<60.4070244] yes=61,no=62,missing=61,gain=3.12570715,cover=211465
- 61:[Ecc<0.943656743] yes=121,no=122,missing=122,gain=4.0652771,cover=113367
- 121:leaf=-0.00330050546,cover=0
- 122:leaf=8.26714895e-05,cover=0
- 62:[Pol<127.728462] yes=123,no=124,missing=123,gain=6.75562525,cover=98098
- 123:leaf=-0.000819265377,cover=0
- 124:leaf=2.20206621e-05,cover=0
-booster[673]:
-0:[PialArea5<0.529292643] yes=1,no=2,missing=2,gain=0.501688659,cover=5124388
- 1:[PialCurv5<-0.0154925911] yes=3,no=4,missing=3,gain=4.42748213,cover=1029325
- 3:[Ecc<8.55626965] yes=7,no=8,missing=8,gain=1.86448073,cover=26814
- 7:[LGI5<2.63733578] yes=15,no=16,missing=16,gain=2.042521,cover=15591
- 15:[Ecc<4.27275372] yes=31,no=32,missing=32,gain=2.99547863,cover=11593
- 31:[Area5<0.659308732] yes=63,no=64,missing=64,gain=4.07432365,cover=7748
- 63:leaf=-0.000463710458,cover=0
- 64:leaf=0.00293589546,cover=0
- 32:[Area5<0.706109285] yes=65,no=66,missing=66,gain=5.22796726,cover=3845
- 65:leaf=-0.00127360097,cover=0
- 66:leaf=-0.00924666505,cover=0
- 16:[Ecc<6.35379457] yes=33,no=34,missing=33,gain=2.60769153,cover=3998
- 33:[Area5<0.532936037] yes=67,no=68,missing=67,gain=4.86987972,cover=1564
- 67:leaf=0.00213634269,cover=0
- 68:leaf=-0.00345571199,cover=0
- 34:[Pol<109.248352] yes=69,no=70,missing=69,gain=4.92156124,cover=2434
- 69:leaf=0.00395176839,cover=0
- 70:leaf=-0.000544488372,cover=0
- 8:[LGI5<2.75749183] yes=17,no=18,missing=17,gain=3.1456809,cover=11223
- 17:[Area5<0.744179189] yes=35,no=36,missing=35,gain=2.48699713,cover=1317
- 35:[LGI5<2.5379107] yes=71,no=72,missing=72,gain=1.83971786,cover=1263
- 71:leaf=-0.000635236909,cover=0
- 72:leaf=-0.0049760933,cover=0
- 36:[MidArea5<0.651719034] yes=73,no=74,missing=73,gain=0.99603498,cover=54
- 73:leaf=0.00923809782,cover=0
- 74:leaf=-0.0125306919,cover=0
- 18:[Pol<116.093399] yes=37,no=38,missing=37,gain=2.81200576,cover=9906
- 37:[PialArea5<0.404493898] yes=75,no=76,missing=75,gain=3.12914133,cover=6498
- 75:leaf=0.00076972245,cover=0
- 76:leaf=-0.00195379718,cover=0
- 38:[Curv5<-0.0320370905] yes=77,no=78,missing=77,gain=2.60868883,cover=3408
- 77:leaf=0.001404471,cover=0
- 78:leaf=-0.00148220733,cover=0
- 4:[Pol<82.8478928] yes=9,no=10,missing=9,gain=4.48530817,cover=1002511
- 9:[Sulc0<0.779008448] yes=19,no=20,missing=19,gain=7.87390852,cover=154484
- 19:[LGI5<2.26652193] yes=39,no=40,missing=40,gain=4.83379936,cover=99227
- 39:[Area5<0.615061462] yes=79,no=80,missing=80,gain=2.58489466,cover=2191
- 79:leaf=0.000428775995,cover=0
- 80:leaf=-0.00310648629,cover=0
- 40:[PialCurv5<0.141046807] yes=81,no=82,missing=81,gain=4.86035824,cover=97036
- 81:leaf=0.00105980586,cover=0
- 82:leaf=0.000333396718,cover=0
- 20:[Area5<0.694293797] yes=41,no=42,missing=41,gain=2.77912045,cover=55257
- 41:[Ecc<26.4278679] yes=83,no=84,missing=83,gain=3.31565022,cover=20411
- 83:leaf=0.000579084153,cover=0
- 84:leaf=-0.000977229676,cover=0
- 42:[Ecc<38.0136108] yes=85,no=86,missing=85,gain=3.40995216,cover=34846
- 85:leaf=0.000575710204,cover=0
- 86:leaf=-0.000413620583,cover=0
- 10:[Pol<113.913933] yes=21,no=22,missing=21,gain=5.46369791,cover=848027
- 21:[PialCurv5<0.0877920389] yes=43,no=44,missing=43,gain=6.09594727,cover=642782
- 43:[Ecc<8.97079182] yes=87,no=88,missing=88,gain=9.94428825,cover=37408
- 87:leaf=-4.15675595e-06,cover=0
- 88:leaf=-0.00165976584,cover=0
- 44:[Ecc<24.7238369] yes=89,no=90,missing=89,gain=4.84839487,cover=605374
- 89:leaf=-8.43448724e-05,cover=0
- 90:leaf=0.00034082905,cover=0
- 22:[PialCurv5<0.185672894] yes=45,no=46,missing=45,gain=4.50218964,cover=205245
- 45:[Ecc<33.9075584] yes=91,no=92,missing=91,gain=6.25072861,cover=84060
- 91:leaf=0.000606495712,cover=0
- 92:leaf=-0.00139384426,cover=0
- 46:[Curv5<0.166947007] yes=93,no=94,missing=93,gain=1.74649978,cover=121185
- 93:leaf=0.000197761532,cover=0
- 94:leaf=-0.000185539699,cover=0
- 2:[Curv5<0.0595101416] yes=5,no=6,missing=6,gain=2.46718431,cover=4095063
- 5:[Sulc0<0.392869562] yes=11,no=12,missing=11,gain=2.26328874,cover=3587814
- 11:[Pol<117.137611] yes=23,no=24,missing=23,gain=2.12825441,cover=3475678
- 23:[Pol<82.8478928] yes=47,no=48,missing=47,gain=11.2365112,cover=1885535
- 47:[Ecc<11.0302963] yes=95,no=96,missing=95,gain=12.5545406,cover=1575076
- 95:leaf=-0.000119031632,cover=0
- 96:leaf=0.000179852097,cover=0
- 48:[Ecc<7.1378541] yes=97,no=98,missing=97,gain=31.3579693,cover=310459
- 97:leaf=-5.00112174e-06,cover=0
- 98:leaf=0.00111089018,cover=0
- 24:[Ecc<14.28263] yes=49,no=50,missing=49,gain=6.49036312,cover=1590143
- 49:[LGI5<2.95092106] yes=99,no=100,missing=99,gain=18.1246758,cover=1167881
- 99:leaf=-6.6386332e-05,cover=0
- 100:leaf=0.000478865259,cover=0
- 50:[Curv5<-0.102400392] yes=101,no=102,missing=101,gain=18.488493,cover=422262
- 101:leaf=1.4925593e-05,cover=0
- 102:leaf=-0.000695521594,cover=0
- 12:[Area5<0.767325044] yes=25,no=26,missing=25,gain=7.70242119,cover=112136
- 25:[PialCurv5<-0.0737633556] yes=51,no=52,missing=51,gain=7.66986704,cover=84482
- 51:[Pol<156.492447] yes=103,no=104,missing=103,gain=6.31870174,cover=1938
- 103:leaf=-0.00372722372,cover=0
- 104:leaf=0.00486514485,cover=0
- 52:[PialCurv5<0.15079549] yes=105,no=106,missing=105,gain=6.46263313,cover=82544
- 105:leaf=0.000626418856,cover=0
- 106:leaf=-0.00167408993,cover=0
- 26:[Ecc<4.33753681] yes=53,no=54,missing=54,gain=3.0575037,cover=27654
- 53:[LGI5<2.66052985] yes=107,no=108,missing=107,gain=1.15668964,cover=46
- 107:leaf=-0.00561421132,cover=0
- 108:leaf=-0.0216473918,cover=0
- 54:[Pol<35.2629585] yes=109,no=110,missing=109,gain=2.88016438,cover=27608
- 109:leaf=0.000862573099,cover=0
- 110:leaf=-0.000669732166,cover=0
- 6:[Pol<55.3432045] yes=13,no=14,missing=14,gain=4.82276535,cover=507249
- 13:[PialCurv5<0.074624911] yes=27,no=28,missing=27,gain=6.95773888,cover=44417
- 27:[Ecc<2.54464626] yes=55,no=56,missing=55,gain=8.26163483,cover=7795
- 55:[PialCurv5<0.0354230702] yes=111,no=112,missing=112,gain=2.28996897,cover=549
- 111:leaf=-0.00798615534,cover=0
- 112:leaf=-0.00143570814,cover=0
- 56:[Area5<0.745235085] yes=113,no=114,missing=113,gain=5.81149673,cover=7246
- 113:leaf=0.00116328429,cover=0
- 114:leaf=0.00414227694,cover=0
- 28:[Sulc0<-0.115756653] yes=57,no=58,missing=57,gain=6.31922388,cover=36622
- 57:[PialCurv5<0.171042696] yes=115,no=116,missing=115,gain=6.70626831,cover=4692
- 115:leaf=0.00295121153,cover=0
- 116:leaf=-0.00132152985,cover=0
- 58:[Area5<0.713311911] yes=117,no=118,missing=117,gain=5.27694416,cover=31930
- 117:leaf=-0.00123478693,cover=0
- 118:leaf=0.000228318531,cover=0
- 14:[Sulc0<-0.395407349] yes=29,no=30,missing=29,gain=4.6325388,cover=462832
- 29:[Ecc<2.97906685] yes=59,no=60,missing=59,gain=12.4966564,cover=10954
- 59:[LGI5<2.18291569] yes=119,no=120,missing=119,gain=5.40738487,cover=7501
- 119:leaf=-0.00863982365,cover=0
- 120:leaf=-0.00203497242,cover=0
- 60:[Ecc<8.11897564] yes=121,no=122,missing=121,gain=8.70811749,cover=3453
- 121:leaf=0.00309143751,cover=0
- 122:leaf=-0.00223101955,cover=0
- 30:[PialCurv5<-0.0704385936] yes=61,no=62,missing=61,gain=5.49187279,cover=451878
- 61:[Ecc<20.7119312] yes=123,no=124,missing=123,gain=7.20034456,cover=215
- 123:leaf=0.0115948534,cover=0
- 124:leaf=-0.0141358599,cover=0
- 62:[Pol<134.081207] yes=125,no=126,missing=125,gain=4.50561523,cover=451663
- 125:leaf=-0.000197107482,cover=0
- 126:leaf=0.000283913891,cover=0
-booster[674]:
-0:[LGI5<2.6558373] yes=1,no=2,missing=1,gain=0.548671782,cover=5124388
- 1:[Pol<67.3859482] yes=3,no=4,missing=3,gain=3.66027713,cover=2219201
- 3:[Curv5<-0.0860676765] yes=7,no=8,missing=8,gain=17.2591667,cover=519333
- 7:[LGI5<2.39007568] yes=15,no=16,missing=15,gain=4.28447056,cover=431191
- 15:[Ecc<0.513775289] yes=31,no=32,missing=32,gain=3.3093698,cover=152562
- 31:[PialCurv5<-0.167439327] yes=63,no=64,missing=63,gain=1.53740072,cover=16377
- 63:leaf=0.00411646767,cover=0
- 64:leaf=0.000398829172,cover=0
- 32:[LGI5<2.25075769] yes=65,no=66,missing=66,gain=2.56881571,cover=136185
- 65:leaf=9.99818076e-05,cover=0
- 66:leaf=-0.00041035164,cover=0
- 16:[Area5<0.603367925] yes=33,no=34,missing=34,gain=6.48835611,cover=278629
- 33:[PialCurv5<-0.118254207] yes=67,no=68,missing=67,gain=6.97425127,cover=82696
- 67:leaf=0.000169217674,cover=0
- 68:leaf=-0.000752888853,cover=0
- 34:[Sulc0<-0.661663771] yes=69,no=70,missing=70,gain=6.09862185,cover=195933
- 69:leaf=7.00376331e-05,cover=0
- 70:leaf=0.000652216666,cover=0
- 8:[Ecc<2.02168798] yes=17,no=18,missing=18,gain=25.4909,cover=88142
- 17:[PialCurv5<-0.0693148375] yes=35,no=36,missing=36,gain=9.41579819,cover=32830
- 35:[PialArea5<0.772500634] yes=71,no=72,missing=71,gain=15.7304115,cover=2095
- 71:leaf=-0.00249490095,cover=0
- 72:leaf=0.00638041226,cover=0
- 36:[Sulc0<-0.82173413] yes=73,no=74,missing=73,gain=4.25753212,cover=30735
- 73:leaf=-0.00378145324,cover=0
- 74:leaf=-0.000445105368,cover=0
- 18:[Ecc<3.94116735] yes=37,no=38,missing=37,gain=37.1017075,cover=55312
- 37:[Area5<0.564792395] yes=75,no=76,missing=76,gain=10.7863007,cover=16435
- 75:leaf=-0.00129177968,cover=0
- 76:leaf=0.00376730412,cover=0
- 38:[Area5<0.677535415] yes=77,no=78,missing=77,gain=15.597496,cover=38877
- 77:leaf=-0.000982502825,cover=0
- 78:leaf=0.00122512912,cover=0
- 4:[Sulc0<-0.265099555] yes=9,no=10,missing=9,gain=6.50560999,cover=1699868
- 9:[Area5<0.655598104] yes=19,no=20,missing=19,gain=22.5907898,cover=881568
- 19:[Ecc<5.27515984] yes=39,no=40,missing=39,gain=17.7233887,cover=592601
- 39:[Ecc<1.46579576] yes=79,no=80,missing=79,gain=11.217617,cover=469593
- 79:leaf=-5.52080855e-05,cover=0
- 80:leaf=0.000434589776,cover=0
- 40:[PialCurv5<-0.0680129603] yes=81,no=82,missing=81,gain=13.0748615,cover=123008
- 81:leaf=-0.000239371788,cover=0
- 82:leaf=-0.00162814581,cover=0
- 20:[Pol<149.072266] yes=41,no=42,missing=41,gain=34.6796265,cover=288967
- 41:[Ecc<1.85215485] yes=83,no=84,missing=83,gain=62.3252335,cover=190986
- 83:leaf=0.000523541705,cover=0
- 84:leaf=-0.00145300676,cover=0
- 42:[Ecc<6.2938199] yes=85,no=86,missing=86,gain=14.8577404,cover=97981
- 85:leaf=0.000745973201,cover=0
- 86:leaf=-0.000542430615,cover=0
- 10:[Ecc<5.72519016] yes=21,no=22,missing=21,gain=5.77030945,cover=818300
- 21:[PialCurv5<0.107261039] yes=43,no=44,missing=43,gain=11.0157175,cover=483443
- 43:[Area5<0.639429986] yes=87,no=88,missing=87,gain=9.29563904,cover=188637
- 87:leaf=0.000251670281,cover=0
- 88:leaf=-0.000538074819,cover=0
- 44:[Curv5<0.0915888697] yes=89,no=90,missing=89,gain=10.7005548,cover=294806
- 89:leaf=0.000891041127,cover=0
- 90:leaf=4.01594334e-05,cover=0
- 22:[PialCurv5<0.0771882981] yes=45,no=46,missing=45,gain=25.8609295,cover=334857
- 45:[Pol<170.749283] yes=91,no=92,missing=91,gain=11.6916313,cover=119956
- 91:leaf=0.000916303543,cover=0
- 92:leaf=-0.00207190332,cover=0
- 46:[Sulc0<0.0530014001] yes=93,no=94,missing=93,gain=14.7475147,cover=214901
- 93:leaf=-0.00131164549,cover=0
- 94:leaf=5.57487183e-05,cover=0
- 2:[Ecc<4.00532722] yes=5,no=6,missing=6,gain=5.84786606,cover=2905187
- 5:[Curv5<0.0344051942] yes=11,no=12,missing=11,gain=11.1711998,cover=86302
- 11:[Sulc0<-0.370474488] yes=23,no=24,missing=23,gain=5.78417778,cover=68942
- 23:[Area5<0.987501919] yes=47,no=48,missing=48,gain=5.84484339,cover=58975
- 47:[Ecc<2.54464626] yes=95,no=96,missing=96,gain=4.38649273,cover=58736
- 95:leaf=-8.69948599e-06,cover=0
- 96:leaf=-0.000894438126,cover=0
- 48:[Pol<36.2100182] yes=97,no=98,missing=98,gain=7.48459435,cover=239
- 97:leaf=-0.00105072733,cover=0
- 98:leaf=0.0166311525,cover=0
- 24:[Pol<101.695656] yes=49,no=50,missing=49,gain=9.25258636,cover=9967
- 49:[Area5<0.987501919] yes=99,no=100,missing=99,gain=6.81175041,cover=4153
- 99:leaf=-0.00373395835,cover=0
- 100:leaf=0.0325300172,cover=0
- 50:[PialArea5<0.409017563] yes=101,no=102,missing=101,gain=8.00763893,cover=5814
- 101:leaf=0.0327664986,cover=0
- 102:leaf=-0.000634709198,cover=0
- 12:[LGI5<2.67938972] yes=25,no=26,missing=25,gain=4.65880919,cover=17360
- 25:[Area5<0.702101529] yes=51,no=52,missing=51,gain=2.64242411,cover=4699
- 51:[Ecc<3.16401935] yes=103,no=104,missing=103,gain=1.79410744,cover=2928
- 103:leaf=-0.00273010926,cover=0
- 104:leaf=-0.000251933205,cover=0
- 52:[Sulc0<0.364060968] yes=105,no=106,missing=105,gain=3.26913619,cover=1771
- 105:leaf=0.00215103617,cover=0
- 106:leaf=-0.00277192076,cover=0
- 26:[Pol<90.361351] yes=53,no=54,missing=53,gain=3.48873854,cover=12661
- 53:[Ecc<1.73852015] yes=107,no=108,missing=107,gain=6.79734802,cover=2620
- 107:leaf=0.00513678044,cover=0
- 108:leaf=-0.00157977513,cover=0
- 54:[Sulc0<0.29007864] yes=109,no=110,missing=110,gain=4.51870632,cover=10041
- 109:leaf=0.00247455481,cover=0
- 110:leaf=0.000293894147,cover=0
- 6:[Pol<64.3762589] yes=13,no=14,missing=13,gain=3.08558202,cover=2818885
- 13:[Curv5<-0.185332045] yes=27,no=28,missing=27,gain=10.0462828,cover=895460
- 27:[Pol<34.3003769] yes=55,no=56,missing=56,gain=3.21116471,cover=286598
- 55:[Ecc<12.9325523] yes=111,no=112,missing=112,gain=4.060709,cover=225795
- 111:leaf=0.000329460308,cover=0
- 112:leaf=-0.000100594414,cover=0
- 56:[Ecc<18.3223667] yes=113,no=114,missing=113,gain=13.5279789,cover=60803
- 113:leaf=0.000329141127,cover=0
- 114:leaf=0.00398800569,cover=0
- 28:[Ecc<14.9070177] yes=57,no=58,missing=57,gain=23.464283,cover=608862
- 57:[Sulc0<-0.244882882] yes=115,no=116,missing=115,gain=42.7776718,cover=240152
- 115:leaf=-0.000221050446,cover=0
- 116:leaf=-0.00182542379,cover=0
- 58:[Pol<47.409153] yes=117,no=118,missing=117,gain=12.7615795,cover=368710
- 117:leaf=-0.000145993021,cover=0
- 118:leaf=0.000483207259,cover=0
- 14:[Ecc<17.2700901] yes=29,no=30,missing=29,gain=4.87027359,cover=1923425
- 29:[Pol<163.830338] yes=59,no=60,missing=60,gain=8.37887001,cover=1173342
- 59:[PialArea5<1.1257062] yes=119,no=120,missing=119,gain=11.9744616,cover=998144
- 119:leaf=0.000121951336,cover=0
- 120:leaf=0.00110708026,cover=0
- 60:[Curv5<-0.0902613774] yes=121,no=122,missing=121,gain=13.6076164,cover=175198
- 121:leaf=0.000224554329,cover=0
- 122:leaf=-0.000656812161,cover=0
- 30:[LGI5<2.93978119] yes=61,no=62,missing=61,gain=9.42780495,cover=750083
- 61:[Ecc<22.8050022] yes=123,no=124,missing=123,gain=7.74925995,cover=100380
- 123:leaf=0.000943865569,cover=0
- 124:leaf=3.97678632e-05,cover=0
- 62:[Ecc<28.2834949] yes=125,no=126,missing=125,gain=8.60268688,cover=649703
- 125:leaf=-0.000300905114,cover=0
- 126:leaf=6.46032786e-05,cover=0
-booster[675]:
-0:[LGI5<2.6558373] yes=1,no=2,missing=2,gain=0.495140791,cover=5124388
- 1:[Pol<72.6247101] yes=3,no=4,missing=3,gain=3.34989929,cover=2219201
- 3:[Curv5<-0.048490826] yes=7,no=8,missing=7,gain=13.4321737,cover=580509
- 7:[LGI5<2.39007568] yes=15,no=16,missing=15,gain=5.45512152,cover=500087
- 15:[Ecc<0.669936359] yes=31,no=32,missing=32,gain=3.55322838,cover=177084
- 31:[PialArea5<0.715215623] yes=63,no=64,missing=63,gain=3.27122164,cover=28748
- 63:leaf=0.00228477921,cover=0
- 64:leaf=0.000166192738,cover=0
- 32:[Pol<60.4070244] yes=65,no=66,missing=66,gain=2.4113512,cover=148336
- 65:leaf=-0.000194270731,cover=0
- 66:leaf=-0.000692376227,cover=0
- 16:[Area5<0.631603718] yes=33,no=34,missing=33,gain=5.73745346,cover=323003
- 33:[PialCurv5<-0.11266306] yes=67,no=68,missing=67,gain=5.46689653,cover=124080
- 67:leaf=0.000182556731,cover=0
- 68:leaf=-0.000484054413,cover=0
- 34:[Pol<14.1659222] yes=69,no=70,missing=69,gain=7.953125,cover=198923
- 69:leaf=-0.000331579213,cover=0
- 70:leaf=0.000468254788,cover=0
- 8:[Ecc<2.02168798] yes=17,no=18,missing=17,gain=25.9636269,cover=80422
- 17:[Sulc0<-0.82173413] yes=35,no=36,missing=36,gain=5.51226807,cover=27080
- 35:[Curv5<-0.0439181365] yes=71,no=72,missing=72,gain=1.68623161,cover=362
- 71:leaf=0.00213555852,cover=0
- 72:leaf=-0.00797515549,cover=0
- 36:[PialCurv5<-0.0999256745] yes=73,no=74,missing=73,gain=5.34596109,cover=26718
- 73:leaf=0.010117163,cover=0
- 74:leaf=-0.000504244294,cover=0
- 18:[Sulc0<-0.145219594] yes=37,no=38,missing=37,gain=43.8638,cover=53342
- 37:[Ecc<5.66086149] yes=75,no=76,missing=75,gain=16.5647812,cover=27592
- 75:leaf=0.00344261457,cover=0
- 76:leaf=0.000591610093,cover=0
- 38:[Ecc<3.10160303] yes=77,no=78,missing=77,gain=9.80224037,cover=25750
- 77:leaf=0.00490234559,cover=0
- 78:leaf=-0.000312697113,cover=0
- 4:[Sulc0<-0.0637059584] yes=9,no=10,missing=9,gain=6.3229847,cover=1638692
- 9:[Area5<0.655598104] yes=19,no=20,missing=19,gain=15.6861553,cover=1043558
- 19:[Ecc<5.01513863] yes=39,no=40,missing=39,gain=20.744894,cover=648996
- 39:[Curv5<-0.110226393] yes=79,no=80,missing=80,gain=14.6387463,cover=490385
- 79:leaf=1.82085005e-05,cover=0
- 80:leaf=0.000590698386,cover=0
- 40:[PialCurv5<-0.00372259994] yes=81,no=82,missing=82,gain=24.252018,cover=158611
- 81:leaf=-0.000232794671,cover=0
- 82:leaf=-0.00229392922,cover=0
- 20:[Pol<149.795395] yes=41,no=42,missing=41,gain=28.8220196,cover=394562
- 41:[Ecc<2.07756257] yes=83,no=84,missing=83,gain=37.1259995,cover=288345
- 83:leaf=0.000319809275,cover=0
- 84:leaf=-0.000950528018,cover=0
- 42:[Ecc<1.96654522] yes=85,no=86,missing=86,gain=12.5952892,cover=106217
- 85:leaf=-0.000467651815,cover=0
- 86:leaf=0.000719615375,cover=0
- 10:[Pol<144.670364] yes=21,no=22,missing=21,gain=13.4443893,cover=595134
- 21:[PialCurv5<0.0495097227] yes=43,no=44,missing=44,gain=7.05729628,cover=582415
- 43:[Ecc<5.78819752] yes=87,no=88,missing=87,gain=19.2439575,cover=83757
- 87:leaf=-0.000272535312,cover=0
- 88:leaf=0.00125194388,cover=0
- 44:[Curv5<0.137416571] yes=89,no=90,missing=90,gain=2.95316172,cover=498658
- 89:leaf=0.000199956281,cover=0
- 90:leaf=-4.34820213e-05,cover=0
- 22:[MidArea5<0.552703321] yes=45,no=46,missing=45,gain=7.17796421,cover=12719
- 45:[MidArea5<0.468026847] yes=91,no=92,missing=91,gain=2.10140705,cover=3498
- 91:leaf=0.00327818212,cover=0
- 92:leaf=-9.57895973e-05,cover=0
- 46:[Ecc<5.97554874] yes=93,no=94,missing=94,gain=4.7368679,cover=9221
- 93:leaf=-0.00357627054,cover=0
- 94:leaf=-0.00127530412,cover=0
- 2:[Ecc<3.80337262] yes=5,no=6,missing=5,gain=5.29887867,cover=2905187
- 5:[Curv5<0.0431617796] yes=11,no=12,missing=11,gain=8.34295177,cover=76044
- 11:[Sulc0<0.254506379] yes=23,no=24,missing=24,gain=6.22542381,cover=61877
- 23:[Sulc0<-0.801933944] yes=47,no=48,missing=47,gain=5.22359753,cover=61769
- 47:[Ecc<0.669936359] yes=95,no=96,missing=95,gain=3.84672356,cover=23010
- 95:leaf=0.00317231566,cover=0
- 96:leaf=-0.000187569662,cover=0
- 48:[Ecc<2.54464626] yes=97,no=98,missing=97,gain=6.25680161,cover=38759
- 97:leaf=-0.000329532166,cover=0
- 98:leaf=-0.00160298671,cover=0
- 24:[LGI5<2.70478106] yes=49,no=50,missing=49,gain=1.63103962,cover=108
- 49:[Sulc0<0.29007864] yes=99,no=100,missing=100,gain=0.456516266,cover=62
- 99:leaf=-0.0102421185,cover=0
- 100:leaf=-0.0206792243,cover=0
- 50:[PialCurv5<0.0877920389] yes=101,no=102,missing=101,gain=0.93836391,cover=46
- 101:leaf=-0.000919839484,cover=0
- 102:leaf=-0.0167438742,cover=0
- 12:[LGI5<2.67938972] yes=25,no=26,missing=25,gain=3.37067223,cover=14167
- 25:[Area5<0.702101529] yes=51,no=52,missing=51,gain=2.02866054,cover=3934
- 51:[Ecc<3.29132295] yes=103,no=104,missing=103,gain=1.81603813,cover=2487
- 103:leaf=-0.00242242729,cover=0
- 104:leaf=0.000417553412,cover=0
- 52:[Sulc0<0.345196545] yes=105,no=106,missing=105,gain=2.27330089,cover=1447
- 105:leaf=0.00211471156,cover=0
- 106:leaf=-0.00235093385,cover=0
- 26:[Sulc0<-0.23104082] yes=53,no=54,missing=53,gain=3.52454805,cover=10233
- 53:[Ecc<0.729281187] yes=107,no=108,missing=108,gain=3.27289009,cover=1715
- 107:leaf=-0.000962290098,cover=0
- 108:leaf=0.00435556704,cover=0
- 54:[Pol<92.1537628] yes=109,no=110,missing=109,gain=1.98928356,cover=8518
- 109:leaf=-0.000711283879,cover=0
- 110:leaf=0.00113541854,cover=0
- 6:[Pol<64.3762589] yes=13,no=14,missing=13,gain=2.63882828,cover=2829143
- 13:[Curv5<-0.185332045] yes=27,no=28,missing=27,gain=9.20610237,cover=899545
- 27:[Pol<34.3003769] yes=55,no=56,missing=55,gain=2.94055367,cover=288284
- 55:[Ecc<13.3064203] yes=111,no=112,missing=111,gain=3.72209859,cover=227010
- 111:leaf=0.000309369963,cover=0
- 112:leaf=-9.94692455e-05,cover=0
- 56:[Ecc<18.3223667] yes=113,no=114,missing=113,gain=12.18048,cover=61274
- 113:leaf=0.000317426398,cover=0
- 114:leaf=0.00378867961,cover=0
- 28:[Ecc<14.9070177] yes=57,no=58,missing=57,gain=20.926609,cover=611261
- 57:[Sulc0<-0.244882882] yes=115,no=116,missing=115,gain=39.1964798,cover=242551
- 115:leaf=-0.000205316726,cover=0
- 116:leaf=-0.00173740799,cover=0
- 58:[Pol<47.409153] yes=117,no=118,missing=117,gain=11.5173378,cover=368710
- 117:leaf=-0.000138691859,cover=0
- 118:leaf=0.000459048752,cover=0
- 14:[Sulc0<0.134837523] yes=29,no=30,missing=29,gain=4.30732155,cover=1929598
- 29:[Pol<89.7623749] yes=59,no=60,missing=59,gain=27.2722511,cover=966669
- 59:[Ecc<12.7231894] yes=119,no=120,missing=119,gain=46.1766663,cover=117485
- 119:leaf=0.000256487459,cover=0
- 120:leaf=0.00256577251,cover=0
- 60:[Ecc<10.8716469] yes=121,no=122,missing=121,gain=9.02099609,cover=849184
- 121:leaf=0.000193070504,cover=0
- 122:leaf=-0.000135910275,cover=0
- 30:[Pol<83.4982376] yes=61,no=62,missing=61,gain=8.97169876,cover=962929
- 61:[Ecc<10.7180347] yes=123,no=124,missing=123,gain=31.8583755,cover=188447
- 123:leaf=-0.00146686251,cover=0
- 124:leaf=2.59179051e-05,cover=0
- 62:[PialCurv5<-0.00955641083] yes=125,no=126,missing=125,gain=9.11152077,cover=774482
- 125:leaf=-0.000571080367,cover=0
- 126:leaf=7.97531611e-05,cover=0
-booster[676]:
-0:[PialArea5<0.81902951] yes=1,no=2,missing=2,gain=0.612700641,cover=5124388
- 1:[Area5<0.802302957] yes=3,no=4,missing=3,gain=2.97712255,cover=2785087
- 3:[MidArea5<0.73508203] yes=7,no=8,missing=7,gain=2.42800951,cover=2678420
- 7:[Ecc<43.8470497] yes=15,no=16,missing=15,gain=2.72062588,cover=2450228
- 15:[Area5<0.715747833] yes=31,no=32,missing=32,gain=3.22395015,cover=2392719
- 31:[PialArea5<0.756055057] yes=63,no=64,missing=63,gain=2.60168791,cover=1883685
- 63:leaf=-5.88290641e-05,cover=0
- 64:leaf=0.000103418832,cover=0
- 32:[Pol<71.8249207] yes=65,no=66,missing=65,gain=11.6918898,cover=509034
- 65:leaf=0.000746142061,cover=0
- 66:leaf=1.81743217e-05,cover=0
- 16:[Pol<158.709351] yes=33,no=34,missing=34,gain=4.43506145,cover=57509
- 33:[Curv5<0.186949074] yes=67,no=68,missing=67,gain=4.34109974,cover=54115
- 67:leaf=-0.000624073378,cover=0
- 68:leaf=0.000771652383,cover=0
- 34:[Sulc0<0.167916268] yes=69,no=70,missing=70,gain=4.25551414,cover=3394
- 69:leaf=-7.41232579e-05,cover=0
- 70:leaf=0.00352503918,cover=0
- 8:[Sulc0<0.869075775] yes=17,no=18,missing=18,gain=4.07754517,cover=228192
- 17:[PialCurv5<-0.076943703] yes=35,no=36,missing=35,gain=3.11311579,cover=227899
- 35:[Curv5<-0.117843308] yes=71,no=72,missing=72,gain=5.03606224,cover=23796
- 71:leaf=4.88039186e-05,cover=0
- 72:leaf=0.00209955289,cover=0
- 36:[PialCurv5<0.137877449] yes=73,no=74,missing=74,gain=2.51465225,cover=204103
- 73:leaf=-0.000308916002,cover=0
- 74:leaf=0.0002964655,cover=0
- 18:[LGI5<3.14439583] yes=37,no=38,missing=37,gain=2.37986803,cover=293
- 37:[Pol<47.409153] yes=75,no=76,missing=75,gain=2.08239031,cover=75
- 75:leaf=0.0294772964,cover=0
- 76:leaf=0.00887272879,cover=0
- 38:[LGI5<3.64692807] yes=77,no=78,missing=77,gain=1.30183291,cover=218
- 77:leaf=0.00454705022,cover=0
- 78:leaf=-0.00667650858,cover=0
- 4:[Pol<112.874634] yes=9,no=10,missing=10,gain=2.49881768,cover=106667
- 9:[Curv5<0.049365297] yes=19,no=20,missing=19,gain=3.38993263,cover=79141
- 19:[Pol<84.7687759] yes=39,no=40,missing=40,gain=4.39373112,cover=9469
- 39:[LGI5<2.61063838] yes=79,no=80,missing=79,gain=2.97212172,cover=6046
- 79:leaf=0.00229862425,cover=0
- 80:leaf=-0.000516610511,cover=0
- 40:[Ecc<2.07756257] yes=81,no=82,missing=82,gain=2.98668051,cover=3423
- 81:leaf=0.000780197326,cover=0
- 82:leaf=-0.00294530671,cover=0
- 20:[PialCurv5<0.0798129067] yes=41,no=42,missing=42,gain=3.29586506,cover=69672
- 41:[LGI5<2.26652193] yes=83,no=84,missing=83,gain=3.23854446,cover=3465
- 83:leaf=-0.00581183378,cover=0
- 84:leaf=0.00203364016,cover=0
- 42:[LGI5<3.13142419] yes=85,no=86,missing=86,gain=3.29323745,cover=66207
- 85:leaf=0.000438782125,cover=0
- 86:leaf=-0.000277171843,cover=0
- 10:[Ecc<6.22534323] yes=21,no=22,missing=22,gain=3.53401279,cover=27526
- 21:[Curv5<-0.0708468556] yes=43,no=44,missing=43,gain=5.00643635,cover=7271
- 43:[LGI5<2.72552347] yes=87,no=88,missing=87,gain=4.80207682,cover=637
- 87:leaf=0.00496052671,cover=0
- 88:leaf=-0.0143635068,cover=0
- 44:[PialCurv5<-0.058241725] yes=89,no=90,missing=89,gain=3.30403852,cover=6634
- 89:leaf=-0.00813738257,cover=0
- 90:leaf=-0.000531321974,cover=0
- 22:[Curv5<0.103246093] yes=45,no=46,missing=45,gain=3.57214451,cover=20255
- 45:[PialCurv5<0.00652291393] yes=91,no=92,missing=92,gain=3.10282993,cover=12848
- 91:leaf=-0.00028196667,cover=0
- 92:leaf=0.00183641561,cover=0
- 46:[LGI5<3.33878016] yes=93,no=94,missing=93,gain=1.70165026,cover=7407
- 93:leaf=-0.000274672522,cover=0
- 94:leaf=0.0015791388,cover=0
- 2:[MidArea5<0.592231214] yes=5,no=6,missing=5,gain=1.99474061,cover=2339301
- 5:[LGI5<2.71502113] yes=11,no=12,missing=11,gain=0.448808432,cover=285
- 11:[LGI5<2.41724968] yes=23,no=24,missing=24,gain=0.521913767,cover=269
- 23:[PialArea5<0.824056447] yes=47,no=48,missing=47,gain=0.208344042,cover=160
- 47:[MidArea5<0.588423193] yes=95,no=96,missing=96,gain=0.131030411,cover=54
- 95:leaf=0.00254263845,cover=0
- 96:leaf=-0.00230756379,cover=0
- 48:[Ecc<4.13769388] yes=97,no=98,missing=97,gain=0.300278962,cover=106
- 97:leaf=0.0026867839,cover=0
- 98:leaf=0.00919800252,cover=0
- 24:[Curv5<-0.292340577] yes=49,no=50,missing=50,gain=0.485737324,cover=109
- 49:[Curv5<-0.350989401] yes=99,no=100,missing=99,gain=0.0918595493,cover=36
- 99:leaf=-0.0081383232,cover=0
- 100:leaf=0.00301511935,cover=0
- 50:[Curv5<-0.169727564] yes=101,no=102,missing=102,gain=0.183353901,cover=73
- 101:leaf=0.00873493683,cover=0
- 102:leaf=0.0187214091,cover=0
- 12:[Ecc<6.92728615] yes=25,no=26,missing=25,gain=0.00728656352,cover=16
- 25:[Curv5<-0.292340577] yes=51,no=52,missing=51,gain=0.00714053959,cover=13
- 51:leaf=-0.00182259327,cover=0
- 52:[Pol<114.966316] yes=103,no=104,missing=103,gain=0.00473506004,cover=9
- 103:leaf=-0.000807183969,cover=0
- 104:leaf=-0.00543546956,cover=0
- 26:[Sulc0<-0.872199774] yes=53,no=54,missing=53,gain=0.00405609282,cover=3
- 53:leaf=0.000962251448,cover=0
- 54:[Ecc<13.6880245] yes=105,no=106,missing=105,gain=0.000662211794,cover=2
- 105:leaf=-0.000450849533,cover=0
- 106:leaf=-0.0026604177,cover=0
- 6:[Ecc<48.8682671] yes=13,no=14,missing=13,gain=1.6745491,cover=2339016
- 13:[Area5<0.805150867] yes=27,no=28,missing=28,gain=1.59001482,cover=2332331
- 27:[Pol<55.3432045] yes=55,no=56,missing=55,gain=2.8556118,cover=2109441
- 55:[PialCurv5<0.00652291393] yes=107,no=108,missing=107,gain=7.72541571,cover=795327
- 107:leaf=-9.91984507e-06,cover=0
- 108:leaf=-0.000732230023,cover=0
- 56:[Pol<119.248337] yes=109,no=110,missing=109,gain=11.5343428,cover=1314114
- 109:leaf=0.000311646552,cover=0
- 110:leaf=-1.78671889e-05,cover=0
- 28:[Pol<62.0115929] yes=57,no=58,missing=57,gain=2.89861178,cover=222890
- 57:[Ecc<1.10530448] yes=111,no=112,missing=111,gain=3.48318744,cover=120554
- 111:leaf=-0.00254948041,cover=0
- 112:leaf=8.29463679e-05,cover=0
- 58:[Pol<127.728462] yes=113,no=114,missing=113,gain=6.50314713,cover=102336
- 113:leaf=-0.000787035853,cover=0
- 114:leaf=2.40658374e-05,cover=0
- 14:[MidArea5<0.793646336] yes=29,no=30,missing=29,gain=1.33257043,cover=6685
- 29:[Pol<105.462654] yes=59,no=60,missing=60,gain=1.07437634,cover=1579
- 59:[Pol<50.1003532] yes=115,no=116,missing=115,gain=1.54510307,cover=899
- 115:leaf=0.00124436384,cover=0
- 116:leaf=-0.013168484,cover=0
- 60:[Pol<138.971481] yes=117,no=118,missing=117,gain=2.06247282,cover=680
- 117:leaf=0.00981458556,cover=0
- 118:leaf=0.00235673273,cover=0
- 30:[LGI5<3.41813922] yes=61,no=62,missing=61,gain=0.97836709,cover=5106
- 61:[LGI5<2.81359315] yes=119,no=120,missing=119,gain=0.683460295,cover=4077
- 119:leaf=-0.0010305054,cover=0
- 120:leaf=0.000996874878,cover=0
- 62:[Area5<0.651789546] yes=121,no=122,missing=122,gain=1.53708756,cover=1029
- 121:leaf=0.00919051748,cover=0
- 122:leaf=-0.00132759975,cover=0
-booster[677]:
-0:[PialArea5<0.806151748] yes=1,no=2,missing=1,gain=0.554697096,cover=5124388
- 1:[Area5<0.877147377] yes=3,no=4,missing=3,gain=3.12704039,cover=2682502
- 3:[Pol<177.729218] yes=7,no=8,missing=7,gain=2.19649839,cover=2663025
- 7:[Sulc0<-0.401674598] yes=15,no=16,missing=15,gain=1.97516227,cover=2638473
- 15:[Curv5<-0.104371414] yes=31,no=32,missing=32,gain=6.20402527,cover=459164
- 31:[Pol<159.435425] yes=63,no=64,missing=63,gain=5.46852827,cover=310466
- 63:leaf=-8.81572996e-05,cover=0
- 64:leaf=0.00046498343,cover=0
- 32:[Ecc<4.33753681] yes=65,no=66,missing=66,gain=15.6662951,cover=148698
- 65:leaf=-5.79486332e-05,cover=0
- 66:leaf=-0.0011910703,cover=0
- 16:[Pol<8.56911278] yes=33,no=34,missing=33,gain=3.70164585,cover=2179309
- 33:[Ecc<20.3925476] yes=67,no=68,missing=67,gain=21.2999878,cover=16037
- 67:leaf=-0.00181013753,cover=0
- 68:leaf=0.00240477663,cover=0
- 34:[Pol<45.5953903] yes=69,no=70,missing=69,gain=4.91363573,cover=2163272
- 69:leaf=0.00040146886,cover=0
- 70:leaf=-1.33948679e-05,cover=0
- 8:[LGI5<2.82485151] yes=17,no=18,missing=17,gain=2.48703361,cover=24552
- 17:[Area5<0.719086528] yes=35,no=36,missing=35,gain=2.91530323,cover=12073
- 35:[Sulc0<-0.166708246] yes=71,no=72,missing=71,gain=2.65632915,cover=10438
- 71:leaf=8.00985654e-05,cover=0
- 72:leaf=-0.00178599358,cover=0
- 36:[LGI5<2.55302763] yes=73,no=74,missing=73,gain=1.88525081,cover=1635
- 73:leaf=-0.000719803502,cover=0
- 74:leaf=0.00299989642,cover=0
- 18:[Curv5<-0.239749789] yes=37,no=38,missing=37,gain=2.50765848,cover=12479
- 37:[LGI5<3.48966408] yes=75,no=76,missing=76,gain=0.422017395,cover=1377
- 75:leaf=-0.00149267633,cover=0
- 76:leaf=0.000728513289,cover=0
- 38:[Ecc<18.8860435] yes=77,no=78,missing=77,gain=3.8796916,cover=11102
- 77:leaf=0.000817561348,cover=0
- 78:leaf=0.0035102074,cover=0
- 4:[Curv5<-0.066452302] yes=9,no=10,missing=9,gain=4.31821251,cover=19477
- 9:[Sulc0<-0.137935251] yes=19,no=20,missing=19,gain=4.96709585,cover=523
- 19:[PialArea5<0.790770054] yes=39,no=40,missing=39,gain=1.49088287,cover=465
- 39:[LGI5<2.38303256] yes=79,no=80,missing=80,gain=1.71451664,cover=413
- 79:leaf=0.00434487453,cover=0
- 80:leaf=0.0108317463,cover=0
- 40:[Sulc0<-0.357752919] yes=81,no=82,missing=81,gain=0.704694569,cover=52
- 81:leaf=0.0012603862,cover=0
- 82:leaf=-0.0148238931,cover=0
- 20:[Sulc0<0.364060968] yes=41,no=42,missing=41,gain=0.345871449,cover=58
- 41:[Pol<103.31839] yes=83,no=84,missing=83,gain=0.162697554,cover=53
- 83:leaf=-0.0074039395,cover=0
- 84:leaf=-0.0137479706,cover=0
- 42:[Ecc<44.7855835] yes=85,no=86,missing=85,gain=0.00387330167,cover=5
- 85:leaf=0.00146684353,cover=0
- 86:leaf=0.00484855194,cover=0
- 10:[LGI5<2.36851335] yes=21,no=22,missing=21,gain=3.431005,cover=18954
- 21:[Sulc0<0.40262419] yes=43,no=44,missing=44,gain=2.16929817,cover=2297
- 43:[MidArea5<0.744108081] yes=87,no=88,missing=88,gain=1.36935735,cover=2035
- 87:leaf=-0.00486894092,cover=0
- 88:leaf=-0.00130906783,cover=0
- 44:[Ecc<7.79996967] yes=89,no=90,missing=90,gain=0.418905735,cover=262
- 89:leaf=0.00259045465,cover=0
- 90:leaf=0.0142575204,cover=0
- 22:[Sulc0<0.830503881] yes=45,no=46,missing=45,gain=2.51492357,cover=16657
- 45:[Sulc0<-0.00176540145] yes=91,no=92,missing=91,gain=2.14468288,cover=8870
- 91:leaf=-0.000475455774,cover=0
- 92:leaf=0.00165425858,cover=0
- 46:[Pol<106.604004] yes=93,no=94,missing=94,gain=3.53615808,cover=7787
- 93:leaf=-0.000300002866,cover=0
- 94:leaf=0.00302773784,cover=0
- 2:[MidArea5<0.586498976] yes=5,no=6,missing=6,gain=2.19890714,cover=2441886
- 5:[Curv5<-0.245563462] yes=11,no=12,missing=11,gain=0.685985088,cover=345
- 11:[LGI5<2.76843596] yes=23,no=24,missing=23,gain=0.364115715,cover=254
- 23:[PialArea5<0.824056447] yes=47,no=48,missing=47,gain=0.269785821,cover=235
- 47:[Sulc0<-0.928855538] yes=95,no=96,missing=96,gain=0.104906976,cover=180
- 95:leaf=0.00107262097,cover=0
- 96:leaf=0.0034997114,cover=0
- 48:[LGI5<2.31684756] yes=97,no=98,missing=97,gain=0.126965225,cover=55
- 97:leaf=0.00349058071,cover=0
- 98:leaf=0.00849279296,cover=0
- 24:[PialArea5<0.808668435] yes=49,no=50,missing=49,gain=0.0998284966,cover=19
- 49:leaf=0.00500246696,cover=0
- 50:[Sulc0<-0.872199774] yes=99,no=100,missing=99,gain=0.0532058477,cover=17
- 99:leaf=0.000726583588,cover=0
- 100:leaf=-0.0063447305,cover=0
- 12:[Pol<166.64444] yes=25,no=26,missing=25,gain=0.494832277,cover=91
- 25:[Curv5<-0.172863677] yes=51,no=52,missing=52,gain=0.391863465,cover=70
- 51:[Ecc<0.999059319] yes=101,no=102,missing=101,gain=0.162834048,cover=61
- 101:leaf=0.000711695233,cover=0
- 102:leaf=0.0060054278,cover=0
- 52:[PialCurv5<-0.119850777] yes=103,no=104,missing=104,gain=0.217588127,cover=9
- 103:leaf=3.13440942e-05,cover=0
- 104:leaf=0.0184856262,cover=0
- 26:[Ecc<5.46745825] yes=53,no=54,missing=53,gain=0.00257301331,cover=21
- 53:[PialArea5<0.824056447] yes=105,no=106,missing=106,gain=0.00284266472,cover=20
- 105:leaf=0.0149415359,cover=0
- 106:leaf=0.00416094065,cover=0
- 54:leaf=0.00408456335,cover=0
- 6:[PialCurv5<0.0959877223] yes=13,no=14,missing=13,gain=1.79063725,cover=2441541
- 13:[Ecc<44.7855835] yes=27,no=28,missing=27,gain=1.72926641,cover=2410771
- 27:[Ecc<0.353712648] yes=55,no=56,missing=55,gain=1.62566888,cover=2373682
- 55:[Sulc0<-0.319176674] yes=107,no=108,missing=108,gain=4.39111996,cover=31275
- 107:leaf=-0.000298465573,cover=0
- 108:leaf=-0.00696493778,cover=0
- 56:[Area5<0.629274011] yes=109,no=110,missing=109,gain=1.80764115,cover=2342407
- 109:leaf=8.28899283e-05,cover=0
- 110:leaf=-1.56308688e-05,cover=0
- 28:[Pol<106.604004] yes=57,no=58,missing=57,gain=2.71699142,cover=37089
- 57:[LGI5<2.73607373] yes=111,no=112,missing=112,gain=2.87405419,cover=22603
- 111:leaf=-0.00222994108,cover=0
- 112:leaf=0.000150037202,cover=0
- 58:[Pol<143.237381] yes=113,no=114,missing=113,gain=9.43872929,cover=14486
- 113:leaf=0.0034879602,cover=0
- 114:leaf=0.0002593307,cover=0
- 14:[Ecc<9.0678978] yes=29,no=30,missing=29,gain=4.40675545,cover=30770
- 29:[Pol<21.2328167] yes=59,no=60,missing=59,gain=4.30376768,cover=19068
- 59:[Ecc<0.669936359] yes=115,no=116,missing=116,gain=5.5865941,cover=259
- 115:leaf=0.0199172031,cover=0
- 116:leaf=-0.0076131979,cover=0
- 60:[Ecc<1.62447274] yes=117,no=118,missing=117,gain=3.2621336,cover=18809
- 117:leaf=-0.0009028801,cover=0
- 118:leaf=0.0011863145,cover=0
- 30:[LGI5<3.09872246] yes=61,no=62,missing=61,gain=4.94831705,cover=11702
- 61:[Pol<125.881905] yes=119,no=120,missing=120,gain=2.25383425,cover=5456
- 119:leaf=-0.000635260658,cover=0
- 120:leaf=-0.00270827557,cover=0
- 62:[Area5<0.780320704] yes=121,no=122,missing=121,gain=1.52837622,cover=6246
- 121:leaf=0.00151693879,cover=0
- 122:leaf=-6.9030466e-05,cover=0
-booster[678]:
-0:[Pol<2.97048163] yes=1,no=2,missing=1,gain=0.586879671,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=4,gain=2.21026564,cover=60049
- 3:[PialCurv5<-0.0209923834] yes=7,no=8,missing=7,gain=2.06942534,cover=19947
- 7:[Curv5<0.00319097727] yes=15,no=16,missing=15,gain=1.75036824,cover=17413
- 15:[Sulc0<0.0689564943] yes=31,no=32,missing=32,gain=1.1002717,cover=17314
- 31:[LGI5<3.15728688] yes=63,no=64,missing=63,gain=0.811187863,cover=17307
- 63:leaf=-6.32563251e-06,cover=0
- 64:leaf=-0.00124106184,cover=0
- 32:[Curv5<-0.163374811] yes=65,no=66,missing=66,gain=0.23791194,cover=7
- 65:leaf=0.0021677434,cover=0
- 66:leaf=-0.0219416749,cover=0
- 16:[Ecc<6.92728615] yes=33,no=34,missing=33,gain=2.23373365,cover=99
- 33:[Area5<0.808195949] yes=67,no=68,missing=68,gain=1.69011068,cover=40
- 67:leaf=0.018454574,cover=0
- 68:leaf=-0.0166473966,cover=0
- 34:[LGI5<2.70478106] yes=69,no=70,missing=69,gain=1.05121613,cover=59
- 69:leaf=-0.015500729,cover=0
- 70:leaf=0.0030074832,cover=0
- 8:[Area5<0.573932528] yes=17,no=18,missing=17,gain=1.32071853,cover=2534
- 17:[Ecc<3.29132295] yes=35,no=36,missing=36,gain=0.677029252,cover=62
- 35:[Curv5<-0.0922861248] yes=71,no=72,missing=71,gain=0.29213208,cover=31
- 71:leaf=-0.0099684028,cover=0
- 72:leaf=8.5952066e-05,cover=0
- 36:[LGI5<2.90731096] yes=73,no=74,missing=73,gain=0.546674013,cover=31
- 73:leaf=-0.0173404701,cover=0
- 74:leaf=-0.00133025728,cover=0
- 18:[LGI5<3.67381835] yes=37,no=38,missing=37,gain=0.916144609,cover=2472
- 37:[Curv5<-0.12365336] yes=75,no=76,missing=75,gain=0.891707897,cover=2464
- 75:leaf=0.00577286538,cover=0
- 76:leaf=-0.00149403291,cover=0
- 38:[Ecc<7.03401423] yes=77,no=78,missing=77,gain=0.026243329,cover=8
- 77:leaf=-0.00675690407,cover=0
- 78:leaf=-0.0194198694,cover=0
- 4:[LGI5<3.38720298] yes=9,no=10,missing=9,gain=1.47550631,cover=40102
- 9:[MidArea5<0.65496558] yes=19,no=20,missing=20,gain=1.20993471,cover=33446
- 19:[LGI5<2.73607373] yes=39,no=40,missing=39,gain=1.5924592,cover=3145
- 39:[PialCurv5<-0.0644776821] yes=79,no=80,missing=79,gain=2.0308969,cover=261
- 79:leaf=-0.00109052192,cover=0
- 80:leaf=0.00770646101,cover=0
- 40:[Ecc<13.1181517] yes=81,no=82,missing=81,gain=1.29230404,cover=2884
- 81:leaf=-0.00206548371,cover=0
- 82:leaf=9.51906331e-05,cover=0
- 20:[Curv5<-0.117843308] yes=41,no=42,missing=42,gain=1.89277554,cover=30301
- 41:[Area5<0.734195113] yes=83,no=84,missing=84,gain=2.53778648,cover=22015
- 83:leaf=0.000670448469,cover=0
- 84:leaf=-0.000566304836,cover=0
- 42:[Area5<0.69896996] yes=85,no=86,missing=86,gain=1.87896156,cover=8286
- 85:leaf=5.56180566e-05,cover=0
- 86:leaf=0.00172195898,cover=0
- 10:[MidArea5<0.586498976] yes=21,no=22,missing=21,gain=0.711704373,cover=6656
- 21:[LGI5<3.55025291] yes=43,no=44,missing=43,gain=1.22355366,cover=203
- 43:[PialCurv5<0.101587482] yes=87,no=88,missing=87,gain=0.612787366,cover=123
- 87:leaf=-0.0094736442,cover=0
- 88:leaf=-0.00234309188,cover=0
- 44:[Area5<0.623097897] yes=89,no=90,missing=89,gain=0.245532185,cover=80
- 89:leaf=0.00499251066,cover=0
- 90:leaf=-0.000627630041,cover=0
- 22:[PialCurv5<-0.181738108] yes=45,no=46,missing=45,gain=0.949701548,cover=6453
- 45:[PialArea5<1.00930154] yes=91,no=92,missing=91,gain=0.214214087,cover=126
- 91:leaf=0.00487079332,cover=0
- 92:leaf=-0.00110240222,cover=0
- 46:[Ecc<30.959959] yes=93,no=94,missing=93,gain=0.924520731,cover=6327
- 93:leaf=0.000158320123,cover=0
- 94:leaf=-0.0010936762,cover=0
- 2:[Ecc<40.3354568] yes=5,no=6,missing=5,gain=0.638655722,cover=5064339
- 5:[Curv5<-0.0366821773] yes=11,no=12,missing=11,gain=1.18500042,cover=4867901
- 11:[PialCurv5<0.0128733069] yes=23,no=24,missing=24,gain=3.2767756,cover=2679132
- 23:[Sulc0<-0.00176540145] yes=47,no=48,missing=47,gain=4.92153168,cover=2620210
- 47:[PialCurv5<-0.0379593484] yes=95,no=96,missing=95,gain=3.25587082,cover=2491631
- 95:leaf=4.89644344e-06,cover=0
- 96:leaf=-0.000192850406,cover=0
- 48:[Pol<156.492447] yes=97,no=98,missing=97,gain=11.3464527,cover=128579
- 97:leaf=-0.000190177743,cover=0
- 98:leaf=-0.0019025181,cover=0
- 24:[Ecc<16.2597466] yes=49,no=50,missing=50,gain=21.2143116,cover=58922
- 49:[Area5<0.646843374] yes=99,no=100,missing=99,gain=18.9712982,cover=49225
- 99:leaf=-0.00117959199,cover=0
- 100:leaf=0.000797669694,cover=0
- 50:[Pol<110.287491] yes=101,no=102,missing=101,gain=12.2384434,cover=9697
- 101:leaf=0.00409623655,cover=0
- 102:leaf=0.000526676478,cover=0
- 12:[PialCurv5<-0.00955641083] yes=25,no=26,missing=25,gain=4.37867594,cover=2188769
- 25:[PialArea5<0.669517875] yes=51,no=52,missing=51,gain=14.7061892,cover=130502
- 51:[Ecc<2.42687178] yes=103,no=104,missing=103,gain=4.58568668,cover=40011
- 103:leaf=0.000416728115,cover=0
- 104:leaf=-0.000804903917,cover=0
- 52:[Area5<0.737164855] yes=105,no=106,missing=105,gain=9.34672832,cover=90491
- 105:leaf=0.00101247639,cover=0
- 106:leaf=-7.56617446e-05,cover=0
- 26:[Curv5<-0.0109836133] yes=53,no=54,missing=54,gain=3.62650275,cover=2058267
- 53:[Ecc<35.8605728] yes=107,no=108,missing=108,gain=3.62939858,cover=132772
- 107:leaf=-0.000201130868,cover=0
- 108:leaf=-0.00193311204,cover=0
- 54:[PialCurv5<0.00860458333] yes=109,no=110,missing=109,gain=4.79131937,cover=1925495
- 109:leaf=0.000486240082,cover=0
- 110:leaf=1.50447759e-05,cover=0
- 6:[Pol<121.948479] yes=13,no=14,missing=13,gain=8.18518925,cover=196438
- 13:[Pol<31.3444195] yes=27,no=28,missing=27,gain=6.26788902,cover=140556
- 27:[LGI5<2.8416636] yes=55,no=56,missing=56,gain=6.64050722,cover=47699
- 55:[Pol<15.1533136] yes=111,no=112,missing=111,gain=2.69865179,cover=5488
- 111:leaf=-0.000433663226,cover=0
- 112:leaf=-0.00265715364,cover=0
- 56:[Sulc0<-0.188964635] yes=113,no=114,missing=114,gain=4.75596619,cover=42211
- 113:leaf=-0.000643922656,cover=0
- 114:leaf=0.00065863569,cover=0
- 28:[Sulc0<0.940059185] yes=57,no=58,missing=57,gain=9.24716759,cover=92857
- 57:[Curv5<0.15992938] yes=115,no=116,missing=115,gain=7.79142189,cover=55374
- 115:leaf=-0.00109182601,cover=0
- 116:leaf=0.00142863335,cover=0
- 58:[Pol<87.3220139] yes=117,no=118,missing=117,gain=4.65752459,cover=37483
- 117:leaf=-0.000373547198,cover=0
- 118:leaf=0.000768385653,cover=0
- 14:[LGI5<3.56741142] yes=29,no=30,missing=30,gain=4.39983559,cover=55882
- 29:[LGI5<3.38720298] yes=59,no=60,missing=59,gain=7.14432144,cover=47881
- 59:[PialArea5<0.702764034] yes=119,no=120,missing=119,gain=5.45236111,cover=38405
- 119:leaf=-0.000910979172,cover=0
- 120:leaf=0.000592762779,cover=0
- 60:[PialArea5<0.861938] yes=121,no=122,missing=121,gain=8.50828648,cover=9476
- 121:leaf=0.00323726679,cover=0
- 122:leaf=0.000234702049,cover=0
- 30:[Sulc0<0.254506379] yes=61,no=62,missing=62,gain=2.64316273,cover=8001
- 61:[PialCurv5<-0.00171623251] yes=123,no=124,missing=123,gain=5.37692308,cover=4484
- 123:leaf=-0.000275743427,cover=0
- 124:leaf=0.0073278062,cover=0
- 62:[PialCurv5<-0.0999256745] yes=125,no=126,missing=125,gain=3.54892874,cover=3517
- 125:leaf=-0.00653726375,cover=0
- 126:leaf=-0.00116887537,cover=0
-booster[679]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=0.529185772,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=3,gain=1.99610853,cover=60049
- 3:[PialCurv5<-0.0363363102] yes=7,no=8,missing=7,gain=1.90094519,cover=19947
- 7:[Curv5<0.000893599819] yes=15,no=16,missing=16,gain=1.66228628,cover=16785
- 15:[Curv5<-0.125495523] yes=31,no=32,missing=32,gain=0.752499938,cover=16725
- 31:[PialCurv5<-0.111886919] yes=63,no=64,missing=63,gain=0.751123726,cover=14153
- 63:leaf=8.10762795e-05,cover=0
- 64:leaf=-0.00065958919,cover=0
- 32:[PialArea5<1.57955706] yes=65,no=66,missing=66,gain=1.96264446,cover=2572
- 65:leaf=0.000601244275,cover=0
- 66:leaf=0.0187412091,cover=0
- 16:[PialCurv5<-0.105644517] yes=33,no=34,missing=33,gain=1.50255692,cover=60
- 33:[Sulc0<-0.620624542] yes=67,no=68,missing=67,gain=0.512605906,cover=6
- 67:leaf=0.038775824,cover=0
- 68:leaf=0.00552912941,cover=0
- 34:[LGI5<2.63733578] yes=69,no=70,missing=69,gain=0.633371174,cover=54
- 69:leaf=0.0140287345,cover=0
- 70:leaf=0.00191869901,cover=0
- 8:[Sulc0<-0.137935251] yes=17,no=18,missing=17,gain=1.10345078,cover=3162
- 17:[PialArea5<0.621054947] yes=35,no=36,missing=35,gain=1.23048401,cover=2663
- 35:[PialCurv5<0.000298873958] yes=71,no=72,missing=71,gain=2.15792584,cover=436
- 71:leaf=0.00849354919,cover=0
- 72:leaf=-0.000304697664,cover=0
- 36:[PialCurv5<0.128475845] yes=73,no=74,missing=74,gain=1.28099203,cover=2227
- 73:leaf=-0.00120938721,cover=0
- 74:leaf=-0.0073007606,cover=0
- 18:[Curv5<-0.0366821773] yes=37,no=38,missing=38,gain=0.907640934,cover=499
- 37:[Ecc<8.06448936] yes=75,no=76,missing=75,gain=1.02370059,cover=83
- 75:leaf=-0.00243731751,cover=0
- 76:leaf=0.00947450381,cover=0
- 38:[PialArea5<0.696357906] yes=77,no=78,missing=77,gain=0.721229553,cover=416
- 77:leaf=-0.00299910037,cover=0
- 78:leaf=-0.00742416037,cover=0
- 4:[LGI5<3.38720298] yes=9,no=10,missing=9,gain=1.33179653,cover=40102
- 9:[Sulc0<-0.563680887] yes=19,no=20,missing=19,gain=1.14848113,cover=33446
- 19:[PialCurv5<0.0171581414] yes=39,no=40,missing=39,gain=1.66567397,cover=18002
- 39:[LGI5<2.66519833] yes=79,no=80,missing=79,gain=1.32054961,cover=17795
- 79:leaf=-0.00238773413,cover=0
- 80:leaf=0.000228917605,cover=0
- 40:[PialArea5<1.0376358] yes=81,no=82,missing=81,gain=0.93816638,cover=207
- 81:leaf=0.00366523932,cover=0
- 82:leaf=0.0163223092,cover=0
- 20:[Sulc0<-0.15955846] yes=41,no=42,missing=41,gain=1.92232752,cover=15444
- 41:[LGI5<3.04906535] yes=83,no=84,missing=84,gain=1.99335289,cover=11614
- 83:leaf=0.00169720722,cover=0
- 84:leaf=0.00037769429,cover=0
- 42:[PialCurv5<-0.062031392] yes=85,no=86,missing=85,gain=2.26217246,cover=3830
- 85:leaf=0.00208787527,cover=0
- 86:leaf=-0.000827623822,cover=0
- 10:[LGI5<3.94193578] yes=21,no=22,missing=21,gain=0.660386622,cover=6656
- 21:[LGI5<3.74316525] yes=43,no=44,missing=44,gain=0.83301115,cover=6511
- 43:[LGI5<3.64692807] yes=87,no=88,missing=88,gain=1.86802244,cover=6017
- 87:leaf=-0.000515853462,cover=0
- 88:leaf=0.00230700686,cover=0
- 44:[PialArea5<0.952096343] yes=89,no=90,missing=90,gain=0.839427233,cover=494
- 89:leaf=-0.000556972169,cover=0
- 90:leaf=-0.0047202995,cover=0
- 22:[Area5<0.811441243] yes=45,no=46,missing=45,gain=1.11216235,cover=145
- 45:[Ecc<20.3925476] yes=91,no=92,missing=91,gain=0.630820036,cover=123
- 91:leaf=-0.000671612448,cover=0
- 92:leaf=0.00716760103,cover=0
- 46:[MidArea5<0.826556206] yes=93,no=94,missing=93,gain=0.130445242,cover=22
- 93:leaf=0.000891693868,cover=0
- 94:leaf=-0.00883490127,cover=0
- 2:[Ecc<40.3354568] yes=5,no=6,missing=6,gain=0.576372385,cover=5064339
- 5:[Curv5<-0.0320370905] yes=11,no=12,missing=11,gain=1.0764612,cover=4867901
- 11:[PialCurv5<0.110155433] yes=23,no=24,missing=23,gain=2.57507586,cover=2716897
- 23:[PialArea5<0.601145923] yes=47,no=48,missing=47,gain=2.68722034,cover=2715249
- 47:[Pol<124.172195] yes=95,no=96,missing=95,gain=5.45772457,cover=64102
- 95:leaf=-0.00066007179,cover=0
- 96:leaf=0.000325392437,cover=0
- 48:[MidArea5<0.48507002] yes=97,no=98,missing=97,gain=3.87769651,cover=2651147
- 97:leaf=0.00350763276,cover=0
- 98:leaf=-1.37855577e-05,cover=0
- 24:[Pol<118.191307] yes=49,no=50,missing=49,gain=3.97952342,cover=1648
- 49:[LGI5<3.15084362] yes=99,no=100,missing=99,gain=2.45706844,cover=1020
- 99:leaf=0.00221010577,cover=0
- 100:leaf=0.00748964353,cover=0
- 50:[LGI5<2.24172258] yes=101,no=102,missing=101,gain=1.10422492,cover=628
- 101:leaf=0.0107011357,cover=0
- 102:leaf=-0.00154164084,cover=0
- 12:[PialCurv5<-0.00372259994] yes=25,no=26,missing=25,gain=3.76651788,cover=2151004
- 25:[PialArea5<0.669517875] yes=51,no=52,missing=52,gain=13.3366032,cover=139794
- 51:[Ecc<1.79549146] yes=103,no=104,missing=103,gain=5.50632668,cover=44591
- 103:leaf=0.000614607008,cover=0
- 104:leaf=-0.000728791638,cover=0
- 52:[Sulc0<-0.210027173] yes=105,no=106,missing=105,gain=8.49453259,cover=95203
- 105:leaf=0.000125389488,cover=0
- 106:leaf=0.00107047649,cover=0
- 26:[PialArea5<0.617149889] yes=53,no=54,missing=53,gain=3.41165328,cover=2011210
- 53:[Pol<55.3432045] yes=107,no=108,missing=107,gain=13.8854933,cover=1270138
- 107:leaf=0.00129122543,cover=0
- 108:leaf=3.81584978e-05,cover=0
- 54:[Pol<86.0952454] yes=109,no=110,missing=109,gain=8.84838963,cover=741072
- 109:leaf=-0.000282597699,cover=0
- 110:leaf=6.89000808e-05,cover=0
- 6:[Pol<121.948479] yes=13,no=14,missing=13,gain=7.38723183,cover=196438
- 13:[Pol<31.3444195] yes=27,no=28,missing=28,gain=5.65670443,cover=140556
- 27:[LGI5<2.8416636] yes=55,no=56,missing=55,gain=5.99324417,cover=47699
- 55:[Pol<16.156723] yes=111,no=112,missing=111,gain=2.44534683,cover=5488
- 111:leaf=-0.000474339438,cover=0
- 112:leaf=-0.00260635116,cover=0
- 56:[Sulc0<-0.188964635] yes=113,no=114,missing=113,gain=4.29227257,cover=42211
- 113:leaf=-0.000611727824,cover=0
- 114:leaf=0.000625704415,cover=0
- 28:[Sulc0<0.940059185] yes=57,no=58,missing=57,gain=8.34558487,cover=92857
- 57:[Curv5<0.15992938] yes=115,no=116,missing=115,gain=7.03190422,cover=55374
- 115:leaf=-0.0010372356,cover=0
- 116:leaf=0.00135722512,cover=0
- 58:[Pol<87.3220139] yes=117,no=118,missing=117,gain=4.20340681,cover=37483
- 117:leaf=-0.000354867923,cover=0
- 118:leaf=0.000729967142,cover=0
- 14:[Area5<0.987501919] yes=29,no=30,missing=30,gain=4.04103661,cover=55882
- 29:[LGI5<3.56741142] yes=59,no=60,missing=60,gain=3.76042295,cover=55736
- 59:[LGI5<3.38720298] yes=119,no=120,missing=119,gain=6.74273109,cover=47777
- 119:leaf=0.000295258942,cover=0
- 120:leaf=0.00178703817,cover=0
- 60:[Sulc0<0.254506379] yes=121,no=122,missing=122,gain=2.63073778,cover=7959
- 121:leaf=0.000225084397,cover=0
- 122:leaf=-0.00160519651,cover=0
- 30:[Pol<155.012512] yes=61,no=62,missing=62,gain=0.776018381,cover=146
- 61:[LGI5<3.48966408] yes=123,no=124,missing=123,gain=0.319706678,cover=76
- 123:leaf=-0.00214544474,cover=0
- 124:leaf=-0.00924510509,cover=0
- 62:[PialCurv5<-0.131946102] yes=125,no=126,missing=126,gain=0.189252377,cover=70
- 125:leaf=-0.00381080364,cover=0
- 126:leaf=-0.0125909476,cover=0
-booster[680]:
-0:[PialArea5<0.869586051] yes=1,no=2,missing=2,gain=0.526541829,cover=5124388
- 1:[Area5<0.987501919] yes=3,no=4,missing=3,gain=1.72238171,cover=3188477
- 3:[MidArea5<0.7689417] yes=7,no=8,missing=7,gain=1.73967552,cover=3182543
- 7:[Area5<0.76451689] yes=15,no=16,missing=15,gain=2.91649771,cover=2957837
- 15:[PialArea5<0.761482477] yes=31,no=32,missing=31,gain=1.63683164,cover=2742146
- 31:[Pol<47.409153] yes=63,no=64,missing=63,gain=3.57816267,cover=2101694
- 63:leaf=0.000223409384,cover=0
- 64:leaf=-5.53452592e-05,cover=0
- 32:[Ecc<20.7119312] yes=65,no=66,missing=65,gain=5.98870134,cover=640452
- 65:leaf=0.000118055243,cover=0
- 66:leaf=-0.000302641653,cover=0
- 16:[Sulc0<0.598320961] yes=33,no=34,missing=33,gain=4.65136957,cover=215691
- 33:[Pol<68.1421661] yes=67,no=68,missing=67,gain=5.21464109,cover=112729
- 67:leaf=0.00128549419,cover=0
- 68:leaf=0.000265170791,cover=0
- 34:[Ecc<20.3925476] yes=69,no=70,missing=69,gain=3.18453598,cover=102962
- 69:leaf=-0.000385910535,cover=0
- 70:leaf=0.000174801113,cover=0
- 8:[PialCurv5<-0.0644776821] yes=17,no=18,missing=17,gain=3.02237439,cover=224706
- 17:[LGI5<2.65113688] yes=35,no=36,missing=35,gain=6.45374012,cover=36842
- 35:[Sulc0<-0.332174033] yes=71,no=72,missing=72,gain=3.47187757,cover=9479
- 71:leaf=0.000899794686,cover=0
- 72:leaf=0.00325790653,cover=0
- 36:[Curv5<-0.0983823985] yes=73,no=74,missing=73,gain=2.31135964,cover=27363
- 73:leaf=-0.000278389896,cover=0
- 74:leaf=0.00124072714,cover=0
- 18:[Pol<35.2629585] yes=37,no=38,missing=38,gain=3.54981279,cover=187864
- 37:[Curv5<-0.0837168768] yes=75,no=76,missing=75,gain=2.10026217,cover=18164
- 75:leaf=-0.00110752834,cover=0
- 76:leaf=0.000622291991,cover=0
- 38:[Curv5<-0.115945198] yes=77,no=78,missing=78,gain=5.8887763,cover=169700
- 77:leaf=0.00157443678,cover=0
- 78:leaf=-0.000346774992,cover=0
- 4:[Curv5<-0.0620335713] yes=9,no=10,missing=9,gain=2.57587385,cover=5934
- 9:[PialCurv5<-0.0999256745] yes=19,no=20,missing=20,gain=1.08931088,cover=197
- 19:[LGI5<2.61980247] yes=39,no=40,missing=39,gain=0.324845701,cover=39
- 39:[PialArea5<0.795950115] yes=79,no=80,missing=79,gain=0.169556424,cover=37
- 79:leaf=0.00300152949,cover=0
- 80:leaf=-0.00370146381,cover=0
- 40:leaf=-0.0168426652,cover=0
- 20:[LGI5<2.37953305] yes=41,no=42,missing=42,gain=1.57166958,cover=158
- 41:[Ecc<0.406764686] yes=81,no=82,missing=81,gain=0.928755045,cover=99
- 81:leaf=-0.00638492405,cover=0
- 82:leaf=0.00648185331,cover=0
- 42:[PialArea5<0.742050111] yes=83,no=84,missing=83,gain=0.750056267,cover=59
- 83:leaf=0.0193177257,cover=0
- 84:leaf=0.00742372591,cover=0
- 10:[Curv5<0.0756113976] yes=21,no=22,missing=21,gain=2.29897738,cover=5737
- 21:[Ecc<4.00532722] yes=43,no=44,missing=43,gain=1.38792634,cover=1165
- 43:[LGI5<2.40363431] yes=85,no=86,missing=85,gain=2.78684139,cover=840
- 85:leaf=-0.00247454154,cover=0
- 86:leaf=0.00347775151,cover=0
- 44:[LGI5<2.8746686] yes=87,no=88,missing=87,gain=5.90469408,cover=325
- 87:leaf=-0.0157140363,cover=0
- 88:leaf=-0.000204466778,cover=0
- 22:[Pol<139.671173] yes=45,no=46,missing=46,gain=1.11756706,cover=4572
- 45:[Sulc0<-0.332174033] yes=89,no=90,missing=90,gain=1.41506565,cover=4308
- 89:leaf=-0.00511247851,cover=0
- 90:leaf=0.00109105033,cover=0
- 46:[PialArea5<0.811158121] yes=91,no=92,missing=91,gain=1.13811743,cover=264
- 91:leaf=0.00572677096,cover=0
- 92:leaf=-0.00318615697,cover=0
- 2:[Curv5<-0.0156469513] yes=5,no=6,missing=6,gain=2.22596455,cover=1935911
- 5:[PialCurv5<0.0171581414] yes=11,no=12,missing=11,gain=9.26210308,cover=1823843
- 11:[Area5<0.476400614] yes=23,no=24,missing=24,gain=1.67835641,cover=1799137
- 23:[Sulc0<-0.383002371] yes=47,no=48,missing=47,gain=2.60563374,cover=33302
- 47:[Curv5<-0.245563462] yes=93,no=94,missing=94,gain=2.30438209,cover=32792
- 93:leaf=-9.66727312e-05,cover=0
- 94:leaf=0.00075397006,cover=0
- 48:[LGI5<3.1900804] yes=95,no=96,missing=95,gain=3.43168497,cover=510
- 95:leaf=-0.00413832767,cover=0
- 96:leaf=0.0145173892,cover=0
- 24:[Ecc<9.27846909] yes=49,no=50,missing=49,gain=1.49781168,cover=1765835
- 49:[LGI5<3.1900804] yes=97,no=98,missing=97,gain=6.5092988,cover=1125934
- 97:leaf=-2.74620052e-05,cover=0
- 98:leaf=-0.000776915171,cover=0
- 50:[Pol<40.9012032] yes=99,no=100,missing=99,gain=4.92591429,cover=639901
- 99:leaf=-0.000123690465,cover=0
- 100:leaf=0.000160274431,cover=0
- 12:[Area5<0.637240529] yes=25,no=26,missing=25,gain=6.58786297,cover=24706
- 25:[LGI5<2.13090348] yes=51,no=52,missing=51,gain=2.43744993,cover=1454
- 51:[Sulc0<-0.632113814] yes=101,no=102,missing=101,gain=2.17460799,cover=15
- 101:leaf=-0.034168452,cover=0
- 102:leaf=0.00474908948,cover=0
- 52:[Ecc<4.73840666] yes=103,no=104,missing=104,gain=2.39122272,cover=1439
- 103:leaf=-0.000575259503,cover=0
- 104:leaf=-0.00484195119,cover=0
- 26:[PialArea5<1.0376358] yes=53,no=54,missing=53,gain=5.05853271,cover=23252
- 53:[LGI5<2.34364653] yes=105,no=106,missing=106,gain=3.42856026,cover=18488
- 105:leaf=0.00366877066,cover=0
- 106:leaf=0.00132867775,cover=0
- 54:[Pol<95.050293] yes=107,no=108,missing=107,gain=5.7737484,cover=4764
- 107:leaf=0.00129196071,cover=0
- 108:leaf=-0.00220671855,cover=0
- 6:[PialCurv5<0.00236006663] yes=13,no=14,missing=13,gain=27.4175034,cover=112068
- 13:[Sulc0<-0.0172607526] yes=27,no=28,missing=28,gain=7.3123951,cover=19910
- 27:[Area5<0.671631575] yes=55,no=56,missing=55,gain=6.22366476,cover=12667
- 55:[Pol<49.2074432] yes=109,no=110,missing=110,gain=10.9233799,cover=1018
- 109:leaf=-0.0115842437,cover=0
- 110:leaf=0.000414050504,cover=0
- 56:[PialCurv5<-0.137075767] yes=111,no=112,missing=111,gain=4.50748444,cover=11649
- 111:leaf=0.0231707226,cover=0
- 112:leaf=0.00147750764,cover=0
- 28:[Curv5<0.000893599819] yes=57,no=58,missing=58,gain=7.47276878,cover=7243
- 57:[PialCurv5<-0.0173297711] yes=113,no=114,missing=113,gain=3.16984367,cover=5017
- 113:leaf=0.00421318552,cover=0
- 114:leaf=0.0013624382,cover=0
- 58:[Area5<0.987501919] yes=115,no=116,missing=115,gain=6.43076706,cover=2226
- 115:leaf=0.00606810441,cover=0
- 116:leaf=-0.00967596006,cover=0
- 14:[Ecc<7.64592981] yes=29,no=30,missing=29,gain=3.97064853,cover=92158
- 29:[LGI5<3.39750218] yes=59,no=60,missing=60,gain=8.21717262,cover=36021
- 59:[Pol<72.6247101] yes=117,no=118,missing=117,gain=7.47287846,cover=36004
- 117:leaf=0.00150576141,cover=0
- 118:leaf=-0.000152415334,cover=0
- 60:[Pol<75.4512405] yes=119,no=120,missing=120,gain=3.78005791,cover=17
- 119:leaf=-0.00241873856,cover=0
- 120:leaf=0.0482727699,cover=0
- 30:[Area5<0.846071243] yes=61,no=62,missing=61,gain=4.85578537,cover=56137
- 61:[LGI5<3.58443618] yes=121,no=122,missing=122,gain=4.51965618,cover=48353
- 121:leaf=-0.00071809307,cover=0
- 122:leaf=0.00106975646,cover=0
- 62:[LGI5<3.27544355] yes=123,no=124,missing=124,gain=2.02213669,cover=7784
- 123:leaf=0.000156971641,cover=0
- 124:leaf=0.00182978646,cover=0
-booster[681]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=2,gain=0.513456941,cover=5124388
- 1:[Pol<166.64444] yes=3,no=4,missing=3,gain=2.68496823,cover=483456
- 3:[LGI5<2.89660096] yes=7,no=8,missing=7,gain=2.61125135,cover=425857
- 7:[LGI5<2.75749183] yes=15,no=16,missing=16,gain=2.15634322,cover=425138
- 15:[MidArea5<1.06072605] yes=31,no=32,missing=32,gain=2.02133584,cover=422998
- 31:[Pol<117.137611] yes=63,no=64,missing=63,gain=2.08916616,cover=415912
- 63:leaf=-9.86735104e-05,cover=0
- 64:leaf=0.000136799747,cover=0
- 32:[LGI5<2.56078315] yes=65,no=66,missing=65,gain=3.38570666,cover=7086
- 65:leaf=0.00119588466,cover=0
- 66:leaf=-0.0024694982,cover=0
- 16:[Area5<0.723411918] yes=33,no=34,missing=33,gain=4.26635647,cover=2140
- 33:[PialArea5<1.1257062] yes=67,no=68,missing=67,gain=4.46539688,cover=1902
- 67:leaf=-0.00281937979,cover=0
- 68:leaf=0.0110445982,cover=0
- 34:[Pol<136.095428] yes=69,no=70,missing=69,gain=2.10810637,cover=238
- 69:leaf=0.00662527187,cover=0
- 70:leaf=-0.00667979894,cover=0
- 8:[PialArea5<0.908809483] yes=17,no=18,missing=17,gain=1.97364664,cover=719
- 17:[Sulc0<-0.557882011] yes=35,no=36,missing=36,gain=2.8605783,cover=467
- 35:[Area5<0.664770067] yes=71,no=72,missing=72,gain=1.34611118,cover=267
- 71:leaf=-0.000758148439,cover=0
- 72:leaf=-0.0104173487,cover=0
- 36:[Area5<0.648839295] yes=73,no=74,missing=73,gain=0.867295742,cover=200
- 73:leaf=0.00179745338,cover=0
- 74:leaf=0.00845197868,cover=0
- 18:[Ecc<0.295587689] yes=37,no=38,missing=38,gain=0.480460644,cover=252
- 37:[Area5<0.644818127] yes=75,no=76,missing=75,gain=0.0345563069,cover=14
- 75:leaf=-0.00486535951,cover=0
- 76:leaf=-4.87466677e-05,cover=0
- 38:[Ecc<1.41371143] yes=77,no=78,missing=77,gain=0.23168087,cover=238
- 77:leaf=0.00754717505,cover=0
- 78:leaf=0.00168867526,cover=0
- 4:[PialArea5<0.658944428] yes=9,no=10,missing=9,gain=3.08734465,cover=57599
- 9:[LGI5<2.21018219] yes=19,no=20,missing=19,gain=1.93837762,cover=22459
- 19:[LGI5<2.18291569] yes=39,no=40,missing=40,gain=3.41116285,cover=2100
- 39:[Area5<0.664770067] yes=79,no=80,missing=79,gain=2.81973743,cover=1272
- 79:leaf=-0.00147132447,cover=0
- 80:leaf=0.0039193905,cover=0
- 40:[Area5<0.551487505] yes=81,no=82,missing=82,gain=1.93139124,cover=828
- 81:leaf=-0.00160680397,cover=0
- 82:leaf=0.0050615496,cover=0
- 20:[Ecc<0.669936359] yes=41,no=42,missing=42,gain=1.83698237,cover=20359
- 41:[Sulc0<-0.34506914] yes=83,no=84,missing=83,gain=2.58018589,cover=11885
- 83:leaf=-0.00113785174,cover=0
- 84:leaf=0.000340888393,cover=0
- 42:[LGI5<2.33061647] yes=85,no=86,missing=86,gain=3.99717307,cover=8474
- 85:leaf=-0.00108177785,cover=0
- 86:leaf=0.00124622241,cover=0
- 10:[LGI5<2.26652193] yes=21,no=22,missing=21,gain=2.04961872,cover=35140
- 21:[LGI5<2.24172258] yes=43,no=44,missing=43,gain=2.98676729,cover=5964
- 43:[PialCurv5<0.0331302322] yes=87,no=88,missing=87,gain=2.91961336,cover=4351
- 87:leaf=-0.0004484315,cover=0
- 88:leaf=-0.0052807848,cover=0
- 44:[Area5<0.607942343] yes=89,no=90,missing=89,gain=2.21919012,cover=1613
- 89:leaf=-0.00157932041,cover=0
- 90:leaf=-0.0052948622,cover=0
- 22:[LGI5<2.45281005] yes=45,no=46,missing=46,gain=2.22559714,cover=29176
- 45:[Sulc0<-0.195981219] yes=91,no=92,missing=91,gain=1.86680591,cover=18156
- 91:leaf=-9.68704262e-05,cover=0
- 92:leaf=-0.00506622717,cover=0
- 46:[Ecc<1.10530448] yes=93,no=94,missing=93,gain=2.93506336,cover=11020
- 93:leaf=-0.000561067602,cover=0
- 94:leaf=-0.00241217273,cover=0
- 2:[LGI5<2.28518939] yes=5,no=6,missing=5,gain=1.59720194,cover=4640932
- 5:[Pol<77.5287857] yes=11,no=12,missing=12,gain=3.0043273,cover=175741
- 11:[Ecc<2.54464626] yes=23,no=24,missing=23,gain=3.25630045,cover=44699
- 23:[LGI5<2.16230083] yes=47,no=48,missing=48,gain=2.36653829,cover=22669
- 47:[Sulc0<-1.10615158] yes=95,no=96,missing=95,gain=2.53178215,cover=3511
- 95:leaf=-0.00147337688,cover=0
- 96:leaf=0.00203698664,cover=0
- 48:[MidArea5<0.578370392] yes=97,no=98,missing=97,gain=2.52991223,cover=19158
- 97:leaf=-0.00250067166,cover=0
- 98:leaf=0.000132924528,cover=0
- 24:[Curv5<-0.138079464] yes=49,no=50,missing=49,gain=4.29490423,cover=22030
- 49:[Pol<65.8802414] yes=99,no=100,missing=99,gain=3.77355957,cover=13802
- 99:leaf=-0.000474356668,cover=0
- 100:leaf=0.0017058613,cover=0
- 50:[MidArea5<0.820509911] yes=101,no=102,missing=101,gain=4.20213366,cover=8228
- 101:leaf=-0.000634042255,cover=0
- 102:leaf=-0.00295050326,cover=0
- 12:[MidArea5<0.786720097] yes=25,no=26,missing=26,gain=4.4413352,cover=131042
- 25:[PialCurv5<-0.103163145] yes=51,no=52,missing=52,gain=2.97589707,cover=108437
- 51:[Curv5<-0.0708468556] yes=103,no=104,missing=104,gain=2.37185502,cover=21291
- 103:leaf=-0.000343327411,cover=0
- 104:leaf=-0.00647316081,cover=0
- 52:[Area5<0.589787364] yes=105,no=106,missing=105,gain=3.91602111,cover=87146
- 105:leaf=0.000903070846,cover=0
- 106:leaf=9.27370347e-05,cover=0
- 26:[LGI5<2.16230083] yes=53,no=54,missing=54,gain=3.86222172,cover=22605
- 53:[Area5<0.818724692] yes=107,no=108,missing=107,gain=4.70932865,cover=2614
- 107:leaf=-0.00159428304,cover=0
- 108:leaf=0.00554586435,cover=0
- 54:[Ecc<3.73767829] yes=109,no=110,missing=109,gain=3.73663902,cover=19991
- 109:leaf=0.00176741334,cover=0
- 110:leaf=0.000393669819,cover=0
- 6:[Area5<0.44435063] yes=13,no=14,missing=13,gain=0.914653957,cover=4465191
- 13:[Pol<141.801834] yes=27,no=28,missing=27,gain=1.26185918,cover=57977
- 27:[Pol<108.184875] yes=55,no=56,missing=56,gain=2.72607303,cover=33201
- 55:[Ecc<13.6880245] yes=111,no=112,missing=112,gain=2.7337265,cover=19646
- 111:leaf=0.000322038744,cover=0
- 112:leaf=-0.00113658549,cover=0
- 56:[Ecc<7.08616447] yes=113,no=114,missing=113,gain=3.00752354,cover=13555
- 113:leaf=0.00155323895,cover=0
- 114:leaf=3.38407226e-05,cover=0
- 28:[PialArea5<0.906120181] yes=57,no=58,missing=57,gain=2.26290059,cover=24776
- 57:[Ecc<4.46987629] yes=115,no=116,missing=115,gain=2.34549165,cover=21591
- 115:leaf=-0.000684501079,cover=0
- 116:leaf=0.000378209865,cover=0
- 58:[Curv5<-0.222158164] yes=117,no=118,missing=118,gain=1.4060452,cover=3185
- 117:leaf=0.000414391485,cover=0
- 118:leaf=0.0026301418,cover=0
- 14:[Ecc<2.97906685] yes=29,no=30,missing=29,gain=0.783231556,cover=4407214
- 29:[Pol<41.8258972] yes=59,no=60,missing=59,gain=5.61284685,cover=423217
- 59:[Sulc0<-0.856543541] yes=119,no=120,missing=119,gain=13.4651775,cover=80378
- 119:leaf=-0.000242358263,cover=0
- 120:leaf=0.00106892665,cover=0
- 60:[Pol<87.9431763] yes=121,no=122,missing=121,gain=14.6651831,cover=342839
- 121:leaf=-0.000640544167,cover=0
- 122:leaf=6.46227199e-05,cover=0
- 30:[Curv5<-0.185332045] yes=61,no=62,missing=61,gain=0.905341148,cover=3983997
- 61:[PialCurv5<-0.0965851992] yes=123,no=124,missing=123,gain=19.748621,cover=862165
- 123:leaf=-2.46456657e-05,cover=0
- 124:leaf=0.000827324868,cover=0
- 62:[PialCurv5<-0.119850777] yes=125,no=126,missing=125,gain=24.0567341,cover=3121832
- 125:leaf=0.00111131126,cover=0
- 126:leaf=-2.61566292e-05,cover=0
-booster[682]:
-0:[MidArea5<1.1557827] yes=1,no=2,missing=1,gain=0.49088487,cover=5124388
- 1:[PialArea5<1.57955706] yes=3,no=4,missing=4,gain=0.808832407,cover=5084355
- 3:[Ecc<1.46579576] yes=7,no=8,missing=7,gain=0.564885259,cover=5082312
- 7:[Pol<148.336472] yes=15,no=16,missing=15,gain=2.32401395,cover=480702
- 15:[Curv5<-0.0133169871] yes=31,no=32,missing=31,gain=4.2872057,cover=364269
- 31:[Sulc0<-0.586468518] yes=63,no=64,missing=63,gain=6.29271507,cover=304180
- 63:leaf=5.37795095e-05,cover=0
- 64:leaf=-0.000496150344,cover=0
- 32:[LGI5<2.16230083] yes=65,no=66,missing=66,gain=6.64844322,cover=60089
- 65:leaf=-0.00245144288,cover=0
- 66:leaf=0.000492690015,cover=0
- 16:[Area5<0.616426587] yes=33,no=34,missing=33,gain=3.08396959,cover=116433
- 33:[MidArea5<0.694149137] yes=67,no=68,missing=68,gain=2.83916759,cover=63789
- 67:leaf=-0.0002277928,cover=0
- 68:leaf=0.000505353266,cover=0
- 34:[Sulc0<-0.644343197] yes=69,no=70,missing=70,gain=3.8242836,cover=52644
- 69:leaf=-0.00114618975,cover=0
- 70:leaf=-0.000235400614,cover=0
- 8:[LGI5<2.33061647] yes=17,no=18,missing=17,gain=1.73181212,cover=4601610
- 17:[Pol<163.028091] yes=35,no=36,missing=35,gain=2.53335381,cover=292645
- 35:[Area5<0.641697526] yes=71,no=72,missing=71,gain=2.91681814,cover=266397
- 71:leaf=0.000257967709,cover=0
- 72:leaf=-7.44366698e-05,cover=0
- 36:[Curv5<-0.125495523] yes=73,no=74,missing=73,gain=10.3616991,cover=26248
- 73:leaf=9.43477717e-05,cover=0
- 74:leaf=0.00257873326,cover=0
- 18:[Ecc<1.68457866] yes=37,no=38,missing=37,gain=1.12964928,cover=4308965
- 37:[Area5<0.755546272] yes=75,no=76,missing=76,gain=2.70046115,cover=57338
- 75:leaf=0.000118408039,cover=0
- 76:leaf=0.00141268945,cover=0
- 38:[Ecc<3.03937531] yes=77,no=78,missing=77,gain=1.60957074,cover=4251627
- 77:leaf=-0.000110169429,cover=0
- 78:leaf=2.58312525e-06,cover=0
- 4:[Area5<0.631603718] yes=9,no=10,missing=10,gain=3.42695856,cover=2043
- 9:[LGI5<2.58096433] yes=19,no=20,missing=19,gain=1.45571053,cover=665
- 19:[Sulc0<-0.79536891] yes=39,no=40,missing=39,gain=1.56455302,cover=523
- 39:[Ecc<1.15906882] yes=79,no=80,missing=79,gain=1.85257316,cover=432
- 79:leaf=0.00893461611,cover=0
- 80:leaf=0.000380161568,cover=0
- 40:[Curv5<-0.148390457] yes=81,no=82,missing=81,gain=0.960583687,cover=91
- 81:leaf=0.0108860005,cover=0
- 82:leaf=-0.00511495117,cover=0
- 20:[Pol<152.827332] yes=41,no=42,missing=41,gain=0.397553086,cover=142
- 41:[LGI5<2.79054689] yes=83,no=84,missing=83,gain=0.237734407,cover=96
- 83:leaf=-0.00207054568,cover=0
- 84:leaf=0.00365836476,cover=0
- 42:[Ecc<4.87342644] yes=85,no=86,missing=85,gain=0.2914505,cover=46
- 85:leaf=0.00215953984,cover=0
- 86:leaf=-0.00808485877,cover=0
- 10:[Ecc<7.34691238] yes=21,no=22,missing=21,gain=1.55497766,cover=1378
- 21:[PialCurv5<-0.0990834236] yes=43,no=44,missing=44,gain=1.13391924,cover=1318
- 43:[Pol<54.5053368] yes=87,no=88,missing=87,gain=1.07258534,cover=960
- 87:leaf=-0.000652362069,cover=0
- 88:leaf=-0.00415666681,cover=0
- 44:[LGI5<2.94529939] yes=89,no=90,missing=89,gain=0.621341467,cover=358
- 89:leaf=-0.00558314426,cover=0
- 90:leaf=0.0052533159,cover=0
- 22:[Area5<0.710880876] yes=45,no=46,missing=45,gain=0.654164255,cover=60
- 45:[Curv5<-0.218969986] yes=91,no=92,missing=91,gain=0.631859541,cover=51
- 91:leaf=4.0361756e-06,cover=0
- 92:leaf=0.0115895318,cover=0
- 46:[PialCurv5<-0.076943703] yes=93,no=94,missing=93,gain=0.13703312,cover=9
- 93:leaf=-0.0103641273,cover=0
- 94:leaf=0.00187127292,cover=0
- 2:[Area5<0.678346932] yes=5,no=6,missing=5,gain=1.66055775,cover=40033
- 5:[Pol<10.3232107] yes=11,no=12,missing=12,gain=1.1358726,cover=1033
- 11:[Curv5<-0.215837389] yes=23,no=24,missing=23,gain=0.621451497,cover=133
- 23:[Ecc<3.10160303] yes=47,no=48,missing=47,gain=0.352899373,cover=69
- 47:[PialCurv5<-0.104861222] yes=95,no=96,missing=95,gain=0.518720984,cover=53
- 95:leaf=-0.000684266037,cover=0
- 96:leaf=-0.0124901505,cover=0
- 48:[LGI5<2.57263851] yes=97,no=98,missing=97,gain=0.00479626656,cover=16
- 97:leaf=-0.00825914554,cover=0
- 98:leaf=-0.0138686961,cover=0
- 24:[Area5<0.637240529] yes=49,no=50,missing=49,gain=0.495211065,cover=64
- 49:[LGI5<2.31684756] yes=99,no=100,missing=99,gain=0.243629277,cover=22
- 99:leaf=-0.0123426095,cover=0
- 100:leaf=-0.00107993593,cover=0
- 50:[MidArea5<1.21578133] yes=101,no=102,missing=101,gain=0.211062431,cover=42
- 101:leaf=0.00240142387,cover=0
- 102:leaf=0.010550159,cover=0
- 12:[LGI5<3.23945832] yes=25,no=26,missing=25,gain=1.15046763,cover=900
- 25:[LGI5<2.40363431] yes=51,no=52,missing=51,gain=0.74066186,cover=880
- 51:[LGI5<2.34802985] yes=103,no=104,missing=104,gain=1.20476818,cover=423
- 103:leaf=0.00281387405,cover=0
- 104:leaf=0.00864969939,cover=0
- 52:[Ecc<0.567370772] yes=105,no=106,missing=106,gain=1.01754415,cover=457
- 105:leaf=0.013668078,cover=0
- 106:leaf=0.00119561283,cover=0
- 26:[LGI5<3.268116] yes=53,no=54,missing=53,gain=0.0917411447,cover=20
- 53:[Area5<0.586059749] yes=107,no=108,missing=107,gain=0.00863222778,cover=9
- 107:leaf=-0.000875703525,cover=0
- 108:leaf=-0.00508274278,cover=0
- 54:[Ecc<7.34691238] yes=109,no=110,missing=109,gain=0.00134670734,cover=11
- 109:leaf=-0.00341748004,cover=0
- 110:leaf=-0.0122344522,cover=0
- 6:[PialCurv5<-0.11422696] yes=13,no=14,missing=13,gain=1.27483416,cover=39000
- 13:[Sulc0<-0.445309728] yes=27,no=28,missing=27,gain=2.19189286,cover=13836
- 27:[Area5<0.854415178] yes=55,no=56,missing=55,gain=2.41949081,cover=13156
- 55:[PialArea5<1.57955706] yes=111,no=112,missing=111,gain=2.21628237,cover=5308
- 111:leaf=0.000491621729,cover=0
- 112:leaf=-0.00167122728,cover=0
- 56:[Pol<131.443253] yes=113,no=114,missing=113,gain=2.64284134,cover=7848
- 113:leaf=9.98552932e-05,cover=0
- 114:leaf=0.00293219113,cover=0
- 28:[Ecc<4.8056078] yes=57,no=58,missing=57,gain=2.53781271,cover=680
- 57:[LGI5<2.74668789] yes=115,no=116,missing=116,gain=6.25392199,cover=72
- 115:leaf=-0.00462868623,cover=0
- 116:leaf=-0.0419051759,cover=0
- 58:[LGI5<2.63733578] yes=117,no=118,missing=118,gain=1.32862163,cover=608
- 117:leaf=-0.00642977795,cover=0
- 118:leaf=-0.000744065328,cover=0
- 14:[Area5<0.894858658] yes=29,no=30,missing=29,gain=1.43196225,cover=25164
- 29:[PialCurv5<-0.0886472985] yes=59,no=60,missing=59,gain=3.22344446,cover=12618
- 59:[Curv5<-0.146701202] yes=119,no=120,missing=119,gain=2.89550352,cover=8335
- 119:leaf=0.000850076904,cover=0
- 120:leaf=0.00329023902,cover=0
- 60:[Ecc<5.66086149] yes=121,no=122,missing=121,gain=2.95790863,cover=4283
- 121:leaf=-0.00133978098,cover=0
- 122:leaf=0.0014408658,cover=0
- 30:[Curv5<-0.182293281] yes=61,no=62,missing=62,gain=2.54941487,cover=12546
- 61:[PialArea5<1.48916721] yes=123,no=124,missing=123,gain=1.30072713,cover=1404
- 123:leaf=0.00013202439,cover=0
- 124:leaf=0.00322714983,cover=0
- 62:[PialCurv5<-0.0931780562] yes=125,no=126,missing=125,gain=2.6777997,cover=11142
- 125:leaf=-0.00143568066,cover=0
- 126:leaf=0.000230371952,cover=0
-booster[683]:
-0:[Curv5<-0.0156469513] yes=1,no=2,missing=2,gain=0.471529543,cover=5124388
- 1:[PialArea5<0.679818809] yes=3,no=4,missing=3,gain=3.44546175,cover=2985531
- 3:[Sulc0<0.272107065] yes=7,no=8,missing=7,gain=5.1042223,cover=218722
- 7:[Area5<0.846071243] yes=15,no=16,missing=16,gain=4.35248137,cover=198944
- 15:[LGI5<3.26095963] yes=31,no=32,missing=32,gain=3.81803107,cover=198615
- 31:[Pol<161.595886] yes=63,no=64,missing=63,gain=4.26345682,cover=174970
- 63:leaf=-0.00030822953,cover=0
- 64:leaf=0.000456083158,cover=0
- 32:[PialCurv5<-0.0262977369] yes=65,no=66,missing=66,gain=6.14036417,cover=23645
- 65:leaf=-6.46850021e-05,cover=0
- 66:leaf=0.00169855379,cover=0
- 16:[Curv5<-0.0708468556] yes=33,no=34,missing=33,gain=2.6962657,cover=329
- 33:[Ecc<1.91022825] yes=67,no=68,missing=68,gain=0.999596596,cover=161
- 67:leaf=0.00718020787,cover=0
- 68:leaf=0.0155264903,cover=0
- 34:[PialArea5<0.628734469] yes=69,no=70,missing=69,gain=0.882782698,cover=168
- 69:leaf=0.00402861321,cover=0
- 70:leaf=-0.00336684822,cover=0
- 8:[Area5<0.655598104] yes=17,no=18,missing=18,gain=6.52367926,cover=19778
- 17:[Curv5<-0.129194111] yes=35,no=36,missing=35,gain=5.27957916,cover=13593
- 35:[Ecc<22.8050022] yes=71,no=72,missing=71,gain=4.65472126,cover=2373
- 71:leaf=-0.00505695399,cover=0
- 72:leaf=-0.000582347566,cover=0
- 36:[Ecc<12.1917515] yes=73,no=74,missing=73,gain=4.61515093,cover=11220
- 73:leaf=-0.00155158143,cover=0
- 74:leaf=0.000719987787,cover=0
- 18:[PialArea5<0.609252691] yes=37,no=38,missing=37,gain=3.79616451,cover=6185
- 37:[Sulc0<0.779008448] yes=75,no=76,missing=75,gain=4.19880104,cover=3050
- 75:leaf=-0.00406840537,cover=0
- 76:leaf=0.00334500382,cover=0
- 38:[LGI5<3.06739473] yes=77,no=78,missing=77,gain=2.99622798,cover=3135
- 77:leaf=0.000970510708,cover=0
- 78:leaf=-0.0022504793,cover=0
- 4:[PialCurv5<0.0193316489] yes=9,no=10,missing=9,gain=7.21551228,cover=2766809
- 9:[MidArea5<0.52745223] yes=19,no=20,missing=19,gain=4.68669796,cover=2700501
- 19:[MidArea5<0.515777051] yes=39,no=40,missing=39,gain=0.732558727,cover=1559
- 39:[PialArea5<0.702764034] yes=79,no=80,missing=80,gain=0.295084476,cover=585
- 79:leaf=0.00358218187,cover=0
- 80:leaf=0.00650857389,cover=0
- 40:[PialArea5<0.693130434] yes=81,no=82,missing=81,gain=0.837843418,cover=974
- 81:leaf=-0.000176562826,cover=0
- 82:leaf=0.00292742555,cover=0
- 20:[Area5<0.626857519] yes=41,no=42,missing=41,gain=3.90973425,cover=2698942
- 41:[Curv5<-0.102400392] yes=83,no=84,missing=83,gain=16.832016,cover=959083
- 83:leaf=-1.76518517e-06,cover=0
- 84:leaf=0.000688378525,cover=0
- 42:[Curv5<-0.117843308] yes=85,no=86,missing=85,gain=6.30364513,cover=1739859
- 85:leaf=1.48176696e-05,cover=0
- 86:leaf=-0.000183385957,cover=0
- 10:[Area5<0.631603718] yes=21,no=22,missing=21,gain=13.2055149,cover=66308
- 21:[Pol<151.353775] yes=43,no=44,missing=44,gain=5.10278559,cover=11406
- 43:[Ecc<4.33753681] yes=87,no=88,missing=87,gain=4.30820322,cover=9385
- 87:leaf=0.000590238662,cover=0
- 88:leaf=-0.00155514537,cover=0
- 44:[PialCurv5<0.0308136549] yes=89,no=90,missing=90,gain=1.42418957,cover=2021
- 89:leaf=-0.00147853268,cover=0
- 90:leaf=-0.00427259132,cover=0
- 22:[Sulc0<0.101211272] yes=45,no=46,missing=45,gain=8.95537758,cover=54902
- 45:[Ecc<3.8768425] yes=91,no=92,missing=91,gain=12.0100222,cover=41822
- 91:leaf=0.00184909557,cover=0
- 92:leaf=-4.31205081e-05,cover=0
- 46:[Curv5<-0.0553030409] yes=93,no=94,missing=94,gain=4.88503265,cover=13080
- 93:leaf=0.00411837967,cover=0
- 94:leaf=0.00154396088,cover=0
- 2:[PialCurv5<0.00860458333] yes=5,no=6,missing=5,gain=5.41317844,cover=2138857
- 5:[PialArea5<0.790770054] yes=11,no=12,missing=12,gain=18.8574791,cover=138516
- 11:[LGI5<3.78836131] yes=23,no=24,missing=24,gain=7.32823324,cover=90227
- 23:[Sulc0<-0.188964635] yes=47,no=48,missing=48,gain=5.97115231,cover=89094
- 47:[Ecc<1.73852015] yes=95,no=96,missing=95,gain=16.6036377,cover=38573
- 95:leaf=0.000878112041,cover=0
- 96:leaf=-0.00129155244,cover=0
- 48:[Ecc<5.66086149] yes=97,no=98,missing=97,gain=9.65769291,cover=50521
- 97:leaf=-0.00107980124,cover=0
- 98:leaf=0.000647768087,cover=0
- 24:[LGI5<3.94193578] yes=49,no=50,missing=49,gain=4.08651495,cover=1133
- 49:[Area5<0.72690624] yes=99,no=100,missing=100,gain=1.54647732,cover=663
- 99:leaf=-0.00570029626,cover=0
- 100:leaf=-0.0130369877,cover=0
- 50:[Pol<141.801834] yes=101,no=102,missing=101,gain=3.51542115,cover=470
- 101:leaf=-0.00281059695,cover=0
- 102:leaf=0.00763672218,cover=0
- 12:[Area5<0.924216449] yes=25,no=26,missing=25,gain=8.21259117,cover=48289
- 25:[Curv5<0.00546095846] yes=51,no=52,missing=52,gain=8.51028061,cover=47364
- 51:[PialCurv5<0.000298873958] yes=103,no=104,missing=104,gain=8.53600121,cover=34350
- 103:leaf=0.0013181729,cover=0
- 104:leaf=-0.000393954426,cover=0
- 52:[Sulc0<-0.0936657563] yes=105,no=106,missing=106,gain=12.3405781,cover=13014
- 105:leaf=0.000868736301,cover=0
- 106:leaf=0.00395675888,cover=0
- 26:[Ecc<7.54628181] yes=53,no=54,missing=53,gain=3.24458647,cover=925
- 53:[LGI5<2.3969903] yes=107,no=108,missing=107,gain=4.40075254,cover=734
- 107:leaf=-0.000790035294,cover=0
- 108:leaf=-0.00856683403,cover=0
- 54:[Pol<16.156723] yes=109,no=110,missing=109,gain=1.4920032,cover=191
- 109:leaf=0.017392626,cover=0
- 110:leaf=0.000961362501,cover=0
- 6:[Ecc<8.29616165] yes=13,no=14,missing=13,gain=3.61972618,cover=2000341
- 13:[LGI5<3.41813922] yes=27,no=28,missing=27,gain=16.3148651,cover=912312
- 27:[Pol<68.1421661] yes=55,no=56,missing=55,gain=15.0397625,cover=911066
- 55:[Sulc0<-0.101085678] yes=111,no=112,missing=111,gain=23.0556126,cover=39778
- 111:leaf=0.00180170499,cover=0
- 112:leaf=-0.000824613788,cover=0
- 56:[Pol<125.308708] yes=113,no=114,missing=113,gain=10.5009804,cover=871288
- 113:leaf=-5.52957317e-05,cover=0
- 114:leaf=0.000423620542,cover=0
- 28:[Ecc<7.95697832] yes=57,no=58,missing=57,gain=3.82899666,cover=1246
- 57:[Pol<164.532394] yes=115,no=116,missing=115,gain=6.68924904,cover=629
- 115:leaf=0.0077102147,cover=0
- 116:leaf=0.0415773392,cover=0
- 58:[Pol<108.715256] yes=117,no=118,missing=118,gain=3.38750768,cover=617
- 117:leaf=0.00082688051,cover=0
- 118:leaf=0.00935061462,cover=0
- 14:[PialArea5<0.756055057] yes=29,no=30,missing=29,gain=10.488657,cover=1088029
- 29:[PialCurv5<0.0666604191] yes=59,no=60,missing=59,gain=10.5450535,cover=935308
- 59:[Area5<0.64784193] yes=119,no=120,missing=120,gain=16.0191269,cover=107934
- 119:leaf=-0.000710650813,cover=0
- 120:leaf=0.000779097958,cover=0
- 60:[Sulc0<-0.047846999] yes=121,no=122,missing=121,gain=9.93101406,cover=827374
- 121:leaf=-0.000907047011,cover=0
- 122:leaf=-2.69785432e-05,cover=0
- 30:[Pol<70.3717499] yes=61,no=62,missing=61,gain=10.7476978,cover=152721
- 61:[Sulc0<-0.383002371] yes=123,no=124,missing=123,gain=10.5518646,cover=81897
- 123:leaf=0.00324473763,cover=0
- 124:leaf=-0.000917712052,cover=0
- 62:[Pol<124.172195] yes=125,no=126,missing=125,gain=9.92913723,cover=70824
- 125:leaf=0.000803365372,cover=0
- 126:leaf=-0.000435228983,cover=0
-booster[684]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=2,gain=0.524582088,cover=5124388
- 1:[Pol<157.965515] yes=3,no=4,missing=3,gain=2.40804601,cover=483456
- 3:[LGI5<2.89660096] yes=7,no=8,missing=7,gain=2.35373282,cover=396441
- 7:[Pol<117.137611] yes=15,no=16,missing=15,gain=2.1475184,cover=395831
- 15:[Curv5<0.000893599819] yes=31,no=32,missing=31,gain=3.4561305,cover=279244
- 31:[Sulc0<-0.59790951] yes=63,no=64,missing=63,gain=10.9309635,cover=239100
- 63:leaf=4.31386434e-05,cover=0
- 64:leaf=-0.00074300397,cover=0
- 32:[LGI5<2.19753051] yes=65,no=66,missing=65,gain=6.54323816,cover=40144
- 65:leaf=-0.00224219915,cover=0
- 66:leaf=0.000509024831,cover=0
- 16:[PialCurv5<0.01500447] yes=33,no=34,missing=34,gain=7.21567011,cover=116587
- 33:[PialCurv5<-0.0607835948] yes=67,no=68,missing=67,gain=9.82303429,cover=95472
- 67:leaf=6.36658151e-05,cover=0
- 68:leaf=0.00122202397,cover=0
- 34:[Curv5<-0.024997253] yes=69,no=70,missing=69,gain=5.5171032,cover=21115
- 69:leaf=-0.00314318645,cover=0
- 70:leaf=-0.000395354175,cover=0
- 8:[Area5<0.691153347] yes=17,no=18,missing=17,gain=1.36070037,cover=610
- 17:[PialArea5<0.946096778] yes=35,no=36,missing=36,gain=0.717532992,cover=392
- 35:[Sulc0<-0.50485903] yes=71,no=72,missing=71,gain=0.707514882,cover=340
- 71:leaf=-0.000808041717,cover=0
- 72:leaf=0.00447556982,cover=0
- 36:[Pol<110.811417] yes=73,no=74,missing=74,gain=0.18838346,cover=52
- 73:leaf=-0.00211748388,cover=0
- 74:leaf=0.0077153123,cover=0
- 18:[Ecc<0.943656743] yes=37,no=38,missing=37,gain=0.526750326,cover=218
- 37:[Area5<0.77338779] yes=75,no=76,missing=75,gain=0.352722585,cover=112
- 75:leaf=0.00424455991,cover=0
- 76:leaf=-0.013271831,cover=0
- 38:[PialArea5<1.20515823] yes=77,no=78,missing=77,gain=0.276602507,cover=106
- 77:leaf=0.0100128558,cover=0
- 78:leaf=0.00327518559,cover=0
- 4:[Area5<0.733255386] yes=9,no=10,missing=10,gain=1.84901071,cover=87015
- 9:[Sulc0<-0.351394534] yes=19,no=20,missing=19,gain=2.18588161,cover=82094
- 19:[Curv5<0.122410901] yes=39,no=40,missing=40,gain=2.18223596,cover=66172
- 39:[Area5<0.69896996] yes=79,no=80,missing=79,gain=1.80387592,cover=64081
- 79:leaf=-0.00037554247,cover=0
- 80:leaf=0.000705671788,cover=0
- 40:[PialArea5<0.472106963] yes=81,no=82,missing=81,gain=5.34886169,cover=2091
- 81:leaf=-0.000268320349,cover=0
- 82:leaf=-0.00575518236,cover=0
- 20:[Curv5<0.0974604636] yes=41,no=42,missing=41,gain=1.89344132,cover=15922
- 41:[PialCurv5<0.0666604191] yes=83,no=84,missing=83,gain=5.25502539,cover=7372
- 83:leaf=-0.000265907904,cover=0
- 84:leaf=0.0024342516,cover=0
- 42:[PialCurv5<0.144311354] yes=85,no=86,missing=85,gain=2.82773542,cover=8550
- 85:leaf=-0.0018762555,cover=0
- 86:leaf=0.000284967216,cover=0
- 10:[MidArea5<0.62992847] yes=21,no=22,missing=21,gain=2.92797828,cover=4921
- 21:[PialCurv5<0.116372027] yes=43,no=44,missing=43,gain=2.18683004,cover=198
- 43:[LGI5<2.31684756] yes=87,no=88,missing=87,gain=2.76398134,cover=87
- 87:leaf=-0.0245313905,cover=0
- 88:leaf=-0.00606771745,cover=0
- 44:[Sulc0<-0.528458416] yes=89,no=90,missing=89,gain=0.93400538,cover=111
- 89:leaf=0.0140333148,cover=0
- 90:leaf=-0.00371306622,cover=0
- 22:[PialCurv5<-0.0923183635] yes=45,no=46,missing=45,gain=3.30341792,cover=4723
- 45:[PialArea5<0.758763015] yes=91,no=92,missing=91,gain=2.46738958,cover=468
- 91:leaf=0.00545402616,cover=0
- 92:leaf=-0.00621698657,cover=0
- 46:[LGI5<2.8746686] yes=93,no=94,missing=93,gain=1.51174831,cover=4255
- 93:leaf=-0.000477871217,cover=0
- 94:leaf=-0.0149993328,cover=0
- 2:[LGI5<2.33061647] yes=5,no=6,missing=5,gain=1.30708385,cover=4640932
- 5:[Pol<163.028091] yes=11,no=12,missing=12,gain=2.27412176,cover=295810
- 11:[Area5<0.641697526] yes=23,no=24,missing=23,gain=3.04255176,cover=269404
- 23:[Ecc<8.70817566] yes=47,no=48,missing=48,gain=4.45099831,cover=120744
- 47:[PialArea5<0.679818809] yes=95,no=96,missing=95,gain=3.60610723,cover=120210
- 95:leaf=-0.000167984515,cover=0
- 96:leaf=0.000418250769,cover=0
- 48:[MidArea5<0.614099324] yes=97,no=98,missing=97,gain=3.52050638,cover=534
- 97:leaf=0.00908274949,cover=0
- 98:leaf=0.000955039344,cover=0
- 24:[Sulc0<-0.413983464] yes=49,no=50,missing=49,gain=11.4814091,cover=148660
- 49:[PialCurv5<-0.103163145] yes=99,no=100,missing=100,gain=10.6842365,cover=49901
- 99:leaf=0.000275937578,cover=0
- 100:leaf=-0.00125115924,cover=0
- 50:[Curv5<-0.106344692] yes=101,no=102,missing=101,gain=8.12677097,cover=98759
- 101:leaf=0.00240041502,cover=0
- 102:leaf=0.000129830121,cover=0
- 12:[Curv5<-0.125495523] yes=25,no=26,missing=26,gain=9.44699383,cover=26406
- 25:[MidArea5<0.866550922] yes=51,no=52,missing=51,gain=4.6979599,cover=21152
- 51:[PialCurv5<-0.0896686092] yes=103,no=104,missing=104,gain=2.46385884,cover=17720
- 103:leaf=-0.000460174953,cover=0
- 104:leaf=0.0014014364,cover=0
- 52:[Ecc<7.4459548] yes=105,no=106,missing=105,gain=2.35991335,cover=3432
- 105:leaf=0.00215059402,cover=0
- 106:leaf=-0.00275396672,cover=0
- 26:[Ecc<4.33753681] yes=53,no=54,missing=53,gain=11.0770864,cover=5254
- 53:[PialArea5<1.1257062] yes=107,no=108,missing=108,gain=8.77078438,cover=3469
- 107:leaf=0.00361650134,cover=0
- 108:leaf=0.0173792299,cover=0
- 54:[PialCurv5<-0.0426128618] yes=109,no=110,missing=109,gain=5.92236423,cover=1785
- 109:leaf=0.00240133516,cover=0
- 110:leaf=-0.00337972934,cover=0
- 6:[Ecc<1.68457866] yes=13,no=14,missing=13,gain=0.982191861,cover=4345122
- 13:[Area5<0.755546272] yes=27,no=28,missing=28,gain=2.49571896,cover=57790
- 27:[Pol<82.8478928] yes=55,no=56,missing=56,gain=2.68012571,cover=53160
- 55:[PialCurv5<-0.0441194475] yes=111,no=112,missing=111,gain=3.49990082,cover=21567
- 111:leaf=2.61809382e-05,cover=0
- 112:leaf=-0.00148324796,cover=0
- 56:[MidArea5<0.95319289] yes=113,no=114,missing=113,gain=4.39615011,cover=31593
- 113:leaf=0.000474110711,cover=0
- 114:leaf=-0.00425183028,cover=0
- 28:[LGI5<2.38303256] yes=57,no=58,missing=57,gain=2.29012108,cover=4630
- 57:[LGI5<2.33929968] yes=115,no=116,missing=116,gain=1.80248451,cover=813
- 115:leaf=-0.00104534801,cover=0
- 116:leaf=0.00488350214,cover=0
- 58:[LGI5<2.81919122] yes=117,no=118,missing=118,gain=1.86065435,cover=3817
- 117:leaf=0.000886340626,cover=0
- 118:leaf=-0.0136976419,cover=0
- 14:[Ecc<3.03937531] yes=29,no=30,missing=30,gain=1.32515049,cover=4287332
- 29:[Pol<48.3047981] yes=59,no=60,missing=60,gain=7.19398212,cover=349339
- 59:[Curv5<-0.179045901] yes=119,no=120,missing=119,gain=17.6115017,cover=75813
- 119:leaf=-0.000193521002,cover=0
- 120:leaf=0.00143584237,cover=0
- 60:[Pol<90.9627914] yes=121,no=122,missing=121,gain=18.903286,cover=273526
- 121:leaf=-0.000846057839,cover=0
- 122:leaf=5.7481986e-05,cover=0
- 30:[PialCurv5<-0.130080611] yes=61,no=62,missing=61,gain=1.06451988,cover=3937993
- 61:[Curv5<-0.200394869] yes=123,no=124,missing=123,gain=25.4446526,cover=461637
- 123:leaf=-3.70679045e-05,cover=0
- 124:leaf=0.00130360632,cover=0
- 62:[Curv5<-0.217408031] yes=125,no=126,missing=125,gain=4.44186544,cover=3476356
- 125:leaf=0.000226784265,cover=0
- 126:leaf=-1.94535824e-05,cover=0
-booster[685]:
-0:[Sulc0<-0.720188618] yes=1,no=2,missing=1,gain=0.493645996,cover=5124388
- 1:[LGI5<3.33878016] yes=3,no=4,missing=3,gain=2.67495608,cover=989292
- 3:[Curv5<0.00780903921] yes=7,no=8,missing=8,gain=2.6370523,cover=909009
- 7:[Ecc<3.67199802] yes=15,no=16,missing=15,gain=1.70914102,cover=907000
- 15:[Pol<169.412277] yes=31,no=32,missing=31,gain=3.85793948,cover=484152
- 31:[PialCurv5<-0.0656740367] yes=63,no=64,missing=63,gain=3.44171906,cover=444604
- 63:leaf=1.29918253e-05,cover=0
- 64:leaf=0.000525013602,cover=0
- 32:[PialArea5<0.928637981] yes=65,no=66,missing=65,gain=3.5936029,cover=39548
- 65:leaf=-0.000926271663,cover=0
- 66:leaf=2.72446141e-05,cover=0
- 16:[PialCurv5<-0.0819871053] yes=33,no=34,missing=34,gain=8.4956522,cover=422848
- 33:[Area5<0.532936037] yes=67,no=68,missing=67,gain=4.9417758,cover=390965
- 67:leaf=0.000392877468,cover=0
- 68:leaf=-0.000131124805,cover=0
- 34:[PialArea5<1.08978546] yes=69,no=70,missing=70,gain=9.53693485,cover=31883
- 69:leaf=-0.000200839015,cover=0
- 70:leaf=-0.00196428807,cover=0
- 8:[LGI5<3.268116] yes=17,no=18,missing=17,gain=2.73589182,cover=2009
- 17:[PialCurv5<0.0308136549] yes=35,no=36,missing=35,gain=2.3696692,cover=1990
- 35:[Pol<139.671173] yes=71,no=72,missing=72,gain=1.55903387,cover=811
- 71:leaf=-0.00259250309,cover=0
- 72:leaf=-0.00726936618,cover=0
- 36:[Ecc<2.42687178] yes=73,no=74,missing=74,gain=2.99629617,cover=1179
- 73:leaf=-0.00182158337,cover=0
- 74:leaf=0.00464724097,cover=0
- 18:[Area5<0.72514528] yes=37,no=38,missing=38,gain=2.41826606,cover=19
- 37:[Pol<5.90224934] yes=75,no=76,missing=75,gain=0.259689718,cover=8
- 75:leaf=-0.0138223199,cover=0
- 76:leaf=0.00283013587,cover=0
- 38:[Pol<3.6072247] yes=77,no=78,missing=77,gain=0.158205509,cover=11
- 77:leaf=0.0362053514,cover=0
- 78:leaf=0.0158974584,cover=0
- 4:[Ecc<27.7987404] yes=9,no=10,missing=9,gain=1.16761434,cover=80283
- 9:[Curv5<-0.350989401] yes=19,no=20,missing=19,gain=1.37496221,cover=74858
- 19:[Pol<40.9012032] yes=39,no=40,missing=40,gain=0.799081802,cover=1794
- 39:[LGI5<3.44046211] yes=79,no=80,missing=79,gain=0.533375204,cover=1066
- 79:leaf=-0.00171336369,cover=0
- 80:leaf=0.000583224872,cover=0
- 40:[Ecc<7.90440989] yes=81,no=82,missing=81,gain=0.945472479,cover=728
- 81:leaf=-0.0111489799,cover=0
- 82:leaf=-0.00207294943,cover=0
- 20:[LGI5<3.70550299] yes=41,no=42,missing=41,gain=1.11240458,cover=73064
- 41:[Curv5<-0.192867488] yes=83,no=84,missing=83,gain=1.32358098,cover=60345
- 83:leaf=0.000180704912,cover=0
- 84:leaf=0.000719839765,cover=0
- 42:[Curv5<-0.180574343] yes=85,no=86,missing=85,gain=2.51382399,cover=12719
- 85:leaf=0.000163220742,cover=0
- 86:leaf=-0.00156635139,cover=0
- 10:[Curv5<-0.350989401] yes=21,no=22,missing=22,gain=1.80257463,cover=5425
- 21:[LGI5<3.37729335] yes=43,no=44,missing=43,gain=0.80843544,cover=190
- 43:[Area5<0.509397149] yes=87,no=88,missing=87,gain=0.369529694,cover=34
- 87:leaf=-0.00599333411,cover=0
- 88:leaf=0.00416193111,cover=0
- 44:[Pol<170.080093] yes=89,no=90,missing=89,gain=0.684146166,cover=156
- 89:leaf=0.00884324312,cover=0
- 90:leaf=0.000433115056,cover=0
- 22:[Pol<10.3232107] yes=45,no=46,missing=45,gain=1.09401512,cover=5235
- 45:[LGI5<3.39750218] yes=91,no=92,missing=92,gain=1.32092488,cover=2488
- 91:leaf=0.002121008,cover=0
- 92:leaf=-0.000611682539,cover=0
- 46:[Pol<156.492447] yes=93,no=94,missing=93,gain=0.98286128,cover=2747
- 93:leaf=0.00262154336,cover=0
- 94:leaf=0.000691838854,cover=0
- 2:[LGI5<2.6558373] yes=5,no=6,missing=5,gain=1.46941268,cover=4135096
- 5:[Pol<64.3762589] yes=11,no=12,missing=12,gain=11.9781151,cover=1597986
- 11:[Ecc<1.73852015] yes=23,no=24,missing=23,gain=12.0479374,cover=211139
- 23:[Area5<0.877147377] yes=47,no=48,missing=47,gain=3.06914783,cover=60858
- 47:[MidArea5<1.09619975] yes=95,no=96,missing=96,gain=3.698452,cover=60383
- 95:leaf=-0.000200622409,cover=0
- 96:leaf=0.0042568366,cover=0
- 48:[LGI5<2.31684756] yes=97,no=98,missing=97,gain=2.58207774,cover=475
- 97:leaf=0.00147009839,cover=0
- 98:leaf=-0.00658624014,cover=0
- 24:[Curv5<-0.0983823985] yes=49,no=50,missing=49,gain=17.460865,cover=150281
- 49:[PialCurv5<-0.0569176264] yes=99,no=100,missing=100,gain=9.1192646,cover=99673
- 99:leaf=0.000105245483,cover=0
- 100:leaf=0.00180775358,cover=0
- 50:[Sulc0<-0.23104082] yes=101,no=102,missing=101,gain=28.5940323,cover=50608
- 101:leaf=0.00224717637,cover=0
- 102:leaf=-0.000260332134,cover=0
- 12:[Sulc0<-0.325671464] yes=25,no=26,missing=25,gain=7.54933119,cover=1386847
- 25:[Area5<0.68633163] yes=51,no=52,missing=52,gain=19.063942,cover=489617
- 51:[Ecc<5.14592695] yes=103,no=104,missing=104,gain=11.7235374,cover=351946
- 103:leaf=0.000194329434,cover=0
- 104:leaf=-0.000474592118,cover=0
- 52:[Pol<144.670364] yes=105,no=106,missing=105,gain=49.2724762,cover=137671
- 105:leaf=-0.00130885327,cover=0
- 106:leaf=0.000724691374,cover=0
- 26:[Curv5<-0.232248098] yes=53,no=54,missing=54,gain=4.2828846,cover=897230
- 53:[PialCurv5<-0.159167215] yes=107,no=108,missing=107,gain=3.51305342,cover=6120
- 107:leaf=-0.000373669056,cover=0
- 108:leaf=0.00220670993,cover=0
- 54:[Pol<78.8803177] yes=109,no=110,missing=110,gain=4.16703796,cover=891110
- 109:leaf=0.00041476576,cover=0
- 110:leaf=3.50587761e-05,cover=0
- 6:[Pol<66.6374893] yes=13,no=14,missing=13,gain=4.98775005,cover=2537110
- 13:[Ecc<13.1181517] yes=27,no=28,missing=28,gain=23.0696602,cover=730147
- 27:[Sulc0<-0.00176540145] yes=55,no=56,missing=56,gain=53.0001144,cover=273820
- 55:[Sulc0<-0.351394534] yes=111,no=112,missing=111,gain=17.9749565,cover=258575
- 111:leaf=-4.04128732e-05,cover=0
- 112:leaf=-0.000941274862,cover=0
- 56:[Area5<0.721707046] yes=113,no=114,missing=113,gain=7.6989212,cover=15245
- 113:leaf=-0.00440345844,cover=0
- 114:leaf=-0.00215046178,cover=0
- 28:[Pol<50.1003532] yes=57,no=58,missing=58,gain=13.9502344,cover=456327
- 57:[Ecc<20.0856266] yes=115,no=116,missing=115,gain=17.275528,cover=325682
- 115:leaf=-0.000814725179,cover=0
- 116:leaf=9.76764641e-05,cover=0
- 58:[PialCurv5<0.0400940292] yes=117,no=118,missing=117,gain=51.1099396,cover=130645
- 117:leaf=0.00163534458,cover=0
- 118:leaf=-0.000355242257,cover=0
- 14:[Ecc<17.2700901] yes=29,no=30,missing=29,gain=6.27023888,cover=1806963
- 29:[Pol<163.830338] yes=59,no=60,missing=59,gain=11.3213787,cover=1116680
- 59:[PialArea5<0.795950115] yes=119,no=120,missing=119,gain=14.3302679,cover=975509
- 119:leaf=3.52330972e-05,cover=0
- 120:leaf=0.000451330765,cover=0
- 60:[Sulc0<0.0608992092] yes=121,no=122,missing=121,gain=8.86156082,cover=141171
- 121:leaf=-0.000223512252,cover=0
- 122:leaf=-0.00199950743,cover=0
- 30:[LGI5<2.93978119] yes=61,no=62,missing=62,gain=8.67723465,cover=690283
- 61:[Ecc<22.8050022] yes=123,no=124,missing=123,gain=7.74131203,cover=95117
- 123:leaf=0.000927705725,cover=0
- 124:leaf=-8.53002064e-07,cover=0
- 62:[Ecc<29.3556995] yes=125,no=126,missing=125,gain=10.4275284,cover=595166
- 125:leaf=-0.000346250396,cover=0
- 126:leaf=7.53954446e-05,cover=0
-booster[686]:
-0:[Curv5<-0.00141534733] yes=1,no=2,missing=2,gain=0.529139042,cover=5124388
- 1:[PialArea5<0.679818809] yes=3,no=4,missing=4,gain=3.79146385,cover=3108132
- 3:[Sulc0<-0.563680887] yes=7,no=8,missing=8,gain=3.74780536,cover=247287
- 7:[Area5<0.610838115] yes=15,no=16,missing=15,gain=5.46741533,cover=57348
- 15:[Ecc<11.5171156] yes=31,no=32,missing=31,gain=3.6594398,cover=45501
- 31:[Sulc0<-0.849334478] yes=63,no=64,missing=63,gain=2.8623991,cover=39746
- 63:leaf=0.000923103478,cover=0
- 64:leaf=-0.000137287847,cover=0
- 32:[PialCurv5<-0.129174799] yes=65,no=66,missing=65,gain=1.54796863,cover=5755
- 65:leaf=-0.000858430576,cover=0
- 66:leaf=-0.00289309956,cover=0
- 16:[Pol<134.081207] yes=33,no=34,missing=33,gain=4.73014545,cover=11847
- 33:[Ecc<0.999059319] yes=67,no=68,missing=68,gain=8.50581932,cover=7025
- 67:leaf=0.00362435961,cover=0
- 68:leaf=-0.000623153057,cover=0
- 34:[PialCurv5<-0.0905637741] yes=69,no=70,missing=70,gain=8.89195633,cover=4822
- 69:leaf=0.0055695367,cover=0
- 70:leaf=0.00089898397,cover=0
- 8:[Area5<0.559839368] yes=17,no=18,missing=18,gain=4.58241844,cover=189939
- 17:[Curv5<-0.0837168768] yes=35,no=36,missing=35,gain=6.57628727,cover=68321
- 35:[Ecc<21.7409172] yes=71,no=72,missing=71,gain=4.29547119,cover=43881
- 71:leaf=-0.000522880233,cover=0
- 72:leaf=0.00103852211,cover=0
- 36:[Pol<63.605114] yes=73,no=74,missing=73,gain=2.53300858,cover=24440
- 73:leaf=-0.000801010057,cover=0
- 74:leaf=0.000852485653,cover=0
- 18:[Ecc<0.783076942] yes=37,no=38,missing=37,gain=7.28985214,cover=121618
- 37:[LGI5<2.18291569] yes=75,no=76,missing=75,gain=5.31125164,cover=4930
- 75:leaf=-0.00886936858,cover=0
- 76:leaf=-0.00195974181,cover=0
- 38:[Pol<79.5617371] yes=77,no=78,missing=77,gain=4.73299837,cover=116688
- 77:leaf=0.00010022967,cover=0
- 78:leaf=-0.000610096031,cover=0
- 4:[PialCurv5<0.0262785293] yes=9,no=10,missing=9,gain=6.97525835,cover=2860845
- 9:[MidArea5<0.52745223] yes=19,no=20,missing=19,gain=4.20438671,cover=2779870
- 19:[MidArea5<0.515777051] yes=39,no=40,missing=39,gain=0.662151814,cover=1559
- 39:[PialArea5<0.702764034] yes=79,no=80,missing=80,gain=0.267299891,cover=585
- 79:leaf=0.00339523633,cover=0
- 80:leaf=0.00618022261,cover=0
- 40:[PialArea5<0.712173045] yes=81,no=82,missing=82,gain=0.786642075,cover=974
- 81:leaf=0.000929933973,cover=0
- 82:leaf=0.00415146211,cover=0
- 20:[Area5<0.640637577] yes=41,no=42,missing=41,gain=3.77723384,cover=2778311
- 41:[Curv5<-0.0816265643] yes=83,no=84,missing=83,gain=19.0574913,cover=1103173
- 83:leaf=-4.80075748e-08,cover=0
- 84:leaf=0.000775360677,cover=0
- 42:[Curv5<-0.102400392] yes=85,no=86,missing=85,gain=6.89999676,cover=1675138
- 85:leaf=1.31685001e-05,cover=0
- 86:leaf=-0.000201887829,cover=0
- 10:[Area5<0.607942343] yes=21,no=22,missing=21,gain=9.30236244,cover=80975
- 21:[Ecc<6.2938199] yes=43,no=44,missing=43,gain=5.38043976,cover=6834
- 43:[Pol<68.1421661] yes=87,no=88,missing=88,gain=5.09706831,cover=4672
- 87:leaf=-0.00445057079,cover=0
- 88:leaf=0.000315185665,cover=0
- 44:[LGI5<2.80243301] yes=89,no=90,missing=90,gain=4.56162167,cover=2162
- 89:leaf=-0.00565700326,cover=0
- 90:leaf=-0.00106346549,cover=0
- 22:[Sulc0<0.0530014001] yes=45,no=46,missing=46,gain=7.81842613,cover=74141
- 45:[Ecc<4.33753681] yes=91,no=92,missing=91,gain=11.233758,cover=50666
- 91:leaf=0.00130347151,cover=0
- 92:leaf=-0.00026444855,cover=0
- 46:[Curv5<-0.0553030409] yes=93,no=94,missing=93,gain=6.70018578,cover=23475
- 93:leaf=0.00404159492,cover=0
- 94:leaf=0.00110982498,cover=0
- 2:[PialCurv5<0.0262785293] yes=5,no=6,missing=5,gain=5.8192687,cover=2016256
- 5:[PialArea5<0.669517875] yes=11,no=12,missing=12,gain=11.5686817,cover=160262
- 11:[Ecc<1.73852015] yes=23,no=24,missing=23,gain=5.40235758,cover=67858
- 23:[Pol<78.8803177] yes=47,no=48,missing=47,gain=7.82426834,cover=12067
- 47:[Ecc<0.889730632] yes=95,no=96,missing=96,gain=5.63680077,cover=2132
- 95:leaf=0.000590948155,cover=0
- 96:leaf=-0.0045492514,cover=0
- 48:[Area5<0.640637577] yes=97,no=98,missing=97,gain=7.76910257,cover=9935
- 97:leaf=0.00031320806,cover=0
- 98:leaf=0.00322568649,cover=0
- 24:[Sulc0<-0.217071146] yes=49,no=50,missing=50,gain=6.98405409,cover=55791
- 49:[Area5<0.733255386] yes=99,no=100,missing=99,gain=5.13538933,cover=13193
- 99:leaf=-0.00175440998,cover=0
- 100:leaf=0.00134081009,cover=0
- 50:[Pol<82.2009888] yes=101,no=102,missing=101,gain=5.40931511,cover=42598
- 101:leaf=0.000741457508,cover=0
- 102:leaf=-0.000467957201,cover=0
- 12:[Sulc0<-0.173886195] yes=25,no=26,missing=26,gain=13.6487465,cover=92404
- 25:[Sulc0<-0.510775328] yes=51,no=52,missing=51,gain=5.23153782,cover=32213
- 51:[Area5<0.645846248] yes=103,no=104,missing=103,gain=4.46357965,cover=6042
- 103:leaf=-0.00424378971,cover=0
- 104:leaf=-0.000814387982,cover=0
- 52:[Pol<70.3717499] yes=105,no=106,missing=105,gain=3.9613862,cover=26171
- 105:leaf=0.00100749917,cover=0
- 106:leaf=-0.000291959703,cover=0
- 26:[Curv5<0.0146088367] yes=53,no=54,missing=54,gain=16.2812214,cover=60191
- 53:[PialCurv5<0.0044251224] yes=107,no=108,missing=107,gain=11.3352261,cover=34288
- 107:leaf=0.0016667489,cover=0
- 108:leaf=-0.000251034799,cover=0
- 54:[Pol<112.874634] yes=109,no=110,missing=109,gain=11.7013626,cover=25903
- 109:leaf=0.00280077057,cover=0
- 110:leaf=0.000531482219,cover=0
- 6:[PialArea5<0.636387587] yes=13,no=14,missing=13,gain=5.01713228,cover=1855994
- 13:[Area5<0.623097897] yes=27,no=28,missing=27,gain=6.88881159,cover=1348441
- 27:[Curv5<0.169394374] yes=55,no=56,missing=55,gain=6.03430319,cover=186990
- 55:[Ecc<3.60812569] yes=111,no=112,missing=111,gain=4.38764,cover=108290
- 111:leaf=-8.3782852e-06,cover=0
- 112:leaf=-0.000693890441,cover=0
- 56:[PialArea5<0.576038003] yes=113,no=114,missing=113,gain=2.39583182,cover=78700
- 113:leaf=8.41137153e-05,cover=0
- 114:leaf=0.00602626381,cover=0
- 28:[Curv5<0.0756113976] yes=57,no=58,missing=57,gain=8.55162239,cover=1161451
- 57:[PialCurv5<0.157381535] yes=115,no=116,missing=115,gain=7.42906857,cover=152789
- 115:leaf=0.000573128869,cover=0
- 116:leaf=-0.000469347433,cover=0
- 58:[Sulc0<0.41245693] yes=117,no=118,missing=117,gain=5.64519167,cover=1008662
- 117:leaf=0.000198157271,cover=0
- 118:leaf=-4.93787047e-05,cover=0
- 14:[Pol<86.0952454] yes=29,no=30,missing=29,gain=7.46706581,cover=507553
- 29:[Sulc0<0.0372688323] yes=59,no=60,missing=59,gain=37.0855637,cover=220498
- 59:[Ecc<17.0169544] yes=119,no=120,missing=120,gain=10.0720854,cover=75272
- 119:leaf=0.000800191541,cover=0
- 120:leaf=-0.000757068803,cover=0
- 60:[Ecc<14.0810061] yes=121,no=122,missing=122,gain=29.4440155,cover=145226
- 121:leaf=-0.00183980621,cover=0
- 122:leaf=-0.00032535565,cover=0
- 30:[Ecc<25.981123] yes=61,no=62,missing=61,gain=9.02328014,cover=287055
- 61:[Ecc<15.3430929] yes=123,no=124,missing=123,gain=18.7117519,cover=258623
- 123:leaf=0.000127136169,cover=0
- 124:leaf=-0.00101083517,cover=0
- 62:[Pol<111.846848] yes=125,no=126,missing=126,gain=13.0571251,cover=28432
- 125:leaf=-0.00165007904,cover=0
- 126:leaf=0.00132925052,cover=0
-booster[687]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=1,gain=0.565880299,cover=5124388
- 1:[Pol<148.336472] yes=3,no=4,missing=4,gain=2.37457538,cover=483456
- 3:[Curv5<-0.0133169871] yes=7,no=8,missing=7,gain=3.20126033,cover=366875
- 7:[PialCurv5<-0.0114707183] yes=15,no=16,missing=15,gain=5.24270868,cover=306605
- 15:[Curv5<-0.0881721899] yes=31,no=32,missing=32,gain=5.88217783,cover=286264
- 31:[Sulc0<-0.528458416] yes=63,no=64,missing=63,gain=7.16111326,cover=253221
- 63:leaf=2.96674079e-06,cover=0
- 64:leaf=-0.000920689839,cover=0
- 32:[PialCurv5<-0.0363363102] yes=65,no=66,missing=65,gain=6.28395176,cover=33043
- 65:leaf=0.00118030584,cover=0
- 66:leaf=-0.000232803286,cover=0
- 16:[Pol<93.9093552] yes=33,no=34,missing=33,gain=7.43280125,cover=20341
- 33:[PialArea5<0.511941612] yes=67,no=68,missing=67,gain=4.45995998,cover=10896
- 67:leaf=-0.00817450788,cover=0
- 68:leaf=0.000184028569,cover=0
- 34:[Ecc<0.353712648] yes=69,no=70,missing=69,gain=2.04772663,cover=9445
- 69:leaf=0.000206190118,cover=0
- 70:leaf=-0.00211931462,cover=0
- 8:[Pol<71.8249207] yes=17,no=18,missing=18,gain=6.05704212,cover=60270
- 17:[PialArea5<1.10654831] yes=35,no=36,missing=36,gain=5.2299881,cover=14301
- 35:[Area5<0.814937592] yes=71,no=72,missing=71,gain=3.62541986,cover=14132
- 71:leaf=-0.000541579677,cover=0
- 72:leaf=-0.00610660249,cover=0
- 36:[PialCurv5<0.01500447] yes=73,no=74,missing=73,gain=6.6911025,cover=169
- 73:leaf=0.0231072269,cover=0
- 74:leaf=0.00156453066,cover=0
- 18:[PialCurv5<0.0495097227] yes=37,no=38,missing=37,gain=8.87240219,cover=45969
- 37:[Sulc0<-0.173886195] yes=75,no=76,missing=75,gain=8.97374249,cover=14120
- 75:leaf=0.00213959347,cover=0
- 76:leaf=-0.00169348251,cover=0
- 38:[LGI5<2.18291569] yes=77,no=78,missing=77,gain=5.87869072,cover=31849
- 77:leaf=-0.00315450877,cover=0
- 78:leaf=0.000300310989,cover=0
- 4:[Area5<0.616426587] yes=9,no=10,missing=10,gain=3.02173066,cover=116581
- 9:[PialArea5<0.869586051] yes=19,no=20,missing=19,gain=2.78442836,cover=63806
- 19:[Sulc0<-0.325671464] yes=39,no=40,missing=39,gain=1.87521124,cover=48817
- 39:[PialArea5<0.498393416] yes=79,no=80,missing=79,gain=1.78032494,cover=41703
- 79:leaf=-0.00124192121,cover=0
- 80:leaf=-0.000210834944,cover=0
- 40:[LGI5<2.21018219] yes=81,no=82,missing=81,gain=2.35610271,cover=7114
- 81:leaf=-0.00308221136,cover=0
- 82:leaf=0.000778469548,cover=0
- 20:[LGI5<2.39356947] yes=41,no=42,missing=41,gain=2.55268693,cover=14989
- 41:[Sulc0<-1.08640325] yes=83,no=84,missing=83,gain=2.35220528,cover=7755
- 83:leaf=-0.00339284143,cover=0
- 84:leaf=0.000176131391,cover=0
- 42:[PialCurv5<-0.161598593] yes=85,no=86,missing=85,gain=2.0174222,cover=7234
- 85:leaf=-0.00368506648,cover=0
- 86:leaf=0.00139600632,cover=0
- 10:[Curv5<-0.172863677] yes=21,no=22,missing=22,gain=3.52932024,cover=52775
- 21:[PialCurv5<-0.103163145] yes=43,no=44,missing=43,gain=5.62261057,cover=3944
- 43:[MidArea5<0.996604145] yes=87,no=88,missing=87,gain=3.04739141,cover=2824
- 87:leaf=0.000204449359,cover=0
- 88:leaf=-0.00586097222,cover=0
- 44:[PialArea5<0.931472182] yes=89,no=90,missing=89,gain=2.45810843,cover=1120
- 89:leaf=0.00921103358,cover=0
- 90:leaf=0.00286873407,cover=0
- 22:[PialCurv5<-0.0839454681] yes=45,no=46,missing=45,gain=8.24297523,cover=48831
- 45:[Ecc<0.513775289] yes=91,no=92,missing=92,gain=6.8852663,cover=4650
- 91:leaf=0.000422355224,cover=0
- 92:leaf=-0.00385226938,cover=0
- 46:[Curv5<-0.121808149] yes=93,no=94,missing=93,gain=5.50051975,cover=44181
- 93:leaf=0.00190473476,cover=0
- 94:leaf=-0.000566478411,cover=0
- 2:[LGI5<2.28518939] yes=5,no=6,missing=5,gain=1.16036487,cover=4640932
- 5:[Pol<77.5287857] yes=11,no=12,missing=12,gain=2.72440672,cover=175741
- 11:[Ecc<2.54464626] yes=23,no=24,missing=23,gain=2.90248156,cover=44699
- 23:[LGI5<2.16230083] yes=47,no=48,missing=47,gain=2.11650038,cover=22669
- 47:[Sulc0<-1.10615158] yes=95,no=96,missing=95,gain=2.29953551,cover=3511
- 95:leaf=-0.00143077632,cover=0
- 96:leaf=0.00191468745,cover=0
- 48:[MidArea5<0.578370392] yes=97,no=98,missing=97,gain=2.31957078,cover=19158
- 97:leaf=-0.00241073756,cover=0
- 98:leaf=0.000111002104,cover=0
- 24:[Curv5<-0.138079464] yes=49,no=50,missing=49,gain=3.79905319,cover=22030
- 49:[Pol<65.8802414] yes=99,no=100,missing=99,gain=3.39359426,cover=13802
- 99:leaf=-0.000467301434,cover=0
- 100:leaf=0.00160024071,cover=0
- 50:[MidArea5<0.85417223] yes=101,no=102,missing=102,gain=3.62785292,cover=8228
- 101:leaf=-0.000777416572,cover=0
- 102:leaf=-0.00306874258,cover=0
- 12:[MidArea5<0.741105855] yes=25,no=26,missing=25,gain=4.17072678,cover=131042
- 25:[Area5<0.740087628] yes=51,no=52,missing=52,gain=2.81307697,cover=95508
- 51:[Pol<98.4687576] yes=103,no=104,missing=103,gain=3.32011271,cover=89251
- 103:leaf=0.000686530082,cover=0
- 104:leaf=-2.59438912e-05,cover=0
- 52:[Sulc0<-0.298712492] yes=105,no=106,missing=105,gain=6.11342716,cover=6257
- 105:leaf=-0.00649875263,cover=0
- 106:leaf=-0.000510195096,cover=0
- 26:[Ecc<3.73767829] yes=53,no=54,missing=53,gain=4.21571255,cover=35534
- 53:[LGI5<2.26652193] yes=107,no=108,missing=107,gain=5.96539688,cover=19783
- 107:leaf=0.000729202933,cover=0
- 108:leaf=0.00281420327,cover=0
- 54:[Sulc0<-0.389213681] yes=109,no=110,missing=109,gain=5.31386089,cover=15751
- 109:leaf=-0.000596657919,cover=0
- 110:leaf=0.00131166179,cover=0
- 6:[Sulc0<-1.01050735] yes=13,no=14,missing=13,gain=0.786753476,cover=4465191
- 13:[PialCurv5<-0.0758950338] yes=27,no=28,missing=28,gain=3.8582685,cover=153578
- 27:[Ecc<2.54464626] yes=55,no=56,missing=55,gain=2.09309697,cover=151499
- 55:[Pol<74.0505524] yes=111,no=112,missing=111,gain=4.5630002,cover=31630
- 111:leaf=-0.00087138958,cover=0
- 112:leaf=0.000399049371,cover=0
- 56:[Pol<41.8258972] yes=113,no=114,missing=113,gain=2.49449706,cover=119869
- 113:leaf=0.000208028927,cover=0
- 114:leaf=-0.000254140643,cover=0
- 28:[Ecc<9.88196182] yes=57,no=58,missing=57,gain=3.26837921,cover=2079
- 57:[PialArea5<0.859420419] yes=115,no=116,missing=116,gain=3.55153799,cover=1871
- 115:leaf=0.0030009232,cover=0
- 116:leaf=-0.00371212559,cover=0
- 58:[Area5<0.659308732] yes=117,no=118,missing=117,gain=1.578462,cover=208
- 117:leaf=-0.00514988089,cover=0
- 118:leaf=0.0058048903,cover=0
- 14:[Area5<0.433531314] yes=29,no=30,missing=29,gain=0.917496383,cover=4311613
- 29:[LGI5<3.50441384] yes=59,no=60,missing=60,gain=1.09962583,cover=40942
- 59:[Ecc<2.73602629] yes=119,no=120,missing=119,gain=1.10115361,cover=39971
- 119:leaf=0.000618501217,cover=0
- 120:leaf=3.51409508e-05,cover=0
- 60:[LGI5<3.78836131] yes=121,no=122,missing=121,gain=1.44722176,cover=971
- 121:leaf=0.00345742516,cover=0
- 122:leaf=-0.000489759143,cover=0
- 30:[PialArea5<0.839144647] yes=61,no=62,missing=61,gain=0.806005895,cover=4270671
- 61:[Pol<170.749283] yes=123,no=124,missing=123,gain=3.60987258,cover=2530628
- 123:leaf=-2.77865074e-05,cover=0
- 124:leaf=0.000284253678,cover=0
- 62:[Pol<118.191307] yes=125,no=126,missing=125,gain=4.88390923,cover=1740043
- 125:leaf=0.000104712635,cover=0
- 126:leaf=-6.3529762e-05,cover=0
-booster[688]:
-0:[PialArea5<0.511941612] yes=1,no=2,missing=2,gain=0.547953844,cover=5124388
- 1:[PialCurv5<0.0193316489] yes=3,no=4,missing=4,gain=3.18429828,cover=949259
- 3:[Sulc0<0.0850813463] yes=7,no=8,missing=7,gain=4.07338524,cover=36260
- 7:[Area5<0.742118597] yes=15,no=16,missing=15,gain=3.31211996,cover=23130
- 15:[LGI5<2.22170687] yes=31,no=32,missing=32,gain=3.96403146,cover=22677
- 31:[LGI5<2.16230083] yes=63,no=64,missing=64,gain=7.07466793,cover=1522
- 63:leaf=-0.0010780273,cover=0
- 64:leaf=0.00573653309,cover=0
- 32:[LGI5<2.2730217] yes=65,no=66,missing=65,gain=3.81228471,cover=21155
- 65:leaf=-0.00296752807,cover=0
- 66:leaf=-0.000119812925,cover=0
- 16:[LGI5<2.31192279] yes=33,no=34,missing=34,gain=9.09733391,cover=453
- 33:[Ecc<0.999059319] yes=67,no=68,missing=67,gain=3.53736067,cover=78
- 67:leaf=-0.0247650724,cover=0
- 68:leaf=-0.00289504719,cover=0
- 34:[LGI5<2.3349762] yes=69,no=70,missing=70,gain=2.83359241,cover=375
- 69:leaf=0.0214655455,cover=0
- 70:leaf=0.00606781384,cover=0
- 8:[Sulc0<0.528918922] yes=17,no=18,missing=17,gain=5.3692894,cover=13130
- 17:[Area5<0.683164001] yes=35,no=36,missing=36,gain=5.35503674,cover=10024
- 35:[Ecc<35.8605728] yes=71,no=72,missing=71,gain=2.85810852,cover=8152
- 71:leaf=-0.00140002661,cover=0
- 72:leaf=0.00219670008,cover=0
- 36:[Curv5<0.0615303926] yes=73,no=74,missing=73,gain=5.31863689,cover=1872
- 73:leaf=-0.00684933877,cover=0
- 74:leaf=-0.00151601492,cover=0
- 18:[Ecc<15.7955055] yes=37,no=38,missing=37,gain=3.00396967,cover=3106
- 37:[MidArea5<0.540548742] yes=75,no=76,missing=76,gain=5.5309701,cover=1246
- 75:leaf=0.000493463769,cover=0
- 76:leaf=0.00788583979,cover=0
- 38:[LGI5<3.38720298] yes=77,no=78,missing=77,gain=5.32485008,cover=1860
- 77:leaf=-0.00247617275,cover=0
- 78:leaf=0.0031951901,cover=0
- 4:[Pol<53.6550331] yes=9,no=10,missing=9,gain=3.6675458,cover=912999
- 9:[LGI5<3.26095963] yes=19,no=20,missing=19,gain=6.43252897,cover=12751
- 19:[Curv5<-0.0273730159] yes=39,no=40,missing=40,gain=2.3759079,cover=8659
- 39:[Area5<0.509397149] yes=79,no=80,missing=79,gain=1.08031106,cover=101
- 79:leaf=-0.0186316948,cover=0
- 80:leaf=-0.00501073105,cover=0
- 40:[PialCurv5<0.0720715299] yes=81,no=82,missing=81,gain=2.17236924,cover=8558
- 81:leaf=0.00256443769,cover=0
- 82:leaf=-5.69740841e-05,cover=0
- 20:[PialCurv5<0.154069737] yes=41,no=42,missing=41,gain=5.56785583,cover=4092
- 41:[LGI5<3.84897733] yes=83,no=84,missing=83,gain=7.67449093,cover=1524
- 83:leaf=0.00628788257,cover=0
- 84:leaf=-0.00427090609,cover=0
- 42:[Pol<26.4235344] yes=85,no=86,missing=85,gain=3.18110967,cover=2568
- 85:leaf=-0.00257924572,cover=0
- 86:leaf=0.00194572192,cover=0
- 10:[Ecc<0.45941934] yes=21,no=22,missing=21,gain=3.13668847,cover=900248
- 21:[LGI5<2.35279679] yes=43,no=44,missing=43,gain=6.19559097,cover=8880
- 43:[Curv5<0.0974604636] yes=87,no=88,missing=87,gain=2.55945206,cover=3950
- 87:leaf=0.00424069026,cover=0
- 88:leaf=0.00154508976,cover=0
- 44:[Pol<133.406311] yes=89,no=90,missing=89,gain=4.0726161,cover=4930
- 89:leaf=0.00294883666,cover=0
- 90:leaf=-0.000860781583,cover=0
- 22:[Pol<110.287491] yes=45,no=46,missing=45,gain=2.26295924,cover=891368
- 45:[Pol<85.4004211] yes=91,no=92,missing=91,gain=3.67121148,cover=668430
- 91:leaf=0.000201026123,cover=0
- 92:leaf=-7.83563373e-05,cover=0
- 46:[Ecc<0.943656743] yes=93,no=94,missing=94,gain=4.08352089,cover=222938
- 93:leaf=-0.000794448366,cover=0
- 94:leaf=0.000216762302,cover=0
- 2:[Sulc0<0.966456771] yes=5,no=6,missing=5,gain=1.94310188,cover=4175129
- 5:[Curv5<0.0896491781] yes=11,no=12,missing=12,gain=2.3657856,cover=4163964
- 11:[MidArea5<0.612316132] yes=23,no=24,missing=23,gain=1.49244082,cover=3846502
- 23:[PialCurv5<0.116372027] yes=47,no=48,missing=47,gain=5.64850426,cover=279826
- 47:[Sulc0<-0.047846999] yes=95,no=96,missing=95,gain=2.58503437,cover=259089
- 95:leaf=-0.000128226719,cover=0
- 96:leaf=0.00025834929,cover=0
- 48:[Ecc<6.16403294] yes=97,no=98,missing=98,gain=5.77295971,cover=20737
- 97:leaf=0.000125930688,cover=0
- 98:leaf=-0.00157968816,cover=0
- 24:[PialArea5<0.601145923] yes=49,no=50,missing=49,gain=5.57630396,cover=3566676
- 49:[Ecc<37.2796402] yes=99,no=100,missing=99,gain=8.8735714,cover=100482
- 99:leaf=0.000511522114,cover=0
- 100:leaf=-0.00126614037,cover=0
- 50:[Curv5<0.0473068655] yes=101,no=102,missing=101,gain=2.52979612,cover=3466194
- 101:leaf=1.11669187e-05,cover=0
- 102:leaf=-0.000154999681,cover=0
- 12:[Area5<0.582201123] yes=25,no=26,missing=26,gain=4.13893604,cover=317462
- 25:[Pol<40.9012032] yes=51,no=52,missing=51,gain=2.78869033,cover=2467
- 51:[Pol<17.1471634] yes=103,no=104,missing=103,gain=0.575552464,cover=119
- 103:leaf=-0.0106427381,cover=0
- 104:leaf=-0.00313485577,cover=0
- 52:[PialArea5<0.576038003] yes=105,no=106,missing=105,gain=2.51290989,cover=2348
- 105:leaf=0.00124621659,cover=0
- 106:leaf=0.00487257168,cover=0
- 26:[Area5<0.894858658] yes=53,no=54,missing=53,gain=3.11669016,cover=314995
- 53:[PialCurv5<-0.062031392] yes=107,no=108,missing=108,gain=3.53259325,cover=307793
- 107:leaf=0.00869750883,cover=0
- 108:leaf=-0.000184018383,cover=0
- 54:[LGI5<3.74316525] yes=109,no=110,missing=109,gain=3.38091636,cover=7202
- 109:leaf=0.000723838049,cover=0
- 110:leaf=0.00883076247,cover=0
- 6:[Pol<103.851685] yes=13,no=14,missing=13,gain=4.81087637,cover=11165
- 13:[MidArea5<0.588423193] yes=27,no=28,missing=28,gain=3.92136645,cover=8709
- 27:[Curv5<0.113010712] yes=55,no=56,missing=55,gain=3.81480026,cover=136
- 55:[PialCurv5<0.0720715299] yes=111,no=112,missing=111,gain=1.57196856,cover=120
- 111:leaf=-0.0172262881,cover=0
- 112:leaf=-0.00568551617,cover=0
- 56:[LGI5<2.93978119] yes=113,no=114,missing=114,gain=0.509056687,cover=16
- 113:leaf=0.0245297272,cover=0
- 114:leaf=0.00606545759,cover=0
- 28:[Ecc<11.6821251] yes=57,no=58,missing=58,gain=3.4121244,cover=8573
- 57:[LGI5<3.03694534] yes=115,no=116,missing=115,gain=2.11040902,cover=180
- 115:leaf=0.000998344389,cover=0
- 116:leaf=-0.0104082515,cover=0
- 58:[PialCurv5<0.189327508] yes=117,no=118,missing=117,gain=2.16522813,cover=8393
- 117:leaf=0.00130934292,cover=0
- 118:leaf=-0.000313809753,cover=0
- 14:[PialArea5<0.588969886] yes=29,no=30,missing=29,gain=2.70923328,cover=2456
- 29:[LGI5<3.23945832] yes=59,no=60,missing=59,gain=1.28133178,cover=1827
- 59:[Curv5<0.124281213] yes=119,no=120,missing=119,gain=1.5416888,cover=752
- 119:leaf=-0.00136878795,cover=0
- 120:leaf=0.00366026955,cover=0
- 60:[PialCurv5<0.250690639] yes=121,no=122,missing=121,gain=1.42019439,cover=1075
- 121:leaf=0.00393835688,cover=0
- 122:leaf=-7.66785706e-06,cover=0
- 30:[LGI5<3.74316525] yes=61,no=62,missing=62,gain=2.04572487,cover=629
- 61:[PialCurv5<0.171042696] yes=123,no=124,missing=124,gain=1.36729622,cover=586
- 123:leaf=0.00834661908,cover=0
- 124:leaf=0.00346267107,cover=0
- 62:[Area5<0.924216449] yes=125,no=126,missing=126,gain=0.564264536,cover=43
- 125:leaf=0.000389565044,cover=0
- 126:leaf=-0.0109302467,cover=0
-booster[689]:
-0:[PialArea5<0.355263293] yes=1,no=2,missing=2,gain=0.543720722,cover=5124388
- 1:[Ecc<1.62447274] yes=3,no=4,missing=3,gain=1.07939553,cover=262995
- 3:[LGI5<2.13090348] yes=7,no=8,missing=7,gain=2.2069943,cover=7772
- 7:[MidArea5<0.421422303] yes=15,no=16,missing=16,gain=0.542705536,cover=200
- 15:[Curv5<0.149355054] yes=31,no=32,missing=31,gain=0.191322818,cover=53
- 31:[Pol<174.523148] yes=63,no=64,missing=63,gain=0.0312951654,cover=9
- 63:leaf=-0.00848990679,cover=0
- 64:leaf=0.000427776569,cover=0
- 32:[Sulc0<-0.258417875] yes=65,no=66,missing=65,gain=0.0461850278,cover=44
- 65:leaf=-0.000569460623,cover=0
- 66:leaf=0.00384154986,cover=0
- 16:[PialCurv5<0.054317683] yes=33,no=34,missing=33,gain=0.626311779,cover=147
- 33:[Curv5<0.067619428] yes=67,no=68,missing=67,gain=0.437324047,cover=13
- 67:leaf=-0.0076567824,cover=0
- 68:leaf=0.00983889773,cover=0
- 34:[Curv5<0.0896491781] yes=69,no=70,missing=69,gain=0.552167177,cover=134
- 69:leaf=-0.0162862968,cover=0
- 70:leaf=-0.00687432429,cover=0
- 8:[MidArea5<0.498434067] yes=17,no=18,missing=17,gain=1.79824567,cover=7572
- 17:[LGI5<2.71502113] yes=35,no=36,missing=35,gain=1.51821971,cover=6898
- 35:[LGI5<2.63733578] yes=71,no=72,missing=72,gain=1.9348706,cover=6820
- 71:leaf=-0.00019550242,cover=0
- 72:leaf=0.00489598373,cover=0
- 36:[Ecc<1.3629595] yes=73,no=74,missing=73,gain=0.658703804,cover=78
- 73:leaf=-0.00950518996,cover=0
- 74:leaf=0.00131285971,cover=0
- 18:[Pol<146.864227] yes=37,no=38,missing=38,gain=2.27620912,cover=674
- 37:[PialCurv5<0.0959877223] yes=75,no=76,missing=75,gain=2.55977559,cover=366
- 75:leaf=0.00716172671,cover=0
- 76:leaf=-0.00254006987,cover=0
- 38:[PialCurv5<0.285888344] yes=77,no=78,missing=77,gain=1.42687178,cover=308
- 77:leaf=-0.00761234015,cover=0
- 78:leaf=0.00112943572,cover=0
- 4:[Sulc0<-0.0172607526] yes=9,no=10,missing=9,gain=1.70038724,cover=255223
- 9:[PialCurv5<0.0495097227] yes=19,no=20,missing=19,gain=1.90538406,cover=3068
- 19:[Curv5<0.0365542509] yes=39,no=40,missing=40,gain=1.22764432,cover=683
- 39:[Area5<0.476400614] yes=79,no=80,missing=79,gain=1.19447553,cover=357
- 79:leaf=-0.000629327435,cover=0
- 80:leaf=0.00621259911,cover=0
- 40:[Curv5<0.149355054] yes=81,no=82,missing=81,gain=1.10052705,cover=326
- 81:leaf=-0.00509888958,cover=0
- 82:leaf=0.00133951835,cover=0
- 20:[Area5<0.542713821] yes=41,no=42,missing=41,gain=1.7487433,cover=2385
- 41:[Curv5<0.164550796] yes=83,no=84,missing=84,gain=2.05277991,cover=468
- 83:leaf=0.00433919113,cover=0
- 84:leaf=-0.00293250545,cover=0
- 42:[LGI5<3.37729335] yes=85,no=86,missing=86,gain=1.16919518,cover=1917
- 85:leaf=0.00281727384,cover=0
- 86:leaf=-0.00417064643,cover=0
- 10:[LGI5<2.18291569] yes=21,no=22,missing=22,gain=1.13097382,cover=252155
- 21:[PialCurv5<0.260145098] yes=43,no=44,missing=44,gain=1.32288051,cover=1351
- 43:[Ecc<6.92728615] yes=87,no=88,missing=87,gain=1.02351046,cover=307
- 87:leaf=0.00588651793,cover=0
- 88:leaf=-0.00116119883,cover=0
- 44:[Pol<101.159882] yes=89,no=90,missing=90,gain=0.801931441,cover=1044
- 89:leaf=0.00226455298,cover=0
- 90:leaf=-0.000533544342,cover=0
- 22:[LGI5<2.3969903] yes=45,no=46,missing=45,gain=1.08015752,cover=250804
- 45:[Ecc<8.48579407] yes=91,no=92,missing=92,gain=1.90983057,cover=23582
- 91:leaf=-0.000170613159,cover=0
- 92:leaf=-0.00261668325,cover=0
- 46:[LGI5<2.43374896] yes=93,no=94,missing=94,gain=2.15117669,cover=227222
- 93:leaf=0.000867623312,cover=0
- 94:leaf=6.83182516e-05,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=6,gain=0.766483068,cover=4861393
- 5:[PialCurv5<0.45140323] yes=11,no=12,missing=12,gain=1.2680918,cover=4810650
- 11:[PialCurv5<0.343960524] yes=23,no=24,missing=23,gain=0.722190022,cover=4804602
- 23:[Sulc0<1.25822949] yes=47,no=48,missing=47,gain=1.65526545,cover=4729506
- 47:[Curv5<0.171955615] yes=95,no=96,missing=95,gain=1.58699,cover=4723452
- 95:leaf=-5.1439356e-06,cover=0
- 96:leaf=0.000215872758,cover=0
- 48:[Ecc<24.3269672] yes=97,no=98,missing=97,gain=2.26795411,cover=6054
- 97:leaf=-0.00296208542,cover=0
- 98:leaf=0.00107301155,cover=0
- 24:[PialArea5<0.507580996] yes=49,no=50,missing=49,gain=2.00566196,cover=75096
- 49:[Sulc0<0.134837523] yes=99,no=100,missing=99,gain=2.85867286,cover=65566
- 99:leaf=0.00112841371,cover=0
- 100:leaf=-0.000333797041,cover=0
- 50:[Curv5<0.157731384] yes=101,no=102,missing=101,gain=3.88168478,cover=9530
- 101:leaf=0.00169409008,cover=0
- 102:leaf=-0.000346826826,cover=0
- 12:[Pol<170.080093] yes=25,no=26,missing=26,gain=1.20422745,cover=6048
- 25:[PialArea5<0.409017563] yes=51,no=52,missing=51,gain=1.0543859,cover=5889
- 51:[Pol<162.313202] yes=103,no=104,missing=104,gain=1.62805223,cover=3062
- 103:leaf=-8.85933623e-05,cover=0
- 104:leaf=0.0259822011,cover=0
- 52:[Pol<108.184875] yes=105,no=106,missing=105,gain=0.953198195,cover=2827
- 105:leaf=0.00204589218,cover=0
- 106:leaf=0.000169373234,cover=0
- 26:[LGI5<2.88525915] yes=53,no=54,missing=53,gain=1.4506501,cover=159
- 53:[LGI5<2.69470191] yes=107,no=108,missing=108,gain=0.673743486,cover=53
- 107:leaf=0.00601831637,cover=0
- 108:leaf=0.0175346415,cover=0
- 54:[Area5<0.733255386] yes=109,no=110,missing=109,gain=0.921310008,cover=106
- 109:leaf=0.0043065995,cover=0
- 110:leaf=-0.00623717485,cover=0
- 6:[Sulc0<0.383163035] yes=13,no=14,missing=13,gain=1.27103829,cover=50743
- 13:[Ecc<15.3430929] yes=27,no=28,missing=27,gain=1.30192792,cover=29545
- 27:[PialArea5<0.613238215] yes=55,no=56,missing=55,gain=1.17208624,cover=29174
- 55:[Pol<121.948479] yes=111,no=112,missing=111,gain=0.851358175,cover=28785
- 111:leaf=-0.00065788225,cover=0
- 112:leaf=-5.96393729e-05,cover=0
- 56:[Ecc<8.23836613] yes=113,no=114,missing=114,gain=0.581540167,cover=389
- 113:leaf=0.00163664471,cover=0
- 114:leaf=0.00815802719,cover=0
- 28:[MidArea5<0.576365113] yes=57,no=58,missing=57,gain=1.43633831,cover=371
- 57:[Ecc<22.0897732] yes=115,no=116,missing=116,gain=0.695572138,cover=310
- 115:leaf=0.00295017916,cover=0
- 116:leaf=-0.00193659437,cover=0
- 58:[Pol<82.8478928] yes=117,no=118,missing=117,gain=0.62684083,cover=61
- 117:leaf=0.0140626552,cover=0
- 118:leaf=0.00377776916,cover=0
- 14:[PialCurv5<0.409174502] yes=29,no=30,missing=29,gain=1.65211916,cover=21198
- 29:[PialArea5<0.516320646] yes=59,no=60,missing=60,gain=0.729905009,cover=15039
- 59:[MidArea5<0.610527694] yes=119,no=120,missing=120,gain=1.04614568,cover=14607
- 119:leaf=0.000414209178,cover=0
- 120:leaf=-0.00159569085,cover=0
- 60:[PialCurv5<0.343960524] yes=121,no=122,missing=121,gain=2.06253552,cover=432
- 121:leaf=0.00419949973,cover=0
- 122:leaf=-0.00420553749,cover=0
- 30:[Ecc<6.52965975] yes=61,no=62,missing=62,gain=1.64323425,cover=6159
- 61:[Ecc<2.3695333] yes=123,no=124,missing=124,gain=1.04484022,cover=2708
- 123:leaf=0.00472197914,cover=0
- 124:leaf=0.000110929243,cover=0
- 62:[LGI5<2.80803919] yes=125,no=126,missing=125,gain=2.20384622,cover=3451
- 125:leaf=-0.00303111225,cover=0
- 126:leaf=-0.000384608022,cover=0
-booster[690]:
-0:[PialArea5<0.413606972] yes=1,no=2,missing=1,gain=0.507839799,cover=5124388
- 1:[Curv5<0.0615303926] yes=3,no=4,missing=4,gain=1.37075865,cover=503473
- 3:[MidArea5<0.545424342] yes=7,no=8,missing=7,gain=7.67530298,cover=12885
- 7:[Area5<0.548651993] yes=15,no=16,missing=15,gain=2.29891229,cover=12217
- 15:[PialCurv5<0.0720715299] yes=31,no=32,missing=31,gain=1.90895045,cover=4065
- 31:[Ecc<8.6295805] yes=63,no=64,missing=63,gain=1.21105897,cover=3129
- 63:leaf=0.00133703172,cover=0
- 64:leaf=-0.000649865367,cover=0
- 32:[PialArea5<0.301675379] yes=65,no=66,missing=65,gain=1.24221873,cover=936
- 65:leaf=-0.00200719433,cover=0
- 66:leaf=0.00346664828,cover=0
- 16:[Ecc<21.0377083] yes=33,no=34,missing=33,gain=2.42121625,cover=8152
- 33:[LGI5<3.34776258] yes=67,no=68,missing=67,gain=3.63188219,cover=6433
- 67:leaf=-0.000668356253,cover=0
- 68:leaf=-0.00433464628,cover=0
- 34:[LGI5<3.74316525] yes=69,no=70,missing=70,gain=2.4361062,cover=1719
- 69:leaf=0.000566504255,cover=0
- 70:leaf=0.00906201638,cover=0
- 8:[LGI5<2.30690479] yes=17,no=18,missing=17,gain=2.32246971,cover=668
- 17:[Sulc0<0.143142253] yes=35,no=36,missing=35,gain=0.466146469,cover=34
- 35:[Curv5<0.0595101416] yes=71,no=72,missing=71,gain=0.48195076,cover=30
- 71:leaf=-0.0223589148,cover=0
- 72:leaf=-0.000946182001,cover=0
- 36:[Ecc<1.46579576] yes=73,no=74,missing=73,gain=0.00219726423,cover=4
- 73:leaf=0.000194597247,cover=0
- 74:leaf=-0.0022491992,cover=0
- 18:[Area5<0.833255887] yes=37,no=38,missing=38,gain=1.67351961,cover=634
- 37:[Pol<121.948479] yes=75,no=76,missing=75,gain=1.33354664,cover=621
- 75:leaf=-0.00528832246,cover=0
- 76:leaf=0.00295923627,cover=0
- 38:[Ecc<20.0856266] yes=77,no=78,missing=77,gain=0.107206821,cover=13
- 77:leaf=-0.027139185,cover=0
- 78:leaf=-0.0132095367,cover=0
- 4:[Curv5<0.118689038] yes=9,no=10,missing=9,gain=2.48831606,cover=490588
- 9:[PialCurv5<0.24610664] yes=19,no=20,missing=19,gain=3.87790203,cover=54757
- 19:[Sulc0<0.540103436] yes=39,no=40,missing=40,gain=5.25829506,cover=45053
- 39:[Ecc<7.69572639] yes=79,no=80,missing=79,gain=4.60756779,cover=18011
- 79:leaf=0.000715693226,cover=0
- 80:leaf=-0.000883673492,cover=0
- 40:[Pol<68.895668] yes=81,no=82,missing=81,gain=4.76392651,cover=27042
- 81:leaf=0.00441754796,cover=0
- 82:leaf=0.000885381771,cover=0
- 20:[LGI5<3.51961541] yes=41,no=42,missing=42,gain=2.82865167,cover=9704
- 41:[Area5<0.653711498] yes=83,no=84,missing=83,gain=2.28670478,cover=8945
- 83:leaf=-0.00193943363,cover=0
- 84:leaf=-0.000227009878,cover=0
- 42:[MidArea5<0.480047464] yes=85,no=86,missing=85,gain=0.62965107,cover=759
- 85:leaf=0.00569516001,cover=0
- 86:leaf=0.00176803698,cover=0
- 10:[Ecc<13.8847265] yes=21,no=22,missing=21,gain=1.52185214,cover=435831
- 21:[Sulc0<0.812575758] yes=43,no=44,missing=44,gain=4.05228519,cover=283297
- 43:[Area5<0.665633082] yes=87,no=88,missing=87,gain=3.7446537,cover=224197
- 87:leaf=5.49303013e-06,cover=0
- 88:leaf=0.000417108182,cover=0
- 44:[PialCurv5<0.128475845] yes=89,no=90,missing=90,gain=4.54987431,cover=59100
- 89:leaf=0.00367459469,cover=0
- 90:leaf=-0.000327290531,cover=0
- 22:[Pol<127.133438] yes=45,no=46,missing=46,gain=5.34333086,cover=152534
- 45:[Sulc0<0.795422614] yes=91,no=92,missing=92,gain=7.34744644,cover=147407
- 91:leaf=-0.000717434508,cover=0
- 92:leaf=6.27163754e-05,cover=0
- 46:[Sulc0<0.383163035] yes=93,no=94,missing=93,gain=3.89395905,cover=5127
- 93:leaf=0.00466644345,cover=0
- 94:leaf=0.00088434288,cover=0
- 2:[Curv5<0.0935273841] yes=5,no=6,missing=5,gain=0.971309781,cover=4620915
- 5:[Sulc0<0.717745602] yes=11,no=12,missing=11,gain=2.07083082,cover=3984949
- 11:[LGI5<3.84897733] yes=23,no=24,missing=23,gain=1.13822031,cover=3939134
- 23:[Pol<114.432869] yes=47,no=48,missing=47,gain=1.34244978,cover=3910472
- 47:[Ecc<32.0879669] yes=95,no=96,missing=95,gain=7.78455639,cover=2132108
- 95:leaf=5.71314376e-05,cover=0
- 96:leaf=-0.000296875922,cover=0
- 48:[Ecc<31.520586] yes=97,no=98,missing=97,gain=4.80961514,cover=1778364
- 97:leaf=-5.35910331e-05,cover=0
- 98:leaf=0.000253302045,cover=0
- 24:[Pol<97.9094925] yes=49,no=50,missing=49,gain=7.72305012,cover=28662
- 49:[Pol<57.8577347] yes=99,no=100,missing=100,gain=6.83774233,cover=12719
- 99:leaf=-0.000580323569,cover=0
- 100:leaf=-0.0032929068,cover=0
- 50:[Sulc0<0.126604497] yes=101,no=102,missing=102,gain=5.07226753,cover=15943
- 101:leaf=0.000969994988,cover=0
- 102:leaf=-0.00102467695,cover=0
- 12:[Area5<0.584141672] yes=25,no=26,missing=26,gain=4.66401768,cover=45815
- 25:[Pol<84.7687759] yes=51,no=52,missing=51,gain=3.77715755,cover=1063
- 51:[Curv5<-0.0343657099] yes=103,no=104,missing=104,gain=4.09632826,cover=325
- 103:leaf=0.00508490764,cover=0
- 104:leaf=-0.00991660263,cover=0
- 52:[Sulc0<1.06550956] yes=105,no=106,missing=105,gain=1.75041306,cover=738
- 105:leaf=-0.000324779161,cover=0
- 106:leaf=-0.0103973979,cover=0
- 26:[Ecc<46.7494621] yes=53,no=54,missing=53,gain=2.89944458,cover=44752
- 53:[Ecc<25.1292973] yes=107,no=108,missing=107,gain=4.45131302,cover=39937
- 107:leaf=-7.99005793e-05,cover=0
- 108:leaf=0.000994083704,cover=0
- 54:[PialCurv5<-0.0379593484] yes=109,no=110,missing=109,gain=1.74179029,cover=4815
- 109:leaf=-0.0078373272,cover=0
- 110:leaf=-0.00061541918,cover=0
- 6:[LGI5<2.25958419] yes=13,no=14,missing=13,gain=2.27001905,cover=635966
- 13:[PialCurv5<-0.00955641083] yes=27,no=28,missing=27,gain=2.13939261,cover=21403
- 27:[Pol<141.801834] yes=55,no=56,missing=55,gain=1.61183119,cover=171
- 55:[Area5<0.509397149] yes=111,no=112,missing=112,gain=1.44090748,cover=150
- 111:leaf=0.00405037869,cover=0
- 112:leaf=-0.0099058412,cover=0
- 56:[Ecc<0.567370772] yes=113,no=114,missing=113,gain=0.848650515,cover=21
- 113:leaf=-0.0148104792,cover=0
- 114:leaf=0.0107773617,cover=0
- 28:[Pol<155.012512] yes=57,no=58,missing=58,gain=1.2446959,cover=21232
- 57:[Ecc<0.295587689] yes=115,no=116,missing=115,gain=1.54270101,cover=19395
- 115:leaf=-0.00587697839,cover=0
- 116:leaf=-0.000369499525,cover=0
- 58:[LGI5<2.21018219] yes=117,no=118,missing=118,gain=2.74264431,cover=1837
- 117:leaf=0.000159741598,cover=0
- 118:leaf=-0.00370298815,cover=0
- 14:[Sulc0<-0.210027173] yes=29,no=30,missing=29,gain=2.94637489,cover=614563
- 29:[Ecc<2.73602629] yes=59,no=60,missing=60,gain=9.91209507,cover=30483
- 59:[LGI5<2.68917012] yes=119,no=120,missing=119,gain=6.57190228,cover=15976
- 119:leaf=-0.000567971438,cover=0
- 120:leaf=0.00676065823,cover=0
- 60:[Ecc<8.35574818] yes=121,no=122,missing=121,gain=11.7508745,cover=14507
- 121:leaf=0.00252826349,cover=0
- 122:leaf=-0.000383594452,cover=0
- 30:[PialCurv5<0.0824522972] yes=61,no=62,missing=61,gain=3.40454149,cover=584080
- 61:[LGI5<2.30180311] yes=123,no=124,missing=124,gain=6.8544445,cover=22007
- 123:leaf=0.00572280819,cover=0
- 124:leaf=0.000389841269,cover=0
- 62:[PialCurv5<0.178517133] yes=125,no=126,missing=125,gain=3.30309057,cover=562073
- 125:leaf=-0.000281048851,cover=0
- 126:leaf=-1.53659548e-05,cover=0
-booster[691]:
-0:[Curv5<0.00546095846] yes=1,no=2,missing=1,gain=0.514078796,cover=5124388
- 1:[PialArea5<0.588969886] yes=3,no=4,missing=3,gain=4.04587507,cover=3168182
- 3:[Area5<0.683950484] yes=7,no=8,missing=8,gain=3.8046031,cover=86662
- 7:[LGI5<3.09244633] yes=15,no=16,missing=15,gain=2.50993466,cover=78295
- 15:[LGI5<2.40363431] yes=31,no=32,missing=31,gain=2.86657119,cover=58669
- 31:[Ecc<5.14592695] yes=63,no=64,missing=63,gain=3.00589848,cover=16957
- 63:leaf=-9.90203262e-05,cover=0
- 64:leaf=0.00197163946,cover=0
- 32:[LGI5<2.51288176] yes=65,no=66,missing=65,gain=3.96438837,cover=41712
- 65:leaf=-0.00150608085,cover=0
- 66:leaf=-0.000357140787,cover=0
- 16:[LGI5<3.53458858] yes=33,no=34,missing=33,gain=5.26344776,cover=19626
- 33:[Pol<93.3357697] yes=67,no=68,missing=67,gain=5.77150965,cover=15521
- 67:leaf=0.00150763593,cover=0
- 68:leaf=-0.000439540774,cover=0
- 34:[Ecc<24.3269672] yes=69,no=70,missing=69,gain=3.44529009,cover=4105
- 69:leaf=-0.00227762503,cover=0
- 70:leaf=0.000901723397,cover=0
- 8:[Pol<149.795395] yes=17,no=18,missing=17,gain=13.1991997,cover=8367
- 17:[Pol<66.6374893] yes=35,no=36,missing=36,gain=3.817976,cover=7074
- 35:[LGI5<2.46931005] yes=71,no=72,missing=71,gain=7.46483088,cover=1087
- 71:leaf=-0.00818772428,cover=0
- 72:leaf=0.00248296582,cover=0
- 36:[Ecc<2.31110334] yes=73,no=74,missing=74,gain=6.64541245,cover=5987
- 73:leaf=0.00275991252,cover=0
- 74:leaf=-0.00321394182,cover=0
- 18:[Curv5<-0.151772231] yes=37,no=38,missing=37,gain=6.35780764,cover=1293
- 37:[LGI5<2.80803919] yes=75,no=76,missing=75,gain=1.97657681,cover=35
- 75:leaf=0.0365811549,cover=0
- 76:leaf=0.0121117877,cover=0
- 38:[PialCurv5<0.010724308] yes=77,no=78,missing=77,gain=3.29933238,cover=1258
- 77:leaf=0.00428334391,cover=0
- 78:leaf=-0.00141163624,cover=0
- 4:[PialCurv5<0.0308136549] yes=9,no=10,missing=9,gain=3.58141565,cover=3081520
- 9:[Area5<0.639429986] yes=19,no=20,missing=19,gain=4.28078508,cover=2972228
- 19:[Curv5<-0.0816265643] yes=39,no=40,missing=40,gain=17.3849354,cover=1207934
- 39:[Ecc<9.0678978] yes=79,no=80,missing=79,gain=3.45960331,cover=1086591
- 79:leaf=-5.41300506e-05,cover=0
- 80:leaf=0.000155157919,cover=0
- 40:[Pol<57.0350037] yes=81,no=82,missing=82,gain=27.8998833,cover=121343
- 81:leaf=-0.00117595715,cover=0
- 82:leaf=0.000945675944,cover=0
- 20:[Curv5<-0.104371414] yes=41,no=42,missing=41,gain=6.79759932,cover=1764294
- 41:[PialCurv5<-0.0487009101] yes=83,no=84,missing=83,gain=101.428436,cover=1122432
- 83:leaf=-8.84554684e-05,cover=0
- 84:leaf=0.00227676635,cover=0
- 42:[PialCurv5<-0.0715543851] yes=85,no=86,missing=85,gain=132.328629,cover=641862
- 85:leaf=0.00233615167,cover=0
- 86:leaf=-0.000396545831,cover=0
- 10:[Pol<99.5532455] yes=21,no=22,missing=22,gain=14.0724154,cover=109292
- 21:[Ecc<14.484726] yes=43,no=44,missing=44,gain=25.2507534,cover=45286
- 43:[Pol<70.3717499] yes=87,no=88,missing=88,gain=12.7327175,cover=35454
- 87:leaf=-0.000725265592,cover=0
- 88:leaf=0.00118093146,cover=0
- 44:[Pol<57.0350037] yes=89,no=90,missing=90,gain=18.8247452,cover=9832
- 89:leaf=0.000745235593,cover=0
- 90:leaf=0.00514876284,cover=0
- 22:[MidArea5<0.709417045] yes=45,no=46,missing=45,gain=13.9175529,cover=64006
- 45:[Ecc<5.59685707] yes=91,no=92,missing=91,gain=9.76469231,cover=26377
- 91:leaf=0.000104401974,cover=0
- 92:leaf=-0.00186126435,cover=0
- 46:[PialArea5<1.04617453] yes=93,no=94,missing=93,gain=6.55770826,cover=37629
- 93:leaf=0.000564164657,cover=0
- 94:leaf=-0.0025660973,cover=0
- 2:[PialCurv5<0.0308136549] yes=5,no=6,missing=6,gain=8.1902895,cover=1956206
- 5:[MidArea5<0.680376351] yes=11,no=12,missing=11,gain=11.7517424,cover=149318
- 11:[LGI5<3.78836131] yes=23,no=24,missing=23,gain=4.62629652,cover=70164
- 23:[Sulc0<-0.684786558] yes=47,no=48,missing=48,gain=4.25542498,cover=69202
- 47:[Area5<0.684738636] yes=95,no=96,missing=95,gain=1.58196354,cover=804
- 95:leaf=-0.00451081805,cover=0
- 96:leaf=0.00210806029,cover=0
- 48:[Ecc<0.836319208] yes=97,no=98,missing=97,gain=3.45345211,cover=68398
- 97:leaf=0.0011063189,cover=0
- 98:leaf=-0.000118268617,cover=0
- 24:[Pol<144.670364] yes=49,no=50,missing=49,gain=4.63204288,cover=962
- 49:[Sulc0<0.263311565] yes=99,no=100,missing=100,gain=1.56370306,cover=854
- 99:leaf=-0.00684480974,cover=0
- 100:leaf=-0.00255636289,cover=0
- 50:[Curv5<0.141257599] yes=101,no=102,missing=101,gain=1.2032963,cover=108
- 101:leaf=0.00334309717,cover=0
- 102:leaf=0.0160843413,cover=0
- 12:[Sulc0<0.176289052] yes=25,no=26,missing=25,gain=10.9094944,cover=79154
- 25:[Area5<0.894858658] yes=51,no=52,missing=51,gain=3.76815176,cover=56493
- 51:[PialCurv5<-0.0886472985] yes=103,no=104,missing=103,gain=4.4644804,cover=55082
- 103:leaf=0.00753176305,cover=0
- 104:leaf=0.000458481489,cover=0
- 52:[Ecc<7.4459548] yes=105,no=106,missing=105,gain=4.32341957,cover=1411
- 105:leaf=-0.00311912177,cover=0
- 106:leaf=0.00558711775,cover=0
- 26:[Pol<64.3762589] yes=53,no=54,missing=53,gain=8.62476158,cover=22661
- 53:[Curv5<0.0278947372] yes=107,no=108,missing=107,gain=12.235363,cover=11400
- 107:leaf=0.00178052392,cover=0
- 108:leaf=0.00564121082,cover=0
- 54:[PialArea5<0.669517875] yes=109,no=110,missing=109,gain=4.62857962,cover=11261
- 109:leaf=-0.00252092746,cover=0
- 110:leaf=0.00105403375,cover=0
- 6:[PialArea5<0.693130434] yes=13,no=14,missing=13,gain=5.52028799,cover=1806888
- 13:[Area5<0.66824472] yes=27,no=28,missing=27,gain=7.04523087,cover=1494263
- 27:[Sulc0<0.506771445] yes=55,no=56,missing=55,gain=7.02554035,cover=494387
- 55:[Ecc<7.08616447] yes=111,no=112,missing=112,gain=15.3392735,cover=313249
- 111:leaf=-1.10046994e-05,cover=0
- 112:leaf=-0.000745206198,cover=0
- 56:[PialCurv5<0.134718806] yes=113,no=114,missing=113,gain=5.61779785,cover=181138
- 113:leaf=0.000812842336,cover=0
- 114:leaf=1.15982466e-05,cover=0
- 28:[Sulc0<0.464385748] yes=57,no=58,missing=57,gain=11.8837385,cover=999876
- 57:[Pol<79.5617371] yes=115,no=116,missing=115,gain=12.5967579,cover=447282
- 115:leaf=0.000853063073,cover=0
- 116:leaf=0.000171660999,cover=0
- 58:[Pol<110.811417] yes=117,no=118,missing=117,gain=6.99767399,cover=552594
- 117:leaf=-0.000142206234,cover=0
- 118:leaf=0.000288103707,cover=0
- 14:[Area5<0.63275224] yes=29,no=30,missing=30,gain=8.97146511,cover=312625
- 29:[Pol<56.1920547] yes=59,no=60,missing=59,gain=13.8288689,cover=5899
- 59:[Ecc<2.54464626] yes=119,no=120,missing=119,gain=1.44252586,cover=700
- 119:leaf=-0.000832475256,cover=0
- 120:leaf=-0.00614054827,cover=0
- 60:[Curv5<0.081820026] yes=121,no=122,missing=122,gain=4.99610138,cover=5199
- 121:leaf=0.00217998587,cover=0
- 122:leaf=0.00809364766,cover=0
- 30:[PialCurv5<0.167567819] yes=61,no=62,missing=61,gain=6.07668829,cover=306726
- 61:[Sulc0<-0.0713235363] yes=123,no=124,missing=124,gain=5.44073868,cover=278602
- 123:leaf=7.7330471e-05,cover=0
- 124:leaf=-0.00043482054,cover=0
- 62:[Ecc<4.33753681] yes=125,no=126,missing=125,gain=5.56405067,cover=28124
- 125:leaf=0.00162974035,cover=0
- 126:leaf=3.90819296e-05,cover=0
-booster[692]:
-0:[MidArea5<0.900558591] yes=1,no=2,missing=1,gain=0.523042023,cover=5124388
- 1:[PialCurv5<-0.118254207] yes=3,no=4,missing=4,gain=1.26545429,cover=4478296
- 3:[Curv5<-0.175970852] yes=7,no=8,missing=7,gain=27.8003807,cover=732134
- 7:[Pol<78.8803177] yes=15,no=16,missing=15,gain=2.54387593,cover=692847
- 15:[Pol<55.3432045] yes=31,no=32,missing=31,gain=6.69908381,cover=298151
- 31:[LGI5<2.72552347] yes=63,no=64,missing=63,gain=4.33277941,cover=260561
- 63:leaf=-0.000219308698,cover=0
- 64:leaf=0.000189681377,cover=0
- 32:[PialArea5<0.601145923] yes=65,no=66,missing=65,gain=5.35604525,cover=37590
- 65:leaf=-0.00164773874,cover=0
- 66:leaf=0.00086565176,cover=0
- 16:[Pol<96.8070755] yes=33,no=34,missing=33,gain=5.16648912,cover=394696
- 33:[Ecc<5.4036684] yes=67,no=68,missing=67,gain=5.24801016,cover=14773
- 67:leaf=-0.00031536771,cover=0
- 68:leaf=-0.00228042388,cover=0
- 34:[Sulc0<-0.123243913] yes=69,no=70,missing=69,gain=3.46279025,cover=379923
- 69:leaf=-3.77471006e-05,cover=0
- 70:leaf=-0.000848281372,cover=0
- 8:[PialArea5<0.82654506] yes=17,no=18,missing=17,gain=16.4454613,cover=39287
- 17:[Ecc<0.999059319] yes=35,no=36,missing=36,gain=8.31604576,cover=18353
- 35:[Area5<0.44435063] yes=71,no=72,missing=72,gain=4.59226227,cover=1768
- 71:leaf=-0.00160227215,cover=0
- 72:leaf=0.00478174211,cover=0
- 36:[Curv5<-0.0686563179] yes=73,no=74,missing=74,gain=5.63515472,cover=16585
- 73:leaf=0.000190078412,cover=0
- 74:leaf=-0.00310069229,cover=0
- 18:[Curv5<-0.151772231] yes=37,no=38,missing=37,gain=7.34457016,cover=20934
- 37:[PialCurv5<-0.136031076] yes=75,no=76,missing=75,gain=6.42001534,cover=14745
- 75:leaf=0.0040704431,cover=0
- 76:leaf=0.00123970117,cover=0
- 38:[LGI5<2.83041978] yes=77,no=78,missing=77,gain=7.12469101,cover=6189
- 77:leaf=0.00502697704,cover=0
- 78:leaf=0.00149470894,cover=0
- 4:[Curv5<-0.217408031] yes=9,no=10,missing=10,gain=5.60267878,cover=3746162
- 9:[Area5<0.656552851] yes=19,no=20,missing=20,gain=6.39217091,cover=125242
- 19:[Pol<67.3859482] yes=39,no=40,missing=39,gain=5.02905989,cover=102321
- 39:[Ecc<0.669936359] yes=79,no=80,missing=80,gain=2.50076342,cover=34831
- 79:leaf=0.00106968544,cover=0
- 80:leaf=-0.000472810119,cover=0
- 40:[LGI5<2.22170687] yes=81,no=82,missing=81,gain=6.07629919,cover=67490
- 81:leaf=0.00252442644,cover=0
- 82:leaf=0.000288076262,cover=0
- 20:[Ecc<11.8489361] yes=41,no=42,missing=41,gain=8.89633369,cover=22921
- 41:[Pol<13.2006302] yes=83,no=84,missing=84,gain=8.20506477,cover=11118
- 83:leaf=-0.00112155697,cover=0
- 84:leaf=0.0026565881,cover=0
- 42:[PialArea5<0.801087916] yes=85,no=86,missing=85,gain=2.66140223,cover=11803
- 85:leaf=-0.00194878876,cover=0
- 86:leaf=0.000383401755,cover=0
- 10:[PialCurv5<-0.0779728889] yes=21,no=22,missing=21,gain=6.27212143,cover=3620920
- 21:[Curv5<-0.112134233] yes=43,no=44,missing=43,gain=76.8753052,cover=564255
- 43:[Area5<0.483568966] yes=87,no=88,missing=88,gain=6.33675003,cover=510673
- 87:leaf=0.000223401003,cover=0
- 88:leaf=-0.000423550606,cover=0
- 44:[MidArea5<0.692627788] yes=89,no=90,missing=89,gain=24.597271,cover=53582
- 89:leaf=0.000149690793,cover=0
- 90:leaf=0.00240023434,cover=0
- 22:[Curv5<-0.136312515] yes=45,no=46,missing=45,gain=29.394722,cover=3056665
- 45:[PialCurv5<-0.0569176264] yes=91,no=92,missing=91,gain=24.0695057,cover=132003
- 91:leaf=0.000270679477,cover=0
- 92:leaf=0.00172370544,cover=0
- 46:[Curv5<-0.0708468556] yes=93,no=94,missing=93,gain=11.520607,cover=2924662
- 93:leaf=-0.000283821835,cover=0
- 94:leaf=5.54123335e-06,cover=0
- 2:[PialCurv5<-0.105644517] yes=5,no=6,missing=5,gain=3.43404627,cover=646092
- 5:[Curv5<-0.146701202] yes=11,no=12,missing=11,gain=20.9699669,cover=267860
- 11:[Sulc0<-0.757337272] yes=23,no=24,missing=23,gain=6.17272949,cover=258444
- 23:[Pol<17.1471634] yes=47,no=48,missing=47,gain=2.74130845,cover=152880
- 47:[LGI5<2.95653391] yes=95,no=96,missing=96,gain=2.25575638,cover=45048
- 95:leaf=-5.16515538e-05,cover=0
- 96:leaf=-0.000800189038,cover=0
- 48:[Ecc<2.79805064] yes=97,no=98,missing=97,gain=5.15462208,cover=107832
- 97:leaf=-0.000405190251,cover=0
- 98:leaf=0.000371772941,cover=0
- 24:[Area5<0.687129855] yes=49,no=50,missing=50,gain=5.85806465,cover=105564
- 49:[Curv5<-0.19738704] yes=99,no=100,missing=99,gain=3.59902191,cover=14340
- 99:leaf=-6.52126255e-05,cover=0
- 100:leaf=0.0016470768,cover=0
- 50:[Pol<173.942612] yes=101,no=102,missing=102,gain=2.87385178,cover=91224
- 101:leaf=-0.000540801324,cover=0
- 102:leaf=-0.00160196202,cover=0
- 12:[Ecc<7.79996967] yes=25,no=26,missing=25,gain=5.38365936,cover=9416
- 25:[Curv5<-0.130991504] yes=51,no=52,missing=51,gain=4.43357468,cover=6173
- 51:[Area5<0.598585367] yes=103,no=104,missing=104,gain=2.20419312,cover=3578
- 103:leaf=0.00891719386,cover=0
- 104:leaf=0.00172560941,cover=0
- 52:[Area5<0.707692921] yes=105,no=106,missing=105,gain=7.67749977,cover=2595
- 105:leaf=0.00105815742,cover=0
- 106:leaf=0.00671452982,cover=0
- 26:[Curv5<-0.0943295062] yes=53,no=54,missing=53,gain=6.98581362,cover=3243
- 53:[Pol<167.338547] yes=107,no=108,missing=107,gain=2.34861183,cover=3043
- 107:leaf=0.0017759871,cover=0
- 108:leaf=-0.00200656545,cover=0
- 54:[Area5<0.714116395] yes=109,no=110,missing=110,gain=8.29172802,cover=200
- 109:leaf=-0.0399062,cover=0
- 110:leaf=-0.00514379377,cover=0
- 6:[Curv5<-0.182293281] yes=13,no=14,missing=14,gain=12.8997478,cover=378232
- 13:[Sulc0<-0.776109517] yes=27,no=28,missing=27,gain=10.1541882,cover=44802
- 27:[Area5<0.987501919] yes=55,no=56,missing=56,gain=3.0433197,cover=21346
- 55:[LGI5<2.25075769] yes=111,no=112,missing=111,gain=2.32004476,cover=21214
- 111:leaf=0.00186352932,cover=0
- 112:leaf=-5.56736559e-05,cover=0
- 56:[Pol<52.7894325] yes=113,no=114,missing=114,gain=1.44183683,cover=132
- 113:leaf=0.00353051722,cover=0
- 114:leaf=0.0142991487,cover=0
- 28:[Ecc<3.48115921] yes=57,no=58,missing=57,gain=2.95428848,cover=23456
- 57:[Pol<155.757294] yes=115,no=116,missing=116,gain=1.78516424,cover=3197
- 115:leaf=-8.31219295e-05,cover=0
- 116:leaf=0.00454549817,cover=0
- 58:[Pol<153.554306] yes=117,no=118,missing=118,gain=5.29746437,cover=20259
- 117:leaf=0.00239306036,cover=0
- 118:leaf=0.000610748306,cover=0
- 14:[Pol<138.276962] yes=29,no=30,missing=29,gain=5.27925491,cover=333430
- 29:[Ecc<2.3695333] yes=59,no=60,missing=60,gain=3.32645369,cover=245787
- 59:[Pol<119.777687] yes=119,no=120,missing=119,gain=9.93730259,cover=35223
- 119:leaf=0.000608818489,cover=0
- 120:leaf=-0.0025055015,cover=0
- 60:[Ecc<5.59685707] yes=121,no=122,missing=121,gain=9.17562866,cover=210564
- 121:leaf=-0.000634197728,cover=0
- 122:leaf=6.87041902e-05,cover=0
- 30:[LGI5<2.45602322] yes=61,no=62,missing=61,gain=3.79707527,cover=87643
- 61:[Sulc0<-0.720188618] yes=123,no=124,missing=123,gain=5.33893108,cover=11130
- 123:leaf=-6.97397918e-05,cover=0
- 124:leaf=0.00215200568,cover=0
- 62:[Area5<0.64983958] yes=125,no=126,missing=125,gain=3.76987457,cover=76513
- 125:leaf=-0.00159153459,cover=0
- 126:leaf=0.000306933856,cover=0
-booster[693]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=1,gain=0.534588814,cover=5124388
- 1:[Pol<148.336472] yes=3,no=4,missing=4,gain=2.07955837,cover=483456
- 3:[Pol<117.137611] yes=7,no=8,missing=7,gain=3.24382949,cover=366875
- 7:[Pol<94.4799194] yes=15,no=16,missing=15,gain=3.29253888,cover=279529
- 15:[Pol<69.6327286] yes=31,no=32,missing=31,gain=3.76715684,cover=218535
- 31:[Sulc0<-1.01050735] yes=63,no=64,missing=63,gain=2.68775129,cover=155157
- 63:leaf=0.000315519457,cover=0
- 64:leaf=-0.00021689909,cover=0
- 32:[Ecc<1.10530448] yes=65,no=66,missing=65,gain=8.48600769,cover=63378
- 65:leaf=-9.62542836e-05,cover=0
- 66:leaf=0.00110669271,cover=0
- 16:[Ecc<0.889730632] yes=33,no=34,missing=33,gain=11.0306568,cover=60994
- 33:[Curv5<-0.146701202] yes=67,no=68,missing=67,gain=8.00238323,cover=28933
- 67:leaf=-0.000494372274,cover=0
- 68:leaf=0.0011696897,cover=0
- 34:[Sulc0<-0.782470584] yes=69,no=70,missing=69,gain=7.81523323,cover=32061
- 69:leaf=0.000496285269,cover=0
- 70:leaf=-0.00143534259,cover=0
- 8:[LGI5<2.61980247] yes=17,no=18,missing=17,gain=4.21713257,cover=87346
- 17:[Sulc0<-0.842326522] yes=35,no=36,missing=35,gain=4.88853645,cover=84006
- 35:[Curv5<-0.146701202] yes=71,no=72,missing=71,gain=6.59674025,cover=25459
- 71:leaf=0.000102997059,cover=0
- 72:leaf=-0.00215268461,cover=0
- 36:[PialCurv5<0.01500447] yes=73,no=74,missing=73,gain=5.52084446,cover=58547
- 73:leaf=0.000861535023,cover=0
- 74:leaf=-0.000289885997,cover=0
- 18:[Area5<0.689492285] yes=37,no=38,missing=38,gain=2.97900248,cover=3340
- 37:[PialCurv5<-0.0487009101] yes=75,no=76,missing=75,gain=2.02646685,cover=2991
- 75:leaf=-0.00102538324,cover=0
- 76:leaf=-0.00375688332,cover=0
- 38:[Sulc0<-0.540693521] yes=77,no=78,missing=78,gain=1.8534646,cover=349
- 77:leaf=-0.000307040493,cover=0
- 78:leaf=0.00702676689,cover=0
- 4:[Area5<0.616426587] yes=9,no=10,missing=10,gain=2.7477119,cover=116581
- 9:[PialArea5<0.869586051] yes=19,no=20,missing=19,gain=2.57075453,cover=63806
- 19:[Sulc0<-0.849334478] yes=39,no=40,missing=39,gain=1.83301663,cover=48817
- 39:[Curv5<-0.16496937] yes=79,no=80,missing=80,gain=2.67432547,cover=5713
- 79:leaf=-0.000276949344,cover=0
- 80:leaf=-0.00258332514,cover=0
- 40:[Sulc0<-0.325671464] yes=81,no=82,missing=81,gain=1.25663865,cover=43104
- 81:leaf=-0.000197566929,cover=0
- 82:leaf=0.000529643497,cover=0
- 20:[LGI5<2.39007568] yes=41,no=42,missing=41,gain=2.30981612,cover=14989
- 41:[Sulc0<-1.08640325] yes=83,no=84,missing=83,gain=2.31246543,cover=7601
- 83:leaf=-0.00340782525,cover=0
- 84:leaf=0.000174183966,cover=0
- 42:[PialCurv5<-0.159167215] yes=85,no=86,missing=86,gain=1.85189915,cover=7388
- 85:leaf=-0.00314134033,cover=0
- 86:leaf=0.00133357476,cover=0
- 10:[Sulc0<-0.644343197] yes=21,no=22,missing=21,gain=3.25598145,cover=52775
- 21:[Ecc<0.45941934] yes=43,no=44,missing=44,gain=11.3187733,cover=17108
- 43:[LGI5<2.46595764] yes=87,no=88,missing=87,gain=4.25008583,cover=5428
- 87:leaf=0.0015314793,cover=0
- 88:leaf=-0.00192580279,cover=0
- 44:[Curv5<-0.16496937] yes=89,no=90,missing=90,gain=10.9552307,cover=11680
- 89:leaf=0.000756185735,cover=0
- 90:leaf=-0.00281268801,cover=0
- 22:[PialArea5<1.04185641] yes=45,no=46,missing=45,gain=5.70497465,cover=35667
- 45:[Ecc<0.836319208] yes=91,no=92,missing=91,gain=2.81727982,cover=34567
- 91:leaf=-0.000639568083,cover=0
- 92:leaf=0.000342342159,cover=0
- 46:[LGI5<2.41724968] yes=93,no=94,missing=93,gain=6.11558437,cover=1100
- 93:leaf=-0.000255868508,cover=0
- 94:leaf=0.00720340246,cover=0
- 2:[LGI5<2.28518939] yes=5,no=6,missing=6,gain=1.01372862,cover=4640932
- 5:[Pol<77.5287857] yes=11,no=12,missing=11,gain=2.46385479,cover=175741
- 11:[Ecc<4.27275372] yes=23,no=24,missing=23,gain=2.71155024,cover=44699
- 23:[MidArea5<0.545424342] yes=47,no=48,missing=47,gain=2.05556989,cover=38478
- 47:[Ecc<1.91022825] yes=95,no=96,missing=95,gain=2.16446161,cover=873
- 95:leaf=0.00066347298,cover=0
- 96:leaf=-0.0044331695,cover=0
- 48:[Sulc0<-1.19305253] yes=97,no=98,missing=97,gain=1.53300726,cover=37605
- 97:leaf=-0.00122738583,cover=0
- 98:leaf=9.68114982e-05,cover=0
- 24:[LGI5<2.13090348] yes=49,no=50,missing=50,gain=2.68750215,cover=6221
- 49:[Curv5<-0.331971258] yes=99,no=100,missing=99,gain=1.4317317,cover=458
- 99:leaf=0.00795791019,cover=0
- 100:leaf=-0.00544984452,cover=0
- 50:[Area5<0.735260904] yes=101,no=102,missing=102,gain=1.7357024,cover=5763
- 101:leaf=-0.00138299714,cover=0
- 102:leaf=0.000601961452,cover=0
- 12:[MidArea5<0.786720097] yes=25,no=26,missing=26,gain=3.87800527,cover=131042
- 25:[Pol<103.31839] yes=51,no=52,missing=51,gain=2.86940432,cover=108437
- 51:[Area5<0.740087628] yes=103,no=104,missing=103,gain=3.53104281,cover=35221
- 103:leaf=0.000660798221,cover=0
- 104:leaf=-0.000899393286,cover=0
- 52:[Area5<0.601796865] yes=105,no=106,missing=105,gain=2.15359807,cover=73216
- 105:leaf=0.000217632725,cover=0
- 106:leaf=-0.000325678295,cover=0
- 26:[LGI5<2.16230083] yes=53,no=54,missing=54,gain=3.36235523,cover=22605
- 53:[Area5<0.818724692] yes=107,no=108,missing=107,gain=4.36978436,cover=2614
- 107:leaf=-0.00153079559,cover=0
- 108:leaf=0.00534713082,cover=0
- 54:[PialCurv5<-0.164281175] yes=109,no=110,missing=109,gain=3.69780254,cover=19991
- 109:leaf=0.00783069991,cover=0
- 110:leaf=0.000980340759,cover=0
- 6:[Area5<0.44435063] yes=13,no=14,missing=13,gain=0.754068732,cover=4465191
- 13:[Pol<141.801834] yes=27,no=28,missing=28,gain=1.18697166,cover=57977
- 27:[Pol<108.184875] yes=55,no=56,missing=56,gain=2.42086792,cover=33201
- 55:[Ecc<13.6880245] yes=111,no=112,missing=111,gain=2.51057243,cover=19646
- 111:leaf=0.000308276532,cover=0
- 112:leaf=-0.00108954671,cover=0
- 56:[MidArea5<0.800518215] yes=113,no=114,missing=113,gain=2.73927021,cover=13555
- 113:leaf=0.000922541134,cover=0
- 114:leaf=-0.0142037664,cover=0
- 28:[PialArea5<1.02520955] yes=57,no=58,missing=57,gain=2.10665131,cover=24776
- 57:[Ecc<4.87342644] yes=115,no=116,missing=115,gain=2.24847794,cover=24139
- 115:leaf=-0.000510348298,cover=0
- 116:leaf=0.000502072042,cover=0
- 58:[LGI5<2.58938479] yes=117,no=118,missing=117,gain=2.2135179,cover=637
- 117:leaf=0.00111845217,cover=0
- 118:leaf=0.00806643534,cover=0
- 14:[Ecc<2.97906685] yes=29,no=30,missing=29,gain=0.704797685,cover=4407214
- 29:[Area5<0.745235085] yes=59,no=60,missing=59,gain=5.6463995,cover=423217
- 59:[Area5<0.628069878] yes=119,no=120,missing=119,gain=6.07343388,cover=365029
- 119:leaf=8.48329437e-05,cover=0
- 120:leaf=-0.000324362831,cover=0
- 60:[Pol<57.0350037] yes=121,no=122,missing=121,gain=4.6954565,cover=58188
- 121:leaf=0.00115769741,cover=0
- 122:leaf=0.000130038228,cover=0
- 30:[Pol<96.2546158] yes=61,no=62,missing=62,gain=0.755084991,cover=3983997
- 61:[Ecc<6.98131132] yes=123,no=124,missing=123,gain=9.807868,cover=1852972
- 123:leaf=0.000203739488,cover=0
- 124:leaf=-4.72489592e-05,cover=0
- 62:[Ecc<7.03401423] yes=125,no=126,missing=125,gain=6.13403416,cover=2131025
- 125:leaf=-0.00014799957,cover=0
- 126:leaf=3.87762811e-05,cover=0
-booster[694]:
-0:[PialArea5<0.529292643] yes=1,no=2,missing=2,gain=0.551587105,cover=5124388
- 1:[Area5<0.619086087] yes=3,no=4,missing=3,gain=3.2506218,cover=1029325
- 3:[Curv5<0.174639657] yes=7,no=8,missing=7,gain=2.24501729,cover=177923
- 7:[Curv5<0.067619428] yes=15,no=16,missing=15,gain=4.31889486,cover=109740
- 15:[PialCurv5<0.0331302322] yes=31,no=32,missing=32,gain=3.00833607,cover=49160
- 31:[Area5<0.513795495] yes=63,no=64,missing=64,gain=1.79768407,cover=26906
- 63:leaf=0.000184266624,cover=0
- 64:leaf=-0.000647654175,cover=0
- 32:[LGI5<3.94193578] yes=65,no=66,missing=66,gain=5.15373373,cover=22254
- 65:leaf=0.000424978789,cover=0
- 66:leaf=0.0116900047,cover=0
- 16:[PialCurv5<-0.0555995218] yes=33,no=34,missing=33,gain=2.98301315,cover=60580
- 33:[Sulc0<0.649594426] yes=67,no=68,missing=68,gain=2.48619413,cover=401
- 67:leaf=-0.00665336614,cover=0
- 68:leaf=0.00379190221,cover=0
- 34:[Pol<57.8577347] yes=69,no=70,missing=69,gain=2.64559269,cover=60179
- 69:leaf=0.00150819018,cover=0
- 70:leaf=-0.000608763774,cover=0
- 8:[LGI5<2.35684347] yes=17,no=18,missing=17,gain=2.09797287,cover=68183
- 17:[LGI5<2.29656005] yes=35,no=36,missing=35,gain=1.68379605,cover=13062
- 35:[Ecc<2.31110334] yes=71,no=72,missing=71,gain=2.29206586,cover=7241
- 71:leaf=0.00132966787,cover=0
- 72:leaf=-0.000593349745,cover=0
- 36:[PialCurv5<0.224192142] yes=73,no=74,missing=73,gain=2.74930096,cover=5821
- 73:leaf=-0.00294616213,cover=0
- 74:leaf=-0.000485674682,cover=0
- 18:[Ecc<3.67199802] yes=37,no=38,missing=38,gain=2.04586673,cover=55121
- 37:[Area5<0.567154288] yes=75,no=76,missing=75,gain=2.02603912,cover=15417
- 75:leaf=-0.00127126218,cover=0
- 76:leaf=4.46991144e-05,cover=0
- 38:[MidArea5<0.489716202] yes=77,no=78,missing=78,gain=1.47942948,cover=39704
- 77:leaf=0.000245000294,cover=0
- 78:leaf=0.00103766238,cover=0
- 4:[Curv5<0.0322575867] yes=9,no=10,missing=9,gain=6.27027798,cover=851402
- 9:[Pol<128.334747] yes=19,no=20,missing=19,gain=4.93913937,cover=18748
- 19:[Pol<89.1530609] yes=39,no=40,missing=40,gain=8.6687355,cover=15145
- 39:[Curv5<-0.0598238073] yes=79,no=80,missing=79,gain=7.50230551,cover=7316
- 79:leaf=-0.00387269747,cover=0
- 80:leaf=0.000670726644,cover=0
- 40:[Ecc<2.02168798] yes=81,no=82,missing=82,gain=9.05132866,cover=7829
- 81:leaf=0.00363405794,cover=0
- 82:leaf=-0.00286306511,cover=0
- 20:[Curv5<-0.171285838] yes=41,no=42,missing=41,gain=3.82332897,cover=3603
- 41:[Sulc0<-0.202991232] yes=83,no=84,missing=83,gain=3.99263906,cover=87
- 83:leaf=0.021777248,cover=0
- 84:leaf=0.000465974823,cover=0
- 42:[MidArea5<0.615840912] yes=85,no=86,missing=85,gain=1.89256108,cover=3516
- 85:leaf=0.000209855309,cover=0
- 86:leaf=0.00426014047,cover=0
- 10:[Sulc0<-0.43309778] yes=21,no=22,missing=22,gain=5.76972914,cover=832654
- 21:[Ecc<8.97079182] yes=43,no=44,missing=43,gain=5.39799976,cover=5064
- 43:[Area5<0.727793753] yes=87,no=88,missing=87,gain=3.35590267,cover=4572
- 87:leaf=0.00273575587,cover=0
- 88:leaf=-0.0020120379,cover=0
- 44:[Curv5<0.116796501] yes=89,no=90,missing=90,gain=2.30358624,cover=492
- 89:leaf=-0.00510363001,cover=0
- 90:leaf=0.0029110231,cover=0
- 22:[Sulc0<0.41245693] yes=45,no=46,missing=45,gain=3.85711479,cover=827590
- 45:[Pol<85.4004211] yes=91,no=92,missing=91,gain=10.8517609,cover=238393
- 91:leaf=0.000951323833,cover=0
- 92:leaf=9.0116162e-05,cover=0
- 46:[Ecc<2.6050899] yes=93,no=94,missing=93,gain=3.78289056,cover=589197
- 93:leaf=0.00169343443,cover=0
- 94:leaf=5.18296793e-06,cover=0
- 2:[Sulc0<0.966456771] yes=5,no=6,missing=5,gain=2.08950925,cover=4095063
- 5:[Curv5<0.0595101416] yes=11,no=12,missing=12,gain=2.55945802,cover=4086607
- 11:[PialCurv5<0.144311354] yes=23,no=24,missing=23,gain=2.14096642,cover=3587105
- 23:[Sulc0<0.495946974] yes=47,no=48,missing=48,gain=3.36995077,cover=3563409
- 47:[PialArea5<0.533624351] yes=95,no=96,missing=95,gain=1.92190731,cover=3508829
- 95:leaf=-0.00105576788,cover=0
- 96:leaf=3.29998738e-06,cover=0
- 48:[Pol<144.670364] yes=97,no=98,missing=97,gain=6.36884212,cover=54580
- 97:leaf=0.000511668273,cover=0
- 98:leaf=-0.00216669263,cover=0
- 24:[LGI5<2.37953305] yes=49,no=50,missing=49,gain=5.74598026,cover=23696
- 49:[Area5<0.673304081] yes=99,no=100,missing=100,gain=3.18381953,cover=3222
- 99:leaf=-0.000107834341,cover=0
- 100:leaf=0.0030356606,cover=0
- 50:[Area5<0.687926829] yes=101,no=102,missing=101,gain=5.52751589,cover=20474
- 101:leaf=-0.00181659218,cover=0
- 102:leaf=-0.00012802417,cover=0
- 12:[LGI5<3.78836131] yes=25,no=26,missing=25,gain=4.743752,cover=499502
- 25:[LGI5<3.70550299] yes=51,no=52,missing=52,gain=4.59911537,cover=493131
- 51:[Pol<55.3432045] yes=103,no=104,missing=104,gain=5.20535374,cover=488600
- 103:leaf=0.000426314684,cover=0
- 104:leaf=-0.000167562554,cover=0
- 52:[Pol<111.326981] yes=105,no=106,missing=105,gain=3.4901495,cover=4531
- 105:leaf=-0.00279037072,cover=0
- 106:leaf=7.78925241e-05,cover=0
- 26:[MidArea5<0.93444854] yes=53,no=54,missing=54,gain=2.92682171,cover=6371
- 53:[Ecc<13.1181517] yes=107,no=108,missing=108,gain=2.47777843,cover=6337
- 107:leaf=-0.00325294468,cover=0
- 108:leaf=0.00138112775,cover=0
- 54:[LGI5<3.84897733] yes=109,no=110,missing=109,gain=0.885336399,cover=34
- 109:leaf=0.0203430708,cover=0
- 110:leaf=0.00191821402,cover=0
- 6:[MidArea5<0.597799242] yes=13,no=14,missing=14,gain=4.01140118,cover=8456
- 13:[PialCurv5<0.0591915138] yes=27,no=28,missing=27,gain=2.07788992,cover=143
- 27:[Curv5<0.103246093] yes=55,no=56,missing=55,gain=1.28786135,cover=45
- 55:[Pol<84.1277542] yes=111,no=112,missing=111,gain=0.857964039,cover=41
- 111:leaf=-0.0249179993,cover=0
- 112:leaf=-0.00948159862,cover=0
- 56:[Pol<81.5476837] yes=113,no=114,missing=113,gain=0.101247251,cover=4
- 113:leaf=0.0126763061,cover=0
- 114:leaf=-0.00283337547,cover=0
- 28:[Area5<0.567154288] yes=57,no=58,missing=57,gain=0.877613366,cover=98
- 57:[PialArea5<0.555011809] yes=115,no=116,missing=115,gain=0.201082259,cover=21
- 115:leaf=0.0144161796,cover=0
- 116:leaf=0.00275645638,cover=0
- 58:[Area5<0.628069878] yes=117,no=118,missing=117,gain=0.609225154,cover=77
- 117:leaf=-0.0104596382,cover=0
- 118:leaf=-0.00156479701,cover=0
- 14:[Pol<103.851685] yes=29,no=30,missing=30,gain=3.77855563,cover=8313
- 29:[Ecc<13.8847265] yes=59,no=60,missing=60,gain=2.88531685,cover=6508
- 59:[MidArea5<0.730430186] yes=119,no=120,missing=119,gain=1.45067501,cover=185
- 119:leaf=-0.00274495408,cover=0
- 120:leaf=-0.0122646932,cover=0
- 60:[PialCurv5<-0.00569582684] yes=121,no=122,missing=122,gain=1.85848165,cover=6323
- 121:leaf=-0.0130671458,cover=0
- 122:leaf=0.000592916622,cover=0
- 30:[Ecc<30.4150848] yes=61,no=62,missing=62,gain=2.01942587,cover=1805
- 61:[LGI5<3.78836131] yes=123,no=124,missing=124,gain=0.972369254,cover=648
- 123:leaf=0.00135640323,cover=0
- 124:leaf=-0.00504696555,cover=0
- 62:[Curv5<0.174639657] yes=125,no=126,missing=126,gain=2.3785696,cover=1157
- 125:leaf=0.00372956996,cover=0
- 126:leaf=0.0153489811,cover=0
-booster[695]:
-0:[PialArea5<0.360595763] yes=1,no=2,missing=2,gain=0.539297819,cover=5124388
- 1:[Ecc<1.73852015] yes=3,no=4,missing=3,gain=0.941532552,cover=283012
- 3:[LGI5<2.13090348] yes=7,no=8,missing=7,gain=1.80972397,cover=8950
- 7:[MidArea5<0.515777051] yes=15,no=16,missing=15,gain=0.491774321,cover=218
- 15:[Curv5<0.081820026] yes=31,no=32,missing=31,gain=0.733979464,cover=213
- 31:[PialCurv5<0.0400940292] yes=63,no=64,missing=64,gain=0.0476822853,cover=25
- 63:leaf=-0.00811248273,cover=0
- 64:leaf=-0.0150334416,cover=0
- 32:[Area5<0.603367925] yes=65,no=66,missing=65,gain=0.849434018,cover=188
- 65:leaf=-0.000843950198,cover=0
- 66:leaf=-0.00755806267,cover=0
- 16:[Pol<12.2267933] yes=33,no=34,missing=33,gain=0.102369443,cover=5
- 33:leaf=-0.00285506248,cover=0
- 34:leaf=0.0123639368,cover=0
- 8:[LGI5<2.36078882] yes=17,no=18,missing=17,gain=1.60553014,cover=8732
- 17:[Sulc0<-0.325671464] yes=35,no=36,missing=35,gain=1.65639997,cover=4133
- 35:[LGI5<2.29656005] yes=67,no=68,missing=67,gain=2.15556526,cover=1439
- 67:leaf=0.000217996145,cover=0
- 68:leaf=0.0041877809,cover=0
- 36:[PialCurv5<0.0193316489] yes=69,no=70,missing=70,gain=1.40717804,cover=2694
- 69:leaf=-0.00628612656,cover=0
- 70:leaf=-0.000121746983,cover=0
- 18:[MidArea5<0.498434067] yes=37,no=38,missing=37,gain=1.88071001,cover=4599
- 37:[LGI5<2.71502113] yes=71,no=72,missing=71,gain=1.05250609,cover=4132
- 71:leaf=-0.000508624304,cover=0
- 72:leaf=-0.00600587763,cover=0
- 38:[LGI5<2.42399812] yes=73,no=74,missing=73,gain=1.94242525,cover=467
- 73:leaf=-0.00771742919,cover=0
- 74:leaf=-0.00119629852,cover=0
- 4:[Pol<125.308708] yes=9,no=10,missing=9,gain=1.75798237,cover=274062
- 9:[LGI5<2.16230083] yes=19,no=20,missing=19,gain=0.992953956,cover=266942
- 19:[Sulc0<0.210163057] yes=39,no=40,missing=39,gain=0.701037169,cover=1031
- 39:[Ecc<2.8577323] yes=75,no=76,missing=76,gain=1.17309141,cover=264
- 75:leaf=0.000224807023,cover=0
- 76:leaf=0.00690108771,cover=0
- 40:[Curv5<0.164550796] yes=77,no=78,missing=77,gain=0.350747228,cover=767
- 77:leaf=-0.00264398754,cover=0
- 78:leaf=0.00116980099,cover=0
- 20:[LGI5<2.3969903] yes=41,no=42,missing=41,gain=0.954398751,cover=265911
- 41:[PialCurv5<0.0447484925] yes=79,no=80,missing=80,gain=1.7876277,cover=26020
- 79:leaf=-0.00368611305,cover=0
- 80:leaf=-0.000181022784,cover=0
- 42:[LGI5<2.44006681] yes=81,no=82,missing=81,gain=2.02965164,cover=239891
- 81:leaf=0.000751281565,cover=0
- 82:leaf=5.61839333e-05,cover=0
- 10:[Ecc<3.73767829] yes=21,no=22,missing=21,gain=2.40612841,cover=7120
- 21:[LGI5<2.64649582] yes=43,no=44,missing=44,gain=1.03454185,cover=432
- 43:[Pol<140.372742] yes=83,no=84,missing=83,gain=0.728875279,cover=382
- 83:leaf=0.0022514388,cover=0
- 84:leaf=0.00721639022,cover=0
- 44:[Pol<135.419098] yes=85,no=86,missing=86,gain=0.221163273,cover=50
- 85:leaf=0.00762481568,cover=0
- 86:leaf=0.0148542346,cover=0
- 22:[LGI5<3.03694534] yes=45,no=46,missing=45,gain=1.28567827,cover=6688
- 45:[Area5<0.44435063] yes=87,no=88,missing=88,gain=1.79662466,cover=3997
- 87:leaf=-0.00571411708,cover=0
- 88:leaf=0.00135601719,cover=0
- 46:[Ecc<10.7180347] yes=89,no=90,missing=89,gain=2.77574611,cover=2691
- 89:leaf=-0.00346653839,cover=0
- 90:leaf=0.000573850062,cover=0
- 2:[PialArea5<0.911882102] yes=5,no=6,missing=5,gain=0.664484203,cover=4841376
- 5:[PialCurv5<-0.111109555] yes=11,no=12,missing=12,gain=1.99778795,cover=3228509
- 11:[Curv5<-0.214297205] yes=23,no=24,missing=23,gain=4.4789567,cover=495500
- 23:[Curv5<-0.287682682] yes=47,no=48,missing=47,gain=1.53999937,cover=365214
- 47:[PialCurv5<-0.167439327] yes=91,no=92,missing=91,gain=1.3767364,cover=117886
- 91:leaf=-3.50586415e-05,cover=0
- 92:leaf=0.0003066918,cover=0
- 48:[PialCurv5<-0.190801308] yes=93,no=94,missing=94,gain=2.24033594,cover=247328
- 93:leaf=0.00116206543,cover=0
- 94:leaf=-0.000103465187,cover=0
- 24:[Area5<0.548651993] yes=49,no=50,missing=49,gain=7.23556328,cover=130286
- 49:[PialArea5<0.82654506] yes=95,no=96,missing=95,gain=2.28415537,cover=49230
- 95:leaf=-0.000382832775,cover=0
- 96:leaf=0.000349394366,cover=0
- 50:[PialCurv5<-0.137075767] yes=97,no=98,missing=97,gain=5.06971359,cover=81056
- 97:leaf=0.00142334064,cover=0
- 98:leaf=0.000423402613,cover=0
- 12:[Curv5<-0.0773924068] yes=25,no=26,missing=25,gain=3.10637951,cover=2733009
- 25:[PialCurv5<-0.0280297659] yes=51,no=52,missing=51,gain=10.3202353,cover=583227
- 51:[Area5<0.525751591] yes=99,no=100,missing=100,gain=8.64912128,cover=522094
- 99:leaf=0.000195100292,cover=0
- 100:leaf=-0.000310796662,cover=0
- 52:[MidArea5<0.713920057] yes=101,no=102,missing=101,gain=19.7383881,cover=61133
- 101:leaf=-0.00024970618,cover=0
- 102:leaf=0.00158691115,cover=0
- 26:[PialCurv5<-0.0644776821] yes=53,no=54,missing=53,gain=20.5349083,cover=2149782
- 53:[MidArea5<0.666140199] yes=103,no=104,missing=103,gain=23.2138557,cover=27521
- 103:leaf=-0.000380894024,cover=0
- 104:leaf=0.00256852759,cover=0
- 54:[Sulc0<-0.745069146] yes=105,no=106,missing=105,gain=5.02566814,cover=2122261
- 105:leaf=-0.00126874296,cover=0
- 106:leaf=-1.8837809e-05,cover=0
- 6:[PialCurv5<-0.0819871053] yes=13,no=14,missing=13,gain=2.64750624,cover=1612867
- 13:[Curv5<-0.117843308] yes=27,no=28,missing=28,gain=57.8119125,cover=1028860
- 27:[Sulc0<-0.34506914] yes=55,no=56,missing=55,gain=10.0330324,cover=998363
- 55:[Area5<0.598585367] yes=107,no=108,missing=107,gain=4.16057014,cover=911650
- 107:leaf=0.00016835655,cover=0
- 108:leaf=-9.66830848e-05,cover=0
- 56:[Area5<0.716575325] yes=109,no=110,missing=110,gain=5.24988842,cover=86713
- 109:leaf=-0.00097483577,cover=0
- 110:leaf=-0.000195695437,cover=0
- 28:[PialCurv5<-0.0877386853] yes=57,no=58,missing=58,gain=9.7806015,cover=30497
- 57:[Area5<0.706906915] yes=111,no=112,missing=112,gain=9.74832535,cover=18790
- 111:leaf=0.00159976631,cover=0
- 112:leaf=0.00388382236,cover=0
- 58:[Curv5<-0.108295463] yes=113,no=114,missing=114,gain=6.97889376,cover=11707
- 113:leaf=-0.000440854405,cover=0
- 114:leaf=0.00202978635,cover=0
- 14:[Curv5<-0.136312515] yes=29,no=30,missing=29,gain=25.6720085,cover=584007
- 29:[PialCurv5<-0.0656740367] yes=59,no=60,missing=59,gain=13.3841228,cover=100969
- 59:[Curv5<-0.151772231] yes=115,no=116,missing=115,gain=5.88648701,cover=69573
- 115:leaf=0.00079915527,cover=0
- 116:leaf=-0.000152706125,cover=0
- 60:[Area5<0.617766261] yes=117,no=118,missing=117,gain=19.1540909,cover=31396
- 117:leaf=-0.000705738203,cover=0
- 118:leaf=0.00232609385,cover=0
- 30:[MidArea5<0.800518215] yes=61,no=62,missing=61,gain=5.66510201,cover=483038
- 61:[Area5<0.562355936] yes=119,no=120,missing=120,gain=6.88281155,cover=31973
- 119:leaf=-0.0013737001,cover=0
- 120:leaf=0.000871687604,cover=0
- 62:[Sulc0<-0.319176674] yes=121,no=122,missing=121,gain=6.09304237,cover=451065
- 121:leaf=-0.000279794534,cover=0
- 122:leaf=8.79405052e-05,cover=0
-booster[696]:
-0:[Sulc0<-0.463317156] yes=1,no=2,missing=2,gain=0.534900069,cover=5124388
- 1:[PialCurv5<0.010724308] yes=3,no=4,missing=3,gain=3.41807079,cover=1875861
- 3:[Curv5<0.0278947372] yes=7,no=8,missing=7,gain=2.15869308,cover=1821634
- 7:[Ecc<19.4699688] yes=15,no=16,missing=15,gain=2.01535559,cover=1817853
- 15:[Ecc<13.8847265] yes=31,no=32,missing=31,gain=4.58867741,cover=1639771
- 31:[Pol<36.2100182] yes=63,no=64,missing=63,gain=3.70902801,cover=1501149
- 63:leaf=0.000131506793,cover=0
- 64:leaf=-4.63692522e-05,cover=0
- 32:[Pol<40.9012032] yes=65,no=66,missing=65,gain=7.40296555,cover=138622
- 65:leaf=-0.000673101866,cover=0
- 66:leaf=5.7846064e-05,cover=0
- 16:[Pol<31.3444195] yes=33,no=34,missing=34,gain=4.43313026,cover=178082
- 33:[Curv5<-0.182293281] yes=67,no=68,missing=67,gain=5.50496674,cover=90629
- 67:leaf=0.000109790839,cover=0
- 68:leaf=-0.0008433396,cover=0
- 34:[Pol<154.27803] yes=69,no=70,missing=69,gain=11.8784847,cover=87453
- 69:leaf=0.00194524042,cover=0
- 70:leaf=0.000185889017,cover=0
- 8:[LGI5<2.13090348] yes=17,no=18,missing=17,gain=4.2018013,cover=3781
- 17:[Pol<93.9093552] yes=35,no=36,missing=35,gain=2.79445291,cover=100
- 35:[Area5<0.637240529] yes=71,no=72,missing=71,gain=1.02981186,cover=25
- 71:leaf=-0.0154431341,cover=0
- 72:leaf=0.00420851726,cover=0
- 36:[PialCurv5<-0.0737633556] yes=73,no=74,missing=73,gain=2.11544371,cover=75
- 73:leaf=-0.00615743734,cover=0
- 74:leaf=0.017084945,cover=0
- 18:[LGI5<2.29093218] yes=37,no=38,missing=37,gain=2.8843708,cover=3681
- 37:[Pol<166.64444] yes=75,no=76,missing=75,gain=2.99198484,cover=748
- 75:leaf=-0.00553216832,cover=0
- 76:leaf=0.00350860204,cover=0
- 38:[PialArea5<0.655307472] yes=77,no=78,missing=77,gain=4.78024244,cover=2933
- 77:leaf=0.000945465639,cover=0
- 78:leaf=-0.0031433464,cover=0
- 4:[PialArea5<0.559226274] yes=9,no=10,missing=9,gain=5.74946213,cover=54227
- 9:[Curv5<0.0300692953] yes=19,no=20,missing=19,gain=5.29508257,cover=10863
- 19:[Area5<0.732334435] yes=39,no=40,missing=40,gain=3.27375698,cover=3130
- 39:[LGI5<2.37953305] yes=79,no=80,missing=79,gain=2.31510973,cover=3061
- 79:leaf=0.000452113251,cover=0
- 80:leaf=-0.00229911297,cover=0
- 40:[Pol<157.965515] yes=81,no=82,missing=81,gain=0.705569029,cover=69
- 81:leaf=-0.015342297,cover=0
- 82:leaf=-0.00440230826,cover=0
- 20:[Area5<0.633885562] yes=41,no=42,missing=41,gain=5.23871231,cover=7733
- 41:[PialCurv5<0.0771882981] yes=83,no=84,missing=84,gain=2.08236408,cover=4156
- 83:leaf=0.00159347558,cover=0
- 84:leaf=-0.000733573164,cover=0
- 42:[Pol<143.959366] yes=85,no=86,missing=85,gain=4.37605095,cover=3577
- 85:leaf=0.00462508062,cover=0
- 86:leaf=0.00111441105,cover=0
- 10:[Ecc<1.51801682] yes=21,no=22,missing=22,gain=7.95155668,cover=43364
- 21:[Sulc0<-0.872199774] yes=43,no=44,missing=43,gain=4.03362751,cover=18225
- 43:[Sulc0<-1.08640325] yes=87,no=88,missing=88,gain=3.20016432,cover=227
- 87:leaf=0.0111451792,cover=0
- 88:leaf=-0.00987519976,cover=0
- 44:[Area5<0.894858658] yes=89,no=90,missing=90,gain=3.62986279,cover=17998
- 89:leaf=-0.00129311229,cover=0
- 90:leaf=-0.00709295645,cover=0
- 22:[Pol<73.3354874] yes=45,no=46,missing=45,gain=6.38162184,cover=25139
- 45:[LGI5<2.38303256] yes=91,no=92,missing=91,gain=8.05032349,cover=8948
- 91:leaf=0.00430518063,cover=0
- 92:leaf=0.000301964785,cover=0
- 46:[Pol<129.571716] yes=93,no=94,missing=93,gain=13.1578035,cover=16191
- 93:leaf=-0.00238601095,cover=0
- 94:leaf=0.000509015168,cover=0
- 2:[PialArea5<1.57955706] yes=5,no=6,missing=5,gain=3.96154976,cover=3248527
- 5:[Ecc<1.10530448] yes=11,no=12,missing=12,gain=2.68228221,cover=3247339
- 11:[LGI5<2.18291569] yes=23,no=24,missing=24,gain=6.15240812,cover=72143
- 23:[Ecc<0.353712648] yes=47,no=48,missing=48,gain=7.70512009,cover=2881
- 47:[PialCurv5<0.01500447] yes=95,no=96,missing=95,gain=5.42198229,cover=455
- 95:leaf=-0.00815968867,cover=0
- 96:leaf=0.00597279472,cover=0
- 48:[Area5<0.584141672] yes=97,no=98,missing=97,gain=5.47234058,cover=2426
- 97:leaf=-0.00808433816,cover=0
- 98:leaf=-0.00239225454,cover=0
- 24:[MidArea5<0.641634583] yes=49,no=50,missing=49,gain=4.12465572,cover=69262
- 49:[LGI5<2.30690479] yes=99,no=100,missing=99,gain=4.31654072,cover=41075
- 99:leaf=0.00103884598,cover=0
- 100:leaf=-0.000162008277,cover=0
- 50:[PialCurv5<-0.153030112] yes=101,no=102,missing=101,gain=7.17232418,cover=28187
- 101:leaf=0.0159303434,cover=0
- 102:leaf=-0.000698033022,cover=0
- 12:[LGI5<2.90731096] yes=25,no=26,missing=25,gain=3.03093624,cover=3175196
- 25:[Pol<133.406311] yes=51,no=52,missing=52,gain=15.1894617,cover=1727718
- 51:[Pol<117.137611] yes=103,no=104,missing=103,gain=7.02530193,cover=1478868
- 103:leaf=5.64671027e-05,cover=0
- 104:leaf=-0.000222630129,cover=0
- 52:[Ecc<5.97554874] yes=105,no=106,missing=106,gain=22.4582863,cover=248850
- 105:leaf=-0.00021931481,cover=0
- 106:leaf=0.00077576749,cover=0
- 26:[Ecc<2.6675415] yes=53,no=54,missing=54,gain=5.59143877,cover=1447478
- 53:[Pol<76.8473129] yes=107,no=108,missing=107,gain=5.18033075,cover=407
- 107:leaf=-0.0083413329,cover=0
- 108:leaf=0.00804926176,cover=0
- 54:[PialCurv5<-0.108766198] yes=109,no=110,missing=110,gain=3.8497014,cover=1447071
- 109:leaf=-0.000340285274,cover=0
- 110:leaf=-1.30626722e-05,cover=0
- 6:[PialCurv5<-0.126528949] yes=13,no=14,missing=13,gain=2.77911592,cover=1188
- 13:[Curv5<-0.185332045] yes=27,no=28,missing=28,gain=2.30288219,cover=112
- 27:[Curv5<-0.2435821] yes=55,no=56,missing=55,gain=0.934650123,cover=76
- 55:[Pol<16.156723] yes=111,no=112,missing=111,gain=0.636044204,cover=18
- 111:leaf=0.0132413823,cover=0
- 112:leaf=-0.00469914917,cover=0
- 56:[Area5<0.987501919] yes=113,no=114,missing=114,gain=0.210231543,cover=58
- 113:leaf=-0.00562215783,cover=0
- 114:leaf=-0.0120437182,cover=0
- 28:[Ecc<5.08081961] yes=57,no=58,missing=57,gain=1.8718276,cover=36
- 57:leaf=-0.0394188017,cover=0
- 58:[Pol<155.757294] yes=115,no=116,missing=115,gain=0.12322104,cover=27
- 115:leaf=-0.0142951682,cover=0
- 116:leaf=-0.00256461813,cover=0
- 14:[Pol<13.2006302] yes=29,no=30,missing=30,gain=1.49482501,cover=1076
- 29:[LGI5<3.23945832] yes=59,no=60,missing=59,gain=2.46939349,cover=62
- 59:[Area5<0.987501919] yes=117,no=118,missing=117,gain=1.32462955,cover=49
- 117:leaf=0.00373301702,cover=0
- 118:leaf=0.0205057077,cover=0
- 60:[Ecc<30.959959] yes=119,no=120,missing=120,gain=0.177268028,cover=13
- 119:leaf=0.000325286383,cover=0
- 120:leaf=-0.0155933751,cover=0
- 30:[Pol<132.742767] yes=61,no=62,missing=62,gain=0.994245052,cover=1014
- 61:[Pol<113.913933] yes=121,no=122,missing=121,gain=1.1023407,cover=694
- 121:leaf=-0.00214659027,cover=0
- 122:leaf=0.00447205873,cover=0
- 62:[Ecc<42.9490852] yes=123,no=124,missing=124,gain=1.12036252,cover=320
- 123:leaf=-0.00413765339,cover=0
- 124:leaf=-0.0173815172,cover=0
-booster[697]:
-0:[Curv5<-0.0179657843] yes=1,no=2,missing=2,gain=0.488047123,cover=5124388
- 1:[PialArea5<0.699586272] yes=3,no=4,missing=3,gain=2.56739092,cover=2965514
- 3:[Sulc0<0.272107065] yes=7,no=8,missing=8,gain=4.80293369,cover=268730
- 7:[Area5<0.846071243] yes=15,no=16,missing=15,gain=3.3554945,cover=247574
- 15:[LGI5<3.26095963] yes=31,no=32,missing=31,gain=3.2097137,cover=247152
- 31:[Curv5<-0.169727564] yes=63,no=64,missing=63,gain=4.07426977,cover=217774
- 63:leaf=0.000124768965,cover=0
- 64:leaf=-0.000329857576,cover=0
- 32:[PialCurv5<0.054317683] yes=65,no=66,missing=66,gain=5.63215208,cover=29378
- 65:leaf=0.000255328516,cover=0
- 66:leaf=0.00410309946,cover=0
- 16:[Curv5<-0.0507577434] yes=33,no=34,missing=33,gain=2.08458853,cover=422
- 33:[Ecc<0.45941934] yes=67,no=68,missing=67,gain=1.71307325,cover=284
- 67:leaf=-0.00223366451,cover=0
- 68:leaf=0.00845061988,cover=0
- 34:[PialArea5<0.48968944] yes=69,no=70,missing=69,gain=0.424289703,cover=138
- 69:leaf=0.0136220921,cover=0
- 70:leaf=-0.00121366745,cover=0
- 8:[Curv5<-0.102400392] yes=17,no=18,missing=17,gain=6.51879025,cover=21156
- 17:[Area5<0.606435955] yes=35,no=36,missing=36,gain=5.11150265,cover=5037
- 35:[Ecc<22.8050022] yes=71,no=72,missing=72,gain=6.1456542,cover=2744
- 71:leaf=-0.00322634098,cover=0
- 72:leaf=0.0015128575,cover=0
- 36:[Sulc0<0.849368811] yes=73,no=74,missing=73,gain=2.7185421,cover=2293
- 73:leaf=-0.00436697202,cover=0
- 74:leaf=0.0129320985,cover=0
- 18:[Ecc<7.64592981] yes=37,no=38,missing=38,gain=3.6772027,cover=16119
- 37:[LGI5<2.80243301] yes=75,no=76,missing=76,gain=9.76493454,cover=1477
- 75:leaf=-0.000778421003,cover=0
- 76:leaf=-0.0110669602,cover=0
- 38:[Pol<100.628822] yes=77,no=78,missing=77,gain=5.07291746,cover=14642
- 77:leaf=0.000767139427,cover=0
- 78:leaf=-0.00109420752,cover=0
- 4:[PialCurv5<0.0193316489] yes=9,no=10,missing=9,gain=8.41968441,cover=2696784
- 9:[MidArea5<0.532900333] yes=19,no=20,missing=19,gain=3.68076706,cover=2639568
- 19:[MidArea5<0.518836677] yes=39,no=40,missing=39,gain=0.450545311,cover=1088
- 39:[LGI5<2.85285616] yes=79,no=80,missing=79,gain=0.279032707,cover=226
- 79:leaf=0.0053650015,cover=0
- 80:leaf=-0.00140613678,cover=0
- 40:[PialArea5<0.730471373] yes=81,no=82,missing=81,gain=0.492088795,cover=862
- 81:leaf=0.00187422021,cover=0
- 82:leaf=0.00527406018,cover=0
- 20:[Area5<0.626857519] yes=41,no=42,missing=41,gain=2.9055531,cover=2638480
- 41:[Curv5<-0.114048101] yes=83,no=84,missing=83,gain=13.05931,cover=923666
- 83:leaf=-1.19355491e-05,cover=0
- 84:leaf=0.000558458327,cover=0
- 42:[Curv5<-0.117843308] yes=85,no=86,missing=86,gain=5.37462711,cover=1714814
- 85:leaf=1.43926727e-05,cover=0
- 86:leaf=-0.000170662883,cover=0
- 10:[Area5<0.631603718] yes=21,no=22,missing=21,gain=11.5073252,cover=57216
- 21:[Pol<147.599014] yes=43,no=44,missing=43,gain=3.71510601,cover=9162
- 43:[Ecc<1.21076584] yes=87,no=88,missing=88,gain=3.23264027,cover=7110
- 87:leaf=-0.00297863828,cover=0
- 88:leaf=-2.61267214e-05,cover=0
- 44:[Curv5<-0.0598238073] yes=89,no=90,missing=90,gain=1.20443678,cover=2052
- 89:leaf=-0.00443445658,cover=0
- 90:leaf=-0.00193989091,cover=0
- 22:[Sulc0<0.101211272] yes=45,no=46,missing=46,gain=6.99017715,cover=48054
- 45:[LGI5<2.40037155] yes=91,no=92,missing=91,gain=9.85782433,cover=37051
- 91:leaf=0.00230600266,cover=0
- 92:leaf=0.000196609646,cover=0
- 46:[Curv5<-0.0553030409] yes=93,no=94,missing=93,gain=4.05293083,cover=11003
- 93:leaf=0.00402887678,cover=0
- 94:leaf=0.00155963039,cover=0
- 2:[PialCurv5<0.00652291393] yes=5,no=6,missing=5,gain=5.03292322,cover=2158874
- 5:[PialArea5<0.798493028] yes=11,no=12,missing=12,gain=16.0992279,cover=138686
- 11:[LGI5<3.51961541] yes=23,no=24,missing=24,gain=6.24062347,cover=91310
- 23:[Sulc0<-0.188964635] yes=47,no=48,missing=47,gain=6.35740566,cover=86550
- 47:[Ecc<1.73852015] yes=95,no=96,missing=95,gain=12.338975,cover=39090
- 95:leaf=0.000743023993,cover=0
- 96:leaf=-0.00111313164,cover=0
- 48:[Ecc<5.66086149] yes=97,no=98,missing=97,gain=9.26180458,cover=47460
- 97:leaf=-0.000953519077,cover=0
- 98:leaf=0.000765770092,cover=0
- 24:[Ecc<38.7725143] yes=49,no=50,missing=50,gain=5.15336895,cover=4760
- 49:[LGI5<3.70550299] yes=99,no=100,missing=99,gain=3.1301806,cover=3998
- 99:leaf=9.09082428e-06,cover=0
- 100:leaf=-0.00285202707,cover=0
- 50:[MidArea5<0.730430186] yes=101,no=102,missing=101,gain=2.73362732,cover=762
- 101:leaf=-0.00736029772,cover=0
- 102:leaf=-0.000496265187,cover=0
- 12:[Sulc0<-0.202991232] yes=25,no=26,missing=26,gain=7.33191681,cover=47376
- 25:[Ecc<8.01039791] yes=51,no=52,missing=51,gain=7.57526588,cover=18622
- 51:[Pol<141.801834] yes=103,no=104,missing=103,gain=9.02307701,cover=12986
- 103:leaf=0.000307929062,cover=0
- 104:leaf=0.0036594409,cover=0
- 52:[Area5<0.666510165] yes=105,no=106,missing=105,gain=2.74918485,cover=5636
- 105:leaf=-0.0048132157,cover=0
- 106:leaf=-0.000904199784,cover=0
- 26:[Curv5<0.000893599819] yes=53,no=54,missing=54,gain=10.782795,cover=28754
- 53:[PialCurv5<-0.00763805071] yes=107,no=108,missing=107,gain=10.2623367,cover=19965
- 107:leaf=0.00217147265,cover=0
- 108:leaf=-0.000107605185,cover=0
- 54:[Pol<168.718765] yes=109,no=110,missing=109,gain=6.06333542,cover=8789
- 109:leaf=0.00324925408,cover=0
- 110:leaf=-0.00440491084,cover=0
- 6:[Ecc<41.2560654] yes=13,no=14,missing=13,gain=3.5036335,cover=2020188
- 13:[Area5<0.745235085] yes=27,no=28,missing=27,gain=3.45813751,cover=1924465
- 27:[Ecc<16.2597466] yes=55,no=56,missing=55,gain=5.17810774,cover=1467724
- 55:[LGI5<3.17022181] yes=111,no=112,missing=111,gain=6.63613462,cover=1114483
- 111:leaf=-9.31556406e-06,cover=0
- 112:leaf=0.000424500788,cover=0
- 56:[PialArea5<0.736284733] yes=113,no=114,missing=114,gain=20.9970512,cover=353241
- 113:leaf=-4.72503234e-05,cover=0
- 114:leaf=-0.00122207415,cover=0
- 28:[Ecc<21.3640327] yes=57,no=58,missing=57,gain=8.6130724,cover=456741
- 57:[Ecc<9.61991787] yes=115,no=116,missing=115,gain=7.70636082,cover=327974
- 115:leaf=0.000189067519,cover=0
- 116:leaf=-0.000308761693,cover=0
- 58:[Pol<152.827332] yes=117,no=118,missing=118,gain=9.12175369,cover=128767
- 117:leaf=0.000421996898,cover=0
- 118:leaf=0.00356267928,cover=0
- 14:[Pol<133.406311] yes=29,no=30,missing=29,gain=8.94420815,cover=95723
- 29:[Curv5<0.012354264] yes=59,no=60,missing=59,gain=5.64944267,cover=91089
- 59:[Sulc0<0.74744761] yes=119,no=120,missing=119,gain=3.35226154,cover=6387
- 119:leaf=-0.00209534192,cover=0
- 120:leaf=0.0032942493,cover=0
- 60:[PialCurv5<0.0285326894] yes=121,no=122,missing=121,gain=9.71794128,cover=84702
- 121:leaf=0.00244331965,cover=0
- 122:leaf=-0.000402662408,cover=0
- 30:[Sulc0<0.636906147] yes=61,no=62,missing=61,gain=4.40761518,cover=4634
- 61:[Curv5<0.0857537538] yes=123,no=124,missing=124,gain=4.65468216,cover=3490
- 123:leaf=0.00213839556,cover=0
- 124:leaf=0.00838930812,cover=0
- 62:[MidArea5<0.643286705] yes=125,no=126,missing=125,gain=1.42430925,cover=1144
- 125:leaf=-0.00240858551,cover=0
- 126:leaf=0.00114302582,cover=0
-booster[698]:
-0:[Sulc0<-0.463317156] yes=1,no=2,missing=2,gain=0.492780387,cover=5124388
- 1:[PialCurv5<0.010724308] yes=3,no=4,missing=4,gain=3.10315132,cover=1875861
- 3:[Curv5<0.0278947372] yes=7,no=8,missing=7,gain=1.94599533,cover=1821634
- 7:[Ecc<4.8056078] yes=15,no=16,missing=15,gain=1.94382191,cover=1817853
- 15:[LGI5<2.49934268] yes=31,no=32,missing=31,gain=6.51185226,cover=890486
- 31:[Sulc0<-0.835429311] yes=63,no=64,missing=63,gain=6.78032875,cover=620177
- 63:leaf=-5.08290941e-05,cover=0
- 64:leaf=0.000282098568,cover=0
- 32:[Pol<56.1920547] yes=65,no=66,missing=65,gain=4.60479689,cover=270309
- 65:leaf=5.97992512e-05,cover=0
- 66:leaf=-0.000353643176,cover=0
- 16:[Curv5<-0.0530214235] yes=33,no=34,missing=33,gain=11.1911221,cover=927367
- 33:[LGI5<2.75211287] yes=67,no=68,missing=67,gain=9.1617527,cover=907394
- 67:leaf=-0.000262171379,cover=0
- 68:leaf=7.77468958e-05,cover=0
- 34:[Area5<0.644818127] yes=69,no=70,missing=69,gain=11.6277428,cover=19973
- 69:leaf=-0.00380597264,cover=0
- 70:leaf=-0.000663661631,cover=0
- 8:[LGI5<2.13090348] yes=17,no=18,missing=17,gain=3.78075838,cover=3781
- 17:[Pol<93.9093552] yes=35,no=36,missing=35,gain=2.51804471,cover=100
- 35:[Area5<0.637240529] yes=71,no=72,missing=71,gain=0.940384269,cover=25
- 71:leaf=-0.014730324,cover=0
- 72:leaf=0.00404760242,cover=0
- 36:[PialCurv5<-0.0737633556] yes=73,no=74,missing=74,gain=1.91839361,cover=75
- 73:leaf=-0.00590927294,cover=0
- 74:leaf=0.0162213799,cover=0
- 18:[LGI5<2.29093218] yes=37,no=38,missing=37,gain=2.64134693,cover=3681
- 37:[Pol<166.64444] yes=75,no=76,missing=75,gain=2.69419861,cover=748
- 75:leaf=-0.00527254259,cover=0
- 76:leaf=0.00330665312,cover=0
- 38:[PialArea5<0.655307472] yes=77,no=78,missing=77,gain=4.31194925,cover=2933
- 77:leaf=0.000903543027,cover=0
- 78:leaf=-0.00297982758,cover=0
- 4:[PialArea5<0.542192638] yes=9,no=10,missing=10,gain=5.24780512,cover=54227
- 9:[Area5<0.633885562] yes=19,no=20,missing=19,gain=4.71717453,cover=9346
- 19:[Ecc<5.27515984] yes=39,no=40,missing=39,gain=2.14362001,cover=5677
- 39:[Ecc<2.6675415] yes=79,no=80,missing=79,gain=5.9363718,cover=5311
- 79:leaf=-0.000374044612,cover=0
- 80:leaf=0.00683305133,cover=0
- 40:[PialCurv5<0.137877449] yes=81,no=82,missing=81,gain=1.7439146,cover=366
- 81:leaf=-0.00567714404,cover=0
- 82:leaf=0.00279950816,cover=0
- 20:[Curv5<0.0300692953] yes=41,no=42,missing=41,gain=4.12815857,cover=3669
- 41:[Sulc0<-0.696500599] yes=83,no=84,missing=84,gain=3.7914753,cover=613
- 83:leaf=0.00887754932,cover=0
- 84:leaf=-0.00312151085,cover=0
- 42:[Pol<143.237381] yes=85,no=86,missing=85,gain=3.81654072,cover=3056
- 85:leaf=0.00481685903,cover=0
- 86:leaf=0.00125867594,cover=0
- 10:[Ecc<1.51801682] yes=21,no=22,missing=21,gain=7.64734507,cover=44881
- 21:[Area5<0.894858658] yes=43,no=44,missing=44,gain=3.43339443,cover=19189
- 43:[Area5<0.701312602] yes=87,no=88,missing=87,gain=4.15388012,cover=18904
- 87:leaf=-0.00170763268,cover=0
- 88:leaf=2.62079502e-05,cover=0
- 44:[Sulc0<-0.546384335] yes=89,no=90,missing=89,gain=0.986585617,cover=285
- 89:leaf=-0.00922394451,cover=0
- 90:leaf=-0.00319441897,cover=0
- 22:[Pol<72.6247101] yes=45,no=46,missing=45,gain=5.61714029,cover=25692
- 45:[LGI5<2.38303256] yes=91,no=92,missing=91,gain=7.08722496,cover=9026
- 91:leaf=0.00410199305,cover=0
- 92:leaf=0.000328063325,cover=0
- 46:[Pol<129.571716] yes=93,no=94,missing=93,gain=12.8164005,cover=16666
- 93:leaf=-0.00224761083,cover=0
- 94:leaf=0.000567453622,cover=0
- 2:[PialArea5<1.57955706] yes=5,no=6,missing=5,gain=3.5831418,cover=3248527
- 5:[Ecc<1.10530448] yes=11,no=12,missing=12,gain=2.44762468,cover=3247339
- 11:[LGI5<2.18291569] yes=23,no=24,missing=23,gain=5.55241966,cover=72143
- 23:[MidArea5<0.673991144] yes=47,no=48,missing=47,gain=7.09922838,cover=2881
- 47:[PialCurv5<0.0400940292] yes=95,no=96,missing=95,gain=11.9952364,cover=2347
- 95:leaf=-0.00899404567,cover=0
- 96:leaf=-0.00123655982,cover=0
- 48:[Ecc<0.783076942] yes=97,no=98,missing=97,gain=3.71677589,cover=534
- 97:leaf=0.00602103164,cover=0
- 98:leaf=-0.00256603584,cover=0
- 24:[MidArea5<0.641634583] yes=49,no=50,missing=49,gain=3.76502013,cover=69262
- 49:[LGI5<2.30690479] yes=99,no=100,missing=99,gain=3.89458466,cover=41075
- 99:leaf=0.000987045933,cover=0
- 100:leaf=-0.000153605448,cover=0
- 50:[PialCurv5<-0.153030112] yes=101,no=102,missing=101,gain=6.48707771,cover=28187
- 101:leaf=0.0151469456,cover=0
- 102:leaf=-0.00066715572,cover=0
- 12:[LGI5<2.29656005] yes=25,no=26,missing=25,gain=2.79376507,cover=3175196
- 25:[Area5<0.924216449] yes=51,no=52,missing=51,gain=3.52112174,cover=107929
- 51:[Curv5<0.153449878] yes=103,no=104,missing=103,gain=3.3727181,cover=107142
- 103:leaf=0.0004524088,cover=0
- 104:leaf=-0.000202461611,cover=0
- 52:[LGI5<2.24172258] yes=105,no=106,missing=105,gain=1.36329818,cover=787
- 105:leaf=-0.00613080943,cover=0
- 106:leaf=-0.00164774712,cover=0
- 26:[Pol<165.944183] yes=53,no=54,missing=53,gain=2.29169273,cover=3067267
- 53:[Pol<128.951508] yes=107,no=108,missing=107,gain=3.59384823,cover=2911726
- 107:leaf=-5.9459303e-06,cover=0
- 108:leaf=0.000137100797,cover=0
- 54:[Area5<0.67507118] yes=109,no=110,missing=109,gain=9.92092133,cover=155541
- 109:leaf=-0.000651658978,cover=0
- 110:leaf=0.000159097995,cover=0
- 6:[PialCurv5<-0.131946102] yes=13,no=14,missing=14,gain=2.53914642,cover=1188
- 13:[Curv5<-0.185332045] yes=27,no=28,missing=27,gain=1.93305302,cover=82
- 27:[Curv5<-0.272521824] yes=55,no=56,missing=55,gain=0.954684317,cover=56
- 55:[Pol<16.156723] yes=111,no=112,missing=111,gain=0.371362448,cover=6
- 111:leaf=0.0217640754,cover=0
- 112:leaf=-0.00114717486,cover=0
- 56:[Area5<0.924216449] yes=113,no=114,missing=114,gain=0.208382964,cover=50
- 113:leaf=-0.00523903919,cover=0
- 114:leaf=-0.0121299131,cover=0
- 28:[Ecc<5.08081961] yes=57,no=58,missing=57,gain=1.05510283,cover=26
- 57:leaf=-0.0367245637,cover=0
- 58:[Curv5<-0.179045901] yes=115,no=116,missing=115,gain=0.075135231,cover=18
- 115:leaf=-0.00309161539,cover=0
- 116:leaf=-0.0152666317,cover=0
- 14:[Pol<13.2006302] yes=29,no=30,missing=29,gain=1.74195337,cover=1106
- 29:[LGI5<2.97342348] yes=59,no=60,missing=59,gain=2.47924304,cover=66
- 59:[Area5<0.924216449] yes=117,no=118,missing=118,gain=0.567471027,cover=37
- 117:leaf=0.00468450738,cover=0
- 118:leaf=0.0183294322,cover=0
- 60:[LGI5<3.23945832] yes=119,no=120,missing=119,gain=0.547902763,cover=29
- 119:leaf=0.00152732991,cover=0
- 120:leaf=-0.0118973413,cover=0
- 30:[Pol<132.742767] yes=61,no=62,missing=61,gain=0.789385319,cover=1040
- 61:[Pol<113.913933] yes=121,no=122,missing=121,gain=1.08462608,cover=716
- 121:leaf=-0.00230485457,cover=0
- 122:leaf=0.00424992619,cover=0
- 62:[PialCurv5<-0.0515215881] yes=123,no=124,missing=123,gain=1.10881305,cover=324
- 123:leaf=-0.00322511978,cover=0
- 124:leaf=-0.0107309325,cover=0
-booster[699]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=2,gain=0.498562783,cover=5124388
- 1:[Sulc0<-0.481185079] yes=3,no=4,missing=3,gain=0.821505964,cover=140394
- 3:[LGI5<2.42065382] yes=7,no=8,missing=8,gain=0.502317011,cover=409
- 7:[LGI5<2.21018219] yes=15,no=16,missing=15,gain=0.930039942,cover=291
- 15:[Pol<156.492447] yes=31,no=32,missing=31,gain=0.657982528,cover=84
- 31:[Sulc0<-0.59790951] yes=63,no=64,missing=63,gain=0.0758840665,cover=51
- 63:leaf=0.000260263914,cover=0
- 64:leaf=-0.00356104714,cover=0
- 32:[Area5<0.57817024] yes=65,no=66,missing=65,gain=0.534322023,cover=33
- 65:leaf=-0.012818736,cover=0
- 66:leaf=0.00740796048,cover=0
- 16:[LGI5<2.25958419] yes=33,no=34,missing=33,gain=0.883128464,cover=207
- 33:[Pol<141.801834] yes=67,no=68,missing=67,gain=0.412908614,cover=70
- 67:leaf=0.000827321317,cover=0
- 68:leaf=0.00857676659,cover=0
- 34:[Pol<142.520569] yes=69,no=70,missing=69,gain=0.618873,cover=137
- 69:leaf=-0.00644442905,cover=0
- 70:leaf=0.000733916357,cover=0
- 8:[PialCurv5<0.0447484925] yes=17,no=18,missing=18,gain=0.401413202,cover=118
- 17:[Ecc<0.889730632] yes=35,no=36,missing=35,gain=0.137009442,cover=52
- 35:leaf=0.00889884587,cover=0
- 36:[LGI5<3.04290652] yes=71,no=72,missing=71,gain=0.0940594301,cover=50
- 71:leaf=-0.00262406492,cover=0
- 72:leaf=0.00658254651,cover=0
- 18:[Curv5<0.153449878] yes=37,no=38,missing=37,gain=0.653490543,cover=66
- 37:[Pol<110.811417] yes=73,no=74,missing=74,gain=0.138465166,cover=40
- 73:leaf=-0.000766712415,cover=0
- 74:leaf=-0.0121927243,cover=0
- 38:[LGI5<2.46931005] yes=75,no=76,missing=75,gain=0.124173656,cover=26
- 75:leaf=0.00174080208,cover=0
- 76:leaf=-0.00500244368,cover=0
- 4:[Curv5<0.0736173838] yes=9,no=10,missing=9,gain=0.69974339,cover=139985
- 9:[Area5<0.67507118] yes=19,no=20,missing=19,gain=0.92325747,cover=1350
- 19:[Ecc<0.513775289] yes=39,no=40,missing=40,gain=0.565642059,cover=1218
- 39:[Area5<0.57817024] yes=77,no=78,missing=77,gain=0.139835536,cover=12
- 77:leaf=-0.00445021736,cover=0
- 78:leaf=-0.0159323923,cover=0
- 40:[Sulc0<0.317313671] yes=79,no=80,missing=79,gain=0.54643321,cover=1206
- 79:leaf=0.00110336707,cover=0
- 80:leaf=-0.00119866955,cover=0
- 20:[PialCurv5<0.175003663] yes=41,no=42,missing=42,gain=1.07752156,cover=132
- 41:[MidArea5<0.512587845] yes=81,no=82,missing=81,gain=0.809062243,cover=101
- 81:leaf=0.000372999581,cover=0
- 82:leaf=-0.00949413236,cover=0
- 42:[Ecc<15.5679035] yes=83,no=84,missing=83,gain=1.14288068,cover=31
- 83:leaf=-0.0224615689,cover=0
- 84:leaf=-0.00331719825,cover=0
- 10:[PialCurv5<0.0720715299] yes=21,no=22,missing=21,gain=0.852114022,cover=138635
- 21:[Sulc0<0.762988985] yes=43,no=44,missing=44,gain=2.04195929,cover=2804
- 43:[Sulc0<-0.312649339] yes=85,no=86,missing=85,gain=1.35238314,cover=2136
- 85:leaf=0.00369741558,cover=0
- 86:leaf=-0.00023656823,cover=0
- 44:[Ecc<14.28263] yes=87,no=88,missing=87,gain=1.48772097,cover=668
- 87:leaf=0.00711551169,cover=0
- 88:leaf=0.00188853987,cover=0
- 22:[Area5<0.760524631] yes=45,no=46,missing=45,gain=0.689387441,cover=135831
- 45:[Ecc<0.295587689] yes=89,no=90,missing=90,gain=0.623666823,cover=131883
- 89:leaf=0.00307331886,cover=0
- 90:leaf=6.92557587e-05,cover=0
- 46:[Ecc<38.0136108] yes=91,no=92,missing=92,gain=1.10798216,cover=3948
- 91:leaf=0.00111685751,cover=0
- 92:leaf=-0.0011349431,cover=0
- 2:[PialCurv5<0.493508637] yes=5,no=6,missing=5,gain=0.605134547,cover=4983994
- 5:[PialCurv5<0.382664889] yes=11,no=12,missing=12,gain=0.784684539,cover=4975597
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=23,gain=0.832594216,cover=4907911
- 23:[PialArea5<0.454431564] yes=47,no=48,missing=47,gain=0.565949202,cover=4897710
- 47:[Ecc<10.426198] yes=93,no=94,missing=93,gain=3.10121942,cover=472475
- 93:leaf=0.000171705222,cover=0
- 94:leaf=-8.48370764e-05,cover=0
- 48:[Curv5<0.133649558] yes=95,no=96,missing=95,gain=2.0507679,cover=4425235
- 95:leaf=-4.61040798e-07,cover=0
- 96:leaf=-0.00017222653,cover=0
- 24:[PialCurv5<0.315450013] yes=49,no=50,missing=49,gain=1.54829836,cover=10201
- 49:[Area5<0.722552657] yes=97,no=98,missing=98,gain=1.88665128,cover=6295
- 97:leaf=-0.000176650909,cover=0
- 98:leaf=0.00160901935,cover=0
- 50:[Pol<42.7478409] yes=99,no=100,missing=99,gain=0.783394694,cover=3906
- 99:leaf=-0.00502327736,cover=0
- 100:leaf=-0.000224819829,cover=0
- 12:[LGI5<3.31338549] yes=25,no=26,missing=25,gain=1.93708849,cover=67686
- 25:[Sulc0<0.184694022] yes=51,no=52,missing=52,gain=1.95169091,cover=58532
- 51:[Curv5<0.190557376] yes=101,no=102,missing=101,gain=1.53561664,cover=6720
- 101:leaf=0.00161017978,cover=0
- 102:leaf=-2.16498779e-06,cover=0
- 52:[PialArea5<0.480917931] yes=103,no=104,missing=103,gain=2.53048968,cover=51812
- 103:leaf=-0.000479036855,cover=0
- 104:leaf=0.000878253195,cover=0
- 26:[Ecc<8.6295805] yes=53,no=54,missing=53,gain=2.47294044,cover=9154
- 53:[Pol<105.462654] yes=105,no=106,missing=106,gain=2.25365806,cover=103
- 105:leaf=-0.00279093091,cover=0
- 106:leaf=0.0130806016,cover=0
- 54:[LGI5<3.47596025] yes=107,no=108,missing=107,gain=1.89010286,cover=9051
- 107:leaf=0.00118005183,cover=0
- 108:leaf=-0.000267192692,cover=0
- 6:[Curv5<0.266060919] yes=13,no=14,missing=13,gain=1.19438601,cover=8397
- 13:[Ecc<3.03937531] yes=27,no=28,missing=27,gain=1.72606814,cover=7203
- 27:[Curv5<0.162240714] yes=55,no=56,missing=56,gain=1.87195826,cover=944
- 55:[Ecc<1.91022825] yes=109,no=110,missing=109,gain=0.68411386,cover=64
- 109:leaf=0.000525080541,cover=0
- 110:leaf=-0.00986553915,cover=0
- 56:[Sulc0<-0.0401471928] yes=111,no=112,missing=111,gain=1.34063339,cover=880
- 111:leaf=0.00624143146,cover=0
- 112:leaf=0.00197810121,cover=0
- 28:[LGI5<2.78495932] yes=57,no=58,missing=57,gain=1.13391411,cover=6259
- 57:[Area5<0.494833142] yes=113,no=114,missing=113,gain=0.93287307,cover=3303
- 113:leaf=0.0104929293,cover=0
- 114:leaf=-0.000338637503,cover=0
- 58:[Ecc<8.87956142] yes=115,no=116,missing=115,gain=2.05144739,cover=2956
- 115:leaf=0.00358805363,cover=0
- 116:leaf=0.00038443433,cover=0
- 14:[Ecc<8.48579407] yes=29,no=30,missing=29,gain=0.973395765,cover=1194
- 29:[Area5<0.598585367] yes=59,no=60,missing=60,gain=1.3408016,cover=929
- 59:[LGI5<2.27925944] yes=117,no=118,missing=117,gain=0.433857739,cover=297
- 117:leaf=-0.00261936337,cover=0
- 118:leaf=0.00197488745,cover=0
- 60:[Pol<84.7687759] yes=119,no=120,missing=119,gain=0.851225138,cover=632
- 119:leaf=-0.0157916602,cover=0
- 120:leaf=-0.00283480505,cover=0
- 30:[Sulc0<0.676033437] yes=61,no=62,missing=62,gain=0.717244983,cover=265
- 61:[LGI5<2.95092106] yes=121,no=122,missing=121,gain=1.02628207,cover=114
- 121:leaf=0.00580726285,cover=0
- 122:leaf=-0.00444244174,cover=0
- 62:[Ecc<33.9075584] yes=123,no=124,missing=123,gain=2.54674888,cover=151
- 123:leaf=0.0161660817,cover=0
- 124:leaf=0.000463552627,cover=0
-booster[700]:
-0:[Pol<2.97048163] yes=1,no=2,missing=1,gain=0.478730977,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=4,gain=1.9907589,cover=60049
- 3:[PialCurv5<0.0240441076] yes=7,no=8,missing=7,gain=1.8585372,cover=19947
- 7:[LGI5<3.04290652] yes=15,no=16,missing=15,gain=0.861455321,cover=18558
- 15:[Sulc0<-0.389213681] yes=31,no=32,missing=32,gain=1.01665914,cover=15504
- 31:[MidArea5<0.725911021] yes=63,no=64,missing=63,gain=1.36164188,cover=13956
- 63:leaf=0.00107768271,cover=0
- 64:leaf=-0.000323136628,cover=0
- 32:[Ecc<5.53207445] yes=65,no=66,missing=66,gain=2.26685452,cover=1548
- 65:leaf=-0.00304957083,cover=0
- 66:leaf=0.00208453252,cover=0
- 16:[Sulc0<0.0530014001] yes=33,no=34,missing=34,gain=2.41968155,cover=3054
- 33:[PialArea5<0.520672619] yes=67,no=68,missing=67,gain=1.56698561,cover=3043
- 67:leaf=0.0138958469,cover=0
- 68:leaf=-0.000901724794,cover=0
- 34:leaf=-0.0233124252,cover=0
- 8:[MidArea5<0.721430659] yes=17,no=18,missing=17,gain=0.995817661,cover=1389
- 17:[Area5<0.584141672] yes=35,no=36,missing=36,gain=1.13439858,cover=814
- 35:[Ecc<7.4459548] yes=69,no=70,missing=69,gain=0.636961937,cover=41
- 69:leaf=-0.00413895678,cover=0
- 70:leaf=-0.0172143485,cover=0
- 36:[Pol<2.30402422] yes=71,no=72,missing=71,gain=0.703821301,cover=773
- 71:leaf=0.00063051749,cover=0
- 72:leaf=-0.00253487634,cover=0
- 18:[Sulc0<0.0214736983] yes=37,no=38,missing=37,gain=0.979853153,cover=575
- 37:[PialCurv5<0.101587482] yes=73,no=74,missing=73,gain=0.723501205,cover=561
- 73:leaf=-0.00249390001,cover=0
- 74:leaf=-0.00742159877,cover=0
- 38:[Ecc<8.17402458] yes=75,no=76,missing=75,gain=0.112472296,cover=14
- 75:leaf=-0.0191225875,cover=0
- 76:leaf=-0.00671610236,cover=0
- 4:[PialCurv5<-0.0923183635] yes=9,no=10,missing=10,gain=1.26262248,cover=40102
- 9:[Area5<0.716575325] yes=19,no=20,missing=19,gain=1.61478603,cover=22463
- 19:[Ecc<16.0247612] yes=39,no=40,missing=39,gain=2.33231616,cover=15806
- 39:[PialCurv5<-0.115016438] yes=77,no=78,missing=77,gain=1.51077843,cover=2357
- 77:leaf=0.00282817078,cover=0
- 78:leaf=0.000230741411,cover=0
- 40:[LGI5<2.55302763] yes=79,no=80,missing=79,gain=1.21043122,cover=13449
- 79:leaf=0.00484395213,cover=0
- 80:leaf=6.79698569e-05,cover=0
- 20:[Ecc<22.4429302] yes=41,no=42,missing=42,gain=2.21044779,cover=6657
- 41:[MidArea5<1.12090862] yes=81,no=82,missing=82,gain=1.4885323,cover=2999
- 81:leaf=-0.00125834858,cover=0
- 82:leaf=-0.00562486704,cover=0
- 42:[PialCurv5<-0.210138425] yes=83,no=84,missing=83,gain=1.36336696,cover=3658
- 83:leaf=-0.00691034878,cover=0
- 84:leaf=0.00039625098,cover=0
- 10:[Sulc0<-0.224179193] yes=21,no=22,missing=21,gain=2.64430976,cover=17639
- 21:[PialArea5<0.856611013] yes=43,no=44,missing=44,gain=2.36624002,cover=12390
- 43:[Area5<0.655598104] yes=85,no=86,missing=85,gain=2.32471943,cover=5298
- 85:leaf=-0.00134868489,cover=0
- 86:leaf=0.000940995233,cover=0
- 44:[PialCurv5<-0.0395349935] yes=87,no=88,missing=88,gain=3.66558456,cover=7092
- 87:leaf=0.00104660494,cover=0
- 88:leaf=0.00377804856,cover=0
- 22:[Sulc0<0.0770083591] yes=45,no=46,missing=45,gain=1.67281032,cover=5249
- 45:[LGI5<2.62853003] yes=89,no=90,missing=90,gain=1.29441011,cover=3706
- 89:leaf=0.00597946253,cover=0
- 90:leaf=-0.000983914244,cover=0
- 46:[PialArea5<0.994868398] yes=91,no=92,missing=92,gain=1.79803801,cover=1543
- 91:leaf=0.00202996377,cover=0
- 92:leaf=-0.0020332234,cover=0
- 2:[Curv5<-0.00141534733] yes=5,no=6,missing=5,gain=0.594308615,cover=5064339
- 5:[PialArea5<0.70906347] yes=11,no=12,missing=11,gain=2.73946285,cover=3053769
- 11:[Area5<0.559839368] yes=23,no=24,missing=23,gain=3.91300964,cover=337363
- 23:[Curv5<-0.0837168768] yes=47,no=48,missing=47,gain=6.90711641,cover=137199
- 47:[PialCurv5<-0.139269829] yes=93,no=94,missing=94,gain=4.47722149,cover=104325
- 93:leaf=0.000326242152,cover=0
- 94:leaf=-0.000371850299,cover=0
- 48:[PialCurv5<0.00652291393] yes=95,no=96,missing=95,gain=3.87498856,cover=32874
- 95:leaf=0.0010893041,cover=0
- 96:leaf=-4.60604642e-05,cover=0
- 24:[Sulc0<-0.603582025] yes=49,no=50,missing=49,gain=9.17681885,cover=200164
- 49:[Ecc<0.45941934] yes=97,no=98,missing=98,gain=4.33790827,cover=27414
- 97:leaf=0.00234983605,cover=0
- 98:leaf=0.00033802609,cover=0
- 50:[Ecc<6.76014757] yes=99,no=100,missing=100,gain=8.07386971,cover=172750
- 99:leaf=-0.000872181379,cover=0
- 100:leaf=-0.000164037032,cover=0
- 12:[PialCurv5<0.0262785293] yes=25,no=26,missing=25,gain=7.66500568,cover=2716406
- 25:[MidArea5<0.535488486] yes=51,no=52,missing=51,gain=3.36280823,cover=2644787
- 51:[PialArea5<0.730471373] yes=101,no=102,missing=102,gain=0.268979311,cover=863
- 101:leaf=0.00261240616,cover=0
- 102:leaf=0.00471132202,cover=0
- 52:[Area5<0.640637577] yes=103,no=104,missing=103,gain=3.06158495,cover=2643924
- 103:leaf=5.3655589e-05,cover=0
- 104:leaf=-5.6683999e-05,cover=0
- 26:[Area5<0.626857519] yes=53,no=54,missing=54,gain=7.25927305,cover=71619
- 53:[Curv5<-0.0530214235] yes=105,no=106,missing=105,gain=4.50207043,cover=7583
- 105:leaf=-0.00262903934,cover=0
- 106:leaf=-6.66831329e-05,cover=0
- 54:[Pol<22.2436924] yes=107,no=108,missing=108,gain=6.62683296,cover=64036
- 107:leaf=-0.00186600664,cover=0
- 108:leaf=0.000786167511,cover=0
- 6:[PialCurv5<0.0218105931] yes=13,no=14,missing=13,gain=4.93397903,cover=2010570
- 13:[PialArea5<0.730471373] yes=27,no=28,missing=27,gain=12.189744,cover=137198
- 27:[LGI5<3.78836131] yes=55,no=56,missing=56,gain=5.75579023,cover=79374
- 55:[Ecc<0.836319208] yes=109,no=110,missing=109,gain=4.60527468,cover=78344
- 109:leaf=0.00116243132,cover=0
- 110:leaf=-0.000166293175,cover=0
- 56:[Pol<146.122681] yes=111,no=112,missing=111,gain=3.58646536,cover=1030
- 111:leaf=-0.00496991584,cover=0
- 112:leaf=0.0036449146,cover=0
- 28:[Sulc0<-0.173886195] yes=57,no=58,missing=57,gain=12.2931633,cover=57824
- 57:[Area5<0.612264991] yes=113,no=114,missing=113,gain=5.97157478,cover=20352
- 113:leaf=-0.00416899053,cover=0
- 114:leaf=5.33397069e-05,cover=0
- 58:[Curv5<0.0191024225] yes=115,no=116,missing=116,gain=12.0583134,cover=37472
- 115:leaf=0.000865409267,cover=0
- 116:leaf=0.00290802936,cover=0
- 14:[Ecc<43.8470497] yes=29,no=30,missing=29,gain=3.68941689,cover=1873372
- 29:[PialArea5<0.628734469] yes=59,no=60,missing=59,gain=4.08814526,cover=1813131
- 59:[Pol<54.5053368] yes=117,no=118,missing=117,gain=10.7555676,cover=1289069
- 117:leaf=0.0010874701,cover=0
- 118:leaf=3.86308493e-05,cover=0
- 60:[Pol<87.3220139] yes=119,no=120,missing=119,gain=6.24702168,cover=524062
- 119:leaf=-0.000306979899,cover=0
- 120:leaf=4.20933466e-05,cover=0
- 30:[Pol<128.334747] yes=61,no=62,missing=62,gain=5.08469391,cover=60241
- 61:[Curv5<0.186949074] yes=121,no=122,missing=121,gain=3.38663197,cover=56937
- 121:leaf=-0.000639483798,cover=0
- 122:leaf=0.000548873912,cover=0
- 62:[MidArea5<0.610527694] yes=123,no=124,missing=124,gain=4.04725361,cover=3304
- 123:leaf=-0.00184117351,cover=0
- 124:leaf=0.00243038591,cover=0
-booster[701]:
-0:[PialArea5<0.937250912] yes=1,no=2,missing=2,gain=0.481340557,cover=5124388
- 1:[Pol<176.117172] yes=3,no=4,missing=3,gain=1.35378349,cover=3691672
- 3:[Sulc0<-0.383002371] yes=7,no=8,missing=7,gain=2.10409117,cover=3601709
- 7:[PialCurv5<0.0447484925] yes=15,no=16,missing=16,gain=3.18746996,cover=1004959
- 15:[Ecc<4.8056078] yes=31,no=32,missing=32,gain=3.27358198,cover=960204
- 31:[Area5<0.750726104] yes=63,no=64,missing=64,gain=8.42696285,cover=489590
- 63:leaf=6.76677082e-05,cover=0
- 64:leaf=-0.00124322565,cover=0
- 32:[Pol<152.827332] yes=65,no=66,missing=65,gain=8.10904312,cover=470614
- 65:leaf=-0.000285523711,cover=0
- 66:leaf=0.000168805695,cover=0
- 16:[Pol<71.0996552] yes=33,no=34,missing=34,gain=6.83260298,cover=44755
- 33:[Ecc<0.783076942] yes=67,no=68,missing=68,gain=5.67604446,cover=10065
- 67:leaf=-0.00227480568,cover=0
- 68:leaf=0.00113913976,cover=0
- 34:[Ecc<8.70817566] yes=69,no=70,missing=70,gain=10.0041876,cover=34690
- 69:leaf=-0.00059244869,cover=0
- 70:leaf=-0.00397593854,cover=0
- 8:[PialCurv5<-0.0737633556] yes=17,no=18,missing=17,gain=1.82276011,cover=2596750
- 17:[Curv5<-0.108295463] yes=35,no=36,missing=35,gain=41.1789055,cover=186867
- 35:[Pol<43.7633247] yes=71,no=72,missing=71,gain=11.9164724,cover=164037
- 71:leaf=0.0012233312,cover=0
- 72:leaf=-0.000252519705,cover=0
- 36:[PialArea5<0.676429033] yes=73,no=74,missing=73,gain=23.2515526,cover=22830
- 73:leaf=-0.000176108369,cover=0
- 74:leaf=0.00324422494,cover=0
- 18:[Curv5<-0.139824241] yes=37,no=38,missing=37,gain=10.8895178,cover=2409883
- 37:[MidArea5<0.704742908] yes=75,no=76,missing=75,gain=14.9007187,cover=34267
- 75:leaf=-0.000120297322,cover=0
- 76:leaf=0.00196651439,cover=0
- 38:[Curv5<-0.0642315522] yes=77,no=78,missing=77,gain=8.98286343,cover=2375616
- 77:leaf=-0.000354695803,cover=0
- 78:leaf=1.28399215e-05,cover=0
- 4:[Sulc0<-0.0862998366] yes=9,no=10,missing=9,gain=4.46427536,cover=89963
- 9:[PialArea5<0.669517875] yes=19,no=20,missing=19,gain=3.97177935,cover=77443
- 19:[Ecc<0.943656743] yes=39,no=40,missing=40,gain=2.76341724,cover=20517
- 39:[Sulc0<-0.413983464] yes=79,no=80,missing=79,gain=0.992506206,cover=4111
- 79:leaf=-0.00107851357,cover=0
- 80:leaf=0.000479611947,cover=0
- 40:[Area5<0.758003652] yes=81,no=82,missing=82,gain=2.66283798,cover=16406
- 81:leaf=0.0010787237,cover=0
- 82:leaf=0.00429073488,cover=0
- 20:[Ecc<4.07113361] yes=41,no=42,missing=41,gain=2.43639827,cover=56926
- 41:[LGI5<3.00232744] yes=83,no=84,missing=84,gain=1.45883787,cover=15005
- 83:leaf=-0.000399297423,cover=0
- 84:leaf=-0.00671506766,cover=0
- 42:[Sulc0<-0.439186513] yes=85,no=86,missing=85,gain=2.45981216,cover=41921
- 85:leaf=0.000562608358,cover=0
- 86:leaf=-0.000263671391,cover=0
- 10:[Ecc<7.90440989] yes=21,no=22,missing=21,gain=6.87970734,cover=12520
- 21:[Curv5<0.14511615] yes=43,no=44,missing=43,gain=7.39996624,cover=2513
- 43:[Ecc<1.51801682] yes=87,no=88,missing=88,gain=3.34787369,cover=1447
- 87:leaf=0.00101603218,cover=0
- 88:leaf=-0.00626567518,cover=0
- 44:[MidArea5<0.439916283] yes=89,no=90,missing=89,gain=0.724368215,cover=1066
- 89:leaf=0.00582762389,cover=0
- 90:leaf=-0.000168442013,cover=0
- 22:[Curv5<-0.130991504] yes=45,no=46,missing=45,gain=4.79491329,cover=10007
- 45:[Ecc<38.0136108] yes=91,no=92,missing=91,gain=3.77718544,cover=644
- 91:leaf=-0.00345829804,cover=0
- 92:leaf=0.00600548321,cover=0
- 46:[Area5<0.894858658] yes=93,no=94,missing=94,gain=3.64338446,cover=9363
- 93:leaf=-0.000341601786,cover=0
- 94:leaf=-0.0190847795,cover=0
- 2:[Ecc<0.353712648] yes=5,no=6,missing=6,gain=1.80392027,cover=1432716
- 5:[LGI5<2.48283219] yes=11,no=12,missing=12,gain=3.07533169,cover=17505
- 11:[Sulc0<-0.614971876] yes=23,no=24,missing=23,gain=3.17951441,cover=14520
- 23:[Area5<0.763170242] yes=47,no=48,missing=48,gain=3.42212248,cover=13342
- 47:[PialCurv5<-0.0974217355] yes=95,no=96,missing=95,gain=2.05383682,cover=12719
- 95:leaf=-0.00138185651,cover=0
- 96:leaf=-0.000111026668,cover=0
- 48:[MidArea5<1.01334012] yes=97,no=98,missing=97,gain=3.47308707,cover=623
- 97:leaf=0.00718954951,cover=0
- 98:leaf=-0.000309602561,cover=0
- 24:[LGI5<2.16230083] yes=49,no=50,missing=49,gain=2.79458427,cover=1178
- 49:[Curv5<-0.104371414] yes=99,no=100,missing=100,gain=1.69980252,cover=23
- 99:leaf=-0.00465638237,cover=0
- 100:leaf=0.0230698027,cover=0
- 50:[LGI5<2.37589788] yes=101,no=102,missing=101,gain=2.52854347,cover=1155
- 101:leaf=-0.00549118361,cover=0
- 102:leaf=-0.000697326788,cover=0
- 12:[Sulc0<-0.738139331] yes=25,no=26,missing=26,gain=3.09634376,cover=2985
- 25:[LGI5<2.73077893] yes=51,no=52,missing=51,gain=2.5671277,cover=2092
- 51:[LGI5<2.5453887] yes=103,no=104,missing=103,gain=2.36289454,cover=1959
- 103:leaf=0.00101675815,cover=0
- 104:leaf=-0.00247804727,cover=0
- 52:[MidArea5<0.864058435] yes=105,no=106,missing=105,gain=2.08441687,cover=133
- 105:leaf=0.00171425776,cover=0
- 106:leaf=0.0145822866,cover=0
- 26:[PialArea5<1.13904655] yes=53,no=54,missing=54,gain=2.04257298,cover=893
- 53:[LGI5<2.60638428] yes=107,no=108,missing=107,gain=1.12957418,cover=732
- 107:leaf=0.00337884086,cover=0
- 108:leaf=-0.00130430085,cover=0
- 54:[Area5<0.66211915] yes=109,no=110,missing=110,gain=2.18882895,cover=161
- 109:leaf=-0.00210257131,cover=0
- 110:leaf=0.0116908541,cover=0
- 6:[PialCurv5<-0.105644517] yes=13,no=14,missing=14,gain=1.26089263,cover=1415211
- 13:[Curv5<-0.146701202] yes=27,no=28,missing=27,gain=46.7335358,cover=612625
- 27:[Sulc0<-0.338601172] yes=55,no=56,missing=56,gain=12.2113962,cover=595853
- 55:[Curv5<-0.158538193] yes=111,no=112,missing=112,gain=5.90383053,cover=563483
- 111:leaf=-6.80120575e-05,cover=0
- 112:leaf=0.000972443726,cover=0
- 56:[Area5<0.696645021] yes=113,no=114,missing=113,gain=2.93752098,cover=32370
- 113:leaf=-0.00157627312,cover=0
- 114:leaf=-0.000617079611,cover=0
- 28:[LGI5<2.85285616] yes=57,no=58,missing=57,gain=5.6819191,cover=16772
- 57:[PialCurv5<-0.11266306] yes=115,no=116,missing=115,gain=5.87486649,cover=10790
- 115:leaf=0.0044532246,cover=0
- 116:leaf=0.00211880659,cover=0
- 58:[Curv5<-0.0598238073] yes=117,no=118,missing=117,gain=4.75142145,cover=5982
- 117:leaf=0.00150402053,cover=0
- 118:leaf=-0.0109980432,cover=0
- 14:[Curv5<-0.185332045] yes=29,no=30,missing=29,gain=17.1720924,cover=802586
- 29:[Sulc0<-0.696500599] yes=59,no=60,missing=60,gain=11.3167419,cover=102607
- 59:[Area5<0.894858658] yes=119,no=120,missing=119,gain=2.4182992,cover=55139
- 119:leaf=0.000156901384,cover=0
- 120:leaf=0.00361261331,cover=0
- 60:[Area5<0.576076329] yes=121,no=122,missing=122,gain=8.26276588,cover=47468
- 121:leaf=-0.000858953979,cover=0
- 122:leaf=0.00144918344,cover=0
- 30:[MidArea5<0.826556206] yes=61,no=62,missing=61,gain=7.14567709,cover=699979
- 61:[Area5<0.554568231] yes=123,no=124,missing=123,gain=4.05423641,cover=94156
- 123:leaf=-0.000486541976,cover=0
- 124:leaf=0.000511727587,cover=0
- 62:[Area5<0.672473609] yes=125,no=126,missing=126,gain=5.66691303,cover=605823
- 125:leaf=-0.000502149982,cover=0
- 126:leaf=-2.41323087e-05,cover=0
-booster[702]:
-0:[LGI5<3.64692807] yes=1,no=2,missing=2,gain=0.467918456,cover=5124388
- 1:[LGI5<3.56741142] yes=3,no=4,missing=3,gain=2.26686335,cover=4983994
- 3:[Sulc0<-0.481185079] yes=7,no=8,missing=8,gain=0.725548029,cover=4901425
- 7:[Ecc<4.8056078] yes=15,no=16,missing=15,gain=2.0775528,cover=1765767
- 15:[LGI5<2.49595737] yes=31,no=32,missing=31,gain=4.17545795,cover=913390
- 31:[Sulc0<-0.835429311] yes=63,no=64,missing=63,gain=4.48585129,cover=634900
- 63:leaf=-5.42162052e-05,cover=0
- 64:leaf=0.000214384854,cover=0
- 32:[Curv5<0.133649558] yes=65,no=66,missing=65,gain=10.1226158,cover=278490
- 65:leaf=-0.000141311422,cover=0
- 66:leaf=0.0105638392,cover=0
- 16:[Curv5<-0.0530214235] yes=33,no=34,missing=34,gain=9.44932365,cover=852377
- 33:[LGI5<2.75211287] yes=67,no=68,missing=67,gain=7.91774654,cover=826716
- 67:leaf=-0.000265561277,cover=0
- 68:leaf=6.07810616e-05,cover=0
- 34:[Area5<0.644818127] yes=69,no=70,missing=69,gain=16.4423676,cover=25661
- 69:leaf=-0.00359574216,cover=0
- 70:leaf=-0.000401760597,cover=0
- 8:[PialArea5<1.57955706] yes=17,no=18,missing=17,gain=3.04385018,cover=3135658
- 17:[Ecc<1.15906882] yes=35,no=36,missing=36,gain=2.93227625,cover=3134406
- 35:[LGI5<2.18291569] yes=71,no=72,missing=71,gain=5.4448247,cover=83399
- 71:leaf=-0.00226344238,cover=0
- 72:leaf=-0.000193149754,cover=0
- 36:[LGI5<2.29656005] yes=73,no=74,missing=73,gain=2.85376692,cover=3051007
- 73:leaf=0.000275358121,cover=0
- 74:leaf=1.59071151e-05,cover=0
- 18:[Pol<13.2006302] yes=37,no=38,missing=38,gain=2.21638632,cover=1252
- 37:[Area5<0.924216449] yes=75,no=76,missing=75,gain=1.88337767,cover=76
- 75:leaf=-0.00501229847,cover=0
- 76:leaf=0.0113759777,cover=0
- 38:[PialCurv5<-0.14160423] yes=77,no=78,missing=77,gain=2.16999865,cover=1176
- 77:leaf=-0.0138844866,cover=0
- 78:leaf=-0.00255799922,cover=0
- 4:[Ecc<39.5502243] yes=9,no=10,missing=9,gain=6.47731209,cover=82569
- 9:[Area5<0.72690624] yes=19,no=20,missing=20,gain=3.79824305,cover=71028
- 19:[Ecc<10.569519] yes=39,no=40,missing=39,gain=3.04985619,cover=44967
- 39:[Pol<74.0505524] yes=79,no=80,missing=80,gain=8.19318199,cover=2932
- 79:leaf=-0.000971942616,cover=0
- 80:leaf=0.00431534881,cover=0
- 40:[PialArea5<0.672997355] yes=81,no=82,missing=81,gain=3.93607473,cover=42035
- 81:leaf=-0.000509741833,cover=0
- 82:leaf=0.000478846545,cover=0
- 20:[PialCurv5<-0.00171623251] yes=41,no=42,missing=41,gain=2.33638453,cover=26061
- 41:[Sulc0<-0.540693521] yes=83,no=84,missing=84,gain=4.43963385,cover=10991
- 83:leaf=4.4452674e-05,cover=0
- 84:leaf=-0.00198672689,cover=0
- 42:[Ecc<8.7927618] yes=85,no=86,missing=85,gain=4.47328901,cover=15070
- 85:leaf=0.00649995683,cover=0
- 86:leaf=-0.000271169469,cover=0
- 10:[Area5<0.733255386] yes=21,no=22,missing=21,gain=3.44266319,cover=11541
- 21:[PialArea5<0.841635466] yes=43,no=44,missing=43,gain=3.04771996,cover=6601
- 43:[Area5<0.691945016] yes=87,no=88,missing=87,gain=1.52690887,cover=4952
- 87:leaf=-0.00344294123,cover=0
- 88:leaf=-0.00164853281,cover=0
- 44:[Pol<17.1471634] yes=89,no=90,missing=89,gain=3.53838372,cover=1649
- 89:leaf=-0.00445747189,cover=0
- 90:leaf=0.00102641492,cover=0
- 22:[Pol<74.0505524] yes=45,no=46,missing=45,gain=4.04046822,cover=4940
- 45:[Sulc0<-0.0637059584] yes=91,no=92,missing=92,gain=4.57946157,cover=3010
- 91:leaf=-0.00473852083,cover=0
- 92:leaf=0.00147070969,cover=0
- 46:[Sulc0<0.143142253] yes=93,no=94,missing=94,gain=1.60176229,cover=1930
- 93:leaf=0.00121982105,cover=0
- 94:leaf=-0.00276302709,cover=0
- 2:[Ecc<12.7231894] yes=5,no=6,missing=6,gain=5.99725819,cover=140394
- 5:[Area5<0.606435955] yes=11,no=12,missing=11,gain=3.09395647,cover=10364
- 11:[Ecc<10.8716469] yes=23,no=24,missing=23,gain=3.02148962,cover=1585
- 23:[Pol<149.072266] yes=47,no=48,missing=48,gain=2.56243801,cover=644
- 47:[Pol<9.44515038] yes=95,no=96,missing=95,gain=1.72199154,cover=613
- 95:leaf=0.0112385992,cover=0
- 96:leaf=0.0020332688,cover=0
- 48:[Ecc<10.426198] yes=97,no=98,missing=97,gain=0.211738348,cover=31
- 97:leaf=0.0199345704,cover=0
- 98:leaf=0.00872096792,cover=0
- 24:[Pol<110.287491] yes=49,no=50,missing=50,gain=1.74435878,cover=941
- 49:[Pol<67.3859482] yes=99,no=100,missing=99,gain=1.0469563,cover=566
- 99:leaf=-0.000703577418,cover=0
- 100:leaf=0.00376682892,cover=0
- 50:[Pol<137.578873] yes=101,no=102,missing=101,gain=1.59933019,cover=375
- 101:leaf=-0.00582391536,cover=0
- 102:leaf=0.00105063594,cover=0
- 12:[Pol<100.090813] yes=25,no=26,missing=25,gain=3.13357306,cover=8779
- 25:[Pol<31.3444195] yes=51,no=52,missing=51,gain=5.96282101,cover=5233
- 51:[LGI5<3.94193578] yes=103,no=104,missing=104,gain=3.97323346,cover=1503
- 103:leaf=-0.000306396018,cover=0
- 104:leaf=0.00921410043,cover=0
- 52:[Ecc<9.88196182] yes=105,no=106,missing=106,gain=3.93136215,cover=3730
- 105:leaf=-0.00574772945,cover=0
- 106:leaf=-0.00221291836,cover=0
- 26:[Ecc<8.7927618] yes=53,no=54,missing=53,gain=2.32301188,cover=3546
- 53:[MidArea5<1.1557827] yes=107,no=108,missing=108,gain=1.37730169,cover=121
- 107:leaf=0.00469015492,cover=0
- 108:leaf=0.0226294901,cover=0
- 54:[Area5<0.737164855] yes=109,no=110,missing=109,gain=1.25542259,cover=3425
- 109:leaf=0.000135718481,cover=0
- 110:leaf=-0.0019079576,cover=0
- 6:[Ecc<20.3925476] yes=13,no=14,missing=14,gain=2.31355143,cover=130030
- 13:[Area5<0.782137334] yes=27,no=28,missing=27,gain=2.93006301,cover=44486
- 27:[Area5<0.623097897] yes=55,no=56,missing=55,gain=3.89167547,cover=39035
- 55:[Curv5<-0.0109836133] yes=111,no=112,missing=111,gain=2.81405187,cover=9950
- 111:leaf=0.000163517921,cover=0
- 112:leaf=0.00224290369,cover=0
- 56:[Pol<138.971481] yes=113,no=114,missing=113,gain=1.73247766,cover=29085
- 113:leaf=-0.000311498967,cover=0
- 114:leaf=-0.00116838445,cover=0
- 28:[Pol<107.66053] yes=57,no=58,missing=57,gain=4.55206299,cover=5451
- 57:[Pol<13.2006302] yes=115,no=116,missing=116,gain=3.05132747,cover=2653
- 115:leaf=0.00623059692,cover=0
- 116:leaf=-0.000934403099,cover=0
- 58:[LGI5<3.94193578] yes=117,no=118,missing=117,gain=1.58175135,cover=2798
- 117:leaf=0.00290244422,cover=0
- 118:leaf=-0.000332745141,cover=0
- 14:[Sulc0<-0.0562447868] yes=29,no=30,missing=29,gain=3.61202621,cover=85544
- 29:[Pol<18.1680222] yes=59,no=60,missing=60,gain=5.00194359,cover=29171
- 59:[PialCurv5<0.0720715299] yes=119,no=120,missing=120,gain=3.74685645,cover=5243
- 119:leaf=-0.000788058562,cover=0
- 120:leaf=0.00955939572,cover=0
- 60:[Pol<149.072266] yes=121,no=122,missing=121,gain=7.8597784,cover=23928
- 121:leaf=0.00220830808,cover=0
- 122:leaf=0.000356539269,cover=0
- 30:[PialCurv5<0.0447484925] yes=61,no=62,missing=61,gain=6.17586184,cover=56373
- 61:[Pol<48.3047981] yes=123,no=124,missing=123,gain=8.5918169,cover=19889
- 123:leaf=0.00124798284,cover=0
- 124:leaf=-0.00118991011,cover=0
- 62:[Pol<133.406311] yes=125,no=126,missing=126,gain=2.77286291,cover=36484
- 125:leaf=0.000381759426,cover=0
- 126:leaf=0.00229181745,cover=0
-booster[703]:
-0:[PialArea5<0.95820266] yes=1,no=2,missing=2,gain=0.48699975,cover=5124388
- 1:[Pol<176.117172] yes=3,no=4,missing=3,gain=1.31855428,cover=3832066
- 3:[Sulc0<-0.357752919] yes=7,no=8,missing=7,gain=1.66914511,cover=3735746
- 7:[PialCurv5<0.0471153036] yes=15,no=16,missing=15,gain=3.08221626,cover=1142518
- 15:[Pol<24.282547] yes=31,no=32,missing=31,gain=2.72953033,cover=1090744
- 31:[Curv5<-0.220549613] yes=63,no=64,missing=64,gain=5.08546305,cover=170468
- 63:leaf=-0.000136715811,cover=0
- 64:leaf=0.000409477449,cover=0
- 32:[Area5<0.559839368] yes=65,no=66,missing=65,gain=4.68496323,cover=920276
- 65:leaf=6.67312415e-05,cover=0
- 66:leaf=-0.00016680306,cover=0
- 16:[Pol<71.0996552] yes=33,no=34,missing=33,gain=6.62299347,cover=51774
- 33:[Pol<25.2957573] yes=67,no=68,missing=67,gain=5.74853659,cover=11396
- 67:leaf=-0.000739885261,cover=0
- 68:leaf=0.001548309,cover=0
- 34:[Ecc<7.24576569] yes=69,no=70,missing=69,gain=10.0049601,cover=40378
- 69:leaf=-0.000486696925,cover=0
- 70:leaf=-0.00317374128,cover=0
- 8:[Pol<62.799984] yes=17,no=18,missing=17,gain=1.94342554,cover=2593228
- 17:[Ecc<15.121048] yes=35,no=36,missing=35,gain=23.1786823,cover=321955
- 35:[Ecc<7.24576569] yes=71,no=72,missing=71,gain=35.3189011,cover=82434
- 71:leaf=0.000269778393,cover=0
- 72:leaf=-0.00180388463,cover=0
- 36:[PialCurv5<-0.0501225069] yes=73,no=74,missing=73,gain=37.3543968,cover=239521
- 73:leaf=0.00170279189,cover=0
- 74:leaf=-0.000107426364,cover=0
- 18:[Ecc<18.0513744] yes=37,no=38,missing=37,gain=5.34931374,cover=2271273
- 37:[PialArea5<0.777740717] yes=75,no=76,missing=76,gain=7.12362003,cover=1730310
- 75:leaf=2.0077252e-05,cover=0
- 76:leaf=0.000283732399,cover=0
- 38:[Pol<101.695656] yes=77,no=78,missing=77,gain=11.4490051,cover=540963
- 77:leaf=0.000172657412,cover=0
- 78:leaf=-0.000298016705,cover=0
- 4:[Sulc0<-0.0862998366] yes=9,no=10,missing=9,gain=4.13581371,cover=96320
- 9:[PialArea5<0.669517875] yes=19,no=20,missing=19,gain=3.60389328,cover=83523
- 19:[Ecc<0.943656743] yes=39,no=40,missing=39,gain=2.47946978,cover=20517
- 39:[Area5<0.924216449] yes=79,no=80,missing=80,gain=0.986738443,cover=4111
- 79:leaf=-0.000282229128,cover=0
- 80:leaf=0.00948937051,cover=0
- 40:[Area5<0.758003652] yes=81,no=82,missing=82,gain=2.39925766,cover=16406
- 81:leaf=0.00102749711,cover=0
- 82:leaf=0.00407639844,cover=0
- 20:[Ecc<4.07113361] yes=41,no=42,missing=41,gain=2.27401733,cover=63006
- 41:[Area5<0.612264991] yes=83,no=84,missing=83,gain=1.39962935,cover=16184
- 83:leaf=-8.68048664e-05,cover=0
- 84:leaf=-0.00109474454,cover=0
- 42:[Curv5<-0.251844287] yes=85,no=86,missing=85,gain=2.5473814,cover=46822
- 85:leaf=-0.000378923462,cover=0
- 86:leaf=0.000494106498,cover=0
- 10:[Ecc<7.90440989] yes=21,no=22,missing=21,gain=6.26139212,cover=12797
- 21:[Curv5<0.131767005] yes=43,no=44,missing=43,gain=6.7716217,cover=2522
- 43:[Ecc<1.51801682] yes=87,no=88,missing=88,gain=2.40493393,cover=1336
- 87:leaf=0.000648865534,cover=0
- 88:leaf=-0.00608586986,cover=0
- 44:[LGI5<2.58938479] yes=89,no=90,missing=89,gain=1.01157951,cover=1186
- 89:leaf=0.00116931542,cover=0
- 90:leaf=-0.00176476687,cover=0
- 22:[Curv5<-0.130991504] yes=45,no=46,missing=45,gain=4.64120722,cover=10275
- 45:[Ecc<38.0136108] yes=91,no=92,missing=91,gain=3.23059797,cover=738
- 91:leaf=-0.00252388115,cover=0
- 92:leaf=0.00545447273,cover=0
- 46:[Area5<0.894858658] yes=93,no=94,missing=94,gain=3.28814793,cover=9537
- 93:leaf=-0.0003624323,cover=0
- 94:leaf=-0.0181680135,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=6,gain=1.50109911,cover=1292322
- 5:[LGI5<3.16380119] yes=11,no=12,missing=11,gain=2.96772003,cover=2995
- 11:[Area5<0.782137334] yes=23,no=24,missing=24,gain=1.66897118,cover=2372
- 23:[PialArea5<1.08444798] yes=47,no=48,missing=47,gain=2.44838715,cover=1769
- 47:[LGI5<2.41724968] yes=95,no=96,missing=96,gain=0.946855843,cover=1088
- 95:leaf=0.0045264787,cover=0
- 96:leaf=-0.000114840688,cover=0
- 48:[Pol<156.492447] yes=97,no=98,missing=97,gain=1.16647124,cover=681
- 97:leaf=-0.00410745619,cover=0
- 98:leaf=0.00267635821,cover=0
- 24:[Ecc<5.46745825] yes=49,no=50,missing=50,gain=1.45778155,cover=603
- 49:[Curv5<-0.26388669] yes=99,no=100,missing=99,gain=1.64327824,cover=175
- 99:leaf=0.000466001191,cover=0
- 100:leaf=-0.011909253,cover=0
- 50:[LGI5<2.5453887] yes=101,no=102,missing=102,gain=1.42338991,cover=428
- 101:leaf=-0.00570900738,cover=0
- 102:leaf=0.00444411067,cover=0
- 12:[Ecc<17.7876587] yes=25,no=26,missing=25,gain=1.06800222,cover=623
- 25:[LGI5<3.38720298] yes=51,no=52,missing=51,gain=1.16258192,cover=341
- 51:[PialArea5<1.28208315] yes=103,no=104,missing=104,gain=0.915195823,cover=253
- 103:leaf=0.000834667066,cover=0
- 104:leaf=-0.00709320558,cover=0
- 52:[Area5<0.814937592] yes=105,no=106,missing=105,gain=0.40965867,cover=88
- 105:leaf=-0.00894965883,cover=0
- 106:leaf=-0.000635991979,cover=0
- 26:[Pol<160.869751] yes=53,no=54,missing=53,gain=0.537085056,cover=282
- 53:[LGI5<3.21727777] yes=107,no=108,missing=107,gain=0.376690865,cover=256
- 107:leaf=-0.010739346,cover=0
- 108:leaf=-0.00604146486,cover=0
- 54:[Area5<0.598585367] yes=109,no=110,missing=109,gain=0.0562400334,cover=26
- 109:leaf=-0.00442217011,cover=0
- 110:leaf=0.00143195654,cover=0
- 6:[Pol<157.22821] yes=13,no=14,missing=13,gain=1.46540308,cover=1289327
- 13:[Ecc<5.91357183] yes=27,no=28,missing=28,gain=5.96345949,cover=1021305
- 27:[Pol<87.3220139] yes=55,no=56,missing=56,gain=2.48611927,cover=488265
- 55:[Sulc0<0.134837523] yes=111,no=112,missing=111,gain=4.05275249,cover=375637
- 111:leaf=-1.19867682e-05,cover=0
- 112:leaf=0.00677631143,cover=0
- 56:[LGI5<2.53029394] yes=113,no=114,missing=113,gain=13.214983,cover=112628
- 113:leaf=6.34420794e-05,cover=0
- 114:leaf=-0.00114040589,cover=0
- 28:[Pol<56.1920547] yes=57,no=58,missing=58,gain=7.14988232,cover=533040
- 57:[Curv5<-0.198884338] yes=115,no=116,missing=115,gain=4.13099289,cover=332785
- 115:leaf=0.000270192249,cover=0
- 116:leaf=-9.91880224e-05,cover=0
- 58:[PialArea5<1.10654831] yes=117,no=118,missing=118,gain=8.55405617,cover=200255
- 117:leaf=0.000207663077,cover=0
- 118:leaf=0.000940808852,cover=0
- 14:[Ecc<6.03867722] yes=29,no=30,missing=29,gain=12.1268206,cover=268022
- 29:[Curv5<-0.163374811] yes=59,no=60,missing=59,gain=20.9587269,cover=80980
- 59:[Area5<0.864337862] yes=119,no=120,missing=119,gain=6.38728666,cover=56279
- 119:leaf=-0.000137465904,cover=0
- 120:leaf=0.00686031953,cover=0
- 60:[Ecc<2.31110334] yes=121,no=122,missing=121,gain=17.1605873,cover=24701
- 121:leaf=6.12492222e-05,cover=0
- 122:leaf=0.0027432784,cover=0
- 30:[LGI5<3.0310638] yes=61,no=62,missing=61,gain=5.58764124,cover=187042
- 61:[Area5<0.621834755] yes=123,no=124,missing=123,gain=3.6757412,cover=92749
- 123:leaf=0.000228024117,cover=0
- 124:leaf=-0.000695635099,cover=0
- 62:[PialCurv5<-0.0779728889] yes=125,no=126,missing=125,gain=2.00483847,cover=94293
- 125:leaf=-0.000148589243,cover=0
- 126:leaf=0.000405506842,cover=0
-booster[704]:
-0:[MidArea5<1.1557827] yes=1,no=2,missing=1,gain=0.453701735,cover=5124388
- 1:[PialArea5<1.48916721] yes=3,no=4,missing=4,gain=0.763774037,cover=5084355
- 3:[MidArea5<1.09619975] yes=7,no=8,missing=7,gain=0.585717261,cover=5072371
- 7:[Ecc<1.46579576] yes=15,no=16,missing=15,gain=0.522001922,cover=5041596
- 15:[LGI5<2.33929968] yes=31,no=32,missing=31,gain=1.85241711,cover=478240
- 31:[Area5<0.660333693] yes=63,no=64,missing=63,gain=2.07713246,cover=178405
- 63:leaf=-0.000271125376,cover=0
- 64:leaf=0.000136882081,cover=0
- 32:[Pol<46.5024796] yes=65,no=66,missing=65,gain=2.33414745,cover=299835
- 65:leaf=-0.00023695259,cover=0
- 66:leaf=9.89399414e-05,cover=0
- 16:[LGI5<2.33061647] yes=33,no=34,missing=33,gain=0.925487816,cover=4563356
- 33:[Curv5<0.153449878] yes=67,no=68,missing=67,gain=2.14904761,cover=290133
- 67:leaf=0.000141906945,cover=0
- 68:leaf=-0.000266273448,cover=0
- 34:[Ecc<1.68457866] yes=69,no=70,missing=70,gain=0.846158803,cover=4273223
- 69:leaf=0.000189050756,cover=0
- 70:leaf=-4.94952064e-06,cover=0
- 8:[Area5<0.72867924] yes=17,no=18,missing=17,gain=2.07990742,cover=30775
- 17:[PialCurv5<-0.058241725] yes=35,no=36,missing=35,gain=0.707952023,cover=358
- 35:[Curv5<-0.112134233] yes=71,no=72,missing=72,gain=0.645089865,cover=341
- 71:leaf=0.003930151,cover=0
- 72:leaf=0.0130312089,cover=0
- 36:[Area5<0.720017433] yes=73,no=74,missing=73,gain=0.224480808,cover=17
- 73:leaf=0.00279978523,cover=0
- 74:leaf=-0.00921064708,cover=0
- 18:[Curv5<-0.0816265643] yes=37,no=38,missing=37,gain=1.31424391,cover=30417
- 37:[Ecc<0.669936359] yes=75,no=76,missing=75,gain=0.942321658,cover=27624
- 75:leaf=-0.00301287952,cover=0
- 76:leaf=9.55768191e-05,cover=0
- 38:[Pol<7.58674097] yes=77,no=78,missing=77,gain=2.17348957,cover=2793
- 77:leaf=0.00819478557,cover=0
- 78:leaf=0.00092718174,cover=0
- 4:[PialCurv5<-0.0868030339] yes=9,no=10,missing=10,gain=2.28439331,cover=11984
- 9:[Area5<0.746306419] yes=19,no=20,missing=19,gain=2.3997438,cover=10082
- 19:[Ecc<1.05247808] yes=39,no=40,missing=39,gain=2.44189501,cover=8117
- 39:[Sulc0<-0.895242691] yes=79,no=80,missing=79,gain=1.54466629,cover=771
- 79:leaf=0.0017089633,cover=0
- 80:leaf=0.00698292861,cover=0
- 40:[Curv5<-0.211220503] yes=81,no=82,missing=81,gain=1.8820436,cover=7346
- 81:leaf=-0.000984216924,cover=0
- 82:leaf=0.000650049129,cover=0
- 20:[Pol<8.56911278] yes=41,no=42,missing=41,gain=1.79333997,cover=1965
- 41:[Curv5<-0.18985194] yes=83,no=84,missing=84,gain=1.14432454,cover=229
- 83:leaf=-0.002859473,cover=0
- 84:leaf=-0.0100650452,cover=0
- 42:[Curv5<-0.136312515] yes=85,no=86,missing=85,gain=1.72536707,cover=1736
- 85:leaf=-0.00149527576,cover=0
- 86:leaf=0.00543607399,cover=0
- 10:[Pol<29.3809395] yes=21,no=22,missing=21,gain=4.46736145,cover=1902
- 21:[Curv5<-0.121808149] yes=43,no=44,missing=43,gain=2.82397509,cover=465
- 43:[LGI5<2.66519833] yes=87,no=88,missing=87,gain=2.84078789,cover=370
- 87:leaf=-0.0101541858,cover=0
- 88:leaf=0.00162543717,cover=0
- 44:[Ecc<1.31300318] yes=89,no=90,missing=89,gain=2.2986052,cover=95
- 89:leaf=0.0135048199,cover=0
- 90:leaf=-0.00348393223,cover=0
- 22:[Curv5<-0.0963523984] yes=45,no=46,missing=45,gain=2.38093519,cover=1437
- 45:[LGI5<3.38720298] yes=91,no=92,missing=91,gain=1.63347101,cover=1197
- 91:leaf=-0.00174731482,cover=0
- 92:leaf=0.0134335654,cover=0
- 46:[LGI5<2.87999082] yes=93,no=94,missing=93,gain=2.18954015,cover=240
- 93:leaf=0.00599753577,cover=0
- 94:leaf=-0.00695581082,cover=0
- 2:[Area5<0.701312602] yes=5,no=6,missing=5,gain=1.49943972,cover=40033
- 5:[Sulc0<-1.24864507] yes=11,no=12,missing=12,gain=1.36456704,cover=1853
- 11:[Curv5<-0.215837389] yes=23,no=24,missing=24,gain=0.832892716,cover=166
- 23:[Area5<0.645846248] yes=47,no=48,missing=48,gain=0.476185441,cover=111
- 47:[LGI5<2.49595737] yes=95,no=96,missing=95,gain=0.926290333,cover=26
- 95:leaf=0.00974090304,cover=0
- 96:leaf=-0.00844919775,cover=0
- 48:[Ecc<2.6675415] yes=97,no=98,missing=97,gain=0.426405072,cover=85
- 97:leaf=-0.00947844516,cover=0
- 98:leaf=-0.0018847622,cover=0
- 24:[Ecc<3.22716212] yes=49,no=50,missing=50,gain=0.477534324,cover=55
- 49:[Ecc<1.51801682] yes=99,no=100,missing=99,gain=0.521359324,cover=49
- 99:leaf=0.00704304967,cover=0
- 100:leaf=-0.00341405137,cover=0
- 50:leaf=0.0144639229,cover=0
- 12:[Curv5<-0.138079464] yes=25,no=26,missing=26,gain=1.23669624,cover=1687
- 25:[Ecc<2.73602629] yes=51,no=52,missing=51,gain=0.886765003,cover=1515
- 51:[PialCurv5<-0.102360219] yes=101,no=102,missing=102,gain=1.4479785,cover=766
- 101:leaf=0.0026095903,cover=0
- 102:leaf=-0.00220008194,cover=0
- 52:[Curv5<-0.245563462] yes=103,no=104,missing=103,gain=2.17096949,cover=749
- 103:leaf=-0.00345994835,cover=0
- 104:leaf=0.00467406819,cover=0
- 26:[Pol<166.64444] yes=53,no=54,missing=53,gain=2.95745635,cover=172
- 53:[Ecc<2.13501525] yes=105,no=106,missing=106,gain=1.45260906,cover=147
- 105:leaf=0.00318801752,cover=0
- 106:leaf=-0.00781864859,cover=0
- 54:[Ecc<6.35379457] yes=107,no=108,missing=107,gain=0.557465076,cover=25
- 107:leaf=0.00128756615,cover=0
- 108:leaf=0.017988639,cover=0
- 6:[PialCurv5<-0.11032705] yes=13,no=14,missing=13,gain=1.10044909,cover=38180
- 13:[Curv5<-0.0860676765] yes=27,no=28,missing=27,gain=1.92652452,cover=15815
- 27:[Area5<0.833255887] yes=55,no=56,missing=55,gain=1.78919029,cover=15783
- 55:[PialArea5<1.57955706] yes=109,no=110,missing=109,gain=2.54648066,cover=4935
- 109:leaf=0.00077494717,cover=0
- 110:leaf=-0.00171646604,cover=0
- 56:[Pol<128.951508] yes=111,no=112,missing=112,gain=1.66091609,cover=10848
- 111:leaf=-7.23928169e-05,cover=0
- 112:leaf=0.00177521433,cover=0
- 28:[Area5<0.987501919] yes=57,no=58,missing=58,gain=0.692112207,cover=32
- 57:[Pol<30.3635597] yes=113,no=114,missing=113,gain=0.188583463,cover=16
- 113:leaf=0.00417123549,cover=0
- 114:leaf=-0.00748402392,cover=0
- 58:[Curv5<-0.0553030409] yes=115,no=116,missing=116,gain=0.0963976383,cover=16
- 115:leaf=-0.0136945983,cover=0
- 116:leaf=-0.0254865177,cover=0
- 14:[LGI5<2.16230083] yes=29,no=30,missing=29,gain=1.74986124,cover=22365
- 29:[Ecc<0.836319208] yes=59,no=60,missing=59,gain=1.02842093,cover=119
- 59:[Sulc0<-1.15707839] yes=117,no=118,missing=117,gain=0.192009449,cover=22
- 117:leaf=0.0176746305,cover=0
- 118:leaf=0.00295924256,cover=0
- 60:[Sulc0<-0.903383076] yes=119,no=120,missing=120,gain=0.597285211,cover=97
- 119:leaf=-0.000738322153,cover=0
- 120:leaf=0.00721896207,cover=0
- 30:[LGI5<2.22170687] yes=61,no=62,missing=61,gain=3.11220431,cover=22246
- 61:[Curv5<-0.121808149] yes=121,no=122,missing=122,gain=1.15131474,cover=220
- 121:leaf=-0.00317956065,cover=0
- 122:leaf=-0.0110333636,cover=0
- 62:[Sulc0<-1.12931466] yes=123,no=124,missing=123,gain=2.2602942,cover=22026
- 123:leaf=-0.00223463099,cover=0
- 124:leaf=0.000451814529,cover=0
-booster[705]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.446349055,cover=5124388
- 1:[Area5<0.610838115] yes=3,no=4,missing=4,gain=1.15524316,cover=20016
- 3:[PialArea5<0.476533443] yes=7,no=8,missing=8,gain=0.888371706,cover=18642
- 7:[Pol<65.1286774] yes=15,no=16,missing=15,gain=0.503324389,cover=18400
- 15:[LGI5<3.60428405] yes=31,no=32,missing=31,gain=1.33818412,cover=783
- 31:[LGI5<2.44006681] yes=63,no=64,missing=64,gain=0.962065995,cover=717
- 63:leaf=0.00325837405,cover=0
- 64:leaf=-0.00243926048,cover=0
- 32:[Ecc<17.7876587] yes=65,no=66,missing=65,gain=1.00783396,cover=66
- 65:leaf=-0.00550965639,cover=0
- 66:leaf=0.00892868172,cover=0
- 16:[Pol<71.0996552] yes=33,no=34,missing=34,gain=0.651921272,cover=17617
- 33:[Ecc<34.5416374] yes=67,no=68,missing=67,gain=2.55047154,cover=348
- 67:leaf=0.00517170643,cover=0
- 68:leaf=-0.00402622018,cover=0
- 34:[Pol<81.5476837] yes=69,no=70,missing=69,gain=0.619600236,cover=17269
- 69:leaf=-0.000973026094,cover=0
- 70:leaf=0.000187936806,cover=0
- 8:[Ecc<0.943656743] yes=17,no=18,missing=18,gain=0.607355475,cover=242
- 17:[Pol<176.970428] yes=35,no=36,missing=35,gain=0.0140565634,cover=14
- 35:leaf=-0.00816982426,cover=0
- 36:leaf=-0.00375726237,cover=0
- 18:[Curv5<-0.0963523984] yes=37,no=38,missing=37,gain=0.444632769,cover=228
- 37:[PialCurv5<-0.171137348] yes=71,no=72,missing=72,gain=0.383790612,cover=213
- 71:leaf=0.00193440169,cover=0
- 72:leaf=0.00622985745,cover=0
- 38:[PialCurv5<-0.153030112] yes=73,no=74,missing=73,gain=0.317199737,cover=15
- 73:leaf=0.00661048433,cover=0
- 74:leaf=-0.00854584575,cover=0
- 4:[Pol<87.9431763] yes=9,no=10,missing=9,gain=0.408019543,cover=1374
- 9:[Ecc<15.7955055] yes=19,no=20,missing=19,gain=1.01688349,cover=294
- 19:[Sulc0<0.849368811] yes=39,no=40,missing=40,gain=0.473139286,cover=28
- 39:[Sulc0<0.830503881] yes=75,no=76,missing=75,gain=0.0144839957,cover=12
- 75:leaf=0.00466532307,cover=0
- 76:leaf=-0.000862640154,cover=0
- 40:[Curv5<0.183586344] yes=77,no=78,missing=78,gain=0.141734362,cover=16
- 77:leaf=0.0106209349,cover=0
- 78:leaf=0.0226081107,cover=0
- 20:[Sulc0<1.11117697] yes=41,no=42,missing=41,gain=0.773748159,cover=266
- 41:[Ecc<25.981123] yes=79,no=80,missing=79,gain=0.276023686,cover=132
- 79:leaf=0.003405581,cover=0
- 80:leaf=-0.00176093297,cover=0
- 42:[PialCurv5<0.493508637] yes=81,no=82,missing=81,gain=0.55769968,cover=134
- 81:leaf=0.00288162078,cover=0
- 82:leaf=0.0100233136,cover=0
- 10:[LGI5<2.97899532] yes=21,no=22,missing=21,gain=0.387399495,cover=1080
- 21:[Ecc<25.981123] yes=43,no=44,missing=43,gain=0.723219275,cover=754
- 43:[Curv5<0.124281213] yes=83,no=84,missing=84,gain=0.606693149,cover=724
- 83:leaf=-0.0137760937,cover=0
- 84:leaf=0.00101906084,cover=0
- 44:[Ecc<45.751255] yes=85,no=86,missing=85,gain=0.0109279752,cover=30
- 85:leaf=-0.00727906823,cover=0
- 86:leaf=-0.00268926634,cover=0
- 22:[LGI5<3.60428405] yes=45,no=46,missing=45,gain=0.409641087,cover=326
- 45:[Pol<109.248352] yes=87,no=88,missing=87,gain=0.391901374,cover=308
- 87:leaf=0.0034984597,cover=0
- 88:leaf=-0.00394824194,cover=0
- 46:[Ecc<15.7955055] yes=89,no=90,missing=89,gain=0.275659442,cover=18
- 89:leaf=0.00478249602,cover=0
- 90:leaf=-0.00820748974,cover=0
- 2:[Curv5<-0.39144522] yes=5,no=6,missing=5,gain=0.499587923,cover=5104372
- 5:[PialCurv5<-0.151339546] yes=11,no=12,missing=11,gain=3.23970509,cover=18943
- 11:[LGI5<3.60428405] yes=23,no=24,missing=24,gain=1.94195151,cover=15318
- 23:[Pol<95.050293] yes=47,no=48,missing=47,gain=1.4204061,cover=14986
- 47:[LGI5<2.75749183] yes=91,no=92,missing=91,gain=1.64440882,cover=9685
- 91:leaf=-0.00049899664,cover=0
- 92:leaf=0.000830201898,cover=0
- 48:[Pol<119.777687] yes=93,no=94,missing=93,gain=4.08115339,cover=5301
- 93:leaf=0.00546484301,cover=0
- 94:leaf=0.000851281628,cover=0
- 24:[Area5<0.604913712] yes=49,no=50,missing=49,gain=1.13608778,cover=332
- 49:[Pol<29.3809395] yes=95,no=96,missing=95,gain=0.481831551,cover=260
- 95:leaf=-0.00683557987,cover=0
- 96:leaf=-0.00250639371,cover=0
- 50:[Pol<24.282547] yes=97,no=98,missing=97,gain=0.62535435,cover=72
- 97:leaf=-0.00477993954,cover=0
- 98:leaf=0.00529352063,cover=0
- 12:[Area5<0.453641325] yes=25,no=26,missing=25,gain=1.67047799,cover=3625
- 25:[PialArea5<0.798493028] yes=51,no=52,missing=52,gain=1.41216516,cover=659
- 51:[Ecc<0.729281187] yes=99,no=100,missing=100,gain=0.999698639,cover=596
- 99:leaf=0.010625164,cover=0
- 100:leaf=-0.00291333953,cover=0
- 52:[PialCurv5<-0.118254207] yes=101,no=102,missing=101,gain=0.539137125,cover=63
- 101:leaf=-0.0131957829,cover=0
- 102:leaf=-0.00262295781,cover=0
- 26:[Sulc0<-0.609302223] yes=53,no=54,missing=53,gain=1.93411589,cover=2966
- 53:[Pol<39.0368156] yes=103,no=104,missing=103,gain=1.99927449,cover=1227
- 103:leaf=-0.00113839237,cover=0
- 104:leaf=0.00289689633,cover=0
- 54:[LGI5<3.21041465] yes=105,no=106,missing=105,gain=2.05096412,cover=1739
- 105:leaf=-0.00238062791,cover=0
- 106:leaf=0.00239794399,cover=0
- 6:[PialArea5<0.922987998] yes=13,no=14,missing=14,gain=0.541385472,cover=5085429
- 13:[MidArea5<0.975851595] yes=27,no=28,missing=27,gain=1.36488211,cover=3554468
- 27:[Pol<176.117172] yes=55,no=56,missing=55,gain=1.27192605,cover=3552843
- 55:[Sulc0<-0.407819748] yes=107,no=108,missing=107,gain=1.57635403,cover=3467663
- 107:leaf=-7.54716311e-05,cover=0
- 108:leaf=1.81815983e-06,cover=0
- 56:[Sulc0<-0.0936657563] yes=109,no=110,missing=109,gain=3.83763647,cover=85180
- 109:leaf=0.000317951024,cover=0
- 110:leaf=-0.000625051034,cover=0
- 28:[PialCurv5<-0.0456207059] yes=57,no=58,missing=58,gain=1.20633125,cover=1625
- 57:[Ecc<3.41847086] yes=111,no=112,missing=111,gain=0.946344554,cover=91
- 111:leaf=-0.00222999859,cover=0
- 112:leaf=-0.0179038178,cover=0
- 58:[Curv5<-0.0598238073] yes=113,no=114,missing=113,gain=1.27583253,cover=1534
- 113:leaf=0.0129755707,cover=0
- 114:leaf=0.00158165954,cover=0
- 14:[PialCurv5<-0.0999256745] yes=29,no=30,missing=29,gain=1.66390347,cover=1530961
- 29:[Curv5<-0.144993886] yes=59,no=60,missing=59,gain=47.6372871,cover=743516
- 59:[Sulc0<-0.395407349] yes=115,no=116,missing=115,gain=10.0304003,cover=715883
- 115:leaf=-5.31193909e-05,cover=0
- 116:leaf=-0.000732868037,cover=0
- 60:[PialCurv5<-0.11266306] yes=117,no=118,missing=118,gain=6.14929581,cover=27633
- 117:leaf=0.00317411288,cover=0
- 118:leaf=0.00152981596,cover=0
- 30:[Curv5<-0.182293281] yes=61,no=62,missing=61,gain=17.2274036,cover=787445
- 61:[Sulc0<-0.626357138] yes=119,no=120,missing=119,gain=9.04125023,cover=79982
- 119:leaf=0.000334089156,cover=0
- 120:leaf=0.00141871383,cover=0
- 62:[MidArea5<0.82241106] yes=121,no=122,missing=121,gain=5.52553749,cover=707463
- 121:leaf=0.00032746236,cover=0
- 122:leaf=-6.37320627e-05,cover=0
-booster[706]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=2,gain=0.449420691,cover=5124388
- 1:[PialCurv5<-0.138158455] yes=3,no=4,missing=3,gain=5.06921673,cover=483456
- 3:[Curv5<-0.279226273] yes=7,no=8,missing=7,gain=2.96062708,cover=317919
- 7:[Area5<0.404548973] yes=15,no=16,missing=16,gain=1.21343851,cover=176861
- 15:[MidArea5<0.52745223] yes=31,no=32,missing=31,gain=2.76693463,cover=8676
- 31:[LGI5<2.2730217] yes=63,no=64,missing=63,gain=1.3191582,cover=3741
- 63:leaf=-0.0023116821,cover=0
- 64:leaf=0.000825898838,cover=0
- 32:[PialArea5<0.859420419] yes=65,no=66,missing=65,gain=1.14652753,cover=4935
- 65:leaf=-0.00158327294,cover=0
- 66:leaf=0.000681283302,cover=0
- 16:[PialArea5<1.19545019] yes=33,no=34,missing=33,gain=1.24942875,cover=168185
- 33:[Area5<0.612264991] yes=67,no=68,missing=67,gain=1.32385862,cover=161558
- 67:leaf=1.90633873e-05,cover=0
- 68:leaf=0.00032039787,cover=0
- 34:[Area5<0.808195949] yes=69,no=70,missing=69,gain=2.01899385,cover=6627
- 69:leaf=-0.000947856286,cover=0
- 70:leaf=0.00147936528,cover=0
- 8:[PialCurv5<-0.190801308] yes=17,no=18,missing=17,gain=2.03220248,cover=141058
- 17:[Pol<176.555161] yes=35,no=36,missing=35,gain=1.38098574,cover=3083
- 35:[PialArea5<1.22674179] yes=71,no=72,missing=71,gain=1.05594349,cover=3022
- 71:leaf=0.00141766097,cover=0
- 72:leaf=-0.00247218879,cover=0
- 36:[MidArea5<0.57021302] yes=73,no=74,missing=73,gain=0.377374172,cover=61
- 73:leaf=0.0089127738,cover=0
- 74:leaf=-0.00728840753,cover=0
- 18:[MidArea5<0.633289158] yes=37,no=38,missing=37,gain=1.87053728,cover=137975
- 37:[Ecc<4.40349627] yes=75,no=76,missing=76,gain=3.84713411,cover=14786
- 75:leaf=-0.000542445167,cover=0
- 76:leaf=0.00107049465,cover=0
- 38:[Area5<0.64983958] yes=77,no=78,missing=78,gain=2.53245306,cover=123189
- 77:leaf=-0.000525154755,cover=0
- 78:leaf=-6.51616283e-05,cover=0
- 4:[Area5<0.513795495] yes=9,no=10,missing=9,gain=4.26983023,cover=165537
- 9:[LGI5<2.48283219] yes=19,no=20,missing=19,gain=1.57119489,cover=39587
- 19:[Sulc0<-0.708302617] yes=39,no=40,missing=39,gain=1.63752627,cover=22757
- 39:[Ecc<0.406764686] yes=79,no=80,missing=80,gain=1.26235032,cover=17909
- 79:leaf=-0.0016274082,cover=0
- 80:leaf=0.000399861339,cover=0
- 40:[Ecc<4.27275372] yes=81,no=82,missing=81,gain=2.20527935,cover=4848
- 81:leaf=-0.00137197436,cover=0
- 82:leaf=0.00103520043,cover=0
- 20:[Sulc0<-0.632113814] yes=41,no=42,missing=41,gain=2.8079989,cover=16830
- 41:[LGI5<2.76298451] yes=83,no=84,missing=83,gain=0.776383877,cover=9080
- 83:leaf=-0.00144158304,cover=0
- 84:leaf=-0.000423261663,cover=0
- 42:[PialCurv5<-0.108766198] yes=85,no=86,missing=85,gain=2.1474812,cover=7750
- 85:leaf=-0.000390108762,cover=0
- 86:leaf=0.00143214944,cover=0
- 10:[Pol<55.3432045] yes=21,no=22,missing=21,gain=4.11110687,cover=125950
- 21:[PialCurv5<-0.111109555] yes=43,no=44,missing=44,gain=2.21929598,cover=56097
- 43:[LGI5<2.97342348] yes=87,no=88,missing=87,gain=2.50980902,cover=46448
- 87:leaf=-1.30720309e-05,cover=0
- 88:leaf=0.000776958186,cover=0
- 44:[Ecc<2.6675415] yes=89,no=90,missing=89,gain=2.40869188,cover=9649
- 89:leaf=-0.00208849227,cover=0
- 90:leaf=-0.000177953814,cover=0
- 22:[LGI5<2.41022825] yes=45,no=46,missing=45,gain=9.47118187,cover=69853
- 45:[PialArea5<0.472106963] yes=91,no=92,missing=92,gain=2.02266312,cover=11478
- 91:leaf=-0.017737532,cover=0
- 92:leaf=0.00200371607,cover=0
- 46:[Sulc0<-0.732140064] yes=93,no=94,missing=93,gain=11.4849501,cover=58375
- 93:leaf=-0.000505100412,cover=0
- 94:leaf=0.000947651861,cover=0
- 2:[PialCurv5<-0.149745584] yes=5,no=6,missing=6,gain=6.22441101,cover=4640932
- 5:[Curv5<-0.220549613] yes=11,no=12,missing=11,gain=11.5491886,cover=56855
- 11:[PialArea5<0.864470184] yes=23,no=24,missing=24,gain=2.08264542,cover=35441
- 23:[Pol<154.27803] yes=47,no=48,missing=47,gain=1.82810521,cover=13995
- 47:[Ecc<38.0136108] yes=95,no=96,missing=95,gain=1.79462051,cover=10546
- 95:leaf=2.41100988e-05,cover=0
- 96:leaf=0.00512999203,cover=0
- 48:[Ecc<22.4429302] yes=97,no=98,missing=97,gain=1.77500701,cover=3449
- 97:leaf=0.0019957067,cover=0
- 98:leaf=-0.000857358333,cover=0
- 24:[Pol<150.62207] yes=49,no=50,missing=50,gain=2.46653223,cover=21446
- 49:[PialCurv5<-0.171137348] yes=99,no=100,missing=99,gain=1.78971958,cover=15620
- 99:leaf=0.00143794937,cover=0
- 100:leaf=-0.000217217981,cover=0
- 50:[Sulc0<-0.210027173] yes=101,no=102,missing=102,gain=1.34470797,cover=5826
- 101:leaf=-0.00112830033,cover=0
- 102:leaf=-0.0071274275,cover=0
- 12:[PialCurv5<-0.190801308] yes=25,no=26,missing=25,gain=5.37454224,cover=21414
- 25:[LGI5<2.3865335] yes=51,no=52,missing=51,gain=1.76811814,cover=1395
- 51:[Area5<0.648839295] yes=103,no=104,missing=104,gain=1.79676414,cover=154
- 103:leaf=0.000544707116,cover=0
- 104:leaf=-0.0106524378,cover=0
- 52:[Area5<0.743131101] yes=105,no=106,missing=105,gain=1.68494678,cover=1241
- 105:leaf=0.000261064008,cover=0
- 106:leaf=-0.00376551296,cover=0
- 26:[Ecc<20.7119312] yes=53,no=54,missing=54,gain=4.05548859,cover=20019
- 53:[Ecc<10.426198] yes=107,no=108,missing=107,gain=4.82750702,cover=17902
- 107:leaf=0.00151678792,cover=0
- 108:leaf=0.0037136965,cover=0
- 54:[Curv5<-0.174421206] yes=109,no=110,missing=110,gain=3.51006699,cover=2117
- 109:leaf=0.000773832377,cover=0
- 110:leaf=-0.00387366721,cover=0
- 6:[Curv5<-0.0530214235] yes=13,no=14,missing=13,gain=1.35789847,cover=4584077
- 13:[PialCurv5<-0.019163372] yes=27,no=28,missing=27,gain=4.47015858,cover=2122563
- 27:[Pol<160.869751] yes=55,no=56,missing=55,gain=4.19240093,cover=1999903
- 55:[PialArea5<1.11947823] yes=111,no=112,missing=111,gain=4.89080238,cover=1645589
- 111:leaf=-0.000137628158,cover=0
- 112:leaf=7.10747117e-05,cover=0
- 56:[Ecc<24.7238369] yes=113,no=114,missing=113,gain=11.4588795,cover=354314
- 113:leaf=0.000230676596,cover=0
- 114:leaf=-0.000509656675,cover=0
- 28:[Curv5<-0.0922861248] yes=57,no=58,missing=57,gain=21.5299435,cover=122660
- 57:[Area5<0.582201123] yes=115,no=116,missing=115,gain=19.240099,cover=33094
- 115:leaf=-0.000666446576,cover=0
- 116:leaf=0.00206576078,cover=0
- 58:[Ecc<11.8489361] yes=117,no=118,missing=117,gain=9.80504322,cover=89566
- 117:leaf=-0.000499866612,cover=0
- 118:leaf=0.000632483221,cover=0
- 14:[PialCurv5<-0.0245349593] yes=29,no=30,missing=29,gain=8.23797035,cover=2461514
- 29:[Sulc0<-0.166708246] yes=59,no=60,missing=59,gain=11.461751,cover=131773
- 59:[Ecc<7.18838644] yes=119,no=120,missing=120,gain=16.4923439,cover=79443
- 119:leaf=0.000566269795,cover=0
- 120:leaf=-0.000930190086,cover=0
- 60:[Pol<92.7492142] yes=121,no=122,missing=122,gain=20.479929,cover=52330
- 121:leaf=0.00189596682,cover=0
- 122:leaf=-8.70697477e-05,cover=0
- 30:[Curv5<-0.00402251538] yes=61,no=62,missing=61,gain=3.99087715,cover=2329741
- 61:[Area5<0.612264991] yes=123,no=124,missing=123,gain=8.99639893,cover=316645
- 123:leaf=0.000512625265,cover=0
- 124:leaf=-0.000276351871,cover=0
- 62:[PialCurv5<0.0193316489] yes=125,no=126,missing=126,gain=5.72748756,cover=2013096
- 125:leaf=0.000364136387,cover=0
- 126:leaf=-2.31706053e-06,cover=0
-booster[707]:
-0:[Pol<2.97048163] yes=1,no=2,missing=1,gain=0.446883351,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=4,gain=1.77531517,cover=60049
- 3:[PialCurv5<-0.0363363102] yes=7,no=8,missing=7,gain=1.6349113,cover=19947
- 7:[Curv5<0.000893599819] yes=15,no=16,missing=15,gain=1.47997165,cover=16785
- 15:[LGI5<3.37729335] yes=31,no=32,missing=32,gain=0.714306116,cover=16725
- 31:[MidArea5<0.540548742] yes=63,no=64,missing=63,gain=0.687620699,cover=16483
- 63:leaf=-0.00578263355,cover=0
- 64:leaf=-2.38723715e-05,cover=0
- 32:[LGI5<3.78836131] yes=65,no=66,missing=65,gain=0.666446924,cover=242
- 65:leaf=-0.00321158185,cover=0
- 66:leaf=0.0124783199,cover=0
- 16:[PialCurv5<-0.105644517] yes=33,no=34,missing=33,gain=1.39885306,cover=60
- 33:[Sulc0<-0.620624542] yes=67,no=68,missing=67,gain=0.465764046,cover=6
- 67:leaf=0.0371310189,cover=0
- 68:leaf=0.00537050189,cover=0
- 34:[LGI5<2.63733578] yes=69,no=70,missing=70,gain=0.585140646,cover=54
- 69:leaf=0.0133245382,cover=0
- 70:leaf=0.00169074943,cover=0
- 8:[Sulc0<-0.137935251] yes=17,no=18,missing=17,gain=0.867435694,cover=3162
- 17:[PialArea5<0.621054947] yes=35,no=36,missing=36,gain=1.04824519,cover=2663
- 35:[PialCurv5<0.000298873958] yes=71,no=72,missing=71,gain=1.99560809,cover=436
- 71:leaf=0.00808355585,cover=0
- 72:leaf=-0.000377130782,cover=0
- 36:[PialCurv5<0.128475845] yes=73,no=74,missing=74,gain=1.15162396,cover=2227
- 73:leaf=-0.00113848422,cover=0
- 74:leaf=-0.00691406429,cover=0
- 18:[Curv5<-0.0366821773] yes=37,no=38,missing=38,gain=0.805400372,cover=499
- 37:[Ecc<7.90440989] yes=75,no=76,missing=75,gain=0.939399481,cover=83
- 75:leaf=-0.00292335381,cover=0
- 76:leaf=0.00786600914,cover=0
- 38:[PialArea5<0.696357906] yes=77,no=78,missing=77,gain=0.635625362,cover=416
- 77:leaf=-0.0026988301,cover=0
- 78:leaf=-0.00685172994,cover=0
- 4:[PialCurv5<-0.0923183635] yes=9,no=10,missing=10,gain=1.21250987,cover=40102
- 9:[Area5<0.716575325] yes=19,no=20,missing=19,gain=1.48472011,cover=22463
- 19:[Ecc<16.0247612] yes=39,no=40,missing=39,gain=2.11161995,cover=15806
- 39:[PialCurv5<-0.115016438] yes=79,no=80,missing=79,gain=1.37266302,cover=2357
- 79:leaf=0.00268829241,cover=0
- 80:leaf=0.000212445535,cover=0
- 40:[LGI5<2.55302763] yes=81,no=82,missing=81,gain=1.09697199,cover=13449
- 81:leaf=0.00460684951,cover=0
- 82:leaf=6.02117034e-05,cover=0
- 20:[Ecc<22.4429302] yes=41,no=42,missing=42,gain=2.01805973,cover=6657
- 41:[LGI5<2.63733578] yes=83,no=84,missing=83,gain=1.45774436,cover=2999
- 83:leaf=-0.00692817802,cover=0
- 84:leaf=-0.00127935677,cover=0
- 42:[LGI5<3.00232744] yes=85,no=86,missing=85,gain=1.25935555,cover=3658
- 85:leaf=0.00172964262,cover=0
- 86:leaf=-0.000334070821,cover=0
- 10:[Sulc0<-0.224179193] yes=21,no=22,missing=21,gain=2.36787963,cover=17639
- 21:[PialArea5<1.20515823] yes=43,no=44,missing=44,gain=2.17778587,cover=12390
- 43:[LGI5<3.11198854] yes=87,no=88,missing=87,gain=2.3160007,cover=11593
- 87:leaf=0.00157200254,cover=0
- 88:leaf=0.000157779839,cover=0
- 44:[Curv5<-0.102400392] yes=89,no=90,missing=90,gain=2.66575861,cover=797
- 89:leaf=0.00210732478,cover=0
- 90:leaf=0.00938251242,cover=0
- 22:[Sulc0<0.0770083591] yes=45,no=46,missing=45,gain=1.47278512,cover=5249
- 45:[LGI5<2.62853003] yes=91,no=92,missing=91,gain=1.16692352,cover=3706
- 91:leaf=0.00569770811,cover=0
- 92:leaf=-0.000913832628,cover=0
- 46:[PialArea5<0.994868398] yes=93,no=94,missing=93,gain=1.62084532,cover=1543
- 93:leaf=0.00192587951,cover=0
- 94:leaf=-0.00193190575,cover=0
- 2:[Curv5<0.00546095846] yes=5,no=6,missing=5,gain=0.466306776,cover=5064339
- 5:[PialArea5<0.588969886] yes=11,no=12,missing=11,gain=3.10108662,cover=3113414
- 11:[Area5<0.685542226] yes=23,no=24,missing=23,gain=3.60086823,cover=86184
- 23:[PialCurv5<-0.0395349935] yes=47,no=48,missing=48,gain=2.45105314,cover=78202
- 47:[Pol<30.3635597] yes=95,no=96,missing=95,gain=3.87977529,cover=34462
- 95:leaf=0.00126258971,cover=0
- 96:leaf=-0.000679191668,cover=0
- 48:[Ecc<16.2597466] yes=97,no=98,missing=98,gain=6.00666809,cover=43740
- 97:leaf=-0.000300682877,cover=0
- 98:leaf=0.00104308943,cover=0
- 24:[Pol<149.072266] yes=49,no=50,missing=49,gain=12.6276379,cover=7982
- 49:[PialCurv5<0.0193316489] yes=99,no=100,missing=99,gain=3.6192131,cover=6714
- 99:leaf=-0.00126471336,cover=0
- 100:leaf=-0.00364978425,cover=0
- 50:[Curv5<-0.151772231] yes=101,no=102,missing=102,gain=6.47497749,cover=1268
- 101:leaf=0.0238672625,cover=0
- 102:leaf=0.00263235136,cover=0
- 12:[PialCurv5<0.0377402082] yes=25,no=26,missing=26,gain=3.24607801,cover=3027230
- 25:[Area5<0.639429986] yes=51,no=52,missing=51,gain=3.59390736,cover=2941457
- 51:[Curv5<-0.066452302] yes=103,no=104,missing=104,gain=15.466054,cover=1197844
- 103:leaf=1.21485903e-06,cover=0
- 104:leaf=0.000680278172,cover=0
- 52:[Curv5<-0.115945198] yes=105,no=106,missing=105,gain=7.07565689,cover=1743613
- 105:leaf=2.56190524e-05,cover=0
- 106:leaf=-0.000178551258,cover=0
- 26:[Pol<102.241241] yes=53,no=54,missing=53,gain=13.6638784,cover=85773
- 53:[Ecc<13.1181517] yes=107,no=108,missing=107,gain=22.2591515,cover=35674
- 107:leaf=0.000358345831,cover=0
- 108:leaf=0.00331476191,cover=0
- 54:[PialArea5<0.747707367] yes=109,no=110,missing=109,gain=12.053236,cover=50099
- 109:leaf=-0.00108233362,cover=0
- 110:leaf=0.000474890985,cover=0
- 6:[PialCurv5<0.0308136549] yes=13,no=14,missing=13,gain=6.80070829,cover=1950925
- 13:[MidArea5<0.680376351] yes=27,no=28,missing=27,gain=9.66690636,cover=147858
- 27:[LGI5<3.78836131] yes=55,no=56,missing=56,gain=3.57745075,cover=69566
- 55:[Sulc0<-0.684786558] yes=111,no=112,missing=111,gain=3.60947633,cover=68606
- 111:leaf=-0.00338389142,cover=0
- 112:leaf=-3.53528458e-06,cover=0
- 56:[Pol<144.670364] yes=113,no=114,missing=113,gain=3.92782545,cover=960
- 113:leaf=-0.00425427314,cover=0
- 114:leaf=0.00583036011,cover=0
- 28:[Sulc0<0.176289052] yes=57,no=58,missing=58,gain=8.98026276,cover=78292
- 57:[Curv5<0.0213092454] yes=115,no=116,missing=115,gain=3.723665,cover=55672
- 115:leaf=4.03134709e-06,cover=0
- 116:leaf=0.000824179675,cover=0
- 58:[Pol<64.3762589] yes=117,no=118,missing=117,gain=7.47753143,cover=22620
- 117:leaf=0.0024698202,cover=0
- 118:leaf=0.000651601236,cover=0
- 14:[PialArea5<0.679818809] yes=29,no=30,missing=29,gain=4.57475662,cover=1803067
- 29:[Pol<50.1003532] yes=59,no=60,missing=59,gain=6.55479622,cover=1457668
- 59:[LGI5<3.268116] yes=119,no=120,missing=119,gain=6.67062235,cover=33916
- 119:leaf=0.000153387242,cover=0
- 120:leaf=0.00158964272,cover=0
- 60:[Area5<0.66824472] yes=121,no=122,missing=121,gain=5.23343468,cover=1423752
- 121:leaf=-0.000121163161,cover=0
- 122:leaf=8.16093525e-05,cover=0
- 30:[Area5<0.616426587] yes=61,no=62,missing=62,gain=8.04389191,cover=345399
- 61:[Pol<57.8577347] yes=123,no=124,missing=123,gain=10.5883713,cover=4081
- 123:leaf=-0.00526611414,cover=0
- 124:leaf=0.00292146718,cover=0
- 62:[PialCurv5<0.182067633] yes=125,no=126,missing=125,gain=5.70528603,cover=341318
- 125:leaf=-0.000256800646,cover=0
- 126:leaf=0.000525929267,cover=0
-booster[708]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=1,gain=0.445995927,cover=5124388
- 1:[Area5<0.673304081] yes=3,no=4,missing=4,gain=4.04205704,cover=60049
- 3:[PialArea5<0.546516836] yes=7,no=8,missing=7,gain=2.04415107,cover=59283
- 7:[Ecc<3.94116735] yes=15,no=16,missing=15,gain=0.81766212,cover=58996
- 15:[Curv5<0.099404186] yes=31,no=32,missing=31,gain=0.800366402,cover=15208
- 31:[LGI5<2.49262404] yes=63,no=64,missing=63,gain=2.20349264,cover=1943
- 63:leaf=2.68008625e-05,cover=0
- 64:leaf=0.00490962388,cover=0
- 32:[Area5<0.529385149] yes=65,no=66,missing=65,gain=1.4116466,cover=13265
- 65:leaf=-0.00152795052,cover=0
- 66:leaf=-0.000153331101,cover=0
- 16:[Pol<82.8478928] yes=33,no=34,missing=34,gain=1.07711601,cover=43788
- 33:[LGI5<2.47264814] yes=67,no=68,missing=67,gain=2.22694778,cover=6700
- 67:leaf=0.00529620377,cover=0
- 68:leaf=-0.000551059376,cover=0
- 34:[LGI5<3.78836131] yes=69,no=70,missing=70,gain=1.41142893,cover=37088
- 69:leaf=0.000316154008,cover=0
- 70:leaf=-0.00261974917,cover=0
- 8:[LGI5<2.45932961] yes=17,no=18,missing=18,gain=0.701132536,cover=287
- 17:[PialCurv5<-0.164281175] yes=35,no=36,missing=35,gain=0.5692119,cover=139
- 35:[Ecc<2.48523927] yes=71,no=72,missing=71,gain=0.171007574,cover=53
- 71:leaf=0.000184059725,cover=0
- 72:leaf=-0.00547253806,cover=0
- 36:[Pol<111.326981] yes=73,no=74,missing=73,gain=0.28399539,cover=86
- 73:leaf=0.00135676388,cover=0
- 74:leaf=0.00710896542,cover=0
- 18:[Ecc<3.22716212] yes=37,no=38,missing=37,gain=0.67721796,cover=148
- 37:[Ecc<1.3629595] yes=75,no=76,missing=75,gain=0.140333652,cover=16
- 75:leaf=0.00803270284,cover=0
- 76:leaf=0.0198479481,cover=0
- 38:[Ecc<7.34691238] yes=77,no=78,missing=77,gain=0.525060058,cover=132
- 77:leaf=0.00158175291,cover=0
- 78:leaf=0.00801445078,cover=0
- 4:[PialCurv5<0.493508637] yes=9,no=10,missing=9,gain=1.01715946,cover=766
- 9:[Sulc0<0.717745602] yes=19,no=20,missing=19,gain=0.62025404,cover=633
- 19:[Curv5<0.15992938] yes=39,no=40,missing=39,gain=0.8635571,cover=99
- 39:[Ecc<7.08616447] yes=79,no=80,missing=80,gain=0.193755865,cover=12
- 79:leaf=0.00979171973,cover=0
- 80:leaf=0.0257078204,cover=0
- 40:[Pol<98.4687576] yes=81,no=82,missing=81,gain=0.485815883,cover=87
- 81:leaf=0.000244957453,cover=0
- 82:leaf=0.00859702099,cover=0
- 20:[LGI5<2.86381269] yes=41,no=42,missing=41,gain=0.524096489,cover=534
- 41:[Ecc<9.0678978] yes=83,no=84,missing=84,gain=0.824694276,cover=156
- 83:leaf=0.00356851309,cover=0
- 84:leaf=-0.00467621908,cover=0
- 42:[Ecc<12.1917515] yes=85,no=86,missing=85,gain=1.29006839,cover=378
- 85:leaf=0.0111438921,cover=0
- 86:leaf=0.00351540372,cover=0
- 10:[LGI5<3.23225117] yes=21,no=22,missing=21,gain=0.575514257,cover=133
- 21:[LGI5<3.08610082] yes=43,no=44,missing=43,gain=0.927388012,cover=100
- 43:[Curv5<0.266060919] yes=87,no=88,missing=87,gain=0.475147337,cover=78
- 87:leaf=0.00369477156,cover=0
- 88:leaf=-0.00413345499,cover=0
- 44:[LGI5<3.15728688] yes=89,no=90,missing=89,gain=0.906179547,cover=22
- 89:leaf=-0.0204505641,cover=0
- 90:leaf=-0.000532776641,cover=0
- 22:[LGI5<3.36766768] yes=45,no=46,missing=45,gain=0.791814983,cover=33
- 45:leaf=0.0139882891,cover=0
- 46:[Ecc<41.2560654] yes=91,no=92,missing=91,gain=0.187227145,cover=19
- 91:leaf=-0.00576346973,cover=0
- 92:leaf=0.00370615022,cover=0
- 2:[Curv5<0.245671451] yes=5,no=6,missing=6,gain=0.526980877,cover=5064339
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=0.792758286,cover=5040068
- 11:[PialCurv5<0.45140323] yes=23,no=24,missing=24,gain=0.693680286,cover=5030532
- 23:[PialArea5<0.370812863] yes=47,no=48,missing=47,gain=0.692024469,cover=5016380
- 47:[Ecc<0.943656743] yes=93,no=94,missing=93,gain=1.84330797,cover=238151
- 93:leaf=-0.00106688181,cover=0
- 94:leaf=9.96550079e-05,cover=0
- 48:[Curv5<0.110890195] yes=95,no=96,missing=95,gain=0.874925256,cover=4778229
- 95:leaf=3.68246879e-06,cover=0
- 96:leaf=-6.04128254e-05,cover=0
- 24:[Curv5<0.177453667] yes=49,no=50,missing=49,gain=1.40420055,cover=14152
- 49:[LGI5<2.29656005] yes=97,no=98,missing=98,gain=1.29434741,cover=2369
- 97:leaf=0.00945950579,cover=0
- 98:leaf=0.000602426415,cover=0
- 50:[Sulc0<0.649594426] yes=99,no=100,missing=99,gain=1.21117043,cover=11783
- 99:leaf=0.000152582943,cover=0
- 100:leaf=-0.000927742105,cover=0
- 12:[Sulc0<0.849368811] yes=25,no=26,missing=25,gain=1.74142241,cover=9536
- 25:[Pol<92.1537628] yes=51,no=52,missing=51,gain=1.86803579,cover=5457
- 51:[LGI5<3.64692807] yes=101,no=102,missing=101,gain=1.0686245,cover=959
- 101:leaf=0.00341270375,cover=0
- 102:leaf=-0.00441085827,cover=0
- 52:[Curv5<0.135532871] yes=103,no=104,missing=103,gain=1.41375053,cover=4498
- 103:leaf=-0.00383441197,cover=0
- 104:leaf=0.00078809727,cover=0
- 26:[PialArea5<0.498393416] yes=53,no=54,missing=54,gain=1.64675713,cover=4079
- 53:[Ecc<17.2700901] yes=105,no=106,missing=105,gain=0.539810419,cover=4059
- 105:leaf=-0.000912199204,cover=0
- 106:leaf=0.000248502067,cover=0
- 54:[Ecc<7.95697832] yes=107,no=108,missing=107,gain=1.27939832,cover=20
- 107:leaf=0.0233264901,cover=0
- 108:leaf=-0.0018690672,cover=0
- 6:[PialArea5<0.267248243] yes=13,no=14,missing=13,gain=0.963475227,cover=24271
- 13:[Ecc<2.6675415] yes=27,no=28,missing=28,gain=0.470246673,cover=738
- 27:[LGI5<2.42065382] yes=55,no=56,missing=55,gain=0.71237433,cover=50
- 55:[Curv5<0.266060919] yes=109,no=110,missing=109,gain=0.0903435946,cover=31
- 109:leaf=-0.0057251933,cover=0
- 110:leaf=-0.000125462087,cover=0
- 56:[Ecc<1.68457866] yes=111,no=112,missing=112,gain=0.0947266221,cover=19
- 111:leaf=-0.00273373723,cover=0
- 112:leaf=0.0108117657,cover=0
- 28:[LGI5<2.28518939] yes=57,no=58,missing=58,gain=0.34933722,cover=688
- 57:[Ecc<4.40349627] yes=113,no=114,missing=113,gain=0.113233641,cover=11
- 113:leaf=0.00175336679,cover=0
- 114:leaf=0.0119165685,cover=0
- 58:[Pol<80.2322083] yes=115,no=116,missing=116,gain=0.372578144,cover=677
- 115:leaf=0.000720034936,cover=0
- 116:leaf=-0.00292502111,cover=0
- 14:[PialArea5<0.524996102] yes=29,no=30,missing=29,gain=0.636519372,cover=23533
- 29:[Area5<0.794681609] yes=59,no=60,missing=60,gain=0.570726931,cover=23075
- 59:[LGI5<2.3349762] yes=117,no=118,missing=117,gain=0.648879468,cover=22785
- 117:leaf=-0.000745182915,cover=0
- 118:leaf=-5.92554752e-05,cover=0
- 60:[Pol<110.811417] yes=119,no=120,missing=119,gain=1.06992984,cover=290
- 119:leaf=-0.00346986763,cover=0
- 120:leaf=0.00622961996,cover=0
- 30:[Ecc<8.6295805] yes=61,no=62,missing=61,gain=0.623072088,cover=458
- 61:[Ecc<2.42687178] yes=121,no=122,missing=121,gain=0.290203571,cover=382
- 121:leaf=-0.000837620639,cover=0
- 122:leaf=0.00196530763,cover=0
- 62:[PialCurv5<0.154069737] yes=123,no=124,missing=123,gain=0.238761663,cover=76
- 123:leaf=0.00949273538,cover=0
- 124:leaf=0.00356930867,cover=0
-booster[709]:
-0:[PialArea5<0.955112517] yes=1,no=2,missing=1,gain=0.428996801,cover=5124388
- 1:[Pol<176.117172] yes=3,no=4,missing=3,gain=1.05188692,cover=3812049
- 3:[Sulc0<-0.407819748] yes=7,no=8,missing=7,gain=1.4560082,cover=3716654
- 7:[PialCurv5<-0.124814533] yes=15,no=16,missing=15,gain=2.86023569,cover=1024410
- 15:[Curv5<-0.207981065] yes=31,no=32,missing=31,gain=9.58947468,cover=364729
- 31:[Ecc<7.90440989] yes=63,no=64,missing=63,gain=2.6395967,cover=318771
- 63:leaf=-0.000170005937,cover=0
- 64:leaf=0.000121836019,cover=0
- 32:[PialCurv5<-0.14160423] yes=65,no=66,missing=65,gain=5.10204124,cover=45958
- 65:leaf=0.00158420822,cover=0
- 66:leaf=0.000401439698,cover=0
- 16:[Ecc<5.97554874] yes=33,no=34,missing=33,gain=7.66468239,cover=659681
- 33:[Pol<56.1920547] yes=67,no=68,missing=68,gain=13.0389481,cover=438209
- 67:leaf=0.000543809379,cover=0
- 68:leaf=-0.000140078759,cover=0
- 34:[Area5<0.648839295] yes=69,no=70,missing=69,gain=7.14189434,cover=221472
- 69:leaf=-0.000647802837,cover=0
- 70:leaf=-7.99283953e-05,cover=0
- 8:[LGI5<2.85285616] yes=17,no=18,missing=17,gain=1.83361697,cover=2692244
- 17:[Pol<134.081207] yes=35,no=36,missing=35,gain=9.54135609,cover=1385089
- 35:[Sulc0<-0.047846999] yes=71,no=72,missing=71,gain=8.04852867,cover=1226602
- 71:leaf=-0.000194296168,cover=0
- 72:leaf=8.41625078e-05,cover=0
- 36:[LGI5<2.52320862] yes=73,no=74,missing=73,gain=19.0102272,cover=158487
- 73:leaf=-0.00019592981,cover=0
- 74:leaf=0.000905219,cover=0
- 18:[Ecc<6.22534323] yes=37,no=38,missing=37,gain=6.30353451,cover=1307155
- 37:[Pol<163.028091] yes=75,no=76,missing=75,gain=9.3353014,cover=17577
- 75:leaf=0.00104209408,cover=0
- 76:leaf=-0.0087475311,cover=0
- 38:[Area5<0.833255887] yes=77,no=78,missing=77,gain=3.81464481,cover=1289578
- 77:leaf=-6.40667204e-05,cover=0
- 78:leaf=0.00043193475,cover=0
- 4:[Sulc0<-0.0862998366] yes=9,no=10,missing=9,gain=3.31912208,cover=95395
- 9:[PialArea5<0.669517875] yes=19,no=20,missing=19,gain=3.26683307,cover=82649
- 19:[LGI5<2.5416429] yes=39,no=40,missing=39,gain=2.28337717,cover=20517
- 39:[LGI5<2.42065382] yes=79,no=80,missing=79,gain=2.30622768,cover=6944
- 79:leaf=0.000722051307,cover=0
- 80:leaf=-0.00121364649,cover=0
- 40:[Ecc<9.0678978] yes=81,no=82,missing=81,gain=3.22079468,cover=13573
- 81:leaf=0.00216463371,cover=0
- 82:leaf=0.000583341869,cover=0
- 20:[Ecc<4.07113361] yes=41,no=42,missing=41,gain=1.94928622,cover=62132
- 41:[LGI5<2.96780801] yes=83,no=84,missing=83,gain=1.3983494,cover=16022
- 83:leaf=-0.000340577419,cover=0
- 84:leaf=-0.00535970833,cover=0
- 42:[Sulc0<-0.439186513] yes=85,no=86,missing=85,gain=2.43574333,cover=46110
- 85:leaf=0.000495144574,cover=0
- 86:leaf=-0.000295836333,cover=0
- 10:[Ecc<7.90440989] yes=21,no=22,missing=21,gain=5.71039343,cover=12746
- 21:[Curv5<0.116796501] yes=43,no=44,missing=44,gain=6.19996881,cover=2521
- 43:[Ecc<1.79549146] yes=87,no=88,missing=88,gain=1.61705017,cover=1181
- 87:leaf=0.000375266391,cover=0
- 88:leaf=-0.00596138975,cover=0
- 44:[LGI5<2.60212255] yes=89,no=90,missing=89,gain=1.0662787,cover=1340
- 89:leaf=0.000832192542,cover=0
- 90:leaf=-0.00201294362,cover=0
- 22:[Curv5<-0.130991504] yes=45,no=46,missing=45,gain=3.99600577,cover=10225
- 45:[Ecc<38.0136108] yes=91,no=92,missing=91,gain=3.12334108,cover=725
- 91:leaf=-0.00267361151,cover=0
- 92:leaf=0.00524294609,cover=0
- 46:[Area5<0.894858658] yes=93,no=94,missing=94,gain=2.98617792,cover=9500
- 93:leaf=-0.000296675833,cover=0
- 94:leaf=-0.0172650255,cover=0
- 2:[Pol<39.9674568] yes=5,no=6,missing=5,gain=1.28899527,cover=1312339
- 5:[LGI5<2.3969903] yes=11,no=12,missing=12,gain=3.42871952,cover=471786
- 11:[Sulc0<-0.987509191] yes=23,no=24,missing=24,gain=4.17191553,cover=57673
- 23:[Area5<0.987501919] yes=47,no=48,missing=48,gain=3.72321939,cover=23829
- 47:[Area5<0.600206077] yes=95,no=96,missing=95,gain=2.23570848,cover=23780
- 95:leaf=0.000748756691,cover=0
- 96:leaf=-0.000273595186,cover=0
- 48:[PialCurv5<-0.129174799] yes=97,no=98,missing=97,gain=6.47589684,cover=49
- 97:leaf=0.0457676016,cover=0
- 98:leaf=0.00352522521,cover=0
- 24:[Pol<24.282547] yes=49,no=50,missing=49,gain=4.55291033,cover=33844
- 49:[Ecc<3.22716212] yes=99,no=100,missing=100,gain=2.67720795,cover=19480
- 99:leaf=-0.000985458959,cover=0
- 100:leaf=-0.0025210504,cover=0
- 50:[Curv5<-0.200394869] yes=101,no=102,missing=101,gain=5.09450579,cover=14364
- 101:leaf=-0.00125324342,cover=0
- 102:leaf=0.000674189243,cover=0
- 12:[LGI5<2.47959709] yes=25,no=26,missing=25,gain=2.5601964,cover=414113
- 25:[Ecc<4.20590305] yes=51,no=52,missing=51,gain=8.09852695,cover=38586
- 51:[Sulc0<-0.389213681] yes=103,no=104,missing=103,gain=6.73101425,cover=33062
- 103:leaf=0.000611226191,cover=0
- 104:leaf=0.006937203,cover=0
- 52:[Curv5<-0.0963523984] yes=105,no=106,missing=105,gain=4.84632778,cover=5524
- 105:leaf=-0.000877787825,cover=0
- 106:leaf=-0.00578481425,cover=0
- 26:[Sulc0<-0.763524294] yes=53,no=54,missing=53,gain=2.27338815,cover=375527
- 53:[PialCurv5<-0.0940372422] yes=107,no=108,missing=107,gain=2.44814825,cover=160053
- 107:leaf=0.000186907841,cover=0
- 108:leaf=-0.000396821706,cover=0
- 54:[Pol<22.2436924] yes=109,no=110,missing=110,gain=4.02659893,cover=215474
- 109:leaf=6.26871042e-05,cover=0
- 110:leaf=-0.000370944443,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=13,gain=3.56920815,cover=840553
- 13:[Pol<104.38549] yes=27,no=28,missing=27,gain=3.04641509,cover=836503
- 27:[Ecc<3.8768425] yes=55,no=56,missing=55,gain=10.9347153,cover=305744
- 55:[Sulc0<-0.413983464] yes=111,no=112,missing=111,gain=8.63225937,cover=131574
- 111:leaf=-0.000298399682,cover=0
- 112:leaf=0.00105388102,cover=0
- 56:[Curv5<-0.183827445] yes=113,no=114,missing=113,gain=18.0625801,cover=174170
- 113:leaf=0.00150079315,cover=0
- 114:leaf=0.000195766799,cover=0
- 28:[LGI5<2.41724968] yes=57,no=58,missing=57,gain=5.50362492,cover=530759
- 57:[PialArea5<1.4350239] yes=115,no=116,missing=115,gain=5.45020485,cover=88328
- 115:leaf=0.000402454811,cover=0
- 116:leaf=-0.00223196018,cover=0
- 58:[LGI5<2.78495932] yes=117,no=118,missing=117,gain=7.61256552,cover=442431
- 117:leaf=-0.000318355305,cover=0
- 118:leaf=9.8415665e-05,cover=0
- 14:[Ecc<21.3640327] yes=29,no=30,missing=29,gain=2.21895456,cover=4050
- 29:[Pol<86.0952454] yes=59,no=60,missing=59,gain=1.1364181,cover=2102
- 59:[PialCurv5<-0.0529128574] yes=119,no=120,missing=120,gain=0.775498033,cover=296
- 119:leaf=0.00197286229,cover=0
- 120:leaf=0.00831197016,cover=0
- 60:[Sulc0<0.0931760818] yes=121,no=122,missing=121,gain=0.803054988,cover=1806
- 121:leaf=-0.000212429237,cover=0
- 122:leaf=0.00704104407,cover=0
- 30:[PialCurv5<-0.111886919] yes=61,no=62,missing=61,gain=2.80484056,cover=1948
- 61:[Ecc<30.4150848] yes=123,no=124,missing=123,gain=0.947517395,cover=715
- 123:leaf=0.00123137643,cover=0
- 124:leaf=-0.00315388176,cover=0
- 62:[MidArea5<0.943411052] yes=125,no=126,missing=126,gain=2.84603977,cover=1233
- 125:leaf=0.00525449263,cover=0
- 126:leaf=-0.00126894377,cover=0
-booster[710]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.417774111,cover=5124388
- 1:[Area5<0.617766261] yes=3,no=4,missing=4,gain=1.03965163,cover=20016
- 3:[PialArea5<0.476533443] yes=7,no=8,missing=7,gain=0.790206015,cover=19069
- 7:[Ecc<12.3665791] yes=15,no=16,missing=15,gain=0.514146149,cover=18827
- 15:[LGI5<2.99035311] yes=31,no=32,missing=31,gain=0.85027808,cover=12670
- 31:[Ecc<8.55626965] yes=63,no=64,missing=64,gain=2.45395875,cover=11939
- 63:leaf=6.59886209e-05,cover=0
- 64:leaf=-0.00232692575,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=66,gain=2.04526138,cover=731
- 65:leaf=-0.00491601182,cover=0
- 66:leaf=0.00265511754,cover=0
- 16:[LGI5<2.97342348] yes=33,no=34,missing=33,gain=1.9786973,cover=6157
- 33:[Curv5<0.0877084062] yes=67,no=68,missing=68,gain=1.88669634,cover=1584
- 67:leaf=-0.000786147837,cover=0
- 68:leaf=0.00307263224,cover=0
- 34:[Ecc<15.3430929] yes=69,no=70,missing=70,gain=1.43839443,cover=4573
- 69:leaf=0.0023590473,cover=0
- 70:leaf=-0.000369186513,cover=0
- 8:[PialCurv5<-0.11578764] yes=17,no=18,missing=17,gain=0.561871827,cover=242
- 17:[PialCurv5<-0.171137348] yes=35,no=36,missing=35,gain=0.41775763,cover=186
- 35:[LGI5<2.68420529] yes=71,no=72,missing=71,gain=0.292117089,cover=96
- 71:leaf=-0.000226739357,cover=0
- 72:leaf=0.00539065711,cover=0
- 36:[LGI5<3.1833725] yes=73,no=74,missing=73,gain=0.17619729,cover=90
- 73:leaf=0.0074123228,cover=0
- 74:leaf=-0.000318594772,cover=0
- 18:[LGI5<3.4634192] yes=37,no=38,missing=37,gain=0.363815308,cover=56
- 37:[Ecc<12.3665791] yes=75,no=76,missing=75,gain=0.319125384,cover=51
- 75:leaf=-0.000899801205,cover=0
- 76:leaf=-0.0112798316,cover=0
- 38:leaf=0.0103030466,cover=0
- 4:[LGI5<3.00232744] yes=9,no=10,missing=10,gain=0.358237147,cover=947
- 9:[Pol<76.1517639] yes=19,no=20,missing=19,gain=0.867027998,cover=603
- 19:[Curv5<0.22365725] yes=39,no=40,missing=39,gain=0.649050832,cover=44
- 39:[Pol<62.799984] yes=77,no=78,missing=77,gain=0.152494773,cover=25
- 77:leaf=-0.00270660175,cover=0
- 78:leaf=0.00512707187,cover=0
- 40:[Ecc<39.5502243] yes=79,no=80,missing=80,gain=0.196115971,cover=19
- 79:leaf=0.0166001376,cover=0
- 80:leaf=0.00199438632,cover=0
- 20:[Ecc<8.35574818] yes=41,no=42,missing=41,gain=1.12857807,cover=559
- 41:[PialCurv5<0.0877920389] yes=81,no=82,missing=81,gain=0.384856045,cover=348
- 81:leaf=-0.0039606127,cover=0
- 82:leaf=0.00274931989,cover=0
- 42:[Sulc0<1.25822949] yes=83,no=84,missing=83,gain=0.732077122,cover=211
- 83:leaf=-0.00127833418,cover=0
- 84:leaf=-0.0107369376,cover=0
- 10:[LGI5<3.07984829] yes=21,no=22,missing=21,gain=0.827957749,cover=344
- 21:[LGI5<3.06122994] yes=43,no=44,missing=44,gain=0.690299869,cover=63
- 43:[Ecc<8.41855335] yes=85,no=86,missing=85,gain=0.645260215,cover=43
- 85:leaf=0.0197698679,cover=0
- 86:leaf=0.00204845308,cover=0
- 44:[Ecc<29.8764286] yes=87,no=88,missing=87,gain=0.214512825,cover=20
- 87:leaf=0.0190758519,cover=0
- 88:leaf=0.00635070819,cover=0
- 22:[LGI5<3.26095963] yes=45,no=46,missing=45,gain=0.402938038,cover=281
- 45:[Pol<90.361351] yes=89,no=90,missing=89,gain=0.59520179,cover=133
- 89:leaf=-0.00370345498,cover=0
- 90:leaf=0.00296750828,cover=0
- 46:[LGI5<3.4634192] yes=91,no=92,missing=91,gain=0.497207403,cover=148
- 91:leaf=0.006245072,cover=0
- 92:leaf=0.000403491373,cover=0
- 2:[Curv5<-0.39144522] yes=5,no=6,missing=6,gain=0.439351082,cover=5104372
- 5:[PialCurv5<-0.151339546] yes=11,no=12,missing=11,gain=2.9362185,cover=18943
- 11:[LGI5<3.60428405] yes=23,no=24,missing=24,gain=1.76825869,cover=15318
- 23:[Pol<53.6550331] yes=47,no=48,missing=47,gain=1.3641243,cover=14986
- 47:[Pol<45.5953903] yes=93,no=94,missing=93,gain=2.98489332,cover=7905
- 93:leaf=0.000471868843,cover=0
- 94:leaf=-0.00296360324,cover=0
- 48:[Pol<143.959366] yes=95,no=96,missing=95,gain=1.84040928,cover=7081
- 95:leaf=0.00178002031,cover=0
- 96:leaf=0.000132428511,cover=0
- 24:[Area5<0.604913712] yes=49,no=50,missing=49,gain=1.02572823,cover=332
- 49:[Pol<29.3809395] yes=97,no=98,missing=97,gain=0.443251371,cover=260
- 97:leaf=-0.00653159339,cover=0
- 98:leaf=-0.00237974757,cover=0
- 50:[Pol<24.282547] yes=99,no=100,missing=100,gain=0.5668993,cover=72
- 99:leaf=-0.00457272865,cover=0
- 100:leaf=0.00501804752,cover=0
- 12:[Area5<0.44435063] yes=25,no=26,missing=25,gain=1.49282122,cover=3625
- 25:[Ecc<0.729281187] yes=51,no=52,missing=51,gain=1.16720748,cover=569
- 51:[LGI5<2.32613516] yes=101,no=102,missing=102,gain=0.934675574,cover=16
- 101:leaf=-0.00136020535,cover=0
- 102:leaf=0.0219876748,cover=0
- 52:[PialArea5<0.798493028] yes=103,no=104,missing=104,gain=1.02699232,cover=553
- 103:leaf=-0.00308714132,cover=0
- 104:leaf=-0.0105533944,cover=0
- 26:[Sulc0<-0.609302223] yes=53,no=54,missing=53,gain=1.52615893,cover=3056
- 53:[Pol<25.2957573] yes=105,no=106,missing=105,gain=1.5592339,cover=1269
- 105:leaf=-0.00161001179,cover=0
- 106:leaf=0.00203794404,cover=0
- 54:[LGI5<3.21041465] yes=107,no=108,missing=107,gain=1.76900446,cover=1787
- 107:leaf=-0.00220071548,cover=0
- 108:leaf=0.00221288973,cover=0
- 6:[LGI5<3.64692807] yes=13,no=14,missing=14,gain=0.495128751,cover=5085429
- 13:[LGI5<3.56741142] yes=27,no=28,missing=27,gain=1.94306397,cover=4945742
- 27:[Area5<0.72867924] yes=55,no=56,missing=55,gain=0.776135147,cover=4863606
- 55:[Ecc<22.0897732] yes=109,no=110,missing=109,gain=3.93036962,cover=3531655
- 109:leaf=7.46800151e-06,cover=0
- 110:leaf=-0.000151250613,cover=0
- 56:[Ecc<21.0377083] yes=111,no=112,missing=111,gain=5.57878113,cover=1331951
- 111:leaf=-2.63454331e-05,cover=0
- 112:leaf=0.000211069942,cover=0
- 28:[Ecc<37.2796402] yes=57,no=58,missing=58,gain=6.25956678,cover=82136
- 57:[Ecc<7.90440989] yes=113,no=114,missing=114,gain=3.42460799,cover=67385
- 113:leaf=0.00394310756,cover=0
- 114:leaf=-7.32226981e-05,cover=0
- 58:[MidArea5<0.6850214] yes=115,no=116,missing=115,gain=2.48893833,cover=14751
- 115:leaf=-0.00199179584,cover=0
- 116:leaf=-0.000659746875,cover=0
- 14:[Ecc<14.28263] yes=29,no=30,missing=30,gain=5.64256096,cover=139687
- 29:[Pol<29.3809395] yes=59,no=60,missing=59,gain=2.72312117,cover=17539
- 59:[Sulc0<-0.108384088] yes=117,no=118,missing=118,gain=3.36368227,cover=2435
- 117:leaf=0.000626224966,cover=0
- 118:leaf=0.0202667024,cover=0
- 60:[Pol<66.6374893] yes=119,no=120,missing=119,gain=5.54906464,cover=15104
- 119:leaf=-0.00252804137,cover=0
- 120:leaf=-0.000397521595,cover=0
- 30:[LGI5<3.94193578] yes=61,no=62,missing=61,gain=2.66271758,cover=122148
- 61:[Sulc0<-0.00176540145] yes=121,no=122,missing=121,gain=2.89724231,cover=103920
- 121:leaf=0.00060681079,cover=0
- 122:leaf=7.50145336e-05,cover=0
- 62:[Pol<116.093399] yes=123,no=124,missing=123,gain=2.0218854,cover=18228
- 123:leaf=-0.000822919537,cover=0
- 124:leaf=0.000235378495,cover=0
-booster[711]:
-0:[Sulc0<-0.678985238] yes=1,no=2,missing=1,gain=0.413283139,cover=5124388
- 1:[LGI5<3.34776258] yes=3,no=4,missing=3,gain=2.54244661,cover=1129686
- 3:[Ecc<3.80337262] yes=7,no=8,missing=7,gain=2.49583292,cover=1041917
- 7:[Pol<169.412277] yes=15,no=16,missing=16,gain=3.72542524,cover=553005
- 15:[Pol<73.3354874] yes=31,no=32,missing=31,gain=3.51655364,cover=506148
- 31:[Pol<40.9012032] yes=63,no=64,missing=63,gain=5.06554842,cover=285746
- 63:leaf=0.00010514618,cover=0
- 64:leaf=-0.00033405007,cover=0
- 32:[PialArea5<0.89274627] yes=65,no=66,missing=65,gain=6.08338165,cover=220402
- 65:leaf=-4.64845034e-05,cover=0
- 66:leaf=0.000478904607,cover=0
- 16:[PialArea5<0.96486038] yes=33,no=34,missing=33,gain=3.40938902,cover=46857
- 33:[Area5<0.617766261] yes=67,no=68,missing=68,gain=4.20080709,cover=29551
- 67:leaf=-0.000447339611,cover=0
- 68:leaf=-0.00199220865,cover=0
- 34:[Ecc<2.31110334] yes=69,no=70,missing=69,gain=2.30118251,cover=17306
- 69:leaf=-0.000525992073,cover=0
- 70:leaf=0.000643119856,cover=0
- 8:[PialCurv5<-0.111109555] yes=17,no=18,missing=18,gain=7.5118165,cover=488912
- 17:[Curv5<-0.174421206] yes=35,no=36,missing=35,gain=7.42764187,cover=342435
- 35:[Area5<0.536314785] yes=71,no=72,missing=72,gain=5.47118807,cover=326593
- 71:leaf=0.000427780353,cover=0
- 72:leaf=-0.000140825621,cover=0
- 36:[LGI5<2.47631311] yes=73,no=74,missing=73,gain=4.71682549,cover=15842
- 73:leaf=-0.000686954183,cover=0
- 74:leaf=0.00148201629,cover=0
- 18:[Pol<21.2328167] yes=37,no=38,missing=37,gain=8.0909214,cover=146477
- 37:[LGI5<2.53029394] yes=75,no=76,missing=75,gain=5.60386944,cover=35597
- 75:leaf=-0.00185123179,cover=0
- 76:leaf=0.000414919952,cover=0
- 38:[Pol<163.028091] yes=77,no=78,missing=77,gain=14.4692478,cover=110880
- 77:leaf=-0.00106466364,cover=0
- 78:leaf=0.000129011329,cover=0
- 4:[PialArea5<1.57955706] yes=9,no=10,missing=10,gain=1.15864539,cover=87769
- 9:[Area5<0.924216449] yes=19,no=20,missing=19,gain=1.43258214,cover=87186
- 19:[PialCurv5<-0.11032705] yes=39,no=40,missing=39,gain=1.12586367,cover=86034
- 39:[Pol<8.56911278] yes=79,no=80,missing=80,gain=2.06930327,cover=63564
- 79:leaf=-0.000444886799,cover=0
- 80:leaf=0.000450531777,cover=0
- 40:[LGI5<3.70550299] yes=81,no=82,missing=81,gain=1.52656424,cover=22470
- 81:leaf=0.000127164923,cover=0
- 82:leaf=-0.000952849165,cover=0
- 20:[PialCurv5<-0.0607835948] yes=41,no=42,missing=42,gain=1.23048556,cover=1152
- 41:[PialArea5<1.39628088] yes=83,no=84,missing=84,gain=0.624581695,cover=1123
- 83:leaf=-0.00277685421,cover=0
- 84:leaf=-0.00037721009,cover=0
- 42:[Pol<11.2407846] yes=85,no=86,missing=85,gain=0.465567529,cover=29
- 85:leaf=0.0198708773,cover=0
- 86:leaf=0.00478557078,cover=0
- 10:[Ecc<8.55626965] yes=21,no=22,missing=21,gain=3.24175167,cover=583
- 21:[Pol<155.757294] yes=43,no=44,missing=44,gain=3.48957777,cover=62
- 43:[Ecc<5.59685707] yes=87,no=88,missing=88,gain=0.34063679,cover=42
- 87:leaf=-0.00483743194,cover=0
- 88:leaf=0.00671384064,cover=0
- 44:[Ecc<8.06448936] yes=89,no=90,missing=89,gain=0.418397903,cover=20
- 89:leaf=0.0348134451,cover=0
- 90:leaf=0.0148857972,cover=0
- 22:[LGI5<3.44046211] yes=45,no=46,missing=45,gain=1.27047038,cover=521
- 45:[LGI5<3.37729335] yes=91,no=92,missing=91,gain=0.534582138,cover=122
- 91:leaf=0.000993453315,cover=0
- 92:leaf=0.00797098037,cover=0
- 46:[Area5<0.894858658] yes=93,no=94,missing=93,gain=1.14940751,cover=399
- 93:leaf=-0.00747425854,cover=0
- 94:leaf=0.000772337662,cover=0
- 2:[Curv5<-0.211220503] yes=5,no=6,missing=5,gain=1.95882332,cover=3994702
- 5:[PialCurv5<-0.11266306] yes=11,no=12,missing=11,gain=10.4530487,cover=311603
- 11:[Pol<146.864227] yes=23,no=24,missing=23,gain=6.32143545,cover=246144
- 23:[LGI5<2.55687809] yes=47,no=48,missing=47,gain=3.45014,cover=158822
- 47:[Ecc<3.54469991] yes=95,no=96,missing=95,gain=3.79876804,cover=38789
- 95:leaf=-4.32445377e-05,cover=0
- 96:leaf=0.000971515779,cover=0
- 48:[LGI5<3.09244633] yes=97,no=98,missing=97,gain=2.20034623,cover=120033
- 97:leaf=-9.81524354e-05,cover=0
- 98:leaf=0.000380783022,cover=0
- 24:[PialArea5<0.911882102] yes=49,no=50,missing=50,gain=3.89145517,cover=87322
- 49:[Ecc<11.3532677] yes=99,no=100,missing=99,gain=2.60322022,cover=50104
- 99:leaf=0.000537951011,cover=0
- 100:leaf=-0.000287197909,cover=0
- 50:[PialCurv5<-0.145424455] yes=101,no=102,missing=101,gain=5.00348949,cover=37218
- 101:leaf=-0.00176564138,cover=0
- 102:leaf=-0.000419344957,cover=0
- 12:[MidArea5<0.757804036] yes=25,no=26,missing=26,gain=14.1472559,cover=65459
- 25:[Ecc<3.35458159] yes=51,no=52,missing=51,gain=3.79673719,cover=35248
- 51:[Area5<0.404548973] yes=103,no=104,missing=104,gain=3.56096458,cover=6572
- 103:leaf=0.00229376904,cover=0
- 104:leaf=-0.0014768081,cover=0
- 52:[PialArea5<0.498393416] yes=105,no=106,missing=105,gain=2.94982481,cover=28676
- 105:leaf=-0.00250182673,cover=0
- 106:leaf=0.00035059455,cover=0
- 26:[PialCurv5<-0.0209923834] yes=53,no=54,missing=53,gain=5.48379326,cover=30211
- 53:[Area5<0.576076329] yes=107,no=108,missing=107,gain=4.22514534,cover=30062
- 107:leaf=-0.000746961392,cover=0
- 108:leaf=0.00168520852,cover=0
- 54:[LGI5<2.58938479] yes=109,no=110,missing=109,gain=2.2435894,cover=149
- 109:leaf=0.00866141729,cover=0
- 110:leaf=-0.0102554122,cover=0
- 6:[PialCurv5<-0.132898524] yes=13,no=14,missing=13,gain=6.76137209,cover=3683099
- 13:[Ecc<4.13769388] yes=27,no=28,missing=27,gain=6.27783108,cover=28183
- 27:[Curv5<-0.191348091] yes=55,no=56,missing=56,gain=3.09005356,cover=4303
- 55:[PialArea5<1.26501572] yes=111,no=112,missing=111,gain=1.11758983,cover=1930
- 111:leaf=0.00131758815,cover=0
- 112:leaf=-0.00416374346,cover=0
- 56:[PialArea5<0.816499233] yes=113,no=114,missing=114,gain=3.19970703,cover=2373
- 113:leaf=0.00215576147,cover=0
- 114:leaf=0.0058721453,cover=0
- 28:[Curv5<-0.130991504] yes=57,no=58,missing=58,gain=3.82286644,cover=23880
- 57:[Ecc<6.64552498] yes=115,no=116,missing=115,gain=4.14819956,cover=21739
- 115:leaf=-0.000532420527,cover=0
- 116:leaf=0.00105378195,cover=0
- 58:[LGI5<2.82485151] yes=117,no=118,missing=118,gain=5.9273138,cover=2141
- 117:leaf=0.00154575543,cover=0
- 118:leaf=-0.00378754293,cover=0
- 14:[Pol<141.081833] yes=29,no=30,missing=29,gain=2.4833827,cover=3654916
- 29:[Sulc0<-0.217071146] yes=59,no=60,missing=59,gain=8.17967033,cover=3017972
- 59:[Pol<72.6247101] yes=119,no=120,missing=119,gain=15.2483063,cover=808578
- 119:leaf=2.28391109e-05,cover=0
- 120:leaf=-0.000416481023,cover=0
- 60:[PialCurv5<-0.0441194475] yes=121,no=122,missing=121,gain=5.51998186,cover=2209394
- 121:leaf=0.000305749098,cover=0
- 122:leaf=2.53298055e-07,cover=0
- 30:[Area5<0.69896996] yes=61,no=62,missing=61,gain=10.1051712,cover=636944
- 61:[Sulc0<-0.123243913] yes=123,no=124,missing=123,gain=11.8270245,cover=378500
- 123:leaf=5.9909722e-05,cover=0
- 124:leaf=-0.000628418231,cover=0
- 62:[Ecc<10.569519] yes=125,no=126,missing=125,gain=6.24005127,cover=258444
- 125:leaf=0.000645933615,cover=0
- 126:leaf=0.000135724244,cover=0
-booster[712]:
-0:[Sulc0<-1.19305253] yes=1,no=2,missing=1,gain=0.411573648,cover=5124388
- 1:[Area5<0.678346932] yes=3,no=4,missing=3,gain=1.44687545,cover=40033
- 3:[Curv5<-0.20189926] yes=7,no=8,missing=8,gain=2.59586382,cover=27884
- 7:[LGI5<2.50608969] yes=15,no=16,missing=15,gain=1.89409816,cover=25511
- 15:[LGI5<2.13090348] yes=31,no=32,missing=32,gain=1.56752872,cover=16107
- 31:[Pol<14.1659222] yes=63,no=64,missing=64,gain=2.14361572,cover=680
- 63:leaf=0.0043854313,cover=0
- 64:leaf=-0.00341567327,cover=0
- 32:[Area5<0.621834755] yes=65,no=66,missing=65,gain=1.67959797,cover=15427
- 65:leaf=0.000515986641,cover=0
- 66:leaf=-0.000703488418,cover=0
- 16:[PialCurv5<-0.145424455] yes=33,no=34,missing=33,gain=1.39220595,cover=9404
- 33:[LGI5<2.8416636] yes=67,no=68,missing=67,gain=0.571397483,cover=6016
- 67:leaf=0.000219920534,cover=0
- 68:leaf=-0.000759308692,cover=0
- 34:[Ecc<2.91795349] yes=69,no=70,missing=69,gain=1.04026651,cover=3388
- 69:leaf=-0.000352057017,cover=0
- 70:leaf=-0.00220770878,cover=0
- 8:[Ecc<3.8768425] yes=17,no=18,missing=17,gain=1.94388986,cover=2373
- 17:[LGI5<2.50608969] yes=35,no=36,missing=35,gain=1.41876411,cover=2047
- 35:[Pol<140.372742] yes=71,no=72,missing=72,gain=1.5980835,cover=1809
- 71:leaf=-0.00219064788,cover=0
- 72:leaf=-0.00576551212,cover=0
- 36:[Curv5<-0.177508175] yes=73,no=74,missing=73,gain=0.730079055,cover=238
- 73:leaf=0.00334292091,cover=0
- 74:leaf=-0.00229815464,cover=0
- 18:[Pol<137.578873] yes=37,no=38,missing=37,gain=1.19892824,cover=326
- 37:[Ecc<17.5281601] yes=75,no=76,missing=75,gain=0.829970479,cover=199
- 75:leaf=0.00495278602,cover=0
- 76:leaf=-0.00732173026,cover=0
- 38:[PialArea5<0.879786193] yes=77,no=78,missing=77,gain=0.797692418,cover=127
- 77:leaf=-0.0105766403,cover=0
- 78:leaf=-0.000292658922,cover=0
- 4:[PialCurv5<-0.175695807] yes=9,no=10,missing=9,gain=1.69041467,cover=12149
- 9:[Curv5<-0.292340577] yes=19,no=20,missing=19,gain=1.32055354,cover=1073
- 19:[PialArea5<0.955112517] yes=39,no=40,missing=39,gain=0.572523832,cover=558
- 39:[LGI5<3.70550299] yes=79,no=80,missing=79,gain=0.452535391,cover=239
- 79:leaf=-0.00553863868,cover=0
- 80:leaf=0.00602006493,cover=0
- 40:[Area5<0.776627541] yes=81,no=82,missing=81,gain=0.431226641,cover=319
- 81:leaf=-0.000442444551,cover=0
- 82:leaf=-0.00422409689,cover=0
- 20:[Area5<0.758003652] yes=41,no=42,missing=41,gain=1.17537808,cover=515
- 41:[Ecc<2.79805064] yes=83,no=84,missing=83,gain=1.13894784,cover=260
- 83:leaf=0.00627672765,cover=0
- 84:leaf=-0.00342102791,cover=0
- 42:[Pol<150.62207] yes=85,no=86,missing=85,gain=1.92090476,cover=255
- 85:leaf=0.00123608124,cover=0
- 86:leaf=0.01610291,cover=0
- 10:[PialCurv5<-0.109546423] yes=21,no=22,missing=22,gain=1.53210986,cover=11076
- 21:[Sulc0<-1.24864507] yes=43,no=44,missing=43,gain=1.255126,cover=9247
- 43:[Ecc<1.26157856] yes=87,no=88,missing=88,gain=1.45664454,cover=4829
- 87:leaf=-0.00174001348,cover=0
- 88:leaf=0.00154592923,cover=0
- 44:[Curv5<-0.144993886] yes=89,no=90,missing=89,gain=0.538674295,cover=4418
- 89:leaf=0.00016702553,cover=0
- 90:leaf=-0.00850031432,cover=0
- 22:[LGI5<2.16230083] yes=45,no=46,missing=45,gain=1.50037253,cover=1829
- 45:[Ecc<0.943656743] yes=91,no=92,missing=92,gain=1.64216912,cover=65
- 91:leaf=0.0169939809,cover=0
- 92:leaf=0.000584027905,cover=0
- 46:[Ecc<5.59685707] yes=93,no=94,missing=93,gain=1.44372702,cover=1764
- 93:leaf=-0.00168127846,cover=0
- 94:leaf=0.00251346338,cover=0
- 2:[MidArea5<1.1557827] yes=5,no=6,missing=5,gain=0.523350298,cover=5084355
- 5:[PialArea5<1.48916721] yes=11,no=12,missing=11,gain=0.63205874,cover=5046159
- 11:[LGI5<2.22170687] yes=23,no=24,missing=23,gain=0.455890924,cover=5035162
- 23:[Area5<0.684738636] yes=47,no=48,missing=47,gain=2.88879704,cover=115841
- 47:[PialCurv5<0.189327508] yes=95,no=96,missing=95,gain=2.84297729,cover=88577
- 95:leaf=0.000327633461,cover=0
- 96:leaf=-0.000650617527,cover=0
- 48:[LGI5<2.13090348] yes=97,no=98,missing=98,gain=4.64256287,cover=27264
- 97:leaf=0.00114989921,cover=0
- 98:leaf=-0.000634852389,cover=0
- 24:[LGI5<2.26652193] yes=49,no=50,missing=49,gain=1.29158199,cover=4919321
- 49:[Pol<26.4235344] yes=99,no=100,missing=99,gain=4.4868288,cover=99730
- 99:leaf=0.00104215194,cover=0
- 100:leaf=-0.000271762285,cover=0
- 50:[LGI5<2.28518939] yes=101,no=102,missing=101,gain=0.849480987,cover=4819591
- 101:leaf=0.000191980318,cover=0
- 102:leaf=-2.47239313e-07,cover=0
- 12:[Ecc<3.67199802] yes=25,no=26,missing=26,gain=2.23067045,cover=10997
- 25:[PialCurv5<-0.0896686092] yes=51,no=52,missing=51,gain=2.20013118,cover=6460
- 51:[PialCurv5<-0.167439327] yes=103,no=104,missing=104,gain=2.11915851,cover=5245
- 103:leaf=-0.0148241818,cover=0
- 104:leaf=0.000727262057,cover=0
- 52:[Curv5<-0.108295463] yes=105,no=106,missing=105,gain=5.18382597,cover=1215
- 105:leaf=-0.00313116401,cover=0
- 106:leaf=0.00572928227,cover=0
- 26:[LGI5<2.50273752] yes=53,no=54,missing=53,gain=2.57478786,cover=4537
- 53:[Area5<0.655598104] yes=107,no=108,missing=108,gain=1.30820656,cover=894
- 107:leaf=-0.000416584051,cover=0
- 108:leaf=-0.00476869894,cover=0
- 54:[Ecc<4.27275372] yes=109,no=110,missing=110,gain=1.27790415,cover=3643
- 109:leaf=-0.00285392348,cover=0
- 110:leaf=-0.000242146591,cover=0
- 6:[Area5<0.72690624] yes=13,no=14,missing=13,gain=1.80363202,cover=38196
- 13:[PialCurv5<-0.102360219] yes=27,no=28,missing=27,gain=2.31999826,cover=2863
- 27:[Pol<153.554306] yes=55,no=56,missing=55,gain=1.94568968,cover=1843
- 55:[Sulc0<-0.856543541] yes=111,no=112,missing=112,gain=1.41844225,cover=1493
- 111:leaf=0.00225320668,cover=0
- 112:leaf=0.00565828616,cover=0
- 56:[Ecc<7.39671755] yes=113,no=114,missing=113,gain=4.14043617,cover=350
- 113:leaf=-0.00330854207,cover=0
- 114:leaf=0.0113096535,cover=0
- 28:[Pol<167.338547] yes=57,no=58,missing=58,gain=2.69637513,cover=1020
- 57:[Ecc<4.00532722] yes=115,no=116,missing=115,gain=1.79800296,cover=944
- 115:leaf=-0.000187680635,cover=0
- 116:leaf=-0.00571868708,cover=0
- 58:[Ecc<6.35379457] yes=117,no=118,missing=117,gain=2.55764985,cover=76
- 117:leaf=-0.00097199867,cover=0
- 118:leaf=0.0172422845,cover=0
- 14:[LGI5<2.23211861] yes=29,no=30,missing=30,gain=1.49133015,cover=35333
- 29:[Curv5<0.0554658733] yes=59,no=60,missing=60,gain=1.36616242,cover=463
- 59:[Sulc0<-0.620624542] yes=119,no=120,missing=120,gain=0.834564686,cover=440
- 119:leaf=-0.00253490708,cover=0
- 120:leaf=-0.00918709114,cover=0
- 60:[PialCurv5<0.00236006663] yes=121,no=122,missing=122,gain=0.0718666315,cover=23
- 121:leaf=0.00494245579,cover=0
- 122:leaf=0.0113870306,cover=0
- 30:[PialCurv5<-0.108766198] yes=61,no=62,missing=62,gain=1.41030216,cover=34870
- 61:[LGI5<2.26652193] yes=123,no=124,missing=124,gain=2.09969568,cover=14884
- 123:leaf=0.00697767315,cover=0
- 124:leaf=-0.000291990524,cover=0
- 62:[Ecc<2.8577323] yes=125,no=126,missing=125,gain=1.66759765,cover=19986
- 125:leaf=0.00136366521,cover=0
- 126:leaf=0.000183296666,cover=0
-booster[713]:
-0:[Sulc0<-0.720188618] yes=1,no=2,missing=2,gain=0.402212113,cover=5124388
- 1:[Ecc<20.0856266] yes=3,no=4,missing=3,gain=2.01986027,cover=989292
- 3:[Ecc<15.7955055] yes=7,no=8,missing=7,gain=2.69371271,cover=911381
- 7:[Curv5<-0.0575901605] yes=15,no=16,missing=15,gain=2.27823782,cover=857544
- 15:[Pol<178.471024] yes=31,no=32,missing=32,gain=1.8126663,cover=846270
- 31:[Pol<132.083344] yes=63,no=64,missing=63,gain=1.79790175,cover=839058
- 63:leaf=3.10228897e-05,cover=0
- 64:leaf=-0.000120368975,cover=0
- 32:[Ecc<4.20590305] yes=65,no=66,missing=66,gain=1.41143596,cover=7212
- 65:leaf=-0.000307515118,cover=0
- 66:leaf=0.00122434588,cover=0
- 16:[Area5<0.672473609] yes=33,no=34,missing=33,gain=3.79078817,cover=11274
- 33:[Sulc0<-0.920149088] yes=67,no=68,missing=68,gain=3.41281557,cover=5703
- 67:leaf=-0.00779078016,cover=0
- 68:leaf=-0.00139658747,cover=0
- 34:[PialCurv5<-0.0829703882] yes=69,no=70,missing=69,gain=12.2743816,cover=5571
- 69:leaf=0.0126496404,cover=0
- 70:leaf=-0.000248468918,cover=0
- 8:[PialCurv5<-0.0555995218] yes=17,no=18,missing=17,gain=2.70111394,cover=53837
- 17:[PialCurv5<-0.133997425] yes=35,no=36,missing=35,gain=3.10765266,cover=53083
- 35:[Curv5<-0.214297205] yes=71,no=72,missing=71,gain=2.56139088,cover=23834
- 71:leaf=-0.000154007765,cover=0
- 72:leaf=0.00186765625,cover=0
- 36:[LGI5<3.50441384] yes=73,no=74,missing=73,gain=3.9616065,cover=29249
- 73:leaf=-0.00110788376,cover=0
- 74:leaf=0.00025297713,cover=0
- 18:[MidArea5<0.832538009] yes=37,no=38,missing=37,gain=3.22698092,cover=754
- 37:[LGI5<2.69470191] yes=75,no=76,missing=75,gain=3.58821774,cover=415
- 75:leaf=0.0351168029,cover=0
- 76:leaf=-0.000985923456,cover=0
- 38:[Sulc0<-0.815117955] yes=77,no=78,missing=77,gain=1.07386875,cover=339
- 77:leaf=0.00968250167,cover=0
- 78:leaf=0.00389685179,cover=0
- 4:[Pol<18.1680222] yes=9,no=10,missing=9,gain=2.11274433,cover=77911
- 9:[PialCurv5<-0.0829703882] yes=19,no=20,missing=20,gain=3.08339024,cover=39039
- 19:[LGI5<3.45167398] yes=39,no=40,missing=39,gain=1.00974536,cover=38094
- 39:[LGI5<3.34776258] yes=79,no=80,missing=79,gain=2.30607581,cover=31039
- 79:leaf=-0.000156966431,cover=0
- 80:leaf=0.0011302674,cover=0
- 40:[Curv5<-0.200394869] yes=81,no=82,missing=81,gain=1.71691489,cover=7055
- 81:leaf=-0.000234341045,cover=0
- 82:leaf=-0.00210367027,cover=0
- 20:[LGI5<3.70550299] yes=41,no=42,missing=41,gain=2.20891809,cover=945
- 41:[PialCurv5<-0.0297427773] yes=83,no=84,missing=84,gain=1.82931089,cover=841
- 83:leaf=0.00301156985,cover=0
- 84:leaf=0.0125376629,cover=0
- 42:[LGI5<3.94193578] yes=85,no=86,missing=85,gain=0.920665443,cover=104
- 85:leaf=-0.00656183437,cover=0
- 86:leaf=0.00461204862,cover=0
- 10:[Pol<157.22821] yes=21,no=22,missing=21,gain=4.78198624,cover=38872
- 21:[Pol<27.4246235] yes=43,no=44,missing=43,gain=3.00155258,cover=8191
- 43:[Curv5<-0.222158164] yes=87,no=88,missing=87,gain=3.63776898,cover=5896
- 87:leaf=0.00208127103,cover=0
- 88:leaf=-0.000413629838,cover=0
- 44:[PialArea5<0.872134149] yes=89,no=90,missing=89,gain=3.14212322,cover=2295
- 89:leaf=0.000787446857,cover=0
- 90:leaf=0.00457432074,cover=0
- 22:[PialArea5<0.917384863] yes=45,no=46,missing=45,gain=1.78916287,cover=30681
- 45:[LGI5<3.29043651] yes=91,no=92,missing=92,gain=1.92596412,cover=13622
- 91:leaf=0.000331685762,cover=0
- 92:leaf=-0.000858448271,cover=0
- 46:[LGI5<3.48966408] yes=93,no=94,missing=93,gain=2.73810959,cover=17059
- 93:leaf=0.000188021033,cover=0
- 94:leaf=0.00170030375,cover=0
- 2:[LGI5<2.6558373] yes=5,no=6,missing=5,gain=1.32266819,cover=4135096
- 5:[Pol<64.3762589] yes=11,no=12,missing=11,gain=10.0380573,cover=1597986
- 11:[Ecc<1.73852015] yes=23,no=24,missing=24,gain=10.5927229,cover=211139
- 23:[LGI5<2.31684756] yes=47,no=48,missing=47,gain=3.01899695,cover=60858
- 47:[Sulc0<-0.351394534] yes=95,no=96,missing=96,gain=2.75970268,cover=13165
- 95:leaf=0.000167955935,cover=0
- 96:leaf=0.00217090617,cover=0
- 48:[Area5<0.854415178] yes=97,no=98,missing=97,gain=4.78545666,cover=47693
- 97:leaf=-0.00032726783,cover=0
- 98:leaf=-0.00533471536,cover=0
- 24:[Curv5<-0.0983823985] yes=49,no=50,missing=50,gain=15.893961,cover=150281
- 49:[PialCurv5<-0.0569176264] yes=99,no=100,missing=99,gain=7.60093594,cover=99673
- 99:leaf=8.83761313e-05,cover=0
- 100:leaf=0.00164270436,cover=0
- 50:[Sulc0<-0.23104082] yes=101,no=102,missing=101,gain=25.572876,cover=50608
- 101:leaf=0.00211873627,cover=0
- 102:leaf=-0.000252607308,cover=0
- 12:[Sulc0<-0.332174033] yes=25,no=26,missing=25,gain=5.6333313,cover=1386847
- 25:[Area5<0.692729533] yes=51,no=52,missing=51,gain=16.5149441,cover=482111
- 51:[Ecc<5.91357183] yes=103,no=104,missing=104,gain=9.56274128,cover=358414
- 103:leaf=0.000152783527,cover=0
- 104:leaf=-0.000504793425,cover=0
- 52:[Pol<144.670364] yes=105,no=106,missing=105,gain=40.927948,cover=123697
- 105:leaf=-0.00126177748,cover=0
- 106:leaf=0.000693297829,cover=0
- 26:[Curv5<-0.232248098] yes=53,no=54,missing=53,gain=3.87378311,cover=904736
- 53:[PialCurv5<-0.159167215] yes=107,no=108,missing=108,gain=3.11891747,cover=6364
- 107:leaf=-0.000344033557,cover=0
- 108:leaf=0.00204305188,cover=0
- 54:[Pol<78.8803177] yes=109,no=110,missing=109,gain=3.43312168,cover=898372
- 109:leaf=0.000370077905,cover=0
- 110:leaf=2.77895506e-05,cover=0
- 6:[Ecc<3.73767829] yes=13,no=14,missing=13,gain=4.77790451,cover=2537110
- 13:[Curv5<0.0322575867] yes=27,no=28,missing=28,gain=10.1086245,cover=44154
- 27:[Ecc<2.73602629] yes=55,no=56,missing=55,gain=5.80684948,cover=29825
- 55:[Area5<0.707692921] yes=111,no=112,missing=112,gain=7.5400877,cover=16434
- 111:leaf=-0.00101477513,cover=0
- 112:leaf=0.00152120087,cover=0
- 56:[Area5<0.759248734] yes=113,no=114,missing=113,gain=3.41782951,cover=13391
- 113:leaf=-0.00145050674,cover=0
- 114:leaf=-0.00351790595,cover=0
- 28:[Sulc0<0.373583466] yes=57,no=58,missing=57,gain=2.99370003,cover=14329
- 57:[Area5<0.691945016] yes=115,no=116,missing=116,gain=3.77824306,cover=11025
- 115:leaf=0.000139453608,cover=0
- 116:leaf=0.00200518919,cover=0
- 58:[Curv5<0.0857537538] yes=117,no=118,missing=117,gain=4.28449011,cover=3304
- 117:leaf=-0.0113396933,cover=0
- 118:leaf=-0.000453253946,cover=0
- 14:[Pol<62.799984] yes=29,no=30,missing=29,gain=4.65216494,cover=2492956
- 29:[Ecc<14.9070177] yes=59,no=60,missing=59,gain=12.1442404,cover=661364
- 59:[Sulc0<-0.166708246] yes=119,no=120,missing=119,gain=31.221199,cover=261478
- 119:leaf=-0.000188028076,cover=0
- 120:leaf=-0.00189993775,cover=0
- 60:[LGI5<3.04906535] yes=121,no=122,missing=121,gain=10.3912535,cover=399886
- 121:leaf=-0.000335297867,cover=0
- 122:leaf=0.000220380563,cover=0
- 30:[PialArea5<0.81902951] yes=61,no=62,missing=61,gain=5.11061382,cover=1831592
- 61:[MidArea5<0.736579895] yes=123,no=124,missing=123,gain=3.78163338,cover=1278183
- 123:leaf=7.61457568e-06,cover=0
- 124:leaf=-0.00028472126,cover=0
- 62:[Pol<116.093399] yes=125,no=126,missing=125,gain=10.4451761,cover=553409
- 125:leaf=0.000697278127,cover=0
- 126:leaf=7.34490968e-05,cover=0
-booster[714]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=0.410804451,cover=5124388
- 1:[Ecc<9.17092323] yes=3,no=4,missing=3,gain=1.63001156,cover=60049
- 3:[PialCurv5<0.119354174] yes=7,no=8,missing=8,gain=1.85357821,cover=22025
- 7:[LGI5<3.00812316] yes=15,no=16,missing=15,gain=1.19478047,cover=21540
- 15:[Ecc<6.03867722] yes=31,no=32,missing=32,gain=1.27462912,cover=16618
- 31:[Sulc0<-0.0788570642] yes=63,no=64,missing=63,gain=1.55115795,cover=8370
- 63:leaf=-0.000329962437,cover=0
- 64:leaf=-0.0105904229,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=65,gain=1.74188626,cover=8248
- 65:leaf=0.00734204147,cover=0
- 66:leaf=0.000423196994,cover=0
- 16:[Area5<0.551487505] yes=33,no=34,missing=33,gain=1.29144835,cover=4922
- 33:[PialCurv5<-0.153030112] yes=67,no=68,missing=68,gain=1.45927978,cover=153
- 67:leaf=0.00295788306,cover=0
- 68:leaf=-0.00817230623,cover=0
- 34:[Sulc0<-0.319176674] yes=69,no=70,missing=69,gain=1.07723498,cover=4769
- 69:leaf=-0.000338378944,cover=0
- 70:leaf=-0.00232616789,cover=0
- 8:[Curv5<0.126145482] yes=17,no=18,missing=17,gain=1.33943343,cover=485
- 17:[LGI5<2.87999082] yes=35,no=36,missing=35,gain=0.547751427,cover=354
- 35:[LGI5<2.35279679] yes=71,no=72,missing=72,gain=0.568016291,cover=133
- 71:leaf=0.00582856545,cover=0
- 72:leaf=-0.00816769432,cover=0
- 36:[Curv5<0.0168606453] yes=73,no=74,missing=73,gain=0.499206781,cover=221
- 73:leaf=0.00713546528,cover=0
- 74:leaf=-0.00383659313,cover=0
- 18:[PialCurv5<0.270000219] yes=37,no=38,missing=37,gain=0.789622068,cover=131
- 37:[LGI5<3.23225117] yes=75,no=76,missing=75,gain=0.424145222,cover=92
- 75:leaf=0.00572997751,cover=0
- 76:leaf=-0.00165762415,cover=0
- 38:[MidArea5<0.576365113] yes=77,no=78,missing=77,gain=0.167481899,cover=39
- 77:leaf=-0.00248203543,cover=0
- 78:leaf=-0.00953411218,cover=0
- 4:[PialCurv5<-0.0914456472] yes=9,no=10,missing=9,gain=1.62338126,cover=38024
- 9:[Curv5<-0.0620335713] yes=19,no=20,missing=20,gain=1.21541393,cover=21992
- 19:[PialArea5<0.977763891] yes=39,no=40,missing=39,gain=1.20224702,cover=21929
- 39:[Ecc<26.874506] yes=79,no=80,missing=79,gain=1.23005438,cover=10018
- 79:leaf=0.00107898889,cover=0
- 80:leaf=-3.3478831e-05,cover=0
- 40:[Ecc<27.7987404] yes=81,no=82,missing=81,gain=1.20949888,cover=11911
- 81:leaf=-0.000734852743,cover=0
- 82:leaf=0.00027604957,cover=0
- 20:[Curv5<0.0100963581] yes=41,no=42,missing=41,gain=0.728339195,cover=63
- 41:[Ecc<10.0121937] yes=83,no=84,missing=84,gain=0.734454155,cover=52
- 83:leaf=0.0063490863,cover=0
- 84:leaf=-0.0114057101,cover=0
- 42:[PialCurv5<-0.139269829] yes=85,no=86,missing=85,gain=0.153097034,cover=11
- 85:leaf=-0.00884944201,cover=0
- 86:leaf=0.0065580993,cover=0
- 10:[Sulc0<-0.237935558] yes=21,no=22,missing=21,gain=2.09429932,cover=16032
- 21:[PialArea5<1.20515823] yes=43,no=44,missing=44,gain=2.07090235,cover=10936
- 43:[LGI5<3.11198854] yes=87,no=88,missing=87,gain=2.0161581,cover=10221
- 87:leaf=0.0016758776,cover=0
- 88:leaf=0.000267426774,cover=0
- 44:[Curv5<-0.102400392] yes=89,no=90,missing=90,gain=2.49180746,cover=715
- 89:leaf=0.00221625925,cover=0
- 90:leaf=0.00958179589,cover=0
- 22:[MidArea5<0.885289252] yes=45,no=46,missing=45,gain=1.75186789,cover=5096
- 45:[Area5<0.722552657] yes=91,no=92,missing=92,gain=2.41758037,cover=4018
- 91:leaf=-0.000621480111,cover=0
- 92:leaf=0.00189532887,cover=0
- 46:[PialCurv5<-0.0395349935] yes=93,no=94,missing=93,gain=1.46799374,cover=1078
- 93:leaf=-0.000312604912,cover=0
- 94:leaf=-0.00403833436,cover=0
- 2:[MidArea5<0.900558591] yes=5,no=6,missing=5,gain=0.422286153,cover=5064339
- 5:[PialCurv5<-0.122305259] yes=11,no=12,missing=11,gain=1.10972035,cover=4435011
- 11:[Curv5<-0.180574343] yes=23,no=24,missing=23,gain=22.1950798,cover=645433
- 23:[Curv5<-0.206445083] yes=47,no=48,missing=47,gain=3.26606321,cover=611746
- 47:[Area5<0.559839368] yes=95,no=96,missing=96,gain=2.51360273,cover=551846
- 95:leaf=8.49554999e-05,cover=0
- 96:leaf=-0.000135638445,cover=0
- 48:[PialCurv5<-0.145424455] yes=97,no=98,missing=97,gain=10.6850357,cover=59900
- 97:leaf=0.00201158528,cover=0
- 98:leaf=6.94236296e-05,cover=0
- 24:[PialArea5<0.856611013] yes=49,no=50,missing=49,gain=13.5789509,cover=33687
- 49:[Ecc<0.943656743] yes=99,no=100,missing=100,gain=6.77043962,cover=18618
- 99:leaf=0.0036139586,cover=0
- 100:leaf=0.000117067655,cover=0
- 50:[Area5<0.639429986] yes=101,no=102,missing=101,gain=5.72449493,cover=15069
- 101:leaf=0.00138184242,cover=0
- 102:leaf=0.00333490642,cover=0
- 12:[Curv5<-0.222158164] yes=25,no=26,missing=25,gain=4.13521814,cover=3789578
- 25:[Area5<0.656552851] yes=51,no=52,missing=51,gain=7.12593555,cover=132823
- 51:[Pol<67.3859482] yes=103,no=104,missing=103,gain=5.22539043,cover=109571
- 103:leaf=-0.000402156875,cover=0
- 104:leaf=0.000331254181,cover=0
- 52:[Ecc<12.0179253] yes=105,no=106,missing=105,gain=9.01782513,cover=23252
- 105:leaf=0.00205318024,cover=0
- 106:leaf=8.35934843e-05,cover=0
- 26:[PialCurv5<-0.0779728889] yes=53,no=54,missing=54,gain=5.21143246,cover=3656755
- 53:[Curv5<-0.112134233] yes=107,no=108,missing=107,gain=62.3337898,cover=615911
- 107:leaf=-0.000315402547,cover=0
- 108:leaf=0.00146696274,cover=0
- 54:[Curv5<-0.143275946] yes=109,no=110,missing=109,gain=26.5903435,cover=3040844
- 109:leaf=0.000779183931,cover=0
- 110:leaf=-2.84280668e-05,cover=0
- 6:[Pol<8.56911278] yes=13,no=14,missing=13,gain=2.57738781,cover=629328
- 13:[LGI5<2.66988635] yes=27,no=28,missing=27,gain=3.42612362,cover=44192
- 27:[PialCurv5<-0.0839454681] yes=55,no=56,missing=55,gain=3.14724016,cover=16474
- 55:[Curv5<-0.132798299] yes=111,no=112,missing=112,gain=3.12164402,cover=13278
- 111:leaf=-0.000719845819,cover=0
- 112:leaf=0.00318939774,cover=0
- 56:[PialCurv5<-0.0114707183] yes=113,no=114,missing=113,gain=1.33558512,cover=3196
- 113:leaf=-0.00208167033,cover=0
- 114:leaf=-0.00688790763,cover=0
- 28:[Ecc<28.7730255] yes=57,no=58,missing=57,gain=4.61436653,cover=27718
- 57:[PialCurv5<-0.0974217355] yes=115,no=116,missing=115,gain=8.12409401,cover=22158
- 115:leaf=-0.000359255908,cover=0
- 116:leaf=0.00165865815,cover=0
- 58:[LGI5<3.15084362] yes=117,no=118,missing=118,gain=3.70498276,cover=5560
- 117:leaf=4.78076508e-05,cover=0
- 118:leaf=-0.00253437436,cover=0
- 14:[PialArea5<0.761482477] yes=29,no=30,missing=30,gain=2.04405022,cover=585136
- 29:[Sulc0<-0.650102437] yes=59,no=60,missing=59,gain=0.852414608,cover=1115
- 59:[LGI5<2.52320862] yes=119,no=120,missing=119,gain=1.12896144,cover=41
- 119:leaf=-0.0072888257,cover=0
- 120:leaf=0.0207140595,cover=0
- 60:[Pol<152.092255] yes=121,no=122,missing=121,gain=1.05359674,cover=1074
- 121:leaf=0.00205199653,cover=0
- 122:leaf=0.00832078606,cover=0
- 30:[Area5<0.833255887] yes=61,no=62,missing=61,gain=1.80434728,cover=584021
- 61:[PialCurv5<-0.11422696] yes=123,no=124,missing=124,gain=2.64304161,cover=477674
- 123:leaf=-7.25256032e-05,cover=0
- 124:leaf=0.000181251249,cover=0
- 62:[Sulc0<-0.911647499] yes=125,no=126,missing=125,gain=2.34559155,cover=106347
- 125:leaf=0.000541845686,cover=0
- 126:leaf=-0.000208335623,cover=0
-booster[715]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=2,gain=0.395103157,cover=5124388
- 1:[Sulc0<-0.481185079] yes=3,no=4,missing=3,gain=0.473293424,cover=5064338
- 3:[Ecc<4.73840666] yes=7,no=8,missing=7,gain=1.96929407,cover=1765899
- 7:[PialCurv5<-0.0595124774] yes=15,no=16,missing=15,gain=3.50340104,cover=881448
- 15:[Curv5<-0.0881721899] yes=31,no=32,missing=32,gain=7.11279869,cover=723095
- 31:[Ecc<3.48115921] yes=63,no=64,missing=63,gain=2.59572601,cover=703602
- 63:leaf=-8.85779955e-05,cover=0
- 64:leaf=0.0001568476,cover=0
- 32:[PialArea5<1.05506396] yes=65,no=66,missing=66,gain=8.75945377,cover=19493
- 65:leaf=0.000449928921,cover=0
- 66:leaf=0.00328593003,cover=0
- 16:[Curv5<-0.125495523] yes=33,no=34,missing=33,gain=12.2106256,cover=158353
- 33:[Area5<0.559839368] yes=67,no=68,missing=67,gain=9.76290989,cover=19375
- 67:leaf=-0.000177206632,cover=0
- 68:leaf=0.00220834697,cover=0
- 34:[Pol<147.599014] yes=69,no=70,missing=69,gain=10.8866482,cover=138978
- 69:leaf=-0.000208407684,cover=0
- 70:leaf=0.000759600487,cover=0
- 8:[Curv5<-0.0686563179] yes=17,no=18,missing=17,gain=9.26070595,cover=884451
- 17:[LGI5<2.75211287] yes=35,no=36,missing=36,gain=6.24890518,cover=845945
- 35:[Pol<171.401581] yes=71,no=72,missing=71,gain=10.3380947,cover=276339
- 71:leaf=-0.000357235607,cover=0
- 72:leaf=0.00053379871,cover=0
- 36:[Pol<56.1920547] yes=73,no=74,missing=73,gain=4.62084007,cover=569606
- 73:leaf=-7.18374213e-05,cover=0
- 74:leaf=0.000215148626,cover=0
- 18:[Area5<0.642765105] yes=37,no=38,missing=37,gain=17.2576332,cover=38506
- 37:[Ecc<7.18838644] yes=75,no=76,missing=75,gain=6.51025391,cover=7270
- 75:leaf=-0.00152471277,cover=0
- 76:leaf=-0.00451764977,cover=0
- 38:[PialCurv5<-0.145424455] yes=77,no=78,missing=78,gain=19.3921738,cover=31236
- 77:leaf=0.0446046703,cover=0
- 78:leaf=-0.000357263227,cover=0
- 4:[Ecc<1.10530448] yes=9,no=10,missing=9,gain=2.50565553,cover=3298439
- 9:[LGI5<2.18291569] yes=19,no=20,missing=19,gain=4.56931877,cover=77828
- 19:[MidArea5<0.673991144] yes=39,no=40,missing=39,gain=7.82500982,cover=3128
- 39:[PialCurv5<0.0400940292] yes=79,no=80,missing=79,gain=9.6789093,cover=2520
- 79:leaf=-0.00781294145,cover=0
- 80:leaf=-0.00120920478,cover=0
- 40:[Ecc<0.783076942] yes=81,no=82,missing=81,gain=3.33785152,cover=608
- 81:leaf=0.00571973203,cover=0
- 82:leaf=-0.00198664144,cover=0
- 20:[Area5<0.732334435] yes=41,no=42,missing=41,gain=3.85926008,cover=74700
- 41:[Curv5<-0.119937547] yes=83,no=84,missing=84,gain=3.59729552,cover=67728
- 83:leaf=-0.0012247538,cover=0
- 84:leaf=3.87540422e-05,cover=0
- 42:[LGI5<2.68420529] yes=85,no=86,missing=86,gain=5.88976049,cover=6972
- 85:leaf=-0.00151625555,cover=0
- 86:leaf=0.00903057586,cover=0
- 10:[LGI5<2.29656005] yes=21,no=22,missing=21,gain=2.76049638,cover=3220611
- 21:[LGI5<2.2730217] yes=43,no=44,missing=43,gain=2.92791224,cover=110677
- 43:[Curv5<0.012354264] yes=87,no=88,missing=87,gain=3.46410418,cover=81744
- 87:leaf=0.000563178386,cover=0
- 88:leaf=-0.000124342274,cover=0
- 44:[Sulc0<0.254506379] yes=89,no=90,missing=90,gain=3.75640202,cover=28933
- 89:leaf=0.000959509343,cover=0
- 90:leaf=-0.00052868895,cover=0
- 22:[Pol<165.944183] yes=45,no=46,missing=46,gain=1.57003629,cover=3109934
- 45:[Pol<140.372742] yes=91,no=92,missing=91,gain=3.54767799,cover=2947569
- 91:leaf=-3.04336186e-06,cover=0
- 92:leaf=0.000173583714,cover=0
- 46:[Area5<0.673304081] yes=93,no=94,missing=93,gain=8.87192822,cover=162365
- 93:leaf=-0.000590279233,cover=0
- 94:leaf=0.000162204567,cover=0
- 2:[Area5<0.631603718] yes=5,no=6,missing=5,gain=1.97828889,cover=60050
- 5:[LGI5<2.59361267] yes=11,no=12,missing=11,gain=1.42185235,cover=544
- 11:[Sulc0<-0.79536891] yes=23,no=24,missing=24,gain=1.41516805,cover=428
- 23:[PialCurv5<-0.11422696] yes=47,no=48,missing=47,gain=1.26271832,cover=374
- 47:[Pol<12.2267933] yes=95,no=96,missing=95,gain=0.49220252,cover=224
- 95:leaf=-0.000134032598,cover=0
- 96:leaf=0.00664671883,cover=0
- 48:[PialCurv5<-0.0923183635] yes=97,no=98,missing=97,gain=0.603856087,cover=150
- 97:leaf=-0.00132619438,cover=0
- 98:leaf=0.00867319386,cover=0
- 24:[Ecc<3.22716212] yes=49,no=50,missing=50,gain=1.49472284,cover=54
- 49:[Ecc<2.48523927] yes=99,no=100,missing=99,gain=0.779070616,cover=36
- 99:leaf=0.0105312122,cover=0
- 100:leaf=-0.00499868393,cover=0
- 50:[LGI5<2.57675576] yes=101,no=102,missing=101,gain=0.0935959816,cover=18
- 101:leaf=0.0252517499,cover=0
- 102:leaf=0.00992106553,cover=0
- 12:[PialCurv5<-0.123971827] yes=25,no=26,missing=25,gain=0.634391785,cover=116
- 25:[Curv5<-0.239749789] yes=51,no=52,missing=51,gain=0.34815824,cover=37
- 51:[Curv5<-0.303613424] yes=103,no=104,missing=103,gain=0.0863657817,cover=20
- 103:leaf=0.00288586225,cover=0
- 104:leaf=-0.00349803059,cover=0
- 52:[LGI5<2.66988635] yes=105,no=106,missing=105,gain=0.207811236,cover=17
- 105:leaf=0.000866511953,cover=0
- 106:leaf=0.0124171143,cover=0
- 26:[LGI5<3.268116] yes=53,no=54,missing=53,gain=0.31180495,cover=79
- 53:[Sulc0<-1.19305253] yes=107,no=108,missing=107,gain=0.231169194,cover=69
- 107:leaf=-0.011014252,cover=0
- 108:leaf=-0.001922781,cover=0
- 54:leaf=-0.0121494792,cover=0
- 6:[Curv5<-0.121808149] yes=13,no=14,missing=13,gain=1.30919337,cover=59506
- 13:[LGI5<3.06739473] yes=27,no=28,missing=27,gain=1.77682161,cover=48128
- 27:[LGI5<2.89127874] yes=55,no=56,missing=55,gain=1.27861357,cover=39952
- 55:[MidArea5<1.21578133] yes=109,no=110,missing=109,gain=1.97202098,cover=33766
- 109:leaf=-0.000290283846,cover=0
- 110:leaf=0.000531328493,cover=0
- 56:[Area5<0.738135278] yes=111,no=112,missing=112,gain=2.86622286,cover=6186
- 111:leaf=0.00454525044,cover=0
- 112:leaf=-0.00102826254,cover=0
- 28:[LGI5<3.70550299] yes=57,no=58,missing=57,gain=2.26719856,cover=8176
- 57:[Ecc<5.21075869] yes=113,no=114,missing=113,gain=2.36478472,cover=7747
- 113:leaf=-0.00454088533,cover=0
- 114:leaf=0.000994917355,cover=0
- 58:[Sulc0<-0.319176674] yes=115,no=116,missing=115,gain=1.01846647,cover=429
- 115:leaf=-0.00209123129,cover=0
- 116:leaf=-0.0104813194,cover=0
- 14:[LGI5<2.31192279] yes=29,no=30,missing=29,gain=2.97665167,cover=11378
- 29:[Ecc<3.73767829] yes=59,no=60,missing=59,gain=3.60952973,cover=958
- 59:[Ecc<0.889730632] yes=117,no=118,missing=117,gain=1.48743892,cover=755
- 117:leaf=0.0057860841,cover=0
- 118:leaf=-0.00127065822,cover=0
- 60:[Sulc0<-0.835429311] yes=119,no=120,missing=119,gain=1.51884174,cover=203
- 119:leaf=-0.02462315,cover=0
- 120:leaf=-0.00681662513,cover=0
- 30:[LGI5<2.45281005] yes=61,no=62,missing=61,gain=3.46232128,cover=10420
- 61:[Area5<0.808195949] yes=121,no=122,missing=121,gain=11.5761986,cover=1718
- 121:leaf=0.0115073025,cover=0
- 122:leaf=0.000926445879,cover=0
- 62:[Pol<128.951508] yes=123,no=124,missing=123,gain=2.49503064,cover=8702
- 123:leaf=-9.19266095e-05,cover=0
- 124:leaf=0.00181568938,cover=0
-booster[716]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=2,gain=0.407912165,cover=5124388
- 1:[PialCurv5<-0.138158455] yes=3,no=4,missing=3,gain=4.4216404,cover=483456
- 3:[Ecc<7.18838644] yes=7,no=8,missing=7,gain=2.68194985,cover=317919
- 7:[LGI5<3.15084362] yes=15,no=16,missing=15,gain=3.57629919,cover=155777
- 15:[Curv5<-0.292340577] yes=31,no=32,missing=31,gain=1.81362796,cover=153646
- 31:[Pol<5.90224934] yes=63,no=64,missing=64,gain=1.34547794,cover=60019
- 63:leaf=-0.00100668194,cover=0
- 64:leaf=8.33201848e-05,cover=0
- 32:[PialCurv5<-0.210138425] yes=65,no=66,missing=66,gain=1.4207468,cover=93627
- 65:leaf=0.0020398132,cover=0
- 66:leaf=-0.000338925951,cover=0
- 16:[PialCurv5<-0.159167215] yes=33,no=34,missing=33,gain=2.00807953,cover=2131
- 33:[Pol<40.9012032] yes=67,no=68,missing=67,gain=0.836765766,cover=1124
- 67:leaf=-0.00294286455,cover=0
- 68:leaf=-0.00617915951,cover=0
- 34:[Ecc<5.27515984] yes=69,no=70,missing=69,gain=1.01212895,cover=1007
- 69:leaf=-0.00556519348,cover=0
- 70:leaf=-0.000116498246,cover=0
- 8:[Sulc0<-0.305269122] yes=17,no=18,missing=17,gain=2.87308478,cover=162142
- 17:[Area5<0.682363749] yes=35,no=36,missing=35,gain=2.24861288,cover=146594
- 35:[Curv5<-0.303613424] yes=71,no=72,missing=72,gain=1.40179479,cover=114341
- 71:leaf=0.000266234158,cover=0
- 72:leaf=-9.48834786e-05,cover=0
- 36:[LGI5<2.91823459] yes=73,no=74,missing=74,gain=3.77612805,cover=32253
- 73:leaf=0.00141629332,cover=0
- 74:leaf=0.000189736253,cover=0
- 18:[Area5<0.559839368] yes=37,no=38,missing=37,gain=3.53901958,cover=15548
- 37:[LGI5<3.01384926] yes=75,no=76,missing=75,gain=2.42498493,cover=5479
- 75:leaf=-0.000646650675,cover=0
- 76:leaf=0.00145890296,cover=0
- 38:[LGI5<2.69973111] yes=77,no=78,missing=78,gain=3.77180672,cover=10069
- 77:leaf=0.00192816951,cover=0
- 78:leaf=-0.00143225724,cover=0
- 4:[Area5<0.513795495] yes=9,no=10,missing=9,gain=3.82942152,cover=165537
- 9:[LGI5<2.48283219] yes=19,no=20,missing=19,gain=1.35357988,cover=39587
- 19:[Sulc0<-0.708302617] yes=39,no=40,missing=39,gain=1.50174677,cover=22757
- 39:[Ecc<0.406764686] yes=79,no=80,missing=80,gain=1.13080323,cover=17909
- 79:leaf=-0.00154554052,cover=0
- 80:leaf=0.000373193732,cover=0
- 40:[Ecc<4.27275372] yes=81,no=82,missing=82,gain=1.94706511,cover=4848
- 81:leaf=-0.00131095643,cover=0
- 82:leaf=0.000950912421,cover=0
- 20:[Ecc<6.41291761] yes=41,no=42,missing=41,gain=2.63995743,cover=16830
- 41:[Pol<66.6374893] yes=83,no=84,missing=83,gain=1.6745863,cover=7992
- 83:leaf=-0.00248883455,cover=0
- 84:leaf=-0.000775546534,cover=0
- 42:[PialCurv5<-0.115016438] yes=85,no=86,missing=85,gain=2.58453798,cover=8838
- 85:leaf=-0.00053957192,cover=0
- 86:leaf=0.00125985907,cover=0
- 10:[Pol<55.3432045] yes=21,no=22,missing=22,gain=3.52469158,cover=125950
- 21:[PialCurv5<-0.111109555] yes=43,no=44,missing=43,gain=2.09324098,cover=56097
- 43:[LGI5<3.09244633] yes=87,no=88,missing=87,gain=2.26354814,cover=46448
- 87:leaf=3.94788767e-05,cover=0
- 88:leaf=0.000864493602,cover=0
- 44:[MidArea5<0.552703321] yes=89,no=90,missing=89,gain=2.18995333,cover=9649
- 89:leaf=0.00894584414,cover=0
- 90:leaf=-0.000636666024,cover=0
- 22:[LGI5<2.41022825] yes=45,no=46,missing=45,gain=8.41747856,cover=69853
- 45:[PialCurv5<-0.118254207] yes=91,no=92,missing=91,gain=1.92094707,cover=11478
- 91:leaf=0.00137649965,cover=0
- 92:leaf=0.00272371992,cover=0
- 46:[Sulc0<-0.732140064] yes=93,no=94,missing=93,gain=10.1520109,cover=58375
- 93:leaf=-0.000479037466,cover=0
- 94:leaf=0.000886812457,cover=0
- 2:[PialCurv5<-0.149745584] yes=5,no=6,missing=6,gain=5.13230705,cover=4640932
- 5:[Curv5<-0.222158164] yes=11,no=12,missing=11,gain=9.46985817,cover=56855
- 11:[Ecc<6.76014757] yes=23,no=24,missing=23,gain=1.934798,cover=33941
- 23:[Area5<0.529385149] yes=47,no=48,missing=48,gain=1.94982386,cover=17228
- 47:[Sulc0<-0.998678327] yes=95,no=96,missing=95,gain=1.17357492,cover=4823
- 95:leaf=-0.000784249685,cover=0
- 96:leaf=0.000924093649,cover=0
- 48:[PialCurv5<-0.161598593] yes=97,no=98,missing=98,gain=1.35093474,cover=12405
- 97:leaf=-2.94969304e-05,cover=0
- 98:leaf=-0.00113568082,cover=0
- 24:[MidArea5<0.773718297] yes=49,no=50,missing=49,gain=1.17131424,cover=16713
- 49:[Sulc0<-0.413983464] yes=99,no=100,missing=100,gain=1.13927209,cover=7092
- 99:leaf=0.00113574823,cover=0
- 100:leaf=-0.000417320145,cover=0
- 50:[Pol<147.599014] yes=101,no=102,missing=101,gain=1.65250504,cover=9621
- 101:leaf=0.000392756803,cover=0
- 102:leaf=-0.00103367062,cover=0
- 12:[PialCurv5<-0.190801308] yes=25,no=26,missing=25,gain=4.68352127,cover=22914
- 25:[LGI5<2.3865335] yes=51,no=52,missing=51,gain=1.73039174,cover=1438
- 51:[Sulc0<-0.720188618] yes=103,no=104,missing=104,gain=1.73010516,cover=155
- 103:leaf=-0.000709949236,cover=0
- 104:leaf=-0.0112943454,cover=0
- 52:[Area5<0.726017833] yes=105,no=106,missing=105,gain=1.78602803,cover=1283
- 105:leaf=0.00052484771,cover=0
- 106:leaf=-0.00333718583,cover=0
- 26:[Area5<0.596935391] yes=53,no=54,missing=54,gain=3.37914085,cover=21476
- 53:[Ecc<21.3640327] yes=107,no=108,missing=107,gain=2.84408164,cover=7870
- 107:leaf=0.000866341114,cover=0
- 108:leaf=-0.00295324367,cover=0
- 54:[PialArea5<1.1257062] yes=109,no=110,missing=109,gain=3.38344765,cover=13606
- 109:leaf=0.00233966438,cover=0
- 110:leaf=0.000451262429,cover=0
- 6:[Curv5<-0.0530214235] yes=13,no=14,missing=13,gain=1.26961672,cover=4584077
- 13:[PialCurv5<-0.0173297711] yes=27,no=28,missing=27,gain=4.07117462,cover=2122563
- 27:[Area5<0.616426587] yes=55,no=56,missing=56,gain=4.30094242,cover=2008408
- 55:[Curv5<-0.108295463] yes=111,no=112,missing=111,gain=10.2100878,cover=625307
- 111:leaf=-2.71560621e-05,cover=0
- 112:leaf=0.000559218694,cover=0
- 56:[Pol<49.2074432] yes=113,no=114,missing=114,gain=4.90022469,cover=1383101
- 113:leaf=2.01391595e-05,cover=0
- 114:leaf=-0.000175539652,cover=0
- 28:[Curv5<-0.100392215] yes=57,no=58,missing=57,gain=17.0325794,cover=114155
- 57:[Area5<0.580209434] yes=115,no=116,missing=115,gain=13.6304531,cover=22357
- 115:leaf=-0.000507003278,cover=0
- 116:leaf=0.0022527182,cover=0
- 58:[Ecc<11.8489361] yes=117,no=118,missing=117,gain=11.2501488,cover=91798
- 117:leaf=-0.000416854309,cover=0
- 118:leaf=0.000784756907,cover=0
- 14:[PialCurv5<-0.0245349593] yes=29,no=30,missing=29,gain=7.21721268,cover=2461514
- 29:[Pol<165.944183] yes=59,no=60,missing=59,gain=10.7429123,cover=131773
- 59:[PialArea5<0.705942631] yes=119,no=120,missing=119,gain=12.0027561,cover=113458
- 119:leaf=-0.000222797389,cover=0
- 120:leaf=0.000895258621,cover=0
- 60:[Ecc<6.47151232] yes=121,no=122,missing=121,gain=10.5685005,cover=18315
- 121:leaf=0.000977877877,cover=0
- 122:leaf=-0.00158459565,cover=0
- 30:[Curv5<-0.00866711512] yes=61,no=62,missing=61,gain=3.52131748,cover=2329741
- 61:[Ecc<31.520586] yes=123,no=124,missing=123,gain=7.86919308,cover=280476
- 123:leaf=-8.67043564e-05,cover=0
- 124:leaf=-0.000990171568,cover=0
- 62:[PialCurv5<0.01500447] yes=125,no=126,missing=125,gain=3.94662237,cover=2049265
- 125:leaf=0.000308831077,cover=0
- 126:leaf=-5.11793239e-08,cover=0
-booster[717]:
-0:[PialArea5<0.485325813] yes=1,no=2,missing=2,gain=0.400143445,cover=5124388
- 1:[Area5<0.596935391] yes=3,no=4,missing=3,gain=2.15770507,cover=826518
- 3:[LGI5<2.91278505] yes=7,no=8,missing=7,gain=1.41498208,cover=88779
- 7:[LGI5<2.77946544] yes=15,no=16,missing=16,gain=2.78447652,cover=65706
- 15:[PialCurv5<0.280504435] yes=31,no=32,missing=31,gain=1.85851288,cover=59566
- 31:[Area5<0.513795495] yes=63,no=64,missing=63,gain=2.86420441,cover=39155
- 63:leaf=0.000580820371,cover=0
- 64:leaf=-0.000599796069,cover=0
- 32:[LGI5<2.75211287] yes=65,no=66,missing=65,gain=2.0431602,cover=20411
- 65:leaf=9.26788125e-05,cover=0
- 66:leaf=0.00332563347,cover=0
- 16:[Ecc<13.1181517] yes=33,no=34,missing=33,gain=2.37827349,cover=6140
- 33:[Ecc<5.85121489] yes=67,no=68,missing=68,gain=1.65453625,cover=3942
- 67:leaf=0.00033995742,cover=0
- 68:leaf=-0.00250329287,cover=0
- 34:[Sulc0<-0.0562447868] yes=69,no=70,missing=69,gain=1.49070835,cover=2198
- 69:leaf=-0.00531795481,cover=0
- 70:leaf=0.000304340589,cover=0
- 8:[Ecc<6.47151232] yes=17,no=18,missing=17,gain=3.75105095,cover=23073
- 17:[Pol<69.6327286] yes=35,no=36,missing=35,gain=2.97037411,cover=338
- 35:[LGI5<3.12489319] yes=71,no=72,missing=72,gain=0.758067191,cover=118
- 71:leaf=-0.00500674918,cover=0
- 72:leaf=0.0029435989,cover=0
- 36:[Curv5<0.177453667] yes=73,no=74,missing=73,gain=7.20522928,cover=220
- 73:leaf=0.0169098526,cover=0
- 74:leaf=-0.00123330846,cover=0
- 18:[LGI5<3.01384926] yes=37,no=38,missing=37,gain=1.93170035,cover=22735
- 37:[PialCurv5<0.493508637] yes=75,no=76,missing=76,gain=2.84113336,cover=4253
- 75:leaf=0.000696935807,cover=0
- 76:leaf=0.00621214276,cover=0
- 38:[Curv5<0.0655679703] yes=77,no=78,missing=77,gain=2.10797954,cover=18482
- 77:leaf=0.000562002126,cover=0
- 78:leaf=-0.000556302199,cover=0
- 4:[Curv5<0.0257103238] yes=9,no=10,missing=10,gain=3.20036221,cover=737739
- 9:[Sulc0<-0.763524294] yes=19,no=20,missing=20,gain=2.71002436,cover=9502
- 19:[LGI5<2.29656005] yes=39,no=40,missing=39,gain=4.71192741,cover=93
- 39:[Pol<87.9431763] yes=79,no=80,missing=79,gain=0.715035021,cover=34
- 79:leaf=-0.0140439291,cover=0
- 80:leaf=0.00024117365,cover=0
- 40:[LGI5<2.41022825] yes=81,no=82,missing=81,gain=2.46443987,cover=59
- 81:leaf=0.0280840788,cover=0
- 82:leaf=0.00723361969,cover=0
- 20:[Area5<0.716575325] yes=41,no=42,missing=42,gain=2.82981777,cover=9409
- 41:[Pol<88.5531387] yes=83,no=84,missing=83,gain=2.92828846,cover=8803
- 83:leaf=0.00043738549,cover=0
- 84:leaf=-0.00143401499,cover=0
- 42:[Pol<157.22821] yes=85,no=86,missing=85,gain=2.75697422,cover=606
- 85:leaf=-0.00547651062,cover=0
- 86:leaf=0.00489552598,cover=0
- 10:[Sulc0<-0.298712492] yes=21,no=22,missing=21,gain=3.09802055,cover=728237
- 21:[LGI5<2.2730217] yes=43,no=44,missing=44,gain=2.83457756,cover=10988
- 43:[LGI5<2.22170687] yes=87,no=88,missing=88,gain=4.19629431,cover=2143
- 87:leaf=0.00126647647,cover=0
- 88:leaf=-0.00318075763,cover=0
- 44:[Pol<146.864227] yes=89,no=90,missing=89,gain=4.99747849,cover=8845
- 89:leaf=0.00275519653,cover=0
- 90:leaf=0.000329443108,cover=0
- 22:[Pol<84.7687759] yes=45,no=46,missing=46,gain=2.23135662,cover=717249
- 45:[Ecc<8.87956142] yes=91,no=92,missing=91,gain=5.05268526,cover=119524
- 91:leaf=0.000967946486,cover=0
- 92:leaf=0.000107746433,cover=0
- 46:[Pol<111.846848] yes=93,no=94,missing=93,gain=3.30768609,cover=597725
- 93:leaf=-4.4745957e-05,cover=0
- 94:leaf=0.000234630032,cover=0
- 2:[Curv5<0.10516572] yes=5,no=6,missing=6,gain=1.70900667,cover=4297870
- 5:[MidArea5<0.592231214] yes=11,no=12,missing=11,gain=1.44069171,cover=4004246
- 11:[Curv5<0.0756113976] yes=23,no=24,missing=23,gain=3.49209094,cover=211968
- 23:[Area5<0.626857519] yes=47,no=48,missing=47,gain=3.1000762,cover=192584
- 47:[PialCurv5<0.107261039] yes=95,no=96,missing=96,gain=5.20484257,cover=175695
- 95:leaf=-5.79357984e-05,cover=0
- 96:leaf=-0.0012738317,cover=0
- 48:[Curv5<0.0168606453] yes=97,no=98,missing=97,gain=4.04393005,cover=16889
- 97:leaf=-0.000622473715,cover=0
- 98:leaf=0.00108184293,cover=0
- 24:[Sulc0<-0.53419745] yes=49,no=50,missing=50,gain=2.62491894,cover=19384
- 49:[Ecc<0.295587689] yes=99,no=100,missing=99,gain=2.02358246,cover=321
- 99:leaf=0.0147193298,cover=0
- 100:leaf=0.00227599195,cover=0
- 50:[Sulc0<1.06550956] yes=101,no=102,missing=102,gain=2.14340544,cover=19063
- 101:leaf=-0.00080113922,cover=0
- 102:leaf=-0.00814108457,cover=0
- 12:[PialArea5<0.584843099] yes=25,no=26,missing=25,gain=4.00757694,cover=3792278
- 25:[Curv5<0.0365542509] yes=51,no=52,missing=52,gain=8.52708721,cover=157929
- 51:[Pol<127.133438] yes=103,no=104,missing=103,gain=7.3732996,cover=30810
- 103:leaf=-0.000940442202,cover=0
- 104:leaf=0.000838482752,cover=0
- 52:[Sulc0<0.29007864] yes=105,no=106,missing=105,gain=9.93158722,cover=127119
- 105:leaf=0.000982816564,cover=0
- 106:leaf=7.91357234e-05,cover=0
- 26:[PialCurv5<0.241144046] yes=53,no=54,missing=53,gain=3.79979372,cover=3634349
- 53:[Curv5<0.0513985939] yes=107,no=108,missing=107,gain=3.08971763,cover=3628297
- 107:leaf=1.04092223e-05,cover=0
- 108:leaf=-0.000158647701,cover=0
- 54:[Ecc<0.406764686] yes=109,no=110,missing=109,gain=4.15752316,cover=6052
- 109:leaf=-0.0100022973,cover=0
- 110:leaf=0.00140289101,cover=0
- 6:[Area5<0.559839368] yes=13,no=14,missing=14,gain=4.13502979,cover=293624
- 13:[Pol<68.895668] yes=27,no=28,missing=28,gain=2.16521192,cover=1253
- 27:[LGI5<3.02536297] yes=55,no=56,missing=55,gain=0.881216288,cover=195
- 55:[Pol<24.282547] yes=111,no=112,missing=111,gain=0.53494674,cover=177
- 111:leaf=-0.00903613586,cover=0
- 112:leaf=-0.00187571999,cover=0
- 56:[PialCurv5<-0.129174799] yes=113,no=114,missing=113,gain=0.136933208,cover=18
- 113:leaf=0.000877853192,cover=0
- 114:leaf=0.0107058836,cover=0
- 28:[Curv5<0.162240714] yes=57,no=58,missing=58,gain=1.97913265,cover=1058
- 57:[PialArea5<0.584843099] yes=115,no=116,missing=115,gain=1.78113556,cover=822
- 115:leaf=0.0016024994,cover=0
- 116:leaf=0.00872626808,cover=0
- 58:[Ecc<27.7987404] yes=117,no=118,missing=118,gain=1.45685244,cover=236
- 117:leaf=0.00684847543,cover=0
- 118:leaf=0.0275206119,cover=0
- 14:[PialCurv5<-0.0395349935] yes=29,no=30,missing=30,gain=2.85394359,cover=292371
- 29:[Pol<157.965515] yes=59,no=60,missing=59,gain=8.25089264,cover=221
- 59:[PialCurv5<-0.0555995218] yes=119,no=120,missing=119,gain=1.65173006,cover=154
- 119:leaf=-0.00574999629,cover=0
- 120:leaf=0.0045543015,cover=0
- 60:[LGI5<2.88525915] yes=121,no=122,missing=121,gain=8.21658802,cover=67
- 121:leaf=0.0320654884,cover=0
- 122:leaf=-0.00488677016,cover=0
- 30:[Area5<0.987501919] yes=61,no=62,missing=61,gain=2.0443604,cover=292150
- 61:[Area5<0.717401922] yes=123,no=124,missing=124,gain=2.45318389,cover=288099
- 123:leaf=-2.64262553e-06,cover=0
- 124:leaf=-0.000294707861,cover=0
- 62:[Pol<105.995506] yes=125,no=126,missing=126,gain=1.44571686,cover=4051
- 125:leaf=0.000246577518,cover=0
- 126:leaf=0.00219895085,cover=0
-booster[718]:
-0:[PialArea5<0.331288606] yes=1,no=2,missing=2,gain=0.401637524,cover=5124388
- 1:[Sulc0<-0.487093836] yes=3,no=4,missing=3,gain=0.819192886,cover=180427
- 3:[LGI5<2.32613516] yes=7,no=8,missing=8,gain=0.612720609,cover=528
- 7:[Area5<0.683164001] yes=15,no=16,missing=16,gain=1.32056046,cover=291
- 15:[Curv5<0.110890195] yes=31,no=32,missing=31,gain=1.1463244,cover=282
- 31:[Area5<0.650824547] yes=61,no=62,missing=61,gain=0.98725754,cover=140
- 61:leaf=0.00308291707,cover=0
- 62:leaf=-0.0176621675,cover=0
- 32:[Area5<0.571740985] yes=63,no=64,missing=63,gain=0.862329662,cover=142
- 63:leaf=-0.0087661501,cover=0
- 64:leaf=-0.000867481052,cover=0
- 16:leaf=0.0175072942,cover=0
- 8:[LGI5<2.36851335] yes=17,no=18,missing=17,gain=0.838091016,cover=237
- 17:[Ecc<0.889730632] yes=33,no=34,missing=33,gain=0.335814953,cover=25
- 33:[Curv5<0.155577481] yes=65,no=66,missing=65,gain=0.0243712664,cover=14
- 65:leaf=-0.0178699121,cover=0
- 66:leaf=-0.00396206975,cover=0
- 34:[Ecc<1.10530448] yes=67,no=68,missing=67,gain=0.172504783,cover=11
- 67:leaf=0.00420567393,cover=0
- 68:leaf=-0.00861050747,cover=0
- 18:[Pol<157.22821] yes=35,no=36,missing=35,gain=0.39058733,cover=212
- 35:[PialCurv5<-0.00569582684] yes=69,no=70,missing=69,gain=0.574907303,cover=132
- 69:leaf=-0.00142332201,cover=0
- 70:leaf=-0.00806415454,cover=0
- 36:[LGI5<2.47264814] yes=71,no=72,missing=71,gain=0.611488938,cover=80
- 71:leaf=0.00306554791,cover=0
- 72:leaf=-0.00612218259,cover=0
- 4:[Area5<0.792350233] yes=9,no=10,missing=9,gain=0.769363999,cover=179899
- 9:[LGI5<3.42912889] yes=19,no=20,missing=19,gain=0.768499851,cover=177809
- 19:[LGI5<3.31338549] yes=37,no=38,missing=37,gain=2.96114063,cover=163159
- 37:[Pol<95.050293] yes=73,no=74,missing=73,gain=0.78181386,cover=153011
- 73:leaf=0.000251977326,cover=0
- 74:leaf=1.19289889e-05,cover=0
- 38:[Ecc<41.2560654] yes=75,no=76,missing=75,gain=2.25311208,cover=10148
- 75:leaf=-0.00105542492,cover=0
- 76:leaf=0.00130308338,cover=0
- 20:[Pol<25.2957573] yes=39,no=40,missing=39,gain=1.5710001,cover=14650
- 39:[PialCurv5<0.493508637] yes=77,no=78,missing=78,gain=0.382606626,cover=47
- 77:leaf=-0.00938585028,cover=0
- 78:leaf=0.0137770418,cover=0
- 40:[Ecc<16.5318356] yes=79,no=80,missing=80,gain=1.44413018,cover=14603
- 79:leaf=0.00137796998,cover=0
- 80:leaf=0.000179565526,cover=0
- 10:[Ecc<42.9490852] yes=21,no=22,missing=21,gain=1.16116798,cover=2090
- 21:[LGI5<2.6558373] yes=41,no=42,missing=41,gain=0.961907029,cover=1835
- 41:[PialCurv5<0.45140323] yes=81,no=82,missing=81,gain=0.34173584,cover=382
- 81:leaf=0.00015825544,cover=0
- 82:leaf=-0.00318931835,cover=0
- 42:[Ecc<23.9349174] yes=83,no=84,missing=83,gain=0.433436155,cover=1453
- 83:leaf=0.00146842713,cover=0
- 84:leaf=0.0033269485,cover=0
- 22:[Pol<53.6550331] yes=43,no=44,missing=43,gain=1.02378893,cover=255
- 43:[LGI5<2.82485151] yes=85,no=86,missing=85,gain=0.0716481209,cover=15
- 85:leaf=0.00473132124,cover=0
- 86:leaf=0.0129178315,cover=0
- 44:[Pol<82.2009888] yes=87,no=88,missing=87,gain=1.00069332,cover=240
- 87:leaf=-0.00710221613,cover=0
- 88:leaf=-0.000438364747,cover=0
- 2:[Curv5<0.14511615] yes=5,no=6,missing=6,gain=0.626405537,cover=4943961
- 5:[Sulc0<1.06550956] yes=11,no=12,missing=11,gain=2.59849334,cover=4526427
- 11:[Ecc<33.9075584] yes=23,no=24,missing=23,gain=1.69756758,cover=4503708
- 23:[Sulc0<0.68960917] yes=45,no=46,missing=45,gain=3.17395592,cover=4184752
- 45:[LGI5<3.29043651] yes=89,no=90,missing=89,gain=2.08020949,cover=4055866
- 89:leaf=1.37729439e-05,cover=0
- 90:leaf=-9.77804521e-05,cover=0
- 46:[Pol<56.1920547] yes=91,no=92,missing=91,gain=8.77817822,cover=128886
- 91:leaf=0.00535048638,cover=0
- 92:leaf=0.000219391892,cover=0
- 24:[Pol<116.093399] yes=47,no=48,missing=47,gain=11.9982386,cover=318956
- 47:[Pol<42.7478409] yes=93,no=94,missing=93,gain=14.6443281,cover=196597
- 93:leaf=-1.53247402e-05,cover=0
- 94:leaf=-0.000904435758,cover=0
- 48:[Pol<151.353775] yes=95,no=96,missing=95,gain=8.58591557,cover=122359
- 95:leaf=0.0007340273,cover=0
- 96:leaf=-0.000106742686,cover=0
- 12:[Area5<0.651789546] yes=25,no=26,missing=26,gain=8.56106949,cover=22719
- 25:[PialArea5<0.436710119] yes=49,no=50,missing=49,gain=4.94180107,cover=1686
- 49:[LGI5<3.78836131] yes=97,no=98,missing=97,gain=2.09924173,cover=1277
- 97:leaf=-0.000879030849,cover=0
- 98:leaf=-0.00997237954,cover=0
- 50:[Ecc<30.4150848] yes=99,no=100,missing=99,gain=1.67058754,cover=409
- 99:leaf=-0.0119964322,cover=0
- 100:leaf=-0.00527860876,cover=0
- 26:[Ecc<22.4429302] yes=51,no=52,missing=52,gain=5.87546253,cover=21033
- 51:[Pol<112.874634] yes=101,no=102,missing=102,gain=4.39914513,cover=2967
- 101:leaf=-0.000889228657,cover=0
- 102:leaf=-0.0115071591,cover=0
- 52:[Pol<27.4246235] yes=103,no=104,missing=104,gain=2.80981159,cover=18066
- 103:leaf=-0.00671090139,cover=0
- 104:leaf=0.00119902776,cover=0
- 6:[PialCurv5<0.0851107761] yes=13,no=14,missing=14,gain=2.8639102,cover=417534
- 13:[Sulc0<-0.395407349] yes=27,no=28,missing=27,gain=2.75488734,cover=7444
- 27:[Ecc<0.295587689] yes=53,no=54,missing=53,gain=4.83715677,cover=343
- 53:[Area5<0.584141672] yes=105,no=106,missing=105,gain=1.86148787,cover=11
- 105:leaf=0.0453337207,cover=0
- 106:leaf=-0.00515583344,cover=0
- 54:[PialArea5<0.550757647] yes=107,no=108,missing=107,gain=1.79075956,cover=332
- 107:leaf=0.00664615026,cover=0
- 108:leaf=-0.0012149692,cover=0
- 28:[LGI5<3.94193578] yes=55,no=56,missing=56,gain=1.71490145,cover=7101
- 55:[Ecc<40.3354568] yes=109,no=110,missing=110,gain=1.52172863,cover=7060
- 109:leaf=0.000544261187,cover=0
- 110:leaf=0.00634359661,cover=0
- 56:[Ecc<22.0897732] yes=111,no=112,missing=111,gain=0.799493551,cover=41
- 111:leaf=0.0133444369,cover=0
- 112:leaf=-0.00688173389,cover=0
- 14:[Sulc0<0.308185816] yes=29,no=30,missing=29,gain=2.65257549,cover=410090
- 29:[Pol<125.308708] yes=57,no=58,missing=57,gain=5.12375975,cover=129245
- 57:[Ecc<7.08616447] yes=113,no=114,missing=114,gain=3.91361904,cover=96319
- 113:leaf=-0.000319138082,cover=0
- 114:leaf=-0.00122417393,cover=0
- 58:[LGI5<2.91823459] yes=115,no=116,missing=115,gain=4.71116352,cover=32926
- 115:leaf=0.000644282612,cover=0
- 116:leaf=-0.000688916072,cover=0
- 30:[Sulc0<0.610343635] yes=59,no=60,missing=59,gain=3.80093718,cover=280845
- 59:[Pol<97.9094925] yes=117,no=118,missing=117,gain=7.2321682,cover=122661
- 117:leaf=0.000739444455,cover=0
- 118:leaf=-6.54843388e-05,cover=0
- 60:[Area5<0.630444467] yes=119,no=120,missing=119,gain=5.31091309,cover=158184
- 119:leaf=0.000997875701,cover=0
- 120:leaf=-0.000227447861,cover=0
-booster[719]:
-0:[Curv5<-0.0390223041] yes=1,no=2,missing=2,gain=0.399722576,cover=5124388
- 1:[Sulc0<0.940059185] yes=3,no=4,missing=4,gain=2.78847599,cover=2785087
- 3:[PialCurv5<0.0044251224] yes=7,no=8,missing=7,gain=2.32790542,cover=2785022
- 7:[PialCurv5<-0.0441194475] yes=15,no=16,missing=16,gain=2.36231232,cover=2707731
- 15:[Curv5<-0.0816265643] yes=31,no=32,missing=31,gain=43.3139153,cover=2369674
- 31:[Sulc0<-0.0326132737] yes=59,no=60,missing=59,gain=8.76744366,cover=2252201
- 59:leaf=-3.21879234e-05,cover=0
- 60:leaf=-0.000544627488,cover=0
- 32:[PialCurv5<-0.0569176264] yes=61,no=62,missing=61,gain=17.1289635,cover=117473
- 61:leaf=0.00152109552,cover=0
- 62:leaf=0.000313157303,cover=0
- 16:[Curv5<-0.106344692] yes=33,no=34,missing=33,gain=75.4817352,cover=338057
- 33:[Area5<0.64983958] yes=63,no=64,missing=63,gain=28.078022,cover=62717
- 63:leaf=0.000421775097,cover=0
- 64:leaf=0.00254109944,cover=0
- 34:[Pol<147.599014] yes=65,no=66,missing=65,gain=9.96906471,cover=275340
- 65:leaf=-0.000651325099,cover=0
- 66:leaf=0.000101086312,cover=0
- 8:[MidArea5<0.719939232] yes=17,no=18,missing=17,gain=15.6612968,cover=77291
- 17:[Pol<113.394409] yes=35,no=36,missing=35,gain=14.1309843,cover=39779
- 35:[Ecc<14.484726] yes=67,no=68,missing=67,gain=12.8152552,cover=20523
- 67:leaf=-0.000365151471,cover=0
- 68:leaf=0.00232791458,cover=0
- 36:[Ecc<6.16403294] yes=69,no=70,missing=70,gain=3.86282635,cover=19256
- 69:leaf=-0.000615351018,cover=0
- 70:leaf=-0.00204044674,cover=0
- 18:[Sulc0<-0.0172607526] yes=37,no=38,missing=37,gain=7.1090374,cover=37512
- 37:[Ecc<3.48115921] yes=71,no=72,missing=71,gain=7.12394905,cover=26633
- 71:leaf=0.00180860888,cover=0
- 72:leaf=1.89869079e-05,cover=0
- 38:[Pol<22.2436924] yes=73,no=74,missing=74,gain=3.59766769,cover=10879
- 73:leaf=-0.0044153179,cover=0
- 74:leaf=0.00219474849,cover=0
- 4:[PialArea5<0.605248392] yes=9,no=10,missing=9,gain=0.866360903,cover=65
- 9:[Ecc<38.0136108] yes=19,no=20,missing=19,gain=0.376787663,cover=61
- 19:[Ecc<25.981123] yes=39,no=40,missing=40,gain=0.114539385,cover=23
- 39:leaf=0.00337228784,cover=0
- 40:leaf=0.0179229137,cover=0
- 20:[Ecc<48.8682671] yes=41,no=42,missing=42,gain=0.362774372,cover=38
- 41:[Area5<0.44435063] yes=75,no=76,missing=75,gain=0.274672955,cover=29
- 75:leaf=-0.00583696319,cover=0
- 76:leaf=0.00720780808,cover=0
- 42:[Curv5<-0.0507577434] yes=77,no=78,missing=77,gain=0.0500921011,cover=9
- 77:leaf=0.0187473074,cover=0
- 78:leaf=0.00558551168,cover=0
- 10:[Pol<108.184875] yes=21,no=22,missing=21,gain=0.110352084,cover=4
- 21:leaf=-0.0141741829,cover=0
- 22:leaf=0.00238795578,cover=0
- 2:[PialCurv5<-0.0133872591] yes=5,no=6,missing=5,gain=4.13225889,cover=2339301
- 5:[PialArea5<0.742050111] yes=11,no=12,missing=12,gain=13.1891718,cover=130219
- 11:[Ecc<0.729281187] yes=23,no=24,missing=23,gain=3.74748039,cover=57691
- 23:[Area5<0.656552851] yes=43,no=44,missing=43,gain=4.59163475,cover=5506
- 43:[PialArea5<0.520672619] yes=79,no=80,missing=80,gain=2.81832004,cover=3929
- 79:leaf=-0.00216306723,cover=0
- 80:leaf=0.000860065396,cover=0
- 44:[LGI5<2.50944686] yes=81,no=82,missing=81,gain=5.67670393,cover=1577
- 81:leaf=0.00417314051,cover=0
- 82:leaf=-0.00641162694,cover=0
- 24:[Sulc0<-0.166708246] yes=45,no=46,missing=45,gain=4.39218187,cover=52185
- 45:[Ecc<7.18838644] yes=83,no=84,missing=84,gain=5.79108429,cover=25103
- 83:leaf=-0.000291829143,cover=0
- 84:leaf=-0.00185884035,cover=0
- 46:[Sulc0<0.0689564943] yes=85,no=86,missing=86,gain=6.99633551,cover=27082
- 85:leaf=0.000888813753,cover=0
- 86:leaf=-0.000721316726,cover=0
- 12:[Pol<172.045227] yes=25,no=26,missing=25,gain=12.1620808,cover=72528
- 25:[Area5<0.542713821] yes=47,no=48,missing=48,gain=11.2331219,cover=66885
- 47:[PialCurv5<-0.0515215881] yes=87,no=88,missing=87,gain=2.69368744,cover=501
- 87:leaf=-0.0101904636,cover=0
- 88:leaf=-0.00284944149,cover=0
- 48:[Area5<0.732334435] yes=89,no=90,missing=89,gain=11.0143452,cover=66384
- 89:leaf=0.00151782436,cover=0
- 90:leaf=0.000207812162,cover=0
- 26:[Ecc<7.1378541] yes=49,no=50,missing=49,gain=5.61027527,cover=5643
- 49:[PialCurv5<-0.113441773] yes=91,no=92,missing=91,gain=6.50638723,cover=1610
- 91:leaf=0.0491045453,cover=0
- 92:leaf=0.000793172687,cover=0
- 50:[LGI5<2.37953305] yes=93,no=94,missing=94,gain=2.68640518,cover=4033
- 93:leaf=-0.0117404358,cover=0
- 94:leaf=-0.00230647274,cover=0
- 6:[Curv5<-0.0109836133] yes=13,no=14,missing=13,gain=3.36154795,cover=2209082
- 13:[Ecc<35.8605728] yes=27,no=28,missing=28,gain=6.86200333,cover=160895
- 27:[Area5<0.644818127] yes=51,no=52,missing=51,gain=4.93218136,cover=150094
- 51:[Pol<149.795395] yes=95,no=96,missing=96,gain=6.81157684,cover=35643
- 95:leaf=0.00069968804,cover=0
- 96:leaf=-0.00111525645,cover=0
- 52:[PialCurv5<0.0567538291] yes=97,no=98,missing=98,gain=6.78551102,cover=114451
- 97:leaf=-0.000429067732,cover=0
- 98:leaf=0.000798414461,cover=0
- 28:[Pol<113.394409] yes=53,no=54,missing=53,gain=7.58751678,cover=10801
- 53:[Sulc0<0.779008448] yes=99,no=100,missing=99,gain=2.79689026,cover=7162
- 99:leaf=-0.0025182527,cover=0
- 100:leaf=0.00480370549,cover=0
- 54:[PialArea5<0.617149889] yes=101,no=102,missing=102,gain=1.56995368,cover=3639
- 101:leaf=-0.00272333459,cover=0
- 102:leaf=0.000763702905,cover=0
- 14:[PialCurv5<0.00860458333] yes=29,no=30,missing=30,gain=4.22161293,cover=2048187
- 29:[PialArea5<0.790770054] yes=55,no=56,missing=56,gain=5.93609619,cover=68582
- 55:[LGI5<3.78836131] yes=103,no=104,missing=103,gain=3.66112447,cover=43298
- 103:leaf=9.76115552e-05,cover=0
- 104:leaf=-0.00409544865,cover=0
- 56:[Curv5<0.0100963581] yes=105,no=106,missing=106,gain=6.36583614,cover=25284
- 105:leaf=0.000542176072,cover=0
- 106:leaf=0.00235405937,cover=0
- 30:[Ecc<42.1016579] yes=57,no=58,missing=58,gain=2.76324081,cover=1979605
- 57:[Area5<0.759248734] yes=107,no=108,missing=107,gain=3.35181046,cover=1895410
- 107:leaf=-1.53108849e-05,cover=0
- 108:leaf=0.00015904296,cover=0
- 58:[Pol<130.198486] yes=109,no=110,missing=109,gain=6.57052135,cover=84195
- 109:leaf=-0.000382668426,cover=0
- 110:leaf=0.0015733348,cover=0
-booster[720]:
-0:[MidArea5<0.439916283] yes=1,no=2,missing=2,gain=0.398606896,cover=5124388
- 1:[Area5<0.642765105] yes=3,no=4,missing=3,gain=3.14290595,cover=40033
- 3:[PialArea5<0.511941612] yes=7,no=8,missing=7,gain=1.12778187,cover=38398
- 7:[Ecc<4.33753681] yes=15,no=16,missing=16,gain=0.802646816,cover=38032
- 15:[Area5<0.584141672] yes=31,no=32,missing=31,gain=0.524849832,cover=11614
- 31:[LGI5<2.77389717] yes=63,no=64,missing=64,gain=0.604548275,cover=8623
- 63:leaf=-0.000465214485,cover=0
- 64:leaf=-0.00488750776,cover=0
- 32:[Ecc<0.221054599] yes=65,no=66,missing=66,gain=0.63655144,cover=2991
- 65:leaf=0.0113034993,cover=0
- 66:leaf=0.000215076609,cover=0
- 16:[Pol<82.8478928] yes=33,no=34,missing=33,gain=0.961863458,cover=26418
- 33:[LGI5<2.44319153] yes=67,no=68,missing=68,gain=2.73374534,cover=4430
- 67:leaf=0.00782108586,cover=0
- 68:leaf=-0.00066633703,cover=0
- 34:[Curv5<0.147363082] yes=69,no=70,missing=69,gain=1.15218973,cover=21988
- 69:leaf=0.00105501211,cover=0
- 70:leaf=0.000146912862,cover=0
- 8:[LGI5<2.26652193] yes=17,no=18,missing=17,gain=0.572158813,cover=366
- 17:[Pol<74.0505524] yes=35,no=36,missing=35,gain=0.109063968,cover=40
- 35:[Pol<41.8258972] yes=71,no=72,missing=72,gain=0.0308426153,cover=21
- 71:leaf=-0.00299729616,cover=0
- 72:leaf=0.000983351143,cover=0
- 36:[PialCurv5<-0.210138425] yes=73,no=74,missing=74,gain=0.0359470248,cover=19
- 73:leaf=-0.00213360414,cover=0
- 74:leaf=-0.00700945919,cover=0
- 18:[Pol<124.735107] yes=37,no=38,missing=38,gain=0.360542655,cover=326
- 37:[PialCurv5<-0.167439327] yes=75,no=76,missing=76,gain=0.242809951,cover=188
- 75:leaf=0.000111873262,cover=0
- 76:leaf=0.00371208275,cover=0
- 38:[Sulc0<-0.15955846] yes=77,no=78,missing=77,gain=0.560141444,cover=138
- 77:leaf=0.00614622654,cover=0
- 78:leaf=-0.00851724204,cover=0
- 4:[Ecc<8.55626965] yes=9,no=10,missing=9,gain=0.966201544,cover=1635
- 9:[Area5<0.669950843] yes=19,no=20,missing=19,gain=0.758224726,cover=597
- 19:[Curv5<0.137416571] yes=39,no=40,missing=39,gain=0.549973011,cover=538
- 39:[Ecc<0.513775289] yes=79,no=80,missing=80,gain=0.110374451,cover=4
- 79:leaf=0.000809127116,cover=0
- 80:leaf=-0.0169977844,cover=0
- 40:[LGI5<2.56865931] yes=81,no=82,missing=81,gain=0.438976049,cover=534
- 81:leaf=0.00235255272,cover=0
- 82:leaf=0.0053396211,cover=0
- 20:[Sulc0<0.812575758] yes=41,no=42,missing=41,gain=0.575947762,cover=59
- 41:[LGI5<2.46595764] yes=83,no=84,missing=84,gain=0.201826811,cover=29
- 83:leaf=0.0167611111,cover=0
- 84:leaf=0.00629842794,cover=0
- 42:[Ecc<4.67068386] yes=85,no=86,missing=85,gain=0.129223481,cover=30
- 85:leaf=-0.00352266803,cover=0
- 86:leaf=0.00545476843,cover=0
- 10:[Sulc0<0.610343635] yes=21,no=22,missing=22,gain=0.890052378,cover=1038
- 21:[Ecc<20.0856266] yes=43,no=44,missing=43,gain=0.169102848,cover=64
- 43:[PialCurv5<0.0851107761] yes=87,no=88,missing=87,gain=0.0585788861,cover=20
- 87:leaf=-0.00691805128,cover=0
- 88:leaf=0.000604922534,cover=0
- 44:[Pol<82.2009888] yes=89,no=90,missing=89,gain=0.0717537403,cover=44
- 89:leaf=-0.00176272937,cover=0
- 90:leaf=-0.00699783256,cover=0
- 22:[PialCurv5<0.185672894] yes=45,no=46,missing=45,gain=0.980367184,cover=974
- 45:[PialCurv5<0.141046807] yes=91,no=92,missing=91,gain=0.609953642,cover=97
- 91:leaf=0.000558676722,cover=0
- 92:leaf=-0.00736244395,cover=0
- 46:[LGI5<2.81919122] yes=93,no=94,missing=94,gain=1.24533272,cover=877
- 93:leaf=-0.00291734468,cover=0
- 94:leaf=0.00296377041,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.467638731,cover=5084355
- 5:[Area5<0.675895274] yes=11,no=12,missing=11,gain=2.17135882,cover=6203
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=24,gain=1.06966543,cover=2737
- 23:[Curv5<0.18040961] yes=47,no=48,missing=47,gain=0.455523133,cover=2546
- 47:[Pol<92.7492142] yes=95,no=96,missing=95,gain=0.622362077,cover=981
- 95:leaf=0.00128155202,cover=0
- 96:leaf=-0.00132843677,cover=0
- 48:[Ecc<8.87956142] yes=97,no=98,missing=97,gain=0.476161003,cover=1565
- 97:leaf=-0.00105258205,cover=0
- 98:leaf=-0.00284567988,cover=0
- 24:[Ecc<47.7892265] yes=49,no=50,missing=49,gain=0.192057729,cover=191
- 49:[Area5<0.648839295] yes=99,no=100,missing=99,gain=0.154642344,cover=170
- 99:leaf=-0.0103174923,cover=0
- 100:leaf=-0.00509242667,cover=0
- 50:[PialCurv5<0.493508637] yes=101,no=102,missing=101,gain=0.236917824,cover=21
- 101:leaf=-0.00319862552,cover=0
- 102:leaf=0.00910736341,cover=0
- 12:[MidArea5<0.451744556] yes=25,no=26,missing=25,gain=2.21158743,cover=3466
- 25:[Sulc0<1.25822949] yes=51,no=52,missing=51,gain=0.507762194,cover=460
- 51:[Curv5<0.155577481] yes=103,no=104,missing=103,gain=0.258012056,cover=378
- 103:leaf=0.00798865035,cover=0
- 104:leaf=0.00389663549,cover=0
- 52:[Pol<80.2322083] yes=105,no=106,missing=105,gain=0.711750448,cover=82
- 105:leaf=-0.00596583914,cover=0
- 106:leaf=0.00357211172,cover=0
- 26:[Ecc<3.16401935] yes=53,no=54,missing=53,gain=1.12667859,cover=3006
- 53:[LGI5<2.45932961] yes=107,no=108,missing=108,gain=0.402329564,cover=95
- 107:leaf=0.000180480187,cover=0
- 108:leaf=0.00730840722,cover=0
- 54:[Curv5<0.169394374] yes=109,no=110,missing=109,gain=1.01311266,cover=2911
- 109:leaf=0.00111399242,cover=0
- 110:leaf=-0.000900370826,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=14,gain=0.441339314,cover=5078152
- 13:[PialCurv5<-0.161598593] yes=27,no=28,missing=27,gain=2.49965572,cover=18514
- 27:[LGI5<3.60428405] yes=55,no=56,missing=55,gain=1.65391636,cover=13948
- 55:[Sulc0<-0.047846999] yes=111,no=112,missing=112,gain=1.14887881,cover=13646
- 111:leaf=0.000557428051,cover=0
- 112:leaf=0.00278291153,cover=0
- 56:[Area5<0.586059749] yes=113,no=114,missing=113,gain=1.02697182,cover=302
- 113:leaf=-0.00485266279,cover=0
- 114:leaf=0.00168237893,cover=0
- 28:[Sulc0<-0.609302223] yes=57,no=58,missing=57,gain=1.06532013,cover=4566
- 57:[Ecc<17.0169544] yes=115,no=116,missing=115,gain=1.47139883,cover=2058
- 115:leaf=0.000697057403,cover=0
- 116:leaf=-0.00278044422,cover=0
- 58:[LGI5<3.21041465] yes=117,no=118,missing=117,gain=1.85025716,cover=2508
- 117:leaf=-0.00202080817,cover=0
- 118:leaf=0.00184421428,cover=0
- 14:[LGI5<3.64692807] yes=29,no=30,missing=29,gain=0.467241406,cover=5059638
- 29:[LGI5<3.56741142] yes=59,no=60,missing=60,gain=1.89056265,cover=4920546
- 59:[Area5<0.72867924] yes=119,no=120,missing=119,gain=0.677262366,cover=4838657
- 119:leaf=-1.16415204e-05,cover=0
- 120:leaf=3.02456956e-05,cover=0
- 60:[Ecc<37.2796402] yes=121,no=122,missing=122,gain=5.48911381,cover=81889
- 121:leaf=-5.0685725e-05,cover=0
- 122:leaf=-0.00111655321,cover=0
- 30:[Ecc<14.28263] yes=61,no=62,missing=61,gain=5.13696003,cover=139092
- 61:[LGI5<3.94193578] yes=123,no=124,missing=123,gain=2.56413746,cover=17502
- 123:leaf=-0.000912474585,cover=0
- 124:leaf=0.00111535995,cover=0
- 62:[LGI5<3.94193578] yes=125,no=126,missing=125,gain=2.29556942,cover=121590
- 125:leaf=0.000294999278,cover=0
- 126:leaf=-0.000314958481,cover=0
-booster[721]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=1,gain=0.391003996,cover=5124388
- 1:[PialCurv5<-0.140412122] yes=3,no=4,missing=4,gain=4.06875038,cover=483456
- 3:[Curv5<-0.279226273] yes=7,no=8,missing=8,gain=2.7164669,cover=300589
- 7:[Area5<0.612264991] yes=15,no=16,missing=16,gain=1.11154437,cover=171400
- 15:[LGI5<2.41354537] yes=31,no=32,missing=31,gain=1.93870175,cover=111852
- 31:[Sulc0<-0.181880832] yes=63,no=64,missing=63,gain=0.900203109,cover=22309
- 63:leaf=-0.000426501589,cover=0
- 64:leaf=-0.00478711585,cover=0
- 32:[Pol<169.412277] yes=65,no=66,missing=65,gain=1.85035169,cover=89543
- 65:leaf=0.000166910919,cover=0
- 66:leaf=-0.00046833558,cover=0
- 16:[Ecc<3.67199802] yes=33,no=34,missing=33,gain=2.87686348,cover=59548
- 33:[PialArea5<0.922987998] yes=67,no=68,missing=67,gain=3.69413805,cover=8185
- 67:leaf=0.00301883323,cover=0
- 68:leaf=0.000515540247,cover=0
- 34:[Ecc<6.52965975] yes=69,no=70,missing=69,gain=2.86070728,cover=51363
- 69:leaf=-0.000616114819,cover=0
- 70:leaf=0.000291463162,cover=0
- 8:[PialCurv5<-0.181738108] yes=17,no=18,missing=17,gain=1.9742341,cover=129189
- 17:[Pol<177.360886] yes=35,no=36,missing=35,gain=0.897753716,cover=6491
- 35:[Ecc<0.889730632] yes=71,no=72,missing=72,gain=0.846418619,cover=6353
- 71:leaf=-0.00423420686,cover=0
- 72:leaf=0.000760629831,cover=0
- 36:[Area5<0.420677572] yes=73,no=74,missing=73,gain=0.844333112,cover=138
- 73:leaf=0.0168851186,cover=0
- 74:leaf=-0.00409439346,cover=0
- 18:[LGI5<2.40692019] yes=37,no=38,missing=38,gain=1.75429726,cover=122698
- 37:[LGI5<2.35684347] yes=75,no=76,missing=75,gain=1.38740158,cover=20106
- 75:leaf=-0.000421936304,cover=0
- 76:leaf=-0.00130322226,cover=0
- 38:[Area5<0.542713821] yes=77,no=78,missing=77,gain=2.56127167,cover=102592
- 77:leaf=0.000323980494,cover=0
- 78:leaf=-0.000322774227,cover=0
- 4:[Area5<0.656552851] yes=9,no=10,missing=10,gain=3.40951204,cover=182867
- 9:[Ecc<0.836319208] yes=19,no=20,missing=19,gain=2.9265306,cover=140549
- 19:[Area5<0.4695113] yes=39,no=40,missing=39,gain=2.11603355,cover=11169
- 39:[Ecc<0.513775289] yes=79,no=80,missing=80,gain=1.77365816,cover=3639
- 79:leaf=-0.00164820894,cover=0
- 80:leaf=0.000685059407,cover=0
- 40:[PialArea5<0.672997355] yes=81,no=82,missing=81,gain=2.38392735,cover=7530
- 81:leaf=0.00776018575,cover=0
- 82:leaf=0.00124122004,cover=0
- 20:[Sulc0<-0.63852036] yes=41,no=42,missing=41,gain=3.45808673,cover=129380
- 41:[LGI5<2.48931384] yes=83,no=84,missing=83,gain=3.03107071,cover=84831
- 83:leaf=0.000191978601,cover=0
- 84:leaf=-0.000409878325,cover=0
- 42:[Ecc<3.54469991] yes=85,no=86,missing=85,gain=4.27719545,cover=44549
- 85:leaf=-0.00107627374,cover=0
- 86:leaf=0.000562543166,cover=0
- 10:[PialCurv5<-0.0529128574] yes=21,no=22,missing=21,gain=3.58491325,cover=42318
- 21:[PialArea5<1.08978546] yes=43,no=44,missing=43,gain=3.5668664,cover=41956
- 43:[LGI5<2.57263851] yes=87,no=88,missing=87,gain=5.18548965,cover=23165
- 87:leaf=0.00284369499,cover=0
- 88:leaf=0.000762833632,cover=0
- 44:[Area5<0.77338779] yes=89,no=90,missing=89,gain=1.57786155,cover=18791
- 89:leaf=-7.50543622e-05,cover=0
- 90:leaf=0.00107303285,cover=0
- 22:[Pol<123.059357] yes=45,no=46,missing=45,gain=1.89654207,cover=362
- 45:[Sulc0<-0.726142108] yes=91,no=92,missing=91,gain=1.35232186,cover=264
- 91:leaf=-0.00795113016,cover=0
- 92:leaf=7.79654583e-05,cover=0
- 46:[Sulc0<-0.123243913] yes=93,no=94,missing=93,gain=0.202495575,cover=98
- 93:leaf=-0.00823511276,cover=0
- 94:leaf=-0.0133500248,cover=0
- 2:[PialCurv5<-0.146805272] yes=5,no=6,missing=5,gain=4.65256977,cover=4640932
- 5:[Curv5<-0.220549613] yes=11,no=12,missing=11,gain=12.651763,cover=73332
- 11:[MidArea5<0.634960413] yes=23,no=24,missing=23,gain=2.42353106,cover=45174
- 23:[Pol<67.3859482] yes=47,no=48,missing=47,gain=0.944683194,cover=5355
- 47:[Ecc<0.353712648] yes=95,no=96,missing=95,gain=2.15186858,cover=1549
- 95:leaf=0.0156501643,cover=0
- 96:leaf=0.0016574437,cover=0
- 48:[Pol<97.3566132] yes=97,no=98,missing=97,gain=1.60355568,cover=3806
- 97:leaf=-0.00191420899,cover=0
- 98:leaf=0.000892614771,cover=0
- 24:[PialCurv5<-0.164281175] yes=49,no=50,missing=49,gain=2.63626575,cover=39819
- 49:[Area5<0.987501919] yes=99,no=100,missing=99,gain=1.60916913,cover=7536
- 99:leaf=0.000648931134,cover=0
- 100:leaf=-0.00713484362,cover=0
- 50:[LGI5<2.40037155] yes=101,no=102,missing=101,gain=1.82704782,cover=32283
- 101:leaf=-0.00138231763,cover=0
- 102:leaf=-0.000305530237,cover=0
- 12:[Ecc<20.7119312] yes=25,no=26,missing=26,gain=4.574049,cover=28158
- 25:[Ecc<10.426198] yes=51,no=52,missing=51,gain=3.75788498,cover=24955
- 51:[Curv5<-0.200394869] yes=103,no=104,missing=104,gain=4.60656166,cover=20611
- 103:leaf=0.000522737624,cover=0
- 104:leaf=0.00203362899,cover=0
- 52:[Pol<127.133438] yes=105,no=106,missing=106,gain=5.78692436,cover=4344
- 105:leaf=0.00158773584,cover=0
- 106:leaf=0.00556485681,cover=0
- 26:[Curv5<-0.174421206] yes=53,no=54,missing=54,gain=4.34626389,cover=3203
- 53:[Pol<153.554306] yes=107,no=108,missing=107,gain=2.98319817,cover=2394
- 107:leaf=0.00178488891,cover=0
- 108:leaf=-0.00193587446,cover=0
- 54:[Pol<86.0952454] yes=109,no=110,missing=109,gain=2.65622663,cover=809
- 109:leaf=-0.00695588812,cover=0
- 110:leaf=-0.00118378212,cover=0
- 6:[Sulc0<-0.469276249] yes=13,no=14,missing=13,gain=1.27398729,cover=4567600
- 13:[Ecc<6.41291761] yes=27,no=28,missing=27,gain=5.705369,cover=1377789
- 27:[Pol<156.492447] yes=55,no=56,missing=56,gain=4.54024267,cover=881209
- 55:[Pol<54.5053368] yes=111,no=112,missing=112,gain=8.25467968,cover=696853
- 111:leaf=0.000160968382,cover=0
- 112:leaf=-0.000185668279,cover=0
- 56:[PialCurv5<-0.0779728889] yes=113,no=114,missing=114,gain=12.3797159,cover=184356
- 113:leaf=-4.67112368e-05,cover=0
- 114:leaf=0.000819467299,cover=0
- 28:[Curv5<-0.0795110464] yes=57,no=58,missing=57,gain=8.69213581,cover=496580
- 57:[Pol<171.401581] yes=115,no=116,missing=115,gain=6.41084099,cover=456760
- 115:leaf=-0.000202386436,cover=0
- 116:leaf=0.000327194371,cover=0
- 58:[Area5<0.642765105] yes=117,no=118,missing=117,gain=18.5605469,cover=39820
- 117:leaf=-0.00332610426,cover=0
- 118:leaf=-0.000415670365,cover=0
- 14:[PialArea5<1.57955706] yes=29,no=30,missing=30,gain=2.43304634,cover=3189811
- 29:[Ecc<1.10530448] yes=59,no=60,missing=60,gain=2.10538483,cover=3188627
- 59:[LGI5<2.18291569] yes=119,no=120,missing=119,gain=4.33774233,cover=73720
- 119:leaf=-0.00213127956,cover=0
- 120:leaf=-0.000178220667,cover=0
- 60:[LGI5<2.29656005] yes=121,no=122,missing=121,gain=2.13632679,cover=3114907
- 121:leaf=0.000232155246,cover=0
- 122:leaf=5.80465348e-06,cover=0
- 30:[PialCurv5<-0.126528949] yes=61,no=62,missing=61,gain=1.59473324,cover=1184
- 61:[Ecc<5.08081961] yes=123,no=124,missing=123,gain=0.488789082,cover=80
- 123:leaf=-0.0153062539,cover=0
- 124:leaf=-0.00643432885,cover=0
- 62:[Pol<13.2006302] yes=125,no=126,missing=125,gain=1.33497989,cover=1104
- 125:leaf=0.00525411451,cover=0
- 126:leaf=-0.00218913215,cover=0
-booster[722]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=0.398583382,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=3,gain=1.51160932,cover=60049
- 3:[PialCurv5<-0.0363363102] yes=7,no=8,missing=8,gain=1.36604261,cover=19947
- 7:[Curv5<0.000893599819] yes=15,no=16,missing=15,gain=1.36237431,cover=16785
- 15:[LGI5<3.39750218] yes=31,no=32,missing=32,gain=0.622246563,cover=16725
- 31:[MidArea5<0.540548742] yes=61,no=62,missing=61,gain=0.613767684,cover=16521
- 61:leaf=-0.00546481088,cover=0
- 62:leaf=-2.41076305e-05,cover=0
- 32:[Sulc0<-0.552155435] yes=63,no=64,missing=63,gain=0.640918195,cover=204
- 63:leaf=-0.00446571223,cover=0
- 64:leaf=0.0018912669,cover=0
- 16:[PialCurv5<-0.105644517] yes=33,no=34,missing=33,gain=1.28854048,cover=60
- 33:[Sulc0<-0.620624542] yes=65,no=66,missing=65,gain=0.426383018,cover=6
- 65:leaf=0.035615962,cover=0
- 66:leaf=0.00519115524,cover=0
- 34:[LGI5<2.63733578] yes=67,no=68,missing=68,gain=0.517106533,cover=54
- 67:leaf=0.0126240999,cover=0
- 68:leaf=0.0016838396,cover=0
- 8:[Area5<0.573932528] yes=17,no=18,missing=17,gain=0.782384634,cover=3162
- 17:[Ecc<1.79549146] yes=35,no=36,missing=36,gain=0.473868847,cover=82
- 35:[LGI5<2.4272728] yes=69,no=70,missing=69,gain=0.375123739,cover=32
- 69:leaf=0.00444480218,cover=0
- 70:leaf=-0.00608462375,cover=0
- 36:[LGI5<2.90731096] yes=71,no=72,missing=71,gain=0.634459496,cover=50
- 71:leaf=-0.0120613864,cover=0
- 72:leaf=0.0010065129,cover=0
- 18:[MidArea5<0.661389112] yes=37,no=38,missing=38,gain=0.974262357,cover=3080
- 37:[PialCurv5<0.000298873958] yes=73,no=74,missing=73,gain=1.79515207,cover=675
- 73:leaf=0.00606308272,cover=0
- 74:leaf=-0.000593640492,cover=0
- 38:[PialCurv5<0.101587482] yes=75,no=76,missing=75,gain=0.836303473,cover=2405
- 75:leaf=-0.00123637391,cover=0
- 76:leaf=-0.00456976891,cover=0
- 4:[MidArea5<0.603350997] yes=9,no=10,missing=10,gain=1.15117311,cover=40102
- 9:[LGI5<2.44958925] yes=19,no=20,missing=19,gain=1.60848856,cover=1576
- 19:leaf=-0.0178931635,cover=0
- 20:[LGI5<2.60212255] yes=39,no=40,missing=39,gain=2.18653965,cover=1563
- 39:[Sulc0<-0.25164336] yes=77,no=78,missing=77,gain=0.506021976,cover=16
- 77:leaf=0.00444214419,cover=0
- 78:leaf=0.0233972538,cover=0
- 40:[LGI5<2.73607373] yes=79,no=80,missing=79,gain=0.845242083,cover=1547
- 79:leaf=0.00350853358,cover=0
- 80:leaf=-0.00136067288,cover=0
- 10:[Curv5<-0.115945198] yes=21,no=22,missing=21,gain=1.21995533,cover=38526
- 21:[Area5<0.734195113] yes=41,no=42,missing=42,gain=1.60325634,cover=27397
- 41:[LGI5<3.10571551] yes=81,no=82,missing=81,gain=1.57786989,cover=20440
- 81:leaf=0.00081192638,cover=0
- 82:leaf=-6.89061708e-05,cover=0
- 42:[LGI5<2.65113688] yes=83,no=84,missing=83,gain=3.17903614,cover=6957
- 83:leaf=-0.00625611236,cover=0
- 84:leaf=-0.00027808189,cover=0
- 22:[Area5<0.652759671] yes=43,no=44,missing=43,gain=2.46355987,cover=11129
- 43:[Sulc0<0.134837523] yes=85,no=86,missing=85,gain=1.20986605,cover=1154
- 85:leaf=-0.00167039095,cover=0
- 86:leaf=0.00777279167,cover=0
- 44:[Sulc0<-0.224179193] yes=87,no=88,missing=87,gain=2.03246117,cover=9975
- 87:leaf=0.00158678205,cover=0
- 88:leaf=9.82451165e-05,cover=0
- 2:[Curv5<0.0100963581] yes=5,no=6,missing=5,gain=0.447734475,cover=5064339
- 5:[PialArea5<0.588969886] yes=11,no=12,missing=11,gain=3.43121457,cover=3153445
- 11:[Area5<0.684738636] yes=23,no=24,missing=24,gain=4.654109,cover=90897
- 23:[LGI5<2.22170687] yes=45,no=46,missing=45,gain=2.82248354,cover=81901
- 45:[Pol<147.599014] yes=89,no=90,missing=90,gain=5.65735626,cover=3236
- 89:leaf=0.00238991459,cover=0
- 90:leaf=-0.00258069346,cover=0
- 46:[LGI5<2.2730217] yes=91,no=92,missing=91,gain=5.05733395,cover=78665
- 91:leaf=-0.00234745978,cover=0
- 92:leaf=-0.000179900031,cover=0
- 24:[Pol<149.795395] yes=47,no=48,missing=47,gain=10.1597786,cover=8996
- 47:[Pol<71.0996552] yes=93,no=94,missing=94,gain=3.66664505,cover=7584
- 93:leaf=0.00032159753,cover=0
- 94:leaf=-0.00261517684,cover=0
- 48:[Curv5<-0.151772231] yes=95,no=96,missing=96,gain=5.71947765,cover=1412
- 95:leaf=0.0224607643,cover=0
- 96:leaf=0.00198918441,cover=0
- 12:[PialCurv5<0.04242469] yes=25,no=26,missing=25,gain=4.24652004,cover=3062548
- 25:[Area5<0.639429986] yes=49,no=50,missing=49,gain=3.72331977,cover=2977221
- 49:[Curv5<-0.0620335713] yes=97,no=98,missing=98,gain=14.1977768,cover=1203093
- 97:leaf=6.01844022e-06,cover=0
- 98:leaf=0.000670864363,cover=0
- 50:[Curv5<-0.115945198] yes=99,no=100,missing=99,gain=6.6374712,cover=1774128
- 99:leaf=2.3638775e-05,cover=0
- 100:leaf=-0.000171789696,cover=0
- 26:[Ecc<19.170145] yes=51,no=52,missing=51,gain=13.3130922,cover=85327
- 51:[Ecc<4.07113361] yes=101,no=102,missing=102,gain=11.5804691,cover=73436
- 101:leaf=0.00106906565,cover=0
- 102:leaf=-0.00031127347,cover=0
- 52:[Pol<92.1537628] yes=103,no=104,missing=103,gain=10.2073574,cover=11891
- 103:leaf=0.0039095222,cover=0
- 104:leaf=0.00082999462,cover=0
- 6:[PialCurv5<0.0354230702] yes=13,no=14,missing=13,gain=7.37686348,cover=1910894
- 13:[Pol<69.6327286] yes=27,no=28,missing=27,gain=9.58824444,cover=147861
- 27:[Area5<0.720865786] yes=53,no=54,missing=53,gain=17.8135834,cover=43269
- 53:[Ecc<14.28263] yes=105,no=106,missing=105,gain=9.49058056,cover=23246
- 105:leaf=-0.00111454527,cover=0
- 106:leaf=0.000924255641,cover=0
- 54:[Curv5<0.0278947372] yes=107,no=108,missing=107,gain=8.74729156,cover=20023
- 107:leaf=0.0012423693,cover=0
- 108:leaf=0.00338637526,cover=0
- 28:[Ecc<19.4699688] yes=55,no=56,missing=55,gain=5.17644787,cover=104592
- 55:[Ecc<5.66086149] yes=109,no=110,missing=109,gain=7.26054907,cover=92492
- 109:leaf=-0.000256073108,cover=0
- 110:leaf=0.000632940035,cover=0
- 56:[Pol<134.743088] yes=111,no=112,missing=111,gain=29.6301689,cover=12100
- 111:leaf=-0.00274219899,cover=0
- 112:leaf=0.00240283529,cover=0
- 14:[PialArea5<0.693130434] yes=29,no=30,missing=29,gain=4.9240303,cover=1763033
- 29:[Area5<0.67915231] yes=57,no=58,missing=57,gain=5.74696064,cover=1475537
- 57:[PialArea5<0.542192638] yes=113,no=114,missing=113,gain=5.70174026,cover=586678
- 113:leaf=-1.56790811e-05,cover=0
- 114:leaf=-0.000400059012,cover=0
- 58:[Sulc0<0.383163035] yes=115,no=116,missing=115,gain=12.5713501,cover=888859
- 115:leaf=0.00036111509,cover=0
- 116:leaf=-3.25114052e-05,cover=0
- 30:[Ecc<7.95697832] yes=59,no=60,missing=59,gain=7.42847204,cover=287496
- 59:[Pol<71.8249207] yes=117,no=118,missing=118,gain=15.6464586,cover=120431
- 117:leaf=0.0016643604,cover=0
- 118:leaf=-0.000108334294,cover=0
- 60:[Area5<0.827407002] yes=119,no=120,missing=119,gain=7.28907013,cover=167065
- 119:leaf=-0.00053501199,cover=0
- 120:leaf=0.000500200316,cover=0
-booster[723]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.38714689,cover=5124388
- 1:[Area5<0.610838115] yes=3,no=4,missing=4,gain=0.913700342,cover=20016
- 3:[PialArea5<0.463276565] yes=7,no=8,missing=7,gain=0.693285286,cover=18642
- 7:[Ecc<0.783076942] yes=15,no=16,missing=16,gain=0.557926774,cover=18320
- 15:[Sulc0<0.317313671] yes=31,no=32,missing=31,gain=0.665244818,cover=848
- 31:[LGI5<2.5416429] yes=61,no=62,missing=61,gain=0.696696818,cover=841
- 61:leaf=0.00182932836,cover=0
- 62:leaf=-0.00431773532,cover=0
- 32:[Ecc<0.353712648] yes=63,no=64,missing=64,gain=0.0149921775,cover=7
- 63:leaf=-0.0140181482,cover=0
- 64:leaf=-0.00301932986,cover=0
- 16:[Ecc<1.41371143] yes=33,no=34,missing=33,gain=1.42615688,cover=17472
- 33:[LGI5<2.46595764] yes=65,no=66,missing=66,gain=0.657637358,cover=413
- 65:leaf=-0.00180885382,cover=0
- 66:leaf=-0.00663143024,cover=0
- 34:[Pol<178.471024] yes=67,no=68,missing=67,gain=0.644083679,cover=17059
- 67:leaf=9.01079402e-05,cover=0
- 68:leaf=0.0142806591,cover=0
- 8:[PialCurv5<-0.103163145] yes=17,no=18,missing=18,gain=1.04992414,cover=322
- 17:[PialCurv5<-0.190801308] yes=35,no=36,missing=35,gain=0.719716191,cover=261
- 35:[PialArea5<0.520672619] yes=69,no=70,missing=70,gain=0.150692731,cover=86
- 69:leaf=-0.00114205247,cover=0
- 70:leaf=0.00363627379,cover=0
- 36:[Ecc<4.73840666] yes=71,no=72,missing=71,gain=0.651661158,cover=175
- 71:leaf=0.00203054887,cover=0
- 72:leaf=0.00822930317,cover=0
- 18:[Ecc<20.3925476] yes=37,no=38,missing=38,gain=0.502779603,cover=61
- 37:[Curv5<-0.222158164] yes=73,no=74,missing=74,gain=0.391344517,cover=55
- 73:leaf=-0.00629945565,cover=0
- 74:leaf=0.00203207415,cover=0
- 38:[Ecc<26.4278679] yes=75,no=76,missing=75,gain=0.213218868,cover=6
- 75:leaf=-0.0238107685,cover=0
- 76:leaf=-0.00432676077,cover=0
- 4:[Pol<36.2100182] yes=9,no=10,missing=9,gain=0.377156258,cover=1374
- 9:[Ecc<28.2834949] yes=19,no=20,missing=20,gain=0.184166729,cover=9
- 19:leaf=-0.0051810923,cover=0
- 20:[Ecc<47.7892265] yes=39,no=40,missing=39,gain=0.0948527455,cover=8
- 39:leaf=0.0153548662,cover=0
- 40:leaf=-0.000497692847,cover=0
- 10:[PialCurv5<0.0193316489] yes=21,no=22,missing=22,gain=0.349385142,cover=1365
- 21:[Curv5<0.124281213] yes=41,no=42,missing=41,gain=0.270206332,cover=16
- 41:leaf=-0.0132762613,cover=0
- 42:[Ecc<5.46745825] yes=77,no=78,missing=77,gain=0.0769746006,cover=10
- 77:leaf=0.00527733564,cover=0
- 78:leaf=-0.00322121684,cover=0
- 22:[LGI5<3.60428405] yes=43,no=44,missing=43,gain=0.344911933,cover=1349
- 43:[LGI5<3.268116] yes=79,no=80,missing=80,gain=0.572715521,cover=1324
- 79:leaf=0.00121705292,cover=0
- 80:leaf=0.00449111685,cover=0
- 44:[Area5<0.629274011] yes=81,no=82,missing=81,gain=0.314747006,cover=25
- 81:leaf=-0.00730323279,cover=0
- 82:leaf=0.00514980545,cover=0
- 2:[PialArea5<0.87722075] yes=5,no=6,missing=5,gain=0.419317484,cover=5104372
- 5:[Pol<172.695618] yes=11,no=12,missing=11,gain=1.54887891,cover=3228511
- 11:[LGI5<2.13090348] yes=23,no=24,missing=23,gain=1.47092128,cover=3096912
- 23:[PialCurv5<-0.0632625744] yes=45,no=46,missing=46,gain=2.77096105,cover=12378
- 45:[Area5<0.630444467] yes=83,no=84,missing=83,gain=4.67582226,cover=4789
- 83:leaf=-0.000928694673,cover=0
- 84:leaf=0.00434780074,cover=0
- 46:[PialCurv5<0.141046807] yes=85,no=86,missing=85,gain=5.59511757,cover=7589
- 85:leaf=0.00210866285,cover=0
- 86:leaf=-0.00074318418,cover=0
- 24:[LGI5<2.16230083] yes=47,no=48,missing=47,gain=1.55759215,cover=3084534
- 47:[Pol<105.462654] yes=87,no=88,missing=87,gain=3.24386787,cover=13104
- 87:leaf=-0.00137565262,cover=0
- 88:leaf=0.00019833527,cover=0
- 48:[MidArea5<0.788378119] yes=89,no=90,missing=90,gain=1.40357709,cover=3071430
- 89:leaf=-1.15928005e-05,cover=0
- 90:leaf=-0.000177772366,cover=0
- 12:[Area5<0.683164001] yes=25,no=26,missing=25,gain=4.67387199,cover=131599
- 25:[Curv5<-0.169727564] yes=49,no=50,missing=49,gain=5.07883596,cover=93374
- 49:[Sulc0<-0.0562447868] yes=91,no=92,missing=92,gain=5.48508453,cover=32372
- 91:leaf=0.000399142329,cover=0
- 92:leaf=0.00630536443,cover=0
- 50:[LGI5<2.75749183] yes=93,no=94,missing=93,gain=3.49700284,cover=61002
- 93:leaf=-0.00059364218,cover=0
- 94:leaf=0.000190122853,cover=0
- 26:[Ecc<18.8860435] yes=51,no=52,missing=51,gain=10.3809853,cover=38225
- 51:[Sulc0<0.0931760818] yes=95,no=96,missing=95,gain=6.85771036,cover=34298
- 95:leaf=0.000527794415,cover=0
- 96:leaf=-0.00236276048,cover=0
- 52:[PialCurv5<-0.127408311] yes=97,no=98,missing=97,gain=8.37439537,cover=3927
- 97:leaf=-0.00138178305,cover=0
- 98:leaf=0.00425721752,cover=0
- 6:[PialCurv5<-0.0779728889] yes=13,no=14,missing=13,gain=2.29449606,cover=1875861
- 13:[Curv5<-0.108295463] yes=27,no=28,missing=27,gain=61.0294418,cover=1213181
- 27:[Sulc0<-0.312649339] yes=53,no=54,missing=53,gain=7.38744545,cover=1184605
- 53:[Curv5<-0.121808149] yes=99,no=100,missing=99,gain=5.49470329,cover=1086843
- 99:leaf=-5.75865088e-05,cover=0
- 100:leaf=0.000701529731,cover=0
- 54:[Ecc<32.6813126] yes=101,no=102,missing=101,gain=9.70428276,cover=97762
- 101:leaf=-0.000852990372,cover=0
- 102:leaf=0.000197561531,cover=0
- 28:[Area5<0.589787364] yes=55,no=56,missing=56,gain=14.9738846,cover=28576
- 55:[Curv5<-0.0773924068] yes=103,no=104,missing=103,gain=10.0661106,cover=2028
- 103:leaf=-0.000219505266,cover=0
- 104:leaf=-0.009349728,cover=0
- 56:[Ecc<14.484726] yes=105,no=106,missing=106,gain=8.0877533,cover=26548
- 105:leaf=0.00213207351,cover=0
- 106:leaf=0.00429040054,cover=0
- 14:[Curv5<-0.136312515] yes=29,no=30,missing=29,gain=28.8093395,cover=662680
- 29:[Area5<0.64983958] yes=57,no=58,missing=57,gain=19.4817352,cover=89151
- 57:[LGI5<2.99035311] yes=107,no=108,missing=108,gain=7.18387747,cover=32732
- 107:leaf=-0.000342890911,cover=0
- 108:leaf=0.00177866314,cover=0
- 58:[PialCurv5<-0.062031392] yes=109,no=110,missing=109,gain=14.4845505,cover=56419
- 109:leaf=0.000950694841,cover=0
- 110:leaf=0.00267786975,cover=0
- 30:[Curv5<-0.0730527416] yes=59,no=60,missing=59,gain=4.9943347,cover=573529
- 59:[PialCurv5<-0.0347327143] yes=111,no=112,missing=111,gain=32.5533066,cover=271809
- 111:leaf=-0.000430117187,cover=0
- 112:leaf=0.0010682604,cover=0
- 60:[PialCurv5<-0.0456207059] yes=113,no=114,missing=113,gain=32.1372147,cover=301720
- 113:leaf=0.00150924583,cover=0
- 114:leaf=-8.65018665e-05,cover=0
-booster[724]:
-0:[PialArea5<0.39986974] yes=1,no=2,missing=2,gain=0.390562236,cover=5124388
- 1:[Curv5<0.122410901] yes=3,no=4,missing=4,gain=1.37597728,cover=443423
- 3:[LGI5<3.70550299] yes=7,no=8,missing=8,gain=3.50296783,cover=60353
- 7:[PialCurv5<0.285888344] yes=15,no=16,missing=15,gain=2.41522574,cover=58702
- 15:[Sulc0<0.540103436] yes=31,no=32,missing=32,gain=3.68236136,cover=54129
- 31:[LGI5<3.30554914] yes=63,no=64,missing=63,gain=3.8160429,cover=22379
- 63:leaf=1.13537726e-05,cover=0
- 64:leaf=-0.00225953315,cover=0
- 32:[LGI5<2.46931005] yes=65,no=66,missing=66,gain=5.05327272,cover=31750
- 65:leaf=-0.00321739051,cover=0
- 66:leaf=0.000745363184,cover=0
- 16:[Ecc<30.4150848] yes=33,no=34,missing=33,gain=2.32040262,cover=4573
- 33:[PialArea5<0.317611694] yes=67,no=68,missing=67,gain=2.84108496,cover=3821
- 67:leaf=0.00209424389,cover=0
- 68:leaf=-0.00114509091,cover=0
- 34:[Curv5<0.103246093] yes=69,no=70,missing=69,gain=1.48746848,cover=752
- 69:leaf=-0.00747867674,cover=0
- 70:leaf=-0.00220990763,cover=0
- 8:[PialCurv5<0.0519027263] yes=17,no=18,missing=18,gain=2.27279377,cover=1651
- 17:[Ecc<28.7730255] yes=35,no=36,missing=35,gain=2.63531232,cover=178
- 35:[Curv5<0.0100963581] yes=71,no=72,missing=71,gain=0.369118452,cover=126
- 71:leaf=-0.00351351919,cover=0
- 72:leaf=-0.00905442983,cover=0
- 36:[Pol<50.9985542] yes=73,no=74,missing=73,gain=0.577553034,cover=52
- 73:leaf=-0.00452949107,cover=0
- 74:leaf=0.00897786673,cover=0
- 18:[PialArea5<0.301675379] yes=37,no=38,missing=38,gain=1.53626728,cover=1473
- 37:[PialCurv5<0.182067633] yes=75,no=76,missing=75,gain=1.16992259,cover=157
- 75:leaf=-0.00698667532,cover=0
- 76:leaf=0.00186481664,cover=0
- 38:[Sulc0<1.11117697] yes=77,no=78,missing=77,gain=1.69841719,cover=1316
- 77:leaf=0.00439094333,cover=0
- 78:leaf=-0.00120568811,cover=0
- 4:[Ecc<13.8847265] yes=9,no=10,missing=9,gain=1.28663814,cover=383070
- 9:[Sulc0<1.02827847] yes=19,no=20,missing=19,gain=3.51210451,cover=249655
- 19:[Pol<87.9431763] yes=39,no=40,missing=40,gain=1.7170223,cover=238126
- 39:[Ecc<1.96654522] yes=79,no=80,missing=79,gain=1.78063679,cover=24426
- 79:leaf=-0.000816255517,cover=0
- 80:leaf=0.000652117364,cover=0
- 40:[Pol<105.995506] yes=81,no=82,missing=81,gain=2.10831618,cover=213700
- 81:leaf=-3.71574388e-05,cover=0
- 82:leaf=0.000297154387,cover=0
- 20:[PialCurv5<0.371846795] yes=41,no=42,missing=41,gain=1.70857501,cover=11529
- 41:[Pol<110.811417] yes=83,no=84,missing=83,gain=1.33537686,cover=5285
- 83:leaf=-4.1744941e-05,cover=0
- 84:leaf=-0.00888906699,cover=0
- 42:[Curv5<0.153449878] yes=85,no=86,missing=86,gain=1.99221897,cover=6244
- 85:leaf=-0.00653475663,cover=0
- 86:leaf=-0.00118167733,cover=0
- 10:[Sulc0<0.812575758] yes=21,no=22,missing=21,gain=4.01517677,cover=133415
- 21:[Ecc<26.4278679] yes=43,no=44,missing=44,gain=8.44819832,cover=41167
- 43:[Pol<124.735107] yes=87,no=88,missing=87,gain=7.06036377,cover=32492
- 87:leaf=-0.00113321294,cover=0
- 88:leaf=0.00139514334,cover=0
- 44:[Pol<108.184875] yes=89,no=90,missing=89,gain=1.45974374,cover=8675
- 89:leaf=0.00118248677,cover=0
- 90:leaf=-0.000444417121,cover=0
- 22:[LGI5<2.53029394] yes=45,no=46,missing=46,gain=3.75878954,cover=92248
- 45:[Curv5<0.153449878] yes=91,no=92,missing=91,gain=0.595228195,cover=402
- 91:leaf=0.00246012048,cover=0
- 92:leaf=0.00642430643,cover=0
- 46:[LGI5<2.68917012] yes=93,no=94,missing=93,gain=4.78928614,cover=91846
- 93:leaf=-0.00245852442,cover=0
- 94:leaf=9.86777377e-05,cover=0
- 2:[Curv5<0.190557376] yes=5,no=6,missing=6,gain=0.93264097,cover=4680965
- 5:[PialCurv5<0.409174502] yes=11,no=12,missing=11,gain=2.43752074,cover=4623109
- 11:[Curv5<0.0877084062] yes=23,no=24,missing=23,gain=0.789471209,cover=4616189
- 23:[Sulc0<0.586347759] yes=47,no=48,missing=47,gain=2.38326287,cover=3935407
- 47:[LGI5<3.74316525] yes=95,no=96,missing=95,gain=1.17742574,cover=3845406
- 95:leaf=2.80793461e-06,cover=0
- 96:leaf=-0.000231693077,cover=0
- 48:[Ecc<4.46987629] yes=97,no=98,missing=97,gain=4.14706421,cover=90001
- 97:leaf=-0.0133425267,cover=0
- 98:leaf=0.000268250384,cover=0
- 24:[PialArea5<0.559226274] yes=49,no=50,missing=49,gain=2.86815453,cover=680782
- 49:[Area5<0.620557249] yes=99,no=100,missing=100,gain=5.29053593,cover=470164
- 99:leaf=-0.000600026397,cover=0
- 100:leaf=6.15027457e-05,cover=0
- 50:[Area5<0.595263004] yes=101,no=102,missing=102,gain=4.66938972,cover=210618
- 101:leaf=0.00251302263,cover=0
- 102:leaf=-0.000226582502,cover=0
- 12:[Pol<175.068527] yes=25,no=26,missing=26,gain=2.03470707,cover=6920
- 25:[Pol<109.248352] yes=51,no=52,missing=51,gain=1.19503248,cover=6806
- 51:[PialArea5<0.550757647] yes=103,no=104,missing=104,gain=1.56888628,cover=4373
- 103:leaf=0.00103712024,cover=0
- 104:leaf=0.00450994074,cover=0
- 52:[Curv5<0.131767005] yes=105,no=106,missing=105,gain=0.574294209,cover=2433
- 105:leaf=-0.00229928247,cover=0
- 106:leaf=0.000199864895,cover=0
- 26:[Curv5<0.155577481] yes=53,no=54,missing=53,gain=0.627029419,cover=114
- 53:[Ecc<10.426198] yes=107,no=108,missing=108,gain=0.770350218,cover=28
- 107:leaf=0.00709506869,cover=0
- 108:leaf=0.0245143753,cover=0
- 54:[Sulc0<0.0689564943] yes=109,no=110,missing=109,gain=0.489936709,cover=86
- 109:leaf=0.00203264575,cover=0
- 110:leaf=0.00967585482,cover=0
- 6:[Area5<0.695856333] yes=13,no=14,missing=14,gain=2.57756209,cover=57856
- 13:[PialArea5<0.550757647] yes=27,no=28,missing=27,gain=2.5941062,cover=39124
- 27:[Sulc0<0.41245693] yes=55,no=56,missing=55,gain=2.6709404,cover=37499
- 55:[Ecc<5.59685707] yes=111,no=112,missing=111,gain=1.27316952,cover=28273
- 111:leaf=-9.16226272e-05,cover=0
- 112:leaf=-0.000842432957,cover=0
- 56:[PialArea5<0.498393416] yes=113,no=114,missing=113,gain=1.56577551,cover=9226
- 113:leaf=0.000543256931,cover=0
- 114:leaf=0.0037610759,cover=0
- 28:[LGI5<2.95653391] yes=57,no=58,missing=57,gain=1.52388787,cover=1625
- 57:[MidArea5<0.666140199] yes=115,no=116,missing=116,gain=0.62656951,cover=1377
- 115:leaf=0.00110794231,cover=0
- 116:leaf=0.00646502851,cover=0
- 58:[Pol<150.62207] yes=117,no=118,missing=117,gain=3.4329989,cover=248
- 117:leaf=0.00992464554,cover=0
- 118:leaf=-0.00233429461,cover=0
- 14:[PialCurv5<0.137877449] yes=29,no=30,missing=30,gain=3.23393846,cover=18732
- 29:[Ecc<7.29654455] yes=59,no=60,missing=60,gain=1.08616245,cover=682
- 59:[MidArea5<0.894251287] yes=119,no=120,missing=119,gain=0.5354864,cover=402
- 119:leaf=0.000521947106,cover=0
- 120:leaf=0.0076921382,cover=0
- 60:[PialCurv5<0.0771882981] yes=121,no=122,missing=121,gain=1.37659597,cover=280
- 121:leaf=0.0106794573,cover=0
- 122:leaf=0.00287126238,cover=0
- 30:[Pol<86.7064972] yes=61,no=62,missing=62,gain=2.03448486,cover=18050
- 61:[Curv5<0.22365725] yes=123,no=124,missing=123,gain=1.37212777,cover=3243
- 123:leaf=-0.000120065757,cover=0
- 124:leaf=0.00272088312,cover=0
- 62:[Ecc<9.88196182] yes=125,no=126,missing=126,gain=2.33126974,cover=14807
- 125:leaf=-0.000744256831,cover=0
- 126:leaf=-0.00230044499,cover=0
-booster[725]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=2,gain=0.373871297,cover=5124388
- 1:[Curv5<0.0915888697] yes=3,no=4,missing=3,gain=0.563901603,cover=100082
- 3:[Pol<86.7064972] yes=7,no=8,missing=7,gain=1.14170182,cover=1488
- 7:[PialCurv5<0.0171581414] yes=15,no=16,missing=16,gain=0.590688467,cover=370
- 15:[LGI5<2.94529939] yes=31,no=32,missing=31,gain=0.480518669,cover=83
- 31:[Area5<0.573932528] yes=63,no=64,missing=63,gain=0.146068871,cover=34
- 63:leaf=0.00682751928,cover=0
- 64:leaf=-0.000509324076,cover=0
- 32:[Ecc<11.5171156] yes=65,no=66,missing=66,gain=0.0578515232,cover=49
- 65:leaf=-0.00638718903,cover=0
- 66:leaf=-0.00186094048,cover=0
- 16:[Pol<80.2322083] yes=33,no=34,missing=34,gain=0.737717867,cover=287
- 33:[MidArea5<0.49446398] yes=67,no=68,missing=67,gain=0.746008754,cover=160
- 67:leaf=-0.00282712677,cover=0
- 68:leaf=0.012850753,cover=0
- 34:[LGI5<2.77946544] yes=69,no=70,missing=69,gain=0.582348108,cover=127
- 69:leaf=-0.0118720746,cover=0
- 70:leaf=-0.00466243923,cover=0
- 8:[Ecc<10.8716469] yes=17,no=18,missing=17,gain=1.08576548,cover=1118
- 17:[Sulc0<0.598320961] yes=35,no=36,missing=36,gain=1.58324599,cover=424
- 35:[LGI5<2.76298451] yes=71,no=72,missing=72,gain=0.793989062,cover=326
- 71:leaf=0.000196096167,cover=0
- 72:leaf=-0.0109014083,cover=0
- 36:[PialCurv5<0.110155433] yes=73,no=74,missing=73,gain=2.54617405,cover=98
- 73:leaf=-0.0194815081,cover=0
- 74:leaf=-0.0021533973,cover=0
- 18:[PialCurv5<0.24610664] yes=37,no=38,missing=37,gain=1.35157418,cover=694
- 37:[Area5<0.657483757] yes=75,no=76,missing=76,gain=1.25037563,cover=535
- 75:leaf=0.00134450861,cover=0
- 76:leaf=-0.00420348579,cover=0
- 38:[Area5<0.595263004] yes=77,no=78,missing=77,gain=1.95809519,cover=159
- 77:leaf=-0.00212505506,cover=0
- 78:leaf=0.00934992824,cover=0
- 4:[Curv5<0.174639657] yes=9,no=10,missing=9,gain=0.770880759,cover=98594
- 9:[LGI5<3.41813922] yes=19,no=20,missing=19,gain=1.08637917,cover=33703
- 19:[LGI5<3.31338549] yes=39,no=40,missing=39,gain=2.16174984,cover=30061
- 39:[Pol<136.792099] yes=79,no=80,missing=79,gain=0.914022446,cover=27605
- 79:leaf=0.000384367188,cover=0
- 80:leaf=-0.00124624977,cover=0
- 40:[PialCurv5<0.493508637] yes=81,no=82,missing=82,gain=1.79839909,cover=2456
- 81:leaf=-0.0010223561,cover=0
- 82:leaf=-0.0106997611,cover=0
- 20:[Pol<124.735107] yes=41,no=42,missing=41,gain=2.0249548,cover=3642
- 41:[Sulc0<1.11117697] yes=83,no=84,missing=83,gain=1.24394298,cover=3622
- 83:leaf=0.00185710622,cover=0
- 84:leaf=-0.000115495488,cover=0
- 42:[Sulc0<0.795422614] yes=85,no=86,missing=85,gain=0.39413166,cover=20
- 85:leaf=-0.0210418366,cover=0
- 86:leaf=-0.0063803494,cover=0
- 10:[PialCurv5<0.275165707] yes=21,no=22,missing=21,gain=0.819378555,cover=64891
- 21:[Ecc<21.7409172] yes=43,no=44,missing=44,gain=1.11163521,cover=15075
- 43:[LGI5<2.61980247] yes=87,no=88,missing=87,gain=2.45822048,cover=12090
- 87:leaf=0.000149503219,cover=0
- 88:leaf=-0.00127832685,cover=0
- 44:[Pol<87.3220139] yes=89,no=90,missing=90,gain=3.94961905,cover=2985
- 89:leaf=-0.00120501383,cover=0
- 90:leaf=0.00243359315,cover=0
- 22:[Curv5<0.190557376] yes=45,no=46,missing=45,gain=0.780558467,cover=49816
- 45:[PialCurv5<0.426807076] yes=91,no=92,missing=91,gain=1.27501345,cover=9161
- 91:leaf=8.00995986e-06,cover=0
- 92:leaf=-0.00140484725,cover=0
- 46:[Ecc<0.783076942] yes=93,no=94,missing=93,gain=0.870154023,cover=40655
- 93:leaf=0.00250726612,cover=0
- 94:leaf=0.000178003087,cover=0
- 2:[Curv5<0.137416571] yes=5,no=6,missing=6,gain=0.560439289,cover=5024306
- 5:[Sulc0<0.995960534] yes=11,no=12,missing=11,gain=2.4468348,cover=4468627
- 11:[Ecc<33.9075584] yes=23,no=24,missing=23,gain=1.63535035,cover=4434654
- 23:[Sulc0<0.68960917] yes=47,no=48,missing=47,gain=4.52996778,cover=4124095
- 47:[LGI5<3.29043651] yes=95,no=96,missing=95,gain=1.7893014,cover=4014015
- 95:leaf=1.25536681e-05,cover=0
- 96:leaf=-9.13164404e-05,cover=0
- 48:[Pol<54.5053368] yes=97,no=98,missing=97,gain=7.33099985,cover=110080
- 97:leaf=0.00609422754,cover=0
- 98:leaf=0.000296654121,cover=0
- 24:[MidArea5<0.681940854] yes=49,no=50,missing=49,gain=11.003561,cover=310559
- 49:[Pol<37.1539459] yes=99,no=100,missing=99,gain=10.0594339,cover=68699
- 99:leaf=0.000622808642,cover=0
- 100:leaf=-0.000951839902,cover=0
- 50:[Pol<116.093399] yes=101,no=102,missing=101,gain=9.00359249,cover=241860
- 101:leaf=-0.000204793221,cover=0
- 102:leaf=0.000415821152,cover=0
- 12:[Ecc<23.1745358] yes=25,no=26,missing=25,gain=6.88733101,cover=33973
- 25:[PialCurv5<0.147539601] yes=51,no=52,missing=52,gain=5.05364799,cover=7547
- 51:[Sulc0<1.16950965] yes=103,no=104,missing=104,gain=10.0868702,cover=761
- 103:leaf=-0.00309502124,cover=0
- 104:leaf=-0.0246274713,cover=0
- 52:[MidArea5<0.727421284] yes=105,no=106,missing=105,gain=2.11149716,cover=6786
- 105:leaf=-0.000359043799,cover=0
- 106:leaf=-0.00737483008,cover=0
- 26:[Area5<0.603367925] yes=53,no=54,missing=53,gain=7.06090212,cover=26426
- 53:[Ecc<25.5461979] yes=107,no=108,missing=108,gain=2.75368881,cover=622
- 107:leaf=0.00861645397,cover=0
- 108:leaf=-0.00529276161,cover=0
- 54:[PialCurv5<0.270000219] yes=109,no=110,missing=109,gain=3.07910538,cover=25804
- 109:leaf=0.00120139134,cover=0
- 110:leaf=-0.000181912896,cover=0
- 6:[PialCurv5<0.0851107761] yes=13,no=14,missing=14,gain=2.26738811,cover=555679
- 13:[Sulc0<-0.413983464] yes=27,no=28,missing=27,gain=2.56430626,cover=10850
- 27:[Ecc<0.353712648] yes=55,no=56,missing=56,gain=2.91992855,cover=445
- 55:[Area5<0.593548477] yes=111,no=112,missing=111,gain=5.8042202,cover=35
- 111:leaf=0.0350274108,cover=0
- 112:leaf=-0.00538004888,cover=0
- 56:[Ecc<0.783076942] yes=113,no=114,missing=113,gain=3.55754209,cover=410
- 113:leaf=-0.00602226658,cover=0
- 114:leaf=0.00551656773,cover=0
- 28:[Ecc<41.2560654] yes=57,no=58,missing=58,gain=2.14253283,cover=10405
- 57:[Area5<0.603367925] yes=115,no=116,missing=115,gain=1.66243172,cover=10233
- 115:leaf=-0.000960516452,cover=0
- 116:leaf=0.000709329441,cover=0
- 58:[Pol<123.615685] yes=117,no=118,missing=117,gain=1.56742167,cover=172
- 117:leaf=0.00722900731,cover=0
- 118:leaf=-0.0123611754,cover=0
- 14:[LGI5<2.34364653] yes=29,no=30,missing=29,gain=1.99404705,cover=544829
- 29:[Sulc0<-0.487093836] yes=59,no=60,missing=59,gain=3.85480928,cover=52176
- 59:[Ecc<2.6675415] yes=119,no=120,missing=119,gain=3.67896891,cover=476
- 119:leaf=-0.00620246446,cover=0
- 120:leaf=0.00914785825,cover=0
- 60:[LGI5<2.31192279] yes=121,no=122,missing=122,gain=1.86718965,cover=51700
- 121:leaf=-0.000127777021,cover=0
- 122:leaf=-0.000795465428,cover=0
- 30:[Sulc0<-0.173886195] yes=61,no=62,missing=61,gain=4.69303131,cover=492653
- 61:[Ecc<2.73602629] yes=123,no=124,missing=123,gain=7.86106062,cover=12944
- 123:leaf=-0.000195616041,cover=0
- 124:leaf=0.00228383276,cover=0
- 62:[Sulc0<0.210163057] yes=125,no=126,missing=125,gain=2.49423981,cover=479709
- 125:leaf=-0.000327464601,cover=0
- 126:leaf=-9.53976451e-06,cover=0
-booster[726]:
-0:[LGI5<3.64692807] yes=1,no=2,missing=2,gain=0.378577292,cover=5124388
- 1:[LGI5<3.56741142] yes=3,no=4,missing=4,gain=1.65146458,cover=4983994
- 3:[Area5<0.72867924] yes=7,no=8,missing=7,gain=0.541412652,cover=4901425
- 7:[Ecc<22.0897732] yes=15,no=16,missing=15,gain=3.2359035,cover=3569063
- 15:[Ecc<10.147254] yes=31,no=32,missing=32,gain=3.83240843,cover=3115984
- 31:[Pol<34.3003769] yes=63,no=64,missing=63,gain=7.2762475,cover=2451683
- 63:leaf=0.000225521959,cover=0
- 64:leaf=-4.96973989e-05,cover=0
- 32:[Pol<84.7687759] yes=65,no=66,missing=65,gain=15.3429604,cover=664301
- 65:leaf=0.000436127564,cover=0
- 66:leaf=-6.43741587e-05,cover=0
- 16:[LGI5<3.26095963] yes=33,no=34,missing=33,gain=5.68079376,cover=453079
- 33:[PialCurv5<-0.0940372422] yes=67,no=68,missing=67,gain=3.20359612,cover=291289
- 67:leaf=-2.37121931e-05,cover=0
- 68:leaf=-0.000379212492,cover=0
- 34:[Ecc<27.7987404] yes=69,no=70,missing=70,gain=5.9254241,cover=161790
- 69:leaf=-0.000310631614,cover=0
- 70:leaf=0.000324826309,cover=0
- 8:[Ecc<21.0377083] yes=17,no=18,missing=17,gain=5.26719332,cover=1332362
- 17:[Ecc<13.4950199] yes=35,no=36,missing=36,gain=8.6827631,cover=1003900
- 35:[Pol<19.2006226] yes=71,no=72,missing=71,gain=9.74389362,cover=835920
- 71:leaf=-0.000493194675,cover=0
- 72:leaf=9.25992281e-05,cover=0
- 36:[Pol<13.2006302] yes=73,no=74,missing=74,gain=4.60758877,cover=167980
- 73:leaf=0.000629477843,cover=0
- 74:leaf=-0.000425797654,cover=0
- 18:[LGI5<3.34776258] yes=37,no=38,missing=37,gain=4.8861208,cover=328462
- 37:[LGI5<3.31338549] yes=75,no=76,missing=76,gain=8.0232687,cover=250929
- 75:leaf=0.000171286796,cover=0
- 76:leaf=-0.000956151285,cover=0
- 38:[Pol<17.1471634] yes=77,no=78,missing=77,gain=6.17489815,cover=77533
- 77:leaf=-0.000927453395,cover=0
- 78:leaf=0.000684196188,cover=0
- 4:[Ecc<39.5502243] yes=9,no=10,missing=9,gain=4.91619682,cover=82569
- 9:[Sulc0<0.392869562] yes=19,no=20,missing=19,gain=3.55216694,cover=71028
- 19:[Curv5<0.0595101416] yes=39,no=40,missing=39,gain=5.81296635,cover=50357
- 39:[Area5<0.719086528] yes=79,no=80,missing=79,gain=3.8966794,cover=44460
- 79:leaf=0.000326680194,cover=0
- 80:leaf=-0.000639054866,cover=0
- 40:[Pol<140.372742] yes=81,no=82,missing=81,gain=6.1530695,cover=5897
- 81:leaf=0.00099484669,cover=0
- 82:leaf=0.00572171435,cover=0
- 20:[PialCurv5<-0.0704385936] yes=41,no=42,missing=42,gain=4.34317446,cover=20671
- 41:[Curv5<-0.0860676765] yes=83,no=84,missing=83,gain=0.971096992,cover=58
- 83:leaf=-0.00834068283,cover=0
- 84:leaf=-0.021757355,cover=0
- 42:[PialCurv5<0.208232641] yes=85,no=86,missing=85,gain=3.01449776,cover=20613
- 85:leaf=-0.00110538246,cover=0
- 86:leaf=0.000116356452,cover=0
- 10:[Area5<0.733255386] yes=21,no=22,missing=21,gain=3.07704544,cover=11541
- 21:[Sulc0<-0.108384088] yes=43,no=44,missing=44,gain=2.72763062,cover=6601
- 43:[Sulc0<-0.357752919] yes=87,no=88,missing=87,gain=1.66743743,cover=844
- 87:leaf=-0.00275175809,cover=0
- 88:leaf=0.00216664723,cover=0
- 44:[Pol<16.156723] yes=89,no=90,missing=89,gain=4.76774406,cover=5757
- 89:leaf=-0.00680523459,cover=0
- 90:leaf=-0.00181885704,cover=0
- 22:[Pol<74.0505524] yes=45,no=46,missing=46,gain=3.64952278,cover=4940
- 45:[Sulc0<-0.0637059584] yes=91,no=92,missing=91,gain=4.12459564,cover=3010
- 91:leaf=-0.00438878499,cover=0
- 92:leaf=0.00150405837,cover=0
- 46:[Sulc0<0.20153527] yes=93,no=94,missing=93,gain=1.42400146,cover=1930
- 93:leaf=0.000900328741,cover=0
- 94:leaf=-0.00258396659,cover=0
- 2:[Ecc<12.7231894] yes=5,no=6,missing=6,gain=4.42863035,cover=140394
- 5:[Area5<0.606435955] yes=11,no=12,missing=11,gain=2.88566208,cover=10364
- 11:[Ecc<10.8716469] yes=23,no=24,missing=23,gain=2.75385022,cover=1585
- 23:[Pol<149.072266] yes=47,no=48,missing=48,gain=2.27284145,cover=644
- 47:[MidArea5<0.538059175] yes=95,no=96,missing=96,gain=1.57772136,cover=613
- 95:leaf=-0.00312820682,cover=0
- 96:leaf=0.0039480282,cover=0
- 48:[Ecc<10.426198] yes=97,no=98,missing=97,gain=0.19595623,cover=31
- 97:leaf=0.0189951658,cover=0
- 98:leaf=0.00824799575,cover=0
- 24:[Pol<108.184875] yes=49,no=50,missing=49,gain=1.6437161,cover=941
- 49:[MidArea5<0.509283841] yes=99,no=100,missing=99,gain=1.12906182,cover=551
- 99:leaf=0.00537333544,cover=0
- 100:leaf=-0.000108763685,cover=0
- 50:[Pol<137.578873] yes=101,no=102,missing=101,gain=1.36110401,cover=390
- 101:leaf=-0.00521304738,cover=0
- 102:leaf=0.00106635818,cover=0
- 12:[Pol<97.9094925] yes=25,no=26,missing=25,gain=2.68537903,cover=8779
- 25:[Pol<46.5024796] yes=51,no=52,missing=52,gain=5.49180984,cover=5112
- 51:[Sulc0<-0.108384088] yes=103,no=104,missing=103,gain=3.43902302,cover=2382
- 103:leaf=-0.000437144423,cover=0
- 104:leaf=0.0194233935,cover=0
- 52:[Ecc<10.426198] yes=105,no=106,missing=106,gain=3.70375252,cover=2730
- 105:leaf=-0.00564738689,cover=0
- 106:leaf=-0.00192903855,cover=0
- 26:[Ecc<8.48579407] yes=53,no=54,missing=53,gain=1.68872929,cover=3667
- 53:[PialCurv5<-0.0896686092] yes=107,no=108,missing=107,gain=0.903774023,cover=50
- 107:leaf=0.0215684548,cover=0
- 108:leaf=0.00515908375,cover=0
- 54:[Area5<0.732334435] yes=109,no=110,missing=109,gain=1.3050313,cover=3617
- 109:leaf=0.00032654847,cover=0
- 110:leaf=-0.00167068187,cover=0
- 6:[PialCurv5<0.426807076] yes=13,no=14,missing=13,gain=2.07165718,cover=130030
- 13:[PialCurv5<0.175003663] yes=27,no=28,missing=28,gain=2.65871167,cover=128607
- 27:[MidArea5<0.597799242] yes=55,no=56,missing=55,gain=3.42432976,cover=104856
- 55:[LGI5<3.78836131] yes=111,no=112,missing=111,gain=3.33816934,cover=9984
- 111:leaf=0.00016366932,cover=0
- 112:leaf=-0.00166810199,cover=0
- 56:[Pol<138.971481] yes=113,no=114,missing=113,gain=2.23802519,cover=94872
- 113:leaf=0.000356054952,cover=0
- 114:leaf=-0.000144143749,cover=0
- 28:[Pol<128.334747] yes=57,no=58,missing=58,gain=2.00155926,cover=23751
- 57:[PialArea5<0.524996102] yes=115,no=116,missing=115,gain=2.64309859,cover=22492
- 115:leaf=0.000794946973,cover=0
- 116:leaf=-0.000650219736,cover=0
- 58:[Ecc<39.5502243] yes=117,no=118,missing=118,gain=0.680730581,cover=1259
- 117:leaf=0.00222919486,cover=0
- 118:leaf=0.00628839061,cover=0
- 14:[LGI5<3.74316525] yes=29,no=30,missing=29,gain=1.98028159,cover=1423
- 29:[Sulc0<0.506771445] yes=59,no=60,missing=59,gain=0.985524654,cover=459
- 59:[Pol<121.397697] yes=119,no=120,missing=120,gain=0.0685268044,cover=17
- 119:leaf=0.00993554294,cover=0
- 120:leaf=0.00313730841,cover=0
- 60:[Pol<75.4512405] yes=121,no=122,missing=121,gain=0.559260368,cover=442
- 121:leaf=-0.000710740394,cover=0
- 122:leaf=-0.00565052964,cover=0
- 30:[Area5<0.643796742] yes=61,no=62,missing=61,gain=1.1653862,cover=964
- 61:[Area5<0.545738399] yes=123,no=124,missing=123,gain=0.298360705,cover=273
- 123:leaf=0.000823473034,cover=0
- 124:leaf=-0.00387987238,cover=0
- 62:[Pol<96.8070755] yes=125,no=126,missing=125,gain=1.01947439,cover=691
- 125:leaf=-0.000246438372,cover=0
- 126:leaf=0.00477317488,cover=0
-booster[727]:
-0:[Curv5<-0.0366821773] yes=1,no=2,missing=1,gain=0.391136169,cover=5124388
- 1:[PialCurv5<0.110155433] yes=3,no=4,missing=3,gain=2.41388774,cover=2805103
- 3:[Sulc0<0.849368811] yes=7,no=8,missing=7,gain=2.23133898,cover=2803632
- 7:[PialArea5<0.643814564] yes=15,no=16,missing=15,gain=2.12517309,cover=2803393
- 15:[Sulc0<0.263311565] yes=31,no=32,missing=32,gain=4.90058041,cover=116054
- 31:[Area5<0.765896857] yes=63,no=64,missing=63,gain=5.04867601,cover=105236
- 63:leaf=-0.000152983543,cover=0
- 64:leaf=0.00344534963,cover=0
- 32:[Area5<0.655598104] yes=65,no=66,missing=66,gain=6.87083197,cover=10818
- 65:leaf=-0.000524138275,cover=0
- 66:leaf=-0.00346474769,cover=0
- 16:[MidArea5<0.505849421] yes=33,no=34,missing=34,gain=4.34333372,cover=2687339
- 33:[LGI5<2.27925944] yes=67,no=68,missing=67,gain=1.06677389,cover=1001
- 67:leaf=-0.000659820915,cover=0
- 68:leaf=0.00396013493,cover=0
- 34:[PialCurv5<0.000298873958] yes=69,no=70,missing=69,gain=3.71278501,cover=2686338
- 69:leaf=-1.63507229e-05,cover=0
- 70:leaf=0.000334619632,cover=0
- 8:[PialArea5<0.696357906] yes=17,no=18,missing=18,gain=1.14941597,cover=239
- 17:[Ecc<29.3556995] yes=35,no=36,missing=35,gain=1.1692698,cover=212
- 35:[PialCurv5<0.0720715299] yes=71,no=72,missing=71,gain=0.164807752,cover=37
- 71:leaf=-0.000147729719,cover=0
- 72:leaf=-0.00789819565,cover=0
- 36:[Ecc<38.7725143] yes=73,no=74,missing=73,gain=1.2871809,cover=175
- 73:leaf=0.0139440103,cover=0
- 74:leaf=0.00473452173,cover=0
- 18:[Pol<84.7687759] yes=37,no=38,missing=38,gain=0.7148242,cover=27
- 37:leaf=0.0244099852,cover=0
- 38:[PialCurv5<-0.0227819066] yes=75,no=76,missing=76,gain=0.584357023,cover=26
- 75:leaf=0.00752030546,cover=0
- 76:leaf=-0.0103467656,cover=0
- 4:[Pol<79.5617371] yes=9,no=10,missing=9,gain=3.53934312,cover=1471
- 9:[Sulc0<0.0530014001] yes=19,no=20,missing=20,gain=5.46656418,cover=374
- 19:[Area5<0.695070922] yes=39,no=40,missing=40,gain=1.53246045,cover=249
- 39:[PialArea5<1.02926981] yes=77,no=78,missing=78,gain=0.709244251,cover=144
- 77:leaf=-0.000393561699,cover=0
- 78:leaf=-0.0130892387,cover=0
- 40:[Sulc0<-0.357752919] yes=79,no=80,missing=79,gain=1.78470278,cover=105
- 79:leaf=0.0133327199,cover=0
- 80:leaf=0.000330148672,cover=0
- 20:[Ecc<16.7734241] yes=41,no=42,missing=42,gain=4.13695431,cover=125
- 41:[Ecc<7.79996967] yes=81,no=82,missing=81,gain=0.59993279,cover=21
- 81:leaf=0.00604903046,cover=0
- 82:leaf=-0.011059369,cover=0
- 42:[Sulc0<0.540103436] yes=83,no=84,missing=83,gain=2.93318081,cover=104
- 83:leaf=0.0228045937,cover=0
- 84:leaf=0.0014471797,cover=0
- 10:[LGI5<2.30180311] yes=21,no=22,missing=21,gain=4.13351727,cover=1097
- 21:[PialCurv5<0.144311354] yes=43,no=44,missing=43,gain=0.707324982,cover=60
- 43:[PialArea5<0.686586082] yes=85,no=86,missing=86,gain=0.199215412,cover=45
- 85:leaf=0.0122994436,cover=0
- 86:leaf=0.00500850938,cover=0
- 44:[MidArea5<0.710933506] yes=87,no=88,missing=87,gain=0.119383335,cover=15
- 87:leaf=0.0120340819,cover=0
- 88:leaf=0.0261617936,cover=0
- 22:[Sulc0<-0.217071146] yes=45,no=46,missing=45,gain=2.69257855,cover=1037
- 45:[Ecc<1.31300318] yes=89,no=90,missing=89,gain=0.377017975,cover=279
- 89:leaf=-0.00785414781,cover=0
- 90:leaf=-0.0033672899,cover=0
- 46:[PialCurv5<0.285888344] yes=91,no=92,missing=91,gain=1.06910932,cover=758
- 91:leaf=0.00211669621,cover=0
- 92:leaf=-0.00338668074,cover=0
- 2:[PialCurv5<-0.00955641083] yes=5,no=6,missing=5,gain=3.75916648,cover=2319285
- 5:[PialArea5<0.761482477] yes=11,no=12,missing=11,gain=11.9634829,cover=139911
- 11:[PialArea5<0.550757647] yes=23,no=24,missing=23,gain=4.27597046,cover=68549
- 23:[Curv5<0.0452247933] yes=47,no=48,missing=47,gain=3.05684185,cover=16447
- 47:[Sulc0<0.0294309072] yes=93,no=94,missing=94,gain=3.79682255,cover=9588
- 93:leaf=-0.000777395151,cover=0
- 94:leaf=-0.00288461056,cover=0
- 48:[Pol<97.3566132] yes=95,no=96,missing=95,gain=3.1519928,cover=6859
- 95:leaf=0.001157069,cover=0
- 96:leaf=-0.00101424521,cover=0
- 24:[Sulc0<0.610343635] yes=49,no=50,missing=49,gain=5.16801405,cover=52102
- 49:[Area5<0.684738636] yes=97,no=98,missing=97,gain=4.36091042,cover=51748
- 97:leaf=0.000402034493,cover=0
- 98:leaf=-0.00055420649,cover=0
- 50:[Pol<115.563423] yes=99,no=100,missing=100,gain=7.6823225,cover=354
- 99:leaf=-0.0113203833,cover=0
- 100:leaf=0.00413983641,cover=0
- 12:[Pol<172.695618] yes=25,no=26,missing=25,gain=8.58231449,cover=71362
- 25:[Area5<0.732334435] yes=51,no=52,missing=51,gain=8.11863899,cover=66436
- 51:[Area5<0.554568231] yes=101,no=102,missing=102,gain=8.9768486,cover=37668
- 101:leaf=-0.00547854416,cover=0
- 102:leaf=0.00143910223,cover=0
- 52:[Pol<65.1286774] yes=103,no=104,missing=103,gain=11.4442606,cover=28768
- 103:leaf=0.00128149171,cover=0
- 104:leaf=-0.000715156726,cover=0
- 26:[Ecc<7.18838644] yes=53,no=54,missing=53,gain=4.40928078,cover=4926
- 53:[PialCurv5<-0.113441773] yes=105,no=106,missing=105,gain=4.24090958,cover=1322
- 105:leaf=0.0431180708,cover=0
- 106:leaf=0.000983513077,cover=0
- 54:[Sulc0<-0.546384335] yes=107,no=108,missing=107,gain=2.69244003,cover=3604
- 107:leaf=-0.00537331123,cover=0
- 108:leaf=-0.00161067082,cover=0
- 6:[Curv5<-0.0109836133] yes=13,no=14,missing=13,gain=3.2915225,cover=2179374
- 13:[Ecc<35.8605728] yes=27,no=28,missing=27,gain=5.98997498,cover=139643
- 27:[Pol<134.081207] yes=55,no=56,missing=55,gain=3.48371983,cover=130512
- 55:[Ecc<13.1181517] yes=109,no=110,missing=109,gain=5.78218842,cover=97725
- 109:leaf=-0.000220324378,cover=0
- 110:leaf=0.00067038479,cover=0
- 56:[Ecc<8.7927618] yes=111,no=112,missing=112,gain=4.28949404,cover=32787
- 111:leaf=6.08740811e-06,cover=0
- 112:leaf=-0.00113913021,cover=0
- 28:[Pol<113.394409] yes=57,no=58,missing=57,gain=6.02474117,cover=9131
- 57:[Sulc0<0.779008448] yes=113,no=114,missing=114,gain=2.74338436,cover=5971
- 113:leaf=-0.00256235432,cover=0
- 114:leaf=0.0050164056,cover=0
- 58:[PialCurv5<0.0851107761] yes=115,no=116,missing=115,gain=1.30803561,cover=3160
- 115:leaf=0.000553718652,cover=0
- 116:leaf=-0.00365375029,cover=0
- 14:[PialCurv5<0.00860458333] yes=29,no=30,missing=30,gain=3.65791869,cover=2039731
- 29:[PialArea5<0.785624862] yes=59,no=60,missing=59,gain=3.19981313,cover=60126
- 59:[LGI5<3.78836131] yes=117,no=118,missing=118,gain=3.00941086,cover=36833
- 117:leaf=0.000160536249,cover=0
- 118:leaf=-0.00387466117,cover=0
- 60:[Curv5<0.0100963581] yes=119,no=120,missing=119,gain=6.11516666,cover=23293
- 119:leaf=0.000377162243,cover=0
- 120:leaf=0.00222297804,cover=0
- 30:[Pol<87.9431763] yes=61,no=62,missing=61,gain=2.8111496,cover=1979605
- 61:[Sulc0<0.0850813463] yes=121,no=122,missing=121,gain=16.4848633,cover=624064
- 121:leaf=0.000314979203,cover=0
- 122:leaf=-0.000249715871,cover=0
- 62:[Ecc<25.981123] yes=123,no=124,missing=123,gain=7.9908762,cover=1355541
- 123:leaf=3.50078994e-06,cover=0
- 124:leaf=0.000408666907,cover=0
-booster[728]:
-0:[PialArea5<0.529292643] yes=1,no=2,missing=1,gain=0.399457842,cover=5124388
- 1:[Pol<121.397697] yes=3,no=4,missing=4,gain=3.37296867,cover=1029325
- 3:[Ecc<0.729281187] yes=7,no=8,missing=7,gain=4.43683195,cover=893330
- 7:[LGI5<2.29656005] yes=15,no=16,missing=15,gain=4.22527933,cover=5312
- 15:[Area5<0.64784193] yes=31,no=32,missing=31,gain=3.84158683,cover=1814
- 31:[LGI5<2.24172258] yes=63,no=64,missing=63,gain=3.84828758,cover=1226
- 63:leaf=0.00352730905,cover=0
- 64:leaf=-0.00211796723,cover=0
- 32:[LGI5<2.23211861] yes=65,no=66,missing=65,gain=2.68266082,cover=588
- 65:leaf=-0.00681274524,cover=0
- 66:leaf=-8.54545851e-06,cover=0
- 16:[Area5<0.770300686] yes=33,no=34,missing=34,gain=9.72720242,cover=3498
- 33:[LGI5<2.37953305] yes=67,no=68,missing=67,gain=6.78832388,cover=3436
- 67:leaf=0.00527842622,cover=0
- 68:leaf=0.000541514484,cover=0
- 34:[LGI5<2.41022825] yes=69,no=70,missing=69,gain=3.29960728,cover=62
- 69:leaf=0.0315492339,cover=0
- 70:leaf=0.00791102555,cover=0
- 8:[PialCurv5<0.0193316489] yes=17,no=18,missing=17,gain=4.9483242,cover=888018
- 17:[Pol<81.5476837] yes=35,no=36,missing=36,gain=2.00459862,cover=28472
- 35:[Ecc<15.3430929] yes=71,no=72,missing=71,gain=2.8111949,cover=12243
- 71:leaf=0.000466328085,cover=0
- 72:leaf=-0.00106745807,cover=0
- 36:[Ecc<1.51801682] yes=73,no=74,missing=74,gain=5.14970589,cover=16229
- 73:leaf=0.00171314424,cover=0
- 74:leaf=-0.0013181871,cover=0
- 18:[Pol<82.8478928] yes=37,no=38,missing=37,gain=4.24812031,cover=859546
- 37:[PialCurv5<0.141046807] yes=75,no=76,missing=75,gain=6.290905,cover=148196
- 75:leaf=0.000812619401,cover=0
- 76:leaf=6.06624708e-05,cover=0
- 38:[Sulc0<0.0530014001] yes=77,no=78,missing=78,gain=7.05915642,cover=711350
- 77:leaf=-0.000703514379,cover=0
- 78:leaf=-7.64377455e-06,cover=0
- 4:[Ecc<1.05247808] yes=9,no=10,missing=10,gain=4.34138107,cover=135995
- 9:[Curv5<0.0100963581] yes=19,no=20,missing=19,gain=4.23561954,cover=24889
- 19:[Sulc0<-0.0862998366] yes=39,no=40,missing=40,gain=3.17488003,cover=3156
- 39:[LGI5<2.40037155] yes=79,no=80,missing=79,gain=3.74704123,cover=3122
- 79:leaf=-0.000819075212,cover=0
- 80:leaf=-0.00436427677,cover=0
- 40:[LGI5<2.44006681] yes=81,no=82,missing=82,gain=2.7014091,cover=34
- 81:leaf=-0.00832308456,cover=0
- 82:leaf=0.021766467,cover=0
- 20:[Area5<0.738135278] yes=41,no=42,missing=41,gain=4.12513685,cover=21733
- 41:[LGI5<2.30690479] yes=83,no=84,missing=83,gain=3.86746478,cover=21258
- 83:leaf=0.000997395488,cover=0
- 84:leaf=-0.000448126899,cover=0
- 42:[LGI5<2.57263851] yes=85,no=86,missing=85,gain=4.97301483,cover=475
- 85:leaf=-0.00577854877,cover=0
- 86:leaf=0.0191289652,cover=0
- 10:[Sulc0<-0.25164336] yes=21,no=22,missing=21,gain=9.22932816,cover=111106
- 21:[Ecc<7.69572639] yes=43,no=44,missing=43,gain=15.0013142,cover=13755
- 43:[LGI5<2.47264814] yes=87,no=88,missing=88,gain=9.02162933,cover=7903
- 87:leaf=0.00176007149,cover=0
- 88:leaf=0.00528055336,cover=0
- 44:[LGI5<3.21727777] yes=89,no=90,missing=89,gain=3.54625487,cover=5852
- 89:leaf=-0.000932979514,cover=0
- 90:leaf=0.00212977803,cover=0
- 22:[Area5<0.586059749] yes=45,no=46,missing=45,gain=3.43149948,cover=97351
- 45:[LGI5<2.16230083] yes=91,no=92,missing=91,gain=3.2859683,cover=10641
- 91:leaf=0.00609235186,cover=0
- 92:leaf=-0.000739975774,cover=0
- 46:[PialCurv5<0.196748361] yes=93,no=94,missing=93,gain=3.86578918,cover=86710
- 93:leaf=0.00070316426,cover=0
- 94:leaf=3.05365793e-05,cover=0
- 2:[Sulc0<0.869075775] yes=5,no=6,missing=6,gain=1.89006734,cover=4095063
- 5:[Curv5<0.0615303926] yes=11,no=12,missing=11,gain=2.50311255,cover=4076709
- 11:[PialCurv5<0.144311354] yes=23,no=24,missing=24,gain=2.02097011,cover=3602427
- 23:[Sulc0<0.423605621] yes=47,no=48,missing=47,gain=3.08592415,cover=3576739
- 47:[Pol<59.5955544] yes=95,no=96,missing=95,gain=1.64657342,cover=3485951
- 95:leaf=-4.71650528e-05,cover=0
- 96:leaf=2.53330945e-05,cover=0
- 48:[Area5<0.707692921] yes=97,no=98,missing=98,gain=8.13855362,cover=90788
- 97:leaf=0.000881608983,cover=0
- 98:leaf=-8.672283e-05,cover=0
- 24:[Area5<0.683164001] yes=49,no=50,missing=49,gain=5.28529739,cover=25688
- 49:[Ecc<5.4036684] yes=99,no=100,missing=99,gain=3.43902588,cover=9636
- 99:leaf=-0.000159197356,cover=0
- 100:leaf=-0.00210396177,cover=0
- 50:[Ecc<3.10160303] yes=101,no=102,missing=101,gain=4.30334663,cover=16052
- 101:leaf=0.00238081696,cover=0
- 102:leaf=-0.000177519803,cover=0
- 12:[Pol<55.3432045] yes=25,no=26,missing=26,gain=4.52819633,cover=474282
- 25:[PialCurv5<0.0877920389] yes=51,no=52,missing=51,gain=6.46859074,cover=39542
- 51:[Area5<0.746306419] yes=103,no=104,missing=103,gain=5.63208103,cover=11120
- 103:leaf=0.000572792196,cover=0
- 104:leaf=0.002916642,cover=0
- 52:[Sulc0<-0.0713235363] yes=105,no=106,missing=105,gain=3.68098831,cover=28422
- 105:leaf=0.00131832436,cover=0
- 106:leaf=-0.000249660778,cover=0
- 26:[Ecc<14.28263] yes=53,no=54,missing=53,gain=5.37894392,cover=434740
- 53:[PialCurv5<0.134718806] yes=107,no=108,missing=107,gain=5.46828079,cover=324624
- 107:leaf=-0.000321700878,cover=0
- 108:leaf=0.000100378587,cover=0
- 54:[Pol<135.419098] yes=109,no=110,missing=109,gain=12.0835352,cover=110116
- 109:leaf=-0.000698967662,cover=0
- 110:leaf=0.000710798136,cover=0
- 6:[Pol<108.184875] yes=13,no=14,missing=14,gain=6.627388,cover=18354
- 13:[Area5<0.640637577] yes=27,no=28,missing=27,gain=4.00150633,cover=15075
- 27:[Curv5<0.114925429] yes=55,no=56,missing=55,gain=3.6780014,cover=245
- 55:[Curv5<0.00546095846] yes=111,no=112,missing=111,gain=2.60031843,cover=226
- 111:leaf=0.0017280851,cover=0
- 112:leaf=-0.0109759746,cover=0
- 56:[Pol<92.7492142] yes=113,no=114,missing=113,gain=0.415706038,cover=19
- 113:leaf=0.0179600734,cover=0
- 114:leaf=-4.90725033e-05,cover=0
- 28:[Ecc<19.170145] yes=57,no=58,missing=57,gain=2.89577675,cover=14830
- 57:[LGI5<3.47596025] yes=115,no=116,missing=116,gain=4.61269569,cover=1563
- 115:leaf=-0.000370053895,cover=0
- 116:leaf=-0.00677785743,cover=0
- 58:[PialCurv5<0.171042696] yes=117,no=118,missing=117,gain=2.97651243,cover=13267
- 117:leaf=0.00123951712,cover=0
- 118:leaf=-0.000267857075,cover=0
- 14:[Ecc<30.4150848] yes=29,no=30,missing=30,gain=2.30302429,cover=3279
- 29:[Curv5<0.0756113976] yes=59,no=60,missing=59,gain=1.03716385,cover=1325
- 59:[PialCurv5<0.137877449] yes=119,no=120,missing=119,gain=0.476085275,cover=283
- 119:leaf=-0.000208539888,cover=0
- 120:leaf=-0.00446784822,cover=0
- 60:[PialCurv5<0.0616685152] yes=121,no=122,missing=121,gain=0.763073802,cover=1042
- 121:leaf=-0.00994978379,cover=0
- 122:leaf=0.00181088632,cover=0
- 30:[Curv5<0.174639657] yes=61,no=62,missing=62,gain=2.4554863,cover=1954
- 61:[PialCurv5<0.175003663] yes=123,no=124,missing=123,gain=1.70517349,cover=1914
- 123:leaf=0.00486363051,cover=0
- 124:leaf=0.00187641603,cover=0
- 62:[LGI5<3.11198854] yes=125,no=126,missing=125,gain=0.611332893,cover=40
- 125:leaf=0.0256357528,cover=0
- 126:leaf=0.0112642515,cover=0
-booster[729]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=1,gain=0.386975229,cover=5124388
- 1:[Area5<0.669105887] yes=3,no=4,missing=4,gain=3.39235783,cover=60049
- 3:[PialArea5<0.533624351] yes=7,no=8,missing=7,gain=1.80645764,cover=59007
- 7:[LGI5<3.78836131] yes=15,no=16,missing=16,gain=0.656610608,cover=58588
- 15:[LGI5<3.42912889] yes=31,no=32,missing=31,gain=1.29960632,cover=58064
- 31:[LGI5<3.31338549] yes=63,no=64,missing=63,gain=1.86031425,cover=55068
- 63:leaf=7.81278868e-05,cover=0
- 64:leaf=-0.0012938116,cover=0
- 32:[Curv5<-0.232248098] yes=65,no=66,missing=65,gain=1.42975366,cover=2996
- 65:leaf=-0.00345744914,cover=0
- 66:leaf=0.00134503318,cover=0
- 16:[Ecc<15.121048] yes=33,no=34,missing=34,gain=2.35866928,cover=524
- 33:[Sulc0<0.624357879] yes=67,no=68,missing=67,gain=0.747284293,cover=84
- 67:leaf=0.000311540061,cover=0
- 68:leaf=0.00984653737,cover=0
- 34:[Ecc<20.7119312] yes=69,no=70,missing=70,gain=0.416410446,cover=440
- 69:leaf=-0.000993943191,cover=0
- 70:leaf=-0.00426151277,cover=0
- 8:[Ecc<7.29654455] yes=17,no=18,missing=17,gain=0.757103682,cover=419
- 17:[PialCurv5<-0.164281175] yes=35,no=36,missing=35,gain=0.823629141,cover=279
- 35:[Sulc0<-0.522449493] yes=71,no=72,missing=72,gain=0.278602958,cover=121
- 71:leaf=0.000676310796,cover=0
- 72:leaf=-0.00419002213,cover=0
- 36:[PialArea5<0.563414931] yes=73,no=74,missing=73,gain=0.509052873,cover=158
- 73:leaf=0.00202578004,cover=0
- 74:leaf=0.00793266483,cover=0
- 18:[PialCurv5<-0.0789950639] yes=37,no=38,missing=37,gain=0.304132462,cover=140
- 37:[Pol<57.0350037] yes=75,no=76,missing=75,gain=0.447310209,cover=135
- 75:leaf=-0.000389445311,cover=0
- 76:leaf=0.00711678853,cover=0
- 38:leaf=0.0175893679,cover=0
- 4:[PialCurv5<0.493508637] yes=9,no=10,missing=9,gain=0.870183706,cover=1042
- 9:[LGI5<2.2730217] yes=19,no=20,missing=20,gain=0.652329922,cover=873
- 19:[Ecc<4.07113361] yes=39,no=40,missing=39,gain=0.0192019045,cover=8
- 39:leaf=-0.0118802395,cover=0
- 40:leaf=-0.00436600018,cover=0
- 20:[Sulc0<1.25822949] yes=41,no=42,missing=41,gain=0.596846581,cover=865
- 41:[LGI5<2.91823459] yes=77,no=78,missing=78,gain=0.439263821,cover=734
- 77:leaf=0.00310873962,cover=0
- 78:leaf=0.00557600521,cover=0
- 42:[Pol<80.8913651] yes=79,no=80,missing=79,gain=0.88139236,cover=131
- 79:leaf=-0.0047250255,cover=0
- 80:leaf=0.00371374376,cover=0
- 10:[Pol<73.3354874] yes=21,no=22,missing=22,gain=0.377106249,cover=169
- 21:[LGI5<3.15728688] yes=43,no=44,missing=43,gain=0.448898226,cover=28
- 43:[LGI5<3.07984829] yes=81,no=82,missing=81,gain=0.644608915,cover=12
- 81:leaf=0.00348330732,cover=0
- 82:leaf=-0.0198825207,cover=0
- 44:[Area5<0.687926829] yes=83,no=84,missing=83,gain=0.0156916715,cover=16
- 83:leaf=0.000989948749,cover=0
- 84:leaf=-0.00230627414,cover=0
- 22:[LGI5<3.01963663] yes=45,no=46,missing=46,gain=0.365602672,cover=141
- 45:[Curv5<0.266060919] yes=85,no=86,missing=85,gain=0.296179086,cover=84
- 85:leaf=0.00133137777,cover=0
- 86:leaf=-0.00456996914,cover=0
- 46:[Curv5<0.266060919] yes=87,no=88,missing=88,gain=0.397141844,cover=57
- 87:leaf=0.00142128149,cover=0
- 88:leaf=0.0111323018,cover=0
- 2:[Curv5<0.266060919] yes=5,no=6,missing=6,gain=0.430064946,cover=5064339
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=0.757790446,cover=5054441
- 11:[PialCurv5<0.45140323] yes=23,no=24,missing=23,gain=0.702875912,cover=5043258
- 23:[Sulc0<1.25822949] yes=47,no=48,missing=47,gain=0.55502224,cover=5027892
- 47:[LGI5<3.64692807] yes=89,no=90,missing=89,gain=0.500236392,cover=5011724
- 89:leaf=-4.30390674e-06,cover=0
- 90:leaf=9.30066526e-05,cover=0
- 48:[Curv5<0.151368812] yes=91,no=92,missing=91,gain=1.94448793,cover=16168
- 91:leaf=0.00107487268,cover=0
- 92:leaf=-9.21560859e-05,cover=0
- 24:[Sulc0<-0.115756653] yes=49,no=50,missing=49,gain=1.27907813,cover=15366
- 49:[LGI5<2.39007568] yes=93,no=94,missing=93,gain=0.704895616,cover=267
- 93:leaf=0.00625565369,cover=0
- 94:leaf=0.00100362778,cover=0
- 50:[Curv5<0.177453667] yes=95,no=96,missing=95,gain=0.987768531,cover=15099
- 95:leaf=0.000555393577,cover=0
- 96:leaf=-0.0005712696,cover=0
- 12:[Ecc<2.6675415] yes=25,no=26,missing=25,gain=2.69629765,cover=11183
- 25:[Sulc0<0.485350072] yes=51,no=52,missing=52,gain=1.48846006,cover=792
- 51:[Area5<0.542713821] yes=97,no=98,missing=97,gain=1.13226402,cover=725
- 97:leaf=-0.00623452989,cover=0
- 98:leaf=0.00299379206,cover=0
- 52:[Pol<88.5531387] yes=99,no=100,missing=99,gain=1.17146564,cover=67
- 99:leaf=0.02221784,cover=0
- 100:leaf=0.00650776643,cover=0
- 26:[Sulc0<0.995960534] yes=53,no=54,missing=53,gain=1.27073669,cover=10391
- 53:[LGI5<2.78495932] yes=101,no=102,missing=101,gain=1.57488084,cover=7668
- 101:leaf=-5.46380716e-06,cover=0
- 102:leaf=0.00149259123,cover=0
- 54:[Ecc<33.9075584] yes=103,no=104,missing=103,gain=0.502826273,cover=2723
- 103:leaf=-0.00122022943,cover=0
- 104:leaf=0.000212927422,cover=0
- 6:[PialArea5<0.467676282] yes=13,no=14,missing=13,gain=0.870944142,cover=9898
- 13:[Area5<0.652759671] yes=27,no=28,missing=27,gain=0.789133191,cover=9339
- 27:[Sulc0<-0.338601172] yes=55,no=56,missing=55,gain=0.680033803,cover=6776
- 55:[PialArea5<0.385581404] yes=105,no=106,missing=106,gain=0.411166608,cover=72
- 105:leaf=0.00109497062,cover=0
- 106:leaf=-0.00726914033,cover=0
- 56:[LGI5<2.3349762] yes=107,no=108,missing=107,gain=0.470764965,cover=6704
- 107:leaf=-0.000890621741,cover=0
- 108:leaf=0.000114469338,cover=0
- 28:[LGI5<3.34776258] yes=57,no=58,missing=57,gain=1.06717575,cover=2563
- 57:[PialCurv5<0.493508637] yes=109,no=110,missing=110,gain=0.563428164,cover=2253
- 109:leaf=-0.00105778303,cover=0
- 110:leaf=-0.00279100612,cover=0
- 58:[LGI5<3.37729335] yes=111,no=112,missing=111,gain=1.81982684,cover=310
- 111:leaf=0.00858639646,cover=0
- 112:leaf=-0.000524047005,cover=0
- 14:[LGI5<2.95653391] yes=29,no=30,missing=29,gain=1.21069098,cover=559
- 29:[Pol<92.7492142] yes=59,no=60,missing=59,gain=0.411185622,cover=460
- 59:[LGI5<2.45281005] yes=113,no=114,missing=114,gain=0.149488732,cover=92
- 113:leaf=-0.000257853302,cover=0
- 114:leaf=-0.00429251231,cover=0
- 60:[Ecc<10.0121937] yes=115,no=116,missing=116,gain=0.226425961,cover=368
- 115:leaf=0.00138896995,cover=0
- 116:leaf=-0.00933849253,cover=0
- 30:[Pol<123.615685] yes=61,no=62,missing=61,gain=1.27005482,cover=99
- 61:[MidArea5<0.561631978] yes=117,no=118,missing=117,gain=1.58050537,cover=62
- 117:leaf=0.0282197334,cover=0
- 118:leaf=0.00708746864,cover=0
- 62:[PialArea5<0.524996102] yes=119,no=120,missing=119,gain=0.155382991,cover=37
- 119:leaf=-0.00433517294,cover=0
- 120:leaf=0.00203401642,cover=0
-booster[730]:
-0:[PialArea5<0.375788301] yes=1,no=2,missing=2,gain=0.374393851,cover=5124388
- 1:[Curv5<0.122410901] yes=3,no=4,missing=4,gain=0.970450401,cover=343062
- 3:[Sulc0<0.540103436] yes=7,no=8,missing=8,gain=1.84515381,cover=37872
- 7:[LGI5<3.29780769] yes=15,no=16,missing=15,gain=2.52000546,cover=13438
- 15:[Pol<66.6374893] yes=31,no=32,missing=32,gain=1.75549364,cover=12017
- 31:[Area5<0.675895274] yes=63,no=64,missing=64,gain=2.20004082,cover=454
- 63:leaf=-0.00158127851,cover=0
- 64:leaf=-0.0115878945,cover=0
- 32:[Pol<86.7064972] yes=65,no=66,missing=65,gain=3.24176598,cover=11563
- 65:leaf=0.00185136776,cover=0
- 66:leaf=-0.000243819202,cover=0
- 16:[Ecc<14.28263] yes=33,no=34,missing=33,gain=1.68817496,cover=1421
- 33:[Pol<102.778297] yes=67,no=68,missing=67,gain=1.8255415,cover=362
- 67:leaf=-0.00118241855,cover=0
- 68:leaf=0.00718773529,cover=0
- 34:[Ecc<25.5461979] yes=69,no=70,missing=69,gain=2.71380329,cover=1059
- 69:leaf=-0.00456963293,cover=0
- 70:leaf=0.00141832931,cover=0
- 8:[LGI5<2.46595764] yes=17,no=18,missing=18,gain=3.40199661,cover=24434
- 17:[LGI5<2.30180311] yes=35,no=36,missing=36,gain=1.51875973,cover=522
- 35:[Sulc0<0.74744761] yes=71,no=72,missing=71,gain=1.26455057,cover=58
- 71:leaf=0.00100771594,cover=0
- 72:leaf=0.0213902723,cover=0
- 36:[MidArea5<0.545424342] yes=73,no=74,missing=73,gain=1.28769565,cover=464
- 73:leaf=-0.00502648391,cover=0
- 74:leaf=0.00645909412,cover=0
- 18:[PialCurv5<0.241144046] yes=37,no=38,missing=37,gain=2.50461411,cover=23912
- 37:[LGI5<3.84897733] yes=75,no=76,missing=76,gain=2.45752907,cover=16722
- 75:leaf=0.00090086984,cover=0
- 76:leaf=0.00623290334,cover=0
- 38:[Area5<0.637240529] yes=77,no=78,missing=77,gain=2.66317844,cover=7190
- 77:leaf=-0.00197554915,cover=0
- 78:leaf=0.000360620499,cover=0
- 4:[Pol<55.3432045] yes=9,no=10,missing=9,gain=0.947679639,cover=305190
- 9:[LGI5<2.80243301] yes=19,no=20,missing=19,gain=1.34523106,cover=2614
- 19:[Ecc<0.669936359] yes=39,no=40,missing=40,gain=0.658660769,cover=622
- 39:[Pol<49.2074432] yes=79,no=80,missing=79,gain=0.600943625,cover=113
- 79:leaf=0.00391797302,cover=0
- 80:leaf=-0.00604807399,cover=0
- 40:[Sulc0<0.762988985] yes=81,no=82,missing=81,gain=0.735036731,cover=509
- 81:leaf=-0.00289742625,cover=0
- 82:leaf=0.00153010688,cover=0
- 20:[Ecc<10.0121937] yes=41,no=42,missing=42,gain=1.50843644,cover=1992
- 41:[LGI5<2.91278505] yes=83,no=84,missing=83,gain=1.05490518,cover=118
- 83:leaf=0.0143771321,cover=0
- 84:leaf=0.00396694848,cover=0
- 42:[Pol<23.2745647] yes=85,no=86,missing=85,gain=1.385607,cover=1874
- 85:leaf=-0.0020823318,cover=0
- 86:leaf=0.00180786382,cover=0
- 10:[Ecc<13.8847265] yes=21,no=22,missing=21,gain=1.04257643,cover=302576
- 21:[Sulc0<0.849368811] yes=43,no=44,missing=43,gain=2.60484457,cover=197540
- 43:[Area5<0.660333693] yes=87,no=88,missing=88,gain=1.78377652,cover=157519
- 87:leaf=2.3923878e-05,cover=0
- 88:leaf=0.000363234081,cover=0
- 44:[PialCurv5<0.144311354] yes=89,no=90,missing=89,gain=4.06697083,cover=40021
- 89:leaf=0.00361258839,cover=0
- 90:leaf=-0.000345140084,cover=0
- 22:[Sulc0<0.795422614] yes=45,no=46,missing=45,gain=2.40352607,cover=105036
- 45:[Ecc<26.4278679] yes=91,no=92,missing=91,gain=5.27037334,cover=27741
- 91:leaf=-0.000835091341,cover=0
- 92:leaf=0.000964607112,cover=0
- 46:[LGI5<2.51969218] yes=93,no=94,missing=94,gain=3.43363404,cover=77295
- 93:leaf=0.0050201905,cover=0
- 94:leaf=6.40571989e-06,cover=0
- 2:[Curv5<0.0896491781] yes=5,no=6,missing=6,gain=0.704634666,cover=4781326
- 5:[Sulc0<0.636906147] yes=11,no=12,missing=11,gain=2.33281994,cover=3962700
- 11:[MidArea5<0.474339783] yes=23,no=24,missing=24,gain=1.21325397,cover=3889741
- 23:[PialArea5<0.605248392] yes=47,no=48,missing=48,gain=2.66745329,cover=10366
- 47:[Ecc<7.08616447] yes=95,no=96,missing=95,gain=1.92086267,cover=10124
- 95:leaf=0.00110968645,cover=0
- 96:leaf=-0.000267681287,cover=0
- 48:[PialCurv5<-0.190801308] yes=97,no=98,missing=98,gain=0.392573595,cover=242
- 97:leaf=0.000627218105,cover=0
- 98:leaf=0.006513773,cover=0
- 24:[PialArea5<0.418112278] yes=49,no=50,missing=49,gain=1.4315958,cover=3879375
- 49:[Pol<80.2322083] yes=99,no=100,missing=100,gain=2.69770861,cover=9584
- 99:leaf=0.00113750284,cover=0
- 100:leaf=-0.00101403554,cover=0
- 50:[Ecc<47.7892265] yes=101,no=102,missing=101,gain=1.09048581,cover=3869791
- 101:leaf=-2.14764782e-06,cover=0
- 102:leaf=0.000339933962,cover=0
- 12:[Area5<0.562355936] yes=25,no=26,missing=25,gain=4.36187744,cover=72959
- 25:[Curv5<-0.0343657099] yes=51,no=52,missing=52,gain=2.24493289,cover=1350
- 51:[Ecc<29.8764286] yes=103,no=104,missing=103,gain=1.72936189,cover=294
- 103:leaf=-0.0019414319,cover=0
- 104:leaf=0.00579773914,cover=0
- 52:[Pol<82.2009888] yes=105,no=106,missing=105,gain=3.71970701,cover=1056
- 105:leaf=-0.00893470552,cover=0
- 106:leaf=-0.0019508634,cover=0
- 26:[MidArea5<0.561631978] yes=53,no=54,missing=54,gain=3.48580241,cover=71609
- 53:[LGI5<3.38720298] yes=107,no=108,missing=107,gain=5.46235228,cover=9401
- 107:leaf=0.000578557781,cover=0
- 108:leaf=0.00344640133,cover=0
- 54:[PialCurv5<-0.076943703] yes=109,no=110,missing=109,gain=3.93453789,cover=62208
- 109:leaf=-0.00772798294,cover=0
- 110:leaf=0.000222631381,cover=0
- 6:[Ecc<9.50052643] yes=13,no=14,missing=14,gain=2.38822889,cover=818626
- 13:[Pol<81.5476837] yes=27,no=28,missing=27,gain=4.83382893,cover=452914
- 27:[PialCurv5<0.141046807] yes=55,no=56,missing=55,gain=5.97586489,cover=46432
- 55:[Ecc<2.3695333] yes=111,no=112,missing=111,gain=22.0135384,cover=15087
- 111:leaf=-0.00191384112,cover=0
- 112:leaf=0.00245550345,cover=0
- 56:[Ecc<4.53598547] yes=113,no=114,missing=113,gain=4.59401369,cover=31345
- 113:leaf=0.00119545625,cover=0
- 114:leaf=-0.000220236834,cover=0
- 28:[PialCurv5<0.134718806] yes=57,no=58,missing=57,gain=3.93643785,cover=406482
- 57:[PialArea5<0.542192638] yes=115,no=116,missing=115,gain=5.10783243,cover=66944
- 115:leaf=-8.80645018e-07,cover=0
- 116:leaf=-0.000884955574,cover=0
- 58:[Sulc0<0.574602425] yes=117,no=118,missing=117,gain=3.7796011,cover=339538
- 117:leaf=0.000124754864,cover=0
- 118:leaf=-0.000303183828,cover=0
- 14:[PialArea5<0.686586082] yes=29,no=30,missing=30,gain=3.84747291,cover=365712
- 29:[Pol<104.929901] yes=59,no=60,missing=60,gain=4.01002598,cover=352916
- 59:[Ecc<19.170145] yes=119,no=120,missing=119,gain=6.14862823,cover=188010
- 119:leaf=-0.000625055691,cover=0
- 120:leaf=-3.89641755e-05,cover=0
- 60:[Curv5<0.166947007] yes=121,no=122,missing=121,gain=3.09289479,cover=164906
- 121:leaf=0.000153065092,cover=0
- 122:leaf=-0.000494241249,cover=0
- 30:[MidArea5<0.938860953] yes=61,no=62,missing=61,gain=2.07736015,cover=12796
- 61:[LGI5<2.55302763] yes=123,no=124,missing=124,gain=1.94396925,cover=12200
- 123:leaf=0.0038195611,cover=0
- 124:leaf=-0.00121374126,cover=0
- 62:[Sulc0<1.02827847] yes=125,no=126,missing=126,gain=1.33558011,cover=596
- 125:leaf=0.00384048978,cover=0
- 126:leaf=-0.000973104325,cover=0
-booster[731]:
-0:[PialArea5<0.441150606] yes=1,no=2,missing=1,gain=0.37224403,cover=5124388
- 1:[Pol<107.129471] yes=3,no=4,missing=4,gain=1.43198144,cover=626073
- 3:[Ecc<20.7119312] yes=7,no=8,missing=7,gain=3.51975298,cover=451530
- 7:[Ecc<9.75650311] yes=15,no=16,missing=15,gain=7.15870476,cover=335318
- 15:[Sulc0<0.762988985] yes=31,no=32,missing=31,gain=6.14823866,cover=222901
- 31:[Area5<0.665633082] yes=63,no=64,missing=63,gain=7.30365372,cover=168061
- 63:leaf=-8.2178296e-05,cover=0
- 64:leaf=0.000579353014,cover=0
- 32:[LGI5<3.15728688] yes=65,no=66,missing=65,gain=2.48697209,cover=54840
- 65:leaf=-0.000324142864,cover=0
- 66:leaf=-0.00214509945,cover=0
- 16:[Sulc0<0.732260227] yes=33,no=34,missing=34,gain=8.94509125,cover=112417
- 33:[Pol<87.3220139] yes=67,no=68,missing=67,gain=7.19318962,cover=56381
- 67:leaf=-0.000192422463,cover=0
- 68:leaf=-0.001338645,cover=0
- 34:[Area5<0.67996794] yes=69,no=70,missing=69,gain=7.67081499,cover=56036
- 69:leaf=0.000771654595,cover=0
- 70:leaf=-0.000431797467,cover=0
- 8:[Area5<0.67507118] yes=17,no=18,missing=18,gain=2.94885087,cover=116212
- 17:[Curv5<0.103246093] yes=35,no=36,missing=35,gain=3.59611607,cover=43261
- 35:[PialCurv5<0.250690639] yes=71,no=72,missing=72,gain=3.34318352,cover=6675
- 71:leaf=0.00130408222,cover=0
- 72:leaf=-0.00273895497,cover=0
- 36:[Curv5<0.186949074] yes=73,no=74,missing=73,gain=3.41487408,cover=36586
- 73:leaf=-0.000693207316,cover=0
- 74:leaf=0.000291220262,cover=0
- 18:[PialCurv5<-0.0154925911] yes=37,no=38,missing=38,gain=1.77636623,cover=72951
- 37:[PialCurv5<-0.0748331472] yes=75,no=76,missing=75,gain=0.843388438,cover=121
- 75:leaf=0.00194645207,cover=0
- 76:leaf=-0.00787923113,cover=0
- 38:[LGI5<3.67381835] yes=77,no=78,missing=78,gain=1.57890701,cover=72830
- 77:leaf=0.000361398328,cover=0
- 78:leaf=0.00121710065,cover=0
- 4:[Ecc<15.121048] yes=9,no=10,missing=9,gain=3.57586718,cover=174543
- 9:[Ecc<6.41291761] yes=19,no=20,missing=20,gain=8.9793911,cover=121170
- 19:[Sulc0<0.68960917] yes=39,no=40,missing=40,gain=2.11671519,cover=71986
- 39:[LGI5<2.53428411] yes=79,no=80,missing=79,gain=2.55129361,cover=65830
- 79:leaf=-0.000140292585,cover=0
- 80:leaf=0.000587530492,cover=0
- 40:[Pol<116.093399] yes=81,no=82,missing=82,gain=2.46465588,cover=6156
- 81:leaf=-0.000607368711,cover=0
- 82:leaf=-0.00399590377,cover=0
- 20:[Pol<125.308708] yes=41,no=42,missing=41,gain=9.94071388,cover=49184
- 41:[Curv5<0.166947007] yes=83,no=84,missing=83,gain=5.56522179,cover=36325
- 83:leaf=0.00172551721,cover=0
- 84:leaf=0.000443393685,cover=0
- 42:[PialCurv5<0.15079549] yes=85,no=86,missing=85,gain=4.94898224,cover=12859
- 85:leaf=-0.00170272496,cover=0
- 86:leaf=0.000353686628,cover=0
- 10:[Pol<125.308708] yes=21,no=22,missing=22,gain=5.11265612,cover=53373
- 21:[Sulc0<0.762988985] yes=43,no=44,missing=43,gain=4.53129959,cover=42858
- 43:[PialCurv5<-0.11266306] yes=87,no=88,missing=87,gain=2.51354265,cover=16164
- 87:leaf=0.00666259602,cover=0
- 88:leaf=-0.00113640202,cover=0
- 44:[PialCurv5<0.0851107761] yes=89,no=90,missing=89,gain=3.03560901,cover=26694
- 89:leaf=0.00453474373,cover=0
- 90:leaf=-8.78943538e-05,cover=0
- 22:[Curv5<0.0798443258] yes=45,no=46,missing=46,gain=2.29959846,cover=10515
- 45:[Area5<0.64983958] yes=91,no=92,missing=91,gain=1.88548374,cover=787
- 91:leaf=-0.000509803998,cover=0
- 92:leaf=-0.00645680586,cover=0
- 46:[Sulc0<0.317313671] yes=93,no=94,missing=93,gain=4.56424475,cover=9728
- 93:leaf=0.00426570419,cover=0
- 94:leaf=0.000654143631,cover=0
- 2:[Curv5<0.0974604636] yes=5,no=6,missing=5,gain=1.15155625,cover=4498315
- 5:[Sulc0<0.717745602] yes=11,no=12,missing=12,gain=1.11981165,cover=4000689
- 11:[LGI5<3.74316525] yes=23,no=24,missing=24,gain=0.916851878,cover=3953706
- 23:[LGI5<3.64692807] yes=47,no=48,missing=47,gain=1.1880573,cover=3896466
- 47:[Ecc<46.7494621] yes=95,no=96,missing=96,gain=1.02846527,cover=3851132
- 95:leaf=-1.55377222e-06,cover=0
- 96:leaf=0.000268671167,cover=0
- 48:[Area5<0.729573667] yes=97,no=98,missing=97,gain=3.800529,cover=45334
- 97:leaf=0.000601579552,cover=0
- 98:leaf=-0.000352289499,cover=0
- 24:[Pol<99.5532455] yes=49,no=50,missing=49,gain=2.70783162,cover=57240
- 49:[PialArea5<0.764178395] yes=99,no=100,missing=99,gain=3.21571851,cover=26164
- 99:leaf=-0.00123828964,cover=0
- 100:leaf=-0.000110979927,cover=0
- 50:[Pol<133.406311] yes=101,no=102,missing=101,gain=3.47690868,cover=31076
- 101:leaf=0.00107384461,cover=0
- 102:leaf=-0.000174675471,cover=0
- 12:[Area5<0.601796865] yes=25,no=26,missing=26,gain=4.52929831,cover=46983
- 25:[Pol<93.3357697] yes=51,no=52,missing=51,gain=2.84278011,cover=1343
- 51:[Curv5<0.0146088367] yes=103,no=104,missing=103,gain=3.93249321,cover=519
- 103:leaf=-0.000203995296,cover=0
- 104:leaf=-0.00907353405,cover=0
- 52:[LGI5<3.40779543] yes=105,no=106,missing=105,gain=3.06136918,cover=824
- 105:leaf=-0.0026537308,cover=0
- 106:leaf=0.00417445879,cover=0
- 26:[Ecc<23.9349174] yes=53,no=54,missing=53,gain=3.63868046,cover=45640
- 53:[Sulc0<1.11117697] yes=107,no=108,missing=107,gain=4.74697018,cover=14898
- 107:leaf=-0.000222317452,cover=0
- 108:leaf=-0.00934468489,cover=0
- 54:[Ecc<46.7494621] yes=109,no=110,missing=109,gain=4.38530254,cover=30742
- 109:leaf=0.000904925924,cover=0
- 110:leaf=-0.000712503446,cover=0
- 6:[Sulc0<1.11117697] yes=13,no=14,missing=14,gain=2.08706713,cover=497626
- 13:[Ecc<42.9490852] yes=27,no=28,missing=28,gain=2.34159613,cover=488425
- 27:[Pol<53.6550331] yes=55,no=56,missing=56,gain=2.55099154,cover=477432
- 55:[Pol<7.58674097] yes=111,no=112,missing=112,gain=3.42892504,cover=12556
- 111:leaf=-0.0012835986,cover=0
- 112:leaf=0.000985907274,cover=0
- 56:[LGI5<3.78836131] yes=113,no=114,missing=113,gain=2.62805605,cover=464876
- 113:leaf=-0.000104800987,cover=0
- 114:leaf=0.00112382532,cover=0
- 28:[Pol<100.090813] yes=57,no=58,missing=57,gain=4.46630621,cover=10993
- 57:[Sulc0<0.56283927] yes=115,no=116,missing=116,gain=3.24134207,cover=8295
- 115:leaf=0.00203768979,cover=0
- 116:leaf=-0.00167209038,cover=0
- 58:[Pol<133.406311] yes=117,no=118,missing=117,gain=1.54868317,cover=2698
- 117:leaf=0.000504313735,cover=0
- 118:leaf=0.0041418192,cover=0
- 14:[Ecc<20.0856266] yes=29,no=30,missing=30,gain=3.86386251,cover=9201
- 29:[PialCurv5<0.250690639] yes=59,no=60,missing=60,gain=1.40044212,cover=721
- 59:[Ecc<14.484726] yes=119,no=120,missing=119,gain=0.930602789,cover=174
- 119:leaf=-0.0108609367,cover=0
- 120:leaf=-0.00346118258,cover=0
- 60:[LGI5<3.21727777] yes=121,no=122,missing=121,gain=0.480594218,cover=547
- 121:leaf=0.000678614306,cover=0
- 122:leaf=-0.00255695474,cover=0
- 30:[PialCurv5<0.24610664] yes=61,no=62,missing=61,gain=2.32890463,cover=8480
- 61:[Area5<0.525751591] yes=123,no=124,missing=123,gain=1.87695503,cover=4011
- 123:leaf=0.0189393945,cover=0
- 124:leaf=0.0017736936,cover=0
- 62:[Pol<39.0368156] yes=125,no=126,missing=125,gain=1.02807331,cover=4469
- 125:leaf=-0.00523101678,cover=0
- 126:leaf=0.00028916265,cover=0
-booster[732]:
-0:[PialArea5<0.331288606] yes=1,no=2,missing=2,gain=0.387746453,cover=5124388
- 1:[Sulc0<-0.487093836] yes=3,no=4,missing=4,gain=0.740067959,cover=180427
- 3:[LGI5<2.32613516] yes=7,no=8,missing=7,gain=0.554517746,cover=528
- 7:[Area5<0.683164001] yes=15,no=16,missing=15,gain=1.19034266,cover=291
- 15:[Curv5<0.101325236] yes=31,no=32,missing=32,gain=1.05335522,cover=282
- 31:[Pol<127.728462] yes=61,no=62,missing=61,gain=0.773784816,cover=128
- 61:leaf=-0.00310023571,cover=0
- 62:leaf=0.00511094881,cover=0
- 32:[Area5<0.571740985] yes=63,no=64,missing=63,gain=0.847936809,cover=154
- 63:leaf=-0.00835737865,cover=0
- 64:leaf=-0.000755968271,cover=0
- 16:leaf=0.0166249555,cover=0
- 8:[LGI5<2.36851335] yes=17,no=18,missing=17,gain=0.764158964,cover=237
- 17:[Ecc<0.889730632] yes=33,no=34,missing=33,gain=0.308730364,cover=25
- 33:[MidArea5<0.460721314] yes=65,no=66,missing=65,gain=0.0194673538,cover=14
- 65:leaf=-0.0174898785,cover=0
- 66:leaf=-0.00636339188,cover=0
- 34:[Ecc<1.10530448] yes=67,no=68,missing=67,gain=0.158725441,cover=11
- 67:leaf=0.00408437848,cover=0
- 68:leaf=-0.00820140727,cover=0
- 18:[Pol<157.22821] yes=35,no=36,missing=35,gain=0.347210228,cover=212
- 35:[PialCurv5<-0.00569582684] yes=69,no=70,missing=70,gain=0.529632926,cover=132
- 69:leaf=-0.00130819308,cover=0
- 70:leaf=-0.00768102054,cover=0
- 36:[LGI5<2.47264814] yes=71,no=72,missing=71,gain=0.561882675,cover=80
- 71:leaf=0.0029228311,cover=0
- 72:leaf=-0.00588434376,cover=0
- 4:[Area5<0.792350233] yes=9,no=10,missing=10,gain=0.693322301,cover=179899
- 9:[Pol<103.31839] yes=19,no=20,missing=19,gain=0.628025532,cover=177809
- 19:[Ecc<7.03401423] yes=37,no=38,missing=38,gain=1.57740891,cover=122723
- 37:[Ecc<3.48115921] yes=73,no=74,missing=73,gain=1.2986958,cover=29055
- 73:leaf=-0.000160218551,cover=0
- 74:leaf=0.000555674313,cover=0
- 38:[PialCurv5<0.0519027263] yes=75,no=76,missing=76,gain=1.31007004,cover=93668
- 75:leaf=0.0013479715,cover=0
- 76:leaf=-0.000120160577,cover=0
- 20:[Ecc<6.98131132] yes=39,no=40,missing=39,gain=1.64081335,cover=55086
- 39:[Sulc0<0.68960917] yes=77,no=78,missing=78,gain=1.41976881,cover=27979
- 77:leaf=0.00015452526,cover=0
- 78:leaf=-0.000648717978,cover=0
- 40:[Ecc<17.0169544] yes=79,no=80,missing=79,gain=3.64445853,cover=27107
- 79:leaf=0.00099936116,cover=0
- 80:leaf=-0.000168251936,cover=0
- 10:[Ecc<42.9490852] yes=21,no=22,missing=21,gain=1.06761456,cover=2090
- 21:[LGI5<2.6558373] yes=41,no=42,missing=42,gain=0.842015386,cover=1835
- 41:[PialCurv5<0.45140323] yes=81,no=82,missing=81,gain=0.30240792,cover=382
- 81:leaf=0.00017938469,cover=0
- 82:leaf=-0.00296959048,cover=0
- 42:[Curv5<0.0431617796] yes=83,no=84,missing=84,gain=0.363866329,cover=1453
- 83:leaf=-0.0154801309,cover=0
- 84:leaf=0.00198759953,cover=0
- 22:[Pol<53.6550331] yes=43,no=44,missing=43,gain=0.92625463,cover=255
- 43:[LGI5<2.82485151] yes=85,no=86,missing=86,gain=0.0654476285,cover=15
- 85:leaf=0.00446782447,cover=0
- 86:leaf=0.0122723486,cover=0
- 44:[Pol<82.2009888] yes=87,no=88,missing=87,gain=0.893802524,cover=240
- 87:leaf=-0.00675375154,cover=0
- 88:leaf=-0.00045553004,cover=0
- 2:[Curv5<0.110890195] yes=5,no=6,missing=6,gain=0.568383873,cover=4943961
- 5:[Sulc0<0.676033437] yes=11,no=12,missing=11,gain=2.24641061,cover=4187271
- 11:[MidArea5<0.474339783] yes=23,no=24,missing=23,gain=1.29717267,cover=4079969
- 23:[PialArea5<0.605248392] yes=45,no=46,missing=46,gain=2.42663693,cover=13964
- 45:[Ecc<6.03867722] yes=89,no=90,missing=89,gain=1.60431123,cover=13722
- 89:leaf=0.000990119181,cover=0
- 90:leaf=-9.66364169e-05,cover=0
- 46:[Pol<54.5053368] yes=91,no=92,missing=92,gain=0.387420893,cover=242
- 91:leaf=9.00467239e-06,cover=0
- 92:leaf=0.00616758922,cover=0
- 24:[MidArea5<0.559431195] yes=47,no=48,missing=48,gain=1.60332477,cover=4066005
- 47:[PialArea5<0.756055057] yes=93,no=94,missing=93,gain=3.40927196,cover=143941
- 93:leaf=-0.000183056603,cover=0
- 94:leaf=0.00349737308,cover=0
- 48:[PialArea5<0.580179036] yes=95,no=96,missing=95,gain=1.81323111,cover=3922064
- 95:leaf=0.00014236632,cover=0
- 96:leaf=-5.28416058e-06,cover=0
- 12:[PialCurv5<0.260145098] yes=25,no=26,missing=26,gain=3.90506458,cover=107302
- 25:[PialArea5<0.404493898] yes=49,no=50,missing=49,gain=3.66459012,cover=102651
- 49:[Area5<0.877147377] yes=97,no=98,missing=97,gain=3.67376614,cover=11643
- 97:leaf=0.00117253512,cover=0
- 98:leaf=-0.0172936898,cover=0
- 50:[MidArea5<0.48507002] yes=99,no=100,missing=99,gain=4.28087378,cover=91008
- 99:leaf=-0.00599622354,cover=0
- 100:leaf=0.00020677298,cover=0
- 26:[Area5<0.680766582] yes=51,no=52,missing=51,gain=3.2220633,cover=4651
- 51:[Ecc<44.7855835] yes=101,no=102,missing=101,gain=2.8596158,cover=1477
- 101:leaf=-0.00253310078,cover=0
- 102:leaf=-0.011463183,cover=0
- 52:[Ecc<19.170145] yes=103,no=104,missing=103,gain=1.6030364,cover=3174
- 103:leaf=-0.00174247648,cover=0
- 104:leaf=0.00057942461,cover=0
- 6:[Ecc<12.9325523] yes=13,no=14,missing=14,gain=2.35674739,cover=756690
- 13:[Sulc0<0.966456771] yes=27,no=28,missing=27,gain=4.03474474,cover=508071
- 27:[LGI5<2.69470191] yes=53,no=54,missing=53,gain=3.71286631,cover=497907
- 53:[Ecc<7.08616447] yes=105,no=106,missing=105,gain=2.00067735,cover=342000
- 105:leaf=7.53908853e-06,cover=0
- 106:leaf=-0.000295087782,cover=0
- 54:[Ecc<5.01513863] yes=107,no=108,missing=107,gain=3.76676607,cover=155907
- 107:leaf=0.00121860381,cover=0
- 108:leaf=0.000179757699,cover=0
- 28:[Area5<0.621834755] yes=55,no=56,missing=56,gain=1.74300718,cover=10164
- 55:[PialCurv5<0.228302389] yes=109,no=110,missing=110,gain=1.12165546,cover=187
- 109:leaf=0.00988914166,cover=0
- 110:leaf=0.00134087086,cover=0
- 56:[LGI5<3.15728688] yes=111,no=112,missing=112,gain=1.35956907,cover=9977
- 111:leaf=-0.000775262248,cover=0
- 112:leaf=-0.00226772041,cover=0
- 14:[Sulc0<0.235979095] yes=29,no=30,missing=30,gain=4.22928095,cover=248619
- 29:[LGI5<3.11198854] yes=57,no=58,missing=57,gain=8.32236862,cover=13171
- 57:[Pol<136.095428] yes=113,no=114,missing=113,gain=3.55371332,cover=4401
- 113:leaf=-0.00194657221,cover=0
- 114:leaf=0.00123313989,cover=0
- 58:[Pol<143.237381] yes=115,no=116,missing=115,gain=3.57322121,cover=8770
- 115:leaf=0.00113440666,cover=0
- 116:leaf=0.00381292263,cover=0
- 30:[Sulc0<0.703387856] yes=59,no=60,missing=59,gain=5.8545146,cover=235448
- 59:[PialCurv5<0.228302389] yes=117,no=118,missing=117,gain=3.97416592,cover=85729
- 117:leaf=-0.000887853734,cover=0
- 118:leaf=-0.000206988581,cover=0
- 60:[Pol<35.2629585] yes=119,no=120,missing=119,gain=2.88703084,cover=149719
- 119:leaf=-0.00329377432,cover=0
- 120:leaf=-1.3988154e-05,cover=0
-booster[733]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=2,gain=0.371156156,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=3,gain=0.432237089,cover=5064338
- 3:[Ecc<1.46579576] yes=7,no=8,missing=7,gain=0.466926754,cover=5048039
- 7:[Pol<160.153915] yes=15,no=16,missing=16,gain=1.920542,cover=477533
- 15:[LGI5<2.90190363] yes=31,no=32,missing=32,gain=2.10363317,cover=397900
- 31:[Pol<117.137611] yes=63,no=64,missing=63,gain=1.92904723,cover=397304
- 63:leaf=-8.12008657e-05,cover=0
- 64:leaf=0.000156919181,cover=0
- 32:[MidArea5<0.7689417] yes=65,no=66,missing=66,gain=1.29924369,cover=596
- 65:leaf=0.000986799481,cover=0
- 66:leaf=0.00572091294,cover=0
- 16:[PialArea5<0.672997355] yes=33,no=34,missing=34,gain=2.11336017,cover=79633
- 33:[Curv5<0.0877084062] yes=67,no=68,missing=67,gain=2.24594355,cover=31314
- 67:leaf=0.000401255267,cover=0
- 68:leaf=-0.000459620322,cover=0
- 34:[Curv5<-0.160152137] yes=69,no=70,missing=70,gain=2.3101716,cover=48319
- 69:leaf=4.64929581e-05,cover=0
- 70:leaf=-0.000706547056,cover=0
- 8:[LGI5<2.33061647] yes=17,no=18,missing=18,gain=0.852913737,cover=4570506
- 17:[Sulc0<0.383163035] yes=35,no=36,missing=35,gain=1.99881196,cover=289826
- 35:[LGI5<2.31192279] yes=71,no=72,missing=72,gain=2.81642914,cover=272218
- 71:leaf=4.6007277e-05,cover=0
- 72:leaf=0.000467030186,cover=0
- 36:[LGI5<2.2730217] yes=73,no=74,missing=73,gain=2.72447348,cover=17608
- 73:leaf=0.000305672438,cover=0
- 74:leaf=-0.000955466006,cover=0
- 18:[Ecc<1.68457866] yes=37,no=38,missing=38,gain=0.966386259,cover=4280680
- 37:[Pol<78.2110443] yes=75,no=76,missing=75,gain=2.34452152,cover=56936
- 75:leaf=-0.00020544455,cover=0
- 76:leaf=0.000455141912,cover=0
- 38:[Ecc<3.10160303] yes=77,no=78,missing=77,gain=1.20922494,cover=4223744
- 77:leaf=-9.24297419e-05,cover=0
- 78:leaf=4.00850013e-06,cover=0
- 4:[PialCurv5<-0.0868030339] yes=9,no=10,missing=9,gain=5.97129726,cover=16299
- 9:[Curv5<-0.223784685] yes=19,no=20,missing=19,gain=2.74423456,cover=13616
- 19:[Pol<123.059357] yes=39,no=40,missing=40,gain=1.6716646,cover=4064
- 39:[Pol<107.66053] yes=79,no=80,missing=80,gain=2.2013998,cover=3378
- 79:leaf=-0.000567484531,cover=0
- 80:leaf=0.0153009696,cover=0
- 40:[Ecc<2.13501525] yes=81,no=82,missing=82,gain=1.1553123,cover=686
- 81:leaf=0.00253311824,cover=0
- 82:leaf=-0.00390479155,cover=0
- 20:[Curv5<-0.0922861248] yes=41,no=42,missing=41,gain=2.6202054,cover=9552
- 41:[Pol<172.045227] yes=83,no=84,missing=83,gain=2.37198186,cover=9487
- 83:leaf=0.000477236463,cover=0
- 84:leaf=0.00352578796,cover=0
- 42:[PialCurv5<-0.0886472985] yes=85,no=86,missing=85,gain=1.75896788,cover=65
- 85:leaf=-0.0125862183,cover=0
- 86:leaf=0.0103681311,cover=0
- 10:[Sulc0<-0.745069146] yes=21,no=22,missing=21,gain=1.52369213,cover=2683
- 21:[Curv5<-0.0413376503] yes=43,no=44,missing=43,gain=2.83743191,cover=1423
- 43:[LGI5<2.23211861] yes=87,no=88,missing=88,gain=2.21792889,cover=1418
- 87:leaf=0.0029898088,cover=0
- 88:leaf=-0.00426227041,cover=0
- 44:[Pol<52.7894325] yes=89,no=90,missing=89,gain=1.09593391,cover=5
- 89:leaf=0.0459203236,cover=0
- 90:leaf=0.000391785288,cover=0
- 22:[Pol<132.083344] yes=45,no=46,missing=45,gain=2.50959778,cover=1260
- 45:[LGI5<2.33929968] yes=91,no=92,missing=91,gain=1.46048701,cover=769
- 91:leaf=-0.00510050589,cover=0
- 92:leaf=0.00146176771,cover=0
- 46:[Pol<152.827332] yes=93,no=94,missing=93,gain=2.13872027,cover=491
- 93:leaf=-0.00803896785,cover=0
- 94:leaf=-0.00128190604,cover=0
- 2:[Area5<0.631603718] yes=5,no=6,missing=5,gain=1.7941947,cover=60050
- 5:[LGI5<2.59361267] yes=11,no=12,missing=11,gain=1.28003085,cover=544
- 11:[Sulc0<-0.79536891] yes=23,no=24,missing=24,gain=1.29054141,cover=428
- 23:[PialCurv5<-0.11422696] yes=47,no=48,missing=47,gain=1.13785422,cover=374
- 47:[Pol<12.2267933] yes=95,no=96,missing=95,gain=0.44625473,cover=224
- 95:leaf=-0.000139030817,cover=0
- 96:leaf=0.00631711353,cover=0
- 48:[PialCurv5<-0.0923183635] yes=97,no=98,missing=97,gain=0.548616707,cover=150
- 97:leaf=-0.00125847757,cover=0
- 98:leaf=0.00827257615,cover=0
- 24:[Ecc<3.22716212] yes=49,no=50,missing=50,gain=1.36320376,cover=54
- 49:[Ecc<2.48523927] yes=99,no=100,missing=99,gain=0.708364487,cover=36
- 99:leaf=0.010036177,cover=0
- 100:leaf=-0.00477197953,cover=0
- 50:[LGI5<2.56467891] yes=101,no=102,missing=101,gain=0.0836362839,cover=18
- 101:leaf=0.0254546385,cover=0
- 102:leaf=0.0132208867,cover=0
- 12:[PialCurv5<-0.123971827] yes=25,no=26,missing=25,gain=0.576421499,cover=116
- 25:[Curv5<-0.239749789] yes=51,no=52,missing=51,gain=0.316983342,cover=37
- 51:[Area5<0.616426587] yes=103,no=104,missing=103,gain=0.0801453441,cover=20
- 103:leaf=0.00192969048,cover=0
- 104:leaf=-0.0041420185,cover=0
- 52:[LGI5<2.66988635] yes=105,no=106,missing=105,gain=0.188939363,cover=17
- 105:leaf=0.000845500384,cover=0
- 106:leaf=0.0118627958,cover=0
- 26:[LGI5<3.268116] yes=53,no=54,missing=54,gain=0.285990357,cover=79
- 53:[Sulc0<-1.19305253] yes=107,no=108,missing=107,gain=0.210945278,cover=69
- 107:leaf=-0.0104886843,cover=0
- 108:leaf=-0.00180544914,cover=0
- 54:leaf=-0.0115944995,cover=0
- 6:[PialCurv5<-0.11422696] yes=13,no=14,missing=13,gain=1.12756944,cover=59506
- 13:[Curv5<-0.0902613774] yes=27,no=28,missing=28,gain=2.05452013,cover=21293
- 27:[LGI5<3.70550299] yes=55,no=56,missing=56,gain=1.39511275,cover=21256
- 55:[Area5<0.854415178] yes=109,no=110,missing=109,gain=1.43375635,cover=21039
- 109:leaf=-0.00055719231,cover=0
- 110:leaf=0.000268643198,cover=0
- 56:[LGI5<3.94193578] yes=111,no=112,missing=111,gain=0.560215831,cover=217
- 111:leaf=-0.00524340756,cover=0
- 112:leaf=0.00169999304,cover=0
- 28:[Area5<0.987501919] yes=57,no=58,missing=58,gain=0.535319567,cover=37
- 57:[Pol<13.2006302] yes=113,no=114,missing=113,gain=0.223071277,cover=18
- 113:leaf=0.00441511674,cover=0
- 114:leaf=-0.00805734098,cover=0
- 58:[Curv5<-0.0553030409] yes=115,no=116,missing=116,gain=0.0597043037,cover=19
- 115:leaf=-0.0137682529,cover=0
- 116:leaf=-0.0239112135,cover=0
- 14:[LGI5<2.16230083] yes=29,no=30,missing=30,gain=1.3183856,cover=38213
- 29:[Ecc<0.836319208] yes=59,no=60,missing=59,gain=1.26048172,cover=207
- 59:[Pol<68.895668] yes=117,no=118,missing=117,gain=0.204475641,cover=36
- 117:leaf=0.0140860742,cover=0
- 118:leaf=0.00260599656,cover=0
- 60:[Sulc0<-0.815117955] yes=119,no=120,missing=120,gain=0.628331482,cover=171
- 119:leaf=-9.90386106e-05,cover=0
- 120:leaf=0.00605148869,cover=0
- 30:[Sulc0<-1.12931466] yes=61,no=62,missing=61,gain=1.7436614,cover=38006
- 61:[Area5<0.805150867] yes=121,no=122,missing=121,gain=1.87211013,cover=1516
- 121:leaf=-0.00269706408,cover=0
- 122:leaf=0.000997018651,cover=0
- 62:[Area5<0.854415178] yes=123,no=124,missing=123,gain=1.72143984,cover=36490
- 123:leaf=0.000697117241,cover=0
- 124:leaf=4.7360877e-06,cover=0
-booster[734]:
-0:[PialArea5<0.971235156] yes=1,no=2,missing=2,gain=0.36727649,cover=5124388
- 1:[MidArea5<1.01334012] yes=3,no=4,missing=4,gain=1.11194956,cover=3914635
- 3:[MidArea5<0.861292899] yes=7,no=8,missing=8,gain=1.44721437,cover=3913186
- 7:[Area5<0.894858658] yes=15,no=16,missing=15,gain=1.30251765,cover=3863788
- 15:[Pol<175.068527] yes=31,no=32,missing=31,gain=0.951864123,cover=3852370
- 31:[Sulc0<-0.357752919] yes=63,no=64,missing=63,gain=1.2058661,cover=3724586
- 63:leaf=-5.29780627e-05,cover=0
- 64:leaf=8.44634451e-06,cover=0
- 32:[Sulc0<-0.0788570642] yes=65,no=66,missing=65,gain=3.10781646,cover=127784
- 65:leaf=0.000219327048,cover=0
- 66:leaf=-0.000538303051,cover=0
- 16:[LGI5<2.35684347] yes=33,no=34,missing=33,gain=2.84067583,cover=11418
- 33:[Curv5<-0.0133169871] yes=67,no=68,missing=67,gain=1.57835639,cover=1166
- 67:leaf=0.00233850651,cover=0
- 68:leaf=-0.00262282533,cover=0
- 34:[Sulc0<-0.702361405] yes=69,no=70,missing=69,gain=3.89476657,cover=10252
- 69:leaf=0.0119978478,cover=0
- 70:leaf=0.000709869375,cover=0
- 8:[LGI5<3.78836131] yes=17,no=18,missing=17,gain=3.02146029,cover=49398
- 17:[Pol<51.9018669] yes=35,no=36,missing=35,gain=2.7631855,cover=48578
- 35:[Pol<21.2328167] yes=71,no=72,missing=71,gain=2.6324513,cover=12349
- 71:leaf=-0.000577884668,cover=0
- 72:leaf=0.000912829302,cover=0
- 36:[PialArea5<0.705942631] yes=73,no=74,missing=74,gain=2.54863691,cover=36229
- 73:leaf=0.00210551848,cover=0
- 74:leaf=-0.000614122662,cover=0
- 18:[LGI5<3.84897733] yes=37,no=38,missing=37,gain=6.18047285,cover=820
- 37:[PialCurv5<0.175003663] yes=75,no=76,missing=75,gain=1.76057148,cover=288
- 75:leaf=0.00763805583,cover=0
- 76:leaf=0.0248440951,cover=0
- 38:[Curv5<0.137416571] yes=77,no=78,missing=77,gain=0.472127706,cover=532
- 77:leaf=-0.000128258005,cover=0
- 78:leaf=-0.00703688338,cover=0
- 4:[PialCurv5<-0.0472753309] yes=9,no=10,missing=10,gain=1.57413948,cover=1449
- 9:[Ecc<2.13501525] yes=19,no=20,missing=19,gain=0.589633048,cover=72
- 19:[Sulc0<-0.516633809] yes=39,no=40,missing=40,gain=0.289028585,cover=55
- 39:[LGI5<2.28518939] yes=79,no=80,missing=79,gain=0.211461902,cover=39
- 79:leaf=-0.000912558695,cover=0
- 80:leaf=-0.00839659665,cover=0
- 40:[Curv5<-0.0553030409] yes=81,no=82,missing=81,gain=0.0717586577,cover=16
- 81:leaf=0.00744272349,cover=0
- 82:leaf=0.000287533272,cover=0
- 20:[Curv5<-0.0860676765] yes=41,no=42,missing=41,gain=0.414708018,cover=17
- 41:[Ecc<3.41847086] yes=83,no=84,missing=83,gain=0.102066875,cover=4
- 83:leaf=0.00688149361,cover=0
- 84:leaf=-0.00616511889,cover=0
- 42:[PialCurv5<-0.0529128574] yes=85,no=86,missing=86,gain=0.0574127436,cover=13
- 85:leaf=-0.019791808,cover=0
- 86:leaf=-0.00759190042,cover=0
- 10:[Curv5<0.000893599819] yes=21,no=22,missing=21,gain=1.25962865,cover=1377
- 21:[LGI5<2.56078315] yes=43,no=44,missing=44,gain=0.585765362,cover=130
- 43:[PialCurv5<0.0044251224] yes=87,no=88,missing=87,gain=0.52071619,cover=88
- 87:leaf=0.00127394742,cover=0
- 88:leaf=0.00939123333,cover=0
- 44:[Sulc0<0.15957281] yes=89,no=90,missing=89,gain=0.695259809,cover=42
- 89:leaf=0.0149578219,cover=0
- 90:leaf=0.000353534531,cover=0
- 22:[PialCurv5<0.0128733069] yes=45,no=46,missing=45,gain=1.03335452,cover=1247
- 45:[Pol<155.012512] yes=91,no=92,missing=92,gain=1.16963959,cover=134
- 91:leaf=-0.00547678582,cover=0
- 92:leaf=0.00535490084,cover=0
- 46:[Ecc<39.5502243] yes=93,no=94,missing=94,gain=0.973551154,cover=1113
- 93:leaf=0.0022055658,cover=0
- 94:leaf=-0.00316762435,cover=0
- 2:[Pol<162.313202] yes=5,no=6,missing=5,gain=1.6100626,cover=1209753
- 5:[Ecc<6.70300007] yes=11,no=12,missing=12,gain=4.01567078,cover=1004812
- 11:[Pol<87.3220139] yes=23,no=24,missing=23,gain=3.57791519,cover=540333
- 23:[Curv5<-0.256378978] yes=47,no=48,missing=47,gain=3.69102049,cover=397501
- 47:[Sulc0<-0.864702106] yes=95,no=96,missing=95,gain=1.2504921,cover=42717
- 95:leaf=-0.000222358372,cover=0
- 96:leaf=-0.000806312019,cover=0
- 48:[Ecc<5.78819752] yes=97,no=98,missing=97,gain=3.98649788,cover=354784
- 97:leaf=2.8375789e-05,cover=0
- 98:leaf=0.000562950619,cover=0
- 24:[LGI5<2.8746686] yes=49,no=50,missing=49,gain=13.0083885,cover=142832
- 49:[LGI5<2.53029394] yes=99,no=100,missing=99,gain=18.6816177,cover=138106
- 99:leaf=5.57638523e-05,cover=0
- 100:leaf=-0.00118831662,cover=0
- 50:[Curv5<-0.192867488] yes=101,no=102,missing=101,gain=4.79869747,cover=4726
- 101:leaf=-9.69021057e-05,cover=0
- 102:leaf=0.00337117468,cover=0
- 12:[Pol<63.605114] yes=25,no=26,missing=26,gain=8.24292183,cover=464479
- 25:[Curv5<-0.203415334] yes=51,no=52,missing=51,gain=4.9905839,cover=300247
- 51:[Pol<54.5053368] yes=103,no=104,missing=104,gain=8.358922,cover=92434
- 103:leaf=0.000258031621,cover=0
- 104:leaf=0.00484978966,cover=0
- 52:[Ecc<10.569519] yes=105,no=106,missing=105,gain=5.01614666,cover=207813
- 105:leaf=-0.000481949741,cover=0
- 106:leaf=3.95317547e-05,cover=0
- 26:[PialCurv5<-0.0868030339] yes=53,no=54,missing=54,gain=8.30843449,cover=164232
- 53:[Sulc0<-0.285426885] yes=107,no=108,missing=107,gain=7.48258448,cover=83488
- 107:leaf=0.000360316801,cover=0
- 108:leaf=-0.000745162135,cover=0
- 54:[Sulc0<-0.684786558] yes=109,no=110,missing=110,gain=10.0457325,cover=80744
- 109:leaf=-0.00324932463,cover=0
- 110:leaf=0.000881079992,cover=0
- 6:[Ecc<6.22534323] yes=13,no=14,missing=13,gain=10.0438871,cover=204941
- 13:[Curv5<-0.169727564] yes=27,no=28,missing=27,gain=15.3498611,cover=60655
- 27:[Area5<0.924216449] yes=55,no=56,missing=56,gain=5.53309584,cover=40588
- 55:[LGI5<2.69470191] yes=111,no=112,missing=111,gain=4.11756468,cover=40473
- 111:leaf=9.40768732e-05,cover=0
- 112:leaf=-0.00117821502,cover=0
- 56:[LGI5<2.51969218] yes=113,no=114,missing=114,gain=5.94258881,cover=115
- 113:leaf=-0.00562116085,cover=0
- 114:leaf=0.0185347479,cover=0
- 28:[Sulc0<-0.895242691] yes=57,no=58,missing=58,gain=12.4508762,cover=20067
- 57:[Ecc<2.54464626] yes=115,no=116,missing=116,gain=2.04417562,cover=4212
- 115:leaf=-0.00204899535,cover=0
- 116:leaf=0.000161811637,cover=0
- 58:[Sulc0<-0.445309728] yes=117,no=118,missing=117,gain=13.4682484,cover=15855
- 117:leaf=0.00258217449,cover=0
- 118:leaf=-0.00348427636,cover=0
- 14:[Ecc<16.7734241] yes=29,no=30,missing=29,gain=4.49678135,cover=144286
- 29:[Pol<177.360886] yes=59,no=60,missing=60,gain=4.57106304,cover=76132
- 59:[Curv5<-0.331971258] yes=119,no=120,missing=119,gain=2.93177414,cover=61013
- 119:leaf=-0.00689311419,cover=0
- 120:leaf=-0.000767857244,cover=0
- 60:[Ecc<10.2861843] yes=121,no=122,missing=121,gain=2.63360453,cover=15119
- 121:leaf=0.000570657896,cover=0
- 122:leaf=-0.000941331673,cover=0
- 30:[Ecc<25.1292973] yes=61,no=62,missing=61,gain=3.62047315,cover=68154
- 61:[Sulc0<-0.614971876] yes=123,no=124,missing=123,gain=9.05871487,cover=28996
- 123:leaf=-0.000159363306,cover=0
- 124:leaf=0.00181496388,cover=0
- 62:[Sulc0<-0.655889988] yes=125,no=126,missing=125,gain=4.13693714,cover=39158
- 125:leaf=0.000868726813,cover=0
- 126:leaf=-0.000566009665,cover=0
-booster[735]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=2,gain=0.402549714,cover=5124388
- 1:[PialCurv5<-0.140412122] yes=3,no=4,missing=3,gain=3.70424056,cover=483456
- 3:[Curv5<-0.279226273] yes=7,no=8,missing=7,gain=2.45650268,cover=300589
- 7:[Area5<0.404548973] yes=15,no=16,missing=16,gain=1.11015093,cover=171400
- 15:[MidArea5<0.532900333] yes=31,no=32,missing=32,gain=2.47822905,cover=8353
- 31:[PialArea5<0.715215623] yes=63,no=64,missing=64,gain=1.16925287,cover=3952
- 63:leaf=0.000215056774,cover=0
- 64:leaf=0.00427614944,cover=0
- 32:[PialArea5<0.859420419] yes=65,no=66,missing=65,gain=1.04662728,cover=4401
- 65:leaf=-0.00162576791,cover=0
- 66:leaf=0.000615694502,cover=0
- 16:[LGI5<3.45167398] yes=33,no=34,missing=33,gain=1.06363833,cover=163047
- 33:[Pol<24.282547] yes=67,no=68,missing=67,gain=1.30173266,cover=150206
- 67:leaf=-9.82632846e-05,cover=0
- 68:leaf=0.000222441959,cover=0
- 34:[PialCurv5<-0.164281175] yes=69,no=70,missing=69,gain=1.64313698,cover=12841
- 69:leaf=-0.000845261093,cover=0
- 70:leaf=0.000295349484,cover=0
- 8:[PialCurv5<-0.181738108] yes=17,no=18,missing=17,gain=1.78280854,cover=129189
- 17:[Pol<177.360886] yes=35,no=36,missing=35,gain=0.814961731,cover=6491
- 35:[Ecc<0.889730632] yes=71,no=72,missing=72,gain=0.766783953,cover=6353
- 71:leaf=-0.00402873708,cover=0
- 72:leaf=0.000725331076,cover=0
- 36:[Area5<0.420677572] yes=73,no=74,missing=74,gain=0.774303377,cover=138
- 73:leaf=0.0161861219,cover=0
- 74:leaf=-0.00390396896,cover=0
- 18:[MidArea5<0.65496558] yes=37,no=38,missing=37,gain=1.62519646,cover=122698
- 37:[Ecc<4.40349627] yes=75,no=76,missing=76,gain=2.49272752,cover=18810
- 75:leaf=-0.000446367398,cover=0
- 76:leaf=0.000705924351,cover=0
- 38:[Area5<0.64983958] yes=77,no=78,missing=77,gain=2.56744194,cover=103888
- 77:leaf=-0.000569422671,cover=0
- 78:leaf=-6.86161584e-05,cover=0
- 4:[Area5<0.513795495] yes=9,no=10,missing=10,gain=3.10735559,cover=182867
- 9:[LGI5<3.62495422] yes=19,no=20,missing=20,gain=1.52156401,cover=43242
- 19:[LGI5<2.48283219] yes=39,no=40,missing=39,gain=1.33499694,cover=42945
- 39:[Ecc<4.27275372] yes=79,no=80,missing=79,gain=1.58509731,cover=24867
- 79:leaf=-9.58467062e-05,cover=0
- 80:leaf=0.00106351124,cover=0
- 40:[LGI5<2.76298451] yes=81,no=82,missing=81,gain=1.98000038,cover=18078
- 81:leaf=-0.000952959177,cover=0
- 82:leaf=0.000104839251,cover=0
- 20:[Pol<165.239029] yes=41,no=42,missing=41,gain=1.92268932,cover=297
- 41:[Curv5<-0.310856104] yes=83,no=84,missing=84,gain=1.2625351,cover=230
- 83:leaf=-0.00232998864,cover=0
- 84:leaf=0.00729621295,cover=0
- 42:[Sulc0<-1.03844893] yes=85,no=86,missing=85,gain=0.266495824,cover=67
- 85:leaf=0.00624607503,cover=0
- 86:leaf=-0.0049115424,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=22,gain=3.43246508,cover=139625
- 21:[LGI5<3.07984829] yes=43,no=44,missing=43,gain=2.03560376,cover=56736
- 43:[Sulc0<-0.667459846] yes=87,no=88,missing=87,gain=2.64911866,cover=42321
- 87:leaf=8.04652009e-05,cover=0
- 88:leaf=-0.000852308527,cover=0
- 44:[Ecc<30.959959] yes=89,no=90,missing=89,gain=3.56010175,cover=14415
- 89:leaf=0.000229122772,cover=0
- 90:leaf=0.0024788864,cover=0
- 22:[Pol<153.554306] yes=45,no=46,missing=45,gain=6.65217209,cover=82889
- 45:[LGI5<3.13786864] yes=91,no=92,missing=91,gain=5.43414116,cover=44756
- 91:leaf=0.00117357331,cover=0
- 92:leaf=-0.000428948697,cover=0
- 46:[LGI5<2.41022825] yes=93,no=94,missing=93,gain=3.7412653,cover=38133
- 93:leaf=0.00146086363,cover=0
- 94:leaf=-0.000119110155,cover=0
- 2:[PialCurv5<-0.149745584] yes=5,no=6,missing=6,gain=4.26225996,cover=4640932
- 5:[Curv5<-0.222158164] yes=11,no=12,missing=11,gain=7.73465061,cover=56855
- 11:[Ecc<6.76014757] yes=23,no=24,missing=23,gain=1.71015847,cover=33941
- 23:[Area5<0.509397149] yes=47,no=48,missing=48,gain=1.66758144,cover=17228
- 47:[Sulc0<-0.998678327] yes=95,no=96,missing=95,gain=1.09303582,cover=3951
- 95:leaf=-0.000783811323,cover=0
- 96:leaf=0.00103765354,cover=0
- 48:[Sulc0<-0.690729618] yes=97,no=98,missing=97,gain=1.26320767,cover=13277
- 97:leaf=-0.000910671894,cover=0
- 98:leaf=0.000322340289,cover=0
- 24:[Sulc0<-0.426983118] yes=49,no=50,missing=49,gain=1.09926128,cover=16713
- 49:[MidArea5<0.773718297] yes=99,no=100,missing=99,gain=1.30881917,cover=14205
- 99:leaf=0.00107850123,cover=0
- 100:leaf=9.41660692e-05,cover=0
- 50:[Pol<43.7633247] yes=101,no=102,missing=101,gain=2.80310059,cover=2508
- 101:leaf=0.00481552677,cover=0
- 102:leaf=-0.00116785604,cover=0
- 12:[PialCurv5<-0.190801308] yes=25,no=26,missing=26,gain=4.21853447,cover=22914
- 25:[LGI5<2.44006681] yes=51,no=52,missing=52,gain=1.65565014,cover=1438
- 51:[Ecc<4.40349627] yes=103,no=104,missing=104,gain=2.85600138,cover=230
- 103:leaf=-0.000670818263,cover=0
- 104:leaf=-0.0119572785,cover=0
- 52:[Area5<0.726017833] yes=105,no=106,missing=105,gain=1.90326023,cover=1208
- 105:leaf=0.000851617486,cover=0
- 106:leaf=-0.00320950896,cover=0
- 26:[Area5<0.596935391] yes=53,no=54,missing=54,gain=3.04767799,cover=21476
- 53:[Ecc<21.7409172] yes=107,no=108,missing=108,gain=2.41052699,cover=7870
- 107:leaf=0.000756314548,cover=0
- 108:leaf=-0.0028212734,cover=0
- 54:[PialArea5<1.1257062] yes=109,no=110,missing=109,gain=3.02670097,cover=13606
- 109:leaf=0.00216578622,cover=0
- 110:leaf=0.000379731704,cover=0
- 6:[Sulc0<-0.903383076] yes=13,no=14,missing=13,gain=1.05220759,cover=4584077
- 13:[PialArea5<0.689872265] yes=27,no=28,missing=28,gain=4.86818171,cover=250298
- 27:[Area5<0.4695113] yes=55,no=56,missing=55,gain=3.45599461,cover=2484
- 55:[Ecc<1.21076584] yes=111,no=112,missing=112,gain=1.46277797,cover=716
- 111:leaf=0.001148007,cover=0
- 112:leaf=-0.00340358517,cover=0
- 56:[LGI5<2.13090348] yes=113,no=114,missing=113,gain=4.39042854,cover=1768
- 113:leaf=-0.00529083889,cover=0
- 114:leaf=0.00400145538,cover=0
- 28:[Curv5<-0.125495523] yes=57,no=58,missing=58,gain=4.53738785,cover=247814
- 57:[Ecc<17.0169544] yes=115,no=116,missing=115,gain=2.24786925,cover=237155
- 115:leaf=-4.15496252e-05,cover=0
- 116:leaf=-0.000616310746,cover=0
- 58:[Ecc<5.01513863] yes=117,no=118,missing=117,gain=7.878654,cover=10659
- 117:leaf=-0.00168145751,cover=0
- 118:leaf=0.00227577216,cover=0
- 14:[LGI5<2.6558373] yes=29,no=30,missing=29,gain=1.35774541,cover=4333779
- 29:[Pol<60.4070244] yes=59,no=60,missing=59,gain=5.91446877,cover=1792590
- 59:[Area5<0.639429986] yes=119,no=120,missing=119,gain=11.7438736,cover=257947
- 119:leaf=-0.000199497663,cover=0
- 120:leaf=0.000503542891,cover=0
- 60:[Area5<0.600206077] yes=121,no=122,missing=121,gain=7.95507908,cover=1534643
- 121:leaf=0.000197511559,cover=0
- 122:leaf=-7.1066941e-05,cover=0
- 30:[Pol<66.6374893] yes=61,no=62,missing=61,gain=5.1357975,cover=2541189
- 61:[Ecc<14.9070177] yes=123,no=124,missing=123,gain=17.5124626,cover=771134
- 123:leaf=-0.000404203834,cover=0
- 124:leaf=7.58353272e-05,cover=0
- 62:[Ecc<5.46745825] yes=125,no=126,missing=125,gain=4.59232569,cover=1770055
- 125:leaf=-0.000319192332,cover=0
- 126:leaf=3.84729319e-05,cover=0
-booster[736]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=0.369351625,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=3,gain=1.28466213,cover=60049
- 3:[PialCurv5<-0.0363363102] yes=7,no=8,missing=8,gain=1.266132,cover=19947
- 7:[Curv5<0.000893599819] yes=15,no=16,missing=15,gain=1.23935699,cover=16785
- 15:[Curv5<-0.125495523] yes=31,no=32,missing=31,gain=0.613592207,cover=16725
- 31:[Area5<0.705328763] yes=61,no=62,missing=61,gain=0.685462117,cover=14153
- 61:leaf=0.000119417535,cover=0
- 62:leaf=-0.000582175504,cover=0
- 32:[PialArea5<1.57955706] yes=63,no=64,missing=63,gain=1.69183731,cover=2572
- 63:leaf=0.000554223021,cover=0
- 64:leaf=0.0173962619,cover=0
- 16:[PialCurv5<-0.105644517] yes=33,no=34,missing=33,gain=1.19612002,cover=60
- 33:[Sulc0<-0.620624542] yes=65,no=66,missing=65,gain=0.39138782,cover=6
- 65:leaf=0.0342157967,cover=0
- 66:leaf=0.00502819614,cover=0
- 34:[PialArea5<0.70906347] yes=67,no=68,missing=67,gain=0.513569593,cover=54
- 67:leaf=0.00717581762,cover=0
- 68:leaf=-0.00396633288,cover=0
- 8:[Area5<0.77338779] yes=17,no=18,missing=18,gain=0.726842403,cover=3162
- 17:[Sulc0<0.151281953] yes=35,no=36,missing=35,gain=1.22994912,cover=2500
- 35:[Curv5<-0.0553030409] yes=69,no=70,missing=70,gain=0.796102405,cover=2468
- 69:leaf=-0.00197285973,cover=0
- 70:leaf=-1.46067896e-05,cover=0
- 36:[Curv5<0.099404186] yes=71,no=72,missing=71,gain=0.72826612,cover=32
- 71:leaf=-0.0148734068,cover=0
- 72:leaf=0.00163643551,cover=0
- 18:[Sulc0<0.15957281] yes=37,no=38,missing=37,gain=1.01278377,cover=662
- 37:[LGI5<2.69470191] yes=73,no=74,missing=74,gain=0.77494812,cover=657
- 73:leaf=0.000778025191,cover=0
- 74:leaf=-0.00360409985,cover=0
- 38:[Ecc<1.68457866] yes=75,no=76,missing=75,gain=0.211248994,cover=5
- 75:leaf=-0.00159672799,cover=0
- 76:leaf=0.0221021082,cover=0
- 4:[MidArea5<0.586498976] yes=9,no=10,missing=9,gain=1.05118275,cover=40102
- 9:[LGI5<2.44958925] yes=19,no=20,missing=19,gain=1.43547463,cover=1142
- 19:leaf=-0.0171225555,cover=0
- 20:[LGI5<2.60212255] yes=39,no=40,missing=40,gain=1.30269897,cover=1129
- 39:[PialCurv5<0.275165707] yes=77,no=78,missing=77,gain=0.341286182,cover=11
- 77:leaf=0.0191696566,cover=0
- 78:leaf=-0.00237898831,cover=0
- 40:[PialArea5<0.436710119] yes=79,no=80,missing=79,gain=0.85636127,cover=1118
- 79:leaf=0.00105184305,cover=0
- 80:leaf=-0.00203935173,cover=0
- 10:[PialCurv5<-0.0914456472] yes=21,no=22,missing=21,gain=1.10432804,cover=38960
- 21:[MidArea5<0.754747927] yes=41,no=42,missing=42,gain=1.47113562,cover=22307
- 41:[Curv5<-0.141545609] yes=81,no=82,missing=81,gain=1.49271536,cover=5474
- 81:leaf=0.000990308356,cover=0
- 82:leaf=-0.00301097962,cover=0
- 42:[Ecc<38.7725143] yes=83,no=84,missing=83,gain=1.09050512,cover=16833
- 83:leaf=-0.000298174535,cover=0
- 84:leaf=0.00083935674,cover=0
- 22:[Sulc0<-0.224179193] yes=43,no=44,missing=43,gain=1.72709942,cover=16653
- 43:[Ecc<17.0169544] yes=85,no=86,missing=85,gain=2.1127634,cover=11869
- 85:leaf=0.000500451948,cover=0
- 86:leaf=0.00192676671,cover=0
- 44:[Sulc0<0.0770083591] yes=87,no=88,missing=87,gain=1.55686855,cover=4784
- 87:leaf=-0.000726027589,cover=0
- 88:leaf=0.00128248148,cover=0
- 2:[Curv5<0.0100963581] yes=5,no=6,missing=5,gain=0.437698334,cover=5064339
- 5:[PialArea5<0.70906347] yes=11,no=12,missing=11,gain=3.24214029,cover=3153445
- 11:[Area5<0.697420239] yes=23,no=24,missing=23,gain=3.86705065,cover=371406
- 23:[LGI5<2.41022825] yes=45,no=46,missing=45,gain=4.3797102,cover=331505
- 45:[Ecc<11.3532677] yes=89,no=90,missing=89,gain=4.05828047,cover=79245
- 89:leaf=0.000247489399,cover=0
- 90:leaf=-0.00653755059,cover=0
- 46:[Ecc<16.0247612] yes=91,no=92,missing=91,gain=5.35107565,cover=252260
- 91:leaf=-0.000331876887,cover=0
- 92:leaf=0.00019722656,cover=0
- 24:[Pol<146.122681] yes=47,no=48,missing=47,gain=19.4022141,cover=39901
- 47:[Pol<71.8249207] yes=93,no=94,missing=94,gain=13.4217892,cover=31983
- 93:leaf=0.000539749744,cover=0
- 94:leaf=-0.00178056234,cover=0
- 48:[PialCurv5<0.0044251224] yes=95,no=96,missing=95,gain=6.32628536,cover=7918
- 95:leaf=0.0025517093,cover=0
- 96:leaf=-0.000497277593,cover=0
- 12:[PialCurv5<0.0400940292] yes=25,no=26,missing=25,gain=9.4931097,cover=2782039
- 25:[Area5<0.642765105] yes=49,no=50,missing=49,gain=3.19399023,cover=2719941
- 49:[Curv5<-0.066452302] yes=97,no=98,missing=97,gain=15.4978113,cover=1058152
- 97:leaf=1.4314086e-05,cover=0
- 98:leaf=0.000868684903,cover=0
- 50:[Curv5<-0.115945198] yes=99,no=100,missing=99,gain=5.381845,cover=1661789
- 99:leaf=2.41369908e-05,cover=0
- 100:leaf=-0.000158515249,cover=0
- 26:[Pol<25.2957573] yes=51,no=52,missing=52,gain=7.34244823,cover=62098
- 51:[Sulc0<-0.714205623] yes=101,no=102,missing=101,gain=2.66629124,cover=2195
- 101:leaf=0.00540470099,cover=0
- 102:leaf=-0.0026198572,cover=0
- 52:[Ecc<18.8860435] yes=103,no=104,missing=104,gain=7.98624516,cover=59903
- 103:leaf=0.000491005776,cover=0
- 104:leaf=0.00217034528,cover=0
- 6:[PialCurv5<0.0354230702] yes=13,no=14,missing=13,gain=6.46182919,cover=1910894
- 13:[Pol<69.6327286] yes=27,no=28,missing=27,gain=8.42985058,cover=147861
- 27:[Area5<0.726017833] yes=53,no=54,missing=53,gain=15.9916077,cover=43269
- 53:[Sulc0<0.176289052] yes=105,no=106,missing=106,gain=8.94088364,cover=24719
- 105:leaf=-0.000581052562,cover=0
- 106:leaf=0.00143825088,cover=0
- 54:[Curv5<0.0278947372] yes=107,no=108,missing=107,gain=8.1050148,cover=18550
- 107:leaf=0.00120177714,cover=0
- 108:leaf=0.00334821199,cover=0
- 28:[Ecc<19.4699688] yes=55,no=56,missing=56,gain=4.71529627,cover=104592
- 55:[Ecc<5.66086149] yes=109,no=110,missing=109,gain=6.56866455,cover=92492
- 109:leaf=-0.000244122508,cover=0
- 110:leaf=0.000601471576,cover=0
- 56:[Pol<131.443253] yes=111,no=112,missing=111,gain=26.2710228,cover=12100
- 111:leaf=-0.0028070386,cover=0
- 112:leaf=0.00191739481,cover=0
- 14:[PialArea5<0.721636832] yes=29,no=30,missing=29,gain=4.497612,cover=1763033
- 29:[Pol<49.2074432] yes=57,no=58,missing=57,gain=5.48068333,cover=1539457
- 57:[Area5<0.648839295] yes=113,no=114,missing=113,gain=6.32545996,cover=40586
- 113:leaf=-0.000901518506,cover=0
- 114:leaf=0.000854964484,cover=0
- 58:[Sulc0<-0.370474488] yes=115,no=116,missing=115,gain=4.11047935,cover=1498871
- 115:leaf=-0.000576573831,cover=0
- 116:leaf=1.74811466e-05,cover=0
- 30:[Ecc<7.79996967] yes=59,no=60,missing=59,gain=8.81342697,cover=223576
- 59:[Area5<0.657483757] yes=117,no=118,missing=117,gain=12.6062088,cover=90415
- 117:leaf=0.00258603203,cover=0
- 118:leaf=1.8409155e-05,cover=0
- 60:[Area5<0.755546272] yes=119,no=120,missing=119,gain=6.78472233,cover=133161
- 119:leaf=-0.000861140084,cover=0
- 120:leaf=-0.000145466402,cover=0
-booster[737]:
-0:[PialArea5<0.931472182] yes=1,no=2,missing=2,gain=0.379202217,cover=5124388
- 1:[PialCurv5<-0.111109555] yes=3,no=4,missing=3,gain=1.05178714,cover=3651638
- 3:[Curv5<-0.179045901] yes=7,no=8,missing=7,gain=4.78987455,cover=541929
- 7:[Ecc<2.6675415] yes=15,no=16,missing=15,gain=1.75286889,cover=490405
- 15:[Area5<0.625618935] yes=31,no=32,missing=31,gain=5.40155125,cover=114968
- 31:[Pol<120.317558] yes=63,no=64,missing=64,gain=2.62907004,cover=105421
- 63:leaf=-4.21472032e-05,cover=0
- 64:leaf=-0.000544395763,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=66,gain=4.92737961,cover=9547
- 65:leaf=0.0128206834,cover=0
- 66:leaf=0.000866425165,cover=0
- 16:[Area5<0.562355936] yes=33,no=34,missing=33,gain=2.51097798,cover=375437
- 33:[PialArea5<0.609252691] yes=67,no=68,missing=68,gain=1.3499887,cover=142502
- 67:leaf=-0.000291061442,cover=0
- 68:leaf=0.000270978606,cover=0
- 34:[Curv5<-0.20189926] yes=69,no=70,missing=69,gain=3.73611474,cover=232935
- 69:leaf=-0.000111692563,cover=0
- 70:leaf=0.00052878604,cover=0
- 8:[Area5<0.601796865] yes=17,no=18,missing=17,gain=5.30764198,cover=51524
- 17:[Pol<156.492447] yes=35,no=36,missing=35,gain=2.57144189,cover=27135
- 35:[PialArea5<0.836640656] yes=71,no=72,missing=72,gain=2.16223764,cover=21549
- 71:leaf=-1.33501471e-05,cover=0
- 72:leaf=0.00113328581,cover=0
- 36:[Curv5<-0.0598238073] yes=73,no=74,missing=74,gain=3.51391697,cover=5586
- 73:leaf=-0.000813496416,cover=0
- 74:leaf=-0.0153312832,cover=0
- 18:[Area5<0.72690624] yes=37,no=38,missing=37,gain=10.0312786,cover=24389
- 37:[PialArea5<0.605248392] yes=75,no=76,missing=76,gain=5.45885658,cover=18994
- 75:leaf=-0.00152993121,cover=0
- 76:leaf=0.00182015996,cover=0
- 38:[Pol<141.801834] yes=77,no=78,missing=78,gain=4.30637026,cover=5395
- 77:leaf=-0.00172997674,cover=0
- 78:leaf=0.0014216,cover=0
- 4:[Curv5<-0.0773924068] yes=9,no=10,missing=9,gain=2.53857422,cover=3109709
- 9:[PialCurv5<-0.0314326771] yes=19,no=20,missing=19,gain=11.2891169,cover=640699
- 19:[Area5<0.525751591] yes=39,no=40,missing=40,gain=7.21459198,cover=567043
- 39:[PialArea5<0.613238215] yes=79,no=80,missing=79,gain=3.29421735,cover=109122
- 79:leaf=-0.000692762376,cover=0
- 80:leaf=0.000267539057,cover=0
- 40:[Pol<156.492447] yes=81,no=82,missing=81,gain=8.38836861,cover=457921
- 81:leaf=-0.000377176417,cover=0
- 82:leaf=0.000161003511,cover=0
- 20:[MidArea5<0.715439677] yes=41,no=42,missing=42,gain=16.7388039,cover=73656
- 41:[Pol<108.715256] yes=83,no=84,missing=83,gain=11.206522,cover=42253
- 83:leaf=0.000736006012,cover=0
- 84:leaf=-0.000902999367,cover=0
- 42:[Curv5<-0.0963523984] yes=85,no=86,missing=85,gain=10.9126759,cover=31403
- 85:leaf=0.00229864777,cover=0
- 86:leaf=0.000434138259,cover=0
- 10:[PialCurv5<-0.0632625744] yes=21,no=22,missing=21,gain=16.1883335,cover=2469010
- 21:[MidArea5<0.666140199] yes=43,no=44,missing=44,gain=19.8085823,cover=31103
- 43:[Sulc0<-0.364187956] yes=87,no=88,missing=87,gain=3.9000957,cover=12351
- 87:leaf=-0.00148130103,cover=0
- 88:leaf=0.000324300781,cover=0
- 44:[Pol<111.326981] yes=89,no=90,missing=89,gain=13.4573364,cover=18752
- 89:leaf=0.00341284997,cover=0
- 90:leaf=0.000727844425,cover=0
- 22:[Sulc0<-0.745069146] yes=45,no=46,missing=45,gain=4.06070375,cover=2437907
- 45:[Pol<19.2006226] yes=91,no=92,missing=92,gain=4.63146544,cover=8429
- 91:leaf=0.00210452895,cover=0
- 92:leaf=-0.00153435674,cover=0
- 46:[PialCurv5<-0.0472753309] yes=93,no=94,missing=93,gain=3.60569882,cover=2429478
- 93:leaf=0.000456017646,cover=0
- 94:leaf=-1.54879726e-05,cover=0
- 2:[Ecc<0.353712648] yes=5,no=6,missing=6,gain=1.53349328,cover=1472750
- 5:[LGI5<2.30690479] yes=11,no=12,missing=11,gain=3.07757854,cover=18060
- 11:[LGI5<2.18291569] yes=23,no=24,missing=23,gain=3.1132369,cover=5478
- 23:[Area5<0.596935391] yes=47,no=48,missing=47,gain=1.52747667,cover=1058
- 47:[PialCurv5<-0.0990834236] yes=95,no=96,missing=96,gain=3.23289776,cover=345
- 95:leaf=0.00365946419,cover=0
- 96:leaf=-0.00604995666,cover=0
- 48:[LGI5<2.13090348] yes=97,no=98,missing=98,gain=2.46402836,cover=713
- 97:leaf=0.00695895869,cover=0
- 98:leaf=0.000465516292,cover=0
- 24:[Sulc0<-0.614971876] yes=49,no=50,missing=49,gain=3.94318867,cover=4420
- 49:[Curv5<-0.00141534733] yes=99,no=100,missing=99,gain=2.97188425,cover=4072
- 99:leaf=-0.00165545382,cover=0
- 100:leaf=0.0199395157,cover=0
- 50:[MidArea5<0.975851595] yes=101,no=102,missing=101,gain=2.38903952,cover=348
- 101:leaf=-0.00880285073,cover=0
- 102:leaf=0.00295478269,cover=0
- 12:[PialCurv5<-0.0957419723] yes=25,no=26,missing=25,gain=2.35870576,cover=12582
- 25:[LGI5<2.62853003] yes=51,no=52,missing=52,gain=2.31020546,cover=6258
- 51:[Pol<56.1920547] yes=103,no=104,missing=104,gain=1.87206531,cover=5971
- 103:leaf=6.32151423e-05,cover=0
- 104:leaf=-0.00171434868,cover=0
- 52:[Sulc0<-0.53419745] yes=105,no=106,missing=105,gain=0.749670148,cover=287
- 105:leaf=0.00407024799,cover=0
- 106:leaf=-0.0125538753,cover=0
- 26:[LGI5<2.37589788] yes=53,no=54,missing=53,gain=1.56587541,cover=6324
- 53:[Sulc0<-0.690729618] yes=107,no=108,missing=108,gain=1.88177931,cover=2082
- 107:leaf=0.000406654464,cover=0
- 108:leaf=-0.00309048756,cover=0
- 54:[Curv5<-0.136312515] yes=109,no=110,missing=109,gain=1.78935027,cover=4242
- 109:leaf=0.002473559,cover=0
- 110:leaf=0.000380831683,cover=0
- 6:[Pol<157.22821] yes=13,no=14,missing=13,gain=1.20340514,cover=1454690
- 13:[Ecc<6.47151232] yes=27,no=28,missing=28,gain=4.2648325,cover=1151180
- 27:[Pol<123.059357] yes=55,no=56,missing=55,gain=5.90920734,cover=577423
- 55:[Sulc0<-0.546384335] yes=111,no=112,missing=111,gain=4.29610825,cover=469449
- 111:leaf=-5.30109464e-05,cover=0
- 112:leaf=0.000302800559,cover=0
- 56:[Ecc<4.00532722] yes=113,no=114,missing=114,gain=14.5511894,cover=107974
- 113:leaf=0.000125689243,cover=0
- 114:leaf=-0.00104656117,cover=0
- 28:[Pol<127.133438] yes=57,no=58,missing=58,gain=6.84815884,cover=573757
- 57:[Curv5<-0.198884338] yes=115,no=116,missing=115,gain=5.82123995,cover=435132
- 115:leaf=0.000328242284,cover=0
- 116:leaf=-7.04840859e-05,cover=0
- 58:[LGI5<3.28291535] yes=117,no=118,missing=117,gain=11.2521143,cover=138625
- 117:leaf=0.000708773325,cover=0
- 118:leaf=-0.000340454717,cover=0
- 14:[Ecc<6.03867722] yes=29,no=30,missing=29,gain=9.01941776,cover=303510
- 29:[Curv5<-0.129194111] yes=59,no=60,missing=59,gain=19.8830185,cover=91249
- 59:[Sulc0<-0.580759466] yes=119,no=120,missing=120,gain=5.89457893,cover=77715
- 119:leaf=0.000146796228,cover=0
- 120:leaf=-0.00183933007,cover=0
- 60:[Ecc<2.31110334] yes=121,no=122,missing=121,gain=15.0066223,cover=13534
- 121:leaf=0.000285523682,cover=0
- 122:leaf=0.00363149843,cover=0
- 30:[LGI5<2.64649582] yes=61,no=62,missing=61,gain=5.35755348,cover=212261
- 61:[Pol<177.360886] yes=123,no=124,missing=123,gain=3.07435513,cover=35474
- 123:leaf=-0.00101497758,cover=0
- 124:leaf=0.000211258637,cover=0
- 62:[Curv5<-0.0795110464] yes=125,no=126,missing=125,gain=3.20368361,cover=176787
- 125:leaf=-5.72964454e-05,cover=0
- 126:leaf=-0.000771641382,cover=0
-booster[738]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=2,gain=0.350821614,cover=5124388
- 1:[Curv5<0.0736173838] yes=3,no=4,missing=4,gain=0.678315759,cover=140394
- 3:[Area5<0.67507118] yes=7,no=8,missing=8,gain=0.814720511,cover=1487
- 7:[LGI5<3.67381835] yes=15,no=16,missing=15,gain=0.403909981,cover=1355
- 15:[LGI5<2.80243301] yes=31,no=32,missing=31,gain=0.490823328,cover=1267
- 31:[Area5<0.628069878] yes=63,no=64,missing=63,gain=0.662008524,cover=539
- 63:leaf=-0.00093256851,cover=0
- 64:leaf=-0.00667825574,cover=0
- 32:[Ecc<9.17092323] yes=65,no=66,missing=65,gain=0.624329269,cover=728
- 65:leaf=0.00678684283,cover=0
- 66:leaf=0.000120309356,cover=0
- 16:[Area5<0.548651993] yes=33,no=34,missing=34,gain=0.333561897,cover=88
- 33:[Pol<102.241241] yes=67,no=68,missing=67,gain=0.164498672,cover=42
- 67:leaf=6.20508436e-05,cover=0
- 68:leaf=-0.0146216601,cover=0
- 34:[Pol<104.929901] yes=69,no=70,missing=69,gain=0.126093447,cover=46
- 69:leaf=-0.00733354036,cover=0
- 70:leaf=0.00398136815,cover=0
- 8:[PialCurv5<0.175003663] yes=17,no=18,missing=17,gain=0.988249898,cover=132
- 17:[Area5<0.714924753] yes=35,no=36,missing=36,gain=0.713499308,cover=101
- 35:[Pol<89.1530609] yes=71,no=72,missing=71,gain=0.546231866,cover=66
- 71:leaf=0.00632080762,cover=0
- 72:leaf=-0.00284016854,cover=0
- 36:[Ecc<16.2597466] yes=73,no=74,missing=74,gain=0.51832056,cover=35
- 73:leaf=-0.00182203879,cover=0
- 74:leaf=-0.0139385564,cover=0
- 18:[Ecc<15.5679035] yes=37,no=38,missing=37,gain=1.02708685,cover=31
- 37:[Area5<0.695856333] yes=75,no=76,missing=75,gain=0.424413443,cover=15
- 75:leaf=-0.0244384762,cover=0
- 76:leaf=0.000123365724,cover=0
- 38:[LGI5<3.38720298] yes=77,no=78,missing=77,gain=0.550109506,cover=16
- 77:leaf=0.00396901043,cover=0
- 78:leaf=-0.0140243964,cover=0
- 4:[Sulc0<-0.50485903] yes=9,no=10,missing=10,gain=0.645035863,cover=138907
- 9:[LGI5<2.42065382] yes=19,no=20,missing=20,gain=0.440712452,cover=201
- 19:[LGI5<2.21018219] yes=39,no=40,missing=39,gain=0.701117277,cover=162
- 39:[Area5<0.57817024] yes=79,no=80,missing=79,gain=0.680282056,cover=65
- 79:leaf=-0.00913171563,cover=0
- 80:leaf=0.00157330115,cover=0
- 40:[Pol<130.198486] yes=81,no=82,missing=81,gain=0.740168691,cover=97
- 81:leaf=-0.00775410002,cover=0
- 82:leaf=0.00322786043,cover=0
- 20:[Curv5<0.153449878] yes=41,no=42,missing=41,gain=0.237601638,cover=39
- 41:[Ecc<0.943656743] yes=83,no=84,missing=83,gain=0.14716661,cover=28
- 83:leaf=-0.0112412041,cover=0
- 84:leaf=-0.000722155615,cover=0
- 42:[Ecc<0.513775289] yes=85,no=86,missing=85,gain=0.126442671,cover=11
- 85:leaf=0.00291022519,cover=0
- 86:leaf=-0.00724275876,cover=0
- 10:[PialCurv5<0.0616685152] yes=21,no=22,missing=21,gain=0.766007423,cover=138706
- 21:[Sulc0<0.227376223] yes=43,no=44,missing=44,gain=1.53624988,cover=2295
- 43:[Sulc0<-0.312649339] yes=87,no=88,missing=87,gain=3.7067368,cover=649
- 87:leaf=0.00422289455,cover=0
- 88:leaf=-0.00375397853,cover=0
- 44:[Ecc<40.3354568] yes=89,no=90,missing=89,gain=1.06340981,cover=1646
- 89:leaf=0.00214657816,cover=0
- 90:leaf=-0.00298905815,cover=0
- 22:[Ecc<0.295587689] yes=45,no=46,missing=46,gain=0.732671499,cover=136411
- 45:[LGI5<2.31192279] yes=91,no=92,missing=91,gain=2.25656843,cover=192
- 91:leaf=0.00810949039,cover=0
- 92:leaf=-0.00272196205,cover=0
- 46:[Ecc<0.353712648] yes=93,no=94,missing=93,gain=0.800183535,cover=136219
- 93:leaf=-0.00316019962,cover=0
- 94:leaf=7.83712894e-05,cover=0
- 2:[Curv5<0.114925429] yes=5,no=6,missing=6,gain=0.48566246,cover=4983994
- 5:[Sulc0<0.717745602] yes=11,no=12,missing=11,gain=1.89093614,cover=4231449
- 11:[MidArea5<0.474339783] yes=23,no=24,missing=23,gain=1.71382046,cover=4134600
- 23:[PialArea5<0.605248392] yes=47,no=48,missing=48,gain=2.11964273,cover=15245
- 47:[Curv5<-0.19738704] yes=95,no=96,missing=95,gain=1.5943321,cover=15003
- 95:leaf=-0.000291905919,cover=0
- 96:leaf=0.000809787947,cover=0
- 48:[PialCurv5<-0.190801308] yes=97,no=98,missing=98,gain=0.352713585,cover=242
- 97:leaf=0.000344749249,cover=0
- 98:leaf=0.00591613073,cover=0
- 24:[MidArea5<0.578370392] yes=49,no=50,missing=49,gain=1.67453218,cover=4119355
- 49:[LGI5<3.84897733] yes=99,no=100,missing=100,gain=3.0200007,cover=233978
- 99:leaf=-0.000115709045,cover=0
- 100:leaf=-0.00204420229,cover=0
- 50:[PialArea5<0.567627013] yes=101,no=102,missing=101,gain=3.58200717,cover=3885377
- 101:leaf=0.000234988664,cover=0
- 102:leaf=-4.88763135e-06,cover=0
- 12:[LGI5<2.27925944] yes=25,no=26,missing=25,gain=5.20370531,cover=96849
- 25:[MidArea5<0.512587845] yes=51,no=52,missing=52,gain=0.541967392,cover=23
- 51:[Ecc<6.98131132] yes=103,no=104,missing=103,gain=0.0554790571,cover=2
- 103:leaf=0.00518769026,cover=0
- 104:leaf=-0.00661823153,cover=0
- 52:leaf=0.025768552,cover=0
- 26:[Area5<0.598585367] yes=53,no=54,missing=53,gain=4.21507072,cover=96826
- 53:[Pol<89.7623749] yes=105,no=106,missing=105,gain=5.18259382,cover=3043
- 105:leaf=-0.00454839366,cover=0
- 106:leaf=-0.000163449469,cover=0
- 54:[Ecc<46.7494621] yes=107,no=108,missing=108,gain=3.26602674,cover=93783
- 107:leaf=0.000364024891,cover=0
- 108:leaf=-0.000717549177,cover=0
- 6:[Ecc<12.3665791] yes=13,no=14,missing=14,gain=2.19613457,cover=752545
- 13:[Sulc0<0.966456771] yes=27,no=28,missing=27,gain=3.4338429,cover=495656
- 27:[LGI5<2.72552347] yes=55,no=56,missing=55,gain=3.57790709,cover=484583
- 55:[Pol<102.241241] yes=109,no=110,missing=109,gain=2.3318224,cover=354874
- 109:leaf=9.42283586e-05,cover=0
- 110:leaf=-0.000162377211,cover=0
- 56:[Area5<0.877147377] yes=111,no=112,missing=111,gain=2.53723812,cover=129709
- 111:leaf=0.00024601919,cover=0
- 112:leaf=0.00260812882,cover=0
- 28:[Area5<0.621834755] yes=57,no=58,missing=58,gain=1.81860781,cover=11073
- 57:[PialCurv5<0.322157294] yes=113,no=114,missing=113,gain=1.2029686,cover=245
- 113:leaf=0.00667921826,cover=0
- 114:leaf=-0.000325847359,cover=0
- 58:[Pol<102.778297] yes=115,no=116,missing=115,gain=1.1237452,cover=10828
- 115:leaf=-0.00119931588,cover=0
- 116:leaf=7.44040517e-05,cover=0
- 14:[Ecc<24.7238369] yes=29,no=30,missing=29,gain=3.31145716,cover=256889
- 29:[Pol<116.615585] yes=59,no=60,missing=59,gain=4.82552338,cover=137610
- 59:[Sulc0<0.795422614] yes=117,no=118,missing=117,gain=4.83955097,cover=93117
- 117:leaf=-0.000821966387,cover=0
- 118:leaf=-8.51637596e-05,cover=0
- 60:[LGI5<3.60428405] yes=119,no=120,missing=119,gain=4.22503901,cover=44493
- 119:leaf=-3.41397208e-05,cover=0
- 120:leaf=0.00182989833,cover=0
- 30:[Sulc0<0.235979095] yes=61,no=62,missing=61,gain=3.93726277,cover=119279
- 61:[Pol<154.27803] yes=121,no=122,missing=122,gain=3.50670338,cover=2198
- 121:leaf=0.00135516434,cover=0
- 122:leaf=0.00727491081,cover=0
- 62:[Curv5<0.162240714] yes=123,no=124,missing=124,gain=3.04474068,cover=117081
- 123:leaf=-0.000192883235,cover=0
- 124:leaf=0.000340521598,cover=0
-booster[739]:
-0:[PialArea5<0.955112517] yes=1,no=2,missing=1,gain=0.354401052,cover=5124388
- 1:[Curv5<0.0100963581] yes=3,no=4,missing=3,gain=0.782575369,cover=3812049
- 3:[Area5<0.726017833] yes=7,no=8,missing=8,gain=6.40096331,cover=1913660
- 7:[Ecc<9.50052643] yes=15,no=16,missing=15,gain=3.69174385,cover=1660200
- 15:[Pol<34.3003769] yes=31,no=32,missing=31,gain=10.1165152,cover=1092239
- 31:[Area5<0.609410942] yes=63,no=64,missing=64,gain=11.4986649,cover=113392
- 63:leaf=-6.51195296e-05,cover=0
- 64:leaf=0.000945263368,cover=0
- 32:[Pol<77.5287857] yes=65,no=66,missing=65,gain=17.6522141,cover=978847
- 65:leaf=-0.000482852163,cover=0
- 66:leaf=1.76881895e-05,cover=0
- 16:[Pol<51.9018669] yes=33,no=34,missing=33,gain=15.5372553,cover=567961
- 33:[PialCurv5<-0.0487009101] yes=67,no=68,missing=67,gain=21.7795353,cover=171414
- 67:leaf=5.03024203e-05,cover=0
- 68:leaf=-0.00122532737,cover=0
- 34:[Pol<100.628822] yes=69,no=70,missing=69,gain=84.0379486,cover=396547
- 69:leaf=0.00172882492,cover=0
- 70:leaf=-8.50909273e-05,cover=0
- 8:[Pol<147.599014] yes=17,no=18,missing=17,gain=7.30335665,cover=253460
- 17:[PialCurv5<0.0666604191] yes=35,no=36,missing=35,gain=6.80063629,cover=203974
- 35:[Curv5<-0.136312515] yes=71,no=72,missing=72,gain=7.62304878,cover=194971
- 71:leaf=0.000173662891,cover=0
- 72:leaf=-0.000613158627,cover=0
- 36:[Ecc<2.91795349] yes=73,no=74,missing=74,gain=3.58802462,cover=9003
- 73:leaf=0.00384978764,cover=0
- 74:leaf=0.000603672408,cover=0
- 18:[LGI5<3.11198854] yes=37,no=38,missing=37,gain=7.37296486,cover=49486
- 37:[LGI5<2.37589788] yes=75,no=76,missing=75,gain=7.43811417,cover=27272
- 75:leaf=-0.00212394958,cover=0
- 76:leaf=0.00106207212,cover=0
- 38:[PialCurv5<0.000298873958] yes=77,no=78,missing=77,gain=4.58371925,cover=22214
- 77:leaf=-0.00074340211,cover=0
- 78:leaf=0.00108752353,cover=0
- 4:[PialCurv5<0.0400940292] yes=9,no=10,missing=9,gain=4.72395754,cover=1898389
- 9:[Area5<0.600206077] yes=19,no=20,missing=20,gain=5.40074539,cover=165360
- 19:[PialCurv5<-0.062031392] yes=39,no=40,missing=39,gain=4.28574944,cover=16278
- 39:[MidArea5<0.480047464] yes=79,no=80,missing=80,gain=2.40175009,cover=934
- 79:leaf=-0.000101245641,cover=0
- 80:leaf=-0.00558008906,cover=0
- 40:[Sulc0<0.830503881] yes=81,no=82,missing=81,gain=3.05446529,cover=15344
- 81:leaf=-0.000310749077,cover=0
- 82:leaf=-0.00636844104,cover=0
- 20:[Sulc0<0.517823458] yes=41,no=42,missing=42,gain=6.36970425,cover=149082
- 41:[Curv5<0.0300692953] yes=83,no=84,missing=83,gain=5.73899841,cover=140768
- 83:leaf=-3.99375385e-05,cover=0
- 84:leaf=0.000598679704,cover=0
- 42:[PialArea5<0.632563293] yes=85,no=86,missing=86,gain=4.73013496,cover=8314
- 85:leaf=0.000720702985,cover=0
- 86:leaf=0.0031480433,cover=0
- 10:[PialArea5<0.628734469] yes=21,no=22,missing=21,gain=3.96782255,cover=1733029
- 21:[Area5<0.63275224] yes=43,no=44,missing=44,gain=4.80470562,cover=1296103
- 43:[Curv5<0.169394374] yes=87,no=88,missing=87,gain=5.4868784,cover=220725
- 87:leaf=-0.000397748168,cover=0
- 88:leaf=0.000104772793,cover=0
- 44:[Curv5<0.0756113976] yes=89,no=90,missing=89,gain=8.02379417,cover=1075378
- 89:leaf=0.000462070107,cover=0
- 90:leaf=2.96175458e-05,cover=0
- 22:[Area5<0.600206077] yes=45,no=46,missing=46,gain=5.48793983,cover=436926
- 45:[Pol<58.6768646] yes=91,no=92,missing=91,gain=10.6334362,cover=4439
- 91:leaf=-0.00597165851,cover=0
- 92:leaf=0.00239862828,cover=0
- 46:[LGI5<3.78836131] yes=93,no=94,missing=93,gain=4.96141243,cover=432487
- 93:leaf=-0.000177714188,cover=0
- 94:leaf=0.00126731454,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=5,gain=1.28208756,cover=1312339
- 5:[LGI5<3.16380119] yes=11,no=12,missing=12,gain=2.62740946,cover=3064
- 11:[Area5<0.784037054] yes=23,no=24,missing=23,gain=1.65174043,cover=2430
- 23:[PialArea5<1.08444798] yes=47,no=48,missing=47,gain=2.04164386,cover=1837
- 47:[Curv5<-0.39144522] yes=95,no=96,missing=96,gain=1.02155924,cover=1147
- 95:leaf=-0.00255474658,cover=0
- 96:leaf=0.00107986585,cover=0
- 48:[Pol<156.492447] yes=97,no=98,missing=97,gain=1.08612227,cover=690
- 97:leaf=-0.00380469928,cover=0
- 98:leaf=0.00273522129,cover=0
- 24:[Ecc<5.46745825] yes=49,no=50,missing=49,gain=1.38707995,cover=593
- 49:[Curv5<-0.26388669] yes=99,no=100,missing=99,gain=1.71795404,cover=171
- 99:leaf=0.000634711294,cover=0
- 100:leaf=-0.0122024259,cover=0
- 50:[Sulc0<-0.332174033] yes=101,no=102,missing=101,gain=1.39537215,cover=422
- 101:leaf=0.00443211664,cover=0
- 102:leaf=-0.00600986695,cover=0
- 12:[Ecc<17.7876587] yes=25,no=26,missing=26,gain=0.989139557,cover=634
- 25:[LGI5<3.38720298] yes=51,no=52,missing=52,gain=1.16018677,cover=348
- 51:[PialArea5<1.28208315] yes=103,no=104,missing=103,gain=0.806648254,cover=258
- 103:leaf=0.000908664544,cover=0
- 104:leaf=-0.00651910994,cover=0
- 52:[Area5<0.692729533] yes=105,no=106,missing=105,gain=0.393838048,cover=90
- 105:leaf=-0.0117785241,cover=0
- 106:leaf=-0.0045699589,cover=0
- 26:[LGI5<3.21727777] yes=53,no=54,missing=53,gain=0.488267899,cover=286
- 53:[Sulc0<0.0770083591] yes=107,no=108,missing=107,gain=0.152681589,cover=57
- 107:leaf=-0.0105406968,cover=0
- 108:leaf=0.00527834287,cover=0
- 54:[Area5<0.626857519] yes=109,no=110,missing=109,gain=0.392599344,cover=229
- 109:leaf=-0.00980313774,cover=0
- 110:leaf=-0.0040493831,cover=0
- 6:[Pol<157.22821] yes=13,no=14,missing=14,gain=1.34600711,cover=1309275
- 13:[Ecc<5.91357183] yes=27,no=28,missing=27,gain=4.93532705,cover=1037021
- 27:[PialCurv5<-0.113441773] yes=55,no=56,missing=55,gain=2.47841787,cover=494613
- 55:[Curv5<-0.171285838] yes=111,no=112,missing=112,gain=26.190012,cover=174314
- 111:leaf=-7.3223142e-05,cover=0
- 112:leaf=0.00241409033,cover=0
- 56:[Pol<16.156723] yes=113,no=114,missing=113,gain=5.98322868,cover=320299
- 113:leaf=-0.000722085068,cover=0
- 114:leaf=-6.49449576e-05,cover=0
- 28:[Pol<56.1920547] yes=57,no=58,missing=57,gain=5.43858194,cover=542408
- 57:[Curv5<-0.198884338] yes=115,no=116,missing=115,gain=3.11551356,cover=337373
- 115:leaf=0.000238721637,cover=0
- 116:leaf=-7.99020199e-05,cover=0
- 58:[PialArea5<1.0952065] yes=117,no=118,missing=118,gain=7.93723869,cover=205035
- 117:leaf=0.000156216774,cover=0
- 118:leaf=0.000837573898,cover=0
- 14:[Ecc<5.91357183] yes=29,no=30,missing=30,gain=9.06923294,cover=272254
- 29:[Curv5<-0.129194111] yes=59,no=60,missing=59,gain=15.2943773,cover=79897
- 59:[PialCurv5<-0.101551421] yes=119,no=120,missing=119,gain=5.68735075,cover=68074
- 119:leaf=-0.000207006931,cover=0
- 120:leaf=0.000799795438,cover=0
- 60:[Ecc<2.31110334] yes=121,no=122,missing=121,gain=15.3818836,cover=11823
- 121:leaf=0.000180905481,cover=0
- 122:leaf=0.00378904794,cover=0
- 30:[LGI5<3.0310638] yes=61,no=62,missing=61,gain=4.45746088,cover=192357
- 61:[Area5<0.623097897] yes=123,no=124,missing=123,gain=3.18913174,cover=96415
- 123:leaf=0.000202532843,cover=0
- 124:leaf=-0.000617886602,cover=0
- 62:[Sulc0<-0.188964635] yes=125,no=126,missing=125,gain=1.89488637,cover=95942
- 125:leaf=7.92663122e-05,cover=0
- 126:leaf=-0.00052212982,cover=0
-booster[740]:
-0:[LGI5<2.6558373] yes=1,no=2,missing=1,gain=0.369142503,cover=5124388
- 1:[Pol<13.2006302] yes=3,no=4,missing=4,gain=2.18420386,cover=2219201
- 3:[Area5<0.751858592] yes=7,no=8,missing=7,gain=7.1371932,cover=90314
- 7:[Ecc<2.3695333] yes=15,no=16,missing=15,gain=4.75375175,cover=76706
- 15:[PialCurv5<-0.0940372422] yes=31,no=32,missing=31,gain=10.9998007,cover=44505
- 31:[Curv5<-0.0620335713] yes=63,no=64,missing=64,gain=1.80414116,cover=31029
- 63:leaf=0.000159660281,cover=0
- 64:leaf=-0.00974978879,cover=0
- 32:[LGI5<2.26652193] yes=65,no=66,missing=65,gain=6.52505493,cover=13476
- 65:leaf=0.000892101147,cover=0
- 66:leaf=-0.00205819076,cover=0
- 16:[PialCurv5<-0.0965851992] yes=33,no=34,missing=33,gain=6.79434013,cover=32201
- 33:[Ecc<3.80337262] yes=67,no=68,missing=67,gain=4.65577936,cover=20484
- 67:leaf=0.000544132898,cover=0
- 68:leaf=-0.000974158407,cover=0
- 34:[PialCurv5<0.0400940292] yes=69,no=70,missing=69,gain=5.71783829,cover=11717
- 69:leaf=0.00170623732,cover=0
- 70:leaf=-0.002408484,cover=0
- 8:[MidArea5<1.21578133] yes=17,no=18,missing=17,gain=4.91171741,cover=13608
- 17:[Ecc<8.41855335] yes=35,no=36,missing=36,gain=4.06188965,cover=12686
- 35:[Sulc0<-0.998678327] yes=71,no=72,missing=71,gain=1.84398556,cover=11755
- 71:leaf=1.52096591e-05,cover=0
- 72:leaf=-0.00158644223,cover=0
- 36:[LGI5<2.57675576] yes=73,no=74,missing=74,gain=1.45687294,cover=931
- 73:leaf=-0.00265175779,cover=0
- 74:leaf=-0.00661814725,cover=0
- 18:[Curv5<-0.310856104] yes=37,no=38,missing=38,gain=0.856837749,cover=922
- 37:[Pol<8.56911278] yes=75,no=76,missing=75,gain=0.080452919,cover=7
- 75:leaf=0.0205010418,cover=0
- 76:leaf=0.00244737859,cover=0
- 38:[Area5<0.77338779] yes=77,no=78,missing=77,gain=0.906692982,cover=915
- 77:leaf=0.0070498595,cover=0
- 78:leaf=0.00159425568,cover=0
- 4:[Pol<65.1286774] yes=9,no=10,missing=9,gain=4.4008379,cover=2128887
- 9:[Area5<0.673304081] yes=19,no=20,missing=20,gain=16.7922096,cover=404446
- 19:[Sulc0<-0.152423486] yes=39,no=40,missing=39,gain=8.35803795,cover=235382
- 39:[Sulc0<-0.650102437] yes=79,no=80,missing=79,gain=4.39405251,cover=229593
- 79:leaf=-0.000187767815,cover=0
- 80:leaf=0.000299949752,cover=0
- 40:[PialCurv5<-0.0748331472] yes=81,no=82,missing=82,gain=4.32323265,cover=5789
- 81:leaf=0.00141350983,cover=0
- 82:leaf=-0.00252587721,cover=0
- 20:[PialArea5<1.1257062] yes=41,no=42,missing=41,gain=18.7102013,cover=169064
- 41:[Ecc<1.57116413] yes=83,no=84,missing=84,gain=15.8653717,cover=87278
- 83:leaf=-0.000197334331,cover=0
- 84:leaf=0.00142381492,cover=0
- 42:[Pol<33.3267784] yes=85,no=86,missing=85,gain=5.32783842,cover=81786
- 85:leaf=-0.000474975735,cover=0
- 86:leaf=0.00034604533,cover=0
- 10:[Sulc0<-0.265099555] yes=21,no=22,missing=21,gain=4.74278831,cover=1724441
- 21:[Area5<0.655598104] yes=43,no=44,missing=43,gain=15.0874939,cover=898955
- 43:[Ecc<5.27515984] yes=87,no=88,missing=87,gain=11.8985577,cover=601564
- 87:leaf=0.000168451676,cover=0
- 88:leaf=-0.000381778431,cover=0
- 44:[Pol<149.072266] yes=89,no=90,missing=89,gain=22.2302094,cover=297391
- 89:leaf=-0.000683050894,cover=0
- 90:leaf=0.000236678432,cover=0
- 22:[Ecc<5.53207445] yes=45,no=46,missing=46,gain=4.44720268,cover=825486
- 45:[PialCurv5<0.074624911] yes=91,no=92,missing=91,gain=9.42125225,cover=466441
- 91:leaf=-0.000367123488,cover=0
- 92:leaf=0.000122862519,cover=0
- 46:[PialCurv5<0.0798129067] yes=93,no=94,missing=93,gain=18.698843,cover=359045
- 93:leaf=0.000680073048,cover=0
- 94:leaf=-6.71511443e-05,cover=0
- 2:[Ecc<4.13769388] yes=5,no=6,missing=5,gain=4.08144712,cover=2905187
- 5:[Curv5<0.0344051942] yes=11,no=12,missing=12,gain=7.98327351,cover=93220
- 11:[Sulc0<-0.976720333] yes=23,no=24,missing=23,gain=5.8293457,cover=74219
- 23:[PialCurv5<-0.104861222] yes=47,no=48,missing=47,gain=1.98435163,cover=11969
- 47:[MidArea5<0.548060238] yes=95,no=96,missing=95,gain=1.58351469,cover=10185
- 95:leaf=0.0109421778,cover=0
- 96:leaf=0.000133584763,cover=0
- 48:[Ecc<1.85215485] yes=97,no=98,missing=97,gain=2.31014872,cover=1784
- 97:leaf=0.00589340273,cover=0
- 98:leaf=0.00114987616,cover=0
- 24:[Ecc<2.54464626] yes=49,no=50,missing=49,gain=5.54906464,cover=62250
- 49:[Area5<0.726017833] yes=99,no=100,missing=99,gain=6.33350229,cover=23042
- 99:leaf=-0.000485223543,cover=0
- 100:leaf=0.00189879804,cover=0
- 50:[LGI5<3.26095963] yes=101,no=102,missing=101,gain=3.320755,cover=39208
- 101:leaf=-0.00110275473,cover=0
- 102:leaf=-0.00968713965,cover=0
- 12:[Pol<123.059357] yes=25,no=26,missing=26,gain=4.29443502,cover=19001
- 25:[LGI5<3.00812316] yes=51,no=52,missing=51,gain=3.03624845,cover=14277
- 51:[LGI5<2.8746686] yes=103,no=104,missing=103,gain=4.28248215,cover=13952
- 103:leaf=0.000263215014,cover=0
- 104:leaf=-0.00330457161,cover=0
- 52:[Pol<102.778297] yes=105,no=106,missing=105,gain=1.10998487,cover=325
- 105:leaf=0.00210529962,cover=0
- 106:leaf=0.00796288159,cover=0
- 26:[Area5<0.774986684] yes=53,no=54,missing=53,gain=2.26747179,cover=4724
- 53:[Sulc0<-0.463317156] yes=107,no=108,missing=107,gain=2.0712328,cover=4512
- 107:leaf=0.00620282209,cover=0
- 108:leaf=0.00183970632,cover=0
- 54:[Sulc0<-0.370474488] yes=109,no=110,missing=109,gain=0.578474641,cover=212
- 109:leaf=-0.0143504245,cover=0
- 110:leaf=-0.00253739418,cover=0
- 6:[PialArea5<1.29873812] yes=13,no=14,missing=13,gain=2.78916121,cover=2811967
- 13:[Pol<64.3762589] yes=27,no=28,missing=27,gain=2.55748749,cover=2746418
- 27:[Ecc<18.8860435] yes=55,no=56,missing=55,gain=7.63939667,cover=845339
- 55:[Sulc0<-0.00176540145] yes=111,no=112,missing=111,gain=18.8775482,cover=447274
- 111:leaf=-0.000157318762,cover=0
- 112:leaf=-0.00183458964,cover=0
- 56:[PialCurv5<-0.0410871245] yes=113,no=114,missing=113,gain=8.92899227,cover=398065
- 113:leaf=0.000352450006,cover=0
- 114:leaf=-0.000126237952,cover=0
- 28:[Ecc<17.7876587] yes=57,no=58,missing=58,gain=3.78780675,cover=1901079
- 57:[Curv5<0.177453667] yes=115,no=116,missing=115,gain=6.23813248,cover=1182578
- 115:leaf=0.000107602325,cover=0
- 116:leaf=-0.000375521486,cover=0
- 58:[LGI5<2.73077893] yes=117,no=118,missing=118,gain=8.3962059,cover=718501
- 117:leaf=0.00150660321,cover=0
- 118:leaf=-8.55626931e-05,cover=0
- 14:[PialCurv5<-0.167439327] yes=29,no=30,missing=30,gain=2.92180562,cover=65549
- 29:[Sulc0<-0.389213681] yes=59,no=60,missing=60,gain=0.967666149,cover=1156
- 59:[Sulc0<-0.745069146] yes=119,no=120,missing=119,gain=1.18848145,cover=1121
- 119:leaf=-0.00290457462,cover=0
- 120:leaf=0.00074722938,cover=0
- 60:[Ecc<5.01513863] yes=121,no=122,missing=121,gain=0.454563022,cover=35
- 121:leaf=-0.0265850555,cover=0
- 122:leaf=-0.00795286708,cover=0
- 30:[LGI5<2.87999082] yes=61,no=62,missing=61,gain=2.63404012,cover=64393
- 61:[Sulc0<-0.181880832] yes=123,no=124,missing=124,gain=2.2886076,cover=25241
- 123:leaf=0.000683376624,cover=0
- 124:leaf=0.00356305391,cover=0
- 62:[Sulc0<-0.469276249] yes=125,no=126,missing=125,gain=3.5256567,cover=39152
- 125:leaf=0.00035427892,cover=0
- 126:leaf=-0.000809782359,cover=0
-booster[741]:
-0:[PialArea5<0.859420419] yes=1,no=2,missing=1,gain=0.369893074,cover=5124388
- 1:[Area5<0.784037054] yes=3,no=4,missing=3,gain=1.73729801,cover=3108132
- 3:[Ecc<0.221054599] yes=7,no=8,missing=8,gain=1.64514518,cover=2916304
- 7:[LGI5<2.19753051] yes=15,no=16,missing=16,gain=3.65783501,cover=11257
- 15:[Area5<0.453641325] yes=31,no=32,missing=31,gain=1.75048971,cover=843
- 31:[PialCurv5<-0.0982506946] yes=63,no=64,missing=63,gain=1.91096199,cover=101
- 63:leaf=0.00491028093,cover=0
- 64:leaf=-0.00875043403,cover=0
- 32:[Sulc0<-0.271910518] yes=65,no=66,missing=65,gain=2.02239037,cover=742
- 65:leaf=0.00518024946,cover=0
- 66:leaf=-0.00683629746,cover=0
- 16:[Area5<0.557224929] yes=33,no=34,missing=33,gain=2.76751852,cover=10414
- 33:[LGI5<2.56467891] yes=67,no=68,missing=67,gain=3.2351532,cover=3807
- 67:leaf=-0.00110626325,cover=0
- 68:leaf=0.00516712246,cover=0
- 34:[PialCurv5<-0.0314326771] yes=69,no=70,missing=69,gain=6.588099,cover=6607
- 69:leaf=0.00282950862,cover=0
- 70:leaf=-0.00037754947,cover=0
- 8:[MidArea5<0.7689417] yes=17,no=18,missing=18,gain=1.3492012,cover=2905047
- 17:[LGI5<3.48966408] yes=35,no=36,missing=36,gain=1.28725183,cover=2780591
- 35:[LGI5<2.46263766] yes=71,no=72,missing=71,gain=1.53805506,cover=2602483
- 71:leaf=-7.10715467e-05,cover=0
- 72:leaf=1.62965152e-05,cover=0
- 36:[Ecc<9.0678978] yes=73,no=74,missing=74,gain=7.20108032,cover=178108
- 73:leaf=0.00210987125,cover=0
- 74:leaf=-0.000190387218,cover=0
- 18:[Ecc<10.426198] yes=37,no=38,missing=38,gain=3.81232715,cover=124456
- 37:[Pol<11.2407846] yes=75,no=76,missing=75,gain=3.65721202,cover=63548
- 75:leaf=-0.00162715802,cover=0
- 76:leaf=0.000171043954,cover=0
- 38:[Ecc<25.1292973] yes=77,no=78,missing=77,gain=4.67380857,cover=60908
- 77:leaf=-0.000871041731,cover=0
- 78:leaf=7.69838789e-06,cover=0
- 4:[PialCurv5<0.0240441076] yes=9,no=10,missing=9,gain=2.73729396,cover=191828
- 9:[Sulc0<0.0770083591] yes=19,no=20,missing=20,gain=5.05271769,cover=21969
- 19:[MidArea5<0.70642072] yes=39,no=40,missing=39,gain=7.16326237,cover=16580
- 39:[Ecc<0.406764686] yes=79,no=80,missing=79,gain=4.99384546,cover=660
- 79:leaf=-0.00889426656,cover=0
- 80:leaf=0.00648171408,cover=0
- 40:[Curv5<-0.0598238073] yes=81,no=82,missing=82,gain=2.74468565,cover=15920
- 81:leaf=0.000500409573,cover=0
- 82:leaf=-0.000812816434,cover=0
- 20:[LGI5<2.89127874] yes=41,no=42,missing=41,gain=4.09348392,cover=5389
- 41:[Area5<0.792350233] yes=83,no=84,missing=84,gain=1.4780817,cover=1404
- 83:leaf=-0.00122113328,cover=0
- 84:leaf=-0.00497508701,cover=0
- 42:[LGI5<3.58443618] yes=85,no=86,missing=86,gain=4.07962704,cover=3985
- 85:leaf=-0.000271113036,cover=0
- 86:leaf=-0.00495995721,cover=0
- 10:[Sulc0<-0.445309728] yes=21,no=22,missing=22,gain=3.59941292,cover=169859
- 21:[PialCurv5<0.255337358] yes=43,no=44,missing=43,gain=2.09336543,cover=1221
- 43:[Pol<62.0115929] yes=87,no=88,missing=87,gain=2.22382975,cover=1198
- 87:leaf=0.00086811505,cover=0
- 88:leaf=-0.00405791728,cover=0
- 44:[Pol<112.874634] yes=89,no=90,missing=89,gain=1.72208059,cover=23
- 89:leaf=-0.00223519304,cover=0
- 90:leaf=0.0244589299,cover=0
- 22:[Pol<144.670364] yes=45,no=46,missing=46,gain=4.0456543,cover=168638
- 45:[Curv5<0.155577481] yes=91,no=92,missing=91,gain=2.44529676,cover=163874
- 91:leaf=0.000269666401,cover=0
- 92:leaf=-0.000238581313,cover=0
- 46:[LGI5<3.62495422] yes=93,no=94,missing=94,gain=6.07239532,cover=4764
- 93:leaf=0.00132669962,cover=0
- 94:leaf=0.0112660667,cover=0
- 2:[LGI5<2.13090348] yes=5,no=6,missing=5,gain=1.70880735,cover=2016256
- 5:[MidArea5<0.80754292] yes=11,no=12,missing=11,gain=6.43593931,cover=7242
- 11:[Ecc<0.783076942] yes=23,no=24,missing=23,gain=7.5235939,cover=3727
- 23:[Pol<35.2629585] yes=47,no=48,missing=48,gain=4.36037159,cover=752
- 47:[Ecc<0.513775289] yes=95,no=96,missing=95,gain=2.57927394,cover=184
- 95:leaf=-0.00579642644,cover=0
- 96:leaf=0.00598010514,cover=0
- 48:[Pol<167.338547] yes=97,no=98,missing=97,gain=2.06824493,cover=568
- 97:leaf=-0.0100980224,cover=0
- 98:leaf=-0.00166047201,cover=0
- 24:[Pol<130.822815] yes=49,no=50,missing=49,gain=2.76760721,cover=2975
- 49:[Ecc<6.03867722] yes=99,no=100,missing=99,gain=2.40708899,cover=1651
- 99:leaf=-9.02455577e-05,cover=0
- 100:leaf=0.00965505745,cover=0
- 50:[PialCurv5<-0.019163372] yes=101,no=102,missing=102,gain=1.85929966,cover=1324
- 101:leaf=-0.00248652976,cover=0
- 102:leaf=-0.0152981775,cover=0
- 12:[Ecc<0.513775289] yes=25,no=26,missing=26,gain=3.9239192,cover=3515
- 25:[Area5<0.600206077] yes=51,no=52,missing=52,gain=5.73941994,cover=377
- 51:[Ecc<0.295587689] yes=103,no=104,missing=103,gain=0.284244657,cover=69
- 103:leaf=-0.0141840307,cover=0
- 104:leaf=-0.00570218032,cover=0
- 52:[PialCurv5<-0.111109555] yes=105,no=106,missing=105,gain=2.0323534,cover=308
- 105:leaf=-0.000102690748,cover=0
- 106:leaf=0.0104222428,cover=0
- 26:[Area5<0.646843374] yes=53,no=54,missing=53,gain=2.60336924,cover=3138
- 53:[Pol<12.2267933] yes=107,no=108,missing=107,gain=1.29790688,cover=1121
- 107:leaf=0.00863279123,cover=0
- 108:leaf=0.00168864522,cover=0
- 54:[Ecc<1.41371143] yes=109,no=110,missing=109,gain=3.77795601,cover=2017
- 109:leaf=-0.0052128816,cover=0
- 110:leaf=0.000208656696,cover=0
- 6:[MidArea5<0.614099324] yes=13,no=14,missing=14,gain=1.51746845,cover=2009014
- 13:[Sulc0<-0.650102437] yes=27,no=28,missing=28,gain=0.488583565,cover=142
- 27:[LGI5<2.35279679] yes=55,no=56,missing=55,gain=0.326239705,cover=131
- 55:[Ecc<1.26157856] yes=111,no=112,missing=112,gain=0.160322696,cover=45
- 111:leaf=0.00586205535,cover=0
- 112:leaf=-8.90722949e-05,cover=0
- 56:[MidArea5<0.601488888] yes=113,no=114,missing=114,gain=0.289063692,cover=86
- 113:leaf=0.0156198209,cover=0
- 114:leaf=0.00660002092,cover=0
- 28:[PialCurv5<-0.146805272] yes=57,no=58,missing=58,gain=0.0236215368,cover=11
- 57:[Pol<134.743088] yes=115,no=116,missing=115,gain=3.49073671e-05,cover=5
- 115:leaf=-0.00174728397,cover=0
- 116:leaf=-0.000473070162,cover=0
- 58:leaf=-0.00655370578,cover=0
- 14:[PialCurv5<-0.0779728889] yes=29,no=30,missing=29,gain=1.50897861,cover=2008872
- 29:[Curv5<-0.108295463] yes=59,no=60,missing=59,gain=62.6137123,cover=1277825
- 59:[Sulc0<-0.420901269] yes=117,no=118,missing=117,gain=5.82984304,cover=1247296
- 117:leaf=-2.4058063e-05,cover=0
- 118:leaf=-0.000331648247,cover=0
- 60:[Area5<0.589787364] yes=119,no=120,missing=119,gain=10.9978256,cover=30529
- 119:leaf=-0.000999701209,cover=0
- 120:leaf=0.00250281277,cover=0
- 30:[Curv5<-0.129194111] yes=61,no=62,missing=61,gain=29.1010742,cover=731047
- 61:[Area5<0.64983958] yes=121,no=122,missing=122,gain=17.4487534,cover=118661
- 121:leaf=-2.4734647e-05,cover=0
- 122:leaf=0.00124256336,cover=0
- 62:[Curv5<-0.0730527416] yes=123,no=124,missing=123,gain=6.19273853,cover=612386
- 123:leaf=-0.000243372357,cover=0
- 124:leaf=7.72749045e-05,cover=0
-booster[742]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=1,gain=0.39394933,cover=5124388
- 1:[PialCurv5<-0.144106165] yes=3,no=4,missing=4,gain=3.33905411,cover=483456
- 3:[Curv5<-0.279226273] yes=7,no=8,missing=7,gain=2.46474624,cover=271373
- 7:[Ecc<0.836319208] yes=15,no=16,missing=15,gain=1.19109225,cover=161494
- 15:[LGI5<2.18291569] yes=31,no=32,missing=32,gain=1.20324862,cover=5626
- 31:[Area5<0.660333693] yes=63,no=64,missing=64,gain=0.343473792,cover=132
- 63:leaf=0.00487876078,cover=0
- 64:leaf=-0.00347467931,cover=0
- 32:[LGI5<2.29656005] yes=65,no=66,missing=65,gain=0.923082948,cover=5494
- 65:leaf=-0.00211457023,cover=0
- 66:leaf=-0.000463051081,cover=0
- 16:[Pol<147.599014] yes=33,no=34,missing=33,gain=1.46083927,cover=155868
- 33:[Pol<24.282547] yes=67,no=68,missing=68,gain=1.69788218,cover=106352
- 67:leaf=-5.31087571e-05,cover=0
- 68:leaf=0.000351572759,cover=0
- 34:[PialArea5<1.36541271] yes=69,no=70,missing=69,gain=1.4880321,cover=49516
- 69:leaf=-0.000134274087,cover=0
- 70:leaf=-0.00585334515,cover=0
- 8:[Area5<0.517926872] yes=17,no=18,missing=17,gain=1.84714293,cover=109879
- 17:[Ecc<3.60812569] yes=35,no=36,missing=36,gain=2.05307531,cover=18376
- 35:[PialArea5<0.584843099] yes=71,no=72,missing=71,gain=0.953471899,cover=9204
- 71:leaf=0.00557291089,cover=0
- 72:leaf=-0.000369861489,cover=0
- 36:[PialArea5<0.795950115] yes=73,no=74,missing=73,gain=1.4239881,cover=9172
- 73:leaf=0.00127572834,cover=0
- 74:leaf=1.85588178e-05,cover=0
- 18:[MidArea5<0.772133708] yes=37,no=38,missing=37,gain=2.75884914,cover=91503
- 37:[PialCurv5<-0.181738108] yes=75,no=76,missing=76,gain=1.44992352,cover=41846
- 75:leaf=0.000459111587,cover=0
- 76:leaf=-0.000725141435,cover=0
- 38:[Sulc0<-0.856543541] yes=77,no=78,missing=77,gain=1.22855937,cover=49657
- 77:leaf=0.000137515759,cover=0
- 78:leaf=-0.000360902253,cover=0
- 4:[Area5<0.476400614] yes=9,no=10,missing=10,gain=3.09786701,cover=212083
- 9:[PialArea5<0.537928462] yes=19,no=20,missing=19,gain=1.37532592,cover=30884
- 19:[Pol<65.8802414] yes=39,no=40,missing=39,gain=1.42545283,cover=1068
- 39:[LGI5<2.92358446] yes=79,no=80,missing=79,gain=0.554085732,cover=294
- 79:leaf=-0.00249099731,cover=0
- 80:leaf=-0.00689257914,cover=0
- 40:[Sulc0<-0.325671464] yes=81,no=82,missing=81,gain=1.16057801,cover=774
- 81:leaf=-0.00311100599,cover=0
- 82:leaf=0.000790677499,cover=0
- 20:[Sulc0<-0.364187956] yes=41,no=42,missing=41,gain=1.40498447,cover=29816
- 41:[LGI5<2.48283219] yes=83,no=84,missing=83,gain=1.01645827,cover=28201
- 83:leaf=-8.63153473e-05,cover=0
- 84:leaf=-0.000732113083,cover=0
- 42:[PialCurv5<-0.115016438] yes=85,no=86,missing=86,gain=1.80340815,cover=1615
- 85:leaf=-3.74876254e-05,cover=0
- 86:leaf=0.00343425875,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=22,gain=3.68892622,cover=181199
- 21:[LGI5<2.96780801] yes=43,no=44,missing=43,gain=2.00987124,cover=71562
- 43:[Area5<0.924216449] yes=87,no=88,missing=88,gain=1.74391627,cover=47783
- 87:leaf=-0.000210639861,cover=0
- 88:leaf=0.00590123003,cover=0
- 44:[Pol<28.4081879] yes=89,no=90,missing=90,gain=1.99154651,cover=23779
- 89:leaf=0.000172104788,cover=0
- 90:leaf=0.0014419572,cover=0
- 22:[Pol<114.432869] yes=45,no=46,missing=45,gain=6.08548546,cover=109637
- 45:[Pol<61.2046547] yes=91,no=92,missing=92,gain=4.94792461,cover=21849
- 91:leaf=0.000416460127,cover=0
- 92:leaf=0.00192252349,cover=0
- 46:[LGI5<2.22170687] yes=93,no=94,missing=93,gain=3.78089881,cover=87788
- 93:leaf=0.00264882878,cover=0
- 94:leaf=0.000221701339,cover=0
- 2:[PialCurv5<-0.146805272] yes=5,no=6,missing=5,gain=3.86825609,cover=4640932
- 5:[Curv5<-0.215837389] yes=11,no=12,missing=11,gain=10.678277,cover=73332
- 11:[MidArea5<0.634960413] yes=23,no=24,missing=23,gain=2.08804035,cover=50313
- 23:[Pol<67.3859482] yes=47,no=48,missing=47,gain=1.02668464,cover=6019
- 47:[Ecc<0.353712648] yes=95,no=96,missing=95,gain=1.6406889,cover=1743
- 95:leaf=0.0132476613,cover=0
- 96:leaf=0.0016365333,cover=0
- 48:[Pol<93.3357697] yes=97,no=98,missing=97,gain=2.22718573,cover=4276
- 97:leaf=-0.00238806917,cover=0
- 98:leaf=0.000870320597,cover=0
- 24:[PialCurv5<-0.164281175] yes=49,no=50,missing=50,gain=2.69425106,cover=44294
- 49:[PialArea5<1.29873812] yes=99,no=100,missing=99,gain=1.36756968,cover=8243
- 99:leaf=0.000779305876,cover=0
- 100:leaf=-0.00242802012,cover=0
- 50:[LGI5<2.40037155] yes=101,no=102,missing=102,gain=1.7240324,cover=36051
- 101:leaf=-0.00120059529,cover=0
- 102:leaf=-0.000215717577,cover=0
- 12:[PialCurv5<-0.181738108] yes=25,no=26,missing=26,gain=4.96111488,cover=23019
- 25:[Curv5<-0.175970852] yes=51,no=52,missing=51,gain=1.71724796,cover=1850
- 51:[Pol<172.695618] yes=103,no=104,missing=103,gain=0.927033544,cover=992
- 103:leaf=0.000395240262,cover=0
- 104:leaf=-0.0107563017,cover=0
- 52:[Area5<0.864337862] yes=105,no=106,missing=105,gain=1.52965069,cover=858
- 105:leaf=-0.00242676446,cover=0
- 106:leaf=-0.0129674198,cover=0
- 26:[MidArea5<0.646593809] yes=53,no=54,missing=54,gain=3.81115341,cover=21169
- 53:[Ecc<9.50052643] yes=107,no=108,missing=107,gain=1.41699028,cover=4696
- 107:leaf=-0.000234786494,cover=0
- 108:leaf=0.00191051723,cover=0
- 54:[Curv5<-0.200394869] yes=109,no=110,missing=110,gain=4.60547829,cover=16473
- 109:leaf=0.00102974917,cover=0
- 110:leaf=0.00270427647,cover=0
- 6:[Sulc0<-0.469276249] yes=13,no=14,missing=13,gain=1.10516894,cover=4567600
- 13:[Ecc<6.41291761] yes=27,no=28,missing=27,gain=5.12787628,cover=1377789
- 27:[Pol<155.757294] yes=55,no=56,missing=56,gain=3.30967617,cover=881209
- 55:[Pol<54.5053368] yes=111,no=112,missing=111,gain=7.13401365,cover=691219
- 111:leaf=0.000153646586,cover=0
- 112:leaf=-0.000169641295,cover=0
- 56:[Ecc<1.51801682] yes=113,no=114,missing=114,gain=11.5553122,cover=189990
- 113:leaf=-0.000359942322,cover=0
- 114:leaf=0.000476547721,cover=0
- 28:[Curv5<-0.0795110464] yes=57,no=58,missing=58,gain=7.80151749,cover=496580
- 57:[Pol<171.401581] yes=115,no=116,missing=115,gain=6.0970459,cover=456760
- 115:leaf=-0.000193372005,cover=0
- 116:leaf=0.000323085318,cover=0
- 58:[Area5<0.642765105] yes=117,no=118,missing=117,gain=16.9335175,cover=39820
- 117:leaf=-0.003169487,cover=0
- 118:leaf=-0.000389544002,cover=0
- 14:[PialArea5<1.57955706] yes=29,no=30,missing=29,gain=2.17975926,cover=3189811
- 29:[Ecc<1.10530448] yes=59,no=60,missing=59,gain=1.76806223,cover=3188627
- 59:[LGI5<2.18291569] yes=119,no=120,missing=119,gain=3.99262714,cover=73720
- 119:leaf=-0.00203377684,cover=0
- 120:leaf=-0.000160022333,cover=0
- 60:[LGI5<2.29656005] yes=121,no=122,missing=121,gain=2.02310371,cover=3114907
- 121:leaf=0.00022506903,cover=0
- 122:leaf=4.79826031e-06,cover=0
- 30:[PialCurv5<-0.126528949] yes=61,no=62,missing=61,gain=1.44809675,cover=1184
- 61:[Ecc<5.08081961] yes=123,no=124,missing=123,gain=0.448536873,cover=80
- 123:leaf=-0.0146010295,cover=0
- 124:leaf=-0.00610586768,cover=0
- 62:[Pol<13.2006302] yes=125,no=126,missing=125,gain=1.20204723,cover=1104
- 125:leaf=0.0049927081,cover=0
- 126:leaf=-0.00207020785,cover=0
-booster[743]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=1,gain=0.355513304,cover=5124388
- 1:[PialCurv5<-0.138158455] yes=3,no=4,missing=4,gain=3.03704286,cover=483456
- 3:[LGI5<2.41354537] yes=7,no=8,missing=7,gain=2.14836431,cover=317919
- 7:[Area5<0.631603718] yes=15,no=16,missing=15,gain=2.23538089,cover=52492
- 15:[LGI5<2.3349762] yes=31,no=32,missing=31,gain=1.39975548,cover=43826
- 31:[LGI5<2.30180311] yes=63,no=64,missing=63,gain=1.25490022,cover=23987
- 63:leaf=-0.00045246919,cover=0
- 64:leaf=0.000357821584,cover=0
- 32:[MidArea5<0.91065979] yes=65,no=66,missing=66,gain=1.24851179,cover=19839
- 65:leaf=-0.000749250292,cover=0
- 66:leaf=-0.00404893514,cover=0
- 16:[Pol<55.3432045] yes=33,no=34,missing=33,gain=6.17726755,cover=8666
- 33:[PialCurv5<-0.190801308] yes=67,no=68,missing=68,gain=3.16322756,cover=5287
- 67:leaf=0.00370742986,cover=0
- 68:leaf=-0.00101640623,cover=0
- 34:[Ecc<5.46745825] yes=69,no=70,missing=69,gain=4.21317482,cover=3379
- 69:leaf=0.00372509216,cover=0
- 70:leaf=0.000188188074,cover=0
- 8:[Area5<0.521939099] yes=17,no=18,missing=17,gain=2.85672545,cover=265427
- 17:[MidArea5<0.659801304] yes=35,no=36,missing=35,gain=1.86604929,cover=52924
- 35:[Area5<0.404548973] yes=71,no=72,missing=72,gain=2.40746641,cover=40284
- 71:leaf=-0.00034330273,cover=0
- 72:leaf=0.000679666235,cover=0
- 36:[LGI5<3.30554914] yes=73,no=74,missing=74,gain=1.48301649,cover=12640
- 73:leaf=-5.63606991e-05,cover=0
- 74:leaf=-0.00233742292,cover=0
- 18:[Pol<137.578873] yes=37,no=38,missing=37,gain=2.57177973,cover=212503
- 37:[Pol<23.2745647] yes=75,no=76,missing=76,gain=3.22470903,cover=129499
- 75:leaf=-0.000179160634,cover=0
- 76:leaf=0.000319941668,cover=0
- 38:[Sulc0<-0.563680887] yes=77,no=78,missing=77,gain=4.04631376,cover=83004
- 77:leaf=-8.69936412e-05,cover=0
- 78:leaf=-0.000888498966,cover=0
- 4:[Area5<0.630444467] yes=9,no=10,missing=10,gain=3.04859471,cover=165537
- 9:[Ecc<0.783076942] yes=19,no=20,missing=19,gain=3.3604455,cover=112020
- 19:[Area5<0.476400614] yes=39,no=40,missing=39,gain=2.3795383,cover=8695
- 39:[Sulc0<-0.757337272] yes=79,no=80,missing=79,gain=1.86867142,cover=3268
- 79:leaf=0.00049458351,cover=0
- 80:leaf=-0.00265165395,cover=0
- 40:[Pol<44.6807365] yes=81,no=82,missing=81,gain=2.74889946,cover=5427
- 81:leaf=0.000301739987,cover=0
- 82:leaf=0.00258973171,cover=0
- 20:[Sulc0<-0.493071198] yes=41,no=42,missing=42,gain=2.67005491,cover=103325
- 41:[LGI5<2.41724968] yes=83,no=84,missing=83,gain=1.71763802,cover=83026
- 83:leaf=0.000193248852,cover=0
- 84:leaf=-0.000294639525,cover=0
- 42:[Pol<66.6374893] yes=85,no=86,missing=86,gain=3.08380127,cover=20299
- 85:leaf=-0.000631765812,cover=0
- 86:leaf=0.000836065505,cover=0
- 10:[PialCurv5<-0.0501225069] yes=21,no=22,missing=21,gain=3.95165396,cover=53517
- 21:[Sulc0<0.0214736983] yes=43,no=44,missing=43,gain=2.72695112,cover=53089
- 43:[PialArea5<0.605248392] yes=87,no=88,missing=87,gain=3.91190767,cover=52322
- 87:leaf=0.00977886561,cover=0
- 88:leaf=0.000586539216,cover=0
- 44:[Pol<162.313202] yes=89,no=90,missing=90,gain=1.35377109,cover=767
- 89:leaf=-0.00163160358,cover=0
- 90:leaf=-0.00819492061,cover=0
- 22:[Pol<123.059357] yes=45,no=46,missing=46,gain=1.91335678,cover=428
- 45:[Sulc0<-0.726142108] yes=91,no=92,missing=92,gain=2.02835298,cover=308
- 91:leaf=-0.00878379866,cover=0
- 92:leaf=0.000320084044,cover=0
- 46:[Sulc0<-0.510775328] yes=93,no=94,missing=94,gain=0.330086231,cover=120
- 93:leaf=-0.00550809037,cover=0
- 94:leaf=-0.0113848029,cover=0
- 2:[PialCurv5<-0.149745584] yes=5,no=6,missing=5,gain=3.4982934,cover=4640932
- 5:[Curv5<-0.218969986] yes=11,no=12,missing=12,gain=6.40979052,cover=56855
- 11:[Ecc<6.76014757] yes=23,no=24,missing=24,gain=1.71866381,cover=36803
- 23:[Area5<0.504816413] yes=47,no=48,missing=47,gain=1.48306906,cover=18703
- 47:[LGI5<2.13090348] yes=95,no=96,missing=95,gain=1.09695852,cover=4038
- 95:leaf=0.00844962057,cover=0
- 96:leaf=0.000420374156,cover=0
- 48:[Sulc0<-0.690729618] yes=97,no=98,missing=97,gain=1.3702203,cover=14665
- 97:leaf=-0.000814371277,cover=0
- 98:leaf=0.000404021703,cover=0
- 24:[Area5<0.924216449] yes=49,no=50,missing=49,gain=1.11130702,cover=18100
- 49:[Sulc0<-0.457356662] yes=99,no=100,missing=99,gain=0.986942768,cover=17812
- 99:leaf=0.000562643982,cover=0
- 100:leaf=-0.000415427116,cover=0
- 50:[PialCurv5<-0.175695807] yes=101,no=102,missing=101,gain=1.06518388,cover=288
- 101:leaf=0.00486094272,cover=0
- 102:leaf=-0.00393917039,cover=0
- 12:[Ecc<20.7119312] yes=25,no=26,missing=25,gain=4.17960072,cover=20052
- 25:[Pol<157.22821] yes=51,no=52,missing=52,gain=4.06347847,cover=17734
- 51:[Curv5<-0.108295463] yes=103,no=104,missing=103,gain=5.27630568,cover=14829
- 103:leaf=0.00121386989,cover=0
- 104:leaf=-0.00382124633,cover=0
- 52:[Curv5<-0.100392215] yes=105,no=106,missing=106,gain=6.13943481,cover=2905
- 105:leaf=0.00258113956,cover=0
- 106:leaf=0.0137843182,cover=0
- 26:[Curv5<-0.179045901] yes=53,no=54,missing=54,gain=3.2312274,cover=2318
- 53:[Pol<156.492447] yes=107,no=108,missing=108,gain=1.84690928,cover=1524
- 107:leaf=0.00156305451,cover=0
- 108:leaf=-0.00227701059,cover=0
- 54:[Pol<86.0952454] yes=109,no=110,missing=109,gain=1.90358186,cover=794
- 109:leaf=-0.00619315496,cover=0
- 110:leaf=-0.00126923597,cover=0
- 6:[Sulc0<-0.903383076] yes=13,no=14,missing=13,gain=1.01844311,cover=4584077
- 13:[PialArea5<0.689872265] yes=27,no=28,missing=28,gain=4.44854593,cover=250298
- 27:[Area5<0.4695113] yes=55,no=56,missing=55,gain=3.13855338,cover=2484
- 55:[Ecc<1.21076584] yes=111,no=112,missing=112,gain=1.31612778,cover=716
- 111:leaf=0.0010889949,cover=0
- 112:leaf=-0.00322841364,cover=0
- 56:[Curv5<-0.0730527416] yes=113,no=114,missing=113,gain=4.20753431,cover=1768
- 113:leaf=0.00393446675,cover=0
- 114:leaf=-0.00423649093,cover=0
- 28:[Curv5<-0.125495523] yes=57,no=58,missing=58,gain=4.07586765,cover=247814
- 57:[Pol<136.792099] yes=115,no=116,missing=115,gain=2.16353178,cover=237155
- 115:leaf=2.11091774e-05,cover=0
- 116:leaf=-0.000299671985,cover=0
- 58:[Ecc<5.08081961] yes=117,no=118,missing=117,gain=7.08323479,cover=10659
- 117:leaf=-0.00159185997,cover=0
- 118:leaf=0.00219001225,cover=0
- 14:[LGI5<2.6558373] yes=29,no=30,missing=29,gain=1.31526804,cover=4333779
- 29:[Pol<56.1920547] yes=59,no=60,missing=59,gain=4.84517097,cover=1792590
- 59:[Area5<0.612264991] yes=119,no=120,missing=119,gain=9.19916821,cover=225750
- 119:leaf=-0.000285594346,cover=0
- 120:leaf=0.000437598035,cover=0
- 60:[Area5<0.600206077] yes=121,no=122,missing=121,gain=6.82755899,cover=1566840
- 121:leaf=0.000186580466,cover=0
- 122:leaf=-5.96445243e-05,cover=0
- 30:[Ecc<3.73767829] yes=61,no=62,missing=62,gain=4.30198383,cover=2541189
- 61:[Curv5<0.0554658733] yes=123,no=124,missing=123,gain=7.16161394,cover=53970
- 123:leaf=-0.000783362892,cover=0
- 124:leaf=0.00058431935,cover=0
- 62:[PialArea5<1.25128293] yes=125,no=126,missing=126,gain=3.88755965,cover=2487219
- 125:leaf=-2.79742144e-05,cover=0
- 126:leaf=0.00033806276,cover=0
-booster[744]:
-0:[PialArea5<0.463276565] yes=1,no=2,missing=1,gain=0.359821588,cover=5124388
- 1:[Curv5<0.0146088367] yes=3,no=4,missing=4,gain=2.08448553,cover=726435
- 3:[Area5<0.554568231] yes=7,no=8,missing=7,gain=3.18542981,cover=13736
- 7:[Ecc<18.3223667] yes=15,no=16,missing=15,gain=1.29685235,cover=6662
- 15:[Sulc0<0.167916268] yes=31,no=32,missing=32,gain=2.32729936,cover=4926
- 31:[Curv5<-0.209697157] yes=63,no=64,missing=63,gain=1.72298717,cover=3703
- 63:leaf=-0.00077147031,cover=0
- 64:leaf=0.00139537093,cover=0
- 32:[Pol<81.5476837] yes=65,no=66,missing=65,gain=1.84267068,cover=1223
- 65:leaf=-0.00637314422,cover=0
- 66:leaf=-0.00121552846,cover=0
- 16:[LGI5<2.79054689] yes=33,no=34,missing=33,gain=1.30351996,cover=1736
- 33:[Pol<98.4687576] yes=67,no=68,missing=68,gain=2.31257963,cover=150
- 67:leaf=0.00733496202,cover=0
- 68:leaf=-0.0188717023,cover=0
- 34:[PialCurv5<0.0666604191] yes=69,no=70,missing=70,gain=1.27543855,cover=1586
- 69:leaf=0.000285244896,cover=0
- 70:leaf=0.00394366542,cover=0
- 8:[Ecc<0.669936359] yes=17,no=18,missing=17,gain=3.28429508,cover=7074
- 17:[Sulc0<-0.152423486] yes=35,no=36,missing=35,gain=4.60233164,cover=597
- 35:[Sulc0<-0.815117955] yes=71,no=72,missing=71,gain=1.91051245,cover=584
- 71:leaf=0.0134915309,cover=0
- 72:leaf=-0.00595443789,cover=0
- 36:leaf=0.0235060956,cover=0
- 18:[LGI5<3.36766768] yes=37,no=38,missing=37,gain=3.61861491,cover=6477
- 37:[Pol<119.777687] yes=73,no=74,missing=73,gain=1.89961827,cover=5430
- 73:leaf=-0.000933639705,cover=0
- 74:leaf=0.0014140862,cover=0
- 38:[Ecc<24.3269672] yes=75,no=76,missing=75,gain=12.9540224,cover=1047
- 75:leaf=-0.00795925502,cover=0
- 76:leaf=0.003534168,cover=0
- 4:[Pol<60.4070244] yes=9,no=10,missing=9,gain=1.81274152,cover=712699
- 9:[Ecc<38.0136108] yes=19,no=20,missing=19,gain=4.30665874,cover=13134
- 19:[LGI5<3.26095963] yes=39,no=40,missing=40,gain=5.39076424,cover=6768
- 39:[LGI5<2.49262404] yes=77,no=78,missing=77,gain=2.19358087,cover=4828
- 77:leaf=-0.00116992986,cover=0
- 78:leaf=0.00124753534,cover=0
- 40:[Curv5<0.120553598] yes=79,no=80,missing=79,gain=8.74013996,cover=1940
- 79:leaf=0.00814286899,cover=0
- 80:leaf=0.00117775705,cover=0
- 20:[PialCurv5<0.0193316489] yes=41,no=42,missing=42,gain=2.32287621,cover=6366
- 41:[Curv5<0.0235087723] yes=81,no=82,missing=81,gain=0.333645344,cover=54
- 81:leaf=0.0109747844,cover=0
- 82:leaf=-0.011139892,cover=0
- 42:[Sulc0<0.517823458] yes=83,no=84,missing=83,gain=2.21154928,cover=6312
- 83:leaf=0.0036216171,cover=0
- 84:leaf=-0.000446071703,cover=0
- 10:[Area5<0.596935391] yes=21,no=22,missing=21,gain=1.90158296,cover=699565
- 21:[Ecc<0.406764686] yes=43,no=44,missing=43,gain=1.85684204,cover=68696
- 43:[LGI5<2.16230083] yes=85,no=86,missing=85,gain=2.81575537,cover=1766
- 85:leaf=-0.00803355779,cover=0
- 86:leaf=0.00180566125,cover=0
- 44:[PialCurv5<0.0877920389] yes=87,no=88,missing=87,gain=1.84409487,cover=66930
- 87:leaf=-0.00094058126,cover=0
- 88:leaf=-0.000157604562,cover=0
- 22:[Sulc0<-0.298712492] yes=45,no=46,missing=45,gain=2.68250179,cover=630869
- 45:[Ecc<0.943656743] yes=89,no=90,missing=90,gain=4.17278004,cover=7793
- 89:leaf=-2.14519714e-05,cover=0
- 90:leaf=0.00231568748,cover=0
- 46:[Pol<111.846848] yes=91,no=92,missing=92,gain=1.67974257,cover=623076
- 91:leaf=1.04982419e-05,cover=0
- 92:leaf=0.000223668569,cover=0
- 2:[PialCurv5<0.409174502] yes=5,no=6,missing=6,gain=1.44707704,cover=4397953
- 5:[Curv5<0.133649558] yes=11,no=12,missing=11,gain=1.8827951,cover=4392958
- 11:[PialCurv5<0.303062648] yes=23,no=24,missing=24,gain=2.55816317,cover=4223554
- 23:[Sulc0<0.995960534] yes=47,no=48,missing=47,gain=1.37874091,cover=4215608
- 47:[Curv5<0.081820026] yes=93,no=94,missing=93,gain=1.13090003,cover=4204376
- 93:leaf=5.0143185e-06,cover=0
- 94:leaf=-8.729205e-05,cover=0
- 48:[Area5<0.643796742] yes=95,no=96,missing=95,gain=5.93664694,cover=11232
- 95:leaf=-0.00563357677,cover=0
- 96:leaf=0.000765270495,cover=0
- 24:[Ecc<0.406764686] yes=49,no=50,missing=50,gain=3.81834555,cover=7946
- 49:[Curv5<0.124281213] yes=97,no=98,missing=97,gain=1.2422843,cover=71
- 97:leaf=-0.0133653507,cover=0
- 98:leaf=0.004542863,cover=0
- 50:[PialArea5<0.524996102] yes=99,no=100,missing=99,gain=1.55153251,cover=7875
- 99:leaf=0.000152527689,cover=0
- 100:leaf=0.0015815146,cover=0
- 12:[Area5<0.714924753] yes=25,no=26,missing=25,gain=3.49121332,cover=169404
- 25:[PialArea5<0.621054947] yes=51,no=52,missing=52,gain=3.68111181,cover=89152
- 51:[Sulc0<0.244668111] yes=101,no=102,missing=101,gain=3.88978624,cover=84590
- 101:leaf=-0.000312629767,cover=0
- 102:leaf=0.000376330776,cover=0
- 52:[Pol<165.944183] yes=103,no=104,missing=103,gain=1.99985862,cover=4562
- 103:leaf=0.00179122295,cover=0
- 104:leaf=-0.00159342051,cover=0
- 26:[PialCurv5<0.122354448] yes=53,no=54,missing=53,gain=2.5509963,cover=80252
- 53:[Curv5<0.162240714] yes=105,no=106,missing=106,gain=2.28255653,cover=3386
- 105:leaf=0.000133525216,cover=0
- 106:leaf=0.00303901313,cover=0
- 54:[PialArea5<0.555011809] yes=107,no=108,missing=108,gain=2.92619276,cover=76866
- 107:leaf=-0.00024886601,cover=0
- 108:leaf=-0.000902121596,cover=0
- 6:[Curv5<0.199476883] yes=13,no=14,missing=13,gain=2.15245318,cover=4995
- 13:[Sulc0<0.703387856] yes=27,no=28,missing=28,gain=1.30511379,cover=3268
- 27:[Sulc0<-0.401674598] yes=55,no=56,missing=55,gain=0.796105266,cover=2524
- 55:[Ecc<1.21076584] yes=109,no=110,missing=110,gain=0.255209446,cover=48
- 109:leaf=-0.00981066655,cover=0
- 110:leaf=-0.00229662727,cover=0
- 56:[Area5<0.720017433] yes=111,no=112,missing=111,gain=0.804634809,cover=2476
- 111:leaf=0.00174398255,cover=0
- 112:leaf=-0.000260591129,cover=0
- 28:[Ecc<8.11897564] yes=57,no=58,missing=57,gain=2.61253166,cover=744
- 57:[LGI5<2.74134016] yes=113,no=114,missing=114,gain=2.38613987,cover=112
- 113:leaf=0.00519070914,cover=0
- 114:leaf=0.0206743069,cover=0
- 58:[Area5<0.733255386] yes=115,no=116,missing=115,gain=0.729092479,cover=632
- 115:leaf=0.00400506938,cover=0
- 116:leaf=0.000600526517,cover=0
- 14:[MidArea5<0.776906967] yes=29,no=30,missing=30,gain=0.613855422,cover=1727
- 29:[Area5<0.641697526] yes=59,no=60,missing=59,gain=0.674336791,cover=1695
- 59:[Sulc0<0.281104684] yes=117,no=118,missing=117,gain=0.369494259,cover=394
- 117:leaf=0.000318922917,cover=0
- 118:leaf=0.00410775607,cover=0
- 60:[Pol<71.0996552] yes=119,no=120,missing=119,gain=0.761726856,cover=1301
- 119:leaf=0.00410435628,cover=0
- 120:leaf=-0.00153386546,cover=0
- 30:[Ecc<6.98131132] yes=61,no=62,missing=61,gain=0.0488233566,cover=32
- 61:[Ecc<2.54464626] yes=121,no=122,missing=122,gain=0.0295469761,cover=31
- 121:leaf=0.00303037767,cover=0
- 122:leaf=0.0073909224,cover=0
- 62:leaf=-0.00266006007,cover=0
-booster[745]:
-0:[Curv5<-0.0366821773] yes=1,no=2,missing=1,gain=0.370604038,cover=5124388
- 1:[PialCurv5<0.110155433] yes=3,no=4,missing=3,gain=2.11097431,cover=2805103
- 3:[Sulc0<0.940059185] yes=7,no=8,missing=7,gain=2.01495171,cover=2803632
- 7:[PialArea5<0.643814564] yes=15,no=16,missing=15,gain=1.92355347,cover=2803566
- 15:[Pol<124.735107] yes=31,no=32,missing=31,gain=4.73266888,cover=116188
- 31:[Ecc<0.729281187] yes=63,no=64,missing=64,gain=7.5562377,cover=74890
- 63:leaf=0.00162932742,cover=0
- 64:leaf=-0.000570900913,cover=0
- 32:[Ecc<11.0302963] yes=65,no=66,missing=65,gain=7.09791994,cover=41298
- 65:leaf=0.000626613095,cover=0
- 66:leaf=-0.00083210849,cover=0
- 16:[MidArea5<0.505849421] yes=33,no=34,missing=33,gain=3.89498687,cover=2687378
- 33:[LGI5<2.27925944] yes=67,no=68,missing=67,gain=0.960985422,cover=1001
- 67:leaf=-0.000633336254,cover=0
- 68:leaf=0.00375152752,cover=0
- 34:[PialCurv5<0.000298873958] yes=69,no=70,missing=69,gain=3.34593439,cover=2686377
- 69:leaf=-1.55989874e-05,cover=0
- 70:leaf=0.000317531201,cover=0
- 8:[PialArea5<0.636387587] yes=17,no=18,missing=17,gain=0.974037409,cover=66
- 17:[Ecc<38.0136108] yes=35,no=36,missing=35,gain=0.4053123,cover=61
- 35:[Ecc<25.981123] yes=71,no=72,missing=72,gain=0.0988478661,cover=23
- 71:leaf=0.00311836391,cover=0
- 72:leaf=0.016625287,cover=0
- 36:[Ecc<48.8682671] yes=73,no=74,missing=73,gain=0.420048654,cover=38
- 73:leaf=0.00374927674,cover=0
- 74:leaf=0.0158443004,cover=0
- 18:[Pol<108.184875] yes=37,no=38,missing=37,gain=0.116766989,cover=5
- 37:leaf=-0.0141790723,cover=0
- 38:leaf=0.00246077776,cover=0
- 4:[Pol<78.8803177] yes=9,no=10,missing=9,gain=3.16438699,cover=1471
- 9:[Sulc0<0.0530014001] yes=19,no=20,missing=19,gain=5.44459915,cover=361
- 19:[Area5<0.695070922] yes=39,no=40,missing=39,gain=1.19673574,cover=245
- 39:[PialArea5<0.780359626] yes=75,no=76,missing=76,gain=0.676978171,cover=141
- 75:leaf=0.000699990836,cover=0
- 76:leaf=-0.00723048626,cover=0
- 40:[Sulc0<-0.357752919] yes=77,no=78,missing=77,gain=1.42137063,cover=104
- 77:leaf=0.0119569832,cover=0
- 78:leaf=0.000290902564,cover=0
- 20:[Ecc<16.7734241] yes=41,no=42,missing=41,gain=4.11106777,cover=116
- 41:[Ecc<7.69572639] yes=79,no=80,missing=80,gain=0.488736123,cover=18
- 79:leaf=0.0056578028,cover=0
- 80:leaf=-0.0117057366,cover=0
- 42:[Sulc0<0.485350072] yes=81,no=82,missing=81,gain=2.05464554,cover=98
- 81:leaf=0.0222200938,cover=0
- 82:leaf=0.00333758746,cover=0
- 10:[LGI5<2.30180311] yes=21,no=22,missing=21,gain=3.72824144,cover=1110
- 21:[PialCurv5<0.144311354] yes=43,no=44,missing=43,gain=0.651330471,cover=60
- 43:[PialArea5<0.686586082] yes=83,no=84,missing=84,gain=0.178907275,cover=45
- 83:leaf=0.011657319,cover=0
- 84:leaf=0.00474780984,cover=0
- 44:[MidArea5<0.710933506] yes=85,no=86,missing=85,gain=0.110491991,cover=15
- 85:leaf=0.0114531517,cover=0
- 86:leaf=0.0249754209,cover=0
- 22:[Sulc0<-0.188964635] yes=45,no=46,missing=45,gain=2.25818062,cover=1050
- 45:[LGI5<2.31684756] yes=87,no=88,missing=87,gain=0.544279695,cover=302
- 87:leaf=0.00496701011,cover=0
- 88:leaf=-0.00428887038,cover=0
- 46:[PialCurv5<0.285888344] yes=89,no=90,missing=89,gain=0.978033721,cover=748
- 89:leaf=0.0020426407,cover=0
- 90:leaf=-0.00324853021,cover=0
- 2:[PialCurv5<-0.00955641083] yes=5,no=6,missing=5,gain=3.46129966,cover=2319285
- 5:[PialArea5<0.761482477] yes=11,no=12,missing=12,gain=11.1884346,cover=139911
- 11:[PialArea5<0.550757647] yes=23,no=24,missing=23,gain=3.76837111,cover=68549
- 23:[Curv5<0.0452247933] yes=47,no=48,missing=47,gain=2.70465088,cover=16447
- 47:[Sulc0<0.0294309072] yes=91,no=92,missing=91,gain=3.30027008,cover=9588
- 91:leaf=-0.000743023527,cover=0
- 92:leaf=-0.00270762714,cover=0
- 48:[Pol<97.3566132] yes=93,no=94,missing=93,gain=2.93972492,cover=6859
- 93:leaf=0.00111408893,cover=0
- 94:leaf=-0.000982838566,cover=0
- 24:[Sulc0<0.610343635] yes=49,no=50,missing=49,gain=4.56864929,cover=52102
- 49:[Sulc0<-0.137935251] yes=95,no=96,missing=95,gain=4.18974876,cover=51748
- 95:leaf=-0.000332056632,cover=0
- 96:leaf=0.000581076543,cover=0
- 50:[Pol<114.966316] yes=97,no=98,missing=97,gain=6.79514265,cover=354
- 97:leaf=-0.0107781459,cover=0
- 98:leaf=0.00365564763,cover=0
- 12:[Pol<172.695618] yes=25,no=26,missing=25,gain=7.76536942,cover=71362
- 25:[Area5<0.542713821] yes=51,no=52,missing=52,gain=7.16868782,cover=66436
- 51:[PialCurv5<-0.0314326771] yes=99,no=100,missing=99,gain=1.97039557,cover=347
- 99:leaf=-0.00871063396,cover=0
- 100:leaf=-0.000392567832,cover=0
- 52:[Area5<0.729573667] yes=101,no=102,missing=101,gain=8.15533257,cover=66089
- 101:leaf=0.00137927558,cover=0
- 102:leaf=0.000263487862,cover=0
- 26:[Ecc<7.18838644] yes=53,no=54,missing=53,gain=3.94585919,cover=4926
- 53:[PialCurv5<-0.113441773] yes=103,no=104,missing=103,gain=3.78971887,cover=1322
- 103:leaf=0.0407635905,cover=0
- 104:leaf=0.000933377654,cover=0
- 54:[PialCurv5<-0.0715543851] yes=105,no=106,missing=105,gain=2.53819227,cover=3604
- 105:leaf=-0.00938881375,cover=0
- 106:leaf=-0.00183669233,cover=0
- 6:[Ecc<38.7725143] yes=13,no=14,missing=13,gain=3.14710188,cover=2179374
- 13:[Area5<0.759248734] yes=27,no=28,missing=27,gain=2.65359449,cover=2042601
- 27:[PialArea5<1.02926981] yes=55,no=56,missing=56,gain=5.06237602,cover=1688490
- 55:[Ecc<17.0169544] yes=107,no=108,missing=107,gain=4.32324266,cover=1683637
- 107:leaf=3.62228675e-05,cover=0
- 108:leaf=-0.000156542766,cover=0
- 56:[Area5<0.705328763] yes=109,no=110,missing=109,gain=3.47044611,cover=4853
- 109:leaf=-0.0038999829,cover=0
- 110:leaf=-0.000838125532,cover=0
- 28:[Pol<52.7894325] yes=57,no=58,missing=57,gain=8.46716785,cover=354111
- 57:[Ecc<2.8577323] yes=111,no=112,missing=111,gain=8.62317753,cover=29842
- 111:leaf=-0.0040460187,cover=0
- 112:leaf=0.00108994253,cover=0
- 58:[PialArea5<0.676429033] yes=113,no=114,missing=113,gain=5.17943621,cover=324269
- 113:leaf=0.000253855629,cover=0
- 114:leaf=-0.000146455161,cover=0
- 14:[Pol<133.406311] yes=29,no=30,missing=29,gain=7.77363586,cover=136773
- 29:[Curv5<0.012354264] yes=59,no=60,missing=59,gain=7.71365118,cover=128694
- 59:[Sulc0<0.218763664] yes=115,no=116,missing=115,gain=3.3881321,cover=15128
- 115:leaf=-0.00250409194,cover=0
- 116:leaf=-0.000886172522,cover=0
- 60:[PialCurv5<0.0285326894] yes=117,no=118,missing=118,gain=11.6759834,cover=113566
- 117:leaf=0.00216434989,cover=0
- 118:leaf=-0.000295391277,cover=0
- 30:[Area5<0.710077047] yes=61,no=62,missing=61,gain=3.83864927,cover=8079
- 61:[LGI5<3.1900804] yes=119,no=120,missing=119,gain=2.20052528,cover=2843
- 119:leaf=-0.00203529489,cover=0
- 120:leaf=0.000850440469,cover=0
- 62:[Sulc0<0.610343635] yes=121,no=122,missing=121,gain=3.03766727,cover=5236
- 121:leaf=0.00265985471,cover=0
- 122:leaf=-0.000402348407,cover=0
-booster[746]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.362609416,cover=5124388
- 1:[Area5<0.610838115] yes=3,no=4,missing=4,gain=0.819826603,cover=20016
- 3:[PialArea5<0.463276565] yes=7,no=8,missing=8,gain=0.61795038,cover=18642
- 7:[Ecc<12.3665791] yes=15,no=16,missing=15,gain=0.504879594,cover=18320
- 15:[LGI5<2.98459172] yes=31,no=32,missing=32,gain=0.788227916,cover=12324
- 31:[Ecc<8.55626965] yes=63,no=64,missing=64,gain=2.44202566,cover=11616
- 63:leaf=4.32429297e-05,cover=0
- 64:leaf=-0.00240411866,cover=0
- 32:[Curv5<0.233002663] yes=65,no=66,missing=65,gain=1.67820334,cover=708
- 65:leaf=0.000203752803,cover=0
- 66:leaf=0.00601062365,cover=0
- 16:[LGI5<2.97342348] yes=33,no=34,missing=33,gain=1.47276831,cover=5996
- 33:[Curv5<0.0877084062] yes=67,no=68,missing=67,gain=1.57881188,cover=1544
- 67:leaf=-0.000753966044,cover=0
- 68:leaf=0.00279588602,cover=0
- 34:[Ecc<15.121048] yes=69,no=70,missing=69,gain=1.26621008,cover=4452
- 69:leaf=0.00240804232,cover=0
- 70:leaf=-0.00029344167,cover=0
- 8:[PialCurv5<-0.104067586] yes=17,no=18,missing=17,gain=0.951962113,cover=322
- 17:[PialCurv5<-0.190801308] yes=35,no=36,missing=35,gain=0.650741577,cover=260
- 35:[PialArea5<0.498393416] yes=71,no=72,missing=72,gain=0.138592362,cover=86
- 71:leaf=-0.00171361014,cover=0
- 72:leaf=0.00228080037,cover=0
- 36:[Ecc<4.73840666] yes=73,no=74,missing=74,gain=0.609518528,cover=174
- 73:leaf=0.00189251453,cover=0
- 74:leaf=0.00789838471,cover=0
- 18:[Ecc<20.3925476] yes=37,no=38,missing=38,gain=0.453062743,cover=62
- 37:[LGI5<3.26095963] yes=75,no=76,missing=75,gain=0.351809889,cover=56
- 75:leaf=-0.00300014112,cover=0
- 76:leaf=0.00980736595,cover=0
- 38:[Ecc<26.4278679] yes=77,no=78,missing=77,gain=0.194991052,cover=6
- 77:leaf=-0.0226317346,cover=0
- 78:leaf=-0.00404642522,cover=0
- 4:[Pol<87.9431763] yes=9,no=10,missing=9,gain=0.367159367,cover=1374
- 9:[Ecc<15.7955055] yes=19,no=20,missing=19,gain=0.942827344,cover=294
- 19:[Sulc0<0.849368811] yes=39,no=40,missing=40,gain=0.435070276,cover=28
- 39:[Sulc0<0.118391842] yes=79,no=80,missing=79,gain=0.0145894587,cover=12
- 79:leaf=-0.00106010435,cover=0
- 80:leaf=0.00435652444,cover=0
- 40:[Curv5<0.183586344] yes=81,no=82,missing=82,gain=0.128308058,cover=16
- 81:leaf=0.0100804223,cover=0
- 82:leaf=0.0214759987,cover=0
- 20:[Sulc0<1.11117697] yes=41,no=42,missing=42,gain=0.668222189,cover=266
- 41:[Ecc<25.981123] yes=83,no=84,missing=83,gain=0.235175401,cover=132
- 83:leaf=0.00301458221,cover=0
- 84:leaf=-0.00175481127,cover=0
- 42:[PialCurv5<0.212141559] yes=85,no=86,missing=86,gain=0.499155641,cover=134
- 85:leaf=-0.00289965677,cover=0
- 86:leaf=0.00572144939,cover=0
- 10:[PialCurv5<0.329096764] yes=21,no=22,missing=21,gain=0.36468184,cover=1080
- 21:[Ecc<11.8489361] yes=43,no=44,missing=43,gain=0.863009334,cover=392
- 43:[Ecc<8.55626965] yes=87,no=88,missing=87,gain=1.22859573,cover=238
- 87:leaf=-0.000131371053,cover=0
- 88:leaf=-0.0085441377,cover=0
- 44:[LGI5<2.88525915] yes=89,no=90,missing=89,gain=1.47623765,cover=154
- 89:leaf=0.0135213751,cover=0
- 90:leaf=0.000457773916,cover=0
- 22:[Curv5<0.20983994] yes=45,no=46,missing=46,gain=0.553813875,cover=688
- 45:[PialCurv5<0.493508637] yes=91,no=92,missing=92,gain=0.542928696,cover=179
- 91:leaf=0.00278937165,cover=0
- 92:leaf=0.0101975668,cover=0
- 46:[Ecc<42.9490852] yes=93,no=94,missing=93,gain=0.398336679,cover=509
- 93:leaf=0.000601736305,cover=0
- 94:leaf=0.010223777,cover=0
- 2:[Curv5<0.266060919] yes=5,no=6,missing=5,gain=0.386891246,cover=5104372
- 5:[PialArea5<0.422649235] yes=11,no=12,missing=11,gain=0.401250362,cover=5089686
- 11:[Area5<0.593548477] yes=23,no=24,missing=24,gain=1.3822124,cover=510886
- 23:[Pol<65.1286774] yes=47,no=48,missing=48,gain=1.59218037,cover=36719
- 47:[Curv5<-0.0553030409] yes=95,no=96,missing=95,gain=1.87139869,cover=1024
- 95:leaf=-0.0029745854,cover=0
- 96:leaf=0.00266635115,cover=0
- 48:[Pol<106.604004] yes=97,no=98,missing=97,gain=1.29856467,cover=35695
- 97:leaf=-0.000572702033,cover=0
- 98:leaf=3.59973492e-05,cover=0
- 24:[Curv5<0.0574831441] yes=49,no=50,missing=49,gain=2.3291502,cover=474167
- 49:[MidArea5<0.554996908] yes=99,no=100,missing=100,gain=3.89890909,cover=6925
- 99:leaf=-0.000526288874,cover=0
- 100:leaf=-0.00525731547,cover=0
- 50:[Sulc0<0.32645905] yes=101,no=102,missing=101,gain=2.23747277,cover=467242
- 101:leaf=0.000364738953,cover=0
- 102:leaf=3.6520898e-05,cover=0
- 12:[Curv5<0.0857537538] yes=25,no=26,missing=25,gain=1.00259507,cover=4578800
- 25:[PialCurv5<0.189327508] yes=51,no=52,missing=52,gain=2.04765439,cover=3905869
- 51:[Sulc0<0.649594426] yes=103,no=104,missing=104,gain=2.80481482,cover=3879959
- 103:leaf=2.94848883e-06,cover=0
- 104:leaf=0.000373454939,cover=0
- 52:[MidArea5<0.680376351] yes=105,no=106,missing=105,gain=6.26374197,cover=25910
- 105:leaf=-0.00100999628,cover=0
- 106:leaf=0.000618586026,cover=0
- 26:[Pol<132.083344] yes=53,no=54,missing=53,gain=2.39328051,cover=672931
- 53:[PialCurv5<0.178517133] yes=107,no=108,missing=108,gain=3.28012609,cover=599104
- 107:leaf=-0.000244168856,cover=0
- 108:leaf=-2.94837059e-06,cover=0
- 54:[Ecc<22.8050022] yes=109,no=110,missing=109,gain=5.02186203,cover=73827
- 109:leaf=3.80978126e-05,cover=0
- 110:leaf=0.00121151865,cover=0
- 6:[PialArea5<0.467676282] yes=13,no=14,missing=14,gain=0.782909036,cover=14686
- 13:[Area5<0.652759671] yes=27,no=28,missing=27,gain=0.833294868,cover=14120
- 27:[LGI5<2.3349762] yes=55,no=56,missing=55,gain=0.619818807,cover=11413
- 55:[Ecc<4.20590305] yes=111,no=112,missing=111,gain=0.72507143,cover=2488
- 111:leaf=-0.000288210897,cover=0
- 112:leaf=-0.00215916219,cover=0
- 56:[LGI5<2.58517122] yes=113,no=114,missing=113,gain=0.796891451,cover=8925
- 113:leaf=0.0004108008,cover=0
- 114:leaf=-0.000569591066,cover=0
- 28:[LGI5<3.34776258] yes=57,no=58,missing=57,gain=1.27350986,cover=2707
- 57:[PialCurv5<0.493508637] yes=115,no=116,missing=115,gain=0.836336613,cover=2384
- 115:leaf=-0.000880704552,cover=0
- 116:leaf=-0.00289530563,cover=0
- 58:[LGI5<3.37729335] yes=117,no=118,missing=117,gain=2.16001034,cover=323
- 117:leaf=0.00883710571,cover=0
- 118:leaf=-0.000550672587,cover=0
- 14:[LGI5<2.95653391] yes=29,no=30,missing=30,gain=1.06831264,cover=566
- 29:[Pol<96.8070755] yes=59,no=60,missing=59,gain=0.332154691,cover=467
- 59:[Ecc<1.91022825] yes=119,no=120,missing=119,gain=0.27251637,cover=132
- 119:leaf=-0.00340157491,cover=0
- 120:leaf=0.00120356446,cover=0
- 60:[Ecc<10.0121937] yes=121,no=122,missing=122,gain=0.215092927,cover=335
- 121:leaf=0.00154641841,cover=0
- 122:leaf=-0.00892068353,cover=0
- 30:[Pol<125.308708] yes=61,no=62,missing=61,gain=1.14369094,cover=99
- 61:[MidArea5<0.561631978] yes=123,no=124,missing=123,gain=1.47124052,cover=64
- 123:leaf=0.0269479789,cover=0
- 124:leaf=0.00664082309,cover=0
- 62:[PialArea5<0.524996102] yes=125,no=126,missing=125,gain=0.122043848,cover=35
- 125:leaf=-0.00409704214,cover=0
- 126:leaf=0.00167443405,cover=0
-booster[747]:
-0:[Curv5<-0.0320370905] yes=1,no=2,missing=1,gain=0.349818677,cover=5124388
- 1:[PialCurv5<0.110155433] yes=3,no=4,missing=3,gain=2.12172294,cover=2845137
- 3:[Ecc<8.97079182] yes=7,no=8,missing=7,gain=1.92006409,cover=2843376
- 7:[LGI5<3.21041465] yes=15,no=16,missing=16,gain=6.39392662,cover=1816847
- 15:[Sulc0<-0.130613819] yes=31,no=32,missing=31,gain=4.12651777,cover=1781662
- 31:[LGI5<2.89660096] yes=61,no=62,missing=61,gain=3.27289867,cover=1681382
- 61:leaf=-3.3109256e-05,cover=0
- 62:leaf=0.000217358072,cover=0
- 32:[Pol<75.4512405] yes=63,no=64,missing=63,gain=26.4439545,cover=100280
- 63:leaf=-0.0017795742,cover=0
- 64:leaf=0.000116549258,cover=0
- 16:[Sulc0<-0.188964635] yes=33,no=34,missing=34,gain=7.78565073,cover=35185
- 33:[PialArea5<1.18617713] yes=65,no=66,missing=65,gain=4.04775381,cover=31405
- 65:leaf=-0.000703135971,cover=0
- 66:leaf=0.000835138664,cover=0
- 34:[MidArea5<0.584310353] yes=67,no=68,missing=68,gain=6.37991142,cover=3780
- 67:leaf=0.00673322473,cover=0
- 68:leaf=-0.00329399924,cover=0
- 8:[Pol<38.1036148] yes=17,no=18,missing=17,gain=5.05436325,cover=1026529
- 17:[Ecc<12.5441074] yes=35,no=36,missing=36,gain=9.53592396,cover=314995
- 35:[Sulc0<-0.123243913] yes=69,no=70,missing=69,gain=2.16340017,cover=46820
- 69:leaf=0.000508937752,cover=0
- 70:leaf=0.00522945449,cover=0
- 36:[Area5<0.685542226] yes=71,no=72,missing=71,gain=6.75616503,cover=268175
- 71:leaf=-0.000503512681,cover=0
- 72:leaf=-9.69566599e-07,cover=0
- 18:[Pol<104.38549] yes=37,no=38,missing=37,gain=18.7614899,cover=711534
- 37:[Ecc<11.6821251] yes=73,no=74,missing=73,gain=57.8422623,cover=152476
- 73:leaf=-0.00097683724,cover=0
- 74:leaf=0.0012059923,cover=0
- 38:[Ecc<10.2861843] yes=75,no=76,missing=75,gain=10.0370789,cover=559058
- 75:leaf=0.000562260742,cover=0
- 76:leaf=-9.56672448e-05,cover=0
- 4:[LGI5<3.78836131] yes=9,no=10,missing=10,gain=2.38341451,cover=1761
- 9:[Pol<79.5617371] yes=19,no=20,missing=19,gain=2.62060475,cover=1736
- 19:[Ecc<12.3665791] yes=39,no=40,missing=39,gain=4.9335618,cover=430
- 39:[Pol<75.4512405] yes=77,no=78,missing=77,gain=1.52144396,cover=214
- 77:leaf=-0.00171115051,cover=0
- 78:leaf=0.0105973538,cover=0
- 40:[LGI5<3.4634192] yes=79,no=80,missing=79,gain=2.18750954,cover=216
- 79:leaf=0.0137811629,cover=0
- 80:leaf=0.00256500416,cover=0
- 20:[LGI5<2.30180311] yes=41,no=42,missing=41,gain=3.11152959,cover=1306
- 41:[Area5<0.657483757] yes=81,no=82,missing=81,gain=0.803354502,cover=74
- 81:leaf=0.00676697446,cover=0
- 82:leaf=0.0179043431,cover=0
- 42:[Sulc0<-0.217071146] yes=83,no=84,missing=83,gain=2.10077167,cover=1232
- 83:leaf=-0.00311713363,cover=0
- 84:leaf=0.00150040945,cover=0
- 10:[Sulc0<0.254506379] yes=21,no=22,missing=21,gain=0.27589488,cover=25
- 21:leaf=-0.0168068614,cover=0
- 22:[Ecc<10.8716469] yes=43,no=44,missing=43,gain=0.0242902339,cover=8
- 43:[Ecc<10.569519] yes=85,no=86,missing=85,gain=0.00124156289,cover=2
- 85:leaf=0.000894403493,cover=0
- 86:leaf=-0.000867456198,cover=0
- 44:[Ecc<11.1913614] yes=87,no=88,missing=87,gain=0.000417850912,cover=6
- 87:leaf=-0.00182533567,cover=0
- 88:leaf=-0.0066495128,cover=0
- 2:[PialCurv5<-0.00372259994] yes=5,no=6,missing=5,gain=3.07028413,cover=2279251
- 5:[PialArea5<0.85412097] yes=11,no=12,missing=11,gain=10.5504684,cover=150118
- 11:[Area5<0.746306419] yes=23,no=24,missing=24,gain=7.03113461,cover=106810
- 23:[PialArea5<0.721636832] yes=45,no=46,missing=45,gain=7.52037668,cover=94811
- 45:[Ecc<0.729281187] yes=89,no=90,missing=89,gain=4.17190409,cover=57657
- 89:leaf=0.00104032701,cover=0
- 90:leaf=-0.000387429696,cover=0
- 46:[Sulc0<-0.540693521] yes=91,no=92,missing=92,gain=6.78487158,cover=37154
- 91:leaf=-0.00138342998,cover=0
- 92:leaf=0.000888100185,cover=0
- 24:[Pol<86.0952454] yes=47,no=48,missing=48,gain=7.57872009,cover=11999
- 47:[Ecc<2.8577323] yes=93,no=94,missing=93,gain=4.83611584,cover=5106
- 93:leaf=-0.0034667626,cover=0
- 94:leaf=0.000916644931,cover=0
- 48:[Pol<168.718765] yes=95,no=96,missing=95,gain=3.2792263,cover=6893
- 95:leaf=-0.00287541794,cover=0
- 96:leaf=-0.000337142148,cover=0
- 12:[Curv5<-0.0156469513] yes=25,no=26,missing=25,gain=8.33142185,cover=43308
- 25:[PialCurv5<-0.0154925911] yes=49,no=50,missing=49,gain=4.10318184,cover=26424
- 49:[Ecc<27.7987404] yes=97,no=98,missing=97,gain=2.71327496,cover=15682
- 97:leaf=0.000540926761,cover=0
- 98:leaf=0.00224024593,cover=0
- 50:[Ecc<19.4699688] yes=99,no=100,missing=99,gain=2.41903734,cover=10742
- 99:leaf=0.000167638515,cover=0
- 100:leaf=-0.00138065219,cover=0
- 26:[Sulc0<-0.0862998366] yes=51,no=52,missing=51,gain=7.28402328,cover=16884
- 51:[Area5<0.671631575] yes=101,no=102,missing=102,gain=6.23298645,cover=10011
- 101:leaf=-0.00283048791,cover=0
- 102:leaf=0.00131560781,cover=0
- 52:[Pol<63.605114] yes=103,no=104,missing=103,gain=5.48126411,cover=6873
- 103:leaf=0.00417192141,cover=0
- 104:leaf=0.00129257492,cover=0
- 6:[Pol<87.3220139] yes=13,no=14,missing=13,gain=2.91806602,cover=2129133
- 13:[Sulc0<0.013685069] yes=27,no=28,missing=28,gain=13.4060221,cover=673847
- 27:[Pol<76.8473129] yes=53,no=54,missing=53,gain=10.3201408,cover=184216
- 53:[Ecc<8.35574818] yes=105,no=106,missing=105,gain=15.4226217,cover=131414
- 105:leaf=0.000997918774,cover=0
- 106:leaf=-9.22836698e-05,cover=0
- 54:[Sulc0<-0.237935558] yes=107,no=108,missing=107,gain=12.3461905,cover=52802
- 107:leaf=-0.00130704604,cover=0
- 108:leaf=0.000274775171,cover=0
- 28:[PialArea5<0.550757647] yes=55,no=56,missing=55,gain=24.3876915,cover=489631
- 55:[Sulc0<0.40262419] yes=109,no=110,missing=109,gain=9.60252762,cover=214350
- 109:leaf=0.000732187938,cover=0
- 110:leaf=-2.51888541e-05,cover=0
- 56:[Ecc<12.3665791] yes=111,no=112,missing=111,gain=33.2096176,cover=275281
- 111:leaf=-0.00129065732,cover=0
- 112:leaf=-0.000135884009,cover=0
- 14:[Ecc<25.981123] yes=29,no=30,missing=29,gain=5.57870674,cover=1455286
- 29:[Ecc<14.9070177] yes=57,no=58,missing=57,gain=15.2369289,cover=1310351
- 57:[LGI5<3.17022181] yes=113,no=114,missing=113,gain=11.39818,cover=1077303
- 113:leaf=3.97332187e-05,cover=0
- 114:leaf=0.000660363527,cover=0
- 58:[PialArea5<0.669517875] yes=115,no=116,missing=115,gain=9.26665783,cover=233048
- 115:leaf=-0.00019208905,cover=0
- 116:leaf=-0.00095173408,cover=0
- 30:[Pol<128.334747] yes=59,no=60,missing=59,gain=12.0053663,cover=144935
- 59:[Sulc0<0.636906147] yes=117,no=118,missing=117,gain=25.3589745,cover=105685
- 117:leaf=-0.00136551284,cover=0
- 118:leaf=0.000478023023,cover=0
- 60:[LGI5<3.34776258] yes=119,no=120,missing=120,gain=11.7095623,cover=39250
- 119:leaf=0.000515637512,cover=0
- 120:leaf=0.00240145624,cover=0
-booster[748]:
-0:[Curv5<-0.256378978] yes=1,no=2,missing=2,gain=0.38959232,cover=5124388
- 1:[Area5<0.631603718] yes=3,no=4,missing=3,gain=2.40979218,cover=383095
- 3:[Pol<151.353775] yes=7,no=8,missing=7,gain=1.0566299,cover=262766
- 7:[Ecc<2.97906685] yes=15,no=16,missing=15,gain=1.35649145,cover=182855
- 15:[PialCurv5<-0.190801308] yes=31,no=32,missing=31,gain=1.55225301,cover=62459
- 31:[LGI5<2.47264814] yes=63,no=64,missing=64,gain=1.64743602,cover=2825
- 63:leaf=4.13641792e-05,cover=0
- 64:leaf=0.00252892519,cover=0
- 32:[LGI5<2.44958925] yes=65,no=66,missing=65,gain=1.29072201,cover=59634
- 65:leaf=-5.34365536e-05,cover=0
- 66:leaf=-0.00055166072,cover=0
- 16:[LGI5<2.55687809] yes=33,no=34,missing=34,gain=1.99990952,cover=120396
- 33:[LGI5<2.41354537] yes=67,no=68,missing=67,gain=2.8879714,cover=26258
- 67:leaf=-0.000138251402,cover=0
- 68:leaf=0.00093548384,cover=0
- 34:[LGI5<2.68917012] yes=69,no=70,missing=69,gain=3.98258018,cover=94138
- 69:leaf=-0.000685242354,cover=0
- 70:leaf=0.000170271785,cover=0
- 8:[Sulc0<-0.0326132737] yes=17,no=18,missing=17,gain=2.55095482,cover=79911
- 17:[Sulc0<-0.8873595] yes=35,no=36,missing=35,gain=1.36815739,cover=79209
- 35:[PialArea5<1.4350239] yes=71,no=72,missing=72,gain=1.48621082,cover=34813
- 71:leaf=2.99433887e-05,cover=0
- 72:leaf=-0.0107504576,cover=0
- 36:[Ecc<5.27515984] yes=73,no=74,missing=73,gain=4.2345171,cover=44396
- 73:leaf=-0.00132634444,cover=0
- 74:leaf=-0.000141609169,cover=0
- 18:[LGI5<2.99594808] yes=37,no=38,missing=37,gain=2.21675801,cover=702
- 37:[Ecc<40.3354568] yes=75,no=76,missing=75,gain=1.73038781,cover=190
- 75:leaf=0.00181138946,cover=0
- 76:leaf=-0.00805422664,cover=0
- 38:[Area5<0.539561152] yes=77,no=78,missing=78,gain=3.23525286,cover=512
- 77:leaf=0.0109085245,cover=0
- 78:leaf=0.00204518414,cover=0
- 4:[PialCurv5<-0.08490628] yes=9,no=10,missing=9,gain=3.13013244,cover=120329
- 9:[Pol<49.2074432] yes=19,no=20,missing=19,gain=3.12720227,cover=119175
- 19:[Ecc<9.88196182] yes=39,no=40,missing=39,gain=6.28693819,cover=65982
- 39:[Ecc<2.3695333] yes=79,no=80,missing=79,gain=4.78762579,cover=40411
- 79:leaf=0.000756455644,cover=0
- 80:leaf=-0.000624727807,cover=0
- 40:[Pol<28.4081879] yes=81,no=82,missing=81,gain=1.5593667,cover=25571
- 81:leaf=0.000466574973,cover=0
- 82:leaf=0.00150924397,cover=0
- 20:[Ecc<9.0678978] yes=41,no=42,missing=41,gain=10.498436,cover=53193
- 41:[Pol<153.554306] yes=83,no=84,missing=83,gain=4.63689041,cover=22253
- 83:leaf=0.0018697161,cover=0
- 84:leaf=0.000324889377,cover=0
- 42:[PialCurv5<-0.167439327] yes=85,no=86,missing=85,gain=3.58043528,cover=30940
- 85:leaf=-0.00103670347,cover=0
- 86:leaf=0.000242101611,cover=0
- 10:[Ecc<6.22534323] yes=21,no=22,missing=21,gain=1.63059068,cover=1154
- 21:[LGI5<2.89127874] yes=43,no=44,missing=44,gain=2.83832645,cover=321
- 43:[Ecc<3.67199802] yes=87,no=88,missing=87,gain=1.02557671,cover=295
- 87:leaf=-0.0039426838,cover=0
- 88:leaf=0.00195521256,cover=0
- 44:[Pol<26.4235344] yes=89,no=90,missing=90,gain=1.09344244,cover=26
- 89:leaf=0.0102157472,cover=0
- 90:leaf=0.0353842042,cover=0
- 22:[PialCurv5<-0.0330938511] yes=45,no=46,missing=46,gain=1.01679897,cover=833
- 45:[Curv5<-0.26388669] yes=91,no=92,missing=91,gain=0.778494596,cover=650
- 91:leaf=-0.00342283631,cover=0
- 92:leaf=0.000987165724,cover=0
- 46:[Ecc<14.484726] yes=93,no=94,missing=93,gain=0.605608225,cover=183
- 93:leaf=-0.00975460093,cover=0
- 94:leaf=-0.00394452969,cover=0
- 2:[PialCurv5<-0.164281175] yes=5,no=6,missing=6,gain=1.23298347,cover=4741293
- 5:[Curv5<-0.125495523] yes=11,no=12,missing=12,gain=2.54243708,cover=22529
- 11:[Ecc<4.33753681] yes=23,no=24,missing=23,gain=1.29949594,cover=21838
- 23:[PialArea5<1.26501572] yes=47,no=48,missing=47,gain=2.8220036,cover=5934
- 47:[Sulc0<-0.702361405] yes=95,no=96,missing=96,gain=2.72593832,cover=5617
- 95:leaf=0.000844354858,cover=0
- 96:leaf=0.00374931633,cover=0
- 48:[Ecc<1.91022825] yes=97,no=98,missing=98,gain=1.61067939,cover=317
- 97:leaf=-0.0109504275,cover=0
- 98:leaf=-0.0017858654,cover=0
- 24:[Ecc<6.76014757] yes=49,no=50,missing=49,gain=2.49888325,cover=15904
- 49:[Pol<149.795395] yes=99,no=100,missing=99,gain=2.68706346,cover=4925
- 99:leaf=-0.00145163084,cover=0
- 100:leaf=0.00113084714,cover=0
- 50:[Ecc<20.7119312] yes=101,no=102,missing=101,gain=1.88064504,cover=10979
- 101:leaf=0.00101880811,cover=0
- 102:leaf=-0.000497813511,cover=0
- 12:[Pol<91.5616074] yes=25,no=26,missing=25,gain=2.91982317,cover=691
- 25:[Ecc<2.42687178] yes=51,no=52,missing=51,gain=2.5782299,cover=349
- 51:[MidArea5<0.742612839] yes=103,no=104,missing=104,gain=1.56859684,cover=71
- 103:leaf=-0.00993455667,cover=0
- 104:leaf=-0.0277138837,cover=0
- 52:[Pol<7.58674097] yes=105,no=106,missing=105,gain=1.61893356,cover=278
- 105:leaf=0.00584925385,cover=0
- 106:leaf=-0.00514905853,cover=0
- 26:[Ecc<5.53207445] yes=53,no=54,missing=53,gain=5.68447876,cover=342
- 53:[LGI5<2.56467891] yes=107,no=108,missing=108,gain=3.75041151,cover=104
- 107:leaf=0.00704417238,cover=0
- 108:leaf=0.0380578153,cover=0
- 54:[PialArea5<0.636387587] yes=109,no=110,missing=109,gain=2.86500025,cover=238
- 109:leaf=0.00251387944,cover=0
- 110:leaf=-0.00848657358,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=0.785909355,cover=4718764
- 13:[Pol<78.8803177] yes=27,no=28,missing=28,gain=0.734473646,cover=21759
- 27:[Curv5<-0.102400392] yes=55,no=56,missing=55,gain=1.66697741,cover=5452
- 55:[Ecc<21.3640327] yes=111,no=112,missing=112,gain=3.01023674,cover=5020
- 111:leaf=0.000900060812,cover=0
- 112:leaf=0.0108635668,cover=0
- 56:[LGI5<3.3215456] yes=113,no=114,missing=113,gain=1.60379291,cover=432
- 113:leaf=-0.00334612839,cover=0
- 114:leaf=0.00572593044,cover=0
- 28:[LGI5<2.45281005] yes=57,no=58,missing=57,gain=1.58023572,cover=16307
- 57:[PialCurv5<-0.11422696] yes=115,no=116,missing=115,gain=1.05808449,cover=10140
- 115:leaf=-0.000735895592,cover=0
- 116:leaf=0.000287732662,cover=0
- 58:[LGI5<2.71502113] yes=117,no=118,missing=117,gain=2.72254801,cover=6167
- 117:leaf=0.0014397942,cover=0
- 118:leaf=-0.000859137159,cover=0
- 14:[Sulc0<-0.987509191] yes=29,no=30,missing=29,gain=0.874202788,cover=4697005
- 29:[PialCurv5<-0.0800075978] yes=59,no=60,missing=60,gain=2.23837018,cover=161047
- 59:[LGI5<2.13090348] yes=119,no=120,missing=119,gain=2.49448919,cover=153343
- 119:leaf=-0.00163863495,cover=0
- 120:leaf=-5.36676198e-05,cover=0
- 60:[PialArea5<0.769840837] yes=121,no=122,missing=122,gain=2.60673881,cover=7704
- 121:leaf=0.00279786484,cover=0
- 122:leaf=-0.00117849302,cover=0
- 30:[PialCurv5<-0.151339546] yes=61,no=62,missing=61,gain=0.641492546,cover=4535958
- 61:[Curv5<-0.223784685] yes=123,no=124,missing=124,gain=8.02214241,cover=36180
- 123:leaf=-0.000296035956,cover=0
- 124:leaf=0.00130926282,cover=0
- 62:[MidArea5<1.1557827] yes=125,no=126,missing=125,gain=0.697473049,cover=4499778
- 125:leaf=-6.30843579e-06,cover=0
- 126:leaf=0.000233913655,cover=0
-booster[749]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=1,gain=0.355995208,cover=5124388
- 1:[PialCurv5<-0.144106165] yes=3,no=4,missing=4,gain=2.82438564,cover=483456
- 3:[Curv5<-0.279226273] yes=7,no=8,missing=7,gain=2.23014474,cover=271373
- 7:[Ecc<0.836319208] yes=15,no=16,missing=16,gain=1.05948567,cover=161494
- 15:[LGI5<2.18291569] yes=31,no=32,missing=31,gain=1.08478391,cover=5626
- 31:[Area5<0.660333693] yes=63,no=64,missing=63,gain=0.311880291,cover=132
- 63:leaf=0.00464351755,cover=0
- 64:leaf=-0.00331626437,cover=0
- 32:[PialArea5<0.559226274] yes=65,no=66,missing=65,gain=0.929253817,cover=5494
- 65:leaf=-0.00671992591,cover=0
- 66:leaf=-0.000658978999,cover=0
- 16:[PialArea5<1.28208315] yes=33,no=34,missing=33,gain=1.16700053,cover=155868
- 33:[Pol<147.599014] yes=67,no=68,missing=67,gain=1.12076175,cover=153197
- 67:leaf=0.000187624173,cover=0
- 68:leaf=-0.000102043523,cover=0
- 34:[Area5<0.808195949] yes=69,no=70,missing=69,gain=2.24971485,cover=2671
- 69:leaf=-0.0017629154,cover=0
- 70:leaf=0.00165878702,cover=0
- 8:[Area5<0.517926872] yes=17,no=18,missing=18,gain=1.66518044,cover=109879
- 17:[Ecc<3.60812569] yes=35,no=36,missing=35,gain=1.77246809,cover=18376
- 35:[Pol<81.5476837] yes=71,no=72,missing=71,gain=0.899502516,cover=9204
- 71:leaf=0.000254517014,cover=0
- 72:leaf=-0.000739649462,cover=0
- 36:[MidArea5<0.738078713] yes=73,no=74,missing=73,gain=1.36017251,cover=9172
- 73:leaf=0.000808531593,cover=0
- 74:leaf=-0.00234830892,cover=0
- 18:[Area5<0.641697526] yes=37,no=38,missing=37,gain=2.45799255,cover=91503
- 37:[Sulc0<-0.265099555] yes=75,no=76,missing=76,gain=1.6776185,cover=45761
- 75:leaf=-0.000531520112,cover=0
- 76:leaf=-0.00226628967,cover=0
- 38:[PialCurv5<-0.190801308] yes=77,no=78,missing=78,gain=0.939976096,cover=45742
- 77:leaf=0.00111057365,cover=0
- 78:leaf=-0.000111387657,cover=0
- 4:[Area5<0.690371037] yes=9,no=10,missing=10,gain=2.68373179,cover=212083
- 9:[Sulc0<-0.557882011] yes=19,no=20,missing=19,gain=2.30908108,cover=182413
- 19:[Ecc<0.783076942] yes=39,no=40,missing=39,gain=3.1546309,cover=140815
- 39:[Ecc<0.45941934] yes=79,no=80,missing=79,gain=2.02790022,cover=11701
- 79:leaf=-9.76715746e-05,cover=0
- 80:leaf=0.00128041266,cover=0
- 40:[PialCurv5<-0.10074953] yes=81,no=82,missing=81,gain=1.68522537,cover=129114
- 81:leaf=-1.93541691e-05,cover=0
- 82:leaf=-0.000824995048,cover=0
- 20:[Curv5<-0.319950402] yes=41,no=42,missing=41,gain=4.35239601,cover=41598
- 41:[PialArea5<1.0952065] yes=83,no=84,missing=83,gain=1.52046037,cover=5098
- 83:leaf=-0.000805703632,cover=0
- 84:leaf=-0.00669712899,cover=0
- 42:[LGI5<2.16230083] yes=85,no=86,missing=85,gain=2.18193722,cover=36500
- 85:leaf=0.00819219369,cover=0
- 86:leaf=0.000604483357,cover=0
- 10:[PialArea5<1.10654831] yes=21,no=22,missing=21,gain=3.09560776,cover=29670
- 21:[LGI5<2.67938972] yes=43,no=44,missing=43,gain=5.85816193,cover=15316
- 43:[Pol<40.9012032] yes=87,no=88,missing=88,gain=3.86242008,cover=3247
- 87:leaf=0.00100485445,cover=0
- 88:leaf=0.00449024141,cover=0
- 44:[PialCurv5<-0.0555995218] yes=89,no=90,missing=90,gain=3.62123728,cover=12069
- 89:leaf=0.000713916786,cover=0
- 90:leaf=-0.00631717686,cover=0
- 22:[Ecc<20.7119312] yes=45,no=46,missing=45,gain=2.4468894,cover=14354
- 45:[Area5<0.771817088] yes=91,no=92,missing=91,gain=1.0685426,cover=12516
- 91:leaf=-0.00046721223,cover=0
- 92:leaf=0.000533670012,cover=0
- 46:[Area5<0.790145099] yes=93,no=94,missing=93,gain=1.27503681,cover=1838
- 93:leaf=0.00108457531,cover=0
- 94:leaf=0.00424083183,cover=0
- 2:[PialCurv5<-0.146805272] yes=5,no=6,missing=5,gain=3.01870918,cover=4640932
- 5:[Curv5<-0.212755695] yes=11,no=12,missing=12,gain=8.72994518,cover=73332
- 11:[PialCurv5<-0.161598593] yes=23,no=24,missing=23,gain=1.81038952,cover=53175
- 23:[PialArea5<1.23851824] yes=47,no=48,missing=47,gain=1.03380585,cover=13575
- 47:[Area5<0.606435955] yes=95,no=96,missing=96,gain=1.29175389,cover=12769
- 95:leaf=-2.5065141e-05,cover=0
- 96:leaf=0.000999855925,cover=0
- 48:[Pol<34.3003769] yes=97,no=98,missing=97,gain=1.56867123,cover=806
- 97:leaf=0.000311956042,cover=0
- 98:leaf=-0.00435101241,cover=0
- 24:[MidArea5<0.63161242] yes=49,no=50,missing=49,gain=2.57659435,cover=39600
- 49:[LGI5<3.23945832] yes=99,no=100,missing=99,gain=0.943536639,cover=3928
- 99:leaf=0.000813501829,cover=0
- 100:leaf=0.00389827532,cover=0
- 50:[LGI5<2.40692019] yes=101,no=102,missing=101,gain=1.83240831,cover=35672
- 101:leaf=-0.00117106538,cover=0
- 102:leaf=-0.000174475106,cover=0
- 12:[PialCurv5<-0.181738108] yes=25,no=26,missing=25,gain=4.79279137,cover=20157
- 25:[Curv5<-0.175970852] yes=51,no=52,missing=51,gain=1.23139524,cover=1735
- 51:[PialCurv5<-0.210138425] yes=103,no=104,missing=104,gain=0.661593795,cover=877
- 103:leaf=-0.00188983546,cover=0
- 104:leaf=0.000998640782,cover=0
- 52:[Ecc<5.59685707] yes=105,no=106,missing=105,gain=1.36755443,cover=858
- 105:leaf=4.51156957e-05,cover=0
- 106:leaf=-0.00412996439,cover=0
- 26:[MidArea5<0.646593809] yes=53,no=54,missing=53,gain=4.26493359,cover=18422
- 53:[MidArea5<0.505849421] yes=107,no=108,missing=107,gain=1.51775336,cover=4279
- 107:leaf=0.0023433927,cover=0
- 108:leaf=-0.00033354896,cover=0
- 54:[Ecc<20.7119312] yes=109,no=110,missing=109,gain=3.18017197,cover=14143
- 109:leaf=0.00211140863,cover=0
- 110:leaf=-0.000337810896,cover=0
- 6:[Curv5<-0.0439181365] yes=13,no=14,missing=13,gain=1.02878678,cover=4567600
- 13:[PialCurv5<0.0044251224] yes=27,no=28,missing=28,gain=2.89297247,cover=2186141
- 27:[Area5<0.630444467] yes=55,no=56,missing=55,gain=3.92569351,cover=2120696
- 55:[Curv5<-0.0983823985] yes=111,no=112,missing=112,gain=5.95956755,cover=747122
- 111:leaf=-8.66264509e-06,cover=0
- 112:leaf=0.000399876939,cover=0
- 56:[Pol<51.9018669] yes=113,no=114,missing=113,gain=4.21746922,cover=1373574
- 113:leaf=1.87598143e-05,cover=0
- 114:leaf=-0.000162233948,cover=0
- 28:[MidArea5<0.712433219] yes=57,no=58,missing=58,gain=14.0882711,cover=65445
- 57:[Pol<113.394409] yes=115,no=116,missing=115,gain=11.0094261,cover=32416
- 115:leaf=0.000444085803,cover=0
- 116:leaf=-0.00139978749,cover=0
- 58:[Area5<0.624364853] yes=117,no=118,missing=118,gain=7.16969013,cover=33029
- 117:leaf=-0.00193963235,cover=0
- 118:leaf=0.00120336993,cover=0
- 14:[PialCurv5<-0.0227819066] yes=29,no=30,missing=29,gain=3.8171587,cover=2381459
- 29:[Ecc<14.9070177] yes=59,no=60,missing=59,gain=10.5816221,cover=104013
- 59:[Ecc<7.34691238] yes=119,no=120,missing=120,gain=8.22155285,cover=78555
- 119:leaf=0.000403498765,cover=0
- 120:leaf=-0.000664217223,cover=0
- 60:[Pol<73.3354874] yes=121,no=122,missing=121,gain=20.3637161,cover=25458
- 121:leaf=0.00227314956,cover=0
- 122:leaf=-0.000659982034,cover=0
- 30:[Ecc<37.2796402] yes=61,no=62,missing=61,gain=2.66189289,cover=2277446
- 61:[Pol<9.44515038] yes=123,no=124,missing=123,gain=1.79477143,cover=2112203
- 123:leaf=-0.000484570483,cover=0
- 124:leaf=1.9222125e-05,cover=0
- 62:[Pol<130.198486] yes=125,no=126,missing=125,gain=6.29556179,cover=165243
- 125:leaf=-0.00028284578,cover=0
- 126:leaf=0.000871562108,cover=0
-booster[750]:
-0:[Pol<2.97048163] yes=1,no=2,missing=1,gain=0.338792175,cover=5124388
- 1:[Ecc<5.91357183] yes=3,no=4,missing=4,gain=1.20029688,cover=60049
- 3:[Sulc0<-0.426983118] yes=7,no=8,missing=7,gain=1.59400249,cover=8576
- 7:[Curv5<-0.0507577434] yes=15,no=16,missing=16,gain=1.15903163,cover=7998
- 15:[PialArea5<0.588969886] yes=31,no=32,missing=31,gain=1.13749528,cover=7670
- 31:[Sulc0<-0.928855538] yes=63,no=64,missing=64,gain=0.278148532,cover=30
- 63:leaf=-0.000223906551,cover=0
- 64:leaf=-0.0122496439,cover=0
- 32:[Ecc<3.73767829] yes=65,no=66,missing=65,gain=0.847478449,cover=7640
- 65:leaf=0.000113738679,cover=0
- 66:leaf=-0.000954075076,cover=0
- 16:[PialCurv5<-0.0555995218] yes=33,no=34,missing=33,gain=2.44182825,cover=328
- 33:[Curv5<-0.0133169871] yes=67,no=68,missing=68,gain=0.819877386,cover=50
- 67:leaf=0.0083236238,cover=0
- 68:leaf=0.0227078293,cover=0
- 34:[Area5<0.759248734] yes=69,no=70,missing=70,gain=0.818820715,cover=278
- 69:leaf=0.00231089583,cover=0
- 70:leaf=-0.00406049518,cover=0
- 8:[Sulc0<0.0294309072] yes=17,no=18,missing=17,gain=0.489168406,cover=578
- 17:[Curv5<-0.00866711512] yes=35,no=36,missing=36,gain=0.4818753,cover=555
- 35:[Curv5<-0.151772231] yes=71,no=72,missing=72,gain=0.709046841,cover=366
- 71:leaf=-0.000327247661,cover=0
- 72:leaf=-0.00514008896,cover=0
- 36:[LGI5<2.58938479] yes=73,no=74,missing=73,gain=0.794140816,cover=189
- 73:leaf=0.00219936203,cover=0
- 74:leaf=-0.00431473879,cover=0
- 18:[Ecc<1.68457866] yes=37,no=38,missing=37,gain=0.582948089,cover=23
- 37:[Sulc0<0.0689564943] yes=75,no=76,missing=75,gain=0.0742171183,cover=12
- 75:leaf=0.00395542709,cover=0
- 76:leaf=-0.00418344652,cover=0
- 38:[Ecc<5.01513863] yes=77,no=78,missing=77,gain=0.132448912,cover=11
- 77:leaf=-0.0193599705,cover=0
- 78:leaf=-0.000176140675,cover=0
- 4:[LGI5<3.10571551] yes=9,no=10,missing=9,gain=1.12468016,cover=51473
- 9:[PialCurv5<-0.210138425] yes=19,no=20,missing=19,gain=1.50431693,cover=29147
- 19:[LGI5<2.42399812] yes=39,no=40,missing=39,gain=2.47233224,cover=435
- 39:[Ecc<8.23836613] yes=79,no=80,missing=79,gain=0.0462777615,cover=18
- 79:leaf=0.0216498934,cover=0
- 80:leaf=0.00443040719,cover=0
- 40:[PialArea5<0.987776101] yes=81,no=82,missing=81,gain=2.07658911,cover=417
- 81:leaf=0.00413046777,cover=0
- 82:leaf=-0.00515529094,cover=0
- 20:[Sulc0<-0.481185079] yes=41,no=42,missing=41,gain=1.34494293,cover=28712
- 41:[Curv5<-0.177508175] yes=83,no=84,missing=84,gain=2.06788921,cover=18454
- 83:leaf=0.000496680965,cover=0
- 84:leaf=-0.000618361984,cover=0
- 42:[Sulc0<-0.173886195] yes=85,no=86,missing=85,gain=2.91782784,cover=10258
- 85:leaf=0.00135421276,cover=0
- 86:leaf=-0.000523972034,cover=0
- 10:[Ecc<15.7955055] yes=21,no=22,missing=21,gain=1.8793937,cover=22326
- 21:[Area5<0.750726104] yes=43,no=44,missing=43,gain=0.915009737,cover=7817
- 43:[LGI5<3.58443618] yes=87,no=88,missing=87,gain=0.754201174,cover=5681
- 87:leaf=-0.00116264471,cover=0
- 88:leaf=0.00122130103,cover=0
- 44:[Ecc<6.16403294] yes=89,no=90,missing=89,gain=1.24741626,cover=2136
- 89:leaf=0.0133064808,cover=0
- 90:leaf=8.81028245e-05,cover=0
- 22:[PialCurv5<-0.0262977369] yes=45,no=46,missing=45,gain=3.12368369,cover=14509
- 45:[Ecc<30.4150848] yes=91,no=92,missing=91,gain=2.29970527,cover=13077
- 91:leaf=0.000668282271,cover=0
- 92:leaf=-0.00065924105,cover=0
- 46:[Sulc0<-0.407819748] yes=93,no=94,missing=93,gain=1.49901891,cover=1432
- 93:leaf=0.00493319891,cover=0
- 94:leaf=0.00142049452,cover=0
- 2:[Curv5<0.0100963581] yes=5,no=6,missing=5,gain=0.431821048,cover=5064339
- 5:[PialArea5<0.70906347] yes=11,no=12,missing=11,gain=3.12344742,cover=3153445
- 11:[Area5<0.571740985] yes=23,no=24,missing=24,gain=3.4360342,cover=371406
- 23:[Curv5<-0.0837168768] yes=47,no=48,missing=47,gain=6.50704241,cover=157180
- 47:[PialCurv5<-0.137075767] yes=95,no=96,missing=95,gain=2.71711469,cover=113246
- 95:leaf=0.000172979504,cover=0
- 96:leaf=-0.000345763023,cover=0
- 48:[Pol<66.6374893] yes=97,no=98,missing=97,gain=4.16986036,cover=43934
- 97:leaf=-0.000679044228,cover=0
- 98:leaf=0.000738912961,cover=0
- 24:[Sulc0<-0.59790951] yes=49,no=50,missing=50,gain=7.98391533,cover=214226
- 49:[Pol<137.578873] yes=99,no=100,missing=99,gain=5.24152279,cover=25529
- 99:leaf=-3.30408729e-05,cover=0
- 100:leaf=0.00143001066,cover=0
- 50:[Ecc<6.76014757] yes=101,no=102,missing=101,gain=8.01762676,cover=188697
- 101:leaf=-0.000823445793,cover=0
- 102:leaf=-0.000145577855,cover=0
- 12:[PialCurv5<0.0400940292] yes=25,no=26,missing=25,gain=8.40109825,cover=2782039
- 25:[Area5<0.642765105] yes=51,no=52,missing=51,gain=3.26175308,cover=2719941
- 51:[Curv5<-0.066452302] yes=103,no=104,missing=103,gain=13.29601,cover=1058152
- 103:leaf=1.89943676e-05,cover=0
- 104:leaf=0.000810350408,cover=0
- 52:[Curv5<-0.114048101] yes=105,no=106,missing=105,gain=4.60442209,cover=1661789
- 105:leaf=1.75537371e-05,cover=0
- 106:leaf=-0.000151857836,cover=0
- 26:[Pol<25.2957573] yes=53,no=54,missing=53,gain=6.53063011,cover=62098
- 53:[Ecc<7.95697832] yes=107,no=108,missing=107,gain=2.56041336,cover=2195
- 107:leaf=-0.00439350074,cover=0
- 108:leaf=-0.000827285403,cover=0
- 54:[Ecc<18.8860435] yes=109,no=110,missing=109,gain=7.1625452,cover=59903
- 109:leaf=0.000460832933,cover=0
- 110:leaf=0.00205121259,cover=0
- 6:[PialCurv5<0.0377402082] yes=13,no=14,missing=13,gain=5.47022247,cover=1910894
- 13:[Pol<72.6247101] yes=27,no=28,missing=27,gain=6.64379454,cover=158927
- 27:[Area5<0.720865786] yes=55,no=56,missing=56,gain=15.8092852,cover=51109
- 55:[LGI5<2.19753051] yes=111,no=112,missing=111,gain=8.39397144,cover=27599
- 111:leaf=-0.00927659869,cover=0
- 112:leaf=3.84902341e-05,cover=0
- 56:[Curv5<0.0278947372] yes=113,no=114,missing=114,gain=8.72229385,cover=23510
- 113:leaf=0.000920567487,cover=0
- 114:leaf=0.00288005848,cover=0
- 28:[Ecc<1.73852015] yes=57,no=58,missing=57,gain=4.95158434,cover=107818
- 57:[Pol<146.864227] yes=115,no=116,missing=115,gain=6.89842558,cover=15168
- 115:leaf=0.00186578149,cover=0
- 116:leaf=-0.000280254259,cover=0
- 58:[Sulc0<-0.188964635] yes=117,no=118,missing=117,gain=10.2318144,cover=92650
- 117:leaf=-0.00095658045,cover=0
- 118:leaf=0.000246980198,cover=0
- 14:[PialArea5<0.721636832] yes=29,no=30,missing=29,gain=3.62754607,cover=1751967
- 29:[Area5<0.7084831] yes=59,no=60,missing=59,gain=5.2821312,cover=1533688
- 59:[PialArea5<0.580179036] yes=119,no=120,missing=120,gain=4.18068981,cover=900002
- 119:leaf=-7.50988193e-06,cover=0
- 120:leaf=-0.000285092072,cover=0
- 60:[Sulc0<0.474820405] yes=121,no=122,missing=121,gain=14.1251545,cover=633686
- 121:leaf=0.000400861958,cover=0
- 122:leaf=-7.58305687e-05,cover=0
- 30:[Ecc<7.79996967] yes=61,no=62,missing=61,gain=7.521348,cover=218279
- 61:[Area5<0.656552851] yes=123,no=124,missing=123,gain=11.0058136,cover=88589
- 123:leaf=0.00248677982,cover=0
- 124:leaf=2.30205969e-05,cover=0
- 62:[Area5<0.839165807] yes=125,no=126,missing=125,gain=6.2939291,cover=129690
- 125:leaf=-0.000557027757,cover=0
- 126:leaf=0.000607885595,cover=0
-booster[751]:
-0:[PialArea5<0.844099998] yes=1,no=2,missing=2,gain=0.340490341,cover=5124388
- 1:[Area5<0.808195949] yes=3,no=4,missing=3,gain=1.85624576,cover=2985531
- 3:[MidArea5<0.761092186] yes=7,no=8,missing=8,gain=1.78463852,cover=2887416
- 7:[LGI5<3.48966408] yes=15,no=16,missing=15,gain=1.4961586,cover=2737812
- 15:[Area5<0.736205518] yes=31,no=32,missing=32,gain=1.72328484,cover=2560901
- 31:[LGI5<3.1967752] yes=63,no=64,missing=64,gain=2.05184197,cover=2215942
- 63:leaf=-3.38070095e-05,cover=0
- 64:leaf=0.000110654677,cover=0
- 32:[Pol<71.8249207] yes=65,no=66,missing=65,gain=8.53346634,cover=344959
- 65:leaf=0.000691467721,cover=0
- 66:leaf=-7.07500192e-07,cover=0
- 16:[Ecc<9.0678978] yes=33,no=34,missing=33,gain=6.09193325,cover=176911
- 33:[Pol<105.995506] yes=67,no=68,missing=68,gain=11.8836079,cover=3333
- 67:leaf=8.85756308e-05,cover=0
- 68:leaf=0.0067102327,cover=0
- 34:[PialCurv5<0.208232641] yes=69,no=70,missing=69,gain=3.93267941,cover=173578
- 69:leaf=-0.000327997055,cover=0
- 70:leaf=0.000220990274,cover=0
- 8:[PialCurv5<0.147539601] yes=17,no=18,missing=17,gain=2.71651268,cover=149604
- 17:[Pol<40.9012032] yes=35,no=36,missing=36,gain=2.56341004,cover=142379
- 35:[PialCurv5<-0.146805272] yes=71,no=72,missing=72,gain=2.00687027,cover=20392
- 71:leaf=-0.00166652759,cover=0
- 72:leaf=0.000410640438,cover=0
- 36:[PialCurv5<-0.0858580992] yes=73,no=74,missing=74,gain=2.80448198,cover=121987
- 73:leaf=0.000449302664,cover=0
- 74:leaf=-0.000395673298,cover=0
- 18:[Sulc0<0.940059185] yes=37,no=38,missing=37,gain=2.33895087,cover=7225
- 37:[Ecc<4.33753681] yes=75,no=76,missing=75,gain=1.74324393,cover=7207
- 75:leaf=0.00215328741,cover=0
- 76:leaf=0.000293243298,cover=0
- 38:[LGI5<3.25380015] yes=77,no=78,missing=77,gain=0.58891511,cover=18
- 77:leaf=0.0268258601,cover=0
- 78:leaf=0.00790634006,cover=0
- 4:[Ecc<6.22534323] yes=9,no=10,missing=9,gain=2.3929534,cover=98115
- 9:[Pol<40.9012032] yes=19,no=20,missing=19,gain=4.11388397,cover=20417
- 19:[Ecc<0.353712648] yes=39,no=40,missing=40,gain=1.00545979,cover=373
- 39:[Area5<0.818724692] yes=79,no=80,missing=79,gain=0.738455176,cover=23
- 79:leaf=0.0215969048,cover=0
- 80:leaf=7.36713389e-07,cover=0
- 40:[PialCurv5<-0.145424455] yes=81,no=82,missing=82,gain=1.10825109,cover=350
- 81:leaf=0.0064150095,cover=0
- 82:leaf=-0.00675969664,cover=0
- 20:[Pol<80.8913651] yes=41,no=42,missing=41,gain=3.32294416,cover=20044
- 41:[LGI5<2.35684347] yes=83,no=84,missing=84,gain=7.93992233,cover=1441
- 83:leaf=-0.00357371569,cover=0
- 84:leaf=0.00454174681,cover=0
- 42:[Ecc<3.73767829] yes=85,no=86,missing=85,gain=4.17362022,cover=18603
- 85:leaf=0.000181528405,cover=0
- 86:leaf=-0.00139476394,cover=0
- 10:[PialCurv5<0.260145098] yes=21,no=22,missing=21,gain=3.44971395,cover=77698
- 21:[Ecc<33.9075584] yes=43,no=44,missing=43,gain=3.38858366,cover=57277
- 43:[Area5<0.894858658] yes=87,no=88,missing=88,gain=3.5238266,cover=39841
- 87:leaf=0.000628218404,cover=0
- 88:leaf=0.00221265829,cover=0
- 44:[Sulc0<1.16950965] yes=89,no=90,missing=89,gain=2.07413292,cover=17436
- 89:leaf=-0.000199765593,cover=0
- 90:leaf=0.00197124644,cover=0
- 22:[Curv5<0.18040961] yes=45,no=46,missing=45,gain=2.14570117,cover=20421
- 45:[PialArea5<0.331288606] yes=91,no=92,missing=92,gain=1.13542938,cover=16987
- 91:leaf=0.00230471673,cover=0
- 92:leaf=-7.05014972e-05,cover=0
- 46:[PialArea5<0.404493898] yes=93,no=94,missing=93,gain=2.31121445,cover=3434
- 93:leaf=-5.17415647e-05,cover=0
- 94:leaf=-0.00264597987,cover=0
- 2:[LGI5<2.13090348] yes=5,no=6,missing=6,gain=1.5660429,cover=2138857
- 5:[MidArea5<0.80754292] yes=11,no=12,missing=12,gain=5.72303915,cover=7772
- 11:[Ecc<0.729281187] yes=23,no=24,missing=23,gain=6.94521618,cover=4243
- 23:[Pol<22.2436924] yes=47,no=48,missing=48,gain=3.63201427,cover=782
- 47:[Ecc<0.513775289] yes=95,no=96,missing=96,gain=1.07507277,cover=127
- 95:leaf=-0.00314060017,cover=0
- 96:leaf=0.00599491224,cover=0
- 48:[Pol<167.338547] yes=97,no=98,missing=97,gain=1.81598759,cover=655
- 97:leaf=-0.00877762306,cover=0
- 98:leaf=-0.00135102111,cover=0
- 24:[Pol<130.822815] yes=49,no=50,missing=49,gain=3.62929106,cover=3461
- 49:[Ecc<6.16403294] yes=99,no=100,missing=100,gain=2.17954063,cover=1923
- 99:leaf=0.000124894228,cover=0
- 100:leaf=0.0084560914,cover=0
- 50:[PialCurv5<-0.0133872591] yes=101,no=102,missing=101,gain=3.09881353,cover=1538
- 101:leaf=-0.00238208449,cover=0
- 102:leaf=-0.0155643448,cover=0
- 12:[Ecc<0.513775289] yes=25,no=26,missing=25,gain=3.50583076,cover=3529
- 25:[Area5<0.600206077] yes=51,no=52,missing=52,gain=5.1523056,cover=377
- 51:[Ecc<0.295587689] yes=103,no=104,missing=103,gain=0.25912261,cover=69
- 103:leaf=-0.0134432344,cover=0
- 104:leaf=-0.0053524496,cover=0
- 52:[PialCurv5<-0.111109555] yes=105,no=106,missing=105,gain=1.87924576,cover=308
- 105:leaf=-0.000176548856,cover=0
- 106:leaf=0.00994280726,cover=0
- 26:[Area5<0.646843374] yes=53,no=54,missing=53,gain=2.29060602,cover=3152
- 53:[Pol<12.2267933] yes=107,no=108,missing=107,gain=1.16914606,cover=1121
- 107:leaf=0.0082284268,cover=0
- 108:leaf=0.00163756718,cover=0
- 54:[Ecc<1.41371143] yes=109,no=110,missing=109,gain=3.30600429,cover=2031
- 109:leaf=-0.00479494594,cover=0
- 110:leaf=0.000253417034,cover=0
- 6:[Area5<0.827407002] yes=13,no=14,missing=13,gain=1.69841611,cover=2131085
- 13:[Sulc0<0.869075775] yes=27,no=28,missing=28,gain=3.04896688,cover=1988786
- 27:[Pol<52.7894325] yes=55,no=56,missing=55,gain=1.99585629,cover=1988765
- 55:[Ecc<13.8847265] yes=111,no=112,missing=111,gain=4.33165693,cover=753348
- 111:leaf=5.15654574e-05,cover=0
- 112:leaf=-0.000201432733,cover=0
- 56:[Pol<119.248337] yes=113,no=114,missing=113,gain=7.11899757,cover=1235417
- 113:leaf=0.000254392478,cover=0
- 114:leaf=-8.9008372e-06,cover=0
- 28:[Pol<45.5953903] yes=57,no=58,missing=57,gain=0.337279797,cover=21
- 57:[Ecc<42.9490852] yes=115,no=116,missing=115,gain=0.134901047,cover=5
- 115:leaf=0.0335355699,cover=0
- 116:leaf=0.00576307764,cover=0
- 58:[LGI5<3.45167398] yes=117,no=118,missing=117,gain=0.153203487,cover=16
- 117:leaf=0.0147979632,cover=0
- 118:leaf=-0.00290772924,cover=0
- 14:[Ecc<17.7876587] yes=29,no=30,missing=29,gain=2.37626719,cover=142299
- 29:[PialArea5<1.1257062] yes=59,no=60,missing=59,gain=2.97089386,cover=104072
- 59:[LGI5<2.37224698] yes=119,no=120,missing=119,gain=3.01912928,cover=35022
- 119:leaf=0.000696901872,cover=0
- 120:leaf=-0.000808221579,cover=0
- 60:[Pol<167.338547] yes=121,no=122,missing=121,gain=4.88430071,cover=69050
- 121:leaf=3.83466104e-05,cover=0
- 122:leaf=-0.00154436915,cover=0
- 30:[LGI5<3.51961541] yes=61,no=62,missing=61,gain=4.3986125,cover=38227
- 61:[LGI5<3.45167398] yes=123,no=124,missing=123,gain=4.88154221,cover=31626
- 123:leaf=0.000247852207,cover=0
- 124:leaf=0.00251609669,cover=0
- 62:[Area5<0.894858658] yes=125,no=126,missing=126,gain=2.33811927,cover=6601
- 125:leaf=-0.000362747262,cover=0
- 126:leaf=-0.00240703672,cover=0
-booster[752]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=1,gain=0.31859228,cover=5124388
- 1:[Area5<0.673304081] yes=3,no=4,missing=4,gain=3.08591151,cover=60049
- 3:[PialArea5<0.550757647] yes=7,no=8,missing=7,gain=1.5998441,cover=59283
- 7:[Ecc<3.94116735] yes=15,no=16,missing=16,gain=0.750034988,cover=59041
- 15:[Curv5<0.169394374] yes=31,no=32,missing=32,gain=0.791017771,cover=15220
- 31:[LGI5<2.30180311] yes=63,no=64,missing=64,gain=1.77928293,cover=3971
- 63:leaf=-0.00109245954,cover=0
- 64:leaf=0.00113142875,cover=0
- 32:[Area5<0.529385149] yes=65,no=66,missing=65,gain=1.58961773,cover=11249
- 65:leaf=-0.00192499312,cover=0
- 66:leaf=-0.000218407862,cover=0
- 16:[Pol<82.8478928] yes=33,no=34,missing=33,gain=0.953353763,cover=43821
- 33:[LGI5<3.56741142] yes=67,no=68,missing=67,gain=1.88900316,cover=6714
- 67:leaf=-0.000636034296,cover=0
- 68:leaf=0.00242724153,cover=0
- 34:[Sulc0<0.0530014001] yes=69,no=70,missing=69,gain=1.21908975,cover=37107
- 69:leaf=0.00151063758,cover=0
- 70:leaf=0.000195545479,cover=0
- 8:[Pol<131.443253] yes=17,no=18,missing=17,gain=0.461616874,cover=242
- 17:[Ecc<7.29654455] yes=35,no=36,missing=36,gain=0.309842378,cover=167
- 35:[Ecc<4.67068386] yes=71,no=72,missing=71,gain=0.460478187,cover=123
- 71:leaf=0.00290460838,cover=0
- 72:leaf=-0.0044754697,cover=0
- 36:[Sulc0<-0.27863887] yes=73,no=74,missing=73,gain=0.170675099,cover=44
- 73:leaf=0.00314042694,cover=0
- 74:leaf=0.00951742567,cover=0
- 18:[LGI5<2.47631311] yes=37,no=38,missing=37,gain=0.371062875,cover=75
- 37:[PialCurv5<-0.171137348] yes=75,no=76,missing=75,gain=0.252346098,cover=35
- 75:leaf=-0.00348322024,cover=0
- 76:leaf=0.00590005144,cover=0
- 38:[Pol<142.520569] yes=77,no=78,missing=77,gain=0.503048897,cover=40
- 77:leaf=0.0146123534,cover=0
- 78:leaf=0.00270352094,cover=0
- 4:[Ecc<9.17092323] yes=9,no=10,missing=9,gain=0.815600395,cover=766
- 9:[Curv5<0.169394374] yes=19,no=20,missing=19,gain=1.29081607,cover=258
- 19:[PialCurv5<0.182067633] yes=39,no=40,missing=39,gain=0.609359026,cover=23
- 39:leaf=0.0263252202,cover=0
- 40:[PialCurv5<0.394910008] yes=79,no=80,missing=79,gain=0.0848814249,cover=14
- 79:leaf=0.0105341487,cover=0
- 80:leaf=-0.000356948382,cover=0
- 20:[LGI5<2.86927843] yes=41,no=42,missing=41,gain=0.345592737,cover=235
- 41:[Curv5<0.233002663] yes=81,no=82,missing=81,gain=0.479830563,cover=193
- 81:leaf=0.00218990515,cover=0
- 82:leaf=0.00836293027,cover=0
- 42:[Ecc<8.35574818] yes=83,no=84,missing=83,gain=0.222554564,cover=42
- 83:leaf=-0.000386258558,cover=0
- 84:leaf=0.009932152,cover=0
- 10:[LGI5<2.86381269] yes=21,no=22,missing=21,gain=1.28837323,cover=508
- 21:[Pol<27.4246235] yes=43,no=44,missing=43,gain=0.225290656,cover=52
- 43:leaf=0.00844245777,cover=0
- 44:[Sulc0<0.849368811] yes=85,no=86,missing=85,gain=0.14581877,cover=50
- 85:leaf=-0.00899497326,cover=0
- 86:leaf=-0.00341195986,cover=0
- 22:[Ecc<11.0302963] yes=45,no=46,missing=45,gain=0.943064809,cover=456
- 45:[Pol<90.9627914] yes=87,no=88,missing=88,gain=0.357135057,cover=28
- 87:leaf=0.0202228744,cover=0
- 88:leaf=0.00746870786,cover=0
- 46:[PialCurv5<0.382664889] yes=89,no=90,missing=89,gain=0.518236816,cover=428
- 89:leaf=0.003821505,cover=0
- 90:leaf=0.000295488775,cover=0
- 2:[Curv5<0.245671451] yes=5,no=6,missing=5,gain=0.428138018,cover=5064339
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=12,gain=0.660663188,cover=5040068
- 11:[PialCurv5<0.45140323] yes=23,no=24,missing=23,gain=0.529518783,cover=5030532
- 23:[PialArea5<0.365779996] yes=47,no=48,missing=47,gain=0.523085177,cover=5016380
- 47:[Ecc<0.943656743] yes=91,no=92,missing=91,gain=1.41417682,cover=219937
- 91:leaf=-0.000990308588,cover=0
- 92:leaf=9.02185857e-05,cover=0
- 48:[PialCurv5<0.362132162] yes=93,no=94,missing=93,gain=0.786452651,cover=4796443
- 93:leaf=-1.5637936e-06,cover=0
- 94:leaf=-0.000193334359,cover=0
- 24:[PialArea5<0.418112278] yes=49,no=50,missing=50,gain=1.10074651,cover=14152
- 49:[Ecc<36.5542564] yes=95,no=96,missing=95,gain=1.01257539,cover=11889
- 95:leaf=-0.000650732312,cover=0
- 96:leaf=0.00090319803,cover=0
- 50:[Curv5<0.216179401] yes=97,no=98,missing=97,gain=1.77340317,cover=2263
- 97:leaf=0.00147507433,cover=0
- 98:leaf=-0.00183406647,cover=0
- 12:[Ecc<3.03937531] yes=25,no=26,missing=25,gain=1.44120431,cover=9536
- 25:[Area5<0.542713821] yes=51,no=52,missing=52,gain=1.13936949,cover=779
- 51:[Pol<107.129471] yes=99,no=100,missing=99,gain=0.171767116,cover=33
- 99:leaf=-0.00895183533,cover=0
- 100:leaf=-0.0012289529,cover=0
- 52:[Sulc0<-0.0562447868] yes=101,no=102,missing=101,gain=0.694009304,cover=746
- 101:leaf=0.00528733199,cover=0
- 102:leaf=0.00190932979,cover=0
- 26:[Pol<170.080093] yes=53,no=54,missing=53,gain=1.09717083,cover=8757
- 53:[Pol<116.093399] yes=103,no=104,missing=103,gain=1.02688169,cover=8558
- 103:leaf=0.0003213491,cover=0
- 104:leaf=-0.00156753662,cover=0
- 54:[Ecc<11.5171156] yes=105,no=106,missing=105,gain=3.38503981,cover=199
- 105:leaf=0.000535547442,cover=0
- 106:leaf=0.0165095329,cover=0
- 6:[PialArea5<0.267248243] yes=13,no=14,missing=13,gain=0.818263352,cover=24271
- 13:[LGI5<3.62495422] yes=27,no=28,missing=28,gain=0.40581429,cover=738
- 27:[LGI5<3.3215456] yes=55,no=56,missing=55,gain=0.635039926,cover=704
- 55:[LGI5<3.268116] yes=107,no=108,missing=108,gain=0.607825041,cover=667
- 107:leaf=-0.0016407615,cover=0
- 108:leaf=-0.00959678832,cover=0
- 56:[LGI5<3.36766768] yes=109,no=110,missing=109,gain=0.549133301,cover=37
- 109:leaf=0.0147712855,cover=0
- 110:leaf=0.0010771869,cover=0
- 28:[PialArea5<0.245474651] yes=57,no=58,missing=57,gain=0.0147411227,cover=34
- 57:leaf=-0.00959017687,cover=0
- 58:[Ecc<35.8605728] yes=111,no=112,missing=111,gain=0.014080584,cover=26
- 111:leaf=-0.00750586716,cover=0
- 112:leaf=-0.00433199294,cover=0
- 14:[PialArea5<0.524996102] yes=29,no=30,missing=29,gain=0.521633267,cover=23533
- 29:[Area5<0.794681609] yes=59,no=60,missing=60,gain=0.511056185,cover=23075
- 59:[Sulc0<0.443755656] yes=113,no=114,missing=113,gain=0.588172436,cover=22785
- 113:leaf=-0.000401969301,cover=0
- 114:leaf=0.000107466294,cover=0
- 60:[Ecc<12.7231894] yes=115,no=116,missing=116,gain=1.01367617,cover=290
- 115:leaf=0.000110098408,cover=0
- 116:leaf=-0.00592545234,cover=0
- 30:[Ecc<8.29616165] yes=61,no=62,missing=61,gain=0.484803289,cover=458
- 61:[Ecc<2.3695333] yes=117,no=118,missing=117,gain=0.218891412,cover=374
- 117:leaf=-0.000775547873,cover=0
- 118:leaf=0.00169796613,cover=0
- 62:[PialCurv5<0.154069737] yes=119,no=120,missing=119,gain=0.228425562,cover=84
- 119:leaf=0.00854938664,cover=0
- 120:leaf=0.00298568676,cover=0
-booster[753]:
-0:[Pol<2.97048163] yes=1,no=2,missing=2,gain=0.318770766,cover=5124388
- 1:[Ecc<9.38688755] yes=3,no=4,missing=3,gain=1.14035726,cover=60049
- 3:[Curv5<0.0191024225] yes=7,no=8,missing=7,gain=1.50331175,cover=22826
- 7:[Sulc0<0.0850813463] yes=15,no=16,missing=16,gain=1.81140363,cover=21117
- 15:[Sulc0<-0.389213681] yes=31,no=32,missing=31,gain=1.0444454,cover=21104
- 31:[PialCurv5<-0.0410871245] yes=63,no=64,missing=63,gain=0.761316895,cover=18295
- 63:leaf=-7.87107856e-05,cover=0
- 64:leaf=-0.00126415235,cover=0
- 32:[Ecc<6.03867722] yes=65,no=66,missing=65,gain=2.11398816,cover=2809
- 65:leaf=-0.002817414,cover=0
- 66:leaf=0.00137208926,cover=0
- 16:[Curv5<-0.163374811] yes=33,no=34,missing=34,gain=0.219436526,cover=13
- 33:leaf=0.00238801539,cover=0
- 34:leaf=-0.0197815243,cover=0
- 8:[PialCurv5<-0.0931780562] yes=17,no=18,missing=18,gain=2.11386919,cover=1709
- 17:[Sulc0<-0.620624542] yes=35,no=36,missing=35,gain=0.405871511,cover=9
- 35:leaf=0.0318819843,cover=0
- 36:[Ecc<1.46579576] yes=67,no=68,missing=67,gain=0.0187392682,cover=5
- 67:leaf=0.00126792199,cover=0
- 68:leaf=0.0102867251,cover=0
- 18:[Area5<0.696645021] yes=37,no=38,missing=37,gain=1.57125092,cover=1700
- 37:[LGI5<3.44046211] yes=69,no=70,missing=70,gain=1.29995048,cover=665
- 69:leaf=-0.000338801154,cover=0
- 70:leaf=0.00969711505,cover=0
- 38:[Sulc0<-0.37669614] yes=71,no=72,missing=72,gain=1.45528746,cover=1035
- 71:leaf=0.000665318512,cover=0
- 72:leaf=-0.00391407264,cover=0
- 4:[PialCurv5<-0.0914456472] yes=9,no=10,missing=9,gain=1.34660006,cover=37223
- 9:[Curv5<-0.0620335713] yes=19,no=20,missing=20,gain=1.09783804,cover=21765
- 19:[PialArea5<0.977763891] yes=39,no=40,missing=39,gain=1.09545124,cover=21704
- 39:[Ecc<26.874506] yes=73,no=74,missing=73,gain=1.25334716,cover=9884
- 73:leaf=0.00106412848,cover=0
- 74:leaf=-6.80341545e-05,cover=0
- 40:[Ecc<27.7987404] yes=75,no=76,missing=75,gain=1.01316798,cover=11820
- 75:leaf=-0.000704171252,cover=0
- 76:leaf=0.00022410127,cover=0
- 20:[Curv5<0.0100963581] yes=41,no=42,missing=41,gain=0.704422832,cover=61
- 41:[Ecc<10.0121937] yes=77,no=78,missing=77,gain=0.587302089,cover=51
- 77:leaf=0.00632256363,cover=0
- 78:leaf=-0.010729718,cover=0
- 42:[PialCurv5<-0.139269829] yes=79,no=80,missing=79,gain=0.157974511,cover=10
- 79:leaf=-0.00851323642,cover=0
- 80:leaf=0.00734308502,cover=0
- 10:[Sulc0<-0.181880832] yes=21,no=22,missing=21,gain=1.59471464,cover=15458
- 21:[LGI5<3.11198854] yes=43,no=44,missing=43,gain=1.72947025,cover=11322
- 43:[Ecc<45.751255] yes=81,no=82,missing=82,gain=2.9669385,cover=5188
- 81:leaf=0.00148066157,cover=0
- 82:leaf=0.0118464129,cover=0
- 44:[Ecc<34.5416374] yes=83,no=84,missing=83,gain=2.66830659,cover=6134
- 83:leaf=0.000823080714,cover=0
- 84:leaf=-0.00207563466,cover=0
- 22:[Sulc0<0.0451717228] yes=45,no=46,missing=45,gain=1.72439599,cover=4136
- 45:[PialCurv5<-0.0737633556] yes=85,no=86,missing=85,gain=1.59537911,cover=2373
- 85:leaf=0.00221881643,cover=0
- 86:leaf=-0.00158716145,cover=0
- 46:[PialArea5<0.994868398] yes=87,no=88,missing=88,gain=1.55753016,cover=1763
- 87:leaf=0.00184398226,cover=0
- 88:leaf=-0.00158467202,cover=0
- 2:[Pol<61.2046547] yes=5,no=6,missing=5,gain=0.38120842,cover=5064339
- 5:[Area5<0.682363749] yes=11,no=12,missing=11,gain=8.55086422,cover=1272305
- 11:[PialCurv5<-0.0501225069] yes=23,no=24,missing=24,gain=20.0684891,cover=580572
- 23:[Sulc0<-0.0788570642] yes=47,no=48,missing=47,gain=11.9158478,cover=478932
- 47:[LGI5<3.35709596] yes=89,no=90,missing=89,gain=6.86672211,cover=469156
- 89:leaf=-0.000121350917,cover=0
- 90:leaf=0.000607354275,cover=0
- 48:[Curv5<-0.0983823985] yes=91,no=92,missing=91,gain=7.55278778,cover=9776
- 91:leaf=0.000613233016,cover=0
- 92:leaf=0.00347949355,cover=0
- 24:[PialArea5<0.601145923] yes=49,no=50,missing=50,gain=14.3933201,cover=101640
- 49:[LGI5<3.26095963] yes=93,no=94,missing=93,gain=7.46713543,cover=20504
- 93:leaf=-0.000238031484,cover=0
- 94:leaf=0.00185449503,cover=0
- 50:[Sulc0<-0.27863887] yes=95,no=96,missing=96,gain=18.2133408,cover=81136
- 95:leaf=-0.000273799058,cover=0
- 96:leaf=-0.00177992997,cover=0
- 12:[LGI5<2.83602357] yes=25,no=26,missing=25,gain=7.25506878,cover=691733
- 25:[Curv5<-0.141545609] yes=51,no=52,missing=51,gain=14.0098667,cover=262597
- 51:[PialCurv5<-0.0819871053] yes=97,no=98,missing=98,gain=5.90263987,cover=149752
- 97:leaf=-0.000105418709,cover=0
- 98:leaf=0.00108949083,cover=0
- 52:[PialCurv5<-0.10074953] yes=99,no=100,missing=99,gain=11.3164101,cover=112845
- 99:leaf=0.00312032457,cover=0
- 100:leaf=0.000616916572,cover=0
- 26:[Ecc<21.0377083] yes=53,no=54,missing=53,gain=12.879262,cover=429136
- 53:[Sulc0<-0.420901269] yes=101,no=102,missing=102,gain=9.25531197,cover=213758
- 101:leaf=-0.00010318515,cover=0
- 102:leaf=-0.000836658699,cover=0
- 54:[Curv5<-0.239749789] yes=103,no=104,missing=103,gain=5.31498003,cover=215378
- 103:leaf=0.00171981321,cover=0
- 104:leaf=0.000198245209,cover=0
- 6:[Area5<0.674147427] yes=13,no=14,missing=14,gain=2.3014276,cover=3792034
- 13:[PialArea5<0.686586082] yes=27,no=28,missing=28,gain=9.6747551,cover=1798674
- 27:[Curv5<0.169394374] yes=55,no=56,missing=55,gain=3.311517,cover=767025
- 55:[LGI5<3.07360435] yes=105,no=106,missing=105,gain=5.40978432,cover=579390
- 105:leaf=-0.000227435172,cover=0
- 106:leaf=0.000140650183,cover=0
- 56:[PialArea5<0.533624351] yes=107,no=108,missing=107,gain=3.57242656,cover=187635
- 107:leaf=6.50518414e-05,cover=0
- 108:leaf=0.00164985505,cover=0
- 28:[Curv5<-0.048490826] yes=57,no=58,missing=58,gain=33.2324677,cover=1031649
- 57:[Pol<86.7064972] yes=109,no=110,missing=109,gain=15.3049517,cover=929611
- 109:leaf=0.000602634565,cover=0
- 110:leaf=-2.13908552e-05,cover=0
- 58:[Pol<159.435425] yes=111,no=112,missing=111,gain=26.7622375,cover=102038
- 111:leaf=0.00135254289,cover=0
- 112:leaf=-0.000877812214,cover=0
- 14:[Pol<142.520569] yes=29,no=30,missing=29,gain=7.2248497,cover=1993360
- 29:[Curv5<-0.203415334] yes=59,no=60,missing=59,gain=19.2839012,cover=1537288
- 59:[LGI5<2.65113688] yes=113,no=114,missing=113,gain=7.32963753,cover=30815
- 113:leaf=0.00210647727,cover=0
- 114:leaf=0.000530324643,cover=0
- 60:[Sulc0<-0.25164336] yes=115,no=116,missing=115,gain=34.6050415,cover=1506473
- 115:leaf=-0.000710847671,cover=0
- 116:leaf=-1.23864129e-05,cover=0
- 30:[PialCurv5<-0.0410871245] yes=61,no=62,missing=61,gain=8.08130074,cover=456072
- 61:[PialArea5<0.739180207] yes=117,no=118,missing=117,gain=9.90972042,cover=294580
- 117:leaf=0.00162342063,cover=0
- 118:leaf=-6.29171482e-05,cover=0
- 62:[Curv5<-0.100392215] yes=119,no=120,missing=119,gain=14.1171074,cover=161492
- 119:leaf=0.00260299514,cover=0
- 120:leaf=0.000328111433,cover=0
-booster[754]:
-0:[PialArea5<0.844099998] yes=1,no=2,missing=1,gain=0.327174127,cover=5124388
- 1:[Area5<0.797084928] yes=3,no=4,missing=3,gain=1.68524098,cover=2985531
- 3:[MidArea5<0.761092186] yes=7,no=8,missing=8,gain=1.67880177,cover=2854417
- 7:[LGI5<3.48966408] yes=15,no=16,missing=15,gain=1.37255585,cover=2715386
- 15:[Area5<0.736205518] yes=31,no=32,missing=31,gain=1.32722449,cover=2540732
- 31:[PialCurv5<0.064168714] yes=63,no=64,missing=63,gain=1.82854915,cover=2215942
- 63:leaf=3.0115616e-05,cover=0
- 64:leaf=-6.07356487e-05,cover=0
- 32:[Pol<71.8249207] yes=65,no=66,missing=65,gain=6.88397026,cover=324790
- 65:leaf=0.00063617609,cover=0
- 66:leaf=-4.01484294e-06,cover=0
- 16:[Ecc<9.0678978] yes=33,no=34,missing=34,gain=5.47342825,cover=174654
- 33:[Pol<102.241241] yes=67,no=68,missing=67,gain=10.8360138,cover=3325
- 67:leaf=-0.00012654539,cover=0
- 68:leaf=0.00595645001,cover=0
- 34:[PialCurv5<0.204323933] yes=69,no=70,missing=70,gain=3.56730437,cover=171329
- 69:leaf=-0.000318249833,cover=0
- 70:leaf=0.000204949392,cover=0
- 8:[Sulc0<0.795422614] yes=17,no=18,missing=17,gain=3.03904486,cover=139031
- 17:[PialCurv5<0.141046807] yes=35,no=36,missing=35,gain=2.10874176,cover=138846
- 35:[PialCurv5<-0.0858580992] yes=71,no=72,missing=72,gain=1.97638679,cover=131876
- 71:leaf=0.000321261556,cover=0
- 72:leaf=-0.000308118382,cover=0
- 36:[Pol<49.2074432] yes=73,no=74,missing=73,gain=1.7541759,cover=6970
- 73:leaf=-0.00341999694,cover=0
- 74:leaf=0.000805214688,cover=0
- 18:[LGI5<3.26095963] yes=37,no=38,missing=38,gain=0.97478652,cover=185
- 37:[Sulc0<0.830503881] yes=75,no=76,missing=76,gain=1.33911324,cover=65
- 75:leaf=0.00216802373,cover=0
- 76:leaf=0.0168378837,cover=0
- 38:[Pol<57.0350037] yes=77,no=78,missing=78,gain=0.942352414,cover=120
- 77:leaf=0.0102593424,cover=0
- 78:leaf=0.000599733728,cover=0
- 4:[Curv5<0.049365297] yes=9,no=10,missing=9,gain=2.07510042,cover=131114
- 9:[Pol<116.615585] yes=19,no=20,missing=19,gain=3.88374281,cover=26113
- 19:[Pol<87.3220139] yes=39,no=40,missing=39,gain=3.59680033,cover=15627
- 39:[PialArea5<0.441150606] yes=79,no=80,missing=79,gain=2.37026572,cover=10119
- 79:leaf=-0.0207331758,cover=0
- 80:leaf=-0.000145554135,cover=0
- 40:[Sulc0<0.940059185] yes=81,no=82,missing=81,gain=2.74834204,cover=5508
- 81:leaf=-0.00188350771,cover=0
- 82:leaf=0.00846132915,cover=0
- 20:[Sulc0<-0.815117955] yes=41,no=42,missing=41,gain=2.85326719,cover=10486
- 41:[LGI5<2.3969903] yes=83,no=84,missing=83,gain=2.44775391,cover=191
- 83:leaf=0.00201061903,cover=0
- 84:leaf=0.0136029245,cover=0
- 42:[Ecc<1.26157856] yes=85,no=86,missing=85,gain=2.43076611,cover=10295
- 85:leaf=-0.0020321121,cover=0
- 86:leaf=0.000640300743,cover=0
- 10:[PialCurv5<0.0798129067] yes=21,no=22,missing=21,gain=2.88948488,cover=105001
- 21:[Ecc<19.170145] yes=43,no=44,missing=44,gain=2.6993475,cover=6442
- 43:[Pol<102.778297] yes=87,no=88,missing=87,gain=2.52960587,cover=3564
- 87:leaf=0.00171180873,cover=0
- 88:leaf=-0.000951698341,cover=0
- 44:[LGI5<3.45167398] yes=89,no=90,missing=89,gain=3.83003521,cover=2878
- 89:leaf=0.0033936121,cover=0
- 90:leaf=-0.00101591309,cover=0
- 22:[LGI5<3.06739473] yes=45,no=46,missing=45,gain=2.14621329,cover=98559
- 45:[Sulc0<-0.0862998366] yes=91,no=92,missing=91,gain=2.67443848,cover=53819
- 91:leaf=-0.0011005305,cover=0
- 92:leaf=0.000491721497,cover=0
- 46:[Curv5<0.18040961] yes=93,no=94,missing=93,gain=3.16946626,cover=44740
- 93:leaf=4.81795178e-05,cover=0
- 94:leaf=-0.00170875515,cover=0
- 2:[LGI5<2.13090348] yes=5,no=6,missing=5,gain=1.40523386,cover=2138857
- 5:[MidArea5<0.80754292] yes=11,no=12,missing=11,gain=5.18074036,cover=7772
- 11:[Ecc<0.729281187] yes=23,no=24,missing=23,gain=6.26830006,cover=4243
- 23:[Pol<22.2436924] yes=47,no=48,missing=48,gain=3.28346348,cover=782
- 47:[Curv5<-0.185332045] yes=95,no=96,missing=95,gain=0.997222424,cover=127
- 95:leaf=0.00496229203,cover=0
- 96:leaf=-0.00406484958,cover=0
- 48:[Pol<171.401581] yes=97,no=98,missing=97,gain=1.66200352,cover=655
- 97:leaf=-0.00816099625,cover=0
- 98:leaf=4.18092532e-05,cover=0
- 24:[Pol<130.822815] yes=49,no=50,missing=49,gain=3.27466154,cover=3461
- 49:[Ecc<6.16403294] yes=99,no=100,missing=99,gain=1.97269177,cover=1923
- 99:leaf=0.00011863518,cover=0
- 100:leaf=0.00804464426,cover=0
- 50:[PialCurv5<-0.0133872591] yes=101,no=102,missing=102,gain=2.80455256,cover=1538
- 101:leaf=-0.00226161908,cover=0
- 102:leaf=-0.0148023609,cover=0
- 12:[Ecc<0.513775289] yes=25,no=26,missing=25,gain=3.15531421,cover=3529
- 25:[Area5<0.600206077] yes=51,no=52,missing=52,gain=4.66171932,cover=377
- 51:[Ecc<0.295587689] yes=103,no=104,missing=104,gain=0.236855984,cover=69
- 103:leaf=-0.0128253596,cover=0
- 104:leaf=-0.00509206811,cover=0
- 52:[PialCurv5<-0.111109555] yes=105,no=106,missing=106,gain=1.69950342,cover=308
- 105:leaf=-0.00017377107,cover=0
- 106:leaf=0.0094493879,cover=0
- 26:[Area5<0.646843374] yes=53,no=54,missing=53,gain=2.05411625,cover=3152
- 53:[PialCurv5<-0.138158455] yes=107,no=108,missing=107,gain=1.11884451,cover=1121
- 107:leaf=-0.00200464553,cover=0
- 108:leaf=0.00258648722,cover=0
- 54:[Ecc<1.41371143] yes=109,no=110,missing=109,gain=2.99011946,cover=2031
- 109:leaf=-0.00455106189,cover=0
- 110:leaf=0.00025006014,cover=0
- 6:[Area5<0.924216449] yes=13,no=14,missing=13,gain=1.54231882,cover=2131085
- 13:[Sulc0<0.849368811] yes=27,no=28,missing=28,gain=1.6075418,cover=2101791
- 27:[Ecc<0.353712648] yes=55,no=56,missing=55,gain=1.35403633,cover=2101728
- 55:[Area5<0.763170242] yes=111,no=112,missing=112,gain=3.57375097,cover=26390
- 111:leaf=-0.000450133433,cover=0
- 112:leaf=0.00257408107,cover=0
- 56:[LGI5<2.25075769] yes=113,no=114,missing=114,gain=1.64082015,cover=2075338
- 113:leaf=0.000282997556,cover=0
- 114:leaf=1.89775656e-05,cover=0
- 28:[LGI5<3.14439583] yes=57,no=58,missing=57,gain=1.70852005,cover=63
- 57:[LGI5<3.08610082] yes=115,no=116,missing=116,gain=0.766065359,cover=29
- 115:leaf=0.011574517,cover=0
- 116:leaf=0.0316458754,cover=0
- 58:[Pol<35.2629585] yes=117,no=118,missing=117,gain=0.854204834,cover=34
- 117:leaf=0.0135979149,cover=0
- 118:leaf=-0.00418922352,cover=0
- 14:[Pol<167.338547] yes=29,no=30,missing=30,gain=1.92967904,cover=29294
- 29:[Curv5<-0.198884338] yes=59,no=60,missing=60,gain=2.02906752,cover=27514
- 59:[LGI5<2.53029394] yes=119,no=120,missing=119,gain=4.5548358,cover=4763
- 119:leaf=0.00455733202,cover=0
- 120:leaf=-9.57530356e-05,cover=0
- 60:[Ecc<13.6880245] yes=121,no=122,missing=121,gain=1.7399137,cover=22751
- 121:leaf=-0.000919359212,cover=0
- 122:leaf=4.81837342e-05,cover=0
- 30:[PialCurv5<-0.0896686092] yes=61,no=62,missing=62,gain=2.84250975,cover=1780
- 61:[Ecc<6.64552498] yes=123,no=124,missing=124,gain=7.58381081,cover=1045
- 123:leaf=0.0101059787,cover=0
- 124:leaf=-0.00214326405,cover=0
- 62:[LGI5<2.59789038] yes=125,no=126,missing=126,gain=3.6602695,cover=735
- 125:leaf=-0.0011772681,cover=0
- 126:leaf=0.00621529622,cover=0
-booster[755]:
-0:[Curv5<0.0100963581] yes=1,no=2,missing=2,gain=0.332738787,cover=5124388
- 1:[PialArea5<0.588969886] yes=3,no=4,missing=3,gain=2.82163286,cover=3208493
- 3:[Area5<0.684738636] yes=7,no=8,missing=7,gain=3.47147322,cover=91399
- 7:[LGI5<2.22170687] yes=15,no=16,missing=16,gain=2.52020645,cover=82287
- 15:[Pol<147.599014] yes=31,no=32,missing=31,gain=5.18079853,cover=3241
- 31:[Pol<96.2546158] yes=63,no=64,missing=63,gain=4.75399017,cover=2499
- 63:leaf=-0.0003801251,cover=0
- 64:leaf=0.00406506471,cover=0
- 32:[Area5<0.584141672] yes=65,no=66,missing=65,gain=2.93873215,cover=742
- 65:leaf=-0.00484360848,cover=0
- 66:leaf=0.00169966673,cover=0
- 16:[LGI5<2.2730217] yes=33,no=34,missing=33,gain=4.5405159,cover=79046
- 33:[Ecc<0.618862808] yes=67,no=68,missing=67,gain=3.29010725,cover=2792
- 67:leaf=0.000848466472,cover=0
- 68:leaf=-0.00317750988,cover=0
- 34:[LGI5<2.40363431] yes=69,no=70,missing=69,gain=2.79292989,cover=76254
- 69:leaf=0.000542211055,cover=0
- 70:leaf=-0.000294161815,cover=0
- 8:[PialCurv5<0.01500447] yes=17,no=18,missing=18,gain=8.29048252,cover=9112
- 17:[Pol<151.353775] yes=35,no=36,missing=35,gain=7.45972204,cover=5333
- 35:[Pol<66.6374893] yes=71,no=72,missing=71,gain=2.45525241,cover=4336
- 71:leaf=0.0016144386,cover=0
- 72:leaf=-0.00141400483,cover=0
- 36:[Curv5<-0.151772231] yes=73,no=74,missing=74,gain=4.14508438,cover=997
- 73:leaf=0.0219646581,cover=0
- 74:leaf=0.00337683409,cover=0
- 18:[Sulc0<0.966456771] yes=37,no=38,missing=37,gain=2.0571394,cover=3779
- 37:[PialCurv5<0.137877449] yes=75,no=76,missing=75,gain=1.97524643,cover=3741
- 75:leaf=-0.00337763247,cover=0
- 76:leaf=0.00198195991,cover=0
- 38:[Ecc<43.8470497] yes=77,no=78,missing=77,gain=0.687947154,cover=38
- 77:leaf=3.18259008e-05,cover=0
- 78:leaf=0.0136838248,cover=0
- 4:[PialCurv5<0.04242469] yes=9,no=10,missing=9,gain=2.93931222,cover=3117094
- 9:[Area5<0.639429986] yes=19,no=20,missing=19,gain=3.23954678,cover=3031046
- 19:[Curv5<-0.0620335713] yes=39,no=40,missing=39,gain=9.91196156,cover=1217788
- 39:[Ecc<12.5441074] yes=79,no=80,missing=79,gain=3.46019888,cover=1130953
- 79:leaf=-2.78579191e-05,cover=0
- 80:leaf=0.000198234178,cover=0
- 40:[Pol<60.4070244] yes=81,no=82,missing=81,gain=28.5238457,cover=86835
- 81:leaf=-0.00143325829,cover=0
- 82:leaf=0.000978241093,cover=0
- 20:[Curv5<-0.115945198] yes=41,no=42,missing=41,gain=4.17164993,cover=1813258
- 41:[PialCurv5<-0.0555995218] yes=83,no=84,missing=83,gain=75.1436462,cover=1042692
- 83:leaf=-7.75056978e-05,cover=0
- 84:leaf=0.00200690841,cover=0
- 42:[PialCurv5<-0.076943703] yes=85,no=86,missing=85,gain=77.6134949,cover=770566
- 85:leaf=0.00167299609,cover=0
- 86:leaf=-0.000279415603,cover=0
- 10:[Ecc<19.170145] yes=21,no=22,missing=21,gain=10.4041653,cover=86048
- 21:[Ecc<4.07113361] yes=43,no=44,missing=43,gain=10.6260538,cover=74122
- 43:[Ecc<1.05247808] yes=87,no=88,missing=87,gain=9.88238335,cover=21510
- 87:leaf=-0.00102487102,cover=0
- 88:leaf=0.00156866014,cover=0
- 44:[Sulc0<-0.0326132737] yes=89,no=90,missing=89,gain=14.2436447,cover=52612
- 89:leaf=-0.00115219213,cover=0
- 90:leaf=0.000493354572,cover=0
- 22:[Pol<92.1537628] yes=45,no=46,missing=46,gain=9.35128784,cover=11926
- 45:[Pol<36.2100182] yes=91,no=92,missing=91,gain=13.7548389,cover=4149
- 91:leaf=-0.000863576948,cover=0
- 92:leaf=0.00544071663,cover=0
- 46:[LGI5<3.30554914] yes=93,no=94,missing=94,gain=4.68012094,cover=7777
- 93:leaf=-0.000301368593,cover=0
- 94:leaf=0.00224203151,cover=0
- 2:[PialCurv5<0.0400940292] yes=5,no=6,missing=5,gain=4.82627583,cover=1915895
- 5:[Pol<72.6247101] yes=11,no=12,missing=11,gain=5.30499649,cover=172084
- 11:[Area5<0.720865786] yes=23,no=24,missing=24,gain=14.5180569,cover=56733
- 23:[Sulc0<0.272107065] yes=47,no=48,missing=47,gain=8.35822201,cover=30321
- 47:[LGI5<2.19753051] yes=95,no=96,missing=96,gain=6.33388615,cover=23606
- 95:leaf=-0.00844067987,cover=0
- 96:leaf=-0.000439561729,cover=0
- 48:[Sulc0<0.779008448] yes=97,no=98,missing=97,gain=6.35822916,cover=6715
- 97:leaf=0.0017764332,cover=0
- 98:leaf=-0.00636631111,cover=0
- 24:[Curv5<0.0300692953] yes=49,no=50,missing=50,gain=8.82469749,cover=26412
- 49:[PialCurv5<0.0240441076] yes=99,no=100,missing=99,gain=10.5621834,cover=16519
- 99:leaf=0.00199528574,cover=0
- 100:leaf=-0.000539124652,cover=0
- 50:[Ecc<2.42687178] yes=101,no=102,missing=102,gain=8.5028019,cover=9893
- 101:leaf=-0.00303176115,cover=0
- 102:leaf=0.00307734939,cover=0
- 12:[Ecc<1.73852015] yes=25,no=26,missing=25,gain=3.92092991,cover=115351
- 25:[Pol<146.864227] yes=51,no=52,missing=51,gain=6.01953411,cover=15889
- 51:[LGI5<2.44319153] yes=103,no=104,missing=103,gain=5.79464912,cover=8848
- 103:leaf=0.000813646649,cover=0
- 104:leaf=0.00357984379,cover=0
- 52:[LGI5<2.23211861] yes=105,no=106,missing=105,gain=5.42380238,cover=7041
- 105:leaf=0.00343327969,cover=0
- 106:leaf=-0.000804645184,cover=0
- 26:[Ecc<5.66086149] yes=53,no=54,missing=53,gain=10.3793945,cover=99462
- 53:[LGI5<2.30180311] yes=107,no=108,missing=107,gain=8.88178253,cover=31024
- 107:leaf=0.00128261594,cover=0
- 108:leaf=-0.00114421698,cover=0
- 54:[PialArea5<0.567627013] yes=109,no=110,missing=109,gain=9.28634548,cover=68438
- 109:leaf=-0.000562146888,cover=0
- 110:leaf=0.000694434973,cover=0
- 6:[PialArea5<0.658944428] yes=13,no=14,missing=13,gain=3.42997146,cover=1743811
- 13:[Area5<0.651789546] yes=27,no=28,missing=27,gain=4.48297024,cover=1381820
- 27:[PialArea5<0.520672619] yes=55,no=56,missing=55,gain=6.08271599,cover=341575
- 55:[Curv5<0.0513985939] yes=111,no=112,missing=111,gain=4.19266653,cover=274405
- 111:leaf=0.000863176305,cover=0
- 112:leaf=-6.8303576e-05,cover=0
- 56:[Ecc<5.01513863] yes=113,no=114,missing=113,gain=11.6210814,cover=67170
- 113:leaf=0.000236773965,cover=0
- 114:leaf=-0.00110162317,cover=0
- 28:[Sulc0<0.41245693] yes=57,no=58,missing=57,gain=9.42457962,cover=1040245
- 57:[Pol<79.5617371] yes=115,no=116,missing=115,gain=14.1491938,cover=392830
- 115:leaf=0.000934411306,cover=0
- 116:leaf=0.000136277813,cover=0
- 58:[Pol<94.4799194] yes=117,no=118,missing=117,gain=7.12153435,cover=647415
- 117:leaf=-0.000245800213,cover=0
- 118:leaf=9.42772604e-05,cover=0
- 14:[Area5<0.617766261] yes=29,no=30,missing=29,gain=5.50315523,cover=361991
- 29:[Pol<58.6768646] yes=59,no=60,missing=60,gain=11.3477859,cover=4905
- 59:[Sulc0<0.383163035] yes=119,no=120,missing=120,gain=1.47120428,cover=559
- 119:leaf=-0.00546155917,cover=0
- 120:leaf=0.0176889636,cover=0
- 60:[Curv5<0.067619428] yes=121,no=122,missing=122,gain=6.28890038,cover=4346
- 121:leaf=0.00152495177,cover=0
- 122:leaf=0.00661061332,cover=0
- 30:[LGI5<3.78836131] yes=61,no=62,missing=61,gain=5.18496513,cover=357086
- 61:[PialCurv5<0.193043977] yes=123,no=124,missing=123,gain=4.50705671,cover=351989
- 123:leaf=-0.000242552051,cover=0
- 124:leaf=0.000432371598,cover=0
- 62:[LGI5<3.84897733] yes=125,no=126,missing=126,gain=2.83769417,cover=5097
- 125:leaf=0.00292121037,cover=0
- 126:leaf=0.000490868057,cover=0
-booster[756]:
-0:[PialArea5<0.831580997] yes=1,no=2,missing=2,gain=0.348217517,cover=5124388
- 1:[Area5<0.782137334] yes=3,no=4,missing=3,gain=1.957757,cover=2885170
- 3:[MidArea5<0.742612839] yes=7,no=8,missing=8,gain=1.47213554,cover=2698395
- 7:[PialArea5<0.780359626] yes=15,no=16,missing=15,gain=1.42092848,cover=2503846
- 15:[Ecc<0.513775289] yes=31,no=32,missing=32,gain=1.81893039,cover=2261873
- 31:[LGI5<2.62853003] yes=63,no=64,missing=64,gain=2.95157242,cover=51336
- 63:leaf=0.000333362666,cover=0
- 64:leaf=-0.00199440029,cover=0
- 32:[Sulc0<-0.407819748] yes=65,no=66,missing=65,gain=1.91715574,cover=2210537
- 65:leaf=-0.000142818186,cover=0
- 66:leaf=-1.17478676e-05,cover=0
- 16:[Curv5<-0.0598238073] yes=33,no=34,missing=33,gain=8.37060928,cover=241973
- 33:[MidArea5<0.57021302] yes=67,no=68,missing=68,gain=2.28799677,cover=204798
- 67:leaf=0.00398842758,cover=0
- 68:leaf=-2.91130182e-05,cover=0
- 34:[Pol<45.5953903] yes=69,no=70,missing=69,gain=20.2498207,cover=37175
- 69:leaf=-0.00217310293,cover=0
- 70:leaf=0.00125240057,cover=0
- 8:[Sulc0<0.940059185] yes=17,no=18,missing=17,gain=3.35823417,cover=194549
- 17:[PialCurv5<0.137877449] yes=35,no=36,missing=35,gain=2.53967619,cover=194494
- 35:[Pol<34.3003769] yes=71,no=72,missing=72,gain=2.81310606,cover=183247
- 71:leaf=0.00036011354,cover=0
- 72:leaf=-0.000271227327,cover=0
- 36:[Pol<100.090813] yes=73,no=74,missing=73,gain=2.79325986,cover=11247
- 73:leaf=0.00149437215,cover=0
- 74:leaf=-0.000101356185,cover=0
- 18:[Pol<45.5953903] yes=37,no=38,missing=37,gain=2.00729799,cover=55
- 37:[LGI5<3.13786864] yes=75,no=76,missing=75,gain=0.732158184,cover=9
- 75:leaf=0.0440920442,cover=0
- 76:leaf=0.012101992,cover=0
- 38:[Pol<103.31839] yes=77,no=78,missing=77,gain=0.584661484,cover=46
- 77:leaf=0.00354057364,cover=0
- 78:leaf=0.0156672932,cover=0
- 4:[PialCurv5<0.0240441076] yes=9,no=10,missing=9,gain=2.29388595,cover=186775
- 9:[Sulc0<0.0770083591] yes=19,no=20,missing=20,gain=6.41664982,cover=17585
- 19:[MidArea5<0.70642072] yes=39,no=40,missing=39,gain=5.50013256,cover=13345
- 39:[Ecc<0.406764686] yes=79,no=80,missing=79,gain=5.2079401,cover=727
- 79:leaf=-0.00951169524,cover=0
- 80:leaf=0.00564921321,cover=0
- 40:[LGI5<2.81359315] yes=81,no=82,missing=81,gain=3.80652356,cover=12618
- 81:leaf=0.000643533829,cover=0
- 82:leaf=-0.00111280393,cover=0
- 20:[LGI5<2.87999082] yes=41,no=42,missing=41,gain=2.48909187,cover=4240
- 41:[Area5<0.790145099] yes=83,no=84,missing=84,gain=1.37735176,cover=1145
- 83:leaf=-0.00102375599,cover=0
- 84:leaf=-0.00506703509,cover=0
- 42:[LGI5<3.58443618] yes=85,no=86,missing=85,gain=2.4241972,cover=3095
- 85:leaf=-0.000811113976,cover=0
- 86:leaf=-0.00495655229,cover=0
- 10:[Sulc0<-0.413983464] yes=21,no=22,missing=21,gain=3.44820571,cover=169190
- 21:[Ecc<0.406764686] yes=43,no=44,missing=44,gain=2.04767632,cover=1406
- 43:[Area5<0.818724692] yes=87,no=88,missing=87,gain=2.90632629,cover=88
- 87:leaf=0.0120393448,cover=0
- 88:leaf=-0.00652553095,cover=0
- 44:[Ecc<1.31300318] yes=89,no=90,missing=89,gain=3.82540369,cover=1318
- 89:leaf=-0.00718629127,cover=0
- 90:leaf=-0.00111886533,cover=0
- 22:[Sulc0<0.495946974] yes=45,no=46,missing=45,gain=4.03641415,cover=167784
- 45:[Ecc<6.22534323] yes=91,no=92,missing=91,gain=3.96634102,cover=70722
- 91:leaf=-1.46448747e-05,cover=0
- 92:leaf=0.000777015113,cover=0
- 46:[Ecc<3.16401935] yes=93,no=94,missing=93,gain=3.12061214,cover=97062
- 93:leaf=0.00320003997,cover=0
- 94:leaf=-1.23176014e-05,cover=0
- 2:[MidArea5<0.601488888] yes=5,no=6,missing=5,gain=1.74967408,cover=2239218
- 5:[Sulc0<-0.592216015] yes=11,no=12,missing=11,gain=0.503731728,cover=331
- 11:[PialArea5<0.859420419] yes=23,no=24,missing=24,gain=0.396597862,cover=316
- 23:[MidArea5<0.592231214] yes=47,no=48,missing=48,gain=0.321554303,cover=304
- 47:[LGI5<2.41724968] yes=95,no=96,missing=95,gain=0.122844458,cover=92
- 95:leaf=0.0046135704,cover=0
- 96:leaf=0.00857403688,cover=0
- 48:[Curv5<-0.247622609] yes=97,no=98,missing=97,gain=0.270430624,cover=212
- 97:leaf=0.00118007837,cover=0
- 98:leaf=0.00485426746,cover=0
- 24:[LGI5<2.36078882] yes=49,no=50,missing=50,gain=0.156696439,cover=12
- 49:[Ecc<2.07756257] yes=99,no=100,missing=99,gain=0.0312941559,cover=3
- 99:leaf=-0.00337962504,cover=0
- 100:leaf=0.00484989118,cover=0
- 50:leaf=0.0157096293,cover=0
- 12:[PialCurv5<-0.144106165] yes=25,no=26,missing=25,gain=0.0169325322,cover=15
- 25:[Sulc0<-0.540693521] yes=51,no=52,missing=51,gain=7.0117414e-05,cover=9
- 51:leaf=-0.000913417374,cover=0
- 52:[Pol<134.081207] yes=101,no=102,missing=101,gain=0.000191740692,cover=8
- 101:leaf=-0.00358814676,cover=0
- 102:leaf=-0.00140229461,cover=0
- 26:[PialCurv5<-0.138158455] yes=53,no=54,missing=53,gain=0.0047763139,cover=6
- 53:leaf=-0.00889908057,cover=0
- 54:leaf=-0.00358531484,cover=0
- 6:[Area5<0.839165807] yes=13,no=14,missing=13,gain=1.48611367,cover=2238887
- 13:[Sulc0<0.795422614] yes=27,no=28,missing=28,gain=2.28471732,cover=2122866
- 27:[PialCurv5<0.0591915138] yes=55,no=56,missing=56,gain=1.72871828,cover=2122770
- 55:[Curv5<0.0365542509] yes=103,no=104,missing=103,gain=2.44020271,cover=2076610
- 103:leaf=1.32871673e-05,cover=0
- 104:leaf=0.000874604506,cover=0
- 56:[Ecc<7.69572639] yes=105,no=106,missing=105,gain=9.52442074,cover=46160
- 105:leaf=0.00105162186,cover=0
- 106:leaf=-0.00038486105,cover=0
- 28:[LGI5<3.26095963] yes=57,no=58,missing=57,gain=2.47784162,cover=96
- 57:[Pol<47.409153] yes=107,no=108,missing=107,gain=1.28275871,cover=49
- 107:leaf=0.0299500916,cover=0
- 108:leaf=0.0105862962,cover=0
- 58:[Pol<134.081207] yes=109,no=110,missing=109,gain=1.23460639,cover=47
- 109:leaf=0.00298281759,cover=0
- 110:leaf=-0.0184912868,cover=0
- 14:[LGI5<2.13090348] yes=29,no=30,missing=29,gain=2.01977205,cover=116021
- 29:[Pol<90.9627914] yes=59,no=60,missing=59,gain=0.851783514,cover=111
- 59:[Sulc0<-0.864702106] yes=111,no=112,missing=112,gain=0.655575752,cover=33
- 111:leaf=0.00345092872,cover=0
- 112:leaf=0.0183240157,cover=0
- 60:[Ecc<1.41371143] yes=113,no=114,missing=113,gain=0.129224509,cover=78
- 113:leaf=-0.00304607418,cover=0
- 114:leaf=0.00420649908,cover=0
- 30:[PialArea5<1.29873812] yes=61,no=62,missing=62,gain=1.96087158,cover=115910
- 61:[Pol<49.2074432] yes=115,no=116,missing=116,gain=2.51293373,cover=74935
- 115:leaf=4.86347926e-05,cover=0
- 116:leaf=-0.000546865398,cover=0
- 62:[Curv5<-0.217408031] yes=117,no=118,missing=117,gain=2.54341578,cover=40975
- 117:leaf=0.00106180855,cover=0
- 118:leaf=-5.16723485e-05,cover=0
-booster[757]:
-0:[PialArea5<0.349780142] yes=1,no=2,missing=1,gain=0.336050719,cover=5124388
- 1:[Ecc<3.60812569] yes=3,no=4,missing=4,gain=0.714945316,cover=242979
- 3:[Area5<0.690371037] yes=7,no=8,missing=8,gain=0.950927496,cover=28063
- 7:[LGI5<2.3349762] yes=15,no=16,missing=15,gain=0.919191718,cover=25469
- 15:[Ecc<0.295587689] yes=31,no=32,missing=31,gain=1.26130664,cover=6845
- 31:[LGI5<2.31192279] yes=63,no=64,missing=63,gain=2.07453108,cover=214
- 63:leaf=0.00582807139,cover=0
- 64:leaf=-0.0090110125,cover=0
- 32:[Sulc0<-0.43309778] yes=65,no=66,missing=65,gain=0.894103825,cover=6631
- 65:leaf=0.0020991019,cover=0
- 66:leaf=-6.82322643e-05,cover=0
- 16:[LGI5<2.37224698] yes=33,no=34,missing=33,gain=1.85546303,cover=18624
- 33:[Pol<175.068527] yes=67,no=68,missing=67,gain=1.73584867,cover=2510
- 67:leaf=-0.00201169215,cover=0
- 68:leaf=0.00417756662,cover=0
- 34:[Curv5<0.0716206133] yes=69,no=70,missing=69,gain=0.965299964,cover=16114
- 69:leaf=0.00310992333,cover=0
- 70:leaf=-0.000302364293,cover=0
- 8:[LGI5<2.45932961] yes=17,no=18,missing=18,gain=2.1076827,cover=2594
- 17:[Pol<66.6374893] yes=35,no=36,missing=36,gain=1.41150451,cover=1302
- 35:[Curv5<0.116796501] yes=71,no=72,missing=71,gain=1.2126559,cover=17
- 71:leaf=-0.0262003727,cover=0
- 72:leaf=-7.37236624e-05,cover=0
- 36:[Pol<112.359543] yes=73,no=74,missing=73,gain=0.978704512,cover=1285
- 73:leaf=0.00012882422,cover=0
- 74:leaf=-0.00355403288,cover=0
- 18:[LGI5<2.46595764] yes=37,no=38,missing=37,gain=0.992003441,cover=1292
- 37:[Ecc<2.8577323] yes=75,no=76,missing=75,gain=1.24488294,cover=111
- 75:leaf=0.0110626891,cover=0
- 76:leaf=0.00034008699,cover=0
- 38:[Curv5<0.233002663] yes=77,no=78,missing=77,gain=0.953287959,cover=1181
- 77:leaf=0.00238241372,cover=0
- 78:leaf=-0.00136992091,cover=0
- 4:[LGI5<2.48931384] yes=9,no=10,missing=9,gain=1.06648493,cover=214916
- 9:[LGI5<2.46263766] yes=19,no=20,missing=20,gain=1.53522694,cover=32235
- 19:[Curv5<0.157731384] yes=39,no=40,missing=39,gain=2.2863729,cover=27164
- 39:[Sulc0<0.485350072] yes=79,no=80,missing=80,gain=5.27674103,cover=3779
- 79:leaf=0.00135072845,cover=0
- 80:leaf=-0.00246194564,cover=0
- 40:[Area5<0.620557249] yes=81,no=82,missing=81,gain=2.11276722,cover=23385
- 81:leaf=-0.000239301153,cover=0
- 82:leaf=0.000748394639,cover=0
- 20:[Sulc0<0.56283927] yes=41,no=42,missing=41,gain=1.97229958,cover=5071
- 41:[PialCurv5<0.409174502] yes=83,no=84,missing=83,gain=2.17920923,cover=1537
- 83:leaf=0.00334516983,cover=0
- 84:leaf=-0.00241729757,cover=0
- 42:[Area5<0.587948382] yes=85,no=86,missing=85,gain=1.02721834,cover=3534
- 85:leaf=0.00283213868,cover=0
- 86:leaf=0.000189711209,cover=0
- 10:[Pol<104.929901] yes=21,no=22,missing=21,gain=1.64544654,cover=182681
- 21:[Pol<95.6227875] yes=43,no=44,missing=43,gain=1.44779527,cover=141654
- 43:[Ecc<8.23836613] yes=87,no=88,missing=88,gain=3.93844366,cover=82681
- 87:leaf=0.000944895379,cover=0
- 88:leaf=-4.44089492e-05,cover=0
- 44:[Ecc<20.3925476] yes=89,no=90,missing=90,gain=2.23284101,cover=58973
- 89:leaf=-0.000374162424,cover=0
- 90:leaf=0.000421029341,cover=0
- 22:[Ecc<16.5318356] yes=45,no=46,missing=45,gain=3.25856543,cover=41027
- 45:[Ecc<7.64592981] yes=91,no=92,missing=91,gain=4.1103673,cover=24909
- 91:leaf=-7.55894507e-05,cover=0
- 92:leaf=0.00122564356,cover=0
- 46:[Pol<119.777687] yes=93,no=94,missing=93,gain=2.10122895,cover=16118
- 93:leaf=-0.000563731126,cover=0
- 94:leaf=0.000753299333,cover=0
- 2:[Curv5<0.110890195] yes=5,no=6,missing=5,gain=0.644324422,cover=4881409
- 5:[Sulc0<0.915739596] yes=11,no=12,missing=12,gain=1.7949127,cover=4182106
- 11:[PialCurv5<0.315450013] yes=23,no=24,missing=23,gain=1.41496563,cover=4159190
- 23:[MidArea5<0.474339783] yes=47,no=48,missing=48,gain=0.818862021,cover=4157180
- 47:[Pol<114.966316] yes=95,no=96,missing=96,gain=2.21837783,cover=13268
- 95:leaf=-9.1910435e-05,cover=0
- 96:leaf=0.00125341653,cover=0
- 48:[Curv5<0.0100963581] yes=97,no=98,missing=97,gain=0.751613319,cover=4143912
- 97:leaf=-1.00479901e-05,cover=0
- 98:leaf=4.06784056e-05,cover=0
- 24:[Pol<9.44515038] yes=49,no=50,missing=49,gain=3.81859517,cover=2010
- 49:[LGI5<3.28291535] yes=99,no=100,missing=100,gain=1.5812149,cover=16
- 99:leaf=0.00536515191,cover=0
- 100:leaf=0.0367115512,cover=0
- 50:[PialArea5<0.537928462] yes=101,no=102,missing=101,gain=3.08545446,cover=1994
- 101:leaf=-0.00337477145,cover=0
- 102:leaf=0.000564636197,cover=0
- 12:[Ecc<30.4150848] yes=25,no=26,missing=25,gain=5.5695982,cover=22916
- 25:[Sulc0<1.16950965] yes=51,no=52,missing=51,gain=6.07475567,cover=9919
- 51:[LGI5<3.78836131] yes=103,no=104,missing=103,gain=2.47253108,cover=9588
- 103:leaf=-4.21511904e-05,cover=0
- 104:leaf=-0.00392159866,cover=0
- 52:[PialCurv5<0.144311354] yes=105,no=106,missing=105,gain=7.4252367,cover=331
- 105:leaf=-0.019359244,cover=0
- 106:leaf=-0.00252439152,cover=0
- 26:[Area5<0.621834755] yes=53,no=54,missing=54,gain=7.06319237,cover=12997
- 53:[LGI5<3.42912889] yes=107,no=108,missing=107,gain=2.15559769,cover=526
- 107:leaf=-0.00290225702,cover=0
- 108:leaf=-0.010810486,cover=0
- 54:[LGI5<3.1967752] yes=109,no=110,missing=110,gain=5.19364548,cover=12471
- 109:leaf=0.00283205113,cover=0
- 110:leaf=0.000655940734,cover=0
- 6:[Area5<0.987501919] yes=13,no=14,missing=13,gain=1.87122238,cover=699303
- 13:[MidArea5<0.670836151] yes=27,no=28,missing=28,gain=2.46755219,cover=695045
- 27:[PialArea5<0.658944428] yes=55,no=56,missing=55,gain=2.40709305,cover=632299
- 55:[Pol<125.881905] yes=111,no=112,missing=112,gain=2.04409003,cover=631460
- 111:leaf=-6.07444563e-05,cover=0
- 112:leaf=0.000216259257,cover=0
- 56:[PialCurv5<0.0447484925] yes=113,no=114,missing=114,gain=1.51880288,cover=839
- 113:leaf=-0.00314175524,cover=0
- 114:leaf=0.00342892902,cover=0
- 28:[Area5<0.711689949] yes=57,no=58,missing=58,gain=5.20420647,cover=62746
- 57:[Area5<0.663006425] yes=115,no=116,missing=115,gain=2.42022443,cover=4945
- 115:leaf=0.00459746318,cover=0
- 116:leaf=0.000843213813,cover=0
- 58:[PialArea5<0.567627013] yes=117,no=118,missing=118,gain=3.81257296,cover=57801
- 117:leaf=0.000295045524,cover=0
- 118:leaf=-0.000697067881,cover=0
- 14:[LGI5<3.41813922] yes=29,no=30,missing=29,gain=1.05963933,cover=4258
- 29:[LGI5<3.20360112] yes=59,no=60,missing=59,gain=1.37644005,cover=3591
- 59:[Pol<80.2322083] yes=119,no=120,missing=119,gain=2.91020918,cover=3031
- 119:leaf=-0.00479245745,cover=0
- 120:leaf=0.00133601832,cover=0
- 60:[PialCurv5<0.154069737] yes=121,no=122,missing=121,gain=3.51955652,cover=560
- 121:leaf=0.0112464158,cover=0
- 122:leaf=0.00155408808,cover=0
- 30:[Pol<82.8478928] yes=61,no=62,missing=61,gain=2.61074138,cover=667
- 61:[PialCurv5<0.122354448] yes=123,no=124,missing=123,gain=1.87244511,cover=295
- 123:leaf=-0.00820327457,cover=0
- 124:leaf=0.00411922811,cover=0
- 62:[LGI5<3.94193578] yes=125,no=126,missing=125,gain=1.04245663,cover=372
- 125:leaf=-0.00495078554,cover=0
- 126:leaf=0.00159396778,cover=0
-booster[758]:
-0:[PialArea5<0.872134149] yes=1,no=2,missing=2,gain=0.336646587,cover=5124388
- 1:[PialCurv5<-0.103163145] yes=3,no=4,missing=4,gain=1.18950164,cover=3208493
- 3:[Area5<0.601796865] yes=7,no=8,missing=8,gain=5.50583553,cover=454335
- 7:[Ecc<2.6050899] yes=15,no=16,missing=15,gain=1.86026764,cover=302291
- 15:[Pol<120.317558] yes=31,no=32,missing=31,gain=3.4087739,cover=100363
- 31:[Sulc0<-0.714205623] yes=63,no=64,missing=63,gain=3.41736937,cover=53641
- 63:leaf=-0.000193712855,cover=0
- 64:leaf=0.000726049242,cover=0
- 32:[Ecc<0.999059319] yes=65,no=66,missing=65,gain=3.83990049,cover=46722
- 65:leaf=0.000270874094,cover=0
- 66:leaf=-0.000797887449,cover=0
- 16:[Ecc<21.7409172] yes=33,no=34,missing=33,gain=1.95430803,cover=201928
- 33:[Pol<11.2407846] yes=67,no=68,missing=67,gain=4.16036034,cover=169873
- 67:leaf=0.0014227964,cover=0
- 68:leaf=5.04661475e-05,cover=0
- 34:[Sulc0<-0.152423486] yes=69,no=70,missing=69,gain=2.29734421,cover=32055
- 69:leaf=-0.000522240764,cover=0
- 70:leaf=0.000598159037,cover=0
- 8:[Ecc<3.10160303] yes=17,no=18,missing=17,gain=10.3330727,cover=152044
- 17:[Ecc<0.513775289] yes=35,no=36,missing=35,gain=4.46527004,cover=16160
- 35:[MidArea5<0.721430659] yes=71,no=72,missing=71,gain=3.61988544,cover=1219
- 71:leaf=0.00682162121,cover=0
- 72:leaf=0.00132982677,cover=0
- 36:[LGI5<2.16230083] yes=73,no=74,missing=73,gain=6.22076607,cover=14941
- 73:leaf=0.00904206093,cover=0
- 74:leaf=0.00113414309,cover=0
- 18:[Curv5<-0.194365487] yes=37,no=38,missing=37,gain=5.30506706,cover=135884
- 37:[Sulc0<0.167916268] yes=75,no=76,missing=75,gain=4.34531879,cover=103691
- 75:leaf=3.25051369e-05,cover=0
- 76:leaf=-0.00274482789,cover=0
- 38:[LGI5<2.43692279] yes=77,no=78,missing=77,gain=7.30964518,cover=32193
- 77:leaf=-0.00163480418,cover=0
- 78:leaf=0.000969123037,cover=0
- 4:[Curv5<-0.186853081] yes=9,no=10,missing=9,gain=2.58592296,cover=2754158
- 9:[PialCurv5<-0.0715543851] yes=19,no=20,missing=20,gain=6.04706764,cover=59145
- 19:[Area5<0.539561152] yes=39,no=40,missing=39,gain=4.63043976,cover=48565
- 39:[LGI5<3.35709596] yes=79,no=80,missing=79,gain=3.26906514,cover=19304
- 79:leaf=0.000553405844,cover=0
- 80:leaf=0.00430593779,cover=0
- 40:[Pol<172.045227] yes=81,no=82,missing=81,gain=7.21619701,cover=29261
- 81:leaf=-0.000488900347,cover=0
- 82:leaf=0.00349762035,cover=0
- 20:[Ecc<20.3925476] yes=41,no=42,missing=41,gain=10.6086283,cover=10580
- 41:[Curv5<-0.331971258] yes=83,no=84,missing=83,gain=4.8040781,cover=8988
- 83:leaf=-0.0019429049,cover=0
- 84:leaf=0.00238838256,cover=0
- 42:[LGI5<3.04906535] yes=85,no=86,missing=85,gain=1.25210333,cover=1592
- 85:leaf=-0.000317782862,cover=0
- 86:leaf=-0.00332944025,cover=0
- 10:[Curv5<-0.0439181365] yes=21,no=22,missing=21,gain=4.30500174,cover=2695013
- 21:[Pol<160.153915] yes=43,no=44,missing=44,gain=3.68958282,cover=511304
- 43:[Area5<0.598585367] yes=87,no=88,missing=87,gain=6.10456181,cover=439481
- 87:leaf=2.49914774e-05,cover=0
- 88:leaf=-0.000359431608,cover=0
- 44:[Ecc<1.15906882] yes=89,no=90,missing=90,gain=8.33136749,cover=71823
- 89:leaf=-0.000880180101,cover=0
- 90:leaf=0.000447760307,cover=0
- 22:[Sulc0<-0.690729618] yes=45,no=46,missing=45,gain=3.76365638,cover=2183709
- 45:[Pol<19.2006226] yes=91,no=92,missing=92,gain=2.36793494,cover=7875
- 91:leaf=0.00131817791,cover=0
- 92:leaf=-0.00140192185,cover=0
- 46:[Pol<7.58674097] yes=93,no=94,missing=93,gain=2.46876812,cover=2175834
- 93:leaf=-0.000593830016,cover=0
- 94:leaf=9.82816618e-06,cover=0
- 2:[PialCurv5<-0.0779728889] yes=5,no=6,missing=6,gain=2.09102607,cover=1915895
- 5:[Curv5<-0.106344692] yes=11,no=12,missing=11,gain=48.1979713,cover=1233466
- 11:[Curv5<-0.117843308] yes=23,no=24,missing=23,gain=5.95543432,cover=1207335
- 23:[Sulc0<-0.210027173] yes=47,no=48,missing=47,gain=7.13263178,cover=1184784
- 47:[Ecc<20.0856266] yes=95,no=96,missing=95,gain=4.02965546,cover=1129556
- 95:leaf=-9.42696643e-05,cover=0
- 96:leaf=0.000179294584,cover=0
- 48:[Ecc<35.195137] yes=97,no=98,missing=97,gain=9.63080692,cover=55228
- 97:leaf=-0.00114361139,cover=0
- 98:leaf=0.000224476404,cover=0
- 24:[PialCurv5<-0.0914456472] yes=49,no=50,missing=49,gain=13.4682703,cover=22551
- 49:[Area5<0.894858658] yes=99,no=100,missing=99,gain=1.73521233,cover=7323
- 99:leaf=0.00265428866,cover=0
- 100:leaf=-0.00130166032,cover=0
- 50:[PialCurv5<-0.08490628] yes=101,no=102,missing=101,gain=3.02949023,cover=15228
- 101:leaf=0.000785083161,cover=0
- 102:leaf=-0.000665856525,cover=0
- 12:[Area5<0.589787364] yes=25,no=26,missing=25,gain=12.2877655,cover=26131
- 25:[Curv5<-0.0773924068] yes=51,no=52,missing=52,gain=8.98039913,cover=1906
- 51:[PialCurv5<-0.109546423] yes=103,no=104,missing=103,gain=3.08712244,cover=1525
- 103:leaf=-0.00693342695,cover=0
- 104:leaf=0.000688561646,cover=0
- 52:[Pol<72.6247101] yes=105,no=106,missing=105,gain=3.94474125,cover=381
- 105:leaf=-0.0140330466,cover=0
- 106:leaf=-0.00382454577,cover=0
- 26:[Ecc<14.694541] yes=53,no=54,missing=54,gain=7.93349838,cover=24225
- 53:[LGI5<2.69470191] yes=107,no=108,missing=107,gain=9.44914055,cover=19316
- 107:leaf=0.00291616027,cover=0
- 108:leaf=0.000684155966,cover=0
- 54:[Pol<165.944183] yes=109,no=110,missing=109,gain=4.82381821,cover=4909
- 109:leaf=0.00492894603,cover=0
- 110:leaf=0.000825272582,cover=0
- 6:[Curv5<-0.129194111] yes=13,no=14,missing=13,gain=22.9132843,cover=682429
- 13:[Area5<0.64983958] yes=27,no=28,missing=28,gain=15.7180519,cover=113452
- 27:[LGI5<2.99035311] yes=55,no=56,missing=56,gain=6.88362694,cover=39174
- 55:[PialArea5<1.06921077] yes=111,no=112,missing=111,gain=4.92327738,cover=33626
- 111:leaf=-3.44552936e-05,cover=0
- 112:leaf=-0.0015264994,cover=0
- 56:[Pol<52.7894325] yes=113,no=114,missing=114,gain=5.60197067,cover=5548
- 113:leaf=-0.00084134296,cover=0
- 114:leaf=0.00260907086,cover=0
- 28:[PialCurv5<-0.0632625744] yes=57,no=58,missing=58,gain=19.9997978,cover=74278
- 57:[Curv5<-0.146701202] yes=115,no=116,missing=115,gain=9.80615139,cover=47472
- 115:leaf=0.00121037068,cover=0
- 116:leaf=-0.000231361599,cover=0
- 58:[Sulc0<-0.563680887] yes=117,no=118,missing=118,gain=9.5786171,cover=26806
- 117:leaf=0.000892007432,cover=0
- 118:leaf=0.00291038002,cover=0
- 14:[Curv5<-0.0730527416] yes=29,no=30,missing=29,gain=5.33117485,cover=568977
- 29:[PialCurv5<-0.0297427773] yes=59,no=60,missing=60,gain=29.3695927,cover=255051
- 59:[Area5<0.644818127] yes=119,no=120,missing=119,gain=13.2048979,cover=222299
- 119:leaf=0.000530759164,cover=0
- 120:leaf=-0.000574772363,cover=0
- 60:[Area5<0.672473609] yes=121,no=122,missing=122,gain=15.1485062,cover=32752
- 121:leaf=-0.000582633947,cover=0
- 122:leaf=0.00183940423,cover=0
- 30:[PialCurv5<-0.0515215881] yes=61,no=62,missing=61,gain=29.6304741,cover=313926
- 61:[Ecc<14.9070177] yes=123,no=124,missing=123,gain=7.66348076,cover=24046
- 123:leaf=0.00127458235,cover=0
- 124:leaf=0.00335256243,cover=0
- 62:[Curv5<-0.0530214235] yes=125,no=126,missing=125,gain=6.3380475,cover=289880
- 125:leaf=-0.000467932841,cover=0
- 126:leaf=8.45833056e-05,cover=0
-booster[759]:
-0:[Curv5<-0.256378978] yes=1,no=2,missing=1,gain=0.343610913,cover=5124388
- 1:[Area5<0.630444467] yes=3,no=4,missing=4,gain=2.04905963,cover=383095
- 3:[Pol<151.353775] yes=7,no=8,missing=7,gain=0.849528432,cover=261056
- 7:[Ecc<2.97906685] yes=15,no=16,missing=15,gain=1.09921443,cover=181706
- 15:[PialCurv5<-0.190801308] yes=31,no=32,missing=31,gain=1.38472867,cover=62255
- 31:[LGI5<2.47264814] yes=63,no=64,missing=63,gain=1.47828114,cover=2816
- 63:leaf=4.38767784e-05,cover=0
- 64:leaf=0.0024047147,cover=0
- 32:[LGI5<2.44958925] yes=65,no=66,missing=65,gain=1.16621196,cover=59439
- 65:leaf=-4.34121612e-05,cover=0
- 66:leaf=-0.000517925771,cover=0
- 16:[LGI5<2.55687809] yes=33,no=34,missing=33,gain=1.84338117,cover=119451
- 33:[PialArea5<1.08444798] yes=67,no=68,missing=67,gain=2.71744895,cover=26096
- 67:leaf=0.00034080859,cover=0
- 68:leaf=0.00227489765,cover=0
- 34:[LGI5<2.68917012] yes=69,no=70,missing=69,gain=3.56552029,cover=93355
- 69:leaf=-0.000658751698,cover=0
- 70:leaf=0.000153585148,cover=0
- 8:[Sulc0<-0.0326132737] yes=17,no=18,missing=17,gain=2.37955904,cover=79350
- 17:[Sulc0<-0.8873595] yes=35,no=36,missing=35,gain=1.24374676,cover=78655
- 35:[PialArea5<1.4350239] yes=71,no=72,missing=71,gain=1.42368436,cover=34620
- 71:leaf=3.8087026e-05,cover=0
- 72:leaf=-0.0106818099,cover=0
- 36:[Ecc<5.27515984] yes=73,no=74,missing=73,gain=3.71840692,cover=44035
- 73:leaf=-0.00124142179,cover=0
- 74:leaf=-0.000129218563,cover=0
- 18:[LGI5<2.99594808] yes=37,no=38,missing=37,gain=2.08070374,cover=695
- 37:[Ecc<40.3354568] yes=75,no=76,missing=76,gain=1.55912685,cover=188
- 75:leaf=0.00172465842,cover=0
- 76:leaf=-0.00766860787,cover=0
- 38:[Area5<0.539561152] yes=77,no=78,missing=78,gain=2.80289721,cover=507
- 77:leaf=0.0103397723,cover=0
- 78:leaf=0.00207324675,cover=0
- 4:[Sulc0<-0.130613819] yes=9,no=10,missing=9,gain=2.78928137,cover=122039
- 9:[Pol<50.9985542] yes=19,no=20,missing=20,gain=3.59022021,cover=118806
- 19:[Ecc<9.88196182] yes=39,no=40,missing=39,gain=5.69358349,cover=67510
- 39:[Ecc<3.73767829] yes=79,no=80,missing=79,gain=4.01905251,cover=41672
- 79:leaf=0.000328165625,cover=0
- 80:leaf=-0.000704114733,cover=0
- 40:[PialCurv5<-0.11578764] yes=81,no=82,missing=81,gain=1.79043794,cover=25838
- 81:leaf=0.000693815877,cover=0
- 82:leaf=-0.00120345259,cover=0
- 20:[Ecc<9.0678978] yes=41,no=42,missing=41,gain=7.96225071,cover=51296
- 41:[Pol<155.757294] yes=83,no=84,missing=83,gain=4.20020199,cover=22010
- 83:leaf=0.00174752926,cover=0
- 84:leaf=0.000249839126,cover=0
- 42:[PialCurv5<-0.167439327] yes=85,no=86,missing=85,gain=3.5662334,cover=29286
- 85:leaf=-0.000994567177,cover=0
- 86:leaf=0.000326677517,cover=0
- 10:[Ecc<7.34691238] yes=21,no=22,missing=21,gain=2.07899666,cover=3233
- 21:[Pol<90.361351] yes=43,no=44,missing=44,gain=0.793844819,cover=286
- 43:[LGI5<2.47631311] yes=87,no=88,missing=87,gain=0.849205673,cover=180
- 87:leaf=-0.00574831478,cover=0
- 88:leaf=0.00257653557,cover=0
- 44:[Ecc<6.52965975] yes=89,no=90,missing=89,gain=0.983372092,cover=106
- 89:leaf=0.00882162154,cover=0
- 90:leaf=-0.00257859821,cover=0
- 22:[Pol<163.830338] yes=45,no=46,missing=46,gain=1.57329702,cover=2947
- 45:[PialArea5<0.696357906] yes=91,no=92,missing=91,gain=1.07698715,cover=2540
- 91:leaf=-0.00299741467,cover=0
- 92:leaf=-0.000586931477,cover=0
- 46:[Area5<0.792350233] yes=93,no=94,missing=93,gain=0.516584158,cover=407
- 93:leaf=-0.00491744513,cover=0
- 94:leaf=0.00319710979,cover=0
- 2:[PialCurv5<-0.164281175] yes=5,no=6,missing=5,gain=1.00091171,cover=4741293
- 5:[Curv5<-0.125495523] yes=11,no=12,missing=12,gain=2.31505108,cover=22529
- 11:[Ecc<4.33753681] yes=23,no=24,missing=23,gain=1.16157162,cover=21838
- 23:[PialArea5<1.23851824] yes=47,no=48,missing=48,gain=2.52182436,cover=5934
- 47:[Sulc0<-0.702361405] yes=95,no=96,missing=95,gain=2.53962016,cover=5566
- 95:leaf=0.000790049613,cover=0
- 96:leaf=0.00360462745,cover=0
- 48:[Curv5<-0.182293281] yes=97,no=98,missing=98,gain=1.29074252,cover=368
- 97:leaf=-0.00237153913,cover=0
- 98:leaf=-0.0173659381,cover=0
- 24:[Ecc<6.76014757] yes=49,no=50,missing=49,gain=2.25528026,cover=15904
- 49:[Pol<149.795395] yes=99,no=100,missing=99,gain=2.44094753,cover=4925
- 99:leaf=-0.00139791367,cover=0
- 100:leaf=0.00106346002,cover=0
- 50:[Ecc<19.4699688] yes=101,no=102,missing=101,gain=1.67038643,cover=10979
- 101:leaf=0.000972444308,cover=0
- 102:leaf=-0.000412541995,cover=0
- 12:[Pol<91.5616074] yes=25,no=26,missing=25,gain=2.67562342,cover=691
- 25:[Ecc<2.42687178] yes=51,no=52,missing=51,gain=2.40455627,cover=349
- 51:[MidArea5<0.742612839] yes=103,no=104,missing=104,gain=1.45946407,cover=71
- 103:leaf=-0.00956180785,cover=0
- 104:leaf=-0.0267101973,cover=0
- 52:[Pol<7.58674097] yes=105,no=106,missing=105,gain=1.45569551,cover=278
- 105:leaf=0.00552088162,cover=0
- 106:leaf=-0.00490847277,cover=0
- 26:[Ecc<5.53207445] yes=53,no=54,missing=53,gain=5.03404665,cover=342
- 53:[LGI5<2.56467891] yes=107,no=108,missing=108,gain=3.39947319,cover=104
- 107:leaf=0.00659307325,cover=0
- 108:leaf=0.0361162275,cover=0
- 54:[PialArea5<0.636387587] yes=109,no=110,missing=110,gain=2.60196376,cover=238
- 109:leaf=0.00243752892,cover=0
- 110:leaf=-0.00804556161,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=0.718151748,cover=4718764
- 13:[Ecc<0.295587689] yes=27,no=28,missing=28,gain=0.642149568,cover=21759
- 27:[PialCurv5<-0.0715543851] yes=55,no=56,missing=55,gain=0.661288261,cover=285
- 55:[Curv5<-0.20189926] yes=111,no=112,missing=112,gain=0.515704751,cover=258
- 111:leaf=-0.00313344831,cover=0
- 112:leaf=0.00139440375,cover=0
- 56:[Sulc0<-0.614971876] yes=113,no=114,missing=113,gain=0.279358387,cover=27
- 113:leaf=-0.0108161764,cover=0
- 114:leaf=0.00624854164,cover=0
- 28:[Pol<78.8803177] yes=57,no=58,missing=57,gain=0.816779852,cover=21474
- 57:[Curv5<-0.102400392] yes=115,no=116,missing=115,gain=1.61512089,cover=5316
- 115:leaf=0.00110949099,cover=0
- 116:leaf=-0.00207697554,cover=0
- 58:[LGI5<2.44639945] yes=117,no=118,missing=117,gain=1.31496131,cover=16158
- 117:leaf=-0.000227362427,cover=0
- 118:leaf=0.000695988536,cover=0
- 14:[Sulc0<-1.03844893] yes=29,no=30,missing=29,gain=0.746072412,cover=4697005
- 29:[PialCurv5<-0.072655201] yes=59,no=60,missing=60,gain=2.43830633,cover=105706
- 59:[Ecc<17.0169544] yes=119,no=120,missing=119,gain=1.83023596,cover=103344
- 119:leaf=-4.01704274e-05,cover=0
- 120:leaf=-0.000822317612,cover=0
- 60:[LGI5<2.13090348] yes=121,no=122,missing=122,gain=4.2475338,cover=2362
- 121:leaf=0.00706182886,cover=0
- 122:leaf=-0.00223660492,cover=0
- 30:[MidArea5<0.900558591] yes=61,no=62,missing=62,gain=0.611661077,cover=4591299
- 61:[Pol<5.08026028] yes=123,no=124,missing=124,gain=1.22235513,cover=4031271
- 123:leaf=0.000204965167,cover=0
- 124:leaf=-1.38841642e-05,cover=0
- 62:[PialCurv5<-0.11422696] yes=125,no=126,missing=125,gain=3.5952158,cover=560028
- 125:leaf=-0.000176654139,cover=0
- 126:leaf=0.000117677373,cover=0
-booster[760]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.32718876,cover=5124388
- 1:[Area5<0.617766261] yes=3,no=4,missing=3,gain=0.753983557,cover=20016
- 3:[PialArea5<0.463276565] yes=7,no=8,missing=7,gain=0.531613529,cover=19069
- 7:[PialCurv5<-0.0779728889] yes=15,no=16,missing=15,gain=0.507395983,cover=18747
- 15:[Ecc<1.26157856] yes=31,no=32,missing=31,gain=1.04111362,cover=1366
- 31:[Curv5<-0.272521824] yes=63,no=64,missing=64,gain=0.508143783,cover=98
- 63:leaf=-0.00419310434,cover=0
- 64:leaf=-0.0143034328,cover=0
- 32:[LGI5<2.44006681] yes=65,no=66,missing=65,gain=1.46650732,cover=1268
- 65:leaf=0.00398536725,cover=0
- 66:leaf=-0.00109456608,cover=0
- 16:[PialCurv5<0.0377402082] yes=33,no=34,missing=34,gain=0.940938056,cover=17381
- 33:[LGI5<2.68917012] yes=67,no=68,missing=68,gain=1.23441303,cover=1007
- 67:leaf=-0.00070161419,cover=0
- 68:leaf=0.00295293843,cover=0
- 34:[Sulc0<-0.395407349] yes=69,no=70,missing=69,gain=1.10958767,cover=16374
- 69:leaf=-0.00363049214,cover=0
- 70:leaf=0.000125975901,cover=0
- 8:[PialCurv5<-0.104067586] yes=17,no=18,missing=17,gain=0.849852383,cover=322
- 17:[PialCurv5<-0.190801308] yes=35,no=36,missing=36,gain=0.572891474,cover=260
- 35:[PialArea5<0.498393416] yes=71,no=72,missing=71,gain=0.128734618,cover=86
- 71:leaf=-0.00165161549,cover=0
- 72:leaf=0.00219811848,cover=0
- 36:[Ecc<4.73840666] yes=73,no=74,missing=74,gain=0.525122046,cover=174
- 73:leaf=0.00181121414,cover=0
- 74:leaf=0.00738695357,cover=0
- 18:[Ecc<20.3925476] yes=37,no=38,missing=37,gain=0.429649711,cover=62
- 37:[Curv5<-0.222158164] yes=75,no=76,missing=75,gain=0.323589712,cover=56
- 75:leaf=-0.00557036838,cover=0
- 76:leaf=0.00192830432,cover=0
- 38:[Ecc<26.4278679] yes=77,no=78,missing=78,gain=0.181164145,cover=6
- 77:leaf=-0.0218973961,cover=0
- 78:leaf=-0.0039549158,cover=0
- 4:[Curv5<0.266060919] yes=9,no=10,missing=10,gain=0.326589227,cover=947
- 9:[Pol<93.9093552] yes=19,no=20,missing=19,gain=0.602212667,cover=764
- 19:[PialCurv5<0.493508637] yes=39,no=40,missing=39,gain=0.737241268,cover=288
- 39:[Ecc<44.7855835] yes=79,no=80,missing=79,gain=0.416328192,cover=242
- 79:leaf=0.00383975543,cover=0
- 80:leaf=-0.00105849875,cover=0
- 40:[Area5<0.653711498] yes=81,no=82,missing=81,gain=1.4174701,cover=46
- 81:leaf=0.0129702333,cover=0
- 82:leaf=-0.0116810044,cover=0
- 20:[Sulc0<0.68960917] yes=41,no=42,missing=41,gain=0.690776348,cover=476
- 41:[LGI5<2.58938479] yes=83,no=84,missing=84,gain=0.611668527,cover=81
- 83:leaf=0.00135505362,cover=0
- 84:leaf=0.010119996,cover=0
- 42:[PialCurv5<0.303062648] yes=85,no=86,missing=86,gain=0.575440586,cover=395
- 85:leaf=-0.00259755203,cover=0
- 86:leaf=0.00142809749,cover=0
- 10:[Pol<95.050293] yes=21,no=22,missing=21,gain=0.530185282,cover=183
- 21:[Ecc<25.981123] yes=43,no=44,missing=44,gain=0.176188171,cover=107
- 43:[Area5<0.635019779] yes=87,no=88,missing=87,gain=0.305725485,cover=21
- 87:leaf=-0.00280508841,cover=0
- 88:leaf=0.00931481924,cover=0
- 44:[LGI5<2.96780801] yes=89,no=90,missing=89,gain=0.0763966441,cover=86
- 89:leaf=-0.00601432333,cover=0
- 90:leaf=-0.00259898673,cover=0
- 22:[Ecc<3.67199802] yes=45,no=46,missing=45,gain=0.232779145,cover=76
- 45:[LGI5<2.42065382] yes=91,no=92,missing=91,gain=0.0506091528,cover=29
- 91:leaf=-0.0022482113,cover=0
- 92:leaf=0.00190633093,cover=0
- 46:[LGI5<2.43692279] yes=93,no=94,missing=94,gain=0.20804587,cover=47
- 93:leaf=0.0087391939,cover=0
- 94:leaf=0.00200294866,cover=0
- 2:[LGI5<2.89660096] yes=5,no=6,missing=6,gain=0.337395698,cover=5104372
- 5:[Ecc<36.5542564] yes=11,no=12,missing=11,gain=4.14945126,cover=3114929
- 11:[Ecc<14.9070177] yes=23,no=24,missing=24,gain=7.69966269,cover=3077472
- 23:[Pol<60.4070244] yes=47,no=48,missing=47,gain=3.16150427,cover=2938771
- 47:[Curv5<-0.0795110464] yes=95,no=96,missing=95,gain=10.6467428,cover=612098
- 95:leaf=2.02884166e-05,cover=0
- 96:leaf=0.000646793691,cover=0
- 48:[Sulc0<-0.370474488] yes=97,no=98,missing=97,gain=4.98212051,cover=2326673
- 97:leaf=-0.000114182243,cover=0
- 98:leaf=3.41364539e-05,cover=0
- 24:[LGI5<2.46263766] yes=49,no=50,missing=50,gain=9.14234352,cover=138701
- 49:[PialCurv5<0.291493237] yes=99,no=100,missing=100,gain=9.15613937,cover=1876
- 99:leaf=-0.0044017341,cover=0
- 100:leaf=0.00617144071,cover=0
- 50:[Pol<50.1003532] yes=101,no=102,missing=102,gain=7.34895515,cover=136825
- 101:leaf=-0.000175309411,cover=0
- 102:leaf=0.000650209899,cover=0
- 12:[Curv5<0.177453667] yes=25,no=26,missing=25,gain=4.34177685,cover=37457
- 25:[Pol<13.2006302] yes=51,no=52,missing=51,gain=4.31474018,cover=34864
- 51:[PialArea5<0.798493028] yes=103,no=104,missing=104,gain=4.51809978,cover=7193
- 103:leaf=0.00347176171,cover=0
- 104:leaf=-8.57290288e-05,cover=0
- 52:[Pol<42.7478409] yes=105,no=106,missing=106,gain=5.20338345,cover=27671
- 105:leaf=-0.00191497989,cover=0
- 106:leaf=-0.000459821109,cover=0
- 26:[Sulc0<0.869075775] yes=53,no=54,missing=53,gain=1.63354492,cover=2593
- 53:[Pol<102.241241] yes=107,no=108,missing=107,gain=0.802426815,cover=701
- 107:leaf=0.00400859537,cover=0
- 108:leaf=-0.00230122008,cover=0
- 54:[PialCurv5<0.185672894] yes=109,no=110,missing=110,gain=2.16532993,cover=1892
- 109:leaf=-0.00511214044,cover=0
- 110:leaf=0.00118710403,cover=0
- 6:[Ecc<4.27275372] yes=13,no=14,missing=13,gain=4.14148617,cover=1989443
- 13:[Ecc<2.91795349] yes=27,no=28,missing=28,gain=5.74038649,cover=9865
- 27:[Sulc0<-0.557882011] yes=55,no=56,missing=55,gain=4.23410082,cover=2845
- 55:[Curv5<-0.155295327] yes=111,no=112,missing=111,gain=5.41755724,cover=1930
- 111:leaf=0.00125528732,cover=0
- 112:leaf=-0.00452995254,cover=0
- 56:[Pol<76.8473129] yes=113,no=114,missing=113,gain=3.34296703,cover=915
- 113:leaf=-0.00329193403,cover=0
- 114:leaf=0.00496584969,cover=0
- 28:[PialCurv5<-0.0748331472] yes=57,no=58,missing=58,gain=2.32382202,cover=7020
- 57:[Curv5<-0.146701202] yes=115,no=116,missing=116,gain=1.43735278,cover=4171
- 115:leaf=-0.00146349403,cover=0
- 116:leaf=0.00104948739,cover=0
- 58:[Pol<61.2046547] yes=117,no=118,missing=117,gain=6.26865959,cover=2849
- 117:leaf=-0.00673754094,cover=0
- 118:leaf=-0.00147060445,cover=0
- 14:[Ecc<7.24576569] yes=29,no=30,missing=29,gain=6.66249514,cover=1979578
- 29:[Sulc0<-0.0562447868] yes=59,no=60,missing=59,gain=11.1732063,cover=98356
- 59:[PialCurv5<-0.11422696] yes=119,no=120,missing=120,gain=19.2287827,cover=83628
- 119:leaf=-0.00036800417,cover=0
- 120:leaf=0.00119896082,cover=0
- 60:[PialCurv5<-0.00569582684] yes=121,no=122,missing=121,gain=9.38383198,cover=14728
- 121:leaf=-0.0035400663,cover=0
- 122:leaf=-0.000281563174,cover=0
- 30:[Pol<63.605114] yes=61,no=62,missing=61,gain=2.32251263,cover=1881222
- 61:[Ecc<18.8860435] yes=123,no=124,missing=123,gain=16.0075607,cover=612651
- 123:leaf=-0.000411602115,cover=0
- 124:leaf=0.000105837207,cover=0
- 62:[Curv5<0.0513985939] yes=125,no=126,missing=125,gain=5.868083,cover=1268571
- 125:leaf=9.927051e-05,cover=0
- 126:leaf=-0.000117940443,cover=0
-booster[761]:
-0:[Curv5<-0.185332045] yes=1,no=2,missing=1,gain=0.350727409,cover=5124388
- 1:[PialCurv5<-0.0965851992] yes=3,no=4,missing=4,gain=20.7988434,cover=1229769
- 3:[Sulc0<-0.0936657563] yes=7,no=8,missing=7,gain=3.46991754,cover=1118629
- 7:[LGI5<3.64692807] yes=15,no=16,missing=16,gain=3.50848126,cover=1094820
- 15:[Curv5<-0.254102558] yes=31,no=32,missing=32,gain=2.11325121,cover=1069590
- 31:[PialCurv5<-0.148241684] yes=63,no=64,missing=64,gain=2.71899247,cover=377606
- 63:leaf=-6.80873636e-05,cover=0
- 64:leaf=0.000201698975,cover=0
- 32:[PialCurv5<-0.105644517] yes=65,no=66,missing=65,gain=2.3758018,cover=691984
- 65:leaf=-0.000127470441,cover=0
- 66:leaf=0.000163825855,cover=0
- 16:[Ecc<40.3354568] yes=33,no=34,missing=34,gain=1.47090149,cover=25230
- 33:[Ecc<7.54628181] yes=67,no=68,missing=68,gain=1.24800301,cover=24661
- 67:leaf=-0.0055521857,cover=0
- 68:leaf=0.000517066394,cover=0
- 34:[LGI5<3.78836131] yes=69,no=70,missing=69,gain=3.1829381,cover=569
- 69:leaf=0.00656062365,cover=0
- 70:leaf=-0.000925647852,cover=0
- 8:[Pol<124.172195] yes=17,no=18,missing=18,gain=3.93029475,cover=23809
- 17:[LGI5<2.99594808] yes=35,no=36,missing=36,gain=2.45539355,cover=7682
- 35:[Curv5<-0.225438625] yes=71,no=72,missing=71,gain=2.08247042,cover=4011
- 71:leaf=0.000330283219,cover=0
- 72:leaf=-0.00201547029,cover=0
- 36:[Ecc<29.8764286] yes=73,no=74,missing=73,gain=2.81229472,cover=3671
- 73:leaf=-0.000329958566,cover=0
- 74:leaf=0.00245647714,cover=0
- 18:[Pol<170.749283] yes=37,no=38,missing=37,gain=5.41454077,cover=16127
- 37:[LGI5<3.78836131] yes=75,no=76,missing=76,gain=4.57341766,cover=14790
- 75:leaf=-0.00116679969,cover=0
- 76:leaf=-0.00541313784,cover=0
- 38:[Area5<0.557224929] yes=77,no=78,missing=77,gain=6.80862761,cover=1337
- 77:leaf=0.0108684776,cover=0
- 78:leaf=0.000534905528,cover=0
- 4:[Curv5<-0.275784403] yes=9,no=10,missing=10,gain=6.68391228,cover=111140
- 9:[MidArea5<0.643286705] yes=19,no=20,missing=19,gain=3.43579912,cover=4996
- 19:[Curv5<-0.350989401] yes=39,no=40,missing=39,gain=1.38994455,cover=2141
- 39:[Pol<151.353775] yes=79,no=80,missing=79,gain=1.19331384,cover=980
- 79:leaf=-0.00142718072,cover=0
- 80:leaf=0.00585115934,cover=0
- 40:[Ecc<5.72519016] yes=81,no=82,missing=81,gain=1.028965,cover=1161
- 81:leaf=0.00382049428,cover=0
- 82:leaf=0.000586846378,cover=0
- 20:[LGI5<3.29043651] yes=41,no=42,missing=41,gain=1.3829155,cover=2855
- 41:[Ecc<3.73767829] yes=83,no=84,missing=83,gain=1.07319283,cover=2535
- 83:leaf=-0.00348815764,cover=0
- 84:leaf=-0.00120569672,cover=0
- 42:[Ecc<7.95697832] yes=85,no=86,missing=85,gain=1.16014886,cover=320
- 85:leaf=-0.0154994624,cover=0
- 86:leaf=-0.00442964956,cover=0
- 10:[Pol<15.1533136] yes=21,no=22,missing=22,gain=6.76833725,cover=106144
- 21:[Ecc<2.31110334] yes=43,no=44,missing=43,gain=4.79252481,cover=13244
- 43:[Ecc<0.567370772] yes=87,no=88,missing=87,gain=3.05304193,cover=3049
- 87:leaf=0.00166693272,cover=0
- 88:leaf=-0.00271186722,cover=0
- 44:[Ecc<26.874506] yes=89,no=90,missing=89,gain=3.63274789,cover=10195
- 89:leaf=0.00082160969,cover=0
- 90:leaf=-0.0012641194,cover=0
- 22:[Area5<0.697420239] yes=45,no=46,missing=46,gain=7.90130997,cover=92900
- 45:[PialCurv5<-0.0569176264] yes=91,no=92,missing=91,gain=7.49802017,cover=77026
- 91:leaf=0.000568042044,cover=0
- 92:leaf=0.0025293387,cover=0
- 46:[Sulc0<-0.745069146] yes=93,no=94,missing=94,gain=6.18558693,cover=15874
- 93:leaf=0.0002782355,cover=0
- 94:leaf=0.00251735211,cover=0
- 2:[PialCurv5<-0.119850777] yes=5,no=6,missing=5,gain=23.319273,cover=3894619
- 5:[MidArea5<0.704742908] yes=11,no=12,missing=11,gain=7.99948502,cover=68738
- 11:[Ecc<0.999059319] yes=23,no=24,missing=24,gain=4.26506519,cover=20447
- 23:[Area5<0.44435063] yes=47,no=48,missing=47,gain=3.48043203,cover=2449
- 47:[Curv5<-0.144993886] yes=95,no=96,missing=95,gain=1.00583613,cover=597
- 95:leaf=-0.000483585667,cover=0
- 96:leaf=-0.00654081488,cover=0
- 48:[Curv5<-0.156904668] yes=97,no=98,missing=97,gain=4.22846842,cover=1852
- 97:leaf=0.00139613496,cover=0
- 98:leaf=0.00644772081,cover=0
- 24:[Curv5<-0.0686563179] yes=49,no=50,missing=50,gain=4.17594385,cover=17998
- 49:[LGI5<2.74668789] yes=99,no=100,missing=99,gain=3.18997645,cover=16842
- 99:leaf=-0.000465304125,cover=0
- 100:leaf=0.00100647239,cover=0
- 50:[LGI5<3.70550299] yes=101,no=102,missing=102,gain=4.14236403,cover=1156
- 101:leaf=-0.00244424958,cover=0
- 102:leaf=-0.0168909896,cover=0
- 12:[Curv5<-0.172863677] yes=25,no=26,missing=25,gain=7.77570915,cover=48291
- 25:[PialCurv5<-0.136031076] yes=51,no=52,missing=51,gain=6.25863361,cover=22179
- 51:[Area5<0.987501919] yes=103,no=104,missing=104,gain=2.374897,cover=4219
- 103:leaf=0.0024618411,cover=0
- 104:leaf=-0.00640437612,cover=0
- 52:[PialCurv5<-0.129174799] yes=105,no=106,missing=105,gain=1.02372825,cover=17960
- 105:leaf=0.000796240231,cover=0
- 106:leaf=-6.34403987e-05,cover=0
- 26:[PialCurv5<-0.175695807] yes=53,no=54,missing=54,gain=6.03858185,cover=26112
- 53:[Ecc<12.5441074] yes=107,no=108,missing=108,gain=2.24960184,cover=488
- 107:leaf=-0.000839281769,cover=0
- 108:leaf=-0.00774046266,cover=0
- 54:[LGI5<2.86381269] yes=109,no=110,missing=109,gain=5.44616318,cover=25624
- 109:leaf=0.00249991077,cover=0
- 110:leaf=0.00098651892,cover=0
- 6:[Curv5<-0.127358407] yes=13,no=14,missing=13,gain=3.90882945,cover=3825881
- 13:[PialCurv5<-0.0656740367] yes=27,no=28,missing=28,gain=53.0823135,cover=644545
- 27:[PialArea5<1.10654831] yes=55,no=56,missing=55,gain=8.25206375,cover=549041
- 55:[Area5<0.483568966] yes=111,no=112,missing=112,gain=7.46780586,cover=391939
- 111:leaf=0.000356419332,cover=0
- 112:leaf=-0.000507208577,cover=0
- 56:[Area5<0.774986684] yes=113,no=114,missing=113,gain=4.98490143,cover=157102
- 113:leaf=0.000191825486,cover=0
- 114:leaf=-0.000395183073,cover=0
- 28:[Area5<0.584141672] yes=57,no=58,missing=57,gain=27.0173302,cover=95504
- 57:[LGI5<2.25958419] yes=115,no=116,missing=115,gain=3.57740068,cover=24438
- 115:leaf=0.00144509261,cover=0
- 116:leaf=-0.00067202159,cover=0
- 58:[PialCurv5<-0.0456207059] yes=117,no=118,missing=117,gain=12.3210487,cover=71066
- 117:leaf=0.00100536877,cover=0
- 118:leaf=0.00243088603,cover=0
- 14:[PialCurv5<-0.0886472985] yes=29,no=30,missing=29,gain=51.0097809,cover=3181336
- 29:[MidArea5<0.667703152] yes=59,no=60,missing=59,gain=13.0376816,cover=58675
- 59:[Pol<80.8913651] yes=119,no=120,missing=120,gain=4.13644123,cover=12240
- 119:leaf=0.0012691383,cover=0
- 120:leaf=-0.000661866041,cover=0
- 60:[Ecc<14.694541] yes=121,no=122,missing=121,gain=8.67102051,cover=46435
- 121:leaf=0.00151385542,cover=0
- 122:leaf=0.0032641727,cover=0
- 30:[Curv5<-0.0773924068] yes=61,no=62,missing=61,gain=7.85353374,cover=3122661
- 61:[PialCurv5<-0.0314326771] yes=123,no=124,missing=123,gain=18.1060829,cover=450769
- 123:leaf=-0.000369317393,cover=0
- 124:leaf=0.000457796938,cover=0
- 62:[PialCurv5<-0.0501225069] yes=125,no=126,missing=125,gain=29.0818672,cover=2671892
- 125:leaf=0.00091436127,cover=0
- 126:leaf=-2.57643587e-05,cover=0
-booster[762]:
-0:[PialArea5<0.432214499] yes=1,no=2,missing=1,gain=0.325399905,cover=5124388
- 1:[Area5<0.737164855] yes=3,no=4,missing=4,gain=1.22184491,cover=586041
- 3:[LGI5<3.31338549] yes=7,no=8,missing=7,gain=1.27188146,cover=500965
- 7:[Pol<90.361351] yes=15,no=16,missing=15,gain=2.35719085,cover=433040
- 15:[Ecc<8.41855335] yes=31,no=32,missing=31,gain=2.52639842,cover=95264
- 31:[Pol<76.8473129] yes=63,no=64,missing=63,gain=4.36689806,cover=28213
- 63:leaf=-0.00070076884,cover=0
- 64:leaf=0.000939180609,cover=0
- 32:[LGI5<3.268116] yes=65,no=66,missing=66,gain=2.8393209,cover=67051
- 65:leaf=4.47937191e-06,cover=0
- 66:leaf=0.00133461168,cover=0
- 16:[PialCurv5<0.074624911] yes=33,no=34,missing=33,gain=1.60643291,cover=337776
- 33:[Ecc<8.7927618] yes=67,no=68,missing=67,gain=5.67731667,cover=16732
- 67:leaf=9.8770186e-05,cover=0
- 68:leaf=-0.00191292667,cover=0
- 34:[Sulc0<0.013685069] yes=69,no=70,missing=69,gain=1.84644115,cover=321044
- 69:leaf=0.00044618707,cover=0
- 70:leaf=-3.23996319e-05,cover=0
- 8:[PialCurv5<0.189327508] yes=17,no=18,missing=17,gain=4.91643572,cover=67925
- 17:[Pol<71.0996552] yes=35,no=36,missing=36,gain=8.02684975,cover=17016
- 35:[Ecc<35.195137] yes=71,no=72,missing=71,gain=4.40842342,cover=2037
- 71:leaf=0.00361125427,cover=0
- 72:leaf=-0.00136853894,cover=0
- 36:[Sulc0<0.732260227] yes=73,no=74,missing=73,gain=9.49923515,cover=14979
- 73:leaf=-0.00253348891,cover=0
- 74:leaf=-1.2527852e-05,cover=0
- 18:[Ecc<14.694541] yes=37,no=38,missing=37,gain=2.63015032,cover=50909
- 37:[Area5<0.529385149] yes=75,no=76,missing=76,gain=3.07174087,cover=9454
- 75:leaf=0.00815405324,cover=0
- 76:leaf=0.000692049391,cover=0
- 38:[LGI5<3.70550299] yes=77,no=78,missing=77,gain=2.49439549,cover=41455
- 77:leaf=-0.000294627127,cover=0
- 78:leaf=0.000747480604,cover=0
- 4:[Sulc0<0.762988985] yes=9,no=10,missing=9,gain=5.138134,cover=85076
- 9:[LGI5<2.31684756] yes=19,no=20,missing=20,gain=4.22539663,cover=30548
- 19:[Curv5<0.081820026] yes=39,no=40,missing=40,gain=4.39101028,cover=1413
- 39:[Sulc0<0.184694022] yes=79,no=80,missing=79,gain=0.723687649,cover=51
- 79:leaf=-0.0190911386,cover=0
- 80:leaf=-0.00369329681,cover=0
- 40:[Ecc<2.25101852] yes=81,no=82,missing=81,gain=2.42644024,cover=1362
- 81:leaf=-0.00658879755,cover=0
- 82:leaf=-0.00053713849,cover=0
- 20:[Sulc0<0.495946974] yes=41,no=42,missing=41,gain=2.20088482,cover=29135
- 41:[Curv5<0.204311207] yes=83,no=84,missing=83,gain=1.1395154,cover=6483
- 83:leaf=0.00186671258,cover=0
- 84:leaf=-0.000574979407,cover=0
- 42:[Curv5<0.0554658733] yes=85,no=86,missing=86,gain=1.35762715,cover=22652
- 85:leaf=-0.00583562255,cover=0
- 86:leaf=0.000649537251,cover=0
- 10:[LGI5<2.72552347] yes=21,no=22,missing=21,gain=2.66227007,cover=54528
- 21:[Ecc<4.46987629] yes=43,no=44,missing=43,gain=2.03702259,cover=8992
- 43:[Pol<106.604004] yes=87,no=88,missing=87,gain=0.470025539,cover=834
- 87:leaf=0.00069552887,cover=0
- 88:leaf=0.00327011198,cover=0
- 44:[PialArea5<0.349780142] yes=89,no=90,missing=89,gain=1.45059681,cover=8158
- 89:leaf=-0.000231405371,cover=0
- 90:leaf=-0.00161484058,cover=0
- 22:[Ecc<20.3925476] yes=45,no=46,missing=45,gain=1.34246874,cover=45536
- 45:[Pol<102.778297] yes=91,no=92,missing=91,gain=2.82227421,cover=19105
- 91:leaf=-0.000630228897,cover=0
- 92:leaf=0.000713027664,cover=0
- 46:[LGI5<2.98459172] yes=93,no=94,missing=93,gain=1.54872501,cover=26431
- 93:leaf=0.0011838075,cover=0
- 94:leaf=0.000138704301,cover=0
- 2:[Curv5<0.081820026] yes=5,no=6,missing=5,gain=1.13994253,cover=4538347
- 5:[PialCurv5<0.189327508] yes=11,no=12,missing=11,gain=2.34652972,cover=3864740
- 11:[Sulc0<0.586347759] yes=23,no=24,missing=23,gain=2.72510982,cover=3844111
- 23:[Pol<61.2046547] yes=47,no=48,missing=47,gain=1.00478721,cover=3774694
- 47:[Area5<0.67507118] yes=95,no=96,missing=95,gain=6.73040104,cover=1265318
- 95:leaf=-0.000164303521,cover=0
- 96:leaf=6.82202153e-05,cover=0
- 48:[Ecc<7.03401423] yes=97,no=98,missing=97,gain=5.10378838,cover=2509376
- 97:leaf=-4.98269692e-05,cover=0
- 98:leaf=9.27874862e-05,cover=0
- 24:[Pol<140.372742] yes=49,no=50,missing=50,gain=3.88391972,cover=69417
- 49:[Area5<0.720865786] yes=99,no=100,missing=100,gain=3.30814767,cover=67709
- 99:leaf=0.000729849737,cover=0
- 100:leaf=3.08583512e-05,cover=0
- 50:[Area5<0.593548477] yes=101,no=102,missing=102,gain=3.54864454,cover=1708
- 101:leaf=0.011985275,cover=0
- 102:leaf=-0.00240392797,cover=0
- 12:[MidArea5<0.701709926] yes=25,no=26,missing=25,gain=4.0987463,cover=20629
- 25:[Sulc0<0.0931760818] yes=51,no=52,missing=51,gain=2.64989996,cover=14842
- 51:[Ecc<0.45941934] yes=103,no=104,missing=103,gain=2.44897389,cover=5133
- 103:leaf=-0.00519596739,cover=0
- 104:leaf=0.000184483622,cover=0
- 52:[Pol<74.0505524] yes=105,no=106,missing=106,gain=2.17930698,cover=9709
- 105:leaf=0.000902642962,cover=0
- 106:leaf=-0.00168995024,cover=0
- 26:[PialArea5<1.08978546] yes=53,no=54,missing=54,gain=1.53550601,cover=5787
- 53:[LGI5<2.33929968] yes=107,no=108,missing=107,gain=1.34520268,cover=5762
- 107:leaf=0.00341402669,cover=0
- 108:leaf=0.000445546117,cover=0
- 54:[Ecc<4.46987629] yes=109,no=110,missing=109,gain=0.0677341223,cover=25
- 109:leaf=-0.0128681259,cover=0
- 110:leaf=-0.00488825841,cover=0
- 6:[Pol<133.406311] yes=13,no=14,missing=14,gain=2.07067251,cover=673607
- 13:[PialCurv5<0.178517133] yes=27,no=28,missing=27,gain=2.83968854,cover=602860
- 27:[Area5<0.710880876] yes=55,no=56,missing=55,gain=6.73885679,cover=248098
- 55:[Ecc<21.7409172] yes=111,no=112,missing=111,gain=4.59152603,cover=122284
- 111:leaf=-0.000361918006,cover=0
- 112:leaf=-0.0012293309,cover=0
- 56:[Pol<39.9674568] yes=113,no=114,missing=113,gain=6.71047258,cover=125814
- 113:leaf=0.00191064551,cover=0
- 114:leaf=-3.84320629e-05,cover=0
- 28:[Ecc<5.27515984] yes=57,no=58,missing=57,gain=4.78535748,cover=354762
- 57:[Curv5<0.141257599] yes=115,no=116,missing=115,gain=6.86949539,cover=97370
- 115:leaf=0.000800603186,cover=0
- 116:leaf=-5.3919277e-05,cover=0
- 58:[Sulc0<0.176289052] yes=117,no=118,missing=117,gain=5.57281017,cover=257392
- 117:leaf=-0.000843743794,cover=0
- 118:leaf=-4.23171768e-05,cover=0
- 14:[LGI5<2.35684347] yes=29,no=30,missing=30,gain=6.10691261,cover=70747
- 29:[PialCurv5<0.116372027] yes=59,no=60,missing=60,gain=4.2402544,cover=7932
- 59:[Sulc0<0.00591620663] yes=119,no=120,missing=120,gain=6.28629827,cover=2019
- 119:leaf=-0.00220927084,cover=0
- 120:leaf=-0.0119058667,cover=0
- 60:[Sulc0<-0.751221538] yes=121,no=122,missing=122,gain=3.41335297,cover=5913
- 121:leaf=-0.0205626097,cover=0
- 122:leaf=-0.000368335837,cover=0
- 30:[Ecc<7.4459548] yes=61,no=62,missing=61,gain=8.30249691,cover=62815
- 61:[Sulc0<-0.0562447868] yes=123,no=124,missing=123,gain=13.5339746,cover=18261
- 123:leaf=0.00230468228,cover=0
- 124:leaf=-0.000509520178,cover=0
- 62:[Ecc<21.3640327] yes=125,no=126,missing=125,gain=9.05132484,cover=44554
- 125:leaf=-0.000447474158,cover=0
- 126:leaf=0.00115352427,cover=0
-booster[763]:
-0:[Curv5<-0.174421206] yes=1,no=2,missing=1,gain=0.353363425,cover=5124388
- 1:[PialCurv5<-0.0914456472] yes=3,no=4,missing=4,gain=22.4439278,cover=1372388
- 3:[Sulc0<-0.0936657563] yes=7,no=8,missing=7,gain=3.00708556,cover=1258598
- 7:[LGI5<3.64692807] yes=15,no=16,missing=16,gain=2.88024998,cover=1229362
- 15:[Curv5<-0.2435821] yes=31,no=32,missing=31,gain=1.75848246,cover=1201490
- 31:[PialCurv5<-0.132898524] yes=63,no=64,missing=63,gain=3.79502773,cover=474008
- 63:leaf=-4.78615802e-05,cover=0
- 64:leaf=0.000274459511,cover=0
- 32:[PialCurv5<-0.146805272] yes=65,no=66,missing=65,gain=4.51261568,cover=727482
- 65:leaf=0.000324269291,cover=0
- 66:leaf=-0.000125295133,cover=0
- 16:[LGI5<3.70550299] yes=33,no=34,missing=33,gain=1.26022267,cover=27872
- 33:[Ecc<13.4950199] yes=67,no=68,missing=68,gain=1.90389442,cover=8648
- 67:leaf=-0.000870256161,cover=0
- 68:leaf=0.00127446547,cover=0
- 34:[Ecc<10.569519] yes=69,no=70,missing=69,gain=2.55732179,cover=19224
- 69:leaf=0.00350784115,cover=0
- 70:leaf=0.000147707033,cover=0
- 8:[Pol<172.045227] yes=17,no=18,missing=17,gain=4.67423344,cover=29236
- 17:[Pol<146.864227] yes=35,no=36,missing=35,gain=4.66766739,cover=27945
- 35:[Area5<0.706109285] yes=71,no=72,missing=71,gain=3.6050837,cover=19324
- 71:leaf=-0.000635312404,cover=0
- 72:leaf=0.000948782254,cover=0
- 36:[Area5<0.598585367] yes=73,no=74,missing=73,gain=5.05124187,cover=8621
- 73:leaf=0.000669996021,cover=0
- 74:leaf=-0.00227654655,cover=0
- 18:[Area5<0.580209434] yes=37,no=38,missing=37,gain=5.86044025,cover=1291
- 37:[PialCurv5<-0.164281175] yes=75,no=76,missing=75,gain=2.69047546,cover=272
- 75:leaf=-0.00758980075,cover=0
- 76:leaf=0.0103821596,cover=0
- 38:[Ecc<37.2796402] yes=77,no=78,missing=77,gain=2.84491611,cover=1019
- 77:leaf=-0.00397941051,cover=0
- 78:leaf=0.00215868349,cover=0
- 4:[Curv5<-0.287682682] yes=9,no=10,missing=10,gain=6.120718,cover=113790
- 9:[MidArea5<0.664561689] yes=19,no=20,missing=19,gain=2.74476886,cover=2999
- 19:[LGI5<3.05514836] yes=39,no=40,missing=40,gain=0.970594466,cover=1635
- 39:[LGI5<2.8746686] yes=79,no=80,missing=79,gain=1.85852039,cover=1204
- 79:leaf=-0.000727077888,cover=0
- 80:leaf=0.00353250396,cover=0
- 40:[Pol<144.670364] yes=81,no=82,missing=82,gain=1.59755373,cover=431
- 81:leaf=-0.001070239,cover=0
- 82:leaf=-0.0104974648,cover=0
- 20:[Ecc<16.2597466] yes=41,no=42,missing=42,gain=1.34250975,cover=1364
- 41:[Pol<75.4512405] yes=83,no=84,missing=84,gain=1.03658986,cover=1027
- 83:leaf=-0.00364696956,cover=0
- 84:leaf=-0.000432213739,cover=0
- 42:[LGI5<3.25380015] yes=85,no=86,missing=86,gain=0.703563213,cover=337
- 85:leaf=-0.00446164282,cover=0
- 86:leaf=-0.00956741534,cover=0
- 10:[PialCurv5<-0.0555995218] yes=21,no=22,missing=22,gain=5.21032715,cover=110791
- 21:[Area5<0.698189139] yes=43,no=44,missing=43,gain=6.98577309,cover=100894
- 43:[LGI5<2.22170687] yes=87,no=88,missing=87,gain=3.71458006,cover=80685
- 87:leaf=0.00206210837,cover=0
- 88:leaf=0.000367974339,cover=0
- 44:[Sulc0<-0.87967056] yes=89,no=90,missing=89,gain=3.94779587,cover=20209
- 89:leaf=-0.000372547598,cover=0
- 90:leaf=0.00174223154,cover=0
- 22:[Ecc<21.3640327] yes=45,no=46,missing=45,gain=8.16666603,cover=9897
- 45:[PialArea5<1.02076101] yes=91,no=92,missing=91,gain=4.14262772,cover=8735
- 91:leaf=0.00284471945,cover=0
- 92:leaf=-0.000140590462,cover=0
- 46:[Curv5<-0.200394869] yes=93,no=94,missing=93,gain=2.3995142,cover=1162
- 93:leaf=-0.00455647893,cover=0
- 94:leaf=1.65850633e-06,cover=0
- 2:[PialCurv5<-0.118254207] yes=5,no=6,missing=5,gain=24.5545444,cover=3752000
- 5:[PialArea5<0.82654506] yes=11,no=12,missing=11,gain=10.3010483,cover=49184
- 11:[Ecc<1.05247808] yes=23,no=24,missing=24,gain=6.46191311,cover=17589
- 23:[Area5<0.44435063] yes=47,no=48,missing=47,gain=3.65716696,cover=1826
- 47:[Curv5<-0.144993886] yes=95,no=96,missing=95,gain=1.36799109,cover=371
- 95:leaf=0.000268420525,cover=0
- 96:leaf=-0.0067329728,cover=0
- 48:[PialCurv5<-0.132898524] yes=97,no=98,missing=97,gain=3.40036011,cover=1455
- 97:leaf=0.00773155782,cover=0
- 98:leaf=0.00247543934,cover=0
- 24:[Curv5<-0.0686563179] yes=49,no=50,missing=50,gain=4.14302778,cover=15763
- 49:[Area5<0.713311911] yes=99,no=100,missing=99,gain=3.8308661,cover=14352
- 99:leaf=0.000345587818,cover=0
- 100:leaf=-0.00227665761,cover=0
- 50:[Pol<74.0505524] yes=101,no=102,missing=101,gain=4.58214855,cover=1411
- 101:leaf=-0.00709015829,cover=0
- 102:leaf=-0.000895808451,cover=0
- 12:[MidArea5<0.930261374] yes=25,no=26,missing=25,gain=5.33997726,cover=31595
- 25:[Area5<0.626857519] yes=51,no=52,missing=51,gain=6.21268082,cover=21717
- 51:[Pol<161.595886] yes=103,no=104,missing=103,gain=2.75006676,cover=8400
- 103:leaf=0.00146411289,cover=0
- 104:leaf=-0.000807417498,cover=0
- 52:[Area5<0.778322995] yes=105,no=106,missing=105,gain=4.55128098,cover=13317
- 105:leaf=0.00308798091,cover=0
- 106:leaf=0.000210369704,cover=0
- 26:[Curv5<-0.0156469513] yes=53,no=54,missing=54,gain=2.62254667,cover=9878
- 53:[Sulc0<-0.650102437] yes=107,no=108,missing=107,gain=2.38012815,cover=9871
- 107:leaf=0.00126130565,cover=0
- 108:leaf=-0.000374644616,cover=0
- 54:[Area5<0.776627541] yes=109,no=110,missing=110,gain=0.316937923,cover=7
- 109:leaf=-0.000793892134,cover=0
- 110:leaf=-0.0317038409,cover=0
- 6:[Sulc0<-0.8873595] yes=13,no=14,missing=13,gain=4.27240467,cover=3702816
- 13:[Ecc<6.2938199] yes=27,no=28,missing=27,gain=5.48209143,cover=63255
- 27:[Curv5<-0.102400392] yes=55,no=56,missing=56,gain=3.78222179,cover=55456
- 55:[Pol<136.792099] yes=111,no=112,missing=111,gain=3.27591515,cover=50539
- 111:leaf=-0.000202112176,cover=0
- 112:leaf=-0.00106788636,cover=0
- 56:[Pol<43.7633247] yes=113,no=114,missing=113,gain=4.00577927,cover=4917
- 113:leaf=-0.00398430414,cover=0
- 114:leaf=-0.000937537232,cover=0
- 28:[LGI5<2.35279679] yes=57,no=58,missing=58,gain=2.3412528,cover=7799
- 57:[Ecc<7.1378541] yes=115,no=116,missing=115,gain=1.58550239,cover=238
- 115:leaf=-0.00722725922,cover=0
- 116:leaf=0.00116624578,cover=0
- 58:[Curv5<-0.112134233] yes=117,no=118,missing=117,gain=2.58936977,cover=7561
- 117:leaf=0.0006484146,cover=0
- 118:leaf=0.00367014925,cover=0
- 14:[PialCurv5<-0.107211173] yes=29,no=30,missing=29,gain=3.69099116,cover=3639561
- 29:[Curv5<-0.151772231] yes=59,no=60,missing=59,gain=15.1678648,cover=61589
- 59:[Area5<0.736205518] yes=119,no=120,missing=119,gain=4.40145969,cover=36875
- 119:leaf=7.88768739e-05,cover=0
- 120:leaf=-0.00111933681,cover=0
- 60:[PialArea5<0.788206637] yes=121,no=122,missing=121,gain=4.37569618,cover=24714
- 121:leaf=0.000197801535,cover=0
- 122:leaf=0.00171873625,cover=0
- 30:[Curv5<-0.0983823985] yes=61,no=62,missing=62,gain=4.56450272,cover=3577972
- 61:[PialCurv5<-0.0487009101] yes=123,no=124,missing=123,gain=53.9468842,cover=704028
- 123:leaf=-0.000317078229,cover=0
- 124:leaf=0.000923386251,cover=0
- 62:[PialCurv5<-0.0644776821] yes=125,no=126,missing=125,gain=70.2634964,cover=2873944
- 125:leaf=0.00139373611,cover=0
- 126:leaf=-3.82869221e-05,cover=0
-booster[764]:
-0:[PialArea5<0.498393416] yes=1,no=2,missing=1,gain=0.352065057,cover=5124388
- 1:[Pol<78.8803177] yes=3,no=4,missing=3,gain=1.9002254,cover=886707
- 3:[LGI5<2.16230083] yes=7,no=8,missing=8,gain=2.81791258,cover=92786
- 7:[Ecc<1.10530448] yes=15,no=16,missing=16,gain=1.94278026,cover=507
- 15:[Sulc0<-0.15955846] yes=31,no=32,missing=31,gain=1.78272867,cover=238
- 31:[Area5<0.567154288] yes=63,no=64,missing=63,gain=0.892801762,cover=127
- 63:leaf=-0.00496147852,cover=0
- 64:leaf=-0.0138668511,cover=0
- 32:[Sulc0<0.0850813463] yes=65,no=66,missing=65,gain=0.205141172,cover=111
- 65:leaf=-0.00381495804,cover=0
- 66:leaf=0.000555287057,cover=0
- 16:[Pol<14.1659222] yes=33,no=34,missing=33,gain=0.815310597,cover=269
- 33:[PialCurv5<-0.0330938511] yes=67,no=68,missing=68,gain=0.251201808,cover=22
- 67:leaf=0.00114702655,cover=0
- 68:leaf=0.01227454,cover=0
- 34:[Area5<0.606435955] yes=69,no=70,missing=69,gain=0.632102609,cover=247
- 69:leaf=0.0014060043,cover=0
- 70:leaf=-0.00366107258,cover=0
- 8:[Ecc<40.3354568] yes=17,no=18,missing=17,gain=2.73657322,cover=92279
- 17:[Curv5<-0.143275946] yes=35,no=36,missing=36,gain=2.8537674,cover=74218
- 35:[Sulc0<-0.383002371] yes=71,no=72,missing=71,gain=1.87934399,cover=2195
- 71:leaf=0.000312380347,cover=0
- 72:leaf=-0.00264349603,cover=0
- 36:[Curv5<0.103246093] yes=73,no=74,missing=73,gain=3.21297169,cover=72023
- 73:leaf=0.000977111398,cover=0
- 74:leaf=0.000239405272,cover=0
- 18:[Sulc0<0.540103436] yes=37,no=38,missing=38,gain=2.27191448,cover=18061
- 37:[LGI5<3.67381835] yes=75,no=76,missing=75,gain=2.47185564,cover=739
- 75:leaf=0.00359506393,cover=0
- 76:leaf=-0.00468957564,cover=0
- 38:[PialCurv5<0.303062648] yes=77,no=78,missing=78,gain=2.67262053,cover=17322
- 77:leaf=-0.000927837857,cover=0
- 78:leaf=0.000332525087,cover=0
- 4:[Pol<109.773643] yes=9,no=10,missing=9,gain=2.83087778,cover=793921
- 9:[PialCurv5<0.0771882981] yes=19,no=20,missing=20,gain=3.64716721,cover=562463
- 19:[Ecc<8.6295805] yes=39,no=40,missing=39,gain=8.24818611,cover=28015
- 39:[Pol<96.8070755] yes=79,no=80,missing=79,gain=7.54730272,cover=15703
- 79:leaf=0.00117207447,cover=0
- 80:leaf=-0.00102497952,cover=0
- 40:[Sulc0<0.610343635] yes=81,no=82,missing=81,gain=7.192626,cover=12312
- 81:leaf=-0.00248077861,cover=0
- 82:leaf=4.27330597e-05,cover=0
- 20:[Ecc<20.7119312] yes=41,no=42,missing=41,gain=3.46085429,cover=534448
- 41:[Ecc<9.61991787] yes=83,no=84,missing=83,gain=4.75645256,cover=432236
- 83:leaf=2.26922257e-05,cover=0
- 84:leaf=-0.000334526616,cover=0
- 42:[Pol<86.7064972] yes=85,no=86,missing=86,gain=2.15216732,cover=102212
- 85:leaf=-0.000144469552,cover=0
- 86:leaf=0.000372997776,cover=0
- 10:[Sulc0<1.11117697] yes=21,no=22,missing=21,gain=4.2392807,cover=231458
- 21:[PialCurv5<0.24610664] yes=43,no=44,missing=43,gain=3.54190254,cover=228827
- 43:[Pol<158.709351] yes=87,no=88,missing=87,gain=6.07434797,cover=128238
- 87:leaf=0.000523563765,cover=0
- 88:leaf=-0.00032644844,cover=0
- 44:[LGI5<3.14439583] yes=89,no=90,missing=89,gain=2.09719706,cover=100589
- 89:leaf=-0.000171980078,cover=0
- 90:leaf=0.000373237533,cover=0
- 22:[PialCurv5<0.224192142] yes=45,no=46,missing=46,gain=2.78065491,cover=2631
- 45:[Curv5<0.162240714] yes=91,no=92,missing=91,gain=1.96666718,cover=613
- 91:leaf=-0.00578234112,cover=0
- 92:leaf=0.00325487228,cover=0
- 46:[Ecc<32.0879669] yes=93,no=94,missing=94,gain=2.31899929,cover=2018
- 93:leaf=-0.00241316832,cover=0
- 94:leaf=0.00101080618,cover=0
- 2:[Curv5<0.114925429] yes=5,no=6,missing=5,gain=1.55070221,cover=4237681
- 5:[MidArea5<0.592231214] yes=11,no=12,missing=11,gain=1.29336047,cover=4038385
- 11:[Ecc<3.29132295] yes=23,no=24,missing=23,gain=2.71622849,cover=199099
- 23:[Sulc0<-0.690729618] yes=47,no=48,missing=47,gain=2.79672122,cover=80653
- 47:[Area5<0.536314785] yes=95,no=96,missing=96,gain=2.6328392,cover=29237
- 95:leaf=-0.000420028868,cover=0
- 96:leaf=0.00144322356,cover=0
- 48:[LGI5<2.13090348] yes=97,no=98,missing=97,gain=3.17012167,cover=51416
- 97:leaf=0.00324884243,cover=0
- 98:leaf=0.000269625743,cover=0
- 24:[Curv5<-0.223784685] yes=49,no=50,missing=49,gain=4.74023342,cover=118446
- 49:[PialCurv5<-0.0974217355] yes=99,no=100,missing=99,gain=2.23213696,cover=31172
- 99:leaf=0.00014874716,cover=0
- 100:leaf=0.00196500914,cover=0
- 50:[Sulc0<-0.0172607526] yes=101,no=102,missing=101,gain=5.58244658,cover=87274
- 101:leaf=-0.000872238015,cover=0
- 102:leaf=-7.23278281e-05,cover=0
- 12:[PialArea5<0.580179036] yes=25,no=26,missing=25,gain=2.89970398,cover=3839286
- 25:[Pol<114.966316] yes=51,no=52,missing=51,gain=7.98295593,cover=163209
- 51:[LGI5<2.88525915] yes=103,no=104,missing=103,gain=5.62796926,cover=115094
- 103:leaf=0.00032299661,cover=0
- 104:leaf=-0.000376853568,cover=0
- 52:[Area5<0.660333693] yes=105,no=106,missing=105,gain=5.25478077,cover=48115
- 105:leaf=-0.000361765473,cover=0
- 106:leaf=0.000998869538,cover=0
- 26:[PialCurv5<0.24610664] yes=53,no=54,missing=53,gain=4.70783949,cover=3676077
- 53:[Sulc0<0.915739596] yes=107,no=108,missing=107,gain=2.68639326,cover=3667738
- 107:leaf=-6.02374166e-06,cover=0
- 108:leaf=0.00135879545,cover=0
- 54:[Ecc<0.783076942] yes=109,no=110,missing=109,gain=2.93322754,cover=8339
- 109:leaf=-0.00527795032,cover=0
- 110:leaf=0.00132054382,cover=0
- 6:[Area5<0.731406808] yes=13,no=14,missing=13,gain=4.12539577,cover=199296
- 13:[PialArea5<0.693130434] yes=27,no=28,missing=27,gain=4.11975956,cover=112802
- 27:[Sulc0<0.869075775] yes=55,no=56,missing=55,gain=3.81220913,cover=109976
- 55:[PialCurv5<-0.0330938511] yes=111,no=112,missing=112,gain=3.53987312,cover=108269
- 111:leaf=0.00726750121,cover=0
- 112:leaf=-3.95648785e-05,cover=0
- 56:[PialCurv5<0.107261039] yes=113,no=114,missing=113,gain=3.12707663,cover=1707
- 113:leaf=0.0139752394,cover=0
- 114:leaf=0.00195720536,cover=0
- 28:[Ecc<21.7409172] yes=57,no=58,missing=57,gain=1.81096792,cover=2826
- 57:[PialCurv5<0.04242469] yes=115,no=116,missing=116,gain=1.9615531,cover=2657
- 115:leaf=-0.00348160043,cover=0
- 116:leaf=0.00258182385,cover=0
- 58:[Pol<138.971481] yes=117,no=118,missing=117,gain=1.33668029,cover=169
- 117:leaf=1.97080703e-06,cover=0
- 118:leaf=-0.00947516691,cover=0
- 14:[PialArea5<0.576038003] yes=29,no=30,missing=30,gain=3.46215725,cover=86494
- 29:[Curv5<0.164550796] yes=59,no=60,missing=59,gain=3.23731804,cover=48081
- 59:[Sulc0<0.506771445] yes=119,no=120,missing=119,gain=2.74201083,cover=40956
- 119:leaf=0.000497237721,cover=0
- 120:leaf=-0.000323911867,cover=0
- 60:[PialCurv5<0.141046807] yes=121,no=122,missing=121,gain=2.55866504,cover=7125
- 121:leaf=0.00315693929,cover=0
- 122:leaf=-0.00131334225,cover=0
- 30:[LGI5<2.52320862] yes=61,no=62,missing=61,gain=4.04366493,cover=38413
- 61:[Ecc<8.55626965] yes=123,no=124,missing=124,gain=2.29751205,cover=12623
- 123:leaf=-0.000154605266,cover=0
- 124:leaf=0.0034228377,cover=0
- 62:[Sulc0<-0.644343197] yes=125,no=126,missing=126,gain=4.3969965,cover=25790
- 125:leaf=0.0359499939,cover=0
- 126:leaf=-0.00112618075,cover=0
-booster[765]:
-0:[Curv5<-0.185332045] yes=1,no=2,missing=1,gain=0.34395963,cover=5124388
- 1:[PialCurv5<-0.0982506946] yes=3,no=4,missing=4,gain=17.5752678,cover=1229769
- 3:[Sulc0<-0.123243913] yes=7,no=8,missing=7,gain=2.99960637,cover=1105227
- 7:[LGI5<3.64692807] yes=15,no=16,missing=15,gain=2.76174998,cover=1077447
- 15:[Curv5<-0.254102558] yes=31,no=32,missing=31,gain=1.97634816,cover=1052699
- 31:[Area5<0.630444467] yes=63,no=64,missing=63,gain=2.24756098,cover=375263
- 63:leaf=-3.21022017e-05,cover=0
- 64:leaf=0.000229365076,cover=0
- 32:[MidArea5<0.709417045] yes=65,no=66,missing=65,gain=1.89060211,cover=677436
- 65:leaf=6.86774074e-05,cover=0
- 66:leaf=-0.000134280635,cover=0
- 16:[Sulc0<-0.987509191] yes=33,no=34,missing=34,gain=1.28233862,cover=24748
- 33:[Ecc<18.8860435] yes=67,no=68,missing=68,gain=1.16473389,cover=6519
- 67:leaf=-0.000615355908,cover=0
- 68:leaf=0.000771324965,cover=0
- 34:[Pol<155.012512] yes=69,no=70,missing=69,gain=2.49059105,cover=18229
- 69:leaf=0.00137790793,cover=0
- 70:leaf=0.000198635302,cover=0
- 8:[Pol<122.504936] yes=17,no=18,missing=18,gain=4.03703737,cover=27780
- 17:[LGI5<3.06739473] yes=35,no=36,missing=35,gain=2.81806517,cover=8500
- 35:[Curv5<-0.39144522] yes=71,no=72,missing=71,gain=1.80064952,cover=5381
- 71:leaf=0.00202662614,cover=0
- 72:leaf=-0.000692261325,cover=0
- 36:[LGI5<3.15084362] yes=73,no=74,missing=73,gain=3.10487866,cover=3119
- 73:leaf=0.0053527737,cover=0
- 74:leaf=0.000895307516,cover=0
- 18:[Pol<172.695618] yes=37,no=38,missing=37,gain=4.07044983,cover=19280
- 37:[LGI5<3.78836131] yes=75,no=76,missing=75,gain=3.14434814,cover=18123
- 75:leaf=-0.000997055206,cover=0
- 76:leaf=-0.00423459336,cover=0
- 38:[Area5<0.557224929] yes=77,no=78,missing=78,gain=4.58361721,cover=1157
- 77:leaf=0.00992288906,cover=0
- 78:leaf=0.000683291932,cover=0
- 4:[Area5<0.698189139] yes=9,no=10,missing=10,gain=5.53212738,cover=124542
- 9:[PialCurv5<-0.058241725] yes=19,no=20,missing=19,gain=4.17015457,cover=101569
- 19:[PialArea5<0.609252691] yes=39,no=40,missing=40,gain=3.12285805,cover=94287
- 39:[LGI5<3.04906535] yes=79,no=80,missing=79,gain=2.52042341,cover=2762
- 79:leaf=-0.000312462129,cover=0
- 80:leaf=-0.00358692347,cover=0
- 40:[Pol<15.1533136] yes=81,no=82,missing=82,gain=3.32737207,cover=91525
- 81:leaf=-0.000452544919,cover=0
- 82:leaf=0.000496647728,cover=0
- 20:[Ecc<20.3925476] yes=41,no=42,missing=41,gain=4.49264765,cover=7282
- 41:[Curv5<-0.319950402] yes=83,no=84,missing=83,gain=3.34497929,cover=6386
- 83:leaf=-0.00167590589,cover=0
- 84:leaf=0.00239724549,cover=0
- 42:[PialArea5<0.571868718] yes=85,no=86,missing=85,gain=0.985109687,cover=896
- 85:leaf=0.000996482675,cover=0
- 86:leaf=-0.0027382148,cover=0
- 10:[Sulc0<-0.864702106] yes=21,no=22,missing=22,gain=5.62140656,cover=22973
- 21:[PialArea5<1.48916721] yes=43,no=44,missing=43,gain=2.09954023,cover=3872
- 43:[Area5<0.755546272] yes=87,no=88,missing=87,gain=1.40894282,cover=3323
- 87:leaf=-0.000706741295,cover=0
- 88:leaf=0.00147434277,cover=0
- 44:[Ecc<7.18838644] yes=89,no=90,missing=89,gain=2.1942544,cover=549
- 89:leaf=-0.00403653178,cover=0
- 90:leaf=0.010344577,cover=0
- 22:[Ecc<9.75650311] yes=45,no=46,missing=45,gain=6.2309494,cover=19101
- 45:[Pol<18.1680222] yes=91,no=92,missing=92,gain=5.66459656,cover=9356
- 91:leaf=4.06756117e-05,cover=0
- 92:leaf=0.00316116819,cover=0
- 46:[PialCurv5<-0.0379593484] yes=93,no=94,missing=94,gain=3.46286607,cover=9745
- 93:leaf=0.00090682134,cover=0
- 94:leaf=-0.00505493721,cover=0
- 2:[PialCurv5<-0.119850777] yes=5,no=6,missing=5,gain=19.6478271,cover=3894619
- 5:[MidArea5<0.704742908] yes=11,no=12,missing=11,gain=6.8024826,cover=68738
- 11:[Ecc<1.05247808] yes=23,no=24,missing=24,gain=3.57037258,cover=20447
- 23:[Area5<0.44435063] yes=47,no=48,missing=47,gain=3.02774906,cover=2677
- 47:[Curv5<-0.144993886] yes=95,no=96,missing=96,gain=0.85311234,cover=669
- 95:leaf=-0.000395846408,cover=0
- 96:leaf=-0.00540367328,cover=0
- 48:[PialCurv5<-0.137075767] yes=97,no=98,missing=97,gain=4.28336096,cover=2008
- 97:leaf=0.00708585698,cover=0
- 98:leaf=0.00151107123,cover=0
- 24:[Curv5<-0.0686563179] yes=49,no=50,missing=50,gain=3.48263359,cover=17770
- 49:[LGI5<2.74668789] yes=99,no=100,missing=99,gain=2.9877429,cover=16625
- 99:leaf=-0.000473682827,cover=0
- 100:leaf=0.000955126889,cover=0
- 50:[LGI5<3.70550299] yes=101,no=102,missing=102,gain=3.75598693,cover=1145
- 101:leaf=-0.00223002792,cover=0
- 102:leaf=-0.0159892347,cover=0
- 12:[Curv5<-0.163374811] yes=25,no=26,missing=25,gain=6.66518021,cover=48291
- 25:[PialCurv5<-0.137075767] yes=51,no=52,missing=52,gain=7.73852825,cover=32065
- 51:[Area5<0.987501919] yes=103,no=104,missing=104,gain=2.66517258,cover=5414
- 103:leaf=0.00259406934,cover=0
- 104:leaf=-0.00666157762,cover=0
- 52:[Area5<0.780320704] yes=105,no=106,missing=106,gain=1.54990149,cover=26651
- 105:leaf=0.000580009364,cover=0
- 106:leaf=-0.000363830477,cover=0
- 26:[LGI5<2.85285616] yes=53,no=54,missing=53,gain=7.55800438,cover=16226
- 53:[Curv5<-0.066452302] yes=107,no=108,missing=107,gain=3.88668823,cover=10019
- 107:leaf=0.0026577157,cover=0
- 108:leaf=0.00849526841,cover=0
- 54:[Curv5<-0.0963523984] yes=109,no=110,missing=110,gain=6.19588375,cover=6207
- 109:leaf=0.00104704848,cover=0
- 110:leaf=-0.00508275488,cover=0
- 6:[Curv5<-0.0922861248] yes=13,no=14,missing=13,gain=3.25238991,cover=3825881
- 13:[PialCurv5<-0.0441194475] yes=27,no=28,missing=27,gain=41.9681358,cover=1003590
- 27:[Area5<0.610838115] yes=55,no=56,missing=56,gain=5.94952774,cover=899042
- 55:[Pol<113.394409] yes=111,no=112,missing=111,gain=6.48778868,cover=236626
- 111:leaf=-0.000298512721,cover=0
- 112:leaf=0.000230916194,cover=0
- 56:[PialArea5<1.0952065] yes=113,no=114,missing=113,gain=9.48461342,cover=662416
- 113:leaf=-0.000424132188,cover=0
- 114:leaf=-2.61774585e-05,cover=0
- 28:[Area5<0.651789546] yes=57,no=58,missing=57,gain=28.7775536,cover=104548
- 57:[LGI5<2.94529939] yes=115,no=116,missing=115,gain=13.639081,cover=51523
- 115:leaf=-0.00043914566,cover=0
- 116:leaf=0.00149036699,cover=0
- 58:[PialArea5<0.801087916] yes=117,no=118,missing=117,gain=16.2380905,cover=53025
- 117:leaf=2.342671e-05,cover=0
- 118:leaf=0.00213224185,cover=0
- 14:[PialCurv5<-0.0644776821] yes=29,no=30,missing=29,gain=56.3033714,cover=2822291
- 29:[MidArea5<0.692627788] yes=59,no=60,missing=59,gain=26.3592987,cover=73120
- 59:[Sulc0<-0.481185079] yes=119,no=120,missing=119,gain=5.45285177,cover=22074
- 119:leaf=-0.00120273826,cover=0
- 120:leaf=0.000475604465,cover=0
- 60:[Ecc<14.694541] yes=121,no=122,missing=121,gain=17.4609146,cover=51046
- 121:leaf=0.00151439453,cover=0
- 122:leaf=0.00376440072,cover=0
- 30:[Curv5<-0.0575901605] yes=61,no=62,missing=62,gain=14.1319504,cover=2749171
- 61:[PialCurv5<-0.0501225069] yes=123,no=124,missing=123,gain=9.75124359,cover=267906
- 123:leaf=0.000163537974,cover=0
- 124:leaf=-0.000544826442,cover=0
- 62:[PialCurv5<-0.0347327143] yes=125,no=126,missing=125,gain=5.33779478,cover=2481265
- 125:leaf=0.000413477566,cover=0
- 126:leaf=-7.20511161e-06,cover=0
-booster[766]:
-0:[PialArea5<0.39522177] yes=1,no=2,missing=2,gain=0.346406251,cover=5124388
- 1:[Curv5<0.124281213] yes=3,no=4,missing=3,gain=1.2664125,cover=423406
- 3:[LGI5<3.70550299] yes=7,no=8,missing=8,gain=2.27899122,cover=59284
- 7:[PialCurv5<0.285888344] yes=15,no=16,missing=15,gain=2.16672611,cover=57649
- 15:[Sulc0<0.540103436] yes=31,no=32,missing=31,gain=2.55460358,cover=52547
- 31:[LGI5<3.29780769] yes=63,no=64,missing=64,gain=2.50182605,cover=21019
- 63:leaf=4.98999543e-05,cover=0
- 64:leaf=-0.00181712478,cover=0
- 32:[LGI5<2.46595764] yes=65,no=66,missing=65,gain=4.12605,cover=31528
- 65:leaf=-0.0028633615,cover=0
- 66:leaf=0.000680404657,cover=0
- 16:[Ecc<30.4150848] yes=33,no=34,missing=34,gain=2.53711224,cover=5102
- 33:[PialArea5<0.281252682] yes=67,no=68,missing=67,gain=2.27244735,cover=4253
- 67:leaf=0.00359200756,cover=0
- 68:leaf=-0.000624553242,cover=0
- 34:[Curv5<0.101325236] yes=69,no=70,missing=69,gain=1.20871639,cover=849
- 69:leaf=-0.0074335984,cover=0
- 70:leaf=-0.00241274317,cover=0
- 8:[PialCurv5<0.113078766] yes=17,no=18,missing=18,gain=2.02261996,cover=1635
- 17:[Ecc<28.2834949] yes=35,no=36,missing=35,gain=3.24729061,cover=384
- 35:[LGI5<3.94193578] yes=71,no=72,missing=71,gain=0.450830817,cover=258
- 71:leaf=-0.00362838176,cover=0
- 72:leaf=-0.0111698508,cover=0
- 36:[LGI5<3.78836131] yes=73,no=74,missing=74,gain=2.19878721,cover=126
- 73:leaf=0.0123219816,cover=0
- 74:leaf=-0.000834426959,cover=0
- 18:[Sulc0<1.11117697] yes=37,no=38,missing=37,gain=1.68489885,cover=1251
- 37:[Ecc<18.5999508] yes=75,no=76,missing=76,gain=1.39245939,cover=1068
- 75:leaf=0.0014831213,cover=0
- 76:leaf=0.00522093941,cover=0
- 38:[Area5<0.603367925] yes=77,no=78,missing=77,gain=2.01181769,cover=183
- 77:leaf=-0.0244095866,cover=0
- 78:leaf=-0.000168535858,cover=0
- 4:[Area5<0.790145099] yes=9,no=10,missing=9,gain=1.15061426,cover=364122
- 9:[Sulc0<0.474820405] yes=19,no=20,missing=19,gain=1.01486588,cover=353056
- 19:[Curv5<0.157731384] yes=39,no=40,missing=39,gain=5.17346668,cover=80030
- 39:[Ecc<9.50052643] yes=79,no=80,missing=79,gain=3.53773069,cover=17266
- 79:leaf=0.00137230917,cover=0
- 80:leaf=-0.000206047436,cover=0
- 40:[Area5<0.554568231] yes=81,no=82,missing=82,gain=2.39214039,cover=62764
- 81:leaf=-0.00115181773,cover=0
- 82:leaf=2.58099062e-05,cover=0
- 20:[Curv5<0.190557376] yes=41,no=42,missing=42,gain=2.23148131,cover=273026
- 41:[LGI5<2.41354537] yes=83,no=84,missing=84,gain=3.08925509,cover=176112
- 83:leaf=-0.00109065964,cover=0
- 84:leaf=-0.000112158188,cover=0
- 42:[Ecc<33.9075584] yes=85,no=86,missing=86,gain=3.27963305,cover=96914
- 85:leaf=2.45743377e-05,cover=0
- 86:leaf=0.000875696074,cover=0
- 10:[MidArea5<0.650057852] yes=21,no=22,missing=21,gain=0.786322594,cover=11066
- 21:[PialCurv5<0.0932018384] yes=43,no=44,missing=44,gain=0.762108266,cover=10819
- 43:[LGI5<2.26652193] yes=87,no=88,missing=87,gain=0.550707698,cover=38
- 87:leaf=-0.00858386885,cover=0
- 88:leaf=0.00949850958,cover=0
- 44:[Ecc<2.31110334] yes=89,no=90,missing=89,gain=0.812203526,cover=10781
- 89:leaf=-0.00840567425,cover=0
- 90:leaf=0.000442608231,cover=0
- 22:[PialCurv5<0.220156521] yes=45,no=46,missing=45,gain=0.709601045,cover=247
- 45:[Curv5<0.15992938] yes=91,no=92,missing=92,gain=0.200899944,cover=24
- 91:leaf=-0.0112835234,cover=0
- 92:leaf=-0.00155865587,cover=0
- 46:[LGI5<3.60428405] yes=93,no=94,missing=93,gain=0.505148768,cover=223
- 93:leaf=0.00509253796,cover=0
- 94:leaf=-0.00192455447,cover=0
- 2:[Curv5<0.190557376] yes=5,no=6,missing=6,gain=0.752645791,cover=4700982
- 5:[PialCurv5<0.409174502] yes=11,no=12,missing=11,gain=1.78418756,cover=4639412
- 11:[Curv5<0.174639657] yes=23,no=24,missing=24,gain=0.909445465,cover=4632039
- 23:[MidArea5<0.548060238] yes=47,no=48,missing=47,gain=1.35629356,cover=4589801
- 47:[PialArea5<0.727568209] yes=95,no=96,missing=95,gain=3.47675419,cover=159995
- 95:leaf=-0.000166750251,cover=0
- 96:leaf=0.00274479063,cover=0
- 48:[Sulc0<1.06550956] yes=97,no=98,missing=98,gain=1.30059481,cover=4429806
- 97:leaf=-1.68843474e-06,cover=0
- 98:leaf=0.00038661962,cover=0
- 24:[Area5<0.709272623] yes=49,no=50,missing=49,gain=4.36951399,cover=42238
- 49:[Ecc<32.6813126] yes=99,no=100,missing=99,gain=1.11970711,cover=25794
- 99:leaf=0.000570600329,cover=0
- 100:leaf=0.00234238966,cover=0
- 50:[PialCurv5<0.175003663] yes=101,no=102,missing=101,gain=2.18451619,cover=16444
- 101:leaf=0.00161897193,cover=0
- 102:leaf=-0.000572540739,cover=0
- 12:[Pol<175.068527] yes=25,no=26,missing=25,gain=1.7308774,cover=7373
- 25:[PialArea5<0.436710119] yes=51,no=52,missing=51,gain=1.07510364,cover=7256
- 51:[Ecc<19.170145] yes=103,no=104,missing=103,gain=0.85733217,cover=3267
- 103:leaf=-0.000511532358,cover=0
- 104:leaf=0.00127405801,cover=0
- 52:[Pol<109.248352] yes=105,no=106,missing=105,gain=0.966953039,cover=3989
- 105:leaf=0.00188239967,cover=0
- 106:leaf=0.000301774475,cover=0
- 26:[Curv5<0.155577481] yes=53,no=54,missing=53,gain=0.637835979,cover=117
- 53:[MidArea5<0.678623557] yes=107,no=108,missing=107,gain=0.71214819,cover=28
- 107:leaf=0.0164299961,cover=0
- 108:leaf=-0.00520606525,cover=0
- 54:[Sulc0<0.0689564943] yes=109,no=110,missing=109,gain=0.509798527,cover=89
- 109:leaf=0.00137271942,cover=0
- 110:leaf=0.00902384054,cover=0
- 6:[Area5<0.65839982] yes=13,no=14,missing=14,gain=2.32674336,cover=61570
- 13:[Sulc0<0.41245693] yes=27,no=28,missing=28,gain=2.72028589,cover=25889
- 27:[PialArea5<0.559226274] yes=55,no=56,missing=55,gain=2.4935627,cover=20866
- 55:[Sulc0<-0.53419745] yes=111,no=112,missing=112,gain=1.26737189,cover=20235
- 111:leaf=-0.00708218059,cover=0
- 112:leaf=-0.000142151388,cover=0
- 56:[Pol<169.412277] yes=113,no=114,missing=113,gain=0.930644274,cover=631
- 113:leaf=0.00361231575,cover=0
- 114:leaf=-0.00320744701,cover=0
- 28:[PialArea5<0.520672619] yes=57,no=58,missing=58,gain=2.39257383,cover=5023
- 57:[PialArea5<0.445556581] yes=115,no=116,missing=115,gain=0.965099335,cover=4937
- 115:leaf=0.000735534297,cover=0
- 116:leaf=0.00249120872,cover=0
- 58:[PialCurv5<0.343960524] yes=117,no=118,missing=117,gain=0.379945755,cover=86
- 117:leaf=0.0119371451,cover=0
- 118:leaf=0.0047971881,cover=0
- 14:[Pol<103.851685] yes=29,no=30,missing=30,gain=1.83360648,cover=35681
- 29:[LGI5<3.37729335] yes=59,no=60,missing=59,gain=1.83974159,cover=17794
- 59:[LGI5<3.30554914] yes=119,no=120,missing=119,gain=5.29282331,cover=15978
- 119:leaf=-7.9721729e-05,cover=0
- 120:leaf=0.00492945872,cover=0
- 60:[Area5<0.715747833] yes=121,no=122,missing=121,gain=0.743668318,cover=1816
- 121:leaf=-0.000174877103,cover=0
- 122:leaf=-0.00231203437,cover=0
- 30:[Ecc<28.2834949] yes=61,no=62,missing=61,gain=1.46170187,cover=17887
- 61:[Ecc<11.1913614] yes=123,no=124,missing=124,gain=2.10988474,cover=17616
- 123:leaf=-0.000635410426,cover=0
- 124:leaf=-0.00222952175,cover=0
- 62:[LGI5<3.42912889] yes=125,no=126,missing=125,gain=2.20713019,cover=271
- 125:leaf=0.00693474663,cover=0
- 126:leaf=-0.00210128096,cover=0
-booster[767]:
-0:[LGI5<2.6558373] yes=1,no=2,missing=1,gain=0.344204098,cover=5124388
- 1:[Pol<13.2006302] yes=3,no=4,missing=4,gain=2.06190109,cover=2219201
- 3:[Area5<0.751858592] yes=7,no=8,missing=7,gain=6.94552803,cover=90314
- 7:[Ecc<2.31110334] yes=15,no=16,missing=15,gain=4.06377602,cover=76706
- 15:[PialCurv5<-0.0940372422] yes=31,no=32,missing=31,gain=9.91188431,cover=43663
- 31:[Curv5<-0.0620335713] yes=63,no=64,missing=64,gain=1.6458118,cover=30396
- 63:leaf=0.00016080802,cover=0
- 64:leaf=-0.00940841436,cover=0
- 32:[LGI5<2.26652193] yes=65,no=66,missing=66,gain=5.80178547,cover=13267
- 65:leaf=0.000837693631,cover=0
- 66:leaf=-0.00196062448,cover=0
- 16:[PialCurv5<-0.0965851992] yes=33,no=34,missing=33,gain=5.4321661,cover=33043
- 33:[Ecc<3.80337262] yes=67,no=68,missing=67,gain=4.17245913,cover=21103
- 67:leaf=0.000509365986,cover=0
- 68:leaf=-0.000911639538,cover=0
- 34:[PialCurv5<-0.0363363102] yes=69,no=70,missing=69,gain=5.54718256,cover=11940
- 69:leaf=0.00189665891,cover=0
- 70:leaf=-0.000521956768,cover=0
- 8:[MidArea5<1.21578133] yes=17,no=18,missing=17,gain=4.48181534,cover=13608
- 17:[Ecc<8.29616165] yes=35,no=36,missing=36,gain=3.71763992,cover=12686
- 35:[PialCurv5<-0.00763805071] yes=71,no=72,missing=71,gain=1.86289692,cover=11689
- 71:leaf=-0.0011008092,cover=0
- 72:leaf=-0.00384774921,cover=0
- 36:[LGI5<2.56865931] yes=73,no=74,missing=73,gain=1.53199959,cover=997
- 73:leaf=-0.00215313374,cover=0
- 74:leaf=-0.00612240471,cover=0
- 18:[PialCurv5<-0.146805272] yes=37,no=38,missing=37,gain=0.832233191,cover=922
- 37:[LGI5<2.49262404] yes=75,no=76,missing=75,gain=2.04592371,cover=68
- 75:leaf=0.0140931327,cover=0
- 76:leaf=-0.00355996448,cover=0
- 38:[LGI5<2.54917789] yes=77,no=78,missing=77,gain=1.42126119,cover=854
- 77:leaf=0.000164451558,cover=0
- 78:leaf=0.00442662556,cover=0
- 4:[Pol<62.799984] yes=9,no=10,missing=9,gain=3.21929312,cover=2128887
- 9:[Area5<0.669950843] yes=19,no=20,missing=20,gain=12.5737076,cover=380642
- 19:[Sulc0<-0.15955846] yes=39,no=40,missing=39,gain=7.51509333,cover=217826
- 39:[Ecc<0.889730632] yes=79,no=80,missing=79,gain=4.03856754,cover=213273
- 79:leaf=0.000372979295,cover=0
- 80:leaf=-0.000161190095,cover=0
- 40:[PialCurv5<-0.0595124774] yes=81,no=82,missing=81,gain=3.95349789,cover=4553
- 81:leaf=0.000562650268,cover=0
- 82:leaf=-0.00291616633,cover=0
- 20:[PialArea5<1.02520955] yes=41,no=42,missing=41,gain=17.4794483,cover=162816
- 41:[Ecc<1.62447274] yes=83,no=84,missing=84,gain=21.6417313,cover=54820
- 83:leaf=-0.000419452845,cover=0
- 84:leaf=0.00181948149,cover=0
- 42:[Pol<35.2629585] yes=85,no=86,missing=86,gain=5.17925835,cover=107996
- 85:leaf=-0.000273173035,cover=0
- 86:leaf=0.000424892613,cover=0
- 10:[Sulc0<-0.325671464] yes=21,no=22,missing=21,gain=4.01234484,cover=1748245
- 21:[Area5<0.655598104] yes=43,no=44,missing=44,gain=12.3947401,cover=846306
- 43:[Ecc<4.94054604] yes=87,no=88,missing=87,gain=8.93026161,cover=579238
- 87:leaf=0.000153300658,cover=0
- 88:leaf=-0.000317531929,cover=0
- 44:[Curv5<-0.166574284] yes=89,no=90,missing=90,gain=18.4500046,cover=267068
- 89:leaf=0.000330731011,cover=0
- 90:leaf=-0.000612551696,cover=0
- 22:[Ecc<5.08081961] yes=45,no=46,missing=45,gain=3.22137976,cover=901939
- 45:[Pol<73.3354874] yes=91,no=92,missing=91,gain=9.35941315,cover=468588
- 91:leaf=0.00112286815,cover=0
- 92:leaf=-6.50672373e-05,cover=0
- 46:[PialCurv5<0.0798129067] yes=93,no=94,missing=93,gain=11.0667801,cover=433351
- 93:leaf=0.000473052554,cover=0
- 94:leaf=-4.13825364e-05,cover=0
- 2:[Ecc<4.13769388] yes=5,no=6,missing=5,gain=3.26631427,cover=2905187
- 5:[Curv5<0.0344051942] yes=11,no=12,missing=11,gain=6.56500959,cover=93220
- 11:[Sulc0<-0.370474488] yes=23,no=24,missing=24,gain=5.22017193,cover=74219
- 23:[Area5<0.987501919] yes=47,no=48,missing=47,gain=4.95832825,cover=63357
- 47:[Sulc0<-0.976720333] yes=95,no=96,missing=95,gain=3.6685977,cover=63106
- 95:leaf=0.000421463425,cover=0
- 96:leaf=-0.000552940648,cover=0
- 48:[Pol<36.2100182] yes=97,no=98,missing=97,gain=6.45859861,cover=251
- 97:leaf=-0.000728934479,cover=0
- 98:leaf=0.0153258024,cover=0
- 24:[Pol<101.695656] yes=49,no=50,missing=49,gain=7.94162464,cover=10862
- 49:[Area5<0.987501919] yes=99,no=100,missing=99,gain=5.98220444,cover=4710
- 99:leaf=-0.00317577645,cover=0
- 100:leaf=0.0274590999,cover=0
- 50:[PialArea5<0.409017563] yes=101,no=102,missing=101,gain=7.19126654,cover=6152
- 101:leaf=0.0312130991,cover=0
- 102:leaf=-0.000436918432,cover=0
- 12:[LGI5<2.67938972] yes=25,no=26,missing=25,gain=3.99485111,cover=19001
- 25:[Area5<0.702101529] yes=51,no=52,missing=51,gain=2.23169947,cover=5094
- 51:[PialArea5<0.537928462] yes=103,no=104,missing=104,gain=1.42362952,cover=3163
- 103:leaf=-0.000837068073,cover=0
- 104:leaf=-0.00321643846,cover=0
- 52:[Sulc0<0.354630351] yes=105,no=106,missing=105,gain=2.45947051,cover=1931
- 105:leaf=0.00177117216,cover=0
- 106:leaf=-0.00221533026,cover=0
- 26:[Pol<90.361351] yes=53,no=54,missing=53,gain=3.55122232,cover=13907
- 53:[Ecc<1.73852015] yes=107,no=108,missing=107,gain=5.64253569,cover=2855
- 107:leaf=0.0044927136,cover=0
- 108:leaf=-0.00157450198,cover=0
- 54:[Sulc0<0.29007864] yes=109,no=110,missing=109,gain=3.91711521,cover=11052
- 109:leaf=0.00212942902,cover=0
- 110:leaf=0.000202445459,cover=0
- 6:[PialArea5<1.29873812] yes=13,no=14,missing=13,gain=2.27797604,cover=2811967
- 13:[Pol<66.6374893] yes=27,no=28,missing=27,gain=2.29242802,cover=2746418
- 27:[Ecc<12.7231894] yes=55,no=56,missing=55,gain=8.14789963,cover=880173
- 55:[Sulc0<-0.244882882] yes=111,no=112,missing=111,gain=49.7778816,cover=326734
- 111:leaf=1.18771668e-05,cover=0
- 112:leaf=-0.00160949421,cover=0
- 56:[Pol<57.0350037] yes=113,no=114,missing=113,gain=11.0136375,cover=553439
- 113:leaf=-4.81532006e-05,cover=0
- 114:leaf=0.000595134625,cover=0
- 28:[Ecc<17.2700901] yes=57,no=58,missing=57,gain=4.04278708,cover=1866245
- 57:[Pol<159.435425] yes=115,no=116,missing=116,gain=7.20394993,cover=1133970
- 115:leaf=0.000140382515,cover=0
- 116:leaf=-0.000189623417,cover=0
- 58:[LGI5<2.73077893] yes=117,no=118,missing=117,gain=7.15775728,cover=732275
- 117:leaf=0.00134128972,cover=0
- 118:leaf=-8.61573208e-05,cover=0
- 14:[PialCurv5<-0.175695807] yes=29,no=30,missing=29,gain=2.54606605,cover=65549
- 29:[Sulc0<-0.808473051] yes=59,no=60,missing=59,gain=0.834983587,cover=728
- 59:[LGI5<2.66988635] yes=119,no=120,missing=120,gain=1.23935103,cover=412
- 119:leaf=0.00774784992,cover=0
- 120:leaf=-0.00475330791,cover=0
- 60:[Pol<31.3444195] yes=121,no=122,missing=121,gain=1.31059599,cover=316
- 121:leaf=0.00167379749,cover=0
- 122:leaf=-0.0050333105,cover=0
- 30:[LGI5<2.87999082] yes=61,no=62,missing=61,gain=2.30365109,cover=64821
- 61:[Area5<0.580209434] yes=123,no=124,missing=124,gain=2.22647333,cover=25400
- 123:leaf=0.0072463192,cover=0
- 124:leaf=0.000660523947,cover=0
- 62:[Sulc0<-0.469276249] yes=125,no=126,missing=125,gain=3.15580559,cover=39421
- 125:leaf=0.000313503318,cover=0
- 126:leaf=-0.0007863192,cover=0
-booster[768]:
-0:[PialArea5<0.903379142] yes=1,no=2,missing=2,gain=0.331184834,cover=5124388
- 1:[PialCurv5<-0.109546423] yes=3,no=4,missing=3,gain=1.52071953,cover=3448693
- 3:[Area5<0.601796865] yes=7,no=8,missing=7,gain=3.78258753,cover=489030
- 7:[Pol<78.8803177] yes=15,no=16,missing=16,gain=1.77372742,cover=313387
- 15:[Curv5<0.00546095846] yes=31,no=32,missing=31,gain=2.48391438,cover=113042
- 31:[LGI5<2.36851335] yes=63,no=64,missing=64,gain=2.37881017,cover=112951
- 63:leaf=-0.00030575422,cover=0
- 64:leaf=0.000253555598,cover=0
- 32:[Curv5<0.122410901] yes=65,no=66,missing=65,gain=1.73355317,cover=91
- 65:leaf=-0.0125120804,cover=0
- 66:leaf=0.00247995602,cover=0
- 16:[Pol<96.2546158] yes=33,no=34,missing=33,gain=4.35707712,cover=200345
- 33:[LGI5<2.92895722] yes=67,no=68,missing=68,gain=6.31557798,cover=10940
- 67:leaf=-0.000781949784,cover=0
- 68:leaf=-0.00576468837,cover=0
- 34:[Ecc<4.00532722] yes=69,no=70,missing=69,gain=3.08683515,cover=189405
- 69:leaf=-0.000314078789,cover=0
- 70:leaf=9.87175954e-05,cover=0
- 8:[Ecc<0.513775289] yes=17,no=18,missing=18,gain=6.75583267,cover=175643
- 17:[MidArea5<0.721430659] yes=35,no=36,missing=35,gain=4.45555639,cover=1226
- 35:[Area5<0.67915231] yes=71,no=72,missing=71,gain=3.87893486,cover=549
- 71:leaf=0.00858499669,cover=0
- 72:leaf=-0.00633212319,cover=0
- 36:[Pol<56.1920547] yes=73,no=74,missing=73,gain=1.94924426,cover=677
- 73:leaf=0.00462696142,cover=0
- 74:leaf=-0.000881087617,cover=0
- 18:[Curv5<-0.19738704] yes=37,no=38,missing=37,gain=4.41018581,cover=174417
- 37:[LGI5<2.70478106] yes=75,no=76,missing=75,gain=5.45105553,cover=136498
- 75:leaf=0.000590013748,cover=0
- 76:leaf=-0.000103717663,cover=0
- 38:[Area5<0.72690624] yes=77,no=78,missing=77,gain=9.79475403,cover=37919
- 77:leaf=0.00109293789,cover=0
- 78:leaf=-0.000974791299,cover=0
- 4:[Curv5<0.0100963581] yes=9,no=10,missing=9,gain=2.60697746,cover=2959663
- 9:[Area5<0.729573667] yes=19,no=20,missing=19,gain=5.72358799,cover=1080266
- 19:[Pol<66.6374893] yes=39,no=40,missing=39,gain=5.23384714,cover=936798
- 39:[Ecc<5.78819752] yes=79,no=80,missing=80,gain=16.9915924,cover=226741
- 79:leaf=0.000377773453,cover=0
- 80:leaf=-0.000547562435,cover=0
- 40:[Pol<116.093399] yes=81,no=82,missing=81,gain=9.01951981,cover=710057
- 81:leaf=0.000284403999,cover=0
- 82:leaf=-9.60721081e-05,cover=0
- 20:[Pol<57.0350037] yes=41,no=42,missing=42,gain=6.63917351,cover=143468
- 41:[LGI5<3.84897733] yes=83,no=84,missing=83,gain=5.21700478,cover=27399
- 83:leaf=0.000410351524,cover=0
- 84:leaf=-0.00504795415,cover=0
- 42:[Pol<162.313202] yes=85,no=86,missing=86,gain=5.71250153,cover=116069
- 85:leaf=-0.000664130901,cover=0
- 86:leaf=0.000477164838,cover=0
- 10:[PialCurv5<0.0567538291] yes=21,no=22,missing=21,gain=3.79170918,cover=1879397
- 21:[Sulc0<0.528918922] yes=43,no=44,missing=44,gain=7.64076996,cover=246351
- 43:[LGI5<3.56741142] yes=87,no=88,missing=87,gain=4.17273235,cover=230184
- 87:leaf=0.000169516337,cover=0
- 88:leaf=-0.000837059226,cover=0
- 44:[Ecc<6.58772182] yes=89,no=90,missing=90,gain=5.64018059,cover=16167
- 89:leaf=-0.00524344901,cover=0
- 90:leaf=0.00138106139,cover=0
- 22:[Pol<19.2006226] yes=45,no=46,missing=46,gain=3.5352366,cover=1633046
- 45:[LGI5<3.60428405] yes=91,no=92,missing=91,gain=4.03902817,cover=10030
- 91:leaf=-0.0012403368,cover=0
- 92:leaf=0.00251748017,cover=0
- 46:[Sulc0<-0.842326522] yes=93,no=94,missing=94,gain=3.65776134,cover=1623016
- 93:leaf=-0.0136692813,cover=0
- 94:leaf=-8.16353804e-06,cover=0
- 2:[PialCurv5<-0.0779728889] yes=5,no=6,missing=6,gain=1.89975905,cover=1675695
- 5:[Curv5<-0.112134233] yes=11,no=12,missing=11,gain=33.4910812,cover=1109211
- 11:[Sulc0<-0.383002371] yes=23,no=24,missing=23,gain=7.0721755,cover=1077411
- 23:[Area5<0.598585367] yes=47,no=48,missing=48,gain=4.523808,cover=955217
- 47:[Curv5<-0.18985194] yes=95,no=96,missing=95,gain=5.61025715,cover=201336
- 95:leaf=4.12254121e-05,cover=0
- 96:leaf=0.000659622252,cover=0
- 48:[PialArea5<1.03340518] yes=97,no=98,missing=97,gain=6.84122181,cover=753881
- 97:leaf=-0.000285881863,cover=0
- 98:leaf=3.14075332e-05,cover=0
- 24:[Pol<112.874634] yes=49,no=50,missing=49,gain=4.94069767,cover=122194
- 49:[Pol<60.4070244] yes=99,no=100,missing=99,gain=6.66456318,cover=43200
- 99:leaf=-0.000345697918,cover=0
- 100:leaf=0.00110522122,cover=0
- 50:[Ecc<32.0879669] yes=101,no=102,missing=102,gain=7.19392109,cover=78994
- 101:leaf=-0.00100689428,cover=0
- 102:leaf=-3.43535839e-06,cover=0
- 12:[Ecc<14.694541] yes=25,no=26,missing=25,gain=8.07881737,cover=31800
- 25:[LGI5<2.69470191] yes=51,no=52,missing=51,gain=8.21192837,cover=25775
- 51:[Ecc<1.05247808] yes=103,no=104,missing=103,gain=5.68345833,cover=14876
- 103:leaf=-0.000498330279,cover=0
- 104:leaf=0.00234666443,cover=0
- 52:[Curv5<-0.0598238073] yes=105,no=106,missing=105,gain=6.88700533,cover=10899
- 105:leaf=0.00046383898,cover=0
- 106:leaf=-0.00490192045,cover=0
- 26:[Pol<160.153915] yes=53,no=54,missing=53,gain=5.47048378,cover=6025
- 53:[PialCurv5<-0.130995557] yes=107,no=108,missing=108,gain=4.96268654,cover=4645
- 107:leaf=-0.00898559391,cover=0
- 108:leaf=0.00425292505,cover=0
- 54:[Area5<0.720865786] yes=109,no=110,missing=109,gain=6.33106995,cover=1380
- 109:leaf=-0.00378893665,cover=0
- 110:leaf=0.00315647433,cover=0
- 6:[Curv5<-0.129194111] yes=13,no=14,missing=13,gain=17.6235657,cover=566484
- 13:[Area5<0.616426587] yes=27,no=28,missing=28,gain=12.4522228,cover=99378
- 27:[Area5<0.545738399] yes=55,no=56,missing=55,gain=3.96368027,cover=18644
- 55:[Sulc0<-0.292069882] yes=111,no=112,missing=111,gain=5.12692213,cover=4273
- 111:leaf=-0.00145560328,cover=0
- 112:leaf=-0.0104195531,cover=0
- 56:[PialArea5<1.07423365] yes=113,no=114,missing=113,gain=4.39891386,cover=14371
- 113:leaf=0.000395853975,cover=0
- 114:leaf=-0.0017131262,cover=0
- 28:[PialCurv5<-0.062031392] yes=57,no=58,missing=58,gain=14.7444019,cover=80734
- 57:[Curv5<-0.146701202] yes=115,no=116,missing=116,gain=6.11270618,cover=54342
- 115:leaf=0.000969315122,cover=0
- 116:leaf=-9.79723627e-05,cover=0
- 58:[PialArea5<1.13904655] yes=117,no=118,missing=117,gain=6.62433243,cover=26392
- 117:leaf=0.00234291283,cover=0
- 118:leaf=0.000394216477,cover=0
- 14:[MidArea5<0.800518215] yes=29,no=30,missing=29,gain=5.27061844,cover=467106
- 29:[Area5<0.562355936] yes=59,no=60,missing=59,gain=6.47891521,cover=35843
- 59:[Ecc<4.87342644] yes=119,no=120,missing=120,gain=4.41366053,cover=3383
- 119:leaf=-0.000482712843,cover=0
- 120:leaf=-0.00463367626,cover=0
- 60:[Pol<68.895668] yes=121,no=122,missing=121,gain=3.61069489,cover=32460
- 121:leaf=6.12512449e-05,cover=0
- 122:leaf=0.00115957775,cover=0
- 30:[Area5<0.595263004] yes=61,no=62,missing=61,gain=6.16336155,cover=431263
- 61:[Pol<163.028091] yes=123,no=124,missing=123,gain=5.40406227,cover=2097
- 123:leaf=-0.00378209655,cover=0
- 124:leaf=0.00368180475,cover=0
- 62:[Pol<144.670364] yes=125,no=126,missing=125,gain=3.94864464,cover=429166
- 125:leaf=-0.000147236104,cover=0
- 126:leaf=0.000231027065,cover=0
-booster[769]:
-0:[PialArea5<0.808668435] yes=1,no=2,missing=2,gain=0.329413176,cover=5124388
- 1:[Area5<0.770300686] yes=3,no=4,missing=3,gain=2.3789556,cover=2702518
- 3:[MidArea5<0.72893405] yes=7,no=8,missing=7,gain=1.41140473,cover=2465331
- 7:[PialArea5<0.764178395] yes=15,no=16,missing=16,gain=1.50094461,cover=2279887
- 15:[Pol<45.5953903] yes=31,no=32,missing=31,gain=2.51186562,cover=2085347
- 31:[Area5<0.659308732] yes=63,no=64,missing=63,gain=10.6845465,cover=111164
- 63:leaf=-0.000202895826,cover=0
- 64:leaf=0.000794938125,cover=0
- 32:[Ecc<40.3354568] yes=65,no=66,missing=65,gain=3.20318151,cover=1974183
- 65:leaf=-2.96748458e-05,cover=0
- 66:leaf=-0.000393963885,cover=0
- 16:[Curv5<-0.0461937301] yes=33,no=34,missing=34,gain=6.00097561,cover=194540
- 33:[Sulc0<0.151281953] yes=67,no=68,missing=67,gain=3.5533042,cover=169758
- 67:leaf=-2.06667883e-05,cover=0
- 68:leaf=0.0016655412,cover=0
- 34:[Pol<49.2074432] yes=69,no=70,missing=70,gain=14.8792562,cover=24782
- 69:leaf=-0.00211747712,cover=0
- 70:leaf=0.00135067338,cover=0
- 8:[Sulc0<0.717745602] yes=17,no=18,missing=17,gain=2.30760336,cover=185444
- 17:[LGI5<2.93433285] yes=35,no=36,missing=35,gain=2.17475796,cover=184667
- 35:[Ecc<7.59607029] yes=71,no=72,missing=71,gain=3.63848257,cover=103324
- 71:leaf=-0.000227418961,cover=0
- 72:leaf=0.000402779318,cover=0
- 36:[Ecc<23.5513935] yes=73,no=74,missing=74,gain=2.7901473,cover=81343
- 73:leaf=-0.000620296923,cover=0
- 74:leaf=-2.94115289e-05,cover=0
- 18:[Curv5<0.0915888697] yes=37,no=38,missing=37,gain=1.68152642,cover=777
- 37:[Pol<80.8913651] yes=75,no=76,missing=75,gain=1.24401557,cover=718
- 75:leaf=0.0035202445,cover=0
- 76:leaf=-0.000756864727,cover=0
- 38:[Sulc0<0.940059185] yes=77,no=78,missing=77,gain=0.568838596,cover=59
- 77:leaf=0.00782029238,cover=0
- 78:leaf=0.0200607367,cover=0
- 4:[Sulc0<0.254506379] yes=9,no=10,missing=9,gain=2.88116217,cover=237187
- 9:[Ecc<6.22534323] yes=19,no=20,missing=19,gain=4.85571671,cover=64757
- 19:[Pol<83.4982376] yes=39,no=40,missing=39,gain=9.32806492,cover=28949
- 39:[Pol<27.4246235] yes=79,no=80,missing=80,gain=10.3268108,cover=5737
- 79:leaf=-0.00378321158,cover=0
- 80:leaf=0.00256049004,cover=0
- 40:[PialCurv5<0.119354174] yes=81,no=82,missing=81,gain=6.7222209,cover=23212
- 81:leaf=-0.00135762524,cover=0
- 82:leaf=0.000344089494,cover=0
- 20:[LGI5<2.81359315] yes=41,no=42,missing=41,gain=3.54412365,cover=35808
- 41:[Sulc0<0.0689564943] yes=83,no=84,missing=83,gain=6.37388706,cover=11362
- 83:leaf=0.00273182453,cover=0
- 84:leaf=0.00036332538,cover=0
- 42:[PialCurv5<0.0447484925] yes=85,no=86,missing=85,gain=5.2378149,cover=24446
- 85:leaf=-0.000471607549,cover=0
- 86:leaf=0.00104031095,cover=0
- 10:[Curv5<0.0344051942] yes=21,no=22,missing=21,gain=4.22450399,cover=172430
- 21:[Pol<116.093399] yes=43,no=44,missing=44,gain=2.82296753,cover=8168
- 43:[Pol<99.0100403] yes=87,no=88,missing=88,gain=1.93728638,cover=4968
- 87:leaf=-0.00110382761,cover=0
- 88:leaf=-0.00317907333,cover=0
- 44:[PialArea5<0.689872265] yes=89,no=90,missing=90,gain=1.49996924,cover=3200
- 89:leaf=-0.00253805076,cover=0
- 90:leaf=0.000528040982,cover=0
- 22:[Area5<0.839165807] yes=45,no=46,missing=45,gain=3.13554788,cover=164262
- 45:[PialArea5<0.593058109] yes=91,no=92,missing=92,gain=3.25214887,cover=132637
- 91:leaf=0.000173987049,cover=0
- 92:leaf=-0.000336601341,cover=0
- 46:[PialCurv5<0.228302389] yes=93,no=94,missing=93,gain=2.97684288,cover=31625
- 93:leaf=0.00100422604,cover=0
- 94:leaf=3.34987963e-05,cover=0
- 2:[MidArea5<0.586498976] yes=5,no=6,missing=5,gain=1.7943455,cover=2421870
- 5:[LGI5<2.69973111] yes=11,no=12,missing=11,gain=0.634097815,cover=292
- 11:[Curv5<-0.172863677] yes=23,no=24,missing=24,gain=0.417662144,cover=274
- 23:[Ecc<4.40349627] yes=47,no=48,missing=48,gain=0.293254375,cover=268
- 47:[PialArea5<0.824056447] yes=95,no=96,missing=95,gain=0.23837477,cover=206
- 95:leaf=0.00216714293,cover=0
- 96:leaf=0.00595528772,cover=0
- 48:[Curv5<-0.254102558] yes=97,no=98,missing=98,gain=0.263052225,cover=62
- 97:leaf=0.00386193092,cover=0
- 98:leaf=0.0105203232,cover=0
- 24:[Ecc<4.00532722] yes=49,no=50,missing=49,gain=0.0793268681,cover=6
- 49:leaf=0.018889619,cover=0
- 50:leaf=0.00172598369,cover=0
- 12:[Sulc0<-0.872199774] yes=25,no=26,missing=25,gain=0.0479683578,cover=18
- 25:[Ecc<2.3695333] yes=51,no=52,missing=51,gain=0.000474538421,cover=3
- 51:leaf=-0.000163036588,cover=0
- 52:leaf=0.000959491765,cover=0
- 26:[Curv5<-0.279226273] yes=53,no=54,missing=53,gain=0.0271823704,cover=15
- 53:[Pol<74.7525482] yes=99,no=100,missing=99,gain=0.00515199453,cover=10
- 99:leaf=-0.000224995616,cover=0
- 100:leaf=-0.00422879355,cover=0
- 54:leaf=-0.00902242679,cover=0
- 6:[Area5<0.877147377] yes=13,no=14,missing=13,gain=1.56389439,cover=2421578
- 13:[Sulc0<0.795422614] yes=27,no=28,missing=28,gain=2.49434757,cover=2361118
- 27:[PialCurv5<0.104427323] yes=55,no=56,missing=55,gain=1.80397761,cover=2360908
- 55:[Ecc<44.7855835] yes=101,no=102,missing=101,gain=1.61069345,cover=2339905
- 101:leaf=9.56482018e-06,cover=0
- 102:leaf=0.000348331378,cover=0
- 56:[Ecc<4.27275372] yes=103,no=104,missing=103,gain=4.38483191,cover=21003
- 103:leaf=0.00169956335,cover=0
- 104:leaf=5.21667498e-05,cover=0
- 28:[Pol<58.6768646] yes=57,no=58,missing=57,gain=2.24608755,cover=210
- 57:[Area5<0.792350233] yes=105,no=106,missing=105,gain=2.23492193,cover=45
- 105:leaf=0.0319844335,cover=0
- 106:leaf=0.00766352052,cover=0
- 58:[LGI5<3.09244633] yes=107,no=108,missing=107,gain=1.48438227,cover=165
- 107:leaf=0.00961747579,cover=0
- 108:leaf=-0.000520204601,cover=0
- 14:[Ecc<7.95697832] yes=29,no=30,missing=29,gain=2.43102169,cover=60460
- 29:[Curv5<-0.191348091] yes=59,no=60,missing=59,gain=4.98196697,cover=30728
- 59:[Pol<58.6768646] yes=109,no=110,missing=110,gain=6.84899282,cover=7162
- 109:leaf=-1.69439609e-05,cover=0
- 110:leaf=0.00444969907,cover=0
- 60:[MidArea5<0.98915565] yes=111,no=112,missing=111,gain=3.12944937,cover=23566
- 111:leaf=-0.00206942507,cover=0
- 112:leaf=-0.000616841309,cover=0
- 30:[Curv5<-0.0179657843] yes=61,no=62,missing=61,gain=2.49588633,cover=29732
- 61:[PialArea5<0.89536339] yes=113,no=114,missing=113,gain=1.45845807,cover=24063
- 113:leaf=-0.00357950712,cover=0
- 114:leaf=-9.41931794e-05,cover=0
- 62:[Sulc0<0.392869562] yes=115,no=116,missing=115,gain=3.32550359,cover=5669
- 115:leaf=0.00209669536,cover=0
- 116:leaf=-0.00034386359,cover=0
-booster[770]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=1,gain=0.344584227,cover=5124388
- 1:[Ecc<1.3629595] yes=3,no=4,missing=4,gain=0.624028683,cover=202946
- 3:[LGI5<2.13090348] yes=7,no=8,missing=7,gain=1.49281967,cover=5147
- 7:[Area5<0.610838115] yes=15,no=16,missing=16,gain=0.512960553,cover=131
- 15:[Sulc0<-0.528458416] yes=31,no=32,missing=31,gain=0.39596653,cover=67
- 31:[Curv5<0.116796501] yes=61,no=62,missing=61,gain=0.0447055697,cover=12
- 61:leaf=-0.0130949756,cover=0
- 62:leaf=-0.00520594139,cover=0
- 32:[Curv5<0.0798443258] yes=63,no=64,missing=63,gain=0.11489623,cover=55
- 63:leaf=-0.00727998838,cover=0
- 64:leaf=4.16491566e-05,cover=0
- 16:[Curv5<0.171955615] yes=33,no=34,missing=34,gain=0.16639185,cover=64
- 33:[PialCurv5<0.297166049] yes=65,no=66,missing=65,gain=0.0237957239,cover=40
- 65:leaf=-0.011861044,cover=0
- 66:leaf=-0.00721134851,cover=0
- 34:[Ecc<0.889730632] yes=67,no=68,missing=67,gain=0.119302481,cover=24
- 67:leaf=-0.000932531431,cover=0
- 68:leaf=-0.00808756799,cover=0
- 8:[LGI5<2.73077893] yes=17,no=18,missing=18,gain=1.20351005,cover=5016
- 17:[LGI5<2.24172258] yes=35,no=36,missing=36,gain=1.01387262,cover=4985
- 35:[Ecc<0.295587689] yes=69,no=70,missing=69,gain=2.86720872,cover=587
- 69:leaf=0.0108727049,cover=0
- 70:leaf=0.000345277687,cover=0
- 36:[LGI5<2.26652193] yes=71,no=72,missing=72,gain=0.932095647,cover=4398
- 71:leaf=-0.00332619669,cover=0
- 72:leaf=-0.000349704991,cover=0
- 18:leaf=-0.0100071859,cover=0
- 4:[LGI5<2.18291569] yes=9,no=10,missing=9,gain=0.747733593,cover=197799
- 9:[Pol<93.3357697] yes=19,no=20,missing=20,gain=0.746939778,cover=1217
- 19:[Area5<0.687129855] yes=37,no=38,missing=37,gain=0.179692775,cover=123
- 37:[PialCurv5<0.353309482] yes=73,no=74,missing=73,gain=0.157629937,cover=113
- 73:leaf=-0.00346093136,cover=0
- 74:leaf=0.00350595894,cover=0
- 38:[Ecc<2.97906685] yes=75,no=76,missing=75,gain=0.207982868,cover=10
- 75:leaf=0.0129021676,cover=0
- 76:leaf=-0.00123736192,cover=0
- 20:[PialCurv5<0.426807076] yes=39,no=40,missing=39,gain=1.05133152,cover=1094
- 39:[Ecc<6.58772182] yes=77,no=78,missing=77,gain=0.466119766,cover=706
- 77:leaf=0.00332861184,cover=0
- 78:leaf=-0.00076051621,cover=0
- 40:[Pol<102.778297] yes=79,no=80,missing=79,gain=1.07939672,cover=388
- 79:leaf=0.00249507255,cover=0
- 80:leaf=-0.00278373226,cover=0
- 10:[Sulc0<-0.0788570642] yes=21,no=22,missing=21,gain=0.73948586,cover=196582
- 21:[Ecc<27.7987404] yes=41,no=42,missing=41,gain=1.10128367,cover=1559
- 41:[Pol<92.7492142] yes=81,no=82,missing=82,gain=0.874477983,cover=1548
- 81:leaf=-0.000694786839,cover=0
- 82:leaf=0.00198838557,cover=0
- 42:[Ecc<30.959959] yes=83,no=84,missing=83,gain=0.0678877831,cover=11
- 83:leaf=-0.0157044809,cover=0
- 84:leaf=-0.00340578146,cover=0
- 22:[LGI5<2.3969903] yes=43,no=44,missing=44,gain=0.634137511,cover=195023
- 43:[Ecc<8.48579407] yes=85,no=86,missing=85,gain=1.79956114,cover=18565
- 85:leaf=-0.000123344289,cover=0
- 86:leaf=-0.00282363244,cover=0
- 44:[LGI5<2.43374896] yes=87,no=88,missing=87,gain=1.5853045,cover=176458
- 87:leaf=0.00083744264,cover=0
- 88:leaf=6.08285591e-05,cover=0
- 2:[Curv5<0.149355054] yes=5,no=6,missing=6,gain=0.480200469,cover=4921442
- 5:[Sulc0<1.06550956] yes=11,no=12,missing=11,gain=1.7578429,cover=4556749
- 11:[Sulc0<0.383163035] yes=23,no=24,missing=23,gain=1.61705077,cover=4532226
- 23:[PialCurv5<0.185672894] yes=45,no=46,missing=45,gain=6.14567518,cover=3964541
- 45:[LGI5<3.74316525] yes=89,no=90,missing=89,gain=1.60355914,cover=3839051
- 89:leaf=3.30719536e-06,cover=0
- 90:leaf=-0.000278426654,cover=0
- 46:[Ecc<6.70300007] yes=91,no=92,missing=91,gain=6.84447145,cover=125490
- 91:leaf=0.000702743651,cover=0
- 92:leaf=-3.71258247e-05,cover=0
- 24:[Pol<93.3357697] yes=47,no=48,missing=47,gain=15.7202969,cover=567685
- 47:[Ecc<10.147254] yes=93,no=94,missing=93,gain=17.7911587,cover=223444
- 93:leaf=-0.00130341435,cover=0
- 94:leaf=-0.000184191667,cover=0
- 48:[Ecc<6.2938199] yes=95,no=96,missing=95,gain=17.2600937,cover=344241
- 95:leaf=-0.00107140618,cover=0
- 96:leaf=0.00023667331,cover=0
- 12:[Area5<0.651789546] yes=25,no=26,missing=25,gain=6.42332697,cover=24523
- 25:[PialArea5<0.436710119] yes=49,no=50,missing=50,gain=3.56548166,cover=1660
- 49:[LGI5<3.74316525] yes=97,no=98,missing=98,gain=1.94443536,cover=1247
- 97:leaf=-0.000701462443,cover=0
- 98:leaf=-0.00845239963,cover=0
- 50:[Ecc<30.4150848] yes=99,no=100,missing=99,gain=1.39028406,cover=413
- 99:leaf=-0.0105358809,cover=0
- 100:leaf=-0.00443783635,cover=0
- 26:[Ecc<22.4429302] yes=51,no=52,missing=52,gain=4.43338203,cover=22863
- 51:[PialCurv5<0.178517133] yes=101,no=102,missing=101,gain=3.88119245,cover=3211
- 101:leaf=-0.00541989319,cover=0
- 102:leaf=-0.000383946783,cover=0
- 52:[LGI5<3.1967752] yes=103,no=104,missing=103,gain=2.86833525,cover=19652
- 103:leaf=0.00184407365,cover=0
- 104:leaf=0.000527087075,cover=0
- 6:[Sulc0<0.373583466] yes=13,no=14,missing=13,gain=2.76785231,cover=364693
- 13:[Pol<125.308708] yes=27,no=28,missing=27,gain=3.96492314,cover=144980
- 27:[Ecc<5.66086149] yes=53,no=54,missing=54,gain=3.73283434,cover=110800
- 53:[Pol<46.5024796] yes=105,no=106,missing=105,gain=1.86801887,cover=82470
- 105:leaf=-0.00266832719,cover=0
- 106:leaf=-0.000179565905,cover=0
- 54:[Pol<65.1286774] yes=107,no=108,missing=108,gain=5.30559921,cover=28330
- 107:leaf=0.00141164812,cover=0
- 108:leaf=-0.00107315264,cover=0
- 28:[LGI5<2.91823459] yes=55,no=56,missing=55,gain=4.34544945,cover=34180
- 55:[PialCurv5<-0.0154925911] yes=109,no=110,missing=109,gain=6.49895,cover=24420
- 109:leaf=0.0158130731,cover=0
- 110:leaf=0.000556018378,cover=0
- 56:[Ecc<14.694541] yes=111,no=112,missing=111,gain=6.59619999,cover=9760
- 111:leaf=-0.00120492245,cover=0
- 112:leaf=0.0023865432,cover=0
- 14:[Area5<0.630444467] yes=29,no=30,missing=29,gain=4.83747959,cover=219713
- 29:[PialArea5<0.445556581] yes=57,no=58,missing=57,gain=5.34901285,cover=19420
- 57:[Area5<0.513795495] yes=113,no=114,missing=114,gain=1.9178555,cover=17847
- 113:leaf=0.00615359424,cover=0
- 114:leaf=0.000512965431,cover=0
- 58:[Area5<0.580209434] yes=115,no=116,missing=116,gain=2.5967741,cover=1573
- 115:leaf=0.00956043508,cover=0
- 116:leaf=0.00290655205,cover=0
- 30:[Sulc0<0.610343635] yes=59,no=60,missing=59,gain=5.15433693,cover=200293
- 59:[Pol<97.9094925] yes=117,no=118,missing=117,gain=8.51188755,cover=74515
- 117:leaf=0.00103399099,cover=0
- 118:leaf=-8.4197156e-05,cover=0
- 60:[Ecc<25.5461979] yes=119,no=120,missing=119,gain=3.2296567,cover=125778
- 119:leaf=-0.000393218186,cover=0
- 120:leaf=0.000144409118,cover=0
-booster[771]:
-0:[Curv5<-0.26661092] yes=1,no=2,missing=2,gain=0.331978321,cover=5124388
- 1:[PialCurv5<-0.0931780562] yes=3,no=4,missing=4,gain=1.95162773,cover=303029
- 3:[Area5<0.617766261] yes=7,no=8,missing=8,gain=1.47148275,cover=297803
- 7:[Pol<167.338547] yes=15,no=16,missing=15,gain=1.09929323,cover=195479
- 15:[Curv5<-0.319950402] yes=31,no=32,missing=31,gain=0.840732634,cover=166109
- 31:[LGI5<2.40037155] yes=63,no=64,missing=64,gain=1.07206976,cover=51887
- 63:leaf=-0.000310115836,cover=0
- 64:leaf=0.000304398098,cover=0
- 32:[PialCurv5<-0.153030112] yes=65,no=66,missing=65,gain=1.51089776,cover=114222
- 65:leaf=-0.000254839571,cover=0
- 66:leaf=0.000114269671,cover=0
- 16:[PialArea5<1.05506396] yes=33,no=34,missing=33,gain=1.23694122,cover=29370
- 33:[PialCurv5<-0.161598593] yes=67,no=68,missing=68,gain=1.21601689,cover=27371
- 67:leaf=-0.000587012793,cover=0
- 68:leaf=8.52370504e-05,cover=0
- 34:[LGI5<3.41813922] yes=69,no=70,missing=69,gain=1.11407208,cover=1999
- 69:leaf=-0.00189859292,cover=0
- 70:leaf=0.00195234851,cover=0
- 8:[Pol<50.1003532] yes=17,no=18,missing=18,gain=1.96635723,cover=102324
- 17:[Ecc<19.7764034] yes=35,no=36,missing=35,gain=3.68179584,cover=56547
- 35:[Ecc<1.96654522] yes=71,no=72,missing=71,gain=2.64349008,cover=46311
- 71:leaf=0.000893038698,cover=0
- 72:leaf=-0.00030048014,cover=0
- 36:[Pol<21.2328167] yes=73,no=74,missing=74,gain=3.32493091,cover=10236
- 73:leaf=0.000653031631,cover=0
- 74:leaf=0.00442808913,cover=0
- 18:[LGI5<2.73077893] yes=37,no=38,missing=37,gain=7.28491592,cover=45777
- 37:[PialArea5<0.85412097] yes=75,no=76,missing=75,gain=2.38797092,cover=15571
- 75:leaf=0.00236552325,cover=0
- 76:leaf=0.000968096487,cover=0
- 38:[Sulc0<-0.574995995] yes=77,no=78,missing=77,gain=2.70102024,cover=30206
- 77:leaf=0.000414378912,cover=0
- 78:leaf=-0.000543503964,cover=0
- 4:[MidArea5<0.643286705] yes=9,no=10,missing=10,gain=3.36684465,cover=5226
- 9:[Curv5<-0.331971258] yes=19,no=20,missing=19,gain=1.31464267,cover=2205
- 19:[Pol<151.353775] yes=39,no=40,missing=40,gain=0.833425343,cover=1039
- 39:[Pol<144.670364] yes=79,no=80,missing=80,gain=1.6633116,cover=972
- 79:leaf=-0.000576511375,cover=0
- 80:leaf=-0.00945384707,cover=0
- 40:[PialCurv5<-0.0410871245] yes=81,no=82,missing=82,gain=1.26733661,cover=67
- 81:leaf=-0.00104757317,cover=0
- 82:leaf=0.012798219,cover=0
- 20:[PialArea5<0.516320646] yes=41,no=42,missing=41,gain=1.10983157,cover=1166
- 41:[Ecc<42.9490852] yes=83,no=84,missing=83,gain=0.770258307,cover=233
- 83:leaf=-0.00214623008,cover=0
- 84:leaf=0.00890917517,cover=0
- 42:[LGI5<2.8746686] yes=85,no=86,missing=85,gain=1.12467575,cover=933
- 85:leaf=0.00121270551,cover=0
- 86:leaf=0.00484297518,cover=0
- 10:[LGI5<3.29043651] yes=21,no=22,missing=22,gain=1.49318647,cover=3021
- 21:[MidArea5<0.824597478] yes=43,no=44,missing=44,gain=1.38359451,cover=2690
- 43:[Area5<0.494833142] yes=87,no=88,missing=87,gain=1.48512292,cover=2060
- 87:leaf=-0.0052083917,cover=0
- 88:leaf=-0.000546233612,cover=0
- 44:[Area5<0.582201123] yes=89,no=90,missing=89,gain=2.59243631,cover=630
- 89:leaf=-0.0116660418,cover=0
- 90:leaf=-0.00236204383,cover=0
- 22:[LGI5<3.29780769] yes=45,no=46,missing=45,gain=1.42358375,cover=331
- 45:[Curv5<-0.350989401] yes=91,no=92,missing=92,gain=0.157769442,cover=25
- 91:leaf=0.00159172714,cover=0
- 92:leaf=-0.0171996206,cover=0
- 46:[Ecc<7.95697832] yes=93,no=94,missing=93,gain=1.13577461,cover=306
- 93:leaf=-0.014201927,cover=0
- 94:leaf=-0.00324695115,cover=0
- 2:[PialCurv5<-0.167439327] yes=5,no=6,missing=6,gain=0.548417687,cover=4821359
- 5:[Sulc0<-0.237935558] yes=11,no=12,missing=11,gain=1.52247894,cover=23809
- 11:[Curv5<-0.0203319378] yes=23,no=24,missing=24,gain=1.08595324,cover=22151
- 23:[PialArea5<1.48916721] yes=47,no=48,missing=48,gain=1.03195393,cover=22125
- 47:[Area5<0.987501919] yes=95,no=96,missing=96,gain=1.13600409,cover=21930
- 95:leaf=0.000413403584,cover=0
- 96:leaf=-0.00515448442,cover=0
- 48:[Pol<134.743088] yes=97,no=98,missing=97,gain=4.34353971,cover=195
- 97:leaf=-0.00566453487,cover=0
- 98:leaf=0.0194976758,cover=0
- 24:[MidArea5<0.624750376] yes=49,no=50,missing=50,gain=0.372678399,cover=26
- 49:[LGI5<2.49262404] yes=99,no=100,missing=99,gain=0.0482557416,cover=7
- 99:leaf=-0.00389684294,cover=0
- 100:leaf=0.00347251305,cover=0
- 50:[Ecc<0.513775289] yes=101,no=102,missing=102,gain=0.0493978262,cover=19
- 101:leaf=-0.00110656617,cover=0
- 102:leaf=-0.0137271406,cover=0
- 12:[LGI5<2.44319153] yes=25,no=26,missing=26,gain=1.60474491,cover=1658
- 25:[Area5<0.598585367] yes=51,no=52,missing=51,gain=0.688846111,cover=57
- 51:[Ecc<2.73602629] yes=103,no=104,missing=104,gain=0.0370775461,cover=9
- 103:leaf=0.00917318184,cover=0
- 104:leaf=0.00131735613,cover=0
- 52:[Pol<132.083344] yes=105,no=106,missing=105,gain=0.178830624,cover=48
- 105:leaf=-0.0093754679,cover=0
- 106:leaf=-0.0169746876,cover=0
- 26:[LGI5<3.26095963] yes=53,no=54,missing=53,gain=1.99351931,cover=1601
- 53:[PialArea5<0.952096343] yes=107,no=108,missing=107,gain=1.32572424,cover=1029
- 107:leaf=0.00112708251,cover=0
- 108:leaf=-0.00395804876,cover=0
- 54:[Ecc<14.28263] yes=109,no=110,missing=110,gain=1.1771183,cover=572
- 109:leaf=-0.00986445509,cover=0
- 110:leaf=-0.00250392244,cover=0
- 6:[Sulc0<-0.481185079] yes=13,no=14,missing=13,gain=0.577003658,cover=4797550
- 13:[Ecc<4.73840666] yes=27,no=28,missing=28,gain=2.52617931,cover=1540228
- 27:[LGI5<2.73077893] yes=55,no=56,missing=56,gain=3.61870646,cover=804261
- 55:[Pol<111.846848] yes=111,no=112,missing=111,gain=4.51722288,cover=768493
- 111:leaf=-4.87317448e-05,cover=0
- 112:leaf=0.000196833964,cover=0
- 56:[Curv5<-0.166574284] yes=113,no=114,missing=113,gain=5.52239847,cover=35768
- 113:leaf=7.54668363e-05,cover=0
- 114:leaf=-0.00118083798,cover=0
- 28:[LGI5<2.47264814] yes=57,no=58,missing=57,gain=8.49359417,cover=735967
- 57:[Area5<0.557224929] yes=115,no=116,missing=116,gain=10.5698786,cover=70602
- 115:leaf=0.000543464033,cover=0
- 116:leaf=-0.000940215483,cover=0
- 58:[PialArea5<1.29873812] yes=117,no=118,missing=117,gain=4.53022337,cover=665365
- 117:leaf=-8.04200463e-05,cover=0
- 118:leaf=0.000392816,cover=0
- 14:[Ecc<1.15906882] yes=29,no=30,missing=29,gain=2.28655791,cover=3257322
- 29:[LGI5<2.18291569] yes=59,no=60,missing=60,gain=3.64843464,cover=83129
- 59:[Ecc<0.353712648] yes=119,no=120,missing=119,gain=7.33338833,cover=3304
- 119:leaf=0.00363572245,cover=0
- 120:leaf=-0.00288449228,cover=0
- 60:[MidArea5<0.641634583] yes=121,no=122,missing=121,gain=3.46501207,cover=79825
- 121:leaf=0.000101662205,cover=0
- 122:leaf=-0.000563907262,cover=0
- 30:[LGI5<2.29656005] yes=61,no=62,missing=62,gain=2.12432313,cover=3174193
- 61:[Area5<0.924216449] yes=123,no=124,missing=123,gain=2.93921494,cover=109373
- 123:leaf=0.000253251928,cover=0
- 124:leaf=-0.00276804203,cover=0
- 62:[PialArea5<1.57955706] yes=125,no=126,missing=126,gain=1.71696329,cover=3064820
- 125:leaf=7.3533929e-06,cover=0
- 126:leaf=-0.00184982677,cover=0
-booster[772]:
-0:[PialArea5<0.811158121] yes=1,no=2,missing=1,gain=0.334389389,cover=5124388
- 1:[Area5<0.774986684] yes=3,no=4,missing=3,gain=2.11326194,cover=2722535
- 3:[MidArea5<0.72893405] yes=7,no=8,missing=8,gain=1.42893529,cover=2510448
- 7:[PialArea5<0.764178395] yes=15,no=16,missing=15,gain=1.58710825,cover=2307702
- 15:[Pol<45.5953903] yes=31,no=32,missing=31,gain=2.40006018,cover=2103457
- 31:[Area5<0.659308732] yes=63,no=64,missing=64,gain=9.89060307,cover=111690
- 63:leaf=-0.000192962005,cover=0
- 64:leaf=0.000763804594,cover=0
- 32:[Ecc<38.7725143] yes=65,no=66,missing=65,gain=3.14664221,cover=1991767
- 65:leaf=-2.66904335e-05,cover=0
- 66:leaf=-0.000355205993,cover=0
- 16:[Curv5<-0.0575901605] yes=33,no=34,missing=33,gain=5.70605659,cover=204245
- 33:[Sulc0<0.193122864] yes=67,no=68,missing=67,gain=3.22360253,cover=173369
- 67:leaf=-1.59619922e-05,cover=0
- 68:leaf=0.00195453293,cover=0
- 34:[Pol<42.7478409] yes=69,no=70,missing=69,gain=14.4941063,cover=30876
- 69:leaf=-0.00234471099,cover=0
- 70:leaf=0.00112538203,cover=0
- 8:[PialCurv5<0.144311354] yes=17,no=18,missing=17,gain=2.41408491,cover=202746
- 17:[PialCurv5<-0.076943703] yes=35,no=36,missing=36,gain=2.20853782,cover=189932
- 35:[LGI5<2.61980247] yes=71,no=72,missing=72,gain=3.41729832,cover=22343
- 71:leaf=0.00134209369,cover=0
- 72:leaf=-8.65915135e-05,cover=0
- 36:[Ecc<25.981123] yes=73,no=74,missing=73,gain=2.52851248,cover=167589
- 73:leaf=-0.00035681171,cover=0
- 74:leaf=0.00012702636,cover=0
- 18:[Pol<19.2006226] yes=37,no=38,missing=37,gain=3.30560017,cover=12814
- 37:[Ecc<8.55626965] yes=75,no=76,missing=76,gain=0.933188677,cover=137
- 75:leaf=-0.0111282123,cover=0
- 76:leaf=-0.0028396938,cover=0
- 38:[Ecc<6.52965975] yes=77,no=78,missing=77,gain=2.36758471,cover=12677
- 77:leaf=0.00141261017,cover=0
- 78:leaf=2.4248111e-05,cover=0
- 4:[Sulc0<0.506771445] yes=9,no=10,missing=10,gain=2.22578168,cover=212087
- 9:[Ecc<6.22534323] yes=19,no=20,missing=19,gain=3.09151983,cover=101815
- 19:[Pol<83.4982376] yes=39,no=40,missing=39,gain=8.03948116,cover=34792
- 39:[Pol<22.2436924] yes=79,no=80,missing=80,gain=8.89100552,cover=5335
- 79:leaf=-0.00418518763,cover=0
- 80:leaf=0.00241760397,cover=0
- 40:[Ecc<4.40349627] yes=81,no=82,missing=81,gain=5.43232441,cover=29457
- 81:leaf=-1.37340021e-05,cover=0
- 82:leaf=-0.00159829378,cover=0
- 20:[PialArea5<0.617149889] yes=41,no=42,missing=41,gain=4.26615906,cover=67023
- 41:[Curv5<-0.102400392] yes=83,no=84,missing=83,gain=2.74532986,cover=16012
- 83:leaf=0.0086911777,cover=0
- 84:leaf=0.00116117718,cover=0
- 42:[Sulc0<0.134837523] yes=85,no=86,missing=85,gain=4.14950228,cover=51011
- 85:leaf=0.000895541103,cover=0
- 86:leaf=-4.89324702e-05,cover=0
- 10:[Ecc<2.97906685] yes=21,no=22,missing=22,gain=2.63268757,cover=110272
- 21:[LGI5<2.56078315] yes=43,no=44,missing=43,gain=1.71931911,cover=503
- 43:[PialCurv5<0.147539601] yes=87,no=88,missing=87,gain=1.57218838,cover=399
- 87:leaf=0.0123419492,cover=0
- 88:leaf=0.00371051393,cover=0
- 44:[Curv5<0.151368812] yes=89,no=90,missing=90,gain=0.894061446,cover=104
- 89:leaf=-0.00824938901,cover=0
- 90:leaf=0.00133562321,cover=0
- 22:[Area5<0.833255887] yes=45,no=46,missing=45,gain=1.85314715,cover=109769
- 45:[PialArea5<0.555011809] yes=91,no=92,missing=91,gain=2.06875849,cover=79858
- 91:leaf=3.75512936e-05,cover=0
- 92:leaf=-0.000488926482,cover=0
- 46:[PialCurv5<0.228302389] yes=93,no=94,missing=93,gain=2.16842246,cover=29911
- 93:leaf=0.000742498203,cover=0
- 94:leaf=-0.000109355933,cover=0
- 2:[MidArea5<0.592231214] yes=5,no=6,missing=5,gain=1.57438385,cover=2401853
- 5:[PialCurv5<-0.144106165] yes=11,no=12,missing=12,gain=0.543000937,cover=512
- 11:[PialArea5<0.829066753] yes=23,no=24,missing=23,gain=0.277607888,cover=200
- 23:[MidArea5<0.584310353] yes=47,no=48,missing=47,gain=0.15944849,cover=148
- 47:[Sulc0<-1.12931466] yes=95,no=96,missing=95,gain=0.152166456,cover=62
- 95:leaf=-0.00949931983,cover=0
- 96:leaf=0.00207098224,cover=0
- 48:[Pol<142.520569] yes=97,no=98,missing=97,gain=0.101089768,cover=86
- 97:leaf=-0.00359817268,cover=0
- 98:leaf=-0.000174423069,cover=0
- 24:[Ecc<2.54464626] yes=49,no=50,missing=49,gain=0.30311963,cover=52
- 49:[Sulc0<-0.976720333] yes=99,no=100,missing=99,gain=0.17718941,cover=17
- 99:leaf=0.0136182634,cover=0
- 100:leaf=0.00312180654,cover=0
- 50:[Curv5<-0.297558427] yes=101,no=102,missing=101,gain=0.0954132602,cover=35
- 101:leaf=0.00283765886,cover=0
- 102:leaf=-0.00259974389,cover=0
- 12:[LGI5<2.41724968] yes=25,no=26,missing=26,gain=0.495197535,cover=312
- 25:[Pol<72.6247101] yes=51,no=52,missing=51,gain=0.389592409,cover=196
- 51:[PialCurv5<-0.111109555] yes=103,no=104,missing=103,gain=0.182683825,cover=47
- 103:leaf=0.00813404191,cover=0
- 104:leaf=0.000724469661,cover=0
- 52:[Ecc<3.35458159] yes=105,no=106,missing=105,gain=0.640976191,cover=149
- 105:leaf=-0.0011463468,cover=0
- 106:leaf=0.00568241021,cover=0
- 26:[Ecc<5.53207445] yes=53,no=54,missing=53,gain=0.512094736,cover=116
- 53:[Pol<123.059357] yes=107,no=108,missing=108,gain=0.425298214,cover=106
- 107:leaf=0.00275257905,cover=0
- 108:leaf=0.00974883419,cover=0
- 54:[Curv5<-0.206445083] yes=109,no=110,missing=109,gain=0.012921311,cover=10
- 109:leaf=-0.00439403765,cover=0
- 110:leaf=0.000849312579,cover=0
- 6:[Area5<0.827407002] yes=13,no=14,missing=13,gain=1.45163345,cover=2401341
- 13:[Sulc0<0.662694752] yes=27,no=28,missing=27,gain=2.36039042,cover=2253791
- 27:[PialCurv5<0.104427323] yes=55,no=56,missing=55,gain=1.85556746,cover=2253056
- 55:[Pol<55.3432045] yes=111,no=112,missing=111,gain=1.6076479,cover=2235126
- 111:leaf=-3.62655228e-05,cover=0
- 112:leaf=5.11223225e-05,cover=0
- 56:[Ecc<4.40349627] yes=113,no=114,missing=113,gain=3.50384545,cover=17930
- 113:leaf=0.00164321566,cover=0
- 114:leaf=9.0330177e-05,cover=0
- 28:[Pol<149.072266] yes=57,no=58,missing=58,gain=3.84287477,cover=735
- 57:[LGI5<2.86381269] yes=115,no=116,missing=116,gain=3.95313787,cover=689
- 115:leaf=-0.0123557243,cover=0
- 116:leaf=0.00467462372,cover=0
- 58:[Area5<0.692729533] yes=117,no=118,missing=117,gain=0.637268066,cover=46
- 117:leaf=-0.020558117,cover=0
- 118:leaf=-0.00712138554,cover=0
- 14:[LGI5<2.13090348] yes=29,no=30,missing=30,gain=2.20061851,cover=147550
- 29:[Sulc0<-0.87967056] yes=59,no=60,missing=59,gain=1.03735185,cover=144
- 59:[Pol<17.1471634] yes=119,no=120,missing=120,gain=0.220630884,cover=75
- 119:leaf=-0.00831023231,cover=0
- 120:leaf=0.00258661853,cover=0
- 60:[Pol<90.361351] yes=121,no=122,missing=121,gain=0.844782352,cover=69
- 121:leaf=0.0171791892,cover=0
- 122:leaf=0.00574115152,cover=0
- 30:[LGI5<3.78836131] yes=61,no=62,missing=61,gain=2.21322656,cover=147406
- 61:[Pol<62.0115929] yes=123,no=124,missing=124,gain=2.12507915,cover=145342
- 123:leaf=2.19279127e-06,cover=0
- 124:leaf=-0.000382753176,cover=0
- 62:[Pol<11.2407846] yes=125,no=126,missing=126,gain=3.96249533,cover=2064
- 125:leaf=-0.00808076002,cover=0
- 126:leaf=0.00198134477,cover=0
-booster[773]:
-0:[PialArea5<0.463276565] yes=1,no=2,missing=1,gain=0.347676158,cover=5124388
- 1:[Curv5<0.0146088367] yes=3,no=4,missing=4,gain=1.72079825,cover=726435
- 3:[Ecc<0.836319208] yes=7,no=8,missing=7,gain=2.67555785,cover=13736
- 7:[Sulc0<-0.0637059584] yes=15,no=16,missing=16,gain=2.83881807,cover=1383
- 15:[LGI5<2.35279679] yes=31,no=32,missing=32,gain=2.89064407,cover=1362
- 31:[LGI5<2.18291569] yes=63,no=64,missing=63,gain=3.55373907,cover=703
- 63:leaf=-0.010652977,cover=0
- 64:leaf=0.000601291831,cover=0
- 32:[Sulc0<-0.661663771] yes=65,no=66,missing=65,gain=3.52421188,cover=659
- 65:leaf=0.00301296567,cover=0
- 66:leaf=-0.00687733619,cover=0
- 16:[Pol<126.540802] yes=33,no=34,missing=34,gain=1.79364491,cover=21
- 33:leaf=-0.0125801284,cover=0
- 34:leaf=0.0220980048,cover=0
- 8:[Pol<115.563423] yes=17,no=18,missing=17,gain=3.88047051,cover=12353
- 17:[LGI5<3.36766768] yes=35,no=36,missing=36,gain=2.90697312,cover=9372
- 35:[LGI5<2.30180311] yes=67,no=68,missing=68,gain=2.71297526,cover=7881
- 67:leaf=-0.00502094347,cover=0
- 68:leaf=-0.000218805653,cover=0
- 36:[Ecc<24.3269672] yes=69,no=70,missing=69,gain=6.60685253,cover=1491
- 69:leaf=-0.00506887352,cover=0
- 70:leaf=0.00209033792,cover=0
- 18:[LGI5<2.13090348] yes=37,no=38,missing=37,gain=4.54161501,cover=2981
- 37:[Ecc<0.889730632] yes=71,no=72,missing=72,gain=0.480421543,cover=28
- 71:leaf=-0.00727413921,cover=0
- 72:leaf=0.0222424194,cover=0
- 38:[Ecc<7.49602938] yes=73,no=74,missing=73,gain=2.67154551,cover=2953
- 73:leaf=0.00289889402,cover=0
- 74:leaf=-0.000160250362,cover=0
- 4:[Pol<86.0952454] yes=9,no=10,missing=9,gain=1.48597765,cover=712699
- 9:[PialCurv5<0.074624911] yes=19,no=20,missing=19,gain=4.14126873,cover=126870
- 19:[Ecc<8.87956142] yes=39,no=40,missing=39,gain=2.61005974,cover=8297
- 39:[LGI5<2.99594808] yes=75,no=76,missing=76,gain=9.25135422,cover=3074
- 75:leaf=0.00159411121,cover=0
- 76:leaf=0.0114016188,cover=0
- 40:[Ecc<25.1292973] yes=77,no=78,missing=77,gain=3.27075386,cover=5223
- 77:leaf=-0.000184193123,cover=0
- 78:leaf=0.00260028243,cover=0
- 20:[Sulc0<0.830503881] yes=41,no=42,missing=41,gain=2.46341252,cover=118573
- 41:[Ecc<2.13501525] yes=79,no=80,missing=79,gain=2.69809127,cover=67729
- 79:leaf=-0.000881017593,cover=0
- 80:leaf=0.000402690435,cover=0
- 42:[Area5<0.669950843] yes=81,no=82,missing=81,gain=2.15406823,cover=50844
- 81:leaf=-0.000664843945,cover=0
- 82:leaf=6.13468728e-05,cover=0
- 10:[PialCurv5<-0.0209923834] yes=21,no=22,missing=21,gain=2.42919135,cover=585829
- 21:[Sulc0<0.528918922] yes=43,no=44,missing=43,gain=1.70294952,cover=2467
- 43:[Area5<0.635019779] yes=83,no=84,missing=83,gain=0.895908833,cover=2130
- 83:leaf=-0.00112967845,cover=0
- 84:leaf=-0.00318798097,cover=0
- 44:[LGI5<2.43692279] yes=85,no=86,missing=86,gain=1.16429448,cover=337
- 85:leaf=-0.0106432587,cover=0
- 86:leaf=0.00243163807,cover=0
- 22:[Sulc0<-0.202991232] yes=45,no=46,missing=46,gain=2.68993378,cover=583362
- 45:[Ecc<2.73602629] yes=87,no=88,missing=87,gain=4.28175974,cover=18695
- 87:leaf=0.000206576689,cover=0
- 88:leaf=0.00203999365,cover=0
- 46:[PialCurv5<0.0877920389] yes=89,no=90,missing=89,gain=3.55818152,cover=564667
- 89:leaf=-0.000637888792,cover=0
- 90:leaf=2.10598628e-05,cover=0
- 2:[Curv5<0.081820026] yes=5,no=6,missing=5,gain=1.34523165,cover=4397953
- 5:[PialCurv5<0.189327508] yes=11,no=12,missing=12,gain=2.03357935,cover=3843979
- 11:[Sulc0<0.474820405] yes=23,no=24,missing=23,gain=1.66665924,cover=3824828
- 23:[Pol<116.093399] yes=47,no=48,missing=48,gain=1.46082318,cover=3700059
- 47:[Pol<82.8478928] yes=91,no=92,missing=91,gain=8.28035259,cover=2013641
- 91:leaf=-1.69408449e-05,cover=0
- 92:leaf=0.000247310702,cover=0
- 48:[Ecc<12.1917515] yes=93,no=94,missing=93,gain=5.04240131,cover=1686418
- 93:leaf=2.60048055e-05,cover=0
- 94:leaf=-0.000160134383,cover=0
- 24:[Ecc<12.1917515] yes=49,no=50,missing=50,gain=5.28866863,cover=124769
- 49:[Pol<87.3220139] yes=95,no=96,missing=95,gain=15.3211517,cover=21237
- 95:leaf=-0.00359760853,cover=0
- 96:leaf=5.69278091e-05,cover=0
- 50:[LGI5<3.22522902] yes=97,no=98,missing=98,gain=6.94702244,cover=103532
- 97:leaf=0.000755162444,cover=0
- 98:leaf=-6.42493251e-05,cover=0
- 12:[MidArea5<0.701709926] yes=25,no=26,missing=25,gain=3.64539385,cover=19151
- 25:[Ecc<5.4036684] yes=51,no=52,missing=51,gain=2.59386349,cover=13364
- 51:[Ecc<0.45941934] yes=99,no=100,missing=99,gain=2.72708225,cover=3348
- 99:leaf=-0.00524648372,cover=0
- 100:leaf=0.000612860546,cover=0
- 52:[Area5<0.624364853] yes=101,no=102,missing=101,gain=2.27804565,cover=10016
- 101:leaf=-0.00333640841,cover=0
- 102:leaf=-0.00107672974,cover=0
- 26:[PialArea5<1.08978546] yes=53,no=54,missing=54,gain=1.40166318,cover=5787
- 53:[LGI5<3.31338549] yes=103,no=104,missing=104,gain=1.32852697,cover=5762
- 103:leaf=0.000321638363,cover=0
- 104:leaf=0.00272644521,cover=0
- 54:[Ecc<4.46987629] yes=105,no=106,missing=105,gain=0.0697896481,cover=25
- 105:leaf=-0.0123928143,cover=0
- 106:leaf=-0.00448352983,cover=0
- 6:[LGI5<3.78836131] yes=13,no=14,missing=13,gain=1.91958523,cover=553974
- 13:[LGI5<3.38720298] yes=27,no=28,missing=28,gain=2.07597423,cover=547036
- 27:[Area5<0.894858658] yes=55,no=56,missing=56,gain=2.40353322,cover=496309
- 55:[PialCurv5<-0.0515215881] yes=107,no=108,missing=107,gain=2.88092327,cover=486719
- 107:leaf=0.00387354614,cover=0
- 108:leaf=-7.66736193e-05,cover=0
- 56:[Ecc<34.5416374] yes=109,no=110,missing=109,gain=1.84298062,cover=9590
- 109:leaf=0.00104485941,cover=0
- 110:leaf=-0.000781670213,cover=0
- 28:[Sulc0<0.227376223] yes=57,no=58,missing=58,gain=5.63081551,cover=50727
- 57:[Ecc<8.97079182] yes=111,no=112,missing=111,gain=4.35983181,cover=8579
- 111:leaf=0.00534415757,cover=0
- 112:leaf=0.000496233348,cover=0
- 58:[PialArea5<0.984361112] yes=113,no=114,missing=113,gain=3.93902731,cover=42148
- 113:leaf=-0.00064383581,cover=0
- 114:leaf=0.0174807161,cover=0
- 14:[Ecc<10.2861843] yes=29,no=30,missing=30,gain=2.05828047,cover=6938
- 29:[LGI5<3.94193578] yes=59,no=60,missing=59,gain=0.132509351,cover=53
- 59:[Sulc0<0.317313671] yes=115,no=116,missing=116,gain=0.110369325,cover=47
- 115:leaf=-0.0113085117,cover=0
- 116:leaf=-0.0050753383,cover=0
- 60:[Ecc<10.147254] yes=117,no=118,missing=117,gain=0.00174116762,cover=6
- 117:leaf=-0.00198330893,cover=0
- 118:leaf=0.000140187141,cover=0
- 30:[Pol<116.093399] yes=61,no=62,missing=62,gain=1.55896163,cover=6885
- 61:[MidArea5<0.643286705] yes=119,no=120,missing=119,gain=1.18819296,cover=4959
- 119:leaf=-0.00043924182,cover=0
- 120:leaf=0.00110893149,cover=0
- 62:[Ecc<16.7734241] yes=121,no=122,missing=122,gain=1.26695132,cover=1926
- 121:leaf=4.31602202e-05,cover=0
- 122:leaf=0.00285807578,cover=0
-booster[774]:
-0:[PialArea5<0.922987998] yes=1,no=2,missing=1,gain=0.34124887,cover=5124388
- 1:[PialCurv5<-0.109546423] yes=3,no=4,missing=4,gain=1.15489817,cover=3591589
- 3:[Curv5<-0.179045901] yes=7,no=8,missing=7,gain=3.09823275,cover=537166
- 7:[Ecc<2.6675415] yes=15,no=16,missing=15,gain=1.29424953,cover=482053
- 15:[Area5<0.603367925] yes=31,no=32,missing=31,gain=4.55487013,cover=113994
- 31:[Pol<120.317558] yes=63,no=64,missing=63,gain=2.56533456,cover=99966
- 63:leaf=-1.51545528e-05,cover=0
- 64:leaf=-0.000523706316,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=66,gain=4.74252892,cover=14028
- 65:leaf=0.0105303945,cover=0
- 66:leaf=0.000628895417,cover=0
- 16:[Area5<0.559839368] yes=33,no=34,missing=33,gain=1.82929766,cover=368059
- 33:[PialCurv5<-0.123971827] yes=67,no=68,missing=67,gain=1.43760443,cover=138209
- 67:leaf=0.00027941895,cover=0
- 68:leaf=-0.000155777365,cover=0
- 34:[Curv5<-0.20189926] yes=69,no=70,missing=69,gain=3.25549603,cover=229850
- 69:leaf=-8.97482314e-05,cover=0
- 70:leaf=0.000502437993,cover=0
- 8:[Area5<0.799647689] yes=17,no=18,missing=17,gain=5.23701,cover=55113
- 17:[Area5<0.601796865] yes=35,no=36,missing=35,gain=5.23190451,cover=53996
- 35:[Pol<156.492447] yes=71,no=72,missing=71,gain=2.78196287,cover=29314
- 71:leaf=0.000282582216,cover=0
- 72:leaf=-0.000917012454,cover=0
- 36:[Area5<0.723411918] yes=73,no=74,missing=73,gain=4.7714529,cover=24682
- 73:leaf=0.00136350945,cover=0
- 74:leaf=-0.000389267225,cover=0
- 18:[Curv5<-0.100392215] yes=37,no=38,missing=37,gain=3.7609477,cover=1117
- 37:[PialArea5<0.89274627] yes=75,no=76,missing=75,gain=1.63767159,cover=940
- 75:leaf=-0.00288904738,cover=0
- 76:leaf=0.00197279709,cover=0
- 38:[PialArea5<0.705942631] yes=77,no=78,missing=77,gain=1.54344177,cover=177
- 77:leaf=0.00110058824,cover=0
- 78:leaf=-0.0116501218,cover=0
- 4:[Curv5<0.0100963581] yes=9,no=10,missing=9,gain=2.25966311,cover=3054423
- 9:[Area5<0.737164855] yes=19,no=20,missing=20,gain=4.49557686,cover=1166695
- 19:[Pol<63.605114] yes=39,no=40,missing=39,gain=4.27818727,cover=1027741
- 39:[Ecc<5.72519016] yes=79,no=80,missing=80,gain=20.5140991,cover=233502
- 79:leaf=0.00046181769,cover=0
- 80:leaf=-0.000545896532,cover=0
- 40:[Ecc<9.50052643] yes=81,no=82,missing=81,gain=12.9245415,cover=794239
- 81:leaf=-0.000115101844,cover=0
- 82:leaf=0.000325793488,cover=0
- 20:[Pol<57.0350037] yes=41,no=42,missing=42,gain=5.74111223,cover=138954
- 41:[Ecc<2.19188094] yes=83,no=84,missing=84,gain=4.63563681,cover=27681
- 83:leaf=-0.00226185704,cover=0
- 84:leaf=0.00046566347,cover=0
- 42:[PialCurv5<0.0666604191] yes=85,no=86,missing=85,gain=6.71201897,cover=111273
- 85:leaf=-0.000601738808,cover=0
- 86:leaf=0.00101337477,cover=0
- 10:[PialCurv5<0.0567538291] yes=21,no=22,missing=21,gain=3.70742702,cover=1887728
- 21:[Sulc0<0.528918922] yes=43,no=44,missing=44,gain=6.76950645,cover=250696
- 43:[Ecc<5.66086149] yes=87,no=88,missing=87,gain=4.00770855,cover=234423
- 87:leaf=-0.000167390433,cover=0
- 88:leaf=0.000270719029,cover=0
- 44:[Ecc<4.13769388] yes=89,no=90,missing=90,gain=5.13418579,cover=16273
- 89:leaf=-0.0188304838,cover=0
- 90:leaf=0.0012180073,cover=0
- 22:[Pol<19.2006226] yes=45,no=46,missing=45,gain=3.56516623,cover=1637032
- 45:[LGI5<3.60428405] yes=91,no=92,missing=91,gain=3.54193544,cover=10112
- 91:leaf=-0.00122172479,cover=0
- 92:leaf=0.00226938189,cover=0
- 46:[Sulc0<-0.842326522] yes=93,no=94,missing=94,gain=3.32043076,cover=1626920
- 93:leaf=-0.013023667,cover=0
- 94:leaf=-7.72184558e-06,cover=0
- 2:[Ecc<0.353712648] yes=5,no=6,missing=5,gain=1.27542198,cover=1532799
- 5:[LGI5<2.30690479] yes=11,no=12,missing=11,gain=2.790555,cover=18853
- 11:[LGI5<2.21018219] yes=23,no=24,missing=24,gain=3.21954966,cover=5735
- 23:[PialCurv5<-0.0789950639] yes=47,no=48,missing=47,gain=1.10157263,cover=1819
- 47:[Area5<0.710077047] yes=95,no=96,missing=96,gain=1.80526888,cover=1086
- 95:leaf=0.000112336864,cover=0
- 96:leaf=-0.00656387536,cover=0
- 48:[Area5<0.587948382] yes=97,no=98,missing=97,gain=1.83192527,cover=733
- 97:leaf=-0.00571382931,cover=0
- 98:leaf=0.00273954007,cover=0
- 24:[Sulc0<-0.655889988] yes=49,no=50,missing=50,gain=4.14114809,cover=3916
- 49:[Area5<0.619086087] yes=99,no=100,missing=99,gain=4.86490822,cover=3496
- 99:leaf=-0.00362710515,cover=0
- 100:leaf=0.000124066923,cover=0
- 50:[LGI5<2.22170687] yes=101,no=102,missing=101,gain=1.2764349,cover=420
- 101:leaf=-0.0164545663,cover=0
- 102:leaf=-0.00599204516,cover=0
- 12:[PialCurv5<-0.0957419723] yes=25,no=26,missing=25,gain=2.64038372,cover=13118
- 25:[LGI5<2.62853003] yes=51,no=52,missing=52,gain=2.13300085,cover=6502
- 51:[Pol<56.1920547] yes=103,no=104,missing=103,gain=1.782022,cover=6206
- 103:leaf=2.67705309e-05,cover=0
- 104:leaf=-0.00167448295,cover=0
- 52:[Curv5<-0.158538193] yes=105,no=106,missing=106,gain=0.712577701,cover=296
- 105:leaf=0.00262051541,cover=0
- 106:leaf=0.0108970758,cover=0
- 26:[LGI5<2.37589788] yes=53,no=54,missing=53,gain=1.48320127,cover=6616
- 53:[Sulc0<-0.714205623] yes=107,no=108,missing=108,gain=1.537871,cover=2169
- 107:leaf=0.000508053286,cover=0
- 108:leaf=-0.00240668678,cover=0
- 54:[Curv5<-0.136312515] yes=109,no=110,missing=109,gain=1.56110311,cover=4447
- 109:leaf=0.00239250972,cover=0
- 110:leaf=0.000478196656,cover=0
- 6:[LGI5<3.58443618] yes=13,no=14,missing=13,gain=1.01522636,cover=1513946
- 13:[Ecc<2.25101852] yes=27,no=28,missing=27,gain=1.04593444,cover=1464798
- 27:[Pol<11.2407846] yes=55,no=56,missing=55,gain=5.94864273,cover=234755
- 55:[PialCurv5<-0.0940372422] yes=111,no=112,missing=111,gain=8.52214909,cover=21854
- 111:leaf=-9.22671679e-05,cover=0
- 112:leaf=-0.00235449011,cover=0
- 56:[PialCurv5<-0.131946102] yes=113,no=114,missing=113,gain=2.57854009,cover=212901
- 113:leaf=-0.000214634114,cover=0
- 114:leaf=0.000268664182,cover=0
- 28:[LGI5<2.16230083] yes=57,no=58,missing=58,gain=3.21009612,cover=1230043
- 57:[Curv5<-0.156904668] yes=115,no=116,missing=115,gain=2.18742466,cover=3759
- 115:leaf=-0.000640431652,cover=0
- 116:leaf=-0.00323546608,cover=0
- 58:[LGI5<2.25075769] yes=117,no=118,missing=117,gain=2.99630761,cover=1226284
- 117:leaf=0.000684316678,cover=0
- 118:leaf=-5.6154945e-06,cover=0
- 14:[Curv5<-0.0390223041] yes=29,no=30,missing=29,gain=3.4277966,cover=49148
- 29:[Area5<0.7084831] yes=59,no=60,missing=59,gain=3.72858834,cover=44222
- 59:[PialCurv5<-0.0748331472] yes=119,no=120,missing=120,gain=2.48182702,cover=17896
- 119:leaf=0.000411784567,cover=0
- 120:leaf=0.00203072303,cover=0
- 60:[Sulc0<-0.966370046] yes=121,no=122,missing=121,gain=1.60846138,cover=26326
- 121:leaf=0.00076589745,cover=0
- 122:leaf=-0.000417047093,cover=0
- 30:[Pol<7.58674097] yes=61,no=62,missing=61,gain=3.26566267,cover=4926
- 61:[PialCurv5<-0.0426128618] yes=123,no=124,missing=123,gain=2.8533082,cover=107
- 123:leaf=0.0242037158,cover=0
- 124:leaf=0.00533147855,cover=0
- 62:[Sulc0<-0.101085678] yes=125,no=126,missing=126,gain=2.98025489,cover=4819
- 125:leaf=-0.000255787309,cover=0
- 126:leaf=0.0022957949,cover=0
-booster[775]:
-0:[PialArea5<0.292306483] yes=1,no=2,missing=1,gain=0.334776759,cover=5124388
- 1:[Curv5<0.174639657] yes=3,no=4,missing=3,gain=0.484699547,cover=80066
- 3:[LGI5<3.40779543] yes=7,no=8,missing=8,gain=0.731854022,cover=26413
- 7:[LGI5<3.31338549] yes=15,no=16,missing=15,gain=1.59402764,cover=23421
- 15:[PialCurv5<0.353309482] yes=31,no=32,missing=31,gain=0.751699388,cover=21590
- 31:[LGI5<2.93978119] yes=61,no=62,missing=61,gain=1.60903156,cover=17232
- 61:leaf=4.31160552e-05,cover=0
- 62:leaf=0.00102321059,cover=0
- 32:[Ecc<29.8764286] yes=63,no=64,missing=63,gain=1.69709456,cover=4358
- 63:leaf=0.000157188711,cover=0
- 64:leaf=-0.00249076053,cover=0
- 16:[PialCurv5<0.493508637] yes=33,no=34,missing=34,gain=1.64015639,cover=1831
- 33:[PialCurv5<0.343960524] yes=65,no=66,missing=66,gain=1.20993876,cover=1785
- 65:leaf=-0.00161907601,cover=0
- 66:leaf=0.00169986975,cover=0
- 34:[LGI5<3.35709596] yes=67,no=68,missing=67,gain=0.540508032,cover=46
- 67:leaf=-0.0118983341,cover=0
- 68:leaf=0.00804443099,cover=0
- 8:[Pol<130.198486] yes=17,no=18,missing=17,gain=1.58785701,cover=2992
- 17:[LGI5<3.4634192] yes=35,no=36,missing=35,gain=1.29982007,cover=2984
- 35:[Ecc<28.2834949] yes=69,no=70,missing=69,gain=2.71543074,cover=795
- 69:leaf=0.00450416235,cover=0
- 70:leaf=-0.00220913347,cover=0
- 36:[MidArea5<0.460721314] yes=71,no=72,missing=71,gain=1.01421094,cover=2189
- 71:leaf=0.00170722348,cover=0
- 72:leaf=-0.000471549312,cover=0
- 18:leaf=-0.0199601483,cover=0
- 4:[PialCurv5<0.285888344] yes=9,no=10,missing=9,gain=0.692135811,cover=53653
- 9:[Ecc<21.7409172] yes=19,no=20,missing=19,gain=0.685348034,cover=13691
- 19:[LGI5<2.61980247] yes=37,no=38,missing=37,gain=1.84889722,cover=10848
- 37:[Ecc<7.24576569] yes=73,no=74,missing=73,gain=1.17144489,cover=5602
- 73:leaf=0.000505998149,cover=0
- 74:leaf=-0.00134664052,cover=0
- 38:[Ecc<7.85193825] yes=75,no=76,missing=75,gain=1.90110016,cover=5246
- 75:leaf=-0.00272724964,cover=0
- 76:leaf=-0.000573751226,cover=0
- 20:[Pol<87.3220139] yes=39,no=40,missing=39,gain=3.02937102,cover=2843
- 39:[PialCurv5<0.0377402082] yes=77,no=78,missing=78,gain=1.35394764,cover=1457
- 77:leaf=0.00825315248,cover=0
- 78:leaf=-0.00143718754,cover=0
- 40:[LGI5<3.0310638] yes=79,no=80,missing=79,gain=3.06971192,cover=1386
- 79:leaf=-0.00131977792,cover=0
- 80:leaf=0.0037022233,cover=0
- 10:[Curv5<0.190557376] yes=21,no=22,missing=21,gain=0.679515719,cover=39962
- 21:[PialCurv5<0.45140323] yes=41,no=42,missing=41,gain=0.979106128,cover=6737
- 41:[Ecc<21.3640327] yes=81,no=82,missing=81,gain=1.164168,cover=5707
- 81:leaf=0.000327895599,cover=0
- 82:leaf=-0.00132695329,cover=0
- 42:[Pol<80.2322083] yes=83,no=84,missing=83,gain=0.622224927,cover=1030
- 83:leaf=0.00134810747,cover=0
- 84:leaf=-0.00224083546,cover=0
- 22:[Ecc<0.783076942] yes=43,no=44,missing=44,gain=0.667096198,cover=33225
- 43:[Ecc<0.513775289] yes=85,no=86,missing=85,gain=0.642356992,cover=333
- 85:leaf=0.0006269929,cover=0
- 86:leaf=0.00509894965,cover=0
- 44:[Ecc<1.31300318] yes=87,no=88,missing=87,gain=0.659727693,cover=32892
- 87:leaf=-0.00329767703,cover=0
- 88:leaf=0.0002048647,cover=0
- 2:[PialArea5<0.806151748] yes=5,no=6,missing=5,gain=0.422291368,cover=5044322
- 5:[Area5<0.770300686] yes=11,no=12,missing=11,gain=2.01619673,cover=2602436
- 11:[Ecc<0.406764686] yes=23,no=24,missing=23,gain=1.54316592,cover=2367969
- 23:[LGI5<2.3349762] yes=45,no=46,missing=46,gain=3.21129131,cover=37540
- 45:[PialArea5<0.584843099] yes=89,no=90,missing=89,gain=6.44354773,cover=15482
- 89:leaf=0.00110023143,cover=0
- 90:leaf=-0.00102634134,cover=0
- 46:[LGI5<2.40692019] yes=91,no=92,missing=91,gain=5.97964191,cover=22058
- 91:leaf=0.00174639432,cover=0
- 92:leaf=4.28632229e-05,cover=0
- 24:[LGI5<2.13090348] yes=47,no=48,missing=47,gain=1.97949934,cover=2330429
- 47:[Pol<151.353775] yes=93,no=94,missing=93,gain=3.78473854,cover=9483
- 93:leaf=0.0011440696,cover=0
- 94:leaf=-0.00149267458,cover=0
- 48:[LGI5<2.16230083] yes=95,no=96,missing=95,gain=2.33962464,cover=2320946
- 95:leaf=-0.000802297611,cover=0
- 96:leaf=-3.42453168e-05,cover=0
- 12:[Sulc0<0.254506379] yes=25,no=26,missing=25,gain=2.49967098,cover=234467
- 25:[Ecc<6.03867722] yes=49,no=50,missing=49,gain=3.9686482,cover=63693
- 49:[Pol<83.4982376] yes=97,no=98,missing=98,gain=6.51540279,cover=27837
- 97:leaf=0.00151864183,cover=0
- 98:leaf=-0.000427863299,cover=0
- 50:[LGI5<2.62853003] yes=99,no=100,missing=100,gain=3.51606178,cover=35856
- 99:leaf=0.00184958766,cover=0
- 100:leaf=0.000518486369,cover=0
- 26:[Curv5<0.0344051942] yes=51,no=52,missing=51,gain=3.73665714,cover=170774
- 51:[Pol<116.093399] yes=101,no=102,missing=101,gain=2.58200455,cover=7923
- 101:leaf=-0.00175678765,cover=0
- 102:leaf=9.40038881e-05,cover=0
- 52:[LGI5<3.45167398] yes=103,no=104,missing=103,gain=2.90626216,cover=162851
- 103:leaf=0.000164289828,cover=0
- 104:leaf=-0.00042990662,cover=0
- 6:[MidArea5<0.586498976] yes=13,no=14,missing=13,gain=1.77120042,cover=2441886
- 13:[Curv5<-0.245563462] yes=27,no=28,missing=28,gain=0.530503631,cover=345
- 27:[LGI5<2.76843596] yes=53,no=54,missing=53,gain=0.296031237,cover=254
- 53:[PialArea5<0.824056447] yes=105,no=106,missing=105,gain=0.195005417,cover=235
- 105:leaf=0.00207094545,cover=0
- 106:leaf=0.0054758233,cover=0
- 54:[PialArea5<0.808668435] yes=107,no=108,missing=107,gain=0.0904570296,cover=19
- 107:leaf=0.00493263407,cover=0
- 108:leaf=-0.00468039094,cover=0
- 28:[Pol<166.64444] yes=55,no=56,missing=56,gain=0.388203144,cover=91
- 55:[Curv5<-0.172863677] yes=109,no=110,missing=110,gain=0.339274287,cover=70
- 109:leaf=0.00346989976,cover=0
- 110:leaf=0.0135341613,cover=0
- 56:[PialArea5<0.824056447] yes=111,no=112,missing=111,gain=0.00736677647,cover=21
- 111:leaf=0.0130112292,cover=0
- 112:leaf=0.0032745183,cover=0
- 14:[Area5<0.877147377] yes=29,no=30,missing=29,gain=1.37185514,cover=2441541
- 29:[Sulc0<0.795422614] yes=57,no=58,missing=57,gain=2.00865221,cover=2380951
- 57:[Pol<118.712891] yes=113,no=114,missing=113,gain=1.59876752,cover=2380729
- 113:leaf=5.49085198e-05,cover=0
- 114:leaf=-2.75731873e-05,cover=0
- 58:[Pol<58.6768646] yes=115,no=116,missing=115,gain=2.13479424,cover=222
- 115:leaf=0.014364833,cover=0
- 116:leaf=0.00225605094,cover=0
- 30:[Ecc<14.0810061] yes=59,no=60,missing=60,gain=2.24541998,cover=60590
- 59:[Curv5<-0.206445083] yes=117,no=118,missing=117,gain=3.54043889,cover=41554
- 117:leaf=0.000635433418,cover=0
- 118:leaf=-0.000628394715,cover=0
- 60:[Ecc<25.1292973] yes=119,no=120,missing=119,gain=2.35784483,cover=19036
- 119:leaf=0.000815160281,cover=0
- 120:leaf=-0.000299372448,cover=0
-booster[776]:
-0:[PialArea5<0.485325813] yes=1,no=2,missing=1,gain=0.325533748,cover=5124388
- 1:[Area5<0.596935391] yes=3,no=4,missing=4,gain=1.64377892,cover=826518
- 3:[LGI5<2.91278505] yes=7,no=8,missing=8,gain=1.44411337,cover=88779
- 7:[LGI5<2.77946544] yes=15,no=16,missing=15,gain=2.44500446,cover=65706
- 15:[PialCurv5<0.280504435] yes=31,no=32,missing=31,gain=1.65055859,cover=59566
- 31:[Area5<0.513795495] yes=63,no=64,missing=63,gain=2.26223993,cover=39155
- 63:leaf=0.000500165799,cover=0
- 64:leaf=-0.000549078512,cover=0
- 32:[LGI5<2.75211287] yes=65,no=66,missing=65,gain=1.78454828,cover=20411
- 65:leaf=9.42846236e-05,cover=0
- 66:leaf=0.00311571546,cover=0
- 16:[Ecc<13.1181517] yes=33,no=34,missing=33,gain=2.07923746,cover=6140
- 33:[Ecc<5.85121489] yes=67,no=68,missing=67,gain=1.48709869,cover=3942
- 67:leaf=0.000351655501,cover=0
- 68:leaf=-0.00234384881,cover=0
- 34:[Sulc0<-0.0562447868] yes=69,no=70,missing=69,gain=1.25311315,cover=2198
- 69:leaf=-0.00487359054,cover=0
- 70:leaf=0.000281217042,cover=0
- 8:[Ecc<6.47151232] yes=17,no=18,missing=17,gain=3.27090573,cover=23073
- 17:[Pol<69.6327286] yes=35,no=36,missing=36,gain=2.67958784,cover=338
- 35:[Pol<25.2957573] yes=71,no=72,missing=71,gain=0.652274191,cover=118
- 71:leaf=0.0166590419,cover=0
- 72:leaf=-0.00179463963,cover=0
- 36:[Curv5<0.177453667] yes=73,no=74,missing=73,gain=6.38882065,cover=220
- 73:leaf=0.0159478858,cover=0
- 74:leaf=-0.00113671832,cover=0
- 18:[LGI5<3.01384926] yes=37,no=38,missing=37,gain=1.68058312,cover=22735
- 37:[PialCurv5<0.493508637] yes=75,no=76,missing=76,gain=2.48949862,cover=4253
- 75:leaf=0.000687962747,cover=0
- 76:leaf=0.00585063267,cover=0
- 38:[Curv5<0.0655679703] yes=77,no=78,missing=77,gain=2.014467,cover=18482
- 77:leaf=0.000595689577,cover=0
- 78:leaf=-0.000497527304,cover=0
- 4:[Curv5<0.0452247933] yes=9,no=10,missing=10,gain=2.37489223,cover=737739
- 9:[Area5<0.716575325] yes=19,no=20,missing=19,gain=4.76612377,cover=15973
- 19:[Pol<89.1530609] yes=39,no=40,missing=39,gain=2.93232107,cover=14758
- 39:[Curv5<-0.0598238073] yes=79,no=80,missing=79,gain=7.45443106,cover=5802
- 79:leaf=-0.00493712816,cover=0
- 80:leaf=0.00115627679,cover=0
- 40:[Sulc0<-0.720188618] yes=81,no=82,missing=81,gain=4.46523666,cover=8956
- 81:leaf=0.00871146377,cover=0
- 82:leaf=-0.000999109005,cover=0
- 20:[Pol<149.795395] yes=41,no=42,missing=41,gain=2.92412424,cover=1215
- 41:[MidArea5<0.548060238] yes=83,no=84,missing=83,gain=1.7454977,cover=1063
- 83:leaf=0.00485715317,cover=0
- 84:leaf=-0.00492245704,cover=0
- 42:[LGI5<2.37224698] yes=85,no=86,missing=85,gain=3.43715763,cover=152
- 85:leaf=-0.013687971,cover=0
- 86:leaf=0.00626241881,cover=0
- 10:[Sulc0<-0.298712492] yes=21,no=22,missing=21,gain=2.83627367,cover=721766
- 21:[Area5<0.733255386] yes=43,no=44,missing=43,gain=2.4267354,cover=10167
- 43:[Ecc<1.15906882] yes=87,no=88,missing=88,gain=2.28544235,cover=9690
- 87:leaf=0.000399226381,cover=0
- 88:leaf=0.00194996316,cover=0
- 44:[LGI5<2.31684756] yes=89,no=90,missing=89,gain=2.69453192,cover=477
- 89:leaf=-0.0076819323,cover=0
- 90:leaf=0.000180538103,cover=0
- 22:[Pol<84.7687759] yes=45,no=46,missing=45,gain=1.6599257,cover=711599
- 45:[Ecc<8.87956142] yes=91,no=92,missing=91,gain=4.43098879,cover=117805
- 91:leaf=0.000896323938,cover=0
- 92:leaf=8.58347848e-05,cover=0
- 46:[Pol<110.287491] yes=93,no=94,missing=93,gain=2.41527843,cover=593794
- 93:leaf=-3.98444499e-05,cover=0
- 94:leaf=0.000188688427,cover=0
- 2:[Curv5<0.099404186] yes=5,no=6,missing=5,gain=1.31567585,cover=4297870
- 5:[MidArea5<0.612316132] yes=11,no=12,missing=11,gain=0.885997176,cover=3963069
- 11:[LGI5<2.63290954] yes=23,no=24,missing=24,gain=2.90112448,cover=328946
- 23:[Sulc0<0.126604497] yes=47,no=48,missing=47,gain=4.32734537,cover=184951
- 47:[Ecc<7.54628181] yes=95,no=96,missing=95,gain=2.93822074,cover=169509
- 95:leaf=2.72452944e-05,cover=0
- 96:leaf=-0.000974857074,cover=0
- 48:[Pol<117.668175] yes=97,no=98,missing=97,gain=5.34783888,cover=15442
- 97:leaf=0.00125793868,cover=0
- 98:leaf=-0.00129864865,cover=0
- 24:[LGI5<3.07984829] yes=49,no=50,missing=49,gain=4.97665977,cover=143995
- 49:[Curv5<-0.204921171] yes=99,no=100,missing=100,gain=6.50399208,cover=84583
- 99:leaf=0.000261982641,cover=0
- 100:leaf=-0.000746097183,cover=0
- 50:[Pol<63.605114] yes=101,no=102,missing=101,gain=3.25703382,cover=59412
- 101:leaf=-0.000562350091,cover=0
- 102:leaf=0.000311315613,cover=0
- 12:[PialArea5<0.605248392] yes=25,no=26,missing=25,gain=4.38809156,cover=3634123
- 25:[Pol<113.394409] yes=51,no=52,missing=51,gain=8.06599808,cover=142610
- 51:[Ecc<0.999059319] yes=103,no=104,missing=103,gain=5.19244432,cover=95208
- 103:leaf=0.00345210847,cover=0
- 104:leaf=-2.35298558e-05,cover=0
- 52:[Area5<0.718244016] yes=105,no=106,missing=106,gain=4.94084358,cover=47402
- 105:leaf=0.000418458978,cover=0
- 106:leaf=0.00147255498,cover=0
- 26:[Sulc0<0.830503881] yes=53,no=54,missing=53,gain=2.53639746,cover=3491513
- 53:[Curv5<0.049365297] yes=107,no=108,missing=107,gain=2.74163318,cover=3486352
- 107:leaf=9.40182963e-06,cover=0
- 108:leaf=-0.00016016372,cover=0
- 54:[Ecc<23.1745358] yes=109,no=110,missing=110,gain=5.97214603,cover=5161
- 109:leaf=-0.00340703689,cover=0
- 110:leaf=0.00174666476,cover=0
- 6:[Area5<0.559839368] yes=13,no=14,missing=14,gain=2.98468447,cover=334801
- 13:[Pol<63.605114] yes=27,no=28,missing=27,gain=1.85582829,cover=1443
- 27:[Sulc0<0.0689564943] yes=55,no=56,missing=55,gain=0.747905254,cover=173
- 55:[Pol<24.282547] yes=111,no=112,missing=111,gain=0.539647758,cover=163
- 111:leaf=-0.00883339439,cover=0
- 112:leaf=-0.00194646313,cover=0
- 56:leaf=0.00998131,cover=0
- 28:[MidArea5<0.554996908] yes=57,no=58,missing=58,gain=2.44682884,cover=1270
- 57:[Curv5<0.162240714] yes=113,no=114,missing=113,gain=2.05737329,cover=1069
- 113:leaf=0.000805394084,cover=0
- 114:leaf=0.00637768069,cover=0
- 58:[PialArea5<0.715215623] yes=115,no=116,missing=115,gain=0.863987923,cover=201
- 115:leaf=0.00855135545,cover=0
- 116:leaf=-0.00752066961,cover=0
- 14:[LGI5<3.78836131] yes=29,no=30,missing=29,gain=2.02402592,cover=333358
- 29:[Ecc<18.8860435] yes=59,no=60,missing=60,gain=2.17391586,cover=329590
- 59:[Pol<76.1517639] yes=117,no=118,missing=117,gain=2.26326394,cover=264915
- 117:leaf=0.000436049973,cover=0
- 118:leaf=-0.000103289975,cover=0
- 60:[Sulc0<0.15957281] yes=119,no=120,missing=120,gain=6.14336777,cover=64675
- 119:leaf=0.00179900287,cover=0
- 120:leaf=-0.000492386229,cover=0
- 30:[Sulc0<0.636906147] yes=61,no=62,missing=61,gain=1.4530071,cover=3768
- 61:[Pol<148.336472] yes=121,no=122,missing=122,gain=1.47283018,cover=2030
- 121:leaf=-0.000316876889,cover=0
- 122:leaf=0.00416238094,cover=0
- 62:[PialCurv5<0.275165707] yes=123,no=124,missing=124,gain=1.17968535,cover=1738
- 123:leaf=0.00152929267,cover=0
- 124:leaf=0.00506985188,cover=0
-booster[777]:
-0:[PialArea5<0.355263293] yes=1,no=2,missing=1,gain=0.316148341,cover=5124388
- 1:[Ecc<1.62447274] yes=3,no=4,missing=4,gain=0.784826636,cover=262995
- 3:[LGI5<2.13090348] yes=7,no=8,missing=8,gain=1.48107946,cover=7772
- 7:[MidArea5<0.421422303] yes=15,no=16,missing=15,gain=0.436216712,cover=200
- 15:[Curv5<0.149355054] yes=31,no=32,missing=32,gain=0.133567065,cover=53
- 31:[Pol<174.523148] yes=63,no=64,missing=63,gain=0.0251910836,cover=9
- 63:leaf=-0.00683240592,cover=0
- 64:leaf=0.000809669495,cover=0
- 32:[Sulc0<-0.258417875] yes=65,no=66,missing=66,gain=0.0398431234,cover=44
- 65:leaf=-0.000226004006,cover=0
- 66:leaf=0.00387411914,cover=0
- 16:[MidArea5<0.512587845] yes=33,no=34,missing=33,gain=0.512947559,cover=147
- 33:[Curv5<0.081820026] yes=67,no=68,missing=67,gain=0.422220707,cover=143
- 67:leaf=-0.0134217395,cover=0
- 68:leaf=-0.005439247,cover=0
- 34:[Ecc<1.05247808] yes=69,no=70,missing=69,gain=0.0924327672,cover=4
- 69:leaf=0.0133898053,cover=0
- 70:leaf=-0.00194025633,cover=0
- 8:[MidArea5<0.498434067] yes=17,no=18,missing=17,gain=1.64818716,cover=7572
- 17:[LGI5<2.71502113] yes=35,no=36,missing=35,gain=1.22408926,cover=6898
- 35:[LGI5<2.63733578] yes=71,no=72,missing=71,gain=1.60243821,cover=6820
- 71:leaf=-0.000157003858,cover=0
- 72:leaf=0.00447649648,cover=0
- 36:[Ecc<1.3629595] yes=73,no=74,missing=73,gain=0.550637126,cover=78
- 73:leaf=-0.00855556037,cover=0
- 74:leaf=0.00132943271,cover=0
- 18:[Pol<146.864227] yes=37,no=38,missing=37,gain=1.93766093,cover=674
- 37:[PialCurv5<0.0959877223] yes=75,no=76,missing=75,gain=2.23968649,cover=366
- 75:leaf=0.00663119787,cover=0
- 76:leaf=-0.00244378531,cover=0
- 38:[PialCurv5<0.285888344] yes=77,no=78,missing=77,gain=1.29299808,cover=308
- 77:leaf=-0.00714121247,cover=0
- 78:leaf=0.00117886381,cover=0
- 4:[Sulc0<0.0214736983] yes=9,no=10,missing=9,gain=1.25737357,cover=255223
- 9:[PialCurv5<0.116372027] yes=19,no=20,missing=20,gain=1.73331583,cover=3760
- 19:[Curv5<0.081820026] yes=39,no=40,missing=39,gain=1.2203083,cover=1170
- 39:[LGI5<2.58096433] yes=79,no=80,missing=80,gain=1.3665446,cover=508
- 79:leaf=0.00441527879,cover=0
- 80:leaf=-0.0008778263,cover=0
- 40:[MidArea5<0.421422303] yes=81,no=82,missing=81,gain=2.11767149,cover=662
- 81:leaf=-0.0112492079,cover=0
- 82:leaf=-0.00116548303,cover=0
- 20:[Ecc<12.9325523] yes=41,no=42,missing=41,gain=1.1582799,cover=2590
- 41:[LGI5<2.76298451] yes=83,no=84,missing=84,gain=1.56392717,cover=2496
- 83:leaf=0.00117291277,cover=0
- 84:leaf=0.00405053748,cover=0
- 42:[MidArea5<0.498434067] yes=85,no=86,missing=86,gain=0.334680557,cover=94
- 85:leaf=-0.00235506706,cover=0
- 86:leaf=-0.0103414552,cover=0
- 10:[Curv5<0.139330834] yes=21,no=22,missing=21,gain=0.929845095,cover=251463
- 21:[LGI5<2.42399812] yes=43,no=44,missing=44,gain=1.85663891,cover=42100
- 43:[Sulc0<0.454035848] yes=87,no=88,missing=87,gain=3.61055112,cover=1472
- 87:leaf=0.00134002988,cover=0
- 88:leaf=-0.00365055888,cover=0
- 44:[Ecc<8.23836613] yes=89,no=90,missing=89,gain=1.42826927,cover=40628
- 89:leaf=0.00112343475,cover=0
- 90:leaf=0.000221394817,cover=0
- 22:[PialCurv5<0.24610664] yes=45,no=46,missing=45,gain=1.21502888,cover=209363
- 45:[Ecc<7.03401423] yes=91,no=92,missing=91,gain=1.68953013,cover=46412
- 91:leaf=0.000223472351,cover=0
- 92:leaf=-0.000421975099,cover=0
- 46:[Sulc0<0.717745602] yes=93,no=94,missing=93,gain=1.11406887,cover=162951
- 93:leaf=0.000243673174,cover=0
- 94:leaf=-2.59106018e-05,cover=0
- 2:[Curv5<0.20983994] yes=5,no=6,missing=5,gain=0.550568163,cover=4861393
- 5:[PialCurv5<0.45140323] yes=11,no=12,missing=12,gain=0.903094053,cover=4810650
- 11:[PialCurv5<0.343960524] yes=23,no=24,missing=24,gain=0.525330663,cover=4804602
- 23:[Curv5<0.174639657] yes=47,no=48,missing=47,gain=1.32057774,cover=4729506
- 47:[Sulc0<1.25822949] yes=95,no=96,missing=95,gain=1.43508554,cover=4655894
- 95:leaf=-4.11771362e-06,cover=0
- 96:leaf=0.000807191827,cover=0
- 48:[Area5<0.712503135] yes=97,no=98,missing=97,gain=2.6121788,cover=73612
- 97:leaf=0.000388855842,cover=0
- 98:leaf=-0.000286485883,cover=0
- 24:[PialArea5<0.507580996] yes=49,no=50,missing=49,gain=1.82603729,cover=75096
- 49:[Sulc0<0.134837523] yes=99,no=100,missing=100,gain=2.42839909,cover=65566
- 99:leaf=0.00104793441,cover=0
- 100:leaf=-0.000299748295,cover=0
- 50:[Curv5<0.157731384] yes=101,no=102,missing=101,gain=3.17583036,cover=9530
- 101:leaf=0.00157440791,cover=0
- 102:leaf=-0.000271648663,cover=0
- 12:[Sulc0<-0.426983118] yes=25,no=26,missing=26,gain=0.918995261,cover=6048
- 25:[Pol<100.090813] yes=51,no=52,missing=51,gain=0.182507515,cover=35
- 51:[Curv5<0.186949074] yes=103,no=104,missing=103,gain=0.0918933153,cover=29
- 103:leaf=-0.010040774,cover=0
- 104:leaf=-0.00148138055,cover=0
- 52:[PialArea5<0.418112278] yes=105,no=106,missing=105,gain=0.076643303,cover=6
- 105:leaf=0.00893717725,cover=0
- 106:leaf=-0.00237196987,cover=0
- 26:[Area5<0.72690624] yes=53,no=54,missing=53,gain=0.978583813,cover=6013
- 53:[Sulc0<-0.101085678] yes=107,no=108,missing=107,gain=1.4359684,cover=4333
- 107:leaf=0.00445932429,cover=0
- 108:leaf=0.000810588885,cover=0
- 54:[Sulc0<-0.0326132737] yes=109,no=110,missing=109,gain=1.08729482,cover=1680
- 109:leaf=-0.00665760925,cover=0
- 110:leaf=-0.000110120061,cover=0
- 6:[Sulc0<0.433680743] yes=13,no=14,missing=13,gain=0.985471964,cover=50743
- 13:[Ecc<15.5679035] yes=27,no=28,missing=27,gain=1.09747279,cover=32415
- 27:[PialArea5<0.580179036] yes=55,no=56,missing=55,gain=0.96503377,cover=31987
- 55:[Ecc<5.66086149] yes=111,no=112,missing=112,gain=0.881772757,cover=31258
- 111:leaf=-0.000271317171,cover=0
- 112:leaf=-0.000923886371,cover=0
- 56:[Area5<0.660333693] yes=113,no=114,missing=113,gain=0.803711176,cover=729
- 113:leaf=0.00432060286,cover=0
- 114:leaf=0.000477526657,cover=0
- 28:[MidArea5<0.552703321] yes=57,no=58,missing=58,gain=1.22312713,cover=428
- 57:[Ecc<22.8050022] yes=115,no=116,missing=115,gain=0.478241414,cover=312
- 115:leaf=0.00213902467,cover=0
- 116:leaf=-0.00184248376,cover=0
- 58:[PialCurv5<0.0567538291] yes=117,no=118,missing=117,gain=0.688406467,cover=116
- 117:leaf=0.0271219611,cover=0
- 118:leaf=0.00576021615,cover=0
- 14:[Area5<0.651789546] yes=29,no=30,missing=29,gain=1.34797382,cover=18328
- 29:[PialArea5<0.507580996] yes=59,no=60,missing=60,gain=0.944020748,cover=6306
- 59:[PialCurv5<0.280504435] yes=119,no=120,missing=119,gain=0.835541844,cover=6261
- 119:leaf=-0.000126457497,cover=0
- 120:leaf=0.00108680024,cover=0
- 60:[Pol<110.287491] yes=121,no=122,missing=122,gain=0.517006397,cover=45
- 121:leaf=0.00196912838,cover=0
- 122:leaf=0.0127214584,cover=0
- 30:[Pol<105.462654] yes=61,no=62,missing=61,gain=1.57814693,cover=12022
- 61:[PialCurv5<0.426807076] yes=123,no=124,missing=123,gain=1.08839273,cover=8113
- 123:leaf=0.000588851224,cover=0
- 124:leaf=-0.000679653545,cover=0
- 62:[LGI5<2.92358446] yes=125,no=126,missing=125,gain=2.25454473,cover=3909
- 125:leaf=-0.000412320776,cover=0
- 126:leaf=-0.0034242426,cover=0
-booster[778]:
-0:[PialArea5<0.301675379] yes=1,no=2,missing=2,gain=0.305525899,cover=5124388
- 1:[Curv5<0.0915888697] yes=3,no=4,missing=3,gain=0.513599694,cover=100082
- 3:[Pol<86.7064972] yes=7,no=8,missing=7,gain=1.08971834,cover=1488
- 7:[Ecc<27.327179] yes=15,no=16,missing=15,gain=0.55895865,cover=370
- 15:[Ecc<16.2597466] yes=31,no=32,missing=32,gain=0.936859369,cover=289
- 31:[Pol<81.5476837] yes=63,no=64,missing=64,gain=0.310584813,cover=89
- 63:leaf=0.00288672047,cover=0
- 64:leaf=-0.00295857666,cover=0
- 32:[LGI5<2.75211287] yes=65,no=66,missing=65,gain=0.796337843,cover=200
- 65:leaf=-0.0192726701,cover=0
- 66:leaf=-0.00530953519,cover=0
- 16:[Sulc0<1.02827847] yes=33,no=34,missing=33,gain=0.346158057,cover=81
- 33:[Ecc<30.4150848] yes=67,no=68,missing=67,gain=0.256918043,cover=54
- 67:leaf=0.0021264425,cover=0
- 68:leaf=-0.00473453384,cover=0
- 34:[Pol<36.2100182] yes=69,no=70,missing=70,gain=0.304086834,cover=27
- 69:leaf=-0.0104795424,cover=0
- 70:leaf=0.00659770006,cover=0
- 8:[Ecc<10.8716469] yes=17,no=18,missing=17,gain=0.950832486,cover=1118
- 17:[Ecc<7.7481575] yes=35,no=36,missing=35,gain=1.53485298,cover=424
- 35:[Area5<0.643796742] yes=71,no=72,missing=72,gain=0.69440937,cover=236
- 71:leaf=-7.65011355e-05,cover=0
- 72:leaf=0.0094470745,cover=0
- 36:[Curv5<0.00780903921] yes=73,no=74,missing=73,gain=1.75607681,cover=188
- 73:leaf=0.0024034956,cover=0
- 74:leaf=-0.00828749407,cover=0
- 18:[PialCurv5<0.24610664] yes=37,no=38,missing=37,gain=1.20998001,cover=694
- 37:[Area5<0.657483757] yes=75,no=76,missing=75,gain=1.16138661,cover=535
- 75:leaf=0.00129682093,cover=0
- 76:leaf=-0.00405010488,cover=0
- 38:[Area5<0.595263004] yes=77,no=78,missing=78,gain=1.76621044,cover=159
- 77:leaf=-0.00203649513,cover=0
- 78:leaf=0.00886152219,cover=0
- 4:[Curv5<0.174639657] yes=9,no=10,missing=9,gain=0.667685986,cover=98594
- 9:[Pol<131.443253] yes=19,no=20,missing=19,gain=0.942838311,cover=33703
- 19:[Pol<114.966316] yes=39,no=40,missing=39,gain=2.34421396,cover=32672
- 39:[LGI5<3.41813922] yes=79,no=80,missing=79,gain=1.06029928,cover=31378
- 79:leaf=0.000138064192,cover=0
- 80:leaf=0.00105542038,cover=0
- 40:[Ecc<38.0136108] yes=81,no=82,missing=81,gain=1.31898808,cover=1294
- 81:leaf=0.00283114589,cover=0
- 82:leaf=-0.00365347578,cover=0
- 20:[LGI5<3.39750218] yes=41,no=42,missing=42,gain=1.26705575,cover=1031
- 41:[LGI5<2.35279679] yes=83,no=84,missing=83,gain=1.04856873,cover=1022
- 83:leaf=0.000868184026,cover=0
- 84:leaf=-0.00237968727,cover=0
- 42:leaf=-0.0189214498,cover=0
- 10:[PialCurv5<0.285888344] yes=21,no=22,missing=22,gain=0.654963195,cover=64891
- 21:[Area5<0.571740985] yes=43,no=44,missing=43,gain=0.816857278,cover=16760
- 43:[PialCurv5<0.113078766] yes=85,no=86,missing=85,gain=1.09662056,cover=2166
- 85:leaf=-0.00506135076,cover=0
- 86:leaf=-0.000842889131,cover=0
- 44:[LGI5<2.61980247] yes=87,no=88,missing=87,gain=0.965727985,cover=14594
- 87:leaf=0.000373991934,cover=0
- 88:leaf=-0.000457512273,cover=0
- 22:[PialCurv5<0.45140323] yes=45,no=46,missing=45,gain=0.715278089,cover=48131
- 45:[Curv5<0.266060919] yes=89,no=90,missing=90,gain=0.733178914,cover=32440
- 89:leaf=0.000322706968,cover=0
- 90:leaf=-0.000405625964,cover=0
- 46:[Curv5<0.20983994] yes=91,no=92,missing=91,gain=1.98224092,cover=15691
- 91:leaf=-0.00119548582,cover=0
- 92:leaf=0.000133235226,cover=0
- 2:[PialCurv5<0.493508637] yes=5,no=6,missing=5,gain=0.451417089,cover=5024306
- 5:[Curv5<0.137416571] yes=11,no=12,missing=12,gain=0.565640688,cover=5014231
- 11:[Sulc0<0.995960534] yes=23,no=24,missing=23,gain=1.71697378,cover=4468334
- 23:[Ecc<33.9075584] yes=47,no=48,missing=47,gain=1.49385166,cover=4434366
- 47:[Sulc0<0.68960917] yes=93,no=94,missing=93,gain=3.59656549,cover=4123826
- 93:leaf=9.95892947e-07,cover=0
- 94:leaf=0.000290717639,cover=0
- 48:[PialCurv5<-0.0209923834] yes=95,no=96,missing=96,gain=10.0936069,cover=310540
- 95:leaf=0.000182864911,cover=0
- 96:leaf=-0.000387278124,cover=0
- 24:[Ecc<21.7409172] yes=49,no=50,missing=49,gain=5.16304255,cover=33968
- 49:[PialCurv5<0.116372027] yes=97,no=98,missing=98,gain=4.13391495,cover=6367
- 97:leaf=-0.00682225404,cover=0
- 98:leaf=-0.0006504099,cover=0
- 50:[Area5<0.613672853] yes=99,no=100,missing=99,gain=4.22518396,cover=27601
- 99:leaf=-0.00272570085,cover=0
- 100:leaf=0.000766888435,cover=0
- 12:[PialCurv5<0.0851107761] yes=25,no=26,missing=26,gain=1.94343412,cover=545897
- 25:[Sulc0<-0.413983464] yes=51,no=52,missing=51,gain=2.31327724,cover=10850
- 51:[Ecc<0.353712648] yes=101,no=102,missing=101,gain=2.61017513,cover=445
- 101:leaf=0.017055722,cover=0
- 102:leaf=0.00299672596,cover=0
- 52:[Ecc<41.2560654] yes=103,no=104,missing=104,gain=1.75327086,cover=10405
- 103:leaf=0.000376405049,cover=0
- 104:leaf=0.00545241032,cover=0
- 26:[LGI5<2.34364653] yes=53,no=54,missing=53,gain=1.84027076,cover=535047
- 53:[Sulc0<-0.487093836] yes=105,no=106,missing=105,gain=3.31277156,cover=50943
- 105:leaf=-0.00449703122,cover=0
- 106:leaf=-0.000310517644,cover=0
- 54:[Sulc0<-0.181880832] yes=107,no=108,missing=107,gain=3.4216466,cover=484104
- 107:leaf=0.000798237801,cover=0
- 108:leaf=-5.50295408e-05,cover=0
- 6:[LGI5<3.62495422] yes=13,no=14,missing=13,gain=0.913106799,cover=10075
- 13:[LGI5<2.78495932] yes=27,no=28,missing=27,gain=1.44234395,cover=9718
- 27:[Curv5<0.0736173838] yes=55,no=56,missing=55,gain=1.27527678,cover=6206
- 55:[Area5<0.598585367] yes=109,no=110,missing=109,gain=0.106859803,cover=42
- 109:leaf=-0.0114630563,cover=0
- 110:leaf=-0.00588294119,cover=0
- 56:[Area5<0.494833142] yes=111,no=112,missing=112,gain=2.09701896,cover=6164
- 111:leaf=0.0115829352,cover=0
- 112:leaf=-4.80565614e-05,cover=0
- 28:[Area5<0.4695113] yes=57,no=58,missing=58,gain=1.06485987,cover=3512
- 57:[LGI5<3.30554914] yes=113,no=114,missing=113,gain=0.261534989,cover=34
- 113:leaf=-0.00857712049,cover=0
- 114:leaf=0.00746550784,cover=0
- 58:[Sulc0<1.11117697] yes=115,no=116,missing=116,gain=1.10584593,cover=3478
- 115:leaf=0.00182736968,cover=0
- 116:leaf=-0.000246988202,cover=0
- 14:[LGI5<3.74316525] yes=29,no=30,missing=29,gain=0.764373302,cover=357
- 29:[Sulc0<0.649594426] yes=59,no=60,missing=60,gain=0.91058898,cover=165
- 59:leaf=0.00936458632,cover=0
- 60:[Sulc0<0.830503881] yes=117,no=118,missing=117,gain=0.149632454,cover=155
- 117:leaf=3.01341206e-05,cover=0
- 118:leaf=-0.00601587212,cover=0
- 30:[Sulc0<0.915739596] yes=61,no=62,missing=61,gain=0.931460202,cover=192
- 61:[Pol<41.8258972] yes=119,no=120,missing=120,gain=0.205223322,cover=93
- 119:leaf=-0.00110713777,cover=0
- 120:leaf=-0.00581418537,cover=0
- 62:[Pol<94.4799194] yes=121,no=122,missing=121,gain=0.880579591,cover=99
- 121:leaf=0.00137188833,cover=0
- 122:leaf=0.0145338271,cover=0
-booster[779]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.312396318,cover=5124388
- 1:[Area5<0.617766261] yes=3,no=4,missing=4,gain=0.675495088,cover=20016
- 3:[PialArea5<0.463276565] yes=7,no=8,missing=7,gain=0.47622174,cover=19069
- 7:[Ecc<12.3665791] yes=15,no=16,missing=15,gain=0.488411933,cover=18747
- 15:[PialCurv5<0.297166049] yes=31,no=32,missing=31,gain=0.757077456,cover=12604
- 31:[Sulc0<0.68960917] yes=63,no=64,missing=64,gain=2.06736159,cover=5065
- 63:leaf=5.57823341e-06,cover=0
- 64:leaf=-0.00238327845,cover=0
- 32:[LGI5<3.16380119] yes=65,no=66,missing=66,gain=1.45088816,cover=7539
- 65:leaf=0.000325293076,cover=0
- 66:leaf=-0.00533421244,cover=0
- 16:[LGI5<2.97342348] yes=33,no=34,missing=33,gain=1.49606013,cover=6143
- 33:[Sulc0<0.495946974] yes=67,no=68,missing=67,gain=1.64513826,cover=1583
- 67:leaf=-0.00104752509,cover=0
- 68:leaf=0.00270367949,cover=0
- 34:[LGI5<3.35709596] yes=69,no=70,missing=69,gain=1.10695267,cover=4560
- 69:leaf=-0.000561139488,cover=0
- 70:leaf=0.00107627746,cover=0
- 8:[PialCurv5<-0.103163145] yes=17,no=18,missing=17,gain=0.762926459,cover=322
- 17:[PialCurv5<-0.190801308] yes=35,no=36,missing=36,gain=0.516611457,cover=261
- 35:[PialArea5<0.520672619] yes=71,no=72,missing=71,gain=0.116324149,cover=86
- 71:leaf=-0.0010153515,cover=0
- 72:leaf=0.00318285567,cover=0
- 36:[Ecc<4.73840666] yes=73,no=74,missing=74,gain=0.465372443,cover=175
- 73:leaf=0.00171757513,cover=0
- 74:leaf=0.00695595099,cover=0
- 18:[Sulc0<-0.108384088] yes=37,no=38,missing=37,gain=0.407024503,cover=61
- 37:[Ecc<17.2700901] yes=75,no=76,missing=75,gain=0.27262795,cover=50
- 75:leaf=-0.00224856799,cover=0
- 76:leaf=0.00909081101,cover=0
- 38:[Pol<65.8802414] yes=77,no=78,missing=77,gain=0.356214881,cover=11
- 77:leaf=-0.0198791381,cover=0
- 78:leaf=-0.00222361344,cover=0
- 4:[Curv5<0.266060919] yes=9,no=10,missing=9,gain=0.304221988,cover=947
- 9:[Pol<93.9093552] yes=19,no=20,missing=19,gain=0.551850796,cover=764
- 19:[PialCurv5<0.493508637] yes=39,no=40,missing=40,gain=0.668145895,cover=288
- 39:[Ecc<44.7855835] yes=79,no=80,missing=79,gain=0.365745187,cover=242
- 79:leaf=0.00365164177,cover=0
- 80:leaf=-0.000940087717,cover=0
- 40:[Area5<0.653711498] yes=81,no=82,missing=81,gain=1.29022121,cover=46
- 81:leaf=0.0123677505,cover=0
- 82:leaf=-0.0111505548,cover=0
- 20:[Sulc0<0.68960917] yes=41,no=42,missing=41,gain=0.624917328,cover=476
- 41:[LGI5<2.58938479] yes=83,no=84,missing=83,gain=0.554904997,cover=81
- 83:leaf=0.00128257938,cover=0
- 84:leaf=0.00963068753,cover=0
- 42:[PialCurv5<0.303062648] yes=85,no=86,missing=86,gain=0.512590468,cover=395
- 85:leaf=-0.00245252973,cover=0
- 86:leaf=0.00134692248,cover=0
- 10:[Pol<95.050293] yes=21,no=22,missing=21,gain=0.484193742,cover=183
- 21:[Ecc<25.981123] yes=43,no=44,missing=43,gain=0.164121449,cover=107
- 43:[Area5<0.635019779] yes=87,no=88,missing=88,gain=0.279501766,cover=21
- 87:leaf=-0.00267089438,cover=0
- 88:leaf=0.00891782995,cover=0
- 44:[LGI5<2.96780801] yes=89,no=90,missing=89,gain=0.0684303343,cover=86
- 89:leaf=-0.00576268416,cover=0
- 90:leaf=-0.00252622995,cover=0
- 22:[Ecc<3.67199802] yes=45,no=46,missing=45,gain=0.21094133,cover=76
- 45:[LGI5<2.42065382] yes=91,no=92,missing=91,gain=0.0457423106,cover=29
- 91:leaf=-0.00215276494,cover=0
- 92:leaf=0.00179730204,cover=0
- 46:[LGI5<2.43692279] yes=93,no=94,missing=93,gain=0.186374784,cover=47
- 93:leaf=0.00828354713,cover=0
- 94:leaf=0.00190706959,cover=0
- 2:[Curv5<0.245671451] yes=5,no=6,missing=6,gain=0.330301791,cover=5104372
- 5:[PialArea5<0.390391022] yes=11,no=12,missing=11,gain=0.383484304,cover=5071714
- 11:[Ecc<0.889730632] yes=23,no=24,missing=23,gain=1.38694847,cover=358373
- 23:[LGI5<2.33061647] yes=47,no=48,missing=47,gain=2.06924057,cover=6534
- 47:[LGI5<2.29656005] yes=95,no=96,missing=95,gain=2.08436632,cover=2607
- 95:leaf=-0.000402237987,cover=0
- 96:leaf=0.00284881121,cover=0
- 48:[Sulc0<0.392869562] yes=97,no=98,missing=97,gain=1.14004612,cover=3927
- 97:leaf=-0.00127486279,cover=0
- 98:leaf=-0.00738268951,cover=0
- 24:[Sulc0<0.0608992092] yes=49,no=50,missing=49,gain=3.00223827,cover=351839
- 49:[LGI5<3.13786864] yes=99,no=100,missing=100,gain=2.05271721,cover=11319
- 99:leaf=0.00106558856,cover=0
- 100:leaf=-0.00139012304,cover=0
- 50:[Area5<0.601796865] yes=101,no=102,missing=101,gain=1.60410678,cover=340520
- 101:leaf=-0.00035662562,cover=0
- 102:leaf=6.68148277e-05,cover=0
- 12:[Curv5<0.199476883] yes=25,no=26,missing=26,gain=0.69636476,cover=4713341
- 25:[PialCurv5<0.409174502] yes=51,no=52,missing=51,gain=1.4515444,cover=4672636
- 51:[Curv5<0.0896491781] yes=103,no=104,missing=103,gain=0.566175342,cover=4662755
- 103:leaf=4.33076411e-06,cover=0
- 104:leaf=-4.42747441e-05,cover=0
- 52:[PialArea5<0.436710119] yes=105,no=106,missing=105,gain=1.57029068,cover=9881
- 105:leaf=-2.64266273e-05,cover=0
- 106:leaf=0.00123414013,cover=0
- 26:[Area5<0.66824472] yes=53,no=54,missing=54,gain=1.48456001,cover=40705
- 53:[Sulc0<0.423605621] yes=107,no=108,missing=107,gain=1.43949389,cover=20890
- 107:leaf=-0.000127767053,cover=0
- 108:leaf=0.000895627309,cover=0
- 54:[Pol<71.0996552] yes=109,no=110,missing=110,gain=1.47062945,cover=19815
- 109:leaf=0.00140226353,cover=0
- 110:leaf=-0.000616000325,cover=0
- 6:[PialArea5<0.245474651] yes=13,no=14,missing=13,gain=0.896036625,cover=32658
- 13:[Ecc<5.53207445] yes=27,no=28,missing=28,gain=0.823876977,cover=1258
- 27:[Pol<95.6227875] yes=55,no=56,missing=55,gain=0.884225368,cover=595
- 55:[Sulc0<0.574602425] yes=111,no=112,missing=111,gain=0.189419329,cover=49
- 111:leaf=8.54378377e-05,cover=0
- 112:leaf=0.00778778223,cover=0
- 56:[Sulc0<0.540103436] yes=113,no=114,missing=114,gain=0.551637828,cover=546
- 113:leaf=0.00155389891,cover=0
- 114:leaf=-0.00181499624,cover=0
- 28:[LGI5<3.3215456] yes=57,no=58,missing=57,gain=0.504237533,cover=663
- 57:[LGI5<3.11839271] yes=115,no=116,missing=116,gain=0.53895402,cover=558
- 115:leaf=-0.0025300316,cover=0
- 116:leaf=-0.00654962426,cover=0
- 58:[LGI5<3.38720298] yes=117,no=118,missing=117,gain=1.78878641,cover=105
- 117:leaf=0.0101733161,cover=0
- 118:leaf=-0.00382514112,cover=0
- 14:[LGI5<3.64692807] yes=29,no=30,missing=29,gain=0.671767116,cover=31400
- 29:[LGI5<3.48966408] yes=59,no=60,missing=60,gain=0.93060267,cover=30850
- 59:[Pol<51.9018669] yes=119,no=120,missing=119,gain=0.678839028,cover=30464
- 119:leaf=0.00267972914,cover=0
- 120:leaf=-0.000126849613,cover=0
- 60:[PialCurv5<0.45140323] yes=121,no=122,missing=122,gain=0.648198485,cover=386
- 121:leaf=0.000602787244,cover=0
- 122:leaf=0.00474695582,cover=0
- 30:[LGI5<3.70550299] yes=61,no=62,missing=61,gain=0.499168396,cover=550
- 61:[PialCurv5<0.122354448] yes=123,no=124,missing=123,gain=0.120768189,cover=75
- 123:leaf=0.000186167817,cover=0
- 124:leaf=-0.00628559757,cover=0
- 62:[PialArea5<0.39986974] yes=125,no=126,missing=125,gain=0.331039041,cover=475
- 125:leaf=-0.00178564677,cover=0
- 126:leaf=0.00189710408,cover=0
-booster[780]:
-0:[MidArea5<0.439916283] yes=1,no=2,missing=2,gain=0.29749456,cover=5124388
- 1:[Area5<0.64983958] yes=3,no=4,missing=3,gain=2.67981243,cover=40033
- 3:[PialArea5<0.511941612] yes=7,no=8,missing=8,gain=0.822951794,cover=38959
- 7:[Ecc<4.33753681] yes=15,no=16,missing=15,gain=0.723838091,cover=38593
- 15:[Area5<0.584141672] yes=31,no=32,missing=31,gain=0.491230637,cover=11679
- 31:[Ecc<0.618862808] yes=63,no=64,missing=63,gain=0.539352,cover=8623
- 63:leaf=0.000541590329,cover=0
- 64:leaf=-0.000629887625,cover=0
- 32:[LGI5<2.43374896] yes=65,no=66,missing=65,gain=0.550885081,cover=3056
- 65:leaf=0.00101213669,cover=0
- 66:leaf=-0.000338553189,cover=0
- 16:[Pol<82.8478928] yes=33,no=34,missing=33,gain=0.913214684,cover=26914
- 33:[LGI5<2.44319153] yes=67,no=68,missing=68,gain=2.30367994,cover=4492
- 67:leaf=0.00715944543,cover=0
- 68:leaf=-0.000630628434,cover=0
- 34:[LGI5<3.78836131] yes=69,no=70,missing=69,gain=1.17241251,cover=22422
- 69:leaf=0.000355120254,cover=0
- 70:leaf=-0.00324095669,cover=0
- 8:[LGI5<2.26652193] yes=17,no=18,missing=18,gain=0.459806085,cover=366
- 17:[Pol<74.0505524] yes=35,no=36,missing=35,gain=0.0932410881,cover=40
- 35:[Sulc0<-1.05304158] yes=71,no=72,missing=71,gain=0.0270858277,cover=21
- 71:leaf=0.00419569807,cover=0
- 72:leaf=-0.000901327119,cover=0
- 36:[PialCurv5<-0.210138425] yes=73,no=74,missing=73,gain=0.031892851,cover=19
- 73:leaf=-0.00195592572,cover=0
- 74:leaf=-0.00653469888,cover=0
- 18:[Curv5<-0.200394869] yes=37,no=38,missing=37,gain=0.284861803,cover=326
- 37:[Pol<124.735107] yes=75,no=76,missing=75,gain=0.438565612,cover=253
- 75:leaf=0.00204645237,cover=0
- 76:leaf=0.00627624243,cover=0
- 38:[Ecc<20.3925476] yes=77,no=78,missing=77,gain=0.253776491,cover=73
- 77:leaf=0.00142530678,cover=0
- 78:leaf=-0.00713122357,cover=0
- 4:[Ecc<8.97079182] yes=9,no=10,missing=9,gain=1.01407504,cover=1074
- 9:[Curv5<0.20983994] yes=19,no=20,missing=19,gain=0.879600525,cover=401
- 19:[Sulc0<0.795422614] yes=39,no=40,missing=39,gain=0.825573683,cover=192
- 39:[PialCurv5<0.371846795] yes=79,no=80,missing=80,gain=0.530988216,cover=82
- 79:leaf=0.0137638738,cover=0
- 80:leaf=0.00511450646,cover=0
- 40:[LGI5<2.99594808] yes=81,no=82,missing=82,gain=0.256396353,cover=110
- 81:leaf=0.0046200729,cover=0
- 82:leaf=-0.0071158926,cover=0
- 20:[Curv5<0.266060919] yes=41,no=42,missing=41,gain=0.51701057,cover=209
- 41:[Pol<109.248352] yes=83,no=84,missing=84,gain=0.387243927,cover=180
- 83:leaf=0.00210796529,cover=0
- 84:leaf=-0.00527285365,cover=0
- 42:[Ecc<8.23836613] yes=85,no=86,missing=86,gain=0.144753397,cover=29
- 85:leaf=0.00650086487,cover=0
- 86:leaf=0.0166300647,cover=0
- 10:[LGI5<2.81919122] yes=21,no=22,missing=21,gain=1.36422801,cover=673
- 21:[Pol<121.948479] yes=43,no=44,missing=43,gain=0.231954515,cover=51
- 43:[Curv5<0.199476883] yes=87,no=88,missing=87,gain=0.0789831877,cover=48
- 87:leaf=-0.00923070218,cover=0
- 88:leaf=-0.00476644468,cover=0
- 44:leaf=0.00571317971,cover=0
- 22:[PialCurv5<0.409174502] yes=45,no=46,missing=45,gain=0.711002231,cover=622
- 45:[PialCurv5<0.164156988] yes=89,no=90,missing=89,gain=0.879536867,cover=405
- 89:leaf=-0.00387406349,cover=0
- 90:leaf=0.00404187851,cover=0
- 46:[LGI5<3.23225117] yes=91,no=92,missing=91,gain=0.897801757,cover=217
- 91:leaf=-0.00258554402,cover=0
- 92:leaf=0.00413978659,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.500060737,cover=5084355
- 5:[Area5<0.675895274] yes=11,no=12,missing=11,gain=1.89457393,cover=6203
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=24,gain=0.917638063,cover=2737
- 23:[MidArea5<0.451744556] yes=47,no=48,missing=47,gain=0.427940249,cover=2546
- 47:[Area5<0.666510165] yes=93,no=94,missing=93,gain=0.746049821,cover=1960
- 93:leaf=-0.00128199428,cover=0
- 94:leaf=0.00125674088,cover=0
- 48:[Pol<110.811417] yes=95,no=96,missing=95,gain=0.322796702,cover=586
- 95:leaf=-0.00269583077,cover=0
- 96:leaf=0.00177198648,cover=0
- 24:[PialCurv5<0.493508637] yes=49,no=50,missing=49,gain=0.175440073,cover=191
- 49:[Pol<45.5953903] yes=97,no=98,missing=97,gain=0.148422837,cover=162
- 97:leaf=-0.011854521,cover=0
- 98:leaf=-0.00499618938,cover=0
- 50:[Ecc<43.8470497] yes=99,no=100,missing=99,gain=0.329972804,cover=29
- 99:leaf=-0.00548954029,cover=0
- 100:leaf=0.00497240014,cover=0
- 12:[MidArea5<0.451744556] yes=25,no=26,missing=26,gain=1.63689721,cover=3466
- 25:[Sulc0<1.25822949] yes=51,no=52,missing=51,gain=0.40492332,cover=460
- 51:[Curv5<0.120553598] yes=101,no=102,missing=102,gain=0.231447935,cover=378
- 101:leaf=-0.00833062548,cover=0
- 102:leaf=0.00390923163,cover=0
- 52:[Pol<80.2322083] yes=103,no=104,missing=103,gain=0.581837416,cover=82
- 103:leaf=-0.00552384043,cover=0
- 104:leaf=0.00309984153,cover=0
- 26:[Ecc<3.16401935] yes=53,no=54,missing=54,gain=0.884494841,cover=3006
- 53:[LGI5<2.45932961] yes=105,no=106,missing=105,gain=0.329446733,cover=95
- 105:leaf=5.69341537e-05,cover=0
- 106:leaf=0.00650311727,cover=0
- 54:[Area5<0.702101529] yes=107,no=108,missing=107,gain=0.938170195,cover=2911
- 107:leaf=-0.00121901336,cover=0
- 108:leaf=0.000580349937,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=14,gain=0.375667274,cover=5078152
- 13:[PialCurv5<-0.161598593] yes=27,no=28,missing=27,gain=2.04515767,cover=18514
- 27:[LGI5<3.67381835] yes=55,no=56,missing=56,gain=1.43730617,cover=13948
- 55:[Pol<53.6550331] yes=109,no=110,missing=109,gain=1.21924937,cover=13772
- 109:leaf=0.000147776052,cover=0
- 110:leaf=0.00109161844,cover=0
- 56:[LGI5<3.74316525] yes=111,no=112,missing=111,gain=0.823117495,cover=176
- 111:leaf=-0.006710127,cover=0
- 112:leaf=0.00025971196,cover=0
- 28:[Sulc0<-0.609302223] yes=57,no=58,missing=57,gain=0.974623263,cover=4566
- 57:[Ecc<17.0169544] yes=113,no=114,missing=113,gain=1.36147416,cover=2058
- 113:leaf=0.000714738038,cover=0
- 114:leaf=-0.00263034855,cover=0
- 58:[LGI5<3.23225117] yes=115,no=116,missing=115,gain=1.66693664,cover=2508
- 115:leaf=-0.0018538835,cover=0
- 116:leaf=0.00197490468,cover=0
- 14:[PialCurv5<-0.167439327] yes=29,no=30,missing=29,gain=0.401041001,cover=5059638
- 29:[Pol<62.799984] yes=59,no=60,missing=60,gain=3.51657653,cover=105305
- 59:[Curv5<-0.146701202] yes=117,no=118,missing=118,gain=2.84334207,cover=51138
- 117:leaf=0.000226483797,cover=0
- 118:leaf=-0.00494680647,cover=0
- 60:[Pol<96.8070755] yes=119,no=120,missing=119,gain=5.99940109,cover=54167
- 119:leaf=-0.00194852916,cover=0
- 120:leaf=-0.000202254552,cover=0
- 30:[Curv5<-0.269494504] yes=61,no=62,missing=61,gain=1.38566244,cover=4954333
- 61:[Area5<0.753010809] yes=121,no=122,missing=121,gain=2.34830523,cover=182900
- 121:leaf=0.000102022277,cover=0
- 122:leaf=0.00108683936,cover=0
- 62:[Sulc0<-0.481185079] yes=123,no=124,missing=123,gain=0.566865444,cover=4771433
- 123:leaf=-2.92478217e-05,cover=0
- 124:leaf=7.52034566e-06,cover=0
-booster[781]:
-0:[PialArea5<0.831580997] yes=1,no=2,missing=1,gain=0.291151792,cover=5124388
- 1:[Area5<0.802302957] yes=3,no=4,missing=3,gain=1.62506509,cover=2885170
- 3:[Pol<178.093033] yes=7,no=8,missing=7,gain=1.37743759,cover=2774749
- 7:[MidArea5<0.715439677] yes=15,no=16,missing=16,gain=1.33771062,cover=2755218
- 15:[Ecc<44.7855835] yes=31,no=32,missing=31,gain=2.04120183,cover=2309547
- 31:[Area5<0.7084831] yes=61,no=62,missing=61,gain=2.15072823,cover=2265638
- 61:leaf=-2.61019304e-05,cover=0
- 62:leaf=8.87870046e-05,cover=0
- 32:[Pol<158.709351] yes=63,no=64,missing=64,gain=3.38549924,cover=43909
- 63:leaf=-0.00044661868,cover=0
- 64:leaf=0.00152198202,cover=0
- 16:[LGI5<3.0310638] yes=33,no=34,missing=34,gain=3.81861711,cover=445671
- 33:[Pol<143.959366] yes=65,no=66,missing=65,gain=3.72468305,cover=281700
- 65:leaf=-6.24739987e-05,cover=0
- 66:leaf=0.000458827242,cover=0
- 34:[Ecc<22.8050022] yes=67,no=68,missing=67,gain=6.19702101,cover=163971
- 67:leaf=-0.000589371659,cover=0
- 68:leaf=2.57325573e-05,cover=0
- 8:[Ecc<43.8470497] yes=17,no=18,missing=18,gain=1.56645393,cover=19531
- 17:[LGI5<2.82485151] yes=35,no=36,missing=36,gain=1.49273777,cover=19286
- 35:[Sulc0<-0.137935251] yes=69,no=70,missing=69,gain=2.11047792,cover=9649
- 69:leaf=0.000405068567,cover=0
- 70:leaf=-0.00137719919,cover=0
- 36:[Curv5<-0.232248098] yes=71,no=72,missing=72,gain=2.84625053,cover=9637
- 71:leaf=-0.00113453052,cover=0
- 72:leaf=0.00125550141,cover=0
- 18:[LGI5<3.06739473] yes=37,no=38,missing=37,gain=0.548518896,cover=245
- 37:[LGI5<3.01384926] yes=73,no=74,missing=73,gain=0.278890759,cover=77
- 73:leaf=-0.00251618959,cover=0
- 74:leaf=0.00353551912,cover=0
- 38:[Curv5<0.012354264] yes=75,no=76,missing=75,gain=0.414140821,cover=168
- 75:leaf=-0.00598772848,cover=0
- 76:leaf=0.00213473919,cover=0
- 4:[Pol<112.874634] yes=9,no=10,missing=9,gain=1.8925283,cover=110421
- 9:[Curv5<0.049365297] yes=19,no=20,missing=19,gain=3.04255986,cover=81350
- 19:[PialArea5<0.498393416] yes=39,no=40,missing=39,gain=3.15438652,cover=10761
- 39:[Sulc0<-0.265099555] yes=77,no=78,missing=78,gain=1.97891641,cover=84
- 77:leaf=0.00328176958,cover=0
- 78:leaf=-0.0145601435,cover=0
- 40:[LGI5<3.33878016] yes=79,no=80,missing=79,gain=2.9796629,cover=10677
- 79:leaf=-0.00102743099,cover=0
- 80:leaf=0.00120910164,cover=0
- 20:[LGI5<3.45167398] yes=41,no=42,missing=41,gain=2.6049161,cover=70589
- 41:[PialCurv5<0.0798129067] yes=81,no=82,missing=81,gain=3.0577631,cover=59256
- 81:leaf=0.00180616719,cover=0
- 82:leaf=0.000220090224,cover=0
- 42:[LGI5<3.55025291] yes=83,no=84,missing=83,gain=4.38056993,cover=11333
- 83:leaf=-0.00206355262,cover=0
- 84:leaf=0.000105238047,cover=0
- 10:[LGI5<3.62495422] yes=21,no=22,missing=21,gain=2.25589108,cover=29071
- 21:[Curv5<0.099404186] yes=43,no=44,missing=43,gain=2.01699519,cover=27903
- 43:[PialArea5<0.672997355] yes=85,no=86,missing=85,gain=2.25295782,cover=16857
- 85:leaf=0.00192507624,cover=0
- 86:leaf=0.000486539211,cover=0
- 44:[Area5<0.987501919] yes=87,no=88,missing=87,gain=2.76692533,cover=11046
- 87:leaf=-0.000290725642,cover=0
- 88:leaf=0.003050311,cover=0
- 22:[Sulc0<-0.101085678] yes=45,no=46,missing=46,gain=2.66935968,cover=1168
- 45:[Ecc<14.28263] yes=89,no=90,missing=89,gain=1.14162016,cover=60
- 89:leaf=-0.00546841091,cover=0
- 90:leaf=0.0153394891,cover=0
- 46:[PialCurv5<0.0308136549] yes=91,no=92,missing=91,gain=1.19185877,cover=1108
- 91:leaf=-0.00268851523,cover=0
- 92:leaf=0.00267125992,cover=0
- 2:[MidArea5<0.601488888] yes=5,no=6,missing=5,gain=1.49313569,cover=2239218
- 5:[Sulc0<-0.592216015] yes=11,no=12,missing=11,gain=0.436091185,cover=331
- 11:[PialArea5<0.859420419] yes=23,no=24,missing=24,gain=0.376382351,cover=316
- 23:[Curv5<-0.247622609] yes=47,no=48,missing=47,gain=0.251008987,cover=304
- 47:[MidArea5<0.592231214] yes=93,no=94,missing=93,gain=0.215987086,cover=204
- 93:leaf=0.00453184545,cover=0
- 94:leaf=0.0011398854,cover=0
- 48:[Ecc<2.07756257] yes=95,no=96,missing=95,gain=0.534106612,cover=100
- 95:leaf=0.00151007669,cover=0
- 96:leaf=0.00883807894,cover=0
- 24:[LGI5<2.30180311] yes=49,no=50,missing=50,gain=0.14261049,cover=12
- 49:leaf=-0.00326398015,cover=0
- 50:[LGI5<2.36851335] yes=97,no=98,missing=98,gain=0.0350314975,cover=11
- 97:leaf=0.00592943747,cover=0
- 98:leaf=0.0156362709,cover=0
- 12:[PialCurv5<-0.144106165] yes=25,no=26,missing=25,gain=0.0180718154,cover=15
- 25:leaf=-0.00280793803,cover=0
- 26:[PialCurv5<-0.138158455] yes=51,no=52,missing=51,gain=0.00444580615,cover=6
- 51:leaf=-0.00851377007,cover=0
- 52:leaf=-0.00342325564,cover=0
- 6:[PialCurv5<0.054317683] yes=13,no=14,missing=13,gain=1.22832954,cover=2238887
- 13:[Curv5<0.0300692953] yes=27,no=28,missing=27,gain=3.23907852,cover=2176011
- 27:[Area5<0.788037419] yes=53,no=54,missing=53,gain=1.34868622,cover=2162708
- 53:[Pol<55.3432045] yes=99,no=100,missing=99,gain=1.74735475,cover=1888874
- 99:leaf=-4.37156268e-05,cover=0
- 100:leaf=5.50866134e-05,cover=0
- 54:[Ecc<2.31110334] yes=101,no=102,missing=101,gain=2.86583948,cover=273834
- 101:leaf=0.000569299969,cover=0
- 102:leaf=-0.000140734846,cover=0
- 28:[PialCurv5<0.0377402082] yes=55,no=56,missing=55,gain=6.97635937,cover=13303
- 55:[Sulc0<0.118391842] yes=103,no=104,missing=103,gain=6.55483818,cover=6090
- 103:leaf=0.000871856348,cover=0
- 104:leaf=0.00435305201,cover=0
- 56:[Area5<0.760524631] yes=105,no=106,missing=106,gain=1.42246842,cover=7213
- 105:leaf=-0.00114580954,cover=0
- 106:leaf=0.000293664954,cover=0
- 14:[Curv5<0.0257103238] yes=29,no=30,missing=29,gain=9.04581833,cover=62876
- 29:[Pol<97.3566132] yes=57,no=58,missing=57,gain=4.86300468,cover=25128
- 57:[Pol<21.2328167] yes=107,no=108,missing=108,gain=3.53672791,cover=11422
- 107:leaf=-0.00124020537,cover=0
- 108:leaf=0.00198856345,cover=0
- 58:[PialArea5<1.02076101] yes=109,no=110,missing=109,gain=4.77259302,cover=13706
- 109:leaf=0.000653623312,cover=0
- 110:leaf=-0.00236614421,cover=0
- 30:[Sulc0<-0.0326132737] yes=59,no=60,missing=59,gain=2.53385162,cover=37748
- 59:[Ecc<1.46579576] yes=111,no=112,missing=112,gain=3.92219782,cover=13052
- 111:leaf=-0.0021094426,cover=0
- 112:leaf=0.000616153062,cover=0
- 60:[LGI5<3.42912889] yes=113,no=114,missing=113,gain=2.77256083,cover=24696
- 113:leaf=-0.000770481478,cover=0
- 114:leaf=0.000753483211,cover=0
-booster[782]:
-0:[Pol<3.6072247] yes=1,no=2,missing=2,gain=0.295833498,cover=5124388
- 1:[Ecc<5.91357183] yes=3,no=4,missing=3,gain=3.3558538,cover=80066
- 3:[Sulc0<-0.439186513] yes=7,no=8,missing=7,gain=1.51589966,cover=13559
- 7:[Curv5<-0.0507577434] yes=15,no=16,missing=15,gain=1.69891977,cover=12598
- 15:[PialCurv5<-0.0632625744] yes=31,no=32,missing=32,gain=1.71009076,cover=12096
- 31:[PialCurv5<-0.210138425] yes=63,no=64,missing=63,gain=0.925001502,cover=11047
- 63:leaf=-0.00417272327,cover=0
- 64:leaf=-0.000354762073,cover=0
- 32:[LGI5<2.80243301] yes=65,no=66,missing=65,gain=1.5377779,cover=1049
- 65:leaf=-0.00326384301,cover=0
- 66:leaf=0.00240379223,cover=0
- 16:[PialCurv5<-0.062031392] yes=33,no=34,missing=33,gain=3.46294475,cover=502
- 33:[Sulc0<-0.498973608] yes=67,no=68,missing=67,gain=0.98004818,cover=66
- 67:leaf=0.0151871732,cover=0
- 68:leaf=-0.00311422418,cover=0
- 34:[PialArea5<0.593058109] yes=69,no=70,missing=69,gain=0.932994127,cover=436
- 69:leaf=0.00792390201,cover=0
- 70:leaf=5.17434387e-07,cover=0
- 8:[Sulc0<0.0294309072] yes=17,no=18,missing=18,gain=0.572058201,cover=961
- 17:[Sulc0<-0.271910518] yes=35,no=36,missing=35,gain=0.491722584,cover=927
- 35:[Area5<0.734195113] yes=71,no=72,missing=71,gain=0.51287365,cover=644
- 71:leaf=-0.00203998829,cover=0
- 72:leaf=-0.00502695469,cover=0
- 36:[MidArea5<0.816721499] yes=73,no=74,missing=73,gain=0.754039228,cover=283
- 73:leaf=-0.00199296628,cover=0
- 74:leaf=0.00404152228,cover=0
- 18:[Area5<0.711689949] yes=37,no=38,missing=38,gain=0.736158848,cover=34
- 37:[Sulc0<0.0770083591] yes=75,no=76,missing=75,gain=0.205535993,cover=17
- 75:leaf=0.00750180846,cover=0
- 76:leaf=-0.00432581222,cover=0
- 38:[PialCurv5<0.178517133] yes=77,no=78,missing=77,gain=0.180204034,cover=17
- 77:leaf=-0.0181462858,cover=0
- 78:leaf=-0.00337355281,cover=0
- 4:[Curv5<0.0191024225] yes=9,no=10,missing=9,gain=1.7928313,cover=66507
- 9:[Curv5<-0.138079464] yes=19,no=20,missing=19,gain=1.93432856,cover=61109
- 19:[Area5<0.710880876] yes=39,no=40,missing=39,gain=2.64371538,cover=41325
- 39:[LGI5<3.11198854] yes=79,no=80,missing=79,gain=2.93359852,cover=26999
- 79:leaf=0.000847017975,cover=0
- 80:leaf=-0.000213885636,cover=0
- 40:[PialArea5<0.898016751] yes=81,no=82,missing=81,gain=2.39124775,cover=14326
- 81:leaf=-0.00239799893,cover=0
- 82:leaf=-0.00021346123,cover=0
- 20:[Sulc0<-0.872199774] yes=41,no=42,missing=41,gain=2.26666307,cover=19784
- 41:[LGI5<2.81919122] yes=83,no=84,missing=83,gain=3.8350153,cover=325
- 83:leaf=0.0187780205,cover=0
- 84:leaf=0.00273571699,cover=0
- 42:[PialCurv5<-0.128275648] yes=85,no=86,missing=85,gain=1.56125355,cover=19459
- 85:leaf=-0.00392825855,cover=0
- 86:leaf=0.000699649274,cover=0
- 10:[Ecc<19.4699688] yes=21,no=22,missing=21,gain=3.78779864,cover=5398
- 21:[Sulc0<0.20153527] yes=43,no=44,missing=44,gain=2.90667367,cover=4803
- 43:[PialCurv5<0.0240441076] yes=87,no=88,missing=87,gain=2.49365735,cover=4724
- 87:leaf=-0.00320234592,cover=0
- 88:leaf=-0.000355155731,cover=0
- 44:[PialCurv5<0.224192142] yes=89,no=90,missing=89,gain=0.600123882,cover=79
- 89:leaf=-0.0131421089,cover=0
- 90:leaf=-0.00311791222,cover=0
- 22:[PialCurv5<0.134718806] yes=45,no=46,missing=45,gain=2.3788197,cover=595
- 45:[PialCurv5<-0.0262977369] yes=91,no=92,missing=91,gain=0.96935463,cover=326
- 91:leaf=-0.00750378892,cover=0
- 92:leaf=0.00653101597,cover=0
- 46:[Sulc0<0.662694752] yes=93,no=94,missing=93,gain=0.533279181,cover=269
- 93:leaf=-0.00235933065,cover=0
- 94:leaf=0.00209907116,cover=0
- 2:[Curv5<-0.310856104] yes=5,no=6,missing=6,gain=0.425304741,cover=5044322
- 5:[PialCurv5<-0.117370568] yes=11,no=12,missing=11,gain=1.87662482,cover=96109
- 11:[Ecc<45.751255] yes=23,no=24,missing=24,gain=1.36092114,cover=90532
- 23:[LGI5<2.57675576] yes=47,no=48,missing=47,gain=1.47849524,cover=89746
- 47:[Area5<0.504816413] yes=95,no=96,missing=96,gain=2.92768955,cover=29599
- 95:leaf=-0.000119787772,cover=0
- 96:leaf=0.000879505824,cover=0
- 48:[PialArea5<1.03340518] yes=97,no=98,missing=97,gain=1.78864741,cover=60147
- 97:leaf=8.23427472e-05,cover=0
- 98:leaf=-0.000873945595,cover=0
- 24:[LGI5<3.74316525] yes=49,no=50,missing=49,gain=2.77313924,cover=786
- 49:[MidArea5<0.943411052] yes=99,no=100,missing=100,gain=1.6611774,cover=758
- 99:leaf=0.00254500401,cover=0
- 100:leaf=0.0241748784,cover=0
- 50:[Area5<0.621834755] yes=101,no=102,missing=101,gain=0.495127678,cover=28
- 101:leaf=-0.0169954859,cover=0
- 102:leaf=-0.00208804943,cover=0
- 12:[MidArea5<0.764184535] yes=25,no=26,missing=25,gain=1.17643774,cover=5577
- 25:[Curv5<-0.331971258] yes=51,no=52,missing=52,gain=1.10706365,cover=4417
- 51:[Ecc<40.3354568] yes=103,no=104,missing=104,gain=0.875252008,cover=3049
- 103:leaf=-0.000804101524,cover=0
- 104:leaf=-0.0060417247,cover=0
- 52:[Pol<21.2328167] yes=105,no=106,missing=105,gain=1.26566684,cover=1368
- 105:leaf=0.00460045319,cover=0
- 106:leaf=0.000163366101,cover=0
- 26:[Pol<6.72755051] yes=53,no=54,missing=53,gain=0.910853863,cover=1160
- 53:[Ecc<5.66086149] yes=107,no=108,missing=107,gain=0.580310941,cover=41
- 107:leaf=0.00988824572,cover=0
- 108:leaf=-0.00198591664,cover=0
- 54:[Sulc0<-0.59790951] yes=109,no=110,missing=109,gain=0.786078453,cover=1119
- 109:leaf=-0.00141508726,cover=0
- 110:leaf=-0.00413636817,cover=0
- 6:[PialArea5<1.00196755] yes=13,no=14,missing=13,gain=0.493950367,cover=4948213
- 13:[Sulc0<-0.690729618] yes=27,no=28,missing=27,gain=1.29949498,cover=3965508
- 27:[Curv5<-0.0553030409] yes=55,no=56,missing=56,gain=4.1458087,cover=536057
- 55:[PialCurv5<-0.0693148375] yes=111,no=112,missing=111,gain=6.32277679,cover=523465
- 111:leaf=-0.000113834685,cover=0
- 112:leaf=0.00052287709,cover=0
- 56:[PialCurv5<-0.0395349935] yes=113,no=114,missing=113,gain=2.48860025,cover=12592
- 113:leaf=-0.00223365496,cover=0
- 114:leaf=-0.000586031412,cover=0
- 28:[PialCurv5<-0.109546423] yes=57,no=58,missing=57,gain=1.4822998,cover=3429451
- 57:[Curv5<-0.177508175] yes=115,no=116,missing=115,gain=6.95492458,cover=271145
- 115:leaf=4.70491932e-06,cover=0
- 116:leaf=0.000709157728,cover=0
- 58:[Curv5<-0.198884338] yes=117,no=118,missing=118,gain=4.90617132,cover=3158306
- 117:leaf=0.000435237132,cover=0
- 118:leaf=-1.8440307e-05,cover=0
- 14:[Pol<41.8258972] yes=29,no=30,missing=29,gain=1.67814255,cover=982705
- 29:[LGI5<2.35684347] yes=59,no=60,missing=60,gain=2.50248003,cover=371933
- 59:[Area5<0.571740985] yes=119,no=120,missing=120,gain=3.42846537,cover=35255
- 119:leaf=0.00075916358,cover=0
- 120:leaf=-0.000656316988,cover=0
- 60:[Sulc0<-0.708302617] yes=121,no=122,missing=121,gain=3.86463809,cover=336678
- 121:leaf=0.000136950097,cover=0
- 122:leaf=-0.000204223019,cover=0
- 30:[LGI5<3.84897733] yes=61,no=62,missing=61,gain=2.97765875,cover=610772
- 61:[Pol<161.595886] yes=123,no=124,missing=123,gain=3.04023409,cover=608122
- 123:leaf=0.000143007128,cover=0
- 124:leaf=-0.000103868289,cover=0
- 62:[LGI5<3.94193578] yes=125,no=126,missing=125,gain=2.22146559,cover=2650
- 125:leaf=0.0033236295,cover=0
- 126:leaf=0.000418587908,cover=0
-booster[783]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=2,gain=0.293181032,cover=5124388
- 1:[LGI5<3.64692807] yes=3,no=4,missing=3,gain=0.540898919,cover=5104371
- 3:[LGI5<3.56741142] yes=7,no=8,missing=8,gain=1.25977945,cover=4983994
- 7:[Area5<0.72867924] yes=15,no=16,missing=15,gain=0.573007941,cover=4901425
- 15:[Ecc<22.0897732] yes=31,no=32,missing=31,gain=2.60589647,cover=3569063
- 31:[Ecc<10.147254] yes=63,no=64,missing=63,gain=3.4648881,cover=3115984
- 63:leaf=-2.01127459e-05,cover=0
- 64:leaf=0.000108622458,cover=0
- 32:[LGI5<3.26095963] yes=65,no=66,missing=65,gain=5.18530369,cover=453079
- 65:leaf=-0.000247062824,cover=0
- 66:leaf=0.000105962077,cover=0
- 16:[Pol<142.520569] yes=33,no=34,missing=33,gain=3.84436274,cover=1332362
- 33:[Curv5<0.0257103238] yes=67,no=68,missing=67,gain=5.79164648,cover=1128609
- 67:leaf=-0.000111957641,cover=0
- 68:leaf=0.000115170762,cover=0
- 34:[Sulc0<-0.569364369] yes=69,no=70,missing=69,gain=6.79116011,cover=203753
- 69:leaf=-0.000210202794,cover=0
- 70:leaf=0.000418921292,cover=0
- 8:[Ecc<42.1016579] yes=17,no=18,missing=17,gain=4.52435207,cover=82569
- 17:[Sulc0<0.392869562] yes=35,no=36,missing=35,gain=3.37831163,cover=74415
- 35:[PialCurv5<0.0616685152] yes=71,no=72,missing=71,gain=5.14993811,cover=52094
- 71:leaf=-7.242828e-05,cover=0
- 72:leaf=0.00127084332,cover=0
- 36:[PialCurv5<-0.0737633556] yes=73,no=74,missing=73,gain=5.67266464,cover=22321
- 73:leaf=-0.0131856939,cover=0
- 74:leaf=-0.00053712714,cover=0
- 18:[Area5<0.732334435] yes=37,no=38,missing=37,gain=3.55951214,cover=8154
- 37:[Pol<16.156723] yes=75,no=76,missing=76,gain=2.57339001,cover=4595
- 75:leaf=-0.00545582082,cover=0
- 76:leaf=-0.00179776107,cover=0
- 38:[Pol<74.0505524] yes=77,no=78,missing=77,gain=3.06648803,cover=3559
- 77:leaf=0.00102907966,cover=0
- 78:leaf=-0.00198958814,cover=0
- 4:[Ecc<13.8847265] yes=9,no=10,missing=10,gain=6.32091427,cover=120377
- 9:[Ecc<6.52965975] yes=19,no=20,missing=19,gain=1.64110899,cover=14166
- 19:[Area5<0.629274011] yes=39,no=40,missing=40,gain=0.085100174,cover=73
- 39:[Ecc<6.41291761] yes=79,no=80,missing=79,gain=0.00391960144,cover=12
- 79:leaf=-0.00452844799,cover=0
- 80:leaf=-0.00160136377,cover=0
- 40:leaf=-0.00908914208,cover=0
- 20:[Pol<29.3809395] yes=41,no=42,missing=41,gain=2.13561869,cover=14093
- 41:[Sulc0<-0.265099555] yes=81,no=82,missing=81,gain=3.03496003,cover=1998
- 81:leaf=0.00023857101,cover=0
- 82:leaf=0.0095366044,cover=0
- 42:[Pol<66.6374893] yes=83,no=84,missing=83,gain=3.46009159,cover=12095
- 83:leaf=-0.00242858077,cover=0
- 84:leaf=-0.000560255488,cover=0
- 10:[Sulc0<-0.0562447868] yes=21,no=22,missing=21,gain=2.27519512,cover=106211
- 21:[PialArea5<0.744910836] yes=43,no=44,missing=43,gain=3.77641916,cover=43633
- 43:[Ecc<17.2700901] yes=85,no=86,missing=86,gain=5.57591724,cover=6195
- 85:leaf=-0.00114562025,cover=0
- 86:leaf=0.00246055005,cover=0
- 44:[LGI5<3.70550299] yes=87,no=88,missing=87,gain=2.09362173,cover=37438
- 87:leaf=0.000828422897,cover=0
- 88:leaf=4.7607009e-05,cover=0
- 22:[Pol<13.2006302] yes=45,no=46,missing=45,gain=4.50981379,cover=62578
- 45:[Area5<0.792350233] yes=89,no=90,missing=89,gain=3.82492399,cover=745
- 89:leaf=0.00467347307,cover=0
- 90:leaf=-0.0127518922,cover=0
- 46:[PialCurv5<0.0377402082] yes=91,no=92,missing=91,gain=4.26148272,cover=61833
- 91:leaf=-0.000632616866,cover=0
- 92:leaf=0.000271181081,cover=0
- 2:[Pol<116.093399] yes=5,no=6,missing=5,gain=1.83487487,cover=20017
- 5:[Sulc0<0.244668111] yes=11,no=12,missing=11,gain=1.66091037,cover=11258
- 11:[PialCurv5<-0.0542625114] yes=23,no=24,missing=24,gain=3.78120518,cover=5669
- 23:[Ecc<11.8489361] yes=47,no=48,missing=47,gain=1.53448415,cover=2721
- 47:[Pol<29.3809395] yes=93,no=94,missing=94,gain=1.97718322,cover=250
- 93:leaf=0.0113608614,cover=0
- 94:leaf=0.00122256903,cover=0
- 48:[MidArea5<1.02408183] yes=95,no=96,missing=95,gain=1.15299916,cover=2471
- 95:leaf=-0.000451325963,cover=0
- 96:leaf=0.00554331671,cover=0
- 24:[Curv5<0.0365542509] yes=49,no=50,missing=49,gain=1.90963459,cover=2948
- 49:[PialArea5<0.767178178] yes=97,no=98,missing=97,gain=2.79611397,cover=1958
- 97:leaf=-0.0051960242,cover=0
- 98:leaf=-0.00141441042,cover=0
- 50:[PialArea5<0.605248392] yes=99,no=100,missing=99,gain=1.81777024,cover=990
- 99:leaf=-0.00251450227,cover=0
- 100:leaf=0.00181222393,cover=0
- 12:[Area5<0.584141672] yes=25,no=26,missing=25,gain=1.95343482,cover=5589
- 25:[MidArea5<0.566005528] yes=51,no=52,missing=51,gain=1.41228664,cover=203
- 51:[Curv5<0.0778492987] yes=101,no=102,missing=101,gain=2.79935288,cover=129
- 101:leaf=0.0133712143,cover=0
- 102:leaf=-0.00193537807,cover=0
- 52:[Pol<25.2957573] yes=103,no=104,missing=103,gain=0.603521585,cover=74
- 103:leaf=0.0182121787,cover=0
- 104:leaf=-0.00174491573,cover=0
- 26:[Pol<69.6327286] yes=53,no=54,missing=53,gain=1.73759604,cover=5386
- 53:[MidArea5<0.521771789] yes=105,no=106,missing=105,gain=1.75573111,cover=1654
- 105:leaf=-0.00611062255,cover=0
- 106:leaf=0.00152891257,cover=0
- 54:[Sulc0<0.624357879] yes=107,no=108,missing=107,gain=2.27371311,cover=3732
- 107:leaf=-0.00291283964,cover=0
- 108:leaf=-6.68566063e-05,cover=0
- 6:[Area5<0.864337862] yes=13,no=14,missing=13,gain=1.1348511,cover=8759
- 13:[Sulc0<0.849368811] yes=27,no=28,missing=27,gain=1.01942837,cover=8623
- 27:[PialArea5<0.81902951] yes=55,no=56,missing=55,gain=0.692327738,cover=8518
- 55:[Area5<0.67996794] yes=109,no=110,missing=110,gain=1.10527468,cover=4022
- 109:leaf=-5.98343213e-05,cover=0
- 110:leaf=0.00160316227,cover=0
- 56:[MidArea5<0.751701534] yes=111,no=112,missing=111,gain=1.35458994,cover=4496
- 111:leaf=-0.00229894137,cover=0
- 112:leaf=0.000273191836,cover=0
- 28:[Curv5<0.0386843979] yes=57,no=58,missing=58,gain=2.1065011,cover=105
- 57:[PialCurv5<0.0471153036] yes=113,no=114,missing=113,gain=0.223639548,cover=16
- 113:leaf=-0.00168817851,cover=0
- 114:leaf=-0.0146504063,cover=0
- 58:[Sulc0<1.16950965] yes=115,no=116,missing=115,gain=0.732729673,cover=89
- 115:leaf=0.00919278432,cover=0
- 116:leaf=-0.0130972592,cover=0
- 14:[Ecc<18.5999508] yes=29,no=30,missing=29,gain=0.413000882,cover=136
- 29:[Curv5<-0.156904668] yes=59,no=60,missing=60,gain=0.0095962882,cover=8
- 59:leaf=0.00323202019,cover=0
- 60:leaf=0.00812312029,cover=0
- 30:[Ecc<24.3269672] yes=61,no=62,missing=61,gain=0.431867003,cover=128
- 61:[Sulc0<-0.540693521] yes=117,no=118,missing=117,gain=0.199916959,cover=72
- 117:leaf=-0.00597695541,cover=0
- 118:leaf=-0.0129616605,cover=0
- 62:[Ecc<25.5461979] yes=119,no=120,missing=119,gain=0.0288626663,cover=56
- 119:leaf=-0.0031246061,cover=0
- 120:leaf=-0.000710599532,cover=0
-booster[784]:
-0:[Curv5<-0.185332045] yes=1,no=2,missing=2,gain=0.307090998,cover=5124388
- 1:[PialCurv5<-0.0965851992] yes=3,no=4,missing=3,gain=15.6937599,cover=1229769
- 3:[Sulc0<-0.145219594] yes=7,no=8,missing=7,gain=2.69517469,cover=1118629
- 7:[LGI5<3.64692807] yes=15,no=16,missing=16,gain=2.53582335,cover=1086303
- 15:[Ecc<2.91795349] yes=31,no=32,missing=31,gain=1.80903172,cover=1061570
- 31:[PialCurv5<-0.190801308] yes=63,no=64,missing=63,gain=2.75105119,cover=280211
- 63:leaf=0.00113568676,cover=0
- 64:leaf=-0.000160993615,cover=0
- 32:[Pol<145.397461] yes=65,no=66,missing=65,gain=3.32143259,cover=781359
- 65:leaf=8.77646598e-05,cover=0
- 66:leaf=-0.00012415016,cover=0
- 16:[Sulc0<-0.987509191] yes=33,no=34,missing=34,gain=1.23448086,cover=24733
- 33:[Ecc<18.8860435] yes=67,no=68,missing=67,gain=1.0039618,cover=6534
- 67:leaf=-0.000581742788,cover=0
- 68:leaf=0.00070414762,cover=0
- 34:[Pol<155.757294] yes=69,no=70,missing=69,gain=2.52095699,cover=18199
- 69:leaf=0.00134868955,cover=0
- 70:leaf=0.00016446317,cover=0
- 8:[Pol<48.3047981] yes=17,no=18,missing=18,gain=3.25419259,cover=32326
- 17:[Ecc<4.00532722] yes=35,no=36,missing=36,gain=3.61153078,cover=2712
- 35:[Pol<23.2745647] yes=71,no=72,missing=71,gain=3.43565655,cover=43
- 71:leaf=-0.00579313049,cover=0
- 72:leaf=0.0244486723,cover=0
- 36:[LGI5<2.61980247] yes=73,no=74,missing=73,gain=4.19577122,cover=2669
- 73:leaf=-0.00650096685,cover=0
- 74:leaf=0.00146605819,cover=0
- 18:[Pol<172.695618] yes=37,no=38,missing=37,gain=3.0085659,cover=29614
- 37:[Pol<146.122681] yes=75,no=76,missing=76,gain=3.25305748,cover=28250
- 75:leaf=-0.000343617285,cover=0
- 76:leaf=-0.00146069506,cover=0
- 38:[Area5<0.539561152] yes=77,no=78,missing=77,gain=4.16520166,cover=1364
- 77:leaf=0.0116988067,cover=0
- 78:leaf=0.000896087848,cover=0
- 4:[Curv5<-0.275784403] yes=9,no=10,missing=9,gain=5.08226013,cover=111140
- 9:[MidArea5<0.643286705] yes=19,no=20,missing=19,gain=2.79833412,cover=4996
- 19:[LGI5<3.04290652] yes=39,no=40,missing=39,gain=1.05053902,cover=2141
- 39:[LGI5<2.8746686] yes=79,no=80,missing=79,gain=2.10079765,cover=1555
- 79:leaf=-1.16569272e-05,cover=0
- 80:leaf=0.00417868001,cover=0
- 40:[LGI5<3.11198854] yes=81,no=82,missing=82,gain=1.4737761,cover=586
- 81:leaf=-0.00810676347,cover=0
- 82:leaf=-0.000468411628,cover=0
- 20:[LGI5<3.29043651] yes=41,no=42,missing=41,gain=1.04627371,cover=2855
- 41:[LGI5<2.4272728] yes=83,no=84,missing=83,gain=1.01349163,cover=2535
- 83:leaf=-0.00365310139,cover=0
- 84:leaf=-0.00115262764,cover=0
- 42:[LGI5<3.58443618] yes=85,no=86,missing=86,gain=1.07425642,cover=320
- 85:leaf=-0.00582419615,cover=0
- 86:leaf=0.0026181913,cover=0
- 10:[Pol<15.1533136] yes=21,no=22,missing=21,gain=5.28779221,cover=106144
- 21:[Ecc<2.31110334] yes=43,no=44,missing=43,gain=3.90018463,cover=13244
- 43:[Ecc<0.567370772] yes=87,no=88,missing=88,gain=2.70708227,cover=3049
- 87:leaf=0.00164573814,cover=0
- 88:leaf=-0.00247742306,cover=0
- 44:[Sulc0<-0.383002371] yes=89,no=90,missing=89,gain=3.27462196,cover=10195
- 89:leaf=0.000600865053,cover=0
- 90:leaf=-0.00178859686,cover=0
- 22:[MidArea5<0.753228784] yes=45,no=46,missing=46,gain=7.10848808,cover=92900
- 45:[PialCurv5<-0.0555995218] yes=91,no=92,missing=91,gain=6.57276058,cover=43485
- 91:leaf=0.000138696108,cover=0
- 92:leaf=0.00231648586,cover=0
- 46:[Sulc0<-0.626357138] yes=93,no=94,missing=94,gain=6.69664383,cover=49415
- 93:leaf=0.000634013501,cover=0
- 94:leaf=0.00179836736,cover=0
- 2:[PialCurv5<-0.119053185] yes=5,no=6,missing=6,gain=16.9367046,cover=3894619
- 5:[MidArea5<0.700202465] yes=11,no=12,missing=11,gain=5.8891983,cover=73676
- 11:[Sulc0<-0.195981219] yes=23,no=24,missing=24,gain=3.67258883,cover=20794
- 23:[Ecc<1.05247808] yes=47,no=48,missing=47,gain=2.59465981,cover=18443
- 47:[Area5<0.44435063] yes=95,no=96,missing=95,gain=2.40990782,cover=2780
- 95:leaf=-0.000822806207,cover=0
- 96:leaf=0.00254254439,cover=0
- 48:[LGI5<2.74668789] yes=97,no=98,missing=97,gain=3.73784113,cover=15663
- 97:leaf=-0.000460078241,cover=0
- 98:leaf=0.00126495212,cover=0
- 24:[LGI5<2.79054689] yes=49,no=50,missing=49,gain=2.34164023,cover=2351
- 49:[Ecc<3.94116735] yes=99,no=100,missing=100,gain=2.50650024,cover=733
- 99:leaf=0.00677383831,cover=0
- 100:leaf=-0.00494781835,cover=0
- 50:[Ecc<18.0513744] yes=101,no=102,missing=101,gain=2.12549019,cover=1618
- 101:leaf=0.00176027382,cover=0
- 102:leaf=-0.0020645184,cover=0
- 12:[Curv5<-0.163374811] yes=25,no=26,missing=25,gain=6.62182045,cover=52882
- 25:[PialCurv5<-0.137075767] yes=51,no=52,missing=51,gain=7.23897934,cover=35002
- 51:[Area5<0.987501919] yes=103,no=104,missing=103,gain=2.35217285,cover=5509
- 103:leaf=0.00241218065,cover=0
- 104:leaf=-0.00628182059,cover=0
- 52:[Curv5<-0.177508175] yes=105,no=106,missing=105,gain=1.60193694,cover=29493
- 105:leaf=-7.55871151e-05,cover=0
- 106:leaf=0.000662488805,cover=0
- 26:[LGI5<2.85840034] yes=53,no=54,missing=54,gain=6.5621109,cover=17880
- 53:[Area5<0.987501919] yes=107,no=108,missing=107,gain=3.7840271,cover=11144
- 107:leaf=0.00264399638,cover=0
- 108:leaf=-0.00663729152,cover=0
- 54:[Curv5<-0.0963523984] yes=109,no=110,missing=110,gain=5.73283243,cover=6736
- 109:leaf=0.000977439224,cover=0
- 110:leaf=-0.00470904866,cover=0
- 6:[Curv5<-0.0922861248] yes=13,no=14,missing=13,gain=3.16866755,cover=3820943
- 13:[PialCurv5<-0.0426128618] yes=27,no=28,missing=27,gain=37.9626656,cover=998772
- 27:[Pol<154.27803] yes=55,no=56,missing=55,gain=6.21495724,cover=901335
- 55:[Area5<0.589787364] yes=111,no=112,missing=112,gain=6.94371033,cover=694780
- 111:leaf=4.57292008e-05,cover=0
- 112:leaf=-0.000349759328,cover=0
- 56:[Ecc<24.7238369] yes=113,no=114,missing=113,gain=15.2177982,cover=206555
- 113:leaf=0.000230294288,cover=0
- 114:leaf=-0.000934299373,cover=0
- 28:[Area5<0.582201123] yes=57,no=58,missing=57,gain=26.7677269,cover=97437
- 57:[PialArea5<0.839144647] yes=115,no=116,missing=115,gain=8.69828796,cover=21829
- 115:leaf=-0.000275904837,cover=0
- 116:leaf=-0.00303696305,cover=0
- 58:[PialArea5<0.801087916] yes=117,no=118,missing=117,gain=14.9089432,cover=75608
- 117:leaf=0.000277855317,cover=0
- 118:leaf=0.00177444448,cover=0
- 14:[PialCurv5<-0.0644776821] yes=29,no=30,missing=29,gain=50.8661346,cover=2822171
- 29:[MidArea5<0.692627788] yes=59,no=60,missing=59,gain=23.4160538,cover=73000
- 59:[Sulc0<-0.481185079] yes=119,no=120,missing=119,gain=5.00187683,cover=22015
- 119:leaf=-0.00114156224,cover=0
- 120:leaf=0.000468023267,cover=0
- 60:[Ecc<14.694541] yes=121,no=122,missing=122,gain=15.6453705,cover=50985
- 121:leaf=0.00143799651,cover=0
- 122:leaf=0.00356901134,cover=0
- 30:[Curv5<-0.0620335713] yes=61,no=62,missing=61,gain=12.2463608,cover=2749171
- 61:[PialCurv5<-0.0154925911] yes=123,no=124,missing=123,gain=7.33082485,cover=231209
- 123:leaf=-0.000528574164,cover=0
- 124:leaf=0.000146215229,cover=0
- 62:[PialCurv5<-0.0363363102] yes=125,no=126,missing=125,gain=7.67214584,cover=2517962
- 125:leaf=0.000474836357,cover=0
- 126:leaf=-1.30266826e-05,cover=0
-booster[785]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=2,gain=0.30854404,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=3,gain=0.465014249,cover=5064338
- 3:[Curv5<-0.245563462] yes=7,no=8,missing=7,gain=0.338135302,cover=5048039
- 7:[PialCurv5<-0.138158455] yes=15,no=16,missing=15,gain=2.38466907,cover=477340
- 15:[Curv5<-0.26661092] yes=31,no=32,missing=31,gain=1.69610918,cover=314879
- 31:[Area5<0.404548973] yes=63,no=64,missing=63,gain=1.09114766,cover=226347
- 63:leaf=-0.000475624722,cover=0
- 64:leaf=5.5620214e-05,cover=0
- 32:[Area5<0.545738399] yes=65,no=66,missing=65,gain=2.00430655,cover=88532
- 65:leaf=0.00020707892,cover=0
- 66:leaf=-0.000356860459,cover=0
- 16:[Area5<0.513795495] yes=33,no=34,missing=33,gain=2.59781218,cover=162461
- 33:[LGI5<2.48283219] yes=67,no=68,missing=67,gain=1.05698586,cover=39548
- 67:leaf=6.48295681e-05,cover=0
- 68:leaf=-0.000458081457,cover=0
- 34:[LGI5<2.27925944] yes=69,no=70,missing=69,gain=3.11197519,cover=122913
- 69:leaf=0.00143745856,cover=0
- 70:leaf=0.000252496597,cover=0
- 8:[PialCurv5<-0.151339546] yes=17,no=18,missing=17,gain=3.08318472,cover=4570699
- 17:[Curv5<-0.223784685] yes=35,no=36,missing=36,gain=4.35391235,cover=47980
- 35:[Area5<0.839165807] yes=71,no=72,missing=71,gain=1.37252295,cover=27586
- 71:leaf=5.3610398e-05,cover=0
- 72:leaf=-0.0018153945,cover=0
- 36:[Ecc<20.7119312] yes=73,no=74,missing=73,gain=2.78582716,cover=20394
- 73:leaf=0.00116043561,cover=0
- 74:leaf=-0.000659146521,cover=0
- 18:[Sulc0<-0.463317156] yes=37,no=38,missing=38,gain=0.89426887,cover=4522719
- 37:[Ecc<6.2938199] yes=75,no=76,missing=75,gain=4.06531906,cover=1357629
- 75:leaf=2.41248617e-05,cover=0
- 76:leaf=-0.000154636946,cover=0
- 38:[Ecc<1.10530448] yes=77,no=78,missing=78,gain=1.70743287,cover=3165090
- 77:leaf=-0.000235705447,cover=0
- 78:leaf=1.12650614e-05,cover=0
- 4:[PialCurv5<-0.0868030339] yes=9,no=10,missing=9,gain=5.58559418,cover=16299
- 9:[Curv5<-0.0922861248] yes=19,no=20,missing=19,gain=2.46924448,cover=13616
- 19:[Curv5<-0.223784685] yes=39,no=40,missing=39,gain=2.50208402,cover=13551
- 39:[Pol<123.059357] yes=79,no=80,missing=79,gain=1.51114631,cover=4064
- 79:leaf=-0.000413103175,cover=0
- 80:leaf=-0.00298572402,cover=0
- 40:[Pol<172.045227] yes=81,no=82,missing=81,gain=2.10041237,cover=9487
- 81:leaf=0.000426543236,cover=0
- 82:leaf=0.00329526816,cover=0
- 20:[PialCurv5<-0.0886472985] yes=41,no=42,missing=41,gain=1.61674237,cover=65
- 41:[PialCurv5<-0.117370568] yes=83,no=84,missing=84,gain=0.979599953,cover=56
- 83:leaf=0.0162688419,cover=0
- 84:leaf=-0.0139992386,cover=0
- 42:[Ecc<6.10119486] yes=85,no=86,missing=85,gain=0.367209256,cover=9
- 85:leaf=0.0189650711,cover=0
- 86:leaf=-0.000164979705,cover=0
- 10:[Sulc0<-0.745069146] yes=21,no=22,missing=22,gain=1.31788397,cover=2683
- 21:[Curv5<-0.0413376503] yes=43,no=44,missing=43,gain=2.60613108,cover=1423
- 43:[LGI5<2.23211861] yes=87,no=88,missing=87,gain=1.90944862,cover=1418
- 87:leaf=0.00265509682,cover=0
- 88:leaf=-0.00407436443,cover=0
- 44:[Pol<52.7894325] yes=89,no=90,missing=89,gain=1.00857949,cover=5
- 89:leaf=0.0440158062,cover=0
- 90:leaf=0.000351719063,cover=0
- 22:[Pol<132.083344] yes=45,no=46,missing=45,gain=2.27633715,cover=1260
- 45:[LGI5<2.33929968] yes=91,no=92,missing=92,gain=1.29305732,cover=769
- 91:leaf=-0.00487351744,cover=0
- 92:leaf=0.00130108127,cover=0
- 46:[Pol<152.827332] yes=93,no=94,missing=93,gain=1.89295483,cover=491
- 93:leaf=-0.0076905801,cover=0
- 94:leaf=-0.00133295578,cover=0
- 2:[Area5<0.631603718] yes=5,no=6,missing=5,gain=1.65966403,cover=60050
- 5:[LGI5<2.59361267] yes=11,no=12,missing=11,gain=1.12404501,cover=544
- 11:[Sulc0<-0.79536891] yes=23,no=24,missing=24,gain=1.14893985,cover=428
- 23:[PialCurv5<-0.11422696] yes=47,no=48,missing=47,gain=1.02601826,cover=374
- 47:[Sulc0<-1.06881595] yes=95,no=96,missing=95,gain=0.457854271,cover=224
- 95:leaf=0.00750972191,cover=0
- 96:leaf=0.00295376265,cover=0
- 48:[PialCurv5<-0.0923183635] yes=97,no=98,missing=97,gain=0.49641192,cover=150
- 97:leaf=-0.00117643445,cover=0
- 98:leaf=0.00788978487,cover=0
- 24:[Ecc<3.22716212] yes=49,no=50,missing=50,gain=1.27543187,cover=54
- 49:[Ecc<2.48523927] yes=99,no=100,missing=99,gain=0.640401244,cover=36
- 99:leaf=0.00941273849,cover=0
- 100:leaf=-0.00466140639,cover=0
- 50:[LGI5<2.57675576] yes=101,no=102,missing=101,gain=0.0742683411,cover=18
- 101:leaf=0.0230359491,cover=0
- 102:leaf=0.00914315879,cover=0
- 12:[PialCurv5<-0.123971827] yes=25,no=26,missing=25,gain=0.516534507,cover=116
- 25:[Curv5<-0.239749789] yes=51,no=52,missing=51,gain=0.276371986,cover=37
- 51:[Curv5<-0.303613424] yes=103,no=104,missing=103,gain=0.0748488009,cover=20
- 103:leaf=0.00284905313,cover=0
- 104:leaf=-0.00308990572,cover=0
- 52:[LGI5<2.66988635] yes=105,no=106,missing=105,gain=0.165202409,cover=17
- 105:leaf=0.000887164031,cover=0
- 106:leaf=0.0112075889,cover=0
- 26:[LGI5<3.268116] yes=53,no=54,missing=53,gain=0.265233517,cover=79
- 53:[Sulc0<-1.19305253] yes=107,no=108,missing=108,gain=0.15143013,cover=69
- 107:leaf=-0.00907230377,cover=0
- 108:leaf=-0.00170680939,cover=0
- 54:leaf=-0.0110125234,cover=0
- 6:[PialCurv5<-0.11422696] yes=13,no=14,missing=13,gain=1.19797647,cover=59506
- 13:[Curv5<-0.0902613774] yes=27,no=28,missing=28,gain=1.67399919,cover=21293
- 27:[LGI5<3.70550299] yes=55,no=56,missing=55,gain=1.26385999,cover=21256
- 55:[Ecc<26.4278679] yes=109,no=110,missing=110,gain=1.27617002,cover=21039
- 109:leaf=-0.000227983386,cover=0
- 110:leaf=0.00192268461,cover=0
- 56:[LGI5<3.94193578] yes=111,no=112,missing=111,gain=0.437122703,cover=217
- 111:leaf=-0.00494486652,cover=0
- 112:leaf=0.00119507767,cover=0
- 28:[Area5<0.987501919] yes=57,no=58,missing=58,gain=0.412620425,cover=37
- 57:[Sulc0<-0.370474488] yes=113,no=114,missing=113,gain=0.206353739,cover=18
- 113:leaf=-0.0116965463,cover=0
- 114:leaf=-0.000818512985,cover=0
- 58:[PialCurv5<-0.181738108] yes=115,no=116,missing=116,gain=0.189250469,cover=19
- 115:leaf=-0.00577280624,cover=0
- 116:leaf=-0.0186248459,cover=0
- 14:[LGI5<2.44958925] yes=29,no=30,missing=29,gain=1.44038606,cover=38213
- 29:[Pol<120.317558] yes=59,no=60,missing=60,gain=3.02284026,cover=8591
- 59:[Ecc<0.999059319] yes=117,no=118,missing=117,gain=3.71972609,cover=7276
- 117:leaf=-0.00136335928,cover=0
- 118:leaf=0.00171752181,cover=0
- 60:[Pol<164.532394] yes=119,no=120,missing=119,gain=1.20982969,cover=1315
- 119:leaf=-0.00236805179,cover=0
- 120:leaf=0.000945009233,cover=0
- 30:[LGI5<2.61063838] yes=61,no=62,missing=61,gain=4.02267408,cover=29622
- 61:[Ecc<1.79549146] yes=121,no=122,missing=121,gain=3.85807681,cover=8066
- 121:leaf=0.00214286498,cover=0
- 122:leaf=-0.00126048701,cover=0
- 62:[PialArea5<1.4350239] yes=123,no=124,missing=123,gain=1.5053525,cover=21556
- 123:leaf=-0.000141406941,cover=0
- 124:leaf=0.000743229291,cover=0
-booster[786]:
-0:[PialArea5<0.946096778] yes=1,no=2,missing=1,gain=0.314439952,cover=5124388
- 1:[LGI5<3.84897733] yes=3,no=4,missing=4,gain=0.746347666,cover=3752000
- 3:[Area5<0.987501919] yes=7,no=8,missing=7,gain=0.862241387,cover=3718567
- 7:[MidArea5<0.864058435] yes=15,no=16,missing=16,gain=1.10138822,cover=3711746
- 15:[Pol<178.093033] yes=31,no=32,missing=31,gain=0.723812044,cover=3692188
- 31:[Sulc0<-0.407819748] yes=63,no=64,missing=63,gain=0.786917329,cover=3660608
- 63:leaf=-4.39027463e-05,cover=0
- 64:leaf=7.88299712e-06,cover=0
- 32:[Ecc<42.9490852] yes=65,no=66,missing=65,gain=2.01724958,cover=31580
- 65:leaf=0.000300854968,cover=0
- 66:leaf=-0.00215163804,cover=0
- 16:[Ecc<11.1913614] yes=33,no=34,missing=33,gain=3.8548367,cover=19558
- 33:[Curv5<-0.0553030409] yes=67,no=68,missing=68,gain=1.28762817,cover=9505
- 67:leaf=-0.000328204886,cover=0
- 68:leaf=-0.00153990369,cover=0
- 34:[Pol<39.9674568] yes=69,no=70,missing=69,gain=3.09395099,cover=10053
- 69:leaf=0.00192662131,cover=0
- 70:leaf=-0.000171573891,cover=0
- 8:[LGI5<3.78836131] yes=17,no=18,missing=18,gain=3.42335463,cover=6821
- 17:[Curv5<-0.0620335713] yes=35,no=36,missing=35,gain=3.05531168,cover=6761
- 35:[PialCurv5<-0.0868030339] yes=71,no=72,missing=72,gain=1.37618446,cover=305
- 71:leaf=0.000135472786,cover=0
- 72:leaf=0.00749603286,cover=0
- 36:[PialCurv5<-0.0487009101] yes=73,no=74,missing=73,gain=2.70565653,cover=6456
- 73:leaf=-0.00598726189,cover=0
- 74:leaf=0.000387105742,cover=0
- 18:[Sulc0<1.02827847] yes=37,no=38,missing=37,gain=1.98817253,cover=60
- 37:[Curv5<0.0635297745] yes=75,no=76,missing=76,gain=0.549601078,cover=38
- 75:leaf=0.00124636421,cover=0
- 76:leaf=0.0211359691,cover=0
- 38:[Pol<66.6374893] yes=77,no=78,missing=77,gain=0.258152366,cover=22
- 77:leaf=0.00699715409,cover=0
- 78:leaf=-0.00371504994,cover=0
- 4:[Sulc0<0.551384151] yes=9,no=10,missing=9,gain=3.63080883,cover=33433
- 9:[Pol<99.0100403] yes=19,no=20,missing=19,gain=6.8047142,cover=23549
- 19:[Pol<57.8577347] yes=39,no=40,missing=40,gain=5.52280045,cover=10756
- 39:[Area5<0.731406808] yes=79,no=80,missing=80,gain=3.81529093,cover=7452
- 79:leaf=-0.000146658262,cover=0
- 80:leaf=-0.00286500505,cover=0
- 40:[Ecc<19.4699688] yes=81,no=82,missing=82,gain=4.6741848,cover=3304
- 81:leaf=-0.00154283817,cover=0
- 82:leaf=-0.00533273444,cover=0
- 20:[Sulc0<0.126604497] yes=41,no=42,missing=41,gain=5.36692715,cover=12793
- 41:[Curv5<-0.0507577434] yes=83,no=84,missing=83,gain=3.51638317,cover=8173
- 83:leaf=0.000376789045,cover=0
- 84:leaf=0.00278514461,cover=0
- 42:[PialCurv5<-0.102360219] yes=85,no=86,missing=85,gain=5.61794519,cover=4620
- 85:leaf=-0.00854687393,cover=0
- 86:leaf=-0.000751052983,cover=0
- 10:[PialCurv5<-0.0227819066] yes=21,no=22,missing=22,gain=4.03487301,cover=9884
- 21:[Pol<80.2322083] yes=43,no=44,missing=43,gain=1.86549258,cover=121
- 43:[LGI5<3.94193578] yes=87,no=88,missing=88,gain=0.695558071,cover=34
- 87:leaf=-0.00352522614,cover=0
- 88:leaf=0.0112264184,cover=0
- 44:[LGI5<3.94193578] yes=89,no=90,missing=89,gain=0.78593111,cover=87
- 89:leaf=-0.0164861064,cover=0
- 90:leaf=-0.00666136248,cover=0
- 22:[Curv5<0.0431617796] yes=45,no=46,missing=45,gain=1.55045664,cover=9763
- 45:[Pol<104.38549] yes=91,no=92,missing=91,gain=5.90793037,cover=848
- 91:leaf=0.00691205729,cover=0
- 92:leaf=-0.00142719992,cover=0
- 46:[Area5<0.672473609] yes=93,no=94,missing=93,gain=1.68693662,cover=8915
- 93:leaf=-0.000746250967,cover=0
- 94:leaf=0.000865628303,cover=0
- 2:[Ecc<0.295587689] yes=5,no=6,missing=5,gain=1.16263473,cover=1372388
- 5:[LGI5<2.78495932] yes=11,no=12,missing=11,gain=2.97158599,cover=11145
- 11:[PialCurv5<-0.0940372422] yes=23,no=24,missing=23,gain=1.89080083,cover=11084
- 23:[LGI5<2.26652193] yes=47,no=48,missing=47,gain=2.23996305,cover=5394
- 47:[LGI5<2.22170687] yes=95,no=96,missing=96,gain=3.86473131,cover=858
- 95:leaf=-0.00044386182,cover=0
- 96:leaf=-0.00717054307,cover=0
- 48:[Curv5<-0.141545609] yes=97,no=98,missing=98,gain=2.08284426,cover=4536
- 97:leaf=-0.00098344998,cover=0
- 98:leaf=0.0047563198,cover=0
- 24:[Area5<0.683164001] yes=49,no=50,missing=49,gain=2.36205864,cover=5690
- 49:[Curv5<-0.22713457] yes=99,no=100,missing=99,gain=1.38626444,cover=3220
- 99:leaf=0.00881817099,cover=0
- 100:leaf=-0.000916939636,cover=0
- 50:[LGI5<2.13090348] yes=101,no=102,missing=102,gain=3.30133152,cover=2470
- 101:leaf=0.013038367,cover=0
- 102:leaf=0.000965865445,cover=0
- 12:[PialCurv5<-0.126528949] yes=25,no=26,missing=26,gain=1.58764219,cover=61
- 25:[PialArea5<1.13220918] yes=51,no=52,missing=51,gain=0.298331022,cover=27
- 51:[Pol<175.068527] yes=103,no=104,missing=103,gain=0.0644337907,cover=24
- 103:leaf=-0.00149401161,cover=0
- 104:leaf=0.00786502939,cover=0
- 52:leaf=0.0139170829,cover=0
- 26:[Sulc0<-0.79536891] yes=53,no=54,missing=53,gain=0.529799461,cover=34
- 53:[LGI5<2.83041978] yes=105,no=106,missing=105,gain=0.183664322,cover=26
- 105:leaf=0.0270635616,cover=0
- 106:leaf=0.0155964736,cover=0
- 54:[LGI5<2.86927843] yes=107,no=108,missing=107,gain=0.0497180372,cover=8
- 107:leaf=0.00735117448,cover=0
- 108:leaf=-0.00110199454,cover=0
- 6:[Pol<155.757294] yes=13,no=14,missing=13,gain=1.04083884,cover=1361243
- 13:[Ecc<6.22534323] yes=27,no=28,missing=27,gain=4.47453022,cover=1063669
- 27:[Pol<123.059357] yes=55,no=56,missing=55,gain=3.98245358,cover=523503
- 55:[Sulc0<-0.487093836] yes=109,no=110,missing=109,gain=2.81779671,cover=435756
- 109:leaf=-5.17127737e-05,cover=0
- 110:leaf=0.000288105104,cover=0
- 56:[LGI5<2.40692019] yes=111,no=112,missing=111,gain=12.6484413,cover=87747
- 111:leaf=0.000417374365,cover=0
- 112:leaf=-0.000825068739,cover=0
- 28:[Pol<59.5955544] yes=57,no=58,missing=57,gain=5.85796213,cover=540166
- 57:[Curv5<-0.186853081] yes=113,no=114,missing=113,gain=3.30487967,cover=350712
- 113:leaf=0.000214290136,cover=0
- 114:leaf=-9.85529041e-05,cover=0
- 58:[PialArea5<1.07423365] yes=115,no=116,missing=116,gain=7.69351196,cover=189454
- 115:leaf=0.000151909393,cover=0
- 116:leaf=0.000832448655,cover=0
- 14:[Ecc<6.10119486] yes=29,no=30,missing=29,gain=7.52403069,cover=297574
- 29:[Curv5<-0.129194111] yes=59,no=60,missing=59,gain=14.5732679,cover=91868
- 59:[Sulc0<-0.469276249] yes=117,no=118,missing=118,gain=5.70067453,cover=78153
- 117:leaf=0.000108426342,cover=0
- 118:leaf=-0.00331986765,cover=0
- 60:[Ecc<2.31110334] yes=119,no=120,missing=120,gain=11.332407,cover=13715
- 119:leaf=0.000163518795,cover=0
- 120:leaf=0.00306732277,cover=0
- 30:[Ecc<15.5679035] yes=61,no=62,missing=61,gain=4.56724119,cover=205706
- 61:[Pol<177.360886] yes=121,no=122,missing=121,gain=4.00411606,cover=100819
- 121:leaf=-0.000602715416,cover=0
- 122:leaf=0.00026167254,cover=0
- 62:[Ecc<25.1292973] yes=123,no=124,missing=123,gain=6.35442352,cover=104887
- 123:leaf=0.000420658995,cover=0
- 124:leaf=-0.000359380851,cover=0
-booster[787]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=1,gain=0.2968871,cover=5124388
- 1:[Area5<0.669105887] yes=3,no=4,missing=4,gain=2.56269407,cover=60049
- 3:[PialArea5<0.550757647] yes=7,no=8,missing=7,gain=1.45083678,cover=59007
- 7:[Ecc<3.94116735] yes=15,no=16,missing=15,gain=0.598506033,cover=58765
- 15:[Curv5<0.199476883] yes=31,no=32,missing=31,gain=0.642017365,cover=15185
- 31:[Ecc<1.46579576] yes=63,no=64,missing=64,gain=1.72879803,cover=5197
- 63:leaf=-0.000469671941,cover=0
- 64:leaf=0.0014171314,cover=0
- 32:[Area5<0.529385149] yes=65,no=66,missing=65,gain=0.960108697,cover=9988
- 65:leaf=-0.00167802407,cover=0
- 66:leaf=-0.000257362961,cover=0
- 16:[Pol<14.1659222] yes=33,no=34,missing=33,gain=0.797222495,cover=43580
- 33:[Ecc<14.484726] yes=67,no=68,missing=67,gain=0.282584369,cover=136
- 67:leaf=-0.0073411311,cover=0
- 68:leaf=-0.0022284626,cover=0
- 34:[Ecc<7.03401423] yes=69,no=70,missing=69,gain=0.730383456,cover=43444
- 69:leaf=0.000468354177,cover=0
- 70:leaf=2.22108265e-05,cover=0
- 8:[Pol<131.443253] yes=17,no=18,missing=17,gain=0.403781772,cover=242
- 17:[Ecc<7.29654455] yes=35,no=36,missing=36,gain=0.261812449,cover=167
- 35:[Ecc<4.67068386] yes=71,no=72,missing=71,gain=0.41437754,cover=123
- 71:leaf=0.00282363757,cover=0
- 72:leaf=-0.00417786418,cover=0
- 36:[Sulc0<-0.27863887] yes=73,no=74,missing=74,gain=0.14917779,cover=44
- 73:leaf=0.00294762314,cover=0
- 74:leaf=0.0089105349,cover=0
- 18:[LGI5<2.47631311] yes=37,no=38,missing=37,gain=0.329708695,cover=75
- 37:[PialCurv5<-0.171137348] yes=75,no=76,missing=75,gain=0.214521974,cover=35
- 75:leaf=-0.00313286786,cover=0
- 76:leaf=0.00552282436,cover=0
- 38:[Pol<142.520569] yes=77,no=78,missing=78,gain=0.446771622,cover=40
- 77:leaf=0.0137867425,cover=0
- 78:leaf=0.00256236806,cover=0
- 4:[Ecc<18.0513744] yes=9,no=10,missing=9,gain=0.704399109,cover=1042
- 9:[Curv5<0.186949074] yes=19,no=20,missing=19,gain=0.692105532,cover=555
- 19:[LGI5<3.23945832] yes=39,no=40,missing=39,gain=0.602101326,cover=214
- 39:[LGI5<2.91823459] yes=79,no=80,missing=80,gain=0.512289047,cover=170
- 79:leaf=0.00545002148,cover=0
- 80:leaf=0.0114826253,cover=0
- 40:[Sulc0<1.06550956] yes=81,no=82,missing=81,gain=0.221724838,cover=44
- 81:leaf=0.00293738558,cover=0
- 82:leaf=-0.00477621378,cover=0
- 20:[LGI5<2.2730217] yes=41,no=42,missing=41,gain=0.480815411,cover=341
- 41:[PialCurv5<0.45140323] yes=83,no=84,missing=83,gain=0.0511414707,cover=10
- 83:leaf=-0.00955075771,cover=0
- 84:leaf=-0.000466793776,cover=0
- 42:[Curv5<0.245671451] yes=85,no=86,missing=86,gain=0.310258687,cover=331
- 85:leaf=0.00213384186,cover=0
- 86:leaf=0.00685043354,cover=0
- 10:[LGI5<3.00232744] yes=21,no=22,missing=21,gain=0.910210907,cover=487
- 21:[Curv5<0.18040961] yes=43,no=44,missing=44,gain=0.430326909,cover=136
- 43:[Ecc<28.7730255] yes=87,no=88,missing=87,gain=0.509577811,cover=49
- 87:leaf=-0.00227813958,cover=0
- 88:leaf=0.00818869751,cover=0
- 44:[Ecc<30.959959] yes=89,no=90,missing=89,gain=0.338573992,cover=87
- 89:leaf=-0.00820240658,cover=0
- 90:leaf=-0.00181874295,cover=0
- 22:[LGI5<3.07984829] yes=45,no=46,missing=45,gain=0.946521223,cover=351
- 45:[Curv5<0.18040961] yes=91,no=92,missing=91,gain=0.567713737,cover=52
- 91:leaf=-0.00323856552,cover=0
- 92:leaf=0.010871687,cover=0
- 46:[LGI5<3.15728688] yes=93,no=94,missing=93,gain=1.89827573,cover=299
- 93:leaf=-0.00844421238,cover=0
- 94:leaf=0.00301753148,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.385198653,cover=5064339
- 5:[Area5<0.694293797] yes=11,no=12,missing=11,gain=1.58028698,cover=3639
- 11:[Pol<102.778297] yes=23,no=24,missing=23,gain=0.663394094,cover=1692
- 23:[Curv5<0.177453667] yes=47,no=48,missing=47,gain=0.511440754,cover=1275
- 47:[Curv5<0.108977526] yes=95,no=96,missing=95,gain=0.341766477,cover=501
- 95:leaf=-0.00814353023,cover=0
- 96:leaf=-0.000712935056,cover=0
- 48:[LGI5<3.44046211] yes=97,no=98,missing=97,gain=0.322976589,cover=774
- 97:leaf=-0.00263530808,cover=0
- 98:leaf=-0.00588638149,cover=0
- 24:[Curv5<0.245671451] yes=49,no=50,missing=49,gain=0.362911344,cover=417
- 49:[LGI5<2.2730217] yes=99,no=100,missing=100,gain=0.351999849,cover=384
- 99:leaf=-0.00923983194,cover=0
- 100:leaf=0.00076739036,cover=0
- 50:[PialCurv5<0.45140323] yes=101,no=102,missing=102,gain=0.097476989,cover=33
- 101:leaf=-0.000894133758,cover=0
- 102:leaf=-0.00670834025,cover=0
- 12:[MidArea5<0.468026847] yes=25,no=26,missing=26,gain=1.00178123,cover=1947
- 25:[Area5<0.7084831] yes=51,no=52,missing=51,gain=0.826335788,cover=617
- 51:[Ecc<13.6880245] yes=103,no=104,missing=103,gain=0.310888231,cover=382
- 103:leaf=0.0019071335,cover=0
- 104:leaf=-0.000969823741,cover=0
- 52:[Curv5<0.183586344] yes=105,no=106,missing=105,gain=0.3316468,cover=235
- 105:leaf=0.00682391319,cover=0
- 106:leaf=0.00293275504,cover=0
- 26:[Ecc<36.5542564] yes=53,no=54,missing=53,gain=1.46582901,cover=1330
- 53:[Area5<0.721707046] yes=107,no=108,missing=107,gain=1.33700943,cover=935
- 107:leaf=-0.00127645384,cover=0
- 108:leaf=0.00251220516,cover=0
- 54:[Pol<24.282547] yes=109,no=110,missing=109,gain=0.674292684,cover=395
- 109:leaf=0.00937676243,cover=0
- 110:leaf=-0.00320822909,cover=0
- 6:[PialArea5<0.753297985] yes=13,no=14,missing=14,gain=0.34014231,cover=5060700
- 13:[Pol<47.409153] yes=27,no=28,missing=27,gain=4.07836962,cover=2215562
- 27:[Area5<0.65839982] yes=55,no=56,missing=55,gain=8.57630825,cover=123357
- 55:[Curv5<-0.0902613774] yes=111,no=112,missing=111,gain=8.60050964,cover=61322
- 111:leaf=0.000263434427,cover=0
- 112:leaf=-0.000992361456,cover=0
- 56:[Ecc<2.07756257] yes=113,no=114,missing=113,gain=9.03491116,cover=62035
- 113:leaf=-0.00158266968,cover=0
- 114:leaf=0.000839282293,cover=0
- 28:[Ecc<43.8470497] yes=57,no=58,missing=57,gain=3.7478354,cover=2092205
- 57:[Curv5<0.0100963581] yes=115,no=116,missing=115,gain=3.08809066,cover=2044642
- 115:leaf=-0.000131086956,cover=0
- 116:leaf=1.26887926e-05,cover=0
- 58:[Curv5<0.186949074] yes=117,no=118,missing=117,gain=3.59375286,cover=47563
- 117:leaf=-0.000623769534,cover=0
- 118:leaf=0.000764357217,cover=0
- 14:[MidArea5<0.559431195] yes=29,no=30,missing=29,gain=2.63315964,cover=2845138
- 29:[PialArea5<0.767178178] yes=59,no=60,missing=60,gain=0.461279392,cover=764
- 59:[MidArea5<0.55041182] yes=119,no=120,missing=119,gain=0.492426693,cover=511
- 119:leaf=0.00404990371,cover=0
- 120:leaf=0.000853046135,cover=0
- 60:[PialCurv5<-0.175695807] yes=121,no=122,missing=122,gain=0.277419329,cover=253
- 121:leaf=8.26791947e-05,cover=0
- 122:leaf=0.0052815075,cover=0
- 30:[PialCurv5<0.137877449] yes=61,no=62,missing=62,gain=1.87185049,cover=2844374
- 61:[Curv5<0.0365542509] yes=123,no=124,missing=123,gain=3.06585717,cover=2820396
- 123:leaf=1.52775647e-05,cover=0
- 124:leaf=-0.000286182447,cover=0
- 62:[LGI5<2.39007568] yes=125,no=126,missing=125,gain=4.29360962,cover=23978
- 125:leaf=0.00204408611,cover=0
- 126:leaf=0.000168857965,cover=0
-booster[788]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.297717541,cover=5124388
- 1:[Area5<0.610838115] yes=3,no=4,missing=4,gain=0.591765463,cover=20016
- 3:[Ecc<36.5542564] yes=7,no=8,missing=8,gain=0.491292953,cover=18642
- 7:[Ecc<12.3665791] yes=15,no=16,missing=15,gain=0.852015197,cover=17351
- 15:[Ecc<8.35574818] yes=31,no=32,missing=31,gain=0.725287616,cover=12582
- 31:[Ecc<8.01039791] yes=61,no=62,missing=61,gain=1.94651735,cover=10678
- 61:leaf=-6.01814918e-06,cover=0
- 62:leaf=0.00340518425,cover=0
- 32:[LGI5<2.99594808] yes=63,no=64,missing=63,gain=2.1181109,cover=1904
- 63:leaf=-0.00197610096,cover=0
- 64:leaf=0.00171906629,cover=0
- 16:[LGI5<3.01384926] yes=33,no=34,missing=33,gain=1.79256284,cover=4769
- 33:[PialArea5<0.245474651] yes=65,no=66,missing=65,gain=2.99385214,cover=1333
- 65:leaf=0.00520349666,cover=0
- 66:leaf=0.000371516566,cover=0
- 34:[Ecc<15.121048] yes=67,no=68,missing=67,gain=0.876367092,cover=3436
- 67:leaf=0.00220545661,cover=0
- 68:leaf=-0.000156947455,cover=0
- 8:[LGI5<3.15084362] yes=17,no=18,missing=17,gain=1.06578922,cover=1291
- 17:[LGI5<2.97342348] yes=35,no=36,missing=36,gain=1.61962461,cover=688
- 35:[PialCurv5<0.265012205] yes=69,no=70,missing=70,gain=1.16838992,cover=417
- 69:leaf=0.00484147994,cover=0
- 70:leaf=-0.00158768985,cover=0
- 36:[Sulc0<0.995960534] yes=71,no=72,missing=71,gain=1.26131153,cover=271
- 71:leaf=-0.00967288204,cover=0
- 72:leaf=-0.00257392623,cover=0
- 18:[PialArea5<0.245474651] yes=37,no=38,missing=37,gain=1.36951792,cover=603
- 37:[Sulc0<0.74744761] yes=73,no=74,missing=73,gain=1.65707505,cover=290
- 73:leaf=0.0183389522,cover=0
- 74:leaf=0.0022336063,cover=0
- 38:[Ecc<42.1016579] yes=75,no=76,missing=75,gain=1.0854466,cover=313
- 75:leaf=-0.00450154673,cover=0
- 76:leaf=0.00137131894,cover=0
- 4:[Pol<36.2100182] yes=9,no=10,missing=9,gain=0.350315034,cover=1374
- 9:[Ecc<28.2834949] yes=19,no=20,missing=20,gain=0.177204072,cover=9
- 19:leaf=-0.00534621486,cover=0
- 20:[Ecc<47.7892265] yes=39,no=40,missing=39,gain=0.0865890384,cover=8
- 39:leaf=0.0146178743,cover=0
- 40:leaf=-0.000502926123,cover=0
- 10:[PialCurv5<0.0193316489] yes=21,no=22,missing=21,gain=0.32815218,cover=1365
- 21:[Curv5<0.124281213] yes=41,no=42,missing=41,gain=0.223885402,cover=16
- 41:leaf=-0.0126488255,cover=0
- 42:[Ecc<5.46745825] yes=77,no=78,missing=77,gain=0.0662807897,cover=10
- 77:leaf=0.00444939733,cover=0
- 78:leaf=-0.00345069915,cover=0
- 22:[LGI5<3.60428405] yes=43,no=44,missing=43,gain=0.290815055,cover=1349
- 43:[LGI5<3.268116] yes=79,no=80,missing=80,gain=0.463506997,cover=1324
- 79:leaf=0.000976086885,cover=0
- 80:leaf=0.00392108364,cover=0
- 44:[Area5<0.629274011] yes=81,no=82,missing=81,gain=0.254732728,cover=25
- 81:leaf=-0.00679151295,cover=0
- 82:leaf=0.00442622229,cover=0
- 2:[PialArea5<0.793370187] yes=5,no=6,missing=5,gain=0.297343612,cover=5104372
- 5:[Area5<0.877147377] yes=11,no=12,missing=12,gain=2.03131795,cover=2562125
- 11:[Pol<47.409153] yes=23,no=24,missing=23,gain=1.82979918,cover=2543267
- 23:[Area5<0.659308732] yes=45,no=46,missing=45,gain=7.0383296,cover=173578
- 45:[Curv5<-0.0902613774] yes=83,no=84,missing=83,gain=11.2341213,cover=90002
- 83:leaf=0.000180252595,cover=0
- 84:leaf=-0.00106607412,cover=0
- 46:[Pol<14.1659222] yes=85,no=86,missing=86,gain=7.3400383,cover=83576
- 85:leaf=-0.000270891818,cover=0
- 86:leaf=0.000766640936,cover=0
- 24:[LGI5<3.38720298] yes=47,no=48,missing=48,gain=2.71051717,cover=2369689
- 47:[LGI5<3.06122994] yes=87,no=88,missing=87,gain=3.37360096,cover=2137513
- 87:leaf=-4.08871383e-05,cover=0
- 88:leaf=0.000119202763,cover=0
- 48:[Ecc<9.0678978] yes=89,no=90,missing=90,gain=6.86888409,cover=232176
- 89:leaf=0.00160397124,cover=0
- 90:leaf=-0.000231552913,cover=0
- 12:[Curv5<-0.066452302] yes=25,no=26,missing=25,gain=4.70135117,cover=18858
- 25:[Sulc0<-0.137935251] yes=49,no=50,missing=49,gain=3.3997736,cover=467
- 49:[Ecc<1.57116413] yes=91,no=92,missing=92,gain=1.80269527,cover=421
- 91:leaf=0.00366668007,cover=0
- 92:leaf=0.0102319038,cover=0
- 50:[Sulc0<0.364060968] yes=93,no=94,missing=93,gain=0.255479217,cover=46
- 93:leaf=-0.00847816095,cover=0
- 94:leaf=0.00394602446,cover=0
- 26:[PialCurv5<-0.0569176264] yes=51,no=52,missing=52,gain=2.50615668,cover=18391
- 51:[Ecc<1.05247808] yes=95,no=96,missing=95,gain=2.19264507,cover=149
- 95:leaf=-0.00163703598,cover=0
- 96:leaf=-0.0143592572,cover=0
- 52:[LGI5<2.36851335] yes=97,no=98,missing=98,gain=2.14910316,cover=18242
- 97:leaf=-0.00104776421,cover=0
- 98:leaf=0.00063029665,cover=0
- 6:[MidArea5<0.578370392] yes=13,no=14,missing=14,gain=1.66784012,cover=2542247
- 13:[LGI5<2.69973111] yes=27,no=28,missing=27,gain=0.349685311,cover=353
- 27:[LGI5<2.58938479] yes=53,no=54,missing=53,gain=0.36217463,cover=336
- 53:[Ecc<4.27275372] yes=99,no=100,missing=99,gain=0.374880791,cover=315
- 99:leaf=0.00248001865,cover=0
- 100:leaf=0.00681451801,cover=0
- 54:[Ecc<1.85215485] yes=101,no=102,missing=101,gain=0.24754405,cover=21
- 101:leaf=0.0154274823,cover=0
- 102:leaf=0.00426370418,cover=0
- 28:[PialCurv5<-0.146805272] yes=55,no=56,missing=55,gain=0.0204800367,cover=17
- 55:[Curv5<-0.287682682] yes=103,no=104,missing=103,gain=0.00821341574,cover=10
- 103:leaf=-0.00217223167,cover=0
- 104:leaf=-0.00593769737,cover=0
- 56:[MidArea5<0.57021302] yes=105,no=106,missing=105,gain=0.00542593701,cover=7
- 105:leaf=-0.00278377137,cover=0
- 106:leaf=-7.77781024e-05,cover=0
- 14:[Ecc<44.7855835] yes=29,no=30,missing=30,gain=1.29586828,cover=2541894
- 29:[Pol<117.668175] yes=57,no=58,missing=57,gain=1.67454445,cover=2502133
- 57:[Pol<77.5287857] yes=107,no=108,missing=107,gain=13.5077696,cover=1384729
- 107:leaf=-1.78045066e-05,cover=0
- 108:leaf=0.000443325524,cover=0
- 58:[Ecc<35.8605728] yes=109,no=110,missing=109,gain=4.19763327,cover=1117404
- 109:leaf=-5.97575163e-05,cover=0
- 110:leaf=0.000416465889,cover=0
- 30:[Pol<108.715256] yes=59,no=60,missing=59,gain=2.42002416,cover=39761
- 59:[LGI5<2.73607373] yes=111,no=112,missing=112,gain=2.50974131,cover=24424
- 111:leaf=-0.00206271256,cover=0
- 112:leaf=0.000110419867,cover=0
- 60:[Pol<142.520569] yes=113,no=114,missing=113,gain=7.45911884,cover=15337
- 113:leaf=0.00302011124,cover=0
- 114:leaf=0.00024202776,cover=0
-booster[789]:
-0:[PialArea5<0.511941612] yes=1,no=2,missing=1,gain=0.289824724,cover=5124388
- 1:[Pol<121.397697] yes=3,no=4,missing=4,gain=2.17714858,cover=949259
- 3:[Ecc<0.669936359] yes=7,no=8,missing=8,gain=3.55555463,cover=831449
- 7:[LGI5<2.16230083] yes=15,no=16,missing=16,gain=3.38515878,cover=4066
- 15:[MidArea5<0.561631978] yes=31,no=32,missing=31,gain=1.88871157,cover=262
- 31:[Curv5<-0.00866711512] yes=63,no=64,missing=63,gain=2.41800666,cover=184
- 63:leaf=-0.0114685614,cover=0
- 64:leaf=0.0019479309,cover=0
- 32:[Sulc0<-0.364187956] yes=65,no=66,missing=66,gain=0.550634146,cover=78
- 65:leaf=-0.00507561164,cover=0
- 66:leaf=-0.013870487,cover=0
- 16:[Area5<0.713311911] yes=33,no=34,missing=33,gain=3.68193722,cover=3804
- 33:[Sulc0<-0.047846999] yes=67,no=68,missing=68,gain=2.245399,cover=3595
- 67:leaf=0.00198811665,cover=0
- 68:leaf=-0.00155930768,cover=0
- 34:[LGI5<2.23211861] yes=69,no=70,missing=69,gain=7.00265646,cover=209
- 69:leaf=-0.0103370706,cover=0
- 70:leaf=0.0127289249,cover=0
- 8:[PialCurv5<0.0193316489] yes=17,no=18,missing=17,gain=3.59952068,cover=827383
- 17:[Ecc<1.51801682] yes=35,no=36,missing=35,gain=2.66875625,cover=23045
- 35:[Pol<80.2322083] yes=71,no=72,missing=71,gain=3.07513142,cover=1804
- 71:leaf=-0.00215384597,cover=0
- 72:leaf=0.00248086243,cover=0
- 36:[Pol<81.5476837] yes=73,no=74,missing=74,gain=3.18635273,cover=21241
- 73:leaf=-7.68401515e-05,cover=0
- 74:leaf=-0.00131424039,cover=0
- 18:[Pol<85.4004211] yes=37,no=38,missing=37,gain=2.98749137,cover=804338
- 37:[Sulc0<0.779008448] yes=75,no=76,missing=76,gain=4.29249668,cover=164124
- 75:leaf=0.000400422665,cover=0
- 76:leaf=-0.00012451566,cover=0
- 38:[PialCurv5<0.0771882981] yes=77,no=78,missing=77,gain=4.10378075,cover=640214
- 77:leaf=-0.000730532745,cover=0
- 78:leaf=-1.86718262e-05,cover=0
- 4:[Ecc<1.15906882] yes=9,no=10,missing=10,gain=3.56537127,cover=117810
- 9:[Area5<0.72867924] yes=19,no=20,missing=20,gain=4.60813475,cover=23481
- 19:[LGI5<2.34802985] yes=39,no=40,missing=39,gain=4.12699747,cover=22889
- 39:[Ecc<0.513775289] yes=79,no=80,missing=79,gain=4.93346262,cover=10125
- 79:leaf=0.00169930595,cover=0
- 80:leaf=-0.000510445505,cover=0
- 40:[Curv5<-0.00402251538] yes=81,no=82,missing=81,gain=4.54259825,cover=12764
- 81:leaf=-0.00382970017,cover=0
- 82:leaf=-0.00051567558,cover=0
- 20:[LGI5<2.57263851] yes=41,no=42,missing=41,gain=5.27835417,cover=592
- 41:[MidArea5<0.689589858] yes=83,no=84,missing=83,gain=4.14391422,cover=562
- 83:leaf=-0.0077220276,cover=0
- 84:leaf=0.00365339639,cover=0
- 42:[PialArea5<0.349780142] yes=85,no=86,missing=85,gain=0.574657202,cover=30
- 85:leaf=0.00424489612,cover=0
- 86:leaf=0.0198183246,cover=0
- 10:[Sulc0<-0.25164336] yes=21,no=22,missing=21,gain=8.75239754,cover=94329
- 21:[Ecc<7.69572639] yes=43,no=44,missing=43,gain=12.363925,cover=10302
- 43:[LGI5<2.47264814] yes=87,no=88,missing=88,gain=5.4234314,cover=5738
- 87:leaf=0.00211278163,cover=0
- 88:leaf=0.00530327205,cover=0
- 44:[Pol<161.595886] yes=89,no=90,missing=89,gain=2.96024108,cover=4564
- 89:leaf=0.00244700885,cover=0
- 90:leaf=-0.000814953179,cover=0
- 22:[PialCurv5<0.193043977] yes=45,no=46,missing=45,gain=2.5784142,cover=84027
- 45:[Pol<162.313202] yes=91,no=92,missing=91,gain=8.0113945,cover=35510
- 91:leaf=0.000980626675,cover=0
- 92:leaf=-0.000701812736,cover=0
- 46:[LGI5<3.58443618] yes=93,no=94,missing=94,gain=2.10501027,cover=48517
- 93:leaf=-0.00010675779,cover=0
- 94:leaf=0.00163946708,cover=0
- 2:[Curv5<0.0655679703] yes=5,no=6,missing=5,gain=1.6306752,cover=4175129
- 5:[PialCurv5<0.157381535] yes=11,no=12,missing=11,gain=2.51111746,cover=3658007
- 11:[Sulc0<0.392869562] yes=23,no=24,missing=23,gain=2.42262769,cover=3636717
- 23:[Pol<117.137611] yes=47,no=48,missing=47,gain=1.53987765,cover=3509937
- 47:[Pol<82.8478928] yes=95,no=96,missing=95,gain=8.59883499,cover=1908957
- 95:leaf=-1.58762759e-05,cover=0
- 96:leaf=0.000267885771,cover=0
- 48:[Ecc<12.9325523] yes=97,no=98,missing=97,gain=5.38556814,cover=1600980
- 97:leaf=2.46166728e-05,cover=0
- 98:leaf=-0.000176528934,cover=0
- 24:[Area5<0.705328763] yes=49,no=50,missing=49,gain=6.13859653,cover=126780
- 49:[PialCurv5<-0.0529128574] yes=99,no=100,missing=100,gain=7.11457253,cover=49390
- 99:leaf=-0.00191198196,cover=0
- 100:leaf=0.000799518486,cover=0
- 50:[LGI5<3.22522902] yes=101,no=102,missing=101,gain=4.25165462,cover=77390
- 101:leaf=0.000282038294,cover=0
- 102:leaf=-0.000462716038,cover=0
- 12:[LGI5<2.37953305] yes=25,no=26,missing=25,gain=6.62818241,cover=21290
- 25:[Sulc0<-0.413983464] yes=51,no=52,missing=51,gain=2.77267575,cover=2814
- 51:[Area5<0.676715076] yes=103,no=104,missing=103,gain=2.08479643,cover=338
- 103:leaf=-0.00555437757,cover=0
- 104:leaf=0.00253158179,cover=0
- 52:[Ecc<7.08616447] yes=105,no=106,missing=106,gain=2.59090662,cover=2476
- 105:leaf=0.0027592252,cover=0
- 106:leaf=-0.003440934,cover=0
- 26:[MidArea5<0.744108081] yes=53,no=54,missing=53,gain=3.69406271,cover=18476
- 53:[Pol<99.5532455] yes=107,no=108,missing=107,gain=2.70250607,cover=14203
- 107:leaf=-0.000451487082,cover=0
- 108:leaf=-0.00185045565,cover=0
- 54:[Sulc0<-0.188964635] yes=109,no=110,missing=109,gain=1.84931469,cover=4273
- 109:leaf=-0.00179567491,cover=0
- 110:leaf=0.000899666164,cover=0
- 6:[Pol<55.3432045] yes=13,no=14,missing=13,gain=3.14247084,cover=517122
- 13:[PialCurv5<0.101587482] yes=27,no=28,missing=28,gain=5.63154364,cover=38827
- 27:[Ecc<2.6050899] yes=55,no=56,missing=56,gain=6.25575495,cover=13566
- 55:[LGI5<2.58517122] yes=111,no=112,missing=112,gain=2.81793618,cover=797
- 111:leaf=-0.00216932548,cover=0
- 112:leaf=-0.0123578291,cover=0
- 56:[LGI5<2.70988083] yes=113,no=114,missing=113,gain=5.95563126,cover=12769
- 113:leaf=0.00533907069,cover=0
- 114:leaf=0.00113512506,cover=0
- 28:[Sulc0<-0.0713235363] yes=57,no=58,missing=58,gain=2.67059994,cover=25261
- 57:[PialCurv5<0.171042696] yes=115,no=116,missing=115,gain=4.08387661,cover=3888
- 115:leaf=0.00236465572,cover=0
- 116:leaf=-0.000980445067,cover=0
- 58:[Ecc<0.783076942] yes=117,no=118,missing=117,gain=2.13331413,cover=21373
- 117:leaf=-0.00719931582,cover=0
- 118:leaf=-0.000280475826,cover=0
- 14:[PialCurv5<0.137877449] yes=29,no=30,missing=29,gain=2.99038863,cover=478295
- 29:[Pol<134.081207] yes=59,no=60,missing=59,gain=8.82392883,cover=174680
- 59:[Area5<0.698189139] yes=119,no=120,missing=119,gain=6.77078342,cover=147626
- 119:leaf=-0.000914654694,cover=0
- 120:leaf=-0.00019884533,cover=0
- 60:[LGI5<2.35684347] yes=121,no=122,missing=121,gain=10.341939,cover=27054
- 121:leaf=-0.00251293648,cover=0
- 122:leaf=0.000854253594,cover=0
- 30:[Ecc<5.01513863] yes=61,no=62,missing=61,gain=5.93072128,cover=303615
- 61:[Sulc0<0.354630351] yes=123,no=124,missing=124,gain=5.01655579,cover=82799
- 123:leaf=0.000457883318,cover=0
- 124:leaf=-0.000869655691,cover=0
- 62:[Sulc0<-0.00176540145] yes=125,no=126,missing=125,gain=5.38668823,cover=220816
- 125:leaf=-0.000994060072,cover=0
- 126:leaf=-9.0872134e-05,cover=0
-booster[790]:
-0:[PialArea5<0.937250912] yes=1,no=2,missing=1,gain=0.28999877,cover=5124388
- 1:[MidArea5<0.975851595] yes=3,no=4,missing=3,gain=0.822025716,cover=3691672
- 3:[MidArea5<0.856507063] yes=7,no=8,missing=8,gain=0.864022195,cover=3689896
- 7:[Area5<0.854415178] yes=15,no=16,missing=15,gain=0.89470911,cover=3663764
- 15:[LGI5<2.6558373] yes=31,no=32,missing=32,gain=0.809595883,cover=3635462
- 31:[Pol<36.2100182] yes=63,no=64,missing=63,gain=2.39259219,cover=1569142
- 63:leaf=0.000276975217,cover=0
- 64:leaf=4.24221662e-06,cover=0
- 32:[Ecc<0.406764686] yes=65,no=66,missing=66,gain=2.46998644,cover=2066320
- 65:leaf=-0.00235228613,cover=0
- 66:leaf=-2.73322348e-05,cover=0
- 16:[LGI5<2.33061647] yes=33,no=34,missing=34,gain=2.1327467,cover=28302
- 33:[PialArea5<0.511941612] yes=67,no=68,missing=67,gain=2.32556105,cover=1531
- 67:leaf=-0.00516732177,cover=0
- 68:leaf=-0.000493491418,cover=0
- 34:[Sulc0<-0.696500599] yes=69,no=70,missing=69,gain=3.15273094,cover=26771
- 69:leaf=0.00586776109,cover=0
- 70:leaf=0.000324333232,cover=0
- 8:[Pol<47.409153] yes=17,no=18,missing=18,gain=3.05716324,cover=26132
- 17:[Curv5<-0.102400392] yes=35,no=36,missing=35,gain=2.17751718,cover=5134
- 35:[Ecc<7.85193825] yes=71,no=72,missing=71,gain=1.6296823,cover=1358
- 71:leaf=-0.00298564672,cover=0
- 72:leaf=0.000531550671,cover=0
- 36:[PialCurv5<-0.0515215881] yes=73,no=74,missing=73,gain=1.79629874,cover=3776
- 73:leaf=0.00505091622,cover=0
- 74:leaf=0.00108908757,cover=0
- 18:[PialArea5<0.676429033] yes=37,no=38,missing=38,gain=2.07465076,cover=20998
- 37:[Curv5<0.0935273841] yes=75,no=76,missing=75,gain=0.78234005,cover=626
- 75:leaf=-0.00219876296,cover=0
- 76:leaf=0.00296670082,cover=0
- 38:[Pol<118.191307] yes=77,no=78,missing=77,gain=2.20281768,cover=20372
- 77:leaf=-0.0011483907,cover=0
- 78:leaf=-0.000107708729,cover=0
- 4:[PialCurv5<-0.0456207059] yes=9,no=10,missing=9,gain=0.885350227,cover=1776
- 9:[Ecc<2.25101852] yes=19,no=20,missing=20,gain=0.828684926,cover=104
- 19:[Sulc0<-0.516633809] yes=39,no=40,missing=39,gain=0.29668802,cover=87
- 39:[LGI5<2.2730217] yes=79,no=80,missing=79,gain=0.346930414,cover=65
- 79:leaf=0.00169144326,cover=0
- 80:leaf=-0.00578687666,cover=0
- 40:[PialArea5<0.884929597] yes=81,no=82,missing=81,gain=0.107374057,cover=22
- 81:leaf=0.000994504313,cover=0
- 82:leaf=0.0082477564,cover=0
- 20:[Curv5<-0.0983823985] yes=41,no=42,missing=42,gain=0.361113787,cover=17
- 41:[Ecc<3.41847086] yes=83,no=84,missing=83,gain=0.00421971455,cover=2
- 83:leaf=0.00628097076,cover=0
- 84:leaf=0.000978517579,cover=0
- 42:[LGI5<2.2730217] yes=85,no=86,missing=86,gain=0.0917186737,cover=15
- 85:leaf=-0.00352913328,cover=0
- 86:leaf=-0.017197581,cover=0
- 10:[Curv5<-0.0507577434] yes=21,no=22,missing=21,gain=1.10878754,cover=1672
- 21:[Curv5<-0.0730527416] yes=43,no=44,missing=43,gain=0.172695637,cover=40
- 43:[Pol<76.1517639] yes=87,no=88,missing=88,gain=0.105748534,cover=10
- 87:leaf=-0.000178807983,cover=0
- 88:leaf=0.0166975614,cover=0
- 44:[LGI5<2.59789038] yes=89,no=90,missing=89,gain=0.0794789791,cover=30
- 89:leaf=0.00587360328,cover=0
- 90:leaf=0.0142949764,cover=0
- 22:[PialArea5<0.782997906] yes=45,no=46,missing=46,gain=0.927856565,cover=1632
- 45:[Pol<146.864227] yes=91,no=92,missing=92,gain=1.90354097,cover=433
- 91:leaf=0.00200516358,cover=0
- 92:leaf=0.0129857259,cover=0
- 46:[Ecc<37.2796402] yes=93,no=94,missing=93,gain=0.903977394,cover=1199
- 93:leaf=0.000855381601,cover=0
- 94:leaf=-0.00393991685,cover=0
- 2:[Ecc<0.353712648] yes=5,no=6,missing=5,gain=1.09252834,cover=1432716
- 5:[LGI5<2.48283219] yes=11,no=12,missing=11,gain=2.53957319,cover=17505
- 11:[Sulc0<-0.614971876] yes=23,no=24,missing=24,gain=2.59873557,cover=14520
- 23:[Area5<0.763170242] yes=47,no=48,missing=47,gain=2.80977869,cover=13342
- 47:[PialArea5<1.19545019] yes=95,no=96,missing=96,gain=1.674389,cover=12719
- 95:leaf=-0.000345596782,cover=0
- 96:leaf=-0.00186107052,cover=0
- 48:[MidArea5<1.01334012] yes=97,no=98,missing=97,gain=3.05016875,cover=623
- 97:leaf=0.00670293672,cover=0
- 98:leaf=-0.000324722176,cover=0
- 24:[LGI5<2.16230083] yes=49,no=50,missing=50,gain=2.25952673,cover=1178
- 49:[Curv5<-0.104371414] yes=99,no=100,missing=99,gain=1.51189864,cover=23
- 99:leaf=-0.00489686755,cover=0
- 100:leaf=0.0212073233,cover=0
- 50:[LGI5<2.40363431] yes=101,no=102,missing=101,gain=1.957335,cover=1155
- 101:leaf=-0.00437294273,cover=0
- 102:leaf=0.000427932217,cover=0
- 12:[Sulc0<-0.738139331] yes=25,no=26,missing=25,gain=2.74854183,cover=2985
- 25:[LGI5<2.73077893] yes=51,no=52,missing=51,gain=2.02691388,cover=2092
- 51:[MidArea5<1.06072605] yes=103,no=104,missing=103,gain=2.21425271,cover=1959
- 103:leaf=-0.000807774835,cover=0
- 104:leaf=0.00730781117,cover=0
- 52:[MidArea5<0.864058435] yes=105,no=106,missing=105,gain=1.68664968,cover=133
- 105:leaf=0.00149595423,cover=0
- 106:leaf=0.0130705042,cover=0
- 26:[PialArea5<1.13904655] yes=53,no=54,missing=53,gain=1.81338906,cover=893
- 53:[LGI5<2.60638428] yes=107,no=108,missing=107,gain=0.989086151,cover=732
- 107:leaf=0.00320620625,cover=0
- 108:leaf=-0.00117621373,cover=0
- 54:[Area5<0.648839295] yes=109,no=110,missing=109,gain=1.97488356,cover=161
- 109:leaf=-0.00565194152,cover=0
- 110:leaf=0.0102602867,cover=0
- 6:[PialCurv5<-0.210138425] yes=13,no=14,missing=14,gain=1.01371026,cover=1415211
- 13:[LGI5<3.40779543] yes=27,no=28,missing=27,gain=2.8267324,cover=3453
- 27:[Pol<13.2006302] yes=55,no=56,missing=55,gain=2.22469068,cover=3229
- 55:[LGI5<2.48283219] yes=111,no=112,missing=111,gain=1.11986303,cover=944
- 111:leaf=0.00254575955,cover=0
- 112:leaf=-0.00308050634,cover=0
- 56:[Pol<124.172195] yes=113,no=114,missing=114,gain=1.68908906,cover=2285
- 113:leaf=0.00113967655,cover=0
- 114:leaf=-0.00207232381,cover=0
- 28:[Ecc<31.520586] yes=57,no=58,missing=57,gain=1.01668167,cover=224
- 57:[Area5<0.635019779] yes=115,no=116,missing=116,gain=0.72170639,cover=202
- 115:leaf=-0.0150514096,cover=0
- 116:leaf=-0.00614527194,cover=0
- 58:[Area5<0.721707046] yes=117,no=118,missing=117,gain=0.103990406,cover=22
- 117:leaf=0.00604621973,cover=0
- 118:leaf=-0.00112054497,cover=0
- 14:[PialCurv5<-0.164281175] yes=29,no=30,missing=29,gain=1.01408195,cover=1411758
- 29:[Pol<149.072266] yes=59,no=60,missing=59,gain=2.92404199,cover=31681
- 59:[PialArea5<1.4350239] yes=119,no=120,missing=119,gain=2.41257429,cover=24471
- 119:leaf=0.000654050207,cover=0
- 120:leaf=-0.00224701758,cover=0
- 60:[Sulc0<-0.801933944] yes=121,no=122,missing=121,gain=4.21978998,cover=7210
- 121:leaf=0.000365684013,cover=0
- 122:leaf=-0.0021274169,cover=0
- 30:[Ecc<0.783076942] yes=61,no=62,missing=61,gain=1.16775918,cover=1380077
- 61:[Sulc0<-0.510775328] yes=123,no=124,missing=123,gain=3.2122817,cover=50974
- 123:leaf=0.000178736809,cover=0
- 124:leaf=0.00233448157,cover=0
- 62:[LGI5<2.99594808] yes=125,no=126,missing=125,gain=1.09573579,cover=1329103
- 125:leaf=-2.01007224e-05,cover=0
- 126:leaf=7.77070891e-05,cover=0
-booster[791]:
-0:[PialArea5<0.445556581] yes=1,no=2,missing=2,gain=0.286238343,cover=5124388
- 1:[Area5<0.737164855] yes=3,no=4,missing=3,gain=1.11923099,cover=646091
- 3:[Pol<68.1421661] yes=7,no=8,missing=7,gain=1.17533112,cover=548647
- 7:[LGI5<3.37729335] yes=15,no=16,missing=15,gain=4.36330462,cover=17444
- 15:[LGI5<3.33014965] yes=31,no=32,missing=32,gain=1.99853933,cover=13333
- 31:[LGI5<3.09872246] yes=63,no=64,missing=63,gain=1.6800493,cover=12762
- 63:leaf=-0.000313872122,cover=0
- 64:leaf=0.000897266087,cover=0
- 32:[PialCurv5<0.353309482] yes=65,no=66,missing=65,gain=1.42458904,cover=571
- 65:leaf=-0.00412115781,cover=0
- 66:leaf=0.0022610845,cover=0
- 16:[LGI5<3.94193578] yes=33,no=34,missing=33,gain=4.02661133,cover=4111
- 33:[Ecc<35.195137] yes=67,no=68,missing=67,gain=4.68920231,cover=3827
- 67:leaf=0.00405676523,cover=0
- 68:leaf=0.000555130886,cover=0
- 34:[Ecc<28.7730255] yes=69,no=70,missing=69,gain=0.571607947,cover=284
- 69:leaf=-0.0015302141,cover=0
- 70:leaf=-0.00602990342,cover=0
- 8:[LGI5<3.31338549] yes=17,no=18,missing=17,gain=1.77164328,cover=531203
- 17:[Pol<88.5531387] yes=35,no=36,missing=35,gain=1.5665518,cover=462215
- 35:[Area5<0.595263004] yes=71,no=72,missing=72,gain=2.44500208,cover=77849
- 71:leaf=-0.000536593609,cover=0
- 72:leaf=0.000332360971,cover=0
- 36:[LGI5<2.30690479] yes=73,no=74,missing=73,gain=1.49569535,cover=384366
- 73:leaf=0.000327891321,cover=0
- 74:leaf=-4.43133322e-05,cover=0
- 18:[PialCurv5<0.144311354] yes=37,no=38,missing=37,gain=7.26585007,cover=68988
- 37:[Ecc<25.1292973] yes=75,no=76,missing=75,gain=11.1647339,cover=9747
- 75:leaf=-0.00266644056,cover=0
- 76:leaf=0.000967124884,cover=0
- 38:[Ecc<14.694541] yes=77,no=78,missing=77,gain=5.04989672,cover=59241
- 77:leaf=0.00088990666,cover=0
- 78:leaf=-0.000267719326,cover=0
- 4:[Sulc0<0.762988985] yes=9,no=10,missing=9,gain=5.22583199,cover=97444
- 9:[LGI5<2.31684756] yes=19,no=20,missing=19,gain=4.99242163,cover=37002
- 19:[Curv5<0.0896491781] yes=39,no=40,missing=39,gain=4.43306923,cover=1710
- 39:[Sulc0<-0.609302223] yes=79,no=80,missing=80,gain=0.918601036,cover=86
- 79:leaf=-0.00116077228,cover=0
- 80:leaf=-0.0152300252,cover=0
- 40:[Ecc<2.19188094] yes=81,no=82,missing=81,gain=2.09485054,cover=1624
- 81:leaf=-0.00578064611,cover=0
- 82:leaf=-0.000657536788,cover=0
- 20:[Sulc0<0.373583466] yes=41,no=42,missing=41,gain=2.30725479,cover=35292
- 41:[PialCurv5<0.0720715299] yes=83,no=84,missing=83,gain=2.35216093,cover=3847
- 83:leaf=0.00565240858,cover=0
- 84:leaf=0.00152669649,cover=0
- 42:[Curv5<0.0595101416] yes=85,no=86,missing=85,gain=2.04787159,cover=31445
- 85:leaf=-0.00509160571,cover=0
- 86:leaf=0.000670032052,cover=0
- 10:[LGI5<2.74668789] yes=21,no=22,missing=21,gain=2.47056437,cover=60442
- 21:[Curv5<0.0778492987] yes=43,no=44,missing=43,gain=3.27709317,cover=10589
- 43:[Area5<0.765896857] yes=87,no=88,missing=88,gain=0.85624218,cover=21
- 87:leaf=-0.00155844586,cover=0
- 88:leaf=-0.0254241917,cover=0
- 44:[Ecc<4.46987629] yes=89,no=90,missing=89,gain=1.60555315,cover=10568
- 89:leaf=0.00129503035,cover=0
- 90:leaf=-0.000938009471,cover=0
- 22:[PialCurv5<0.265012205] yes=45,no=46,missing=45,gain=1.83562362,cover=49853
- 45:[Ecc<42.1016579] yes=91,no=92,missing=92,gain=2.37279749,cover=14048
- 91:leaf=0.000818564207,cover=0
- 92:leaf=-0.00094316731,cover=0
- 46:[Pol<40.9012032] yes=93,no=94,missing=94,gain=1.53057325,cover=35805
- 93:leaf=-0.0047409758,cover=0
- 94:leaf=-0.000118695352,cover=0
- 2:[Curv5<0.0778492987] yes=5,no=6,missing=6,gain=1.06484032,cover=4478297
- 5:[PialCurv5<0.167567819] yes=11,no=12,missing=12,gain=2.21004581,cover=3820461
- 11:[Sulc0<0.676033437] yes=23,no=24,missing=24,gain=2.36498284,cover=3788005
- 23:[Curv5<0.0191024225] yes=47,no=48,missing=47,gain=1.15547061,cover=3756823
- 47:[PialCurv5<0.0495097227] yes=95,no=96,missing=95,gain=3.04289389,cover=3271383
- 95:leaf=-1.3913037e-05,cover=0
- 96:leaf=0.000259496097,cover=0
- 48:[PialCurv5<0.0400940292] yes=97,no=98,missing=98,gain=8.6123333,cover=485440
- 97:leaf=0.000488344638,cover=0
- 98:leaf=-3.04261612e-05,cover=0
- 24:[PialCurv5<-0.0829703882] yes=49,no=50,missing=50,gain=2.32258415,cover=31182
- 49:[Ecc<41.2560654] yes=99,no=100,missing=100,gain=2.58907366,cover=133
- 99:leaf=-0.0173819158,cover=0
- 100:leaf=-0.00181361532,cover=0
- 50:[Pol<140.372742] yes=101,no=102,missing=101,gain=2.10874295,cover=31049
- 101:leaf=0.000523882278,cover=0
- 102:leaf=-0.00274654385,cover=0
- 12:[LGI5<2.38303256] yes=25,no=26,missing=26,gain=5.33335495,cover=32456
- 25:[LGI5<2.18291569] yes=51,no=52,missing=52,gain=2.74586201,cover=3942
- 51:[Ecc<0.836319208] yes=103,no=104,missing=104,gain=1.69629693,cover=344
- 103:leaf=-0.0178948492,cover=0
- 104:leaf=-0.00211409549,cover=0
- 52:[Area5<0.676715076] yes=105,no=106,missing=106,gain=2.87940216,cover=3598
- 105:leaf=0.000335911929,cover=0
- 106:leaf=0.00316505064,cover=0
- 26:[MidArea5<0.744108081] yes=53,no=54,missing=53,gain=3.16176748,cover=28514
- 53:[Pol<101.159882] yes=107,no=108,missing=108,gain=2.87289858,cover=23668
- 107:leaf=-0.000293754507,cover=0
- 108:leaf=-0.00139784755,cover=0
- 54:[Sulc0<-0.15955846] yes=109,no=110,missing=109,gain=2.19220161,cover=4846
- 109:leaf=-0.0017489586,cover=0
- 110:leaf=0.00101815246,cover=0
- 6:[Pol<118.191307] yes=13,no=14,missing=13,gain=1.89822459,cover=657836
- 13:[LGI5<2.21018219] yes=27,no=28,missing=27,gain=3.9732759,cover=484906
- 27:[Sulc0<-0.145219594] yes=55,no=56,missing=55,gain=3.63577366,cover=7317
- 55:[PialCurv5<0.241144046] yes=111,no=112,missing=111,gain=2.56589174,cover=2118
- 111:leaf=-0.00374167599,cover=0
- 112:leaf=0.00115239969,cover=0
- 56:[Area5<0.656552851] yes=113,no=114,missing=113,gain=1.66436589,cover=5199
- 113:leaf=-0.00241016666,cover=0
- 114:leaf=-0.000126384068,cover=0
- 28:[LGI5<3.36766768] yes=57,no=58,missing=57,gain=3.38979173,cover=477589
- 57:[Pol<103.31839] yes=115,no=116,missing=115,gain=2.94734287,cover=423691
- 115:leaf=4.78376933e-05,cover=0
- 116:leaf=-0.000228818317,cover=0
- 58:[Pol<56.1920547] yes=117,no=118,missing=117,gain=7.22467041,cover=53898
- 117:leaf=0.000704130682,cover=0
- 118:leaf=-0.000755183341,cover=0
- 14:[LGI5<3.1900804] yes=29,no=30,missing=29,gain=3.24919295,cover=172930
- 29:[Ecc<7.69572639] yes=59,no=60,missing=60,gain=5.80314684,cover=132937
- 59:[Sulc0<0.392869562] yes=119,no=120,missing=119,gain=5.87381458,cover=67529
- 119:leaf=0.000402393023,cover=0
- 120:leaf=-0.00157072057,cover=0
- 60:[Sulc0<0.40262419] yes=121,no=122,missing=121,gain=9.16315365,cover=65408
- 121:leaf=-0.000911979587,cover=0
- 122:leaf=0.000277325365,cover=0
- 30:[PialCurv5<0.0959877223] yes=61,no=62,missing=61,gain=5.85497856,cover=39993
- 61:[Pol<167.338547] yes=123,no=124,missing=123,gain=6.13785744,cover=3758
- 123:leaf=0.00351586053,cover=0
- 124:leaf=-0.00115530589,cover=0
- 62:[Ecc<9.0678978] yes=125,no=126,missing=125,gain=3.89416647,cover=36235
- 125:leaf=0.00354576646,cover=0
- 126:leaf=0.000197007583,cover=0
-booster[792]:
-0:[Curv5<-0.174421206] yes=1,no=2,missing=1,gain=0.288465589,cover=5124388
- 1:[PialCurv5<-0.0914456472] yes=3,no=4,missing=4,gain=17.8096008,cover=1372388
- 3:[Sulc0<-0.0936657563] yes=7,no=8,missing=7,gain=2.22090912,cover=1258598
- 7:[Ecc<19.4699688] yes=15,no=16,missing=16,gain=2.43375564,cover=1229362
- 15:[Ecc<15.7955055] yes=31,no=32,missing=32,gain=2.48271918,cover=1022619
- 31:[PialCurv5<-0.105644517] yes=63,no=64,missing=63,gain=2.29462767,cover=956128
- 63:leaf=-6.57779528e-05,cover=0
- 64:leaf=0.000162007927,cover=0
- 32:[Pol<34.3003769] yes=65,no=66,missing=65,gain=7.95654392,cover=66491
- 65:leaf=-0.000971674861,cover=0
- 66:leaf=0.000130900036,cover=0
- 16:[Pol<176.117172] yes=33,no=34,missing=33,gain=4.64288282,cover=206743
- 33:[Pol<18.1680222] yes=67,no=68,missing=68,gain=6.26280212,cover=181539
- 67:leaf=-0.000155483096,cover=0
- 68:leaf=0.00044986789,cover=0
- 34:[Sulc0<-0.580759466] yes=69,no=70,missing=69,gain=2.59269881,cover=25204
- 69:leaf=-0.000157263727,cover=0
- 70:leaf=-0.00124598702,cover=0
- 8:[Pol<173.32489] yes=17,no=18,missing=18,gain=3.78719854,cover=29236
- 17:[Pol<121.397697] yes=35,no=36,missing=35,gain=3.45434117,cover=28206
- 35:[LGI5<3.06739473] yes=71,no=72,missing=71,gain=2.36319733,cover=8316
- 71:leaf=-0.000385915569,cover=0
- 72:leaf=0.0013456142,cover=0
- 36:[Ecc<13.3064203] yes=73,no=74,missing=73,gain=3.19460583,cover=19890
- 73:leaf=-0.00287323189,cover=0
- 74:leaf=-0.000724914134,cover=0
- 18:[Area5<0.580209434] yes=37,no=38,missing=37,gain=3.70121384,cover=1030
- 37:[PialCurv5<-0.159167215] yes=75,no=76,missing=76,gain=2.53206301,cover=221
- 75:leaf=-0.0065500075,cover=0
- 76:leaf=0.0101394011,cover=0
- 38:[Ecc<37.2796402] yes=77,no=78,missing=77,gain=2.28395557,cover=809
- 77:leaf=-0.00354957511,cover=0
- 78:leaf=0.0025081702,cover=0
- 4:[Curv5<-0.287682682] yes=9,no=10,missing=10,gain=4.7501545,cover=113790
- 9:[MidArea5<0.664561689] yes=19,no=20,missing=20,gain=2.22361398,cover=2999
- 19:[Ecc<33.9075584] yes=39,no=40,missing=40,gain=0.797148764,cover=1635
- 39:[Ecc<13.6880245] yes=79,no=80,missing=79,gain=0.899005711,cover=1534
- 79:leaf=-0.000519599649,cover=0
- 80:leaf=0.00226436229,cover=0
- 40:[Area5<0.521939099] yes=81,no=82,missing=82,gain=1.04866171,cover=101
- 81:leaf=0.00320370053,cover=0
- 82:leaf=-0.00773764495,cover=0
- 20:[Ecc<16.2597466] yes=41,no=42,missing=42,gain=1.13599062,cover=1364
- 41:[Pol<78.8803177] yes=83,no=84,missing=83,gain=0.935333014,cover=1027
- 83:leaf=-0.0032680023,cover=0
- 84:leaf=-0.000203779811,cover=0
- 42:[LGI5<3.25380015] yes=85,no=86,missing=86,gain=0.534147263,cover=337
- 85:leaf=-0.0040739486,cover=0
- 86:leaf=-0.0085259378,cover=0
- 10:[Area5<0.698189139] yes=21,no=22,missing=22,gain=4.03522682,cover=110791
- 21:[PialCurv5<-0.0529128574] yes=43,no=44,missing=44,gain=6.36606789,cover=89087
- 43:[LGI5<2.22170687] yes=87,no=88,missing=88,gain=3.47979212,cover=81994
- 87:leaf=0.00195791642,cover=0
- 88:leaf=0.000330481183,cover=0
- 44:[Ecc<21.3640327] yes=89,no=90,missing=89,gain=3.41474342,cover=7093
- 89:leaf=0.00232396298,cover=0
- 90:leaf=-0.00134360336,cover=0
- 22:[Sulc0<-0.776109517] yes=45,no=46,missing=46,gain=3.46158695,cover=21704
- 45:[PialArea5<1.57955706] yes=91,no=92,missing=91,gain=1.86552191,cover=4837
- 91:leaf=0.000354084681,cover=0
- 92:leaf=-0.00374907418,cover=0
- 46:[Ecc<13.8847265] yes=93,no=94,missing=93,gain=5.70994186,cover=16867
- 93:leaf=0.00239485106,cover=0
- 94:leaf=0.000527208962,cover=0
- 2:[PialCurv5<-0.111886919] yes=5,no=6,missing=5,gain=18.3250885,cover=3752000
- 5:[PialArea5<0.856611013] yes=11,no=12,missing=11,gain=6.21220207,cover=83767
- 11:[Area5<0.72690624] yes=23,no=24,missing=24,gain=5.16868782,cover=30259
- 23:[MidArea5<0.69566375] yes=47,no=48,missing=47,gain=5.46404552,cover=27611
- 47:[Ecc<1.10530448] yes=95,no=96,missing=95,gain=3.74946427,cover=20569
- 95:leaf=0.00151972973,cover=0
- 96:leaf=-0.000346579327,cover=0
- 48:[Curv5<-0.119937547] yes=97,no=98,missing=98,gain=2.60964632,cover=7042
- 97:leaf=0.00113777444,cover=0
- 98:leaf=0.00377293467,cover=0
- 24:[Pol<146.864227] yes=49,no=50,missing=49,gain=3.44541836,cover=2648
- 49:[Curv5<-0.148390457] yes=99,no=100,missing=100,gain=3.0049963,cover=2018
- 99:leaf=-0.000707181985,cover=0
- 100:leaf=-0.00461389637,cover=0
- 50:[Ecc<6.10119486] yes=101,no=102,missing=102,gain=4.04539061,cover=630
- 101:leaf=-0.00824543461,cover=0
- 102:leaf=0.00294879731,cover=0
- 12:[Curv5<-0.151772231] yes=25,no=26,missing=26,gain=10.8435669,cover=53508
- 25:[PialCurv5<-0.130995557] yes=51,no=52,missing=51,gain=8.35610771,cover=37284
- 51:[PialArea5<1.57955706] yes=103,no=104,missing=104,gain=2.11397934,cover=4994
- 103:leaf=0.00264579593,cover=0
- 104:leaf=-0.00394321699,cover=0
- 52:[Pol<19.2006226] yes=105,no=106,missing=105,gain=2.90803218,cover=32290
- 105:leaf=0.00140169892,cover=0
- 106:leaf=8.24639719e-05,cover=0
- 26:[LGI5<2.70478106] yes=53,no=54,missing=53,gain=6.46961594,cover=16224
- 53:[Sulc0<-0.769821882] yes=107,no=108,missing=108,gain=5.53602219,cover=8744
- 107:leaf=0.00144313846,cover=0
- 108:leaf=0.00403543096,cover=0
- 54:[Curv5<-0.0179657843] yes=109,no=110,missing=110,gain=4.81967258,cover=7480
- 109:leaf=0.00110927876,cover=0
- 110:leaf=-0.0247958247,cover=0
- 6:[Sulc0<-0.849334478] yes=13,no=14,missing=14,gain=4.11593819,cover=3668233
- 13:[Ecc<6.52965975] yes=27,no=28,missing=27,gain=5.65558004,cover=82277
- 27:[Ecc<3.54469991] yes=55,no=56,missing=56,gain=3.56753826,cover=72052
- 55:[Area5<0.727793753] yes=111,no=112,missing=111,gain=5.23706198,cover=57358
- 111:leaf=-0.000542852387,cover=0
- 112:leaf=0.000841828238,cover=0
- 56:[PialArea5<1.21550834] yes=113,no=114,missing=114,gain=5.35001087,cover=14694
- 113:leaf=-0.000440779375,cover=0
- 114:leaf=-0.00238580955,cover=0
- 28:[Curv5<-0.0413376503] yes=57,no=58,missing=57,gain=1.77862787,cover=10225
- 57:[LGI5<2.35279679] yes=115,no=116,missing=116,gain=1.49456239,cover=10129
- 115:leaf=-0.00330495252,cover=0
- 116:leaf=0.000755169138,cover=0
- 58:[Area5<0.738135278] yes=117,no=118,missing=117,gain=1.61196876,cover=96
- 117:leaf=0.00052488927,cover=0
- 118:leaf=0.0134618776,cover=0
- 14:[Curv5<-0.0983823985] yes=29,no=30,missing=30,gain=2.61329103,cover=3585956
- 29:[PialCurv5<-0.0501225069] yes=59,no=60,missing=59,gain=40.7725906,cover=713894
- 59:[Area5<0.610838115] yes=119,no=120,missing=119,gain=7.12143898,cover=605258
- 119:leaf=4.26881634e-05,cover=0
- 120:leaf=-0.000358229765,cover=0
- 60:[Area5<0.66824472] yes=121,no=122,missing=121,gain=26.951292,cover=108636
- 121:leaf=9.82987258e-05,cover=0
- 122:leaf=0.00168652087,cover=0
- 30:[PialCurv5<-0.0656740367] yes=61,no=62,missing=61,gain=56.4212112,cover=2872062
- 61:[MidArea5<0.692627788] yes=123,no=124,missing=124,gain=19.8399506,cover=82459
- 123:leaf=4.92438448e-05,cover=0
- 124:leaf=0.00177747977,cover=0
- 62:[Curv5<-0.0708468556] yes=125,no=126,missing=125,gain=13.1183548,cover=2789603
- 125:leaf=-0.000421917619,cover=0
- 126:leaf=-2.46326385e-06,cover=0
-booster[793]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=2,gain=0.305654645,cover=5124388
- 1:[PialCurv5<-0.144106165] yes=3,no=4,missing=3,gain=2.17727232,cover=483456
- 3:[Curv5<-0.279226273] yes=7,no=8,missing=7,gain=1.77719533,cover=271373
- 7:[Ecc<0.836319208] yes=15,no=16,missing=15,gain=0.919588685,cover=161494
- 15:[LGI5<2.18291569] yes=31,no=32,missing=32,gain=0.991570592,cover=5626
- 31:[Area5<0.660333693] yes=63,no=64,missing=63,gain=0.288913906,cover=132
- 63:leaf=0.00446079718,cover=0
- 64:leaf=-0.00319998385,cover=0
- 32:[PialArea5<0.559226274] yes=65,no=66,missing=66,gain=0.829346061,cover=5494
- 65:leaf=-0.00634057913,cover=0
- 66:leaf=-0.000614728138,cover=0
- 16:[PialArea5<1.28208315] yes=33,no=34,missing=33,gain=1.03492284,cover=155868
- 33:[LGI5<3.45167398] yes=67,no=68,missing=67,gain=0.946207047,cover=153197
- 67:leaf=0.000126069383,cover=0
- 68:leaf=-0.000330267154,cover=0
- 34:[Area5<0.808195949] yes=69,no=70,missing=69,gain=2.03417134,cover=2671
- 69:leaf=-0.00166738709,cover=0
- 70:leaf=0.00158626866,cover=0
- 8:[Area5<0.521939099] yes=17,no=18,missing=17,gain=1.56874871,cover=109879
- 17:[Ecc<3.60812569] yes=35,no=36,missing=36,gain=1.68266511,cover=19276
- 35:[PialArea5<0.584843099] yes=71,no=72,missing=72,gain=0.870274425,cover=9568
- 71:leaf=0.00528270286,cover=0
- 72:leaf=-0.000312948338,cover=0
- 36:[PialArea5<0.795950115] yes=73,no=74,missing=73,gain=1.29096651,cover=9708
- 73:leaf=0.00117320032,cover=0
- 74:leaf=1.16677038e-05,cover=0
- 18:[MidArea5<0.7689417] yes=37,no=38,missing=38,gain=2.30641556,cover=90603
- 37:[Pol<12.2267933] yes=75,no=76,missing=75,gain=1.33213568,cover=39889
- 75:leaf=0.00030181653,cover=0
- 76:leaf=-0.000677056087,cover=0
- 38:[Sulc0<-0.856543541] yes=77,no=78,missing=77,gain=1.11291826,cover=50714
- 77:leaf=0.000145777434,cover=0
- 78:leaf=-0.000323553017,cover=0
- 4:[Area5<0.476400614] yes=9,no=10,missing=9,gain=2.31546569,cover=212083
- 9:[PialArea5<0.537928462] yes=19,no=20,missing=20,gain=1.1737082,cover=30884
- 19:[LGI5<3.03694534] yes=39,no=40,missing=39,gain=1.31405783,cover=1068
- 39:[Sulc0<-0.108384088] yes=79,no=80,missing=79,gain=1.5277071,cover=753
- 79:leaf=-0.00228207349,cover=0
- 80:leaf=0.00253247935,cover=0
- 40:[LGI5<3.1900804] yes=81,no=82,missing=81,gain=1.3469429,cover=315
- 81:leaf=-0.00790435355,cover=0
- 82:leaf=-0.00136412226,cover=0
- 20:[LGI5<2.79054689] yes=41,no=42,missing=42,gain=1.20547855,cover=29816
- 41:[LGI5<2.56865931] yes=83,no=84,missing=83,gain=2.02694702,cover=26537
- 83:leaf=-0.000122461774,cover=0
- 84:leaf=-0.00139800587,cover=0
- 42:[PialCurv5<-0.109546423] yes=85,no=86,missing=86,gain=3.27636242,cover=3279
- 85:leaf=-2.0585037e-06,cover=0
- 86:leaf=0.00417707628,cover=0
- 10:[Pol<44.6807365] yes=21,no=22,missing=21,gain=2.85360193,cover=181199
- 21:[LGI5<2.35684347] yes=43,no=44,missing=44,gain=1.82489145,cover=71562
- 43:[PialCurv5<-0.0974217355] yes=87,no=88,missing=87,gain=1.87584221,cover=8137
- 87:leaf=-0.000583166198,cover=0
- 88:leaf=-0.00480682636,cover=0
- 44:[Sulc0<0.184694022] yes=89,no=90,missing=90,gain=1.59185612,cover=63425
- 89:leaf=6.62484817e-05,cover=0
- 90:leaf=0.0135182282,cover=0
- 22:[Pol<146.864227] yes=45,no=46,missing=45,gain=4.69560385,cover=109637
- 45:[Sulc0<-0.751221538] yes=91,no=92,missing=91,gain=4.08659363,cover=49271
- 91:leaf=0.000155595466,cover=0
- 92:leaf=0.00109824899,cover=0
- 46:[LGI5<2.23211861] yes=93,no=94,missing=94,gain=4.18756819,cover=60366
- 93:leaf=0.00314892898,cover=0
- 94:leaf=3.40452098e-05,cover=0
- 2:[PialCurv5<-0.146805272] yes=5,no=6,missing=6,gain=2.24097347,cover=4640932
- 5:[Curv5<-0.220549613] yes=11,no=12,missing=11,gain=6.83481503,cover=73332
- 11:[MidArea5<0.646593809] yes=23,no=24,missing=23,gain=1.67810225,cover=45174
- 23:[Pol<67.3859482] yes=47,no=48,missing=47,gain=0.667219281,cover=6328
- 47:[Ecc<0.353712648] yes=95,no=96,missing=95,gain=1.55610991,cover=1846
- 95:leaf=0.0118884025,cover=0
- 96:leaf=0.00124147045,cover=0
- 48:[Pol<151.353775] yes=97,no=98,missing=97,gain=1.41246998,cover=4482
- 97:leaf=-0.000365617423,cover=0
- 98:leaf=0.00147246977,cover=0
- 24:[PialCurv5<-0.164281175] yes=49,no=50,missing=49,gain=1.68974376,cover=38846
- 49:[Area5<0.987501919] yes=99,no=100,missing=99,gain=1.26474619,cover=7267
- 99:leaf=0.000517105858,cover=0
- 100:leaf=-0.00638464419,cover=0
- 50:[Ecc<3.03937531] yes=101,no=102,missing=101,gain=1.42343068,cover=31579
- 101:leaf=-0.00105787034,cover=0
- 102:leaf=-0.000222778835,cover=0
- 12:[Sulc0<-0.0637059584] yes=25,no=26,missing=25,gain=2.96110058,cover=28158
- 25:[Area5<0.596935391] yes=51,no=52,missing=51,gain=2.07139492,cover=27052
- 51:[Pol<72.6247101] yes=103,no=104,missing=103,gain=2.06705737,cover=9670
- 103:leaf=0.00149271439,cover=0
- 104:leaf=-8.9711175e-05,cover=0
- 52:[Area5<0.724280655] yes=105,no=106,missing=106,gain=2.93575859,cover=17382
- 105:leaf=0.0018631405,cover=0
- 106:leaf=0.000545940013,cover=0
- 26:[Pol<45.5953903] yes=53,no=54,missing=53,gain=3.47771502,cover=1106
- 53:[Curv5<-0.130991504] yes=107,no=108,missing=107,gain=1.12905264,cover=119
- 107:leaf=-0.00512938434,cover=0
- 108:leaf=-0.0149879903,cover=0
- 54:[PialArea5<1.01690364] yes=109,no=110,missing=109,gain=1.50384712,cover=987
- 109:leaf=-0.000274243794,cover=0
- 110:leaf=-0.0101719191,cover=0
- 6:[Sulc0<-0.285426885] yes=13,no=14,missing=13,gain=0.775665879,cover=4567600
- 13:[Ecc<7.95697832] yes=27,no=28,missing=28,gain=5.17448568,cover=1918294
- 27:[LGI5<2.91278505] yes=55,no=56,missing=55,gain=9.12064266,cover=1330839
- 55:[Pol<161.595886] yes=111,no=112,missing=111,gain=6.9887166,cover=1250385
- 111:leaf=-6.3350526e-05,cover=0
- 112:leaf=0.000256720086,cover=0
- 56:[Pol<62.0115929] yes=113,no=114,missing=113,gain=13.3070841,cover=80454
- 113:leaf=5.55630031e-05,cover=0
- 114:leaf=0.00139507779,cover=0
- 28:[Curv5<-0.0686563179] yes=57,no=58,missing=58,gain=15.3686924,cover=587455
- 57:[Pol<127.728462] yes=115,no=116,missing=115,gain=9.23546791,cover=508261
- 115:leaf=-0.000254377053,cover=0
- 116:leaf=0.000172872024,cover=0
- 58:[Pol<31.3444195] yes=117,no=118,missing=118,gain=15.1818562,cover=79194
- 117:leaf=0.000481085008,cover=0
- 118:leaf=-0.00117695553,cover=0
- 14:[Pol<160.153915] yes=29,no=30,missing=29,gain=3.84515738,cover=2649306
- 29:[Pol<68.895668] yes=59,no=60,missing=59,gain=2.15744066,cover=2522133
- 59:[Ecc<13.4950199] yes=119,no=120,missing=119,gain=47.9289703,cover=460953
- 119:leaf=-0.000871383119,cover=0
- 120:leaf=0.000251366262,cover=0
- 60:[Ecc<17.0169544] yes=121,no=122,missing=121,gain=9.56528091,cover=2061180
- 121:leaf=0.000107983848,cover=0
- 122:leaf=-0.000138419433,cover=0
- 30:[Area5<0.673304081] yes=61,no=62,missing=62,gain=6.59569597,cover=127173
- 61:[Ecc<41.2560654] yes=123,no=124,missing=123,gain=8.53316498,cover=50997
- 123:leaf=-0.000901870895,cover=0
- 124:leaf=0.00136412052,cover=0
- 62:[Ecc<7.29654455] yes=125,no=126,missing=126,gain=8.68226719,cover=76176
- 125:leaf=-0.00155548065,cover=0
- 126:leaf=0.000214650281,cover=0
-booster[794]:
-0:[PialArea5<0.908809483] yes=1,no=2,missing=1,gain=0.326738805,cover=5124388
- 1:[PialCurv5<-0.111886919] yes=3,no=4,missing=4,gain=1.25886655,cover=3489002
- 3:[Area5<0.601796865] yes=7,no=8,missing=7,gain=2.34291601,cover=482090
- 7:[Pol<76.8473129] yes=15,no=16,missing=16,gain=1.4883759,cover=307300
- 15:[Curv5<0.00546095846] yes=31,no=32,missing=32,gain=2.13038206,cover=110004
- 31:[Pol<37.1539459] yes=63,no=64,missing=63,gain=2.11857843,cover=109923
- 63:leaf=-5.76328021e-05,cover=0
- 64:leaf=0.000384662824,cover=0
- 32:[Curv5<0.0452247933] yes=65,no=66,missing=65,gain=1.68747282,cover=81
- 65:leaf=-0.0149256913,cover=0
- 66:leaf=-0.000561475346,cover=0
- 16:[Pol<97.3566132] yes=33,no=34,missing=33,gain=3.90552092,cover=197296
- 33:[PialCurv5<-0.156767949] yes=67,no=68,missing=67,gain=6.57953215,cover=12577
- 67:leaf=-0.00300556491,cover=0
- 68:leaf=-0.000314757723,cover=0
- 34:[Ecc<4.00532722] yes=69,no=70,missing=69,gain=2.41549754,cover=184719
- 69:leaf=-0.000267103227,cover=0
- 70:leaf=0.000103629289,cover=0
- 8:[Ecc<0.513775289] yes=17,no=18,missing=17,gain=5.1502409,cover=174790
- 17:[MidArea5<0.73508203] yes=35,no=36,missing=35,gain=3.55167103,cover=1209
- 35:[Area5<0.67915231] yes=71,no=72,missing=71,gain=3.14037132,cover=652
- 71:leaf=0.00698728068,cover=0
- 72:leaf=-0.00573763065,cover=0
- 36:[Curv5<-0.163374811] yes=73,no=74,missing=73,gain=1.74417138,cover=557
- 73:leaf=-0.000799167552,cover=0
- 74:leaf=0.00640499312,cover=0
- 18:[Ecc<4.46987629] yes=37,no=38,missing=37,gain=3.32669592,cover=173581
- 37:[Curv5<-0.279226273] yes=75,no=76,missing=75,gain=3.84179068,cover=24017
- 75:leaf=0.00234844116,cover=0
- 76:leaf=0.000488038844,cover=0
- 38:[Curv5<-0.19738704] yes=77,no=78,missing=77,gain=3.37785578,cover=149564
- 77:leaf=-9.10307244e-06,cover=0
- 78:leaf=0.000609679904,cover=0
- 4:[Curv5<0.0100963581] yes=9,no=10,missing=9,gain=1.85036242,cover=3006912
- 9:[Area5<0.729573667] yes=19,no=20,missing=20,gain=5.25416088,cover=1124957
- 19:[Pol<63.605114] yes=39,no=40,missing=39,gain=3.9536109,cover=974263
- 39:[Ecc<5.66086149] yes=79,no=80,missing=80,gain=16.7219334,cover=216869
- 79:leaf=0.000424621598,cover=0
- 80:leaf=-0.000517500215,cover=0
- 40:[Ecc<9.50052643] yes=81,no=82,missing=81,gain=11.5688982,cover=757394
- 81:leaf=-0.000100994504,cover=0
- 82:leaf=0.000328081573,cover=0
- 20:[Pol<57.0350037] yes=41,no=42,missing=42,gain=5.65150595,cover=150694
- 41:[Ecc<2.19188094] yes=83,no=84,missing=84,gain=5.08842707,cover=29203
- 83:leaf=-0.00225291145,cover=0
- 84:leaf=0.000450456195,cover=0
- 42:[Pol<162.313202] yes=85,no=86,missing=85,gain=5.79596329,cover=121491
- 85:leaf=-0.00061543542,cover=0
- 86:leaf=0.000504560361,cover=0
- 10:[Pol<136.792099] yes=21,no=22,missing=21,gain=3.29004097,cover=1881955
- 21:[Ecc<1.46579576] yes=43,no=44,missing=43,gain=4.5045929,cover=1708944
- 43:[Pol<71.8249207] yes=87,no=88,missing=87,gain=5.27694321,cover=42409
- 87:leaf=-0.000476360234,cover=0
- 88:leaf=0.000816904008,cover=0
- 44:[Sulc0<-0.152423486] yes=89,no=90,missing=89,gain=10.8251982,cover=1666535
- 89:leaf=-0.000537908229,cover=0
- 90:leaf=7.29468593e-06,cover=0
- 22:[Ecc<22.8050022] yes=45,no=46,missing=45,gain=21.5389061,cover=173011
- 45:[Sulc0<0.0689564943] yes=91,no=92,missing=92,gain=18.0487957,cover=147968
- 91:leaf=0.000271656958,cover=0
- 92:leaf=-0.0010868063,cover=0
- 46:[LGI5<3.09872246] yes=93,no=94,missing=93,gain=10.4341011,cover=25043
- 93:leaf=0.000249645935,cover=0
- 94:leaf=0.00236028782,cover=0
- 2:[Sulc0<0.101211272] yes=5,no=6,missing=5,gain=1.45564234,cover=1635386
- 5:[Area5<0.877147377] yes=11,no=12,missing=11,gain=1.05882967,cover=1573666
- 11:[Pol<119.248337] yes=23,no=24,missing=23,gain=1.07745707,cover=1523168
- 23:[LGI5<2.40692019] yes=47,no=48,missing=48,gain=3.80681467,cover=900091
- 47:[Curv5<-0.0390223041] yes=95,no=96,missing=95,gain=3.82328153,cover=169368
- 95:leaf=-0.000217851994,cover=0
- 96:leaf=0.000848801457,cover=0
- 48:[Pol<68.1421661] yes=97,no=98,missing=97,gain=8.38268566,cover=730723
- 97:leaf=4.2988002e-05,cover=0
- 98:leaf=0.000594883924,cover=0
- 24:[LGI5<2.41354537] yes=49,no=50,missing=49,gain=8.14431381,cover=623077
- 49:[PialCurv5<-0.109546423] yes=99,no=100,missing=99,gain=4.44386387,cover=102481
- 99:leaf=-2.44681287e-05,cover=0
- 100:leaf=0.000645884837,cover=0
- 50:[LGI5<2.81359315] yes=101,no=102,missing=102,gain=9.58791733,cover=520596
- 101:leaf=-0.000336002879,cover=0
- 102:leaf=9.33859992e-05,cover=0
- 12:[Sulc0<-0.451341361] yes=25,no=26,missing=25,gain=1.98220563,cover=50498
- 25:[Pol<128.951508] yes=51,no=52,missing=52,gain=2.70562434,cover=34377
- 51:[LGI5<3.11839271] yes=103,no=104,missing=103,gain=3.07076907,cover=27412
- 103:leaf=-0.00051063695,cover=0
- 104:leaf=0.000755908899,cover=0
- 52:[PialArea5<1.57955706] yes=105,no=106,missing=106,gain=5.0259819,cover=6965
- 105:leaf=0.000445920246,cover=0
- 106:leaf=0.00505071087,cover=0
- 26:[Ecc<7.95697832] yes=53,no=54,missing=53,gain=2.61200476,cover=16121
- 53:[LGI5<2.52671862] yes=107,no=108,missing=107,gain=3.53504276,cover=7066
- 107:leaf=-0.000139750409,cover=0
- 108:leaf=-0.00239108014,cover=0
- 54:[LGI5<2.81919122] yes=109,no=110,missing=109,gain=6.29490995,cover=9055
- 109:leaf=0.00328122242,cover=0
- 110:leaf=-0.000623490545,cover=0
- 6:[Pol<170.080093] yes=13,no=14,missing=14,gain=2.96942282,cover=61720
- 13:[LGI5<3.64692807] yes=27,no=28,missing=27,gain=2.22390127,cover=59537
- 27:[PialCurv5<0.0262785293] yes=55,no=56,missing=55,gain=1.7207737,cover=56453
- 55:[Curv5<0.00780903921] yes=111,no=112,missing=112,gain=10.1826487,cover=41224
- 111:leaf=0.000213510706,cover=0
- 112:leaf=0.00341873663,cover=0
- 56:[LGI5<3.36766768] yes=113,no=114,missing=113,gain=6.04851961,cover=15229
- 113:leaf=-0.000602106855,cover=0
- 114:leaf=0.00228215475,cover=0
- 28:[Curv5<-0.146701202] yes=57,no=58,missing=57,gain=3.57864428,cover=3084
- 57:[MidArea5<0.851890504] yes=115,no=116,missing=116,gain=1.07989299,cover=456
- 115:leaf=-0.00469582016,cover=0
- 116:leaf=0.000180435833,cover=0
- 58:[Area5<0.818724692] yes=117,no=118,missing=117,gain=2.90199089,cover=2628
- 117:leaf=0.00330640306,cover=0
- 118:leaf=-0.000514374929,cover=0
- 14:[LGI5<3.58443618] yes=29,no=30,missing=30,gain=2.61304569,cover=2183
- 29:[Ecc<38.0136108] yes=59,no=60,missing=59,gain=2.07815647,cover=1808
- 59:[MidArea5<0.818603933] yes=119,no=120,missing=119,gain=1.38249326,cover=259
- 119:leaf=-0.0128828315,cover=0
- 120:leaf=-0.00321593578,cover=0
- 60:[Curv5<-0.139824241] yes=121,no=122,missing=121,gain=1.73734868,cover=1549
- 121:leaf=0.0037378394,cover=0
- 122:leaf=-0.000805875927,cover=0
- 30:[MidArea5<0.820509911] yes=61,no=62,missing=62,gain=1.72626734,cover=375
- 61:[LGI5<3.70550299] yes=123,no=124,missing=123,gain=1.2201978,cover=86
- 123:leaf=-0.00381720974,cover=0
- 124:leaf=0.00827603322,cover=0
- 62:[Area5<0.788037419] yes=125,no=126,missing=125,gain=1.27806902,cover=289
- 125:leaf=-0.00879769679,cover=0
- 126:leaf=-0.000324625842,cover=0
-booster[795]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=1,gain=0.325442344,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=4,gain=0.394047827,cover=5064338
- 3:[Ecc<1.46579576] yes=7,no=8,missing=7,gain=0.36240682,cover=5048039
- 7:[Pol<166.64444] yes=15,no=16,missing=15,gain=1.716043,cover=477533
- 15:[LGI5<2.89660096] yes=31,no=32,missing=32,gain=1.92339635,cover=420004
- 31:[Pol<117.137611] yes=61,no=62,missing=61,gain=1.6556896,cover=419285
- 61:leaf=-8.37520129e-05,cover=0
- 62:leaf=0.000125023478,cover=0
- 32:[PialArea5<0.908809483] yes=63,no=64,missing=64,gain=1.37616038,cover=719
- 63:leaf=0.00096389075,cover=0
- 64:leaf=0.00554537913,cover=0
- 16:[Sulc0<-0.338601172] yes=33,no=34,missing=33,gain=2.51074529,cover=57529
- 33:[Ecc<0.353712648] yes=65,no=66,missing=65,gain=1.77554846,cover=45980
- 65:leaf=0.000130548739,cover=0
- 66:leaf=-0.000626124558,cover=0
- 34:[PialArea5<0.724588811] yes=67,no=68,missing=67,gain=1.75142312,cover=11549
- 67:leaf=0.000561054272,cover=0
- 68:leaf=-0.00153306534,cover=0
- 8:[Ecc<2.19188094] yes=17,no=18,missing=18,gain=0.928257883,cover=4570506
- 17:[Pol<16.156723] yes=35,no=36,missing=36,gain=4.6171217,cover=257940
- 35:[PialCurv5<-0.0644776821] yes=69,no=70,missing=69,gain=8.3570528,cover=18442
- 69:leaf=-0.000159400617,cover=0
- 70:leaf=-0.0029007541,cover=0
- 36:[Pol<40.9012032] yes=71,no=72,missing=71,gain=5.70379019,cover=239498
- 71:leaf=0.000834498554,cover=0
- 72:leaf=6.70241934e-05,cover=0
- 18:[LGI5<2.16230083] yes=37,no=38,missing=38,gain=1.74543333,cover=4312566
- 37:[MidArea5<0.623027146] yes=73,no=74,missing=74,gain=4.77708054,cover=17618
- 73:leaf=0.000634589174,cover=0
- 74:leaf=-0.00109663082,cover=0
- 38:[LGI5<2.25075769] yes=75,no=76,missing=75,gain=1.61671412,cover=4294948
- 75:leaf=0.000256195868,cover=0
- 76:leaf=-3.39538201e-06,cover=0
- 4:[PialCurv5<-0.0868030339] yes=9,no=10,missing=10,gain=5.06793165,cover=16299
- 9:[Curv5<-0.0922861248] yes=19,no=20,missing=20,gain=2.28164005,cover=13616
- 19:[Curv5<-0.223784685] yes=39,no=40,missing=39,gain=2.22050333,cover=13551
- 39:[Pol<123.059357] yes=77,no=78,missing=77,gain=1.38019717,cover=4064
- 77:leaf=-0.00037240886,cover=0
- 78:leaf=-0.00283102598,cover=0
- 40:[Pol<172.045227] yes=79,no=80,missing=79,gain=1.87230074,cover=9487
- 79:leaf=0.000412223017,cover=0
- 80:leaf=0.00312069897,cover=0
- 20:[PialCurv5<-0.0886472985] yes=41,no=42,missing=41,gain=1.47572231,cover=65
- 41:[PialCurv5<-0.117370568] yes=81,no=82,missing=82,gain=0.896611929,cover=56
- 81:leaf=0.0155377267,cover=0
- 82:leaf=-0.0134244664,cover=0
- 42:[Ecc<6.10119486] yes=83,no=84,missing=83,gain=0.338461578,cover=9
- 83:leaf=0.0181181915,cover=0
- 84:leaf=-0.000233203173,cover=0
- 10:[Ecc<1.3629595] yes=21,no=22,missing=22,gain=1.23712015,cover=2683
- 21:[Ecc<0.999059319] yes=43,no=44,missing=43,gain=1.38133335,cover=480
- 43:[LGI5<2.13090348] yes=85,no=86,missing=85,gain=1.16442263,cover=348
- 85:leaf=0.0131095154,cover=0
- 86:leaf=-0.00214714534,cover=0
- 44:[LGI5<2.52671862] yes=87,no=88,missing=87,gain=1.2856456,cover=132
- 87:leaf=0.00604828494,cover=0
- 88:leaf=-0.0100109447,cover=0
- 22:[Pol<31.3444195] yes=45,no=46,missing=45,gain=1.64324713,cover=2203
- 45:[LGI5<2.44958925] yes=89,no=90,missing=89,gain=3.69839144,cover=522
- 89:leaf=-0.0105483774,cover=0
- 90:leaf=-0.00188070431,cover=0
- 46:[Pol<132.083344] yes=91,no=92,missing=92,gain=2.0476079,cover=1681
- 91:leaf=-0.000357448589,cover=0
- 92:leaf=-0.00385775603,cover=0
- 2:[Area5<0.631603718] yes=5,no=6,missing=5,gain=1.50417471,cover=60050
- 5:[LGI5<3.23945832] yes=11,no=12,missing=11,gain=1.02245247,cover=544
- 11:[PialCurv5<-0.116576619] yes=23,no=24,missing=23,gain=0.824403763,cover=524
- 23:[Pol<6.72755051] yes=47,no=48,missing=48,gain=0.417742968,cover=255
- 47:[Ecc<2.54464626] yes=93,no=94,missing=93,gain=0.167435333,cover=15
- 93:leaf=0.00159577734,cover=0
- 94:leaf=-0.00857228693,cover=0
- 48:[Curv5<-0.158538193] yes=95,no=96,missing=96,gain=0.262486458,cover=240
- 95:leaf=0.0054279766,cover=0
- 96:leaf=0.0172859523,cover=0
- 24:[Pol<138.276962] yes=49,no=50,missing=49,gain=0.624044836,cover=269
- 49:[Sulc0<-0.895242691] yes=97,no=98,missing=97,gain=1.26580775,cover=148
- 97:leaf=-0.000391194044,cover=0
- 98:leaf=0.00900136214,cover=0
- 50:[Pol<164.532394] yes=99,no=100,missing=99,gain=0.406570017,cover=121
- 99:leaf=-0.00338560459,cover=0
- 100:leaf=0.00279819104,cover=0
- 12:[Area5<0.596935391] yes=25,no=26,missing=25,gain=0.0609144568,cover=20
- 25:[Area5<0.586059749] yes=51,no=52,missing=51,gain=0.00952721387,cover=11
- 51:[Ecc<8.55626965] yes=101,no=102,missing=101,gain=0.00354306167,cover=2
- 101:leaf=-0.00237091794,cover=0
- 102:leaf=0.000749087369,cover=0
- 52:leaf=-0.00553883798,cover=0
- 26:leaf=-0.0111649716,cover=0
- 6:[PialCurv5<-0.11422696] yes=13,no=14,missing=13,gain=1.10484862,cover=59506
- 13:[Curv5<-0.0902613774] yes=27,no=28,missing=28,gain=1.54129076,cover=21293
- 27:[LGI5<3.70550299] yes=53,no=54,missing=53,gain=1.1798234,cover=21256
- 53:[Area5<0.854415178] yes=103,no=104,missing=104,gain=1.17250633,cover=21039
- 103:leaf=-0.00052531407,cover=0
- 104:leaf=0.000221502414,cover=0
- 54:[LGI5<3.94193578] yes=105,no=106,missing=105,gain=0.397750974,cover=217
- 105:leaf=-0.00475693075,cover=0
- 106:leaf=0.00110085995,cover=0
- 28:[Area5<0.987501919] yes=55,no=56,missing=56,gain=0.370703816,cover=37
- 55:[Sulc0<-0.370474488] yes=107,no=108,missing=107,gain=0.192554459,cover=18
- 107:leaf=-0.011319167,cover=0
- 108:leaf=-0.000809247722,cover=0
- 56:[PialCurv5<-0.181738108] yes=109,no=110,missing=110,gain=0.174349189,cover=19
- 109:leaf=-0.00548943412,cover=0
- 110:leaf=-0.0178067517,cover=0
- 14:[LGI5<2.44958925] yes=29,no=30,missing=30,gain=1.26765001,cover=38213
- 29:[Pol<114.432869] yes=57,no=58,missing=57,gain=2.8147583,cover=8591
- 57:[Ecc<0.999059319] yes=111,no=112,missing=111,gain=3.45070982,cover=7132
- 111:leaf=-0.00130440795,cover=0
- 112:leaf=0.00168008066,cover=0
- 58:[Curv5<0.083802022] yes=113,no=114,missing=113,gain=1.29793382,cover=1459
- 113:leaf=-0.00161414931,cover=0
- 114:leaf=0.00431665545,cover=0
- 30:[LGI5<2.61063838] yes=59,no=60,missing=59,gain=3.61423254,cover=29622
- 59:[Ecc<1.79549146] yes=115,no=116,missing=116,gain=3.42063546,cover=8066
- 115:leaf=0.00202482939,cover=0
- 116:leaf=-0.00117977604,cover=0
- 60:[PialArea5<1.4350239] yes=117,no=118,missing=117,gain=1.35578454,cover=21556
- 117:leaf=-0.000122197802,cover=0
- 118:leaf=0.000717342715,cover=0
-booster[796]:
-0:[PialArea5<0.971235156] yes=1,no=2,missing=2,gain=0.313709289,cover=5124388
- 1:[MidArea5<1.01334012] yes=3,no=4,missing=4,gain=0.94903183,cover=3914635
- 3:[MidArea5<0.861292899] yes=7,no=8,missing=8,gain=1.161587,cover=3913186
- 7:[Pol<17.1471634] yes=15,no=16,missing=15,gain=0.862720072,cover=3863788
- 15:[PialCurv5<0.074624911] yes=31,no=32,missing=31,gain=7.8842454,cover=179603
- 31:[LGI5<3.00232744] yes=63,no=64,missing=63,gain=3.31831026,cover=170888
- 63:leaf=0.000376713317,cover=0
- 64:leaf=-6.61936283e-05,cover=0
- 32:[LGI5<3.56741142] yes=65,no=66,missing=65,gain=4.27356815,cover=8715
- 65:leaf=-0.0017342756,cover=0
- 66:leaf=0.00194641098,cover=0
- 16:[Sulc0<-0.445309728] yes=33,no=34,missing=33,gain=1.13419712,cover=3684185
- 33:[Pol<163.028091] yes=67,no=68,missing=67,gain=2.95823526,cover=921955
- 67:leaf=-0.000106366715,cover=0
- 68:leaf=0.000106665422,cover=0
- 34:[Ecc<1.10530448] yes=69,no=70,missing=69,gain=1.51061308,cover=2762230
- 69:leaf=-0.000235961619,cover=0
- 70:leaf=1.21797748e-05,cover=0
- 8:[LGI5<3.78836131] yes=17,no=18,missing=17,gain=2.38956594,cover=49398
- 17:[Pol<51.9018669] yes=35,no=36,missing=36,gain=1.90995157,cover=48578
- 35:[Pol<22.2436924] yes=71,no=72,missing=71,gain=2.16301346,cover=12349
- 71:leaf=-0.000541679678,cover=0
- 72:leaf=0.000801109883,cover=0
- 36:[PialArea5<0.775119185] yes=73,no=74,missing=74,gain=1.92878556,cover=36229
- 73:leaf=0.00105356227,cover=0
- 74:leaf=-0.000563487294,cover=0
- 18:[LGI5<3.84897733] yes=37,no=38,missing=38,gain=5.44260502,cover=820
- 37:[PialCurv5<0.175003663] yes=75,no=76,missing=75,gain=1.3574276,cover=288
- 75:leaf=0.00708852429,cover=0
- 76:leaf=0.0222097002,cover=0
- 38:[Curv5<0.137416571] yes=77,no=78,missing=78,gain=0.434832394,cover=532
- 77:leaf=-0.000248845638,cover=0
- 78:leaf=-0.00687937904,cover=0
- 4:[PialCurv5<-0.0472753309] yes=9,no=10,missing=10,gain=1.27333665,cover=1449
- 9:[Ecc<2.13501525] yes=19,no=20,missing=19,gain=0.517122328,cover=72
- 19:[Sulc0<-0.516633809] yes=39,no=40,missing=39,gain=0.245819867,cover=55
- 39:[LGI5<2.28518939] yes=79,no=80,missing=80,gain=0.195501983,cover=39
- 79:leaf=-0.000494715758,cover=0
- 80:leaf=-0.00766279642,cover=0
- 40:[MidArea5<1.04683805] yes=81,no=82,missing=81,gain=0.0660851598,cover=16
- 81:leaf=0.00663231267,cover=0
- 82:leaf=9.96341332e-05,cover=0
- 20:[Curv5<-0.0860676765] yes=41,no=42,missing=41,gain=0.346756697,cover=17
- 41:[Ecc<3.41847086] yes=83,no=84,missing=83,gain=0.0854297429,cover=4
- 83:leaf=0.00626184,cover=0
- 84:leaf=-0.00567349186,cover=0
- 42:[PialCurv5<-0.0529128574] yes=85,no=86,missing=85,gain=0.0519843102,cover=13
- 85:leaf=-0.0181905031,cover=0
- 86:leaf=-0.00686115166,cover=0
- 10:[Curv5<0.000893599819] yes=21,no=22,missing=21,gain=1.1875062,cover=1377
- 21:[LGI5<2.56078315] yes=43,no=44,missing=44,gain=0.498256445,cover=130
- 43:[PialCurv5<0.0044251224] yes=87,no=88,missing=87,gain=0.479737937,cover=88
- 87:leaf=0.00128680456,cover=0
- 88:leaf=0.0090797618,cover=0
- 44:[Sulc0<0.15957281] yes=89,no=90,missing=89,gain=0.603595257,cover=42
- 89:leaf=0.0140540292,cover=0
- 90:leaf=0.000436363131,cover=0
- 22:[PialCurv5<0.0128733069] yes=45,no=46,missing=45,gain=0.8621611,cover=1247
- 45:[Pol<155.012512] yes=91,no=92,missing=91,gain=1.0159061,cover=134
- 91:leaf=-0.00507020345,cover=0
- 92:leaf=0.00502421847,cover=0
- 46:[Pol<111.326981] yes=93,no=94,missing=93,gain=0.928716898,cover=1113
- 93:leaf=0.000504298485,cover=0
- 94:leaf=0.0035096358,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=6,gain=1.3022908,cover=1209753
- 5:[Ecc<8.29616165] yes=11,no=12,missing=11,gain=2.14842272,cover=2776
- 11:[Pol<161.595886] yes=23,no=24,missing=23,gain=1.42868257,cover=1725
- 23:[Curv5<-0.350989401] yes=47,no=48,missing=47,gain=1.12158942,cover=1665
- 47:[LGI5<2.39356947] yes=95,no=96,missing=95,gain=1.29891038,cover=618
- 95:leaf=0.00419370783,cover=0
- 96:leaf=-0.00278860424,cover=0
- 48:[Pol<4.30929279] yes=97,no=98,missing=97,gain=1.11332393,cover=1047
- 97:leaf=-0.00418923376,cover=0
- 98:leaf=0.0012853106,cover=0
- 24:[Curv5<-0.287682682] yes=49,no=50,missing=49,gain=1.91562927,cover=60
- 49:[MidArea5<0.814855576] yes=99,no=100,missing=99,gain=0.238756061,cover=51
- 99:leaf=-0.00456371671,cover=0
- 100:leaf=0.00490675494,cover=0
- 50:leaf=0.027579058,cover=0
- 12:[Pol<108.715256] yes=25,no=26,missing=25,gain=1.38821721,cover=1051
- 25:[Pol<13.2006302] yes=51,no=52,missing=52,gain=1.65025043,cover=800
- 51:[LGI5<2.45281005] yes=101,no=102,missing=102,gain=0.767286777,cover=331
- 101:leaf=0.00921069831,cover=0
- 102:leaf=-0.00492634764,cover=0
- 52:[LGI5<3.45167398] yes=103,no=104,missing=103,gain=1.11970234,cover=469
- 103:leaf=0.00107525045,cover=0
- 104:leaf=-0.00594791537,cover=0
- 26:[Pol<166.64444] yes=53,no=54,missing=53,gain=1.50035167,cover=251
- 53:[LGI5<2.86927843] yes=105,no=106,missing=105,gain=0.739504337,cover=149
- 105:leaf=-0.00545008341,cover=0
- 106:leaf=-0.0126153203,cover=0
- 54:[LGI5<2.90190363] yes=107,no=108,missing=107,gain=0.791948676,cover=102
- 107:leaf=0.00757489726,cover=0
- 108:leaf=-0.00350124878,cover=0
- 6:[Pol<161.595886] yes=13,no=14,missing=13,gain=1.17340398,cover=1206977
- 13:[Ecc<6.70300007] yes=27,no=28,missing=28,gain=3.56234574,cover=995544
- 27:[Pol<87.3220139] yes=55,no=56,missing=55,gain=3.29074383,cover=536238
- 55:[Ecc<5.91357183] yes=109,no=110,missing=110,gain=3.22587466,cover=396366
- 109:leaf=-1.24428843e-05,cover=0
- 110:leaf=0.000476291141,cover=0
- 56:[LGI5<2.8746686] yes=111,no=112,missing=112,gain=11.02493,cover=139872
- 111:leaf=-0.000330064679,cover=0
- 112:leaf=0.0021695504,cover=0
- 28:[Pol<59.5955544] yes=57,no=58,missing=58,gain=5.9866972,cover=459306
- 57:[PialCurv5<-0.159167215] yes=113,no=114,missing=113,gain=3.62123132,cover=290982
- 113:leaf=0.000923914544,cover=0
- 114:leaf=-2.17654651e-05,cover=0
- 58:[LGI5<3.29043651] yes=115,no=116,missing=115,gain=5.57827568,cover=168324
- 115:leaf=0.000532783684,cover=0
- 116:leaf=-0.000181302355,cover=0
- 14:[Ecc<6.22534323] yes=29,no=30,missing=29,gain=7.31949234,cover=211433
- 29:[Curv5<-0.169727564] yes=59,no=60,missing=59,gain=11.8601732,cover=63195
- 59:[Area5<0.687129855] yes=117,no=118,missing=117,gain=4.66406155,cover=42200
- 117:leaf=-0.000338012062,cover=0
- 118:leaf=0.00112306012,cover=0
- 60:[Sulc0<-0.93782407] yes=119,no=120,missing=119,gain=10.7710609,cover=20995
- 119:leaf=-0.00147115649,cover=0
- 120:leaf=0.00179569458,cover=0
- 30:[Ecc<16.7734241] yes=61,no=62,missing=61,gain=3.96689844,cover=148238
- 61:[Pol<177.360886] yes=121,no=122,missing=121,gain=3.75178051,cover=78373
- 121:leaf=-0.000687600521,cover=0
- 122:leaf=0.000189272963,cover=0
- 62:[LGI5<2.85285616] yes=123,no=124,missing=124,gain=3.30225444,cover=69865
- 123:leaf=0.00129777577,cover=0
- 124:leaf=-9.1387883e-05,cover=0
-booster[797]:
-0:[Pol<3.6072247] yes=1,no=2,missing=1,gain=0.307857364,cover=5124388
- 1:[Ecc<6.03867722] yes=3,no=4,missing=4,gain=3.03758788,cover=80066
- 3:[Sulc0<-0.493071198] yes=7,no=8,missing=7,gain=1.38534844,cover=13973
- 7:[Curv5<-0.0343657099] yes=15,no=16,missing=15,gain=2.40073442,cover=12546
- 15:[PialCurv5<-0.0632625744] yes=31,no=32,missing=31,gain=1.40292156,cover=12258
- 31:[Curv5<-0.234010845] yes=63,no=64,missing=63,gain=0.957172453,cover=11164
- 63:leaf=-0.000981369987,cover=0
- 64:leaf=-7.3135775e-06,cover=0
- 32:[Sulc0<-0.801933944] yes=65,no=66,missing=65,gain=1.0684495,cover=1094
- 65:leaf=-0.00506885676,cover=0
- 66:leaf=-0.00136053364,cover=0
- 16:[PialCurv5<-0.0680129603] yes=33,no=34,missing=33,gain=3.27419281,cover=288
- 33:[Ecc<3.03937531] yes=67,no=68,missing=68,gain=1.28039169,cover=34
- 67:leaf=0.000773403386,cover=0
- 68:leaf=0.0236469619,cover=0
- 34:[PialArea5<0.593058109] yes=69,no=70,missing=69,gain=1.19926274,cover=254
- 69:leaf=0.0127552645,cover=0
- 70:leaf=0.00100574305,cover=0
- 8:[LGI5<2.56078315] yes=17,no=18,missing=17,gain=0.956852436,cover=1427
- 17:[LGI5<2.52320862] yes=35,no=36,missing=35,gain=1.07960534,cover=702
- 35:[LGI5<2.30180311] yes=71,no=72,missing=71,gain=0.810140073,cover=585
- 71:leaf=0.00276212255,cover=0
- 72:leaf=-0.00239665015,cover=0
- 36:[MidArea5<0.805760801] yes=73,no=74,missing=73,gain=1.17923594,cover=117
- 73:leaf=-0.00021724026,cover=0
- 74:leaf=0.0101163052,cover=0
- 18:[PialCurv5<-0.0297427773] yes=37,no=38,missing=37,gain=0.92453289,cover=725
- 37:[Ecc<4.07113361] yes=75,no=76,missing=75,gain=0.642459273,cover=425
- 75:leaf=-0.00591648184,cover=0
- 76:leaf=-0.000892012788,cover=0
- 38:[PialArea5<0.742050111] yes=77,no=78,missing=77,gain=0.665249586,cover=300
- 77:leaf=-0.00304151094,cover=0
- 78:leaf=-0.00777650578,cover=0
- 4:[Curv5<0.0191024225] yes=9,no=10,missing=9,gain=1.58298671,cover=66093
- 9:[Curv5<-0.0708468556] yes=19,no=20,missing=20,gain=1.80031157,cover=60713
- 19:[LGI5<3.22522902] yes=39,no=40,missing=39,gain=1.91661,cover=52237
- 39:[Area5<0.719086528] yes=79,no=80,missing=79,gain=1.68838811,cover=38324
- 79:leaf=0.000632901385,cover=0
- 80:leaf=-5.88932307e-05,cover=0
- 40:[Ecc<29.3556995] yes=81,no=82,missing=82,gain=1.27631104,cover=13913
- 81:leaf=7.30169268e-05,cover=0
- 82:leaf=-0.00091437326,cover=0
- 20:[LGI5<2.83602357] yes=41,no=42,missing=41,gain=2.94255066,cover=8476
- 41:[Sulc0<-0.463317156] yes=83,no=84,missing=84,gain=2.32997465,cover=1420
- 83:leaf=-0.000450332504,cover=0
- 84:leaf=0.00422969507,cover=0
- 42:[Ecc<9.0678978] yes=85,no=86,missing=86,gain=2.3995378,cover=7056
- 85:leaf=-0.000983173144,cover=0
- 86:leaf=0.00111685647,cover=0
- 10:[Ecc<19.4699688] yes=21,no=22,missing=21,gain=3.36931658,cover=5380
- 21:[Sulc0<0.20153527] yes=43,no=44,missing=43,gain=2.59679151,cover=4785
- 43:[PialCurv5<0.0240441076] yes=87,no=88,missing=87,gain=2.37108469,cover=4706
- 87:leaf=-0.00308368308,cover=0
- 88:leaf=-0.000302796921,cover=0
- 44:[PialCurv5<0.224192142] yes=89,no=90,missing=89,gain=0.542704821,cover=79
- 89:leaf=-0.0124225235,cover=0
- 90:leaf=-0.00289476034,cover=0
- 22:[PialCurv5<0.134718806] yes=45,no=46,missing=45,gain=2.10787344,cover=595
- 45:[PialCurv5<-0.0262977369] yes=91,no=92,missing=91,gain=0.875314236,cover=326
- 91:leaf=-0.00716494257,cover=0
- 92:leaf=0.00617050054,cover=0
- 46:[Sulc0<0.812575758] yes=93,no=94,missing=93,gain=0.512229502,cover=269
- 93:leaf=-0.00120518298,cover=0
- 94:leaf=0.00498819258,cover=0
- 2:[Curv5<-0.245563462] yes=5,no=6,missing=5,gain=0.394391388,cover=5044322
- 5:[Area5<0.685542226] yes=11,no=12,missing=11,gain=2.19635725,cover=467197
- 11:[PialCurv5<-0.132898524] yes=23,no=24,missing=23,gain=1.26831031,cover=391515
- 23:[Curv5<-0.319950402] yes=47,no=48,missing=47,gain=2.48707843,cover=284583
- 47:[Ecc<44.7855835] yes=95,no=96,missing=96,gain=0.998859882,cover=61869
- 95:leaf=0.000198602895,cover=0
- 96:leaf=0.00212136959,cover=0
- 48:[Sulc0<-0.15955846] yes=97,no=98,missing=98,gain=1.80165052,cover=222714
- 97:leaf=-0.00011894208,cover=0
- 98:leaf=-0.00117170124,cover=0
- 24:[Ecc<0.836319208] yes=49,no=50,missing=50,gain=3.13080835,cover=106932
- 49:[Area5<0.4695113] yes=99,no=100,missing=99,gain=1.78931379,cover=8385
- 99:leaf=3.99608653e-05,cover=0
- 100:leaf=0.001587281,cover=0
- 50:[Sulc0<-0.632113814] yes=101,no=102,missing=101,gain=2.91955328,cover=98547
- 101:leaf=-0.000144786754,cover=0
- 102:leaf=0.000419842632,cover=0
- 12:[Pol<28.4081879] yes=25,no=26,missing=25,gain=3.21953583,cover=75682
- 25:[Ecc<19.7764034] yes=51,no=52,missing=51,gain=5.62741566,cover=32864
- 51:[Ecc<2.6050899] yes=103,no=104,missing=103,gain=2.9852016,cover=27146
- 103:leaf=0.00102844008,cover=0
- 104:leaf=-0.000578397478,cover=0
- 52:[Pol<14.1659222] yes=105,no=106,missing=105,gain=2.73676014,cover=5718
- 105:leaf=0.000544358685,cover=0
- 106:leaf=0.00284218928,cover=0
- 26:[LGI5<2.69973111] yes=53,no=54,missing=53,gain=3.65702105,cover=42818
- 53:[PialArea5<1.07423365] yes=107,no=108,missing=107,gain=6.80181885,cover=14252
- 107:leaf=0.00236783805,cover=0
- 108:leaf=0.000181342955,cover=0
- 54:[PialCurv5<-0.0555995218] yes=109,no=110,missing=110,gain=3.25896215,cover=28566
- 109:leaf=0.000283337897,cover=0
- 110:leaf=-0.0078401966,cover=0
- 6:[PialCurv5<-0.146805272] yes=13,no=14,missing=13,gain=1.99470949,cover=4577125
- 13:[Curv5<-0.204921171] yes=27,no=28,missing=27,gain=6.54262209,cover=70891
- 27:[MidArea5<1.09619975] yes=55,no=56,missing=55,gain=2.0807004,cover=56947
- 55:[Ecc<6.76014757] yes=111,no=112,missing=112,gain=1.84608197,cover=55393
- 111:leaf=-0.000209162667,cover=0
- 112:leaf=0.000368438166,cover=0
- 56:[LGI5<2.43054438] yes=113,no=114,missing=113,gain=1.50689971,cover=1554
- 113:leaf=-0.00618451415,cover=0
- 114:leaf=-0.00123267889,cover=0
- 28:[PialArea5<0.821553528] yes=57,no=58,missing=57,gain=5.76947784,cover=13944
- 57:[Ecc<0.406764686] yes=115,no=116,missing=115,gain=2.56370878,cover=6198
- 115:leaf=0.00846815016,cover=0
- 116:leaf=-3.26259978e-05,cover=0
- 58:[Ecc<18.0513744] yes=117,no=118,missing=117,gain=4.71469879,cover=7746
- 117:leaf=0.00260253646,cover=0
- 118:leaf=-0.00113341608,cover=0
- 14:[Sulc0<-0.319176674] yes=29,no=30,missing=29,gain=0.817678571,cover=4506234
- 29:[Ecc<11.3532677] yes=59,no=60,missing=59,gain=5.65756702,cover=1773500
- 59:[LGI5<2.91278505] yes=119,no=120,missing=119,gain=5.14702559,cover=1435237
- 119:leaf=-2.70488908e-05,cover=0
- 120:leaf=0.000271888013,cover=0
- 60:[Pol<40.9012032] yes=121,no=122,missing=121,gain=10.0230408,cover=338263
- 121:leaf=-0.000555201375,cover=0
- 122:leaf=8.09866833e-07,cover=0
- 30:[Pol<162.313202] yes=61,no=62,missing=61,gain=2.59164643,cover=2732734
- 61:[Pol<7.58674097] yes=123,no=124,missing=123,gain=1.93154502,cover=2603370
- 123:leaf=-0.000594042824,cover=0
- 124:leaf=2.08952533e-05,cover=0
- 62:[Area5<0.685542226] yes=125,no=126,missing=125,gain=6.01101065,cover=129364
- 125:leaf=-0.000562417496,cover=0
- 126:leaf=0.000119531644,cover=0
-booster[798]:
-0:[PialArea5<0.864470184] yes=1,no=2,missing=2,gain=0.307252526,cover=5124388
- 1:[Pol<172.695618] yes=3,no=4,missing=3,gain=1.27032304,cover=3148166
- 3:[LGI5<2.13090348] yes=7,no=8,missing=8,gain=1.75679517,cover=3022962
- 7:[PialCurv5<0.182067633] yes=15,no=16,missing=15,gain=2.56792116,cover=12169
- 15:[PialCurv5<-0.0607835948] yes=31,no=32,missing=32,gain=4.87306213,cover=10062
- 31:[Area5<0.631603718] yes=63,no=64,missing=63,gain=4.36474228,cover=4630
- 63:leaf=-0.000772051513,cover=0
- 64:leaf=0.00447341148,cover=0
- 32:[Ecc<0.353712648] yes=65,no=66,missing=66,gain=3.9155941,cover=5432
- 65:leaf=-0.00409399113,cover=0
- 66:leaf=0.00223021163,cover=0
- 16:[Ecc<5.01513863] yes=33,no=34,missing=33,gain=4.9161787,cover=2107
- 33:[Curv5<0.147363082] yes=67,no=68,missing=68,gain=1.30197811,cover=1750
- 67:leaf=-0.00210829568,cover=0
- 68:leaf=0.000934197975,cover=0
- 34:[Sulc0<-0.0862998366] yes=69,no=70,missing=70,gain=0.679448128,cover=357
- 69:leaf=0.0105558587,cover=0
- 70:leaf=-0.0066113756,cover=0
- 8:[LGI5<2.16230083] yes=17,no=18,missing=18,gain=1.23253179,cover=3010793
- 17:[Pol<104.929901] yes=35,no=36,missing=35,gain=3.03523684,cover=12791
- 35:[Curv5<-0.121808149] yes=71,no=72,missing=71,gain=6.38507891,cover=6116
- 71:leaf=0.00113804429,cover=0
- 72:leaf=-0.00237743137,cover=0
- 36:[Ecc<4.73840666] yes=73,no=74,missing=73,gain=3.51104259,cover=6675
- 73:leaf=-0.000371004717,cover=0
- 74:leaf=0.00242028921,cover=0
- 18:[Curv5<-0.0203319378] yes=37,no=38,missing=37,gain=0.978194118,cover=2998002
- 37:[Area5<0.653711498] yes=75,no=76,missing=75,gain=2.83199286,cover=1023814
- 75:leaf=-2.1766316e-06,cover=0
- 76:leaf=-0.000184266522,cover=0
- 38:[Pol<163.028091] yes=77,no=78,missing=77,gain=3.50266981,cover=1974188
- 77:leaf=1.37132665e-05,cover=0
- 78:leaf=-0.000455977453,cover=0
- 4:[LGI5<2.75749183] yes=9,no=10,missing=9,gain=3.21381879,cover=125204
- 9:[Sulc0<-0.195981219] yes=19,no=20,missing=19,gain=6.75335217,cover=65041
- 19:[Ecc<8.41855335] yes=39,no=40,missing=40,gain=3.6776967,cover=54271
- 39:[Ecc<1.51801682] yes=79,no=80,missing=79,gain=5.47088623,cover=49591
- 79:leaf=-0.000291971781,cover=0
- 80:leaf=0.000759305432,cover=0
- 40:[Area5<0.687926829] yes=81,no=82,missing=81,gain=6.05243683,cover=4680
- 81:leaf=-0.00287421863,cover=0
- 82:leaf=0.000732049637,cover=0
- 20:[Curv5<0.0615303926] yes=41,no=42,missing=41,gain=6.69826269,cover=10770
- 41:[Ecc<9.75650311] yes=83,no=84,missing=83,gain=3.82937717,cover=2854
- 83:leaf=-0.00407557841,cover=0
- 84:leaf=0.00110201305,cover=0
- 42:[Sulc0<0.383163035] yes=85,no=86,missing=86,gain=1.73446763,cover=7916
- 85:leaf=-0.000341333594,cover=0
- 86:leaf=-0.00412772223,cover=0
- 10:[Curv5<-0.239749789] yes=21,no=22,missing=21,gain=3.95351791,cover=60163
- 21:[Sulc0<-0.0326132737] yes=43,no=44,missing=43,gain=1.85296142,cover=10770
- 43:[Ecc<33.9075584] yes=87,no=88,missing=88,gain=2.63262105,cover=10644
- 87:leaf=-6.81185556e-05,cover=0
- 88:leaf=-0.0018689977,cover=0
- 44:[Area5<0.539561152] yes=89,no=90,missing=89,gain=3.16105366,cover=126
- 89:leaf=0.0171793737,cover=0
- 90:leaf=0.000194728855,cover=0
- 22:[Ecc<18.5999508] yes=45,no=46,missing=45,gain=8.38733482,cover=49393
- 45:[Curv5<-0.169727564] yes=91,no=92,missing=92,gain=6.01896858,cover=41924
- 91:leaf=0.00318508944,cover=0
- 92:leaf=0.000198532784,cover=0
- 46:[Area5<0.665633082] yes=93,no=94,missing=94,gain=5.98475838,cover=7469
- 93:leaf=0.000770003127,cover=0
- 94:leaf=0.00360210054,cover=0
- 2:[Area5<0.476400614] yes=5,no=6,missing=5,gain=1.41720879,cover=1976222
- 5:[Sulc0<-0.389213681] yes=11,no=12,missing=11,gain=2.75167799,cover=35332
- 11:[Curv5<-0.245563462] yes=23,no=24,missing=24,gain=1.62379146,cover=34750
- 23:[PialCurv5<-0.101551421] yes=47,no=48,missing=47,gain=1.25402594,cover=14338
- 47:[LGI5<2.56865931] yes=95,no=96,missing=95,gain=1.08992052,cover=13757
- 95:leaf=0.00028523567,cover=0
- 96:leaf=-0.000866179354,cover=0
- 48:[Ecc<7.34691238] yes=97,no=98,missing=98,gain=0.621693969,cover=581
- 97:leaf=-0.00200735219,cover=0
- 98:leaf=-0.0117279543,cover=0
- 24:[LGI5<2.61063838] yes=49,no=50,missing=50,gain=2.68389893,cover=20412
- 49:[Sulc0<-0.87967056] yes=99,no=100,missing=99,gain=1.18618715,cover=18425
- 99:leaf=0.000102380662,cover=0
- 100:leaf=0.000905687863,cover=0
- 50:[PialArea5<0.994868398] yes=101,no=102,missing=102,gain=1.62424994,cover=1987
- 101:leaf=0.00163724239,cover=0
- 102:leaf=0.00503875921,cover=0
- 12:[PialCurv5<-0.167439327] yes=25,no=26,missing=26,gain=2.95229459,cover=582
- 25:[Ecc<6.76014757] yes=51,no=52,missing=51,gain=1.11812401,cover=17
- 51:[Ecc<5.97554874] yes=103,no=104,missing=103,gain=0.0176183954,cover=4
- 103:leaf=-0.00773364678,cover=0
- 104:leaf=-0.00104269583,cover=0
- 52:leaf=0.0235778783,cover=0
- 26:[LGI5<2.36467862] yes=53,no=54,missing=54,gain=1.3488903,cover=565
- 53:[Area5<0.420677572] yes=105,no=106,missing=106,gain=0.495248199,cover=57
- 105:leaf=0.0101590222,cover=0
- 106:leaf=0.000306447153,cover=0
- 54:[PialCurv5<-0.0758950338] yes=107,no=108,missing=108,gain=1.30334806,cover=508
- 107:leaf=-0.00321719423,cover=0
- 108:leaf=-0.0094660325,cover=0
- 6:[PialCurv5<-0.0779728889] yes=13,no=14,missing=13,gain=1.39870048,cover=1940890
- 13:[Curv5<-0.106344692] yes=27,no=28,missing=27,gain=35.9537811,cover=1229660
- 27:[Curv5<-0.121808149] yes=55,no=56,missing=55,gain=5.21938229,cover=1202837
- 55:[Sulc0<-0.202991232] yes=109,no=110,missing=110,gain=4.65290833,cover=1168638
- 109:leaf=-5.88470211e-05,cover=0
- 110:leaf=-0.000535571889,cover=0
- 56:[PialCurv5<-0.0886472985] yes=111,no=112,missing=111,gain=16.0661163,cover=34199
- 111:leaf=0.00178482791,cover=0
- 112:leaf=-0.000402012374,cover=0
- 28:[Area5<0.598585367] yes=57,no=58,missing=57,gain=8.92552567,cover=26823
- 57:[Curv5<-0.0773924068] yes=113,no=114,missing=113,gain=8.99617195,cover=2315
- 113:leaf=0.000357152632,cover=0
- 114:leaf=-0.00749887992,cover=0
- 58:[Ecc<14.0810061] yes=115,no=116,missing=115,gain=6.1075592,cover=24508
- 115:leaf=0.0016525801,cover=0
- 116:leaf=0.00356759666,cover=0
- 14:[Curv5<-0.136312515] yes=29,no=30,missing=29,gain=20.113205,cover=711230
- 29:[Area5<0.56946665] yes=59,no=60,missing=59,gain=13.4109688,cover=92812
- 59:[Sulc0<-0.498973608] yes=117,no=118,missing=118,gain=2.8393898,cover=8346
- 117:leaf=-0.000652491581,cover=0
- 118:leaf=-0.0028359897,cover=0
- 60:[Sulc0<-0.469276249] yes=119,no=120,missing=119,gain=9.30860519,cover=84466
- 119:leaf=0.000468290091,cover=0
- 120:leaf=0.00152388948,cover=0
- 30:[MidArea5<0.783437908] yes=61,no=62,missing=62,gain=3.66921759,cover=618418
- 61:[Pol<67.3859482] yes=121,no=122,missing=121,gain=6.92596245,cover=59504
- 121:leaf=-0.000447180355,cover=0
- 122:leaf=0.000707430241,cover=0
- 62:[Area5<0.595263004] yes=123,no=124,missing=123,gain=3.4079113,cover=558914
- 123:leaf=-0.00160231651,cover=0
- 124:leaf=-6.71987218e-05,cover=0
-booster[799]:
-0:[Curv5<-0.198884338] yes=1,no=2,missing=1,gain=0.315893829,cover=5124388
- 1:[PialCurv5<-0.105644517] yes=3,no=4,missing=4,gain=10.9102325,cover=1049342
- 3:[Sulc0<-0.145219594] yes=7,no=8,missing=7,gain=2.02482176,cover=921098
- 7:[Ecc<18.8860435] yes=15,no=16,missing=15,gain=1.98589957,cover=897367
- 15:[MidArea5<0.750180483] yes=31,no=32,missing=31,gain=2.07665229,cover=728036
- 31:[Pol<11.2407846] yes=63,no=64,missing=63,gain=5.081707,cover=323816
- 63:leaf=0.000878568098,cover=0
- 64:leaf=-1.16591318e-05,cover=0
- 32:[Pol<151.353775] yes=65,no=66,missing=65,gain=5.33467436,cover=404220
- 65:leaf=-3.58665857e-05,cover=0
- 66:leaf=-0.000467609061,cover=0
- 16:[Pol<9.44515038] yes=33,no=34,missing=33,gain=3.39919138,cover=169331
- 33:[LGI5<3.00812316] yes=67,no=68,missing=67,gain=1.83524692,cover=35157
- 67:leaf=0.000170238694,cover=0
- 68:leaf=-0.000580459426,cover=0
- 34:[Pol<149.072266] yes=69,no=70,missing=69,gain=7.12865734,cover=134174
- 69:leaf=0.000774481508,cover=0
- 70:leaf=-5.71587543e-06,cover=0
- 8:[PialArea5<0.906120181] yes=17,no=18,missing=17,gain=3.40387893,cover=23731
- 17:[Pol<43.7633247] yes=35,no=36,missing=36,gain=3.72472191,cover=16867
- 35:[Pol<14.1659222] yes=71,no=72,missing=71,gain=4.0038662,cover=1257
- 71:leaf=-0.00018556304,cover=0
- 72:leaf=0.00546173332,cover=0
- 36:[LGI5<3.84897733] yes=73,no=74,missing=74,gain=2.24918461,cover=15610
- 73:leaf=-0.00022370815,cover=0
- 74:leaf=-0.00404537423,cover=0
- 18:[LGI5<3.25380015] yes=37,no=38,missing=37,gain=2.06402588,cover=6864
- 37:[Ecc<32.6813126] yes=75,no=76,missing=75,gain=2.06086946,cover=4190
- 75:leaf=-0.00184045732,cover=0
- 76:leaf=0.000376934506,cover=0
- 38:[Ecc<10.147254] yes=77,no=78,missing=77,gain=1.44302702,cover=2674
- 77:leaf=-0.0144811794,cover=0
- 78:leaf=-0.00240148813,cover=0
- 4:[MidArea5<0.7689417] yes=9,no=10,missing=10,gain=7.15695477,cover=128244
- 9:[LGI5<2.33061647] yes=19,no=20,missing=19,gain=3.90714049,cover=62812
- 19:[PialArea5<0.836640656] yes=39,no=40,missing=40,gain=2.67521548,cover=9625
- 39:[PialCurv5<-0.0607835948] yes=79,no=80,missing=79,gain=2.4631815,cover=5207
- 79:leaf=0.00143765798,cover=0
- 80:leaf=0.00533243688,cover=0
- 40:[Ecc<7.29654455] yes=81,no=82,missing=82,gain=1.58496094,cover=4418
- 81:leaf=0.000216443048,cover=0
- 82:leaf=-0.00742141996,cover=0
- 20:[Sulc0<0.151281953] yes=41,no=42,missing=41,gain=2.70539427,cover=53187
- 41:[PialCurv5<-0.0715543851] yes=83,no=84,missing=83,gain=2.98978782,cover=51355
- 83:leaf=-0.000168648476,cover=0
- 84:leaf=0.000988655724,cover=0
- 42:[Pol<95.6227875] yes=85,no=86,missing=86,gain=4.38329792,cover=1832
- 85:leaf=-0.00652090693,cover=0
- 86:leaf=-0.000662906154,cover=0
- 10:[Sulc0<-0.661663771] yes=21,no=22,missing=22,gain=9.27739143,cover=65432
- 21:[LGI5<2.49262404] yes=43,no=44,missing=43,gain=2.41194582,cover=37013
- 43:[Pol<23.2745647] yes=87,no=88,missing=88,gain=8.04407787,cover=16935
- 87:leaf=-0.00118883711,cover=0
- 88:leaf=0.00135574699,cover=0
- 44:[Pol<62.0115929] yes=89,no=90,missing=89,gain=7.3082242,cover=20078
- 89:leaf=0.000727591396,cover=0
- 90:leaf=-0.00121084333,cover=0
- 22:[PialCurv5<-0.0209923834] yes=45,no=46,missing=45,gain=5.29620171,cover=28419
- 45:[Ecc<3.67199802] yes=91,no=92,missing=92,gain=4.08786583,cover=28247
- 91:leaf=-0.000350300048,cover=0
- 92:leaf=0.00174515171,cover=0
- 46:[LGI5<2.59361267] yes=93,no=94,missing=94,gain=1.99140239,cover=172
- 93:leaf=0.0077409246,cover=0
- 94:leaf=-0.00911676511,cover=0
- 2:[PialCurv5<-0.132898524] yes=5,no=6,missing=5,gain=16.1837482,cover=4075046
- 5:[PialArea5<0.821553528] yes=11,no=12,missing=11,gain=4.37647438,cover=39755
- 11:[Ecc<0.943656743] yes=23,no=24,missing=23,gain=4.13283777,cover=14119
- 23:[Area5<0.420677572] yes=47,no=48,missing=47,gain=4.54037094,cover=1068
- 47:[Pol<28.4081879] yes=95,no=96,missing=95,gain=0.495767117,cover=170
- 95:leaf=0.00171059056,cover=0
- 96:leaf=-0.00541321887,cover=0
- 48:[LGI5<2.19753051] yes=97,no=98,missing=97,gain=1.84821463,cover=898
- 97:leaf=-0.00268062064,cover=0
- 98:leaf=0.00539205922,cover=0
- 24:[Pol<157.22821] yes=49,no=50,missing=49,gain=4.54743195,cover=13051
- 49:[LGI5<2.30690479] yes=99,no=100,missing=99,gain=2.85345531,cover=10857
- 99:leaf=-0.00259397691,cover=0
- 100:leaf=-7.78578324e-05,cover=0
- 50:[Area5<0.571740985] yes=101,no=102,missing=102,gain=6.67237091,cover=2194
- 101:leaf=-0.000539724191,cover=0
- 102:leaf=0.00497668702,cover=0
- 12:[Curv5<0.00780903921] yes=25,no=26,missing=25,gain=3.48141479,cover=25636
- 25:[Area5<0.987501919] yes=51,no=52,missing=52,gain=3.18119621,cover=25615
- 51:[Curv5<-0.186853081] yes=103,no=104,missing=103,gain=2.73757744,cover=25280
- 103:leaf=0.000875544443,cover=0
- 104:leaf=0.00191886898,cover=0
- 52:[Pol<7.58674097] yes=105,no=106,missing=105,gain=1.44066989,cover=335
- 105:leaf=-0.0085675111,cover=0
- 106:leaf=-0.00135684537,cover=0
- 26:[Pol<154.27803] yes=53,no=54,missing=53,gain=1.03295279,cover=21
- 53:[Ecc<2.25101852] yes=107,no=108,missing=107,gain=0.126360372,cover=5
- 107:leaf=-0.00684924517,cover=0
- 108:leaf=0.0067467629,cover=0
- 54:leaf=0.0271478537,cover=0
- 6:[Sulc0<-1.12931466] yes=13,no=14,missing=13,gain=2.57051015,cover=4035291
- 13:[LGI5<2.56078315] yes=27,no=28,missing=27,gain=4.53231812,cover=9641
- 27:[MidArea5<1.21578133] yes=55,no=56,missing=55,gain=2.01824856,cover=7233
- 55:[MidArea5<1.12090862] yes=109,no=110,missing=110,gain=1.57086182,cover=6824
- 109:leaf=-0.00144734012,cover=0
- 110:leaf=-0.00435155863,cover=0
- 56:[Area5<0.805150867] yes=111,no=112,missing=111,gain=2.3019743,cover=409
- 111:leaf=-0.00184271298,cover=0
- 112:leaf=0.0056442325,cover=0
- 28:[Curv5<-0.161761403] yes=57,no=58,missing=57,gain=1.63895595,cover=2408
- 57:[LGI5<2.58938479] yes=113,no=114,missing=114,gain=1.05961943,cover=1908
- 113:leaf=0.00417063572,cover=0
- 114:leaf=1.25382039e-05,cover=0
- 58:[Area5<0.637240529] yes=115,no=116,missing=116,gain=3.18921256,cover=500
- 115:leaf=-0.00550806662,cover=0
- 116:leaf=0.00533445925,cover=0
- 14:[Pol<22.2436924] yes=29,no=30,missing=29,gain=1.58073056,cover=4025650
- 29:[PialCurv5<0.0591915138] yes=59,no=60,missing=59,gain=6.58784914,cover=240234
- 59:[Ecc<24.7238369] yes=117,no=118,missing=117,gain=3.73535037,cover=226849
- 117:leaf=0.00030069839,cover=0
- 118:leaf=-0.000150500899,cover=0
- 60:[Area5<0.571740985] yes=119,no=120,missing=119,gain=4.57399273,cover=13385
- 119:leaf=-0.00674564019,cover=0
- 120:leaf=-0.000819816079,cover=0
- 30:[Sulc0<-0.463317156] yes=61,no=62,missing=61,gain=2.91710472,cover=3785416
- 61:[Ecc<6.03867722] yes=121,no=122,missing=121,gain=10.0557575,cover=805260
- 121:leaf=1.53097571e-05,cover=0
- 122:leaf=-0.000362719817,cover=0
- 62:[PialArea5<1.57955706] yes=123,no=124,missing=124,gain=1.78328574,cover=2980156
- 123:leaf=1.35768846e-06,cover=0
- 124:leaf=-0.00223459746,cover=0
-booster[800]:
-0:[PialArea5<0.971235156] yes=1,no=2,missing=1,gain=0.316645712,cover=5124388
- 1:[MidArea5<1.01334012] yes=3,no=4,missing=4,gain=0.859156132,cover=3914635
- 3:[MidArea5<0.861292899] yes=7,no=8,missing=8,gain=1.05373645,cover=3913186
- 7:[Pol<26.4235344] yes=15,no=16,missing=15,gain=0.758340716,cover=3863788
- 15:[PialCurv5<0.0695191324] yes=31,no=32,missing=32,gain=4.7541399,cover=260039
- 31:[LGI5<2.25958419] yes=63,no=64,missing=63,gain=4.32024193,cover=246570
- 63:leaf=0.00125814439,cover=0
- 64:leaf=8.92471217e-05,cover=0
- 32:[Curv5<0.0595101416] yes=65,no=66,missing=65,gain=4.77962971,cover=13469
- 65:leaf=-0.00206114352,cover=0
- 66:leaf=-0.000112182439,cover=0
- 16:[LGI5<2.26652193] yes=33,no=34,missing=33,gain=1.31296992,cover=3603749
- 33:[Sulc0<0.68960917] yes=67,no=68,missing=67,gain=2.41095448,cover=163801
- 67:leaf=-0.000161782664,cover=0
- 68:leaf=0.00265909429,cover=0
- 34:[Pol<61.2046547] yes=69,no=70,missing=69,gain=1.24055994,cover=3439948
- 69:leaf=-8.4677733e-05,cover=0
- 70:leaf=7.35781441e-06,cover=0
- 8:[Ecc<8.06448936] yes=17,no=18,missing=17,gain=2.22927475,cover=49398
- 17:[LGI5<2.41022825] yes=35,no=36,missing=36,gain=3.16616964,cover=18299
- 35:[Pol<84.7687759] yes=71,no=72,missing=71,gain=2.20998287,cover=4992
- 71:leaf=-0.00116086612,cover=0
- 72:leaf=0.00110824953,cover=0
- 36:[Pol<77.5287857] yes=73,no=74,missing=73,gain=1.95737505,cover=13307
- 73:leaf=-0.000372429116,cover=0
- 74:leaf=-0.00159907923,cover=0
- 18:[LGI5<3.78836131] yes=37,no=38,missing=37,gain=1.76792336,cover=31099
- 37:[Pol<39.9674568] yes=75,no=76,missing=75,gain=1.51010215,cover=30279
- 75:leaf=0.000599065912,cover=0
- 76:leaf=-0.00023594893,cover=0
- 38:[LGI5<3.84897733] yes=77,no=78,missing=77,gain=4.91192007,cover=820
- 77:leaf=0.00755753322,cover=0
- 78:leaf=-0.000539264467,cover=0
- 4:[PialCurv5<-0.0472753309] yes=9,no=10,missing=10,gain=1.15811419,cover=1449
- 9:[Ecc<2.13501525] yes=19,no=20,missing=19,gain=0.475123644,cover=72
- 19:[Sulc0<-0.516633809] yes=39,no=40,missing=39,gain=0.223695055,cover=55
- 39:[LGI5<2.28518939] yes=79,no=80,missing=79,gain=0.177782446,cover=39
- 79:leaf=-0.000464924291,cover=0
- 80:leaf=-0.00729996664,cover=0
- 40:[Pol<114.966316] yes=81,no=82,missing=81,gain=0.0636412352,cover=16
- 81:leaf=0.00596585963,cover=0
- 82:leaf=-0.00022846894,cover=0
- 20:[Curv5<-0.0860676765] yes=41,no=42,missing=41,gain=0.317809582,cover=17
- 41:[Ecc<3.41847086] yes=83,no=84,missing=83,gain=0.0798365995,cover=4
- 83:leaf=0.00605560979,cover=0
- 84:leaf=-0.00548244547,cover=0
- 42:[PialCurv5<-0.0529128574] yes=85,no=86,missing=85,gain=0.0463069677,cover=13
- 85:leaf=-0.0173928495,cover=0
- 86:leaf=-0.00660275389,cover=0
- 10:[Curv5<0.00546095846] yes=21,no=22,missing=21,gain=1.0797354,cover=1377
- 21:[LGI5<2.56078315] yes=43,no=44,missing=44,gain=0.511437893,cover=140
- 43:[PialCurv5<0.0044251224] yes=87,no=88,missing=87,gain=0.409829617,cover=93
- 87:leaf=0.00102341676,cover=0
- 88:leaf=0.00796072185,cover=0
- 44:[Ecc<2.3695333] yes=89,no=90,missing=89,gain=0.555771351,cover=47
- 89:leaf=0.0175971743,cover=0
- 90:leaf=0.00585668487,cover=0
- 22:[PialCurv5<0.0128733069] yes=45,no=46,missing=46,gain=0.877396882,cover=1237
- 45:[Pol<155.012512] yes=91,no=92,missing=91,gain=0.807015657,cover=126
- 91:leaf=-0.00500882557,cover=0
- 92:leaf=0.0044946447,cover=0
- 46:[Ecc<39.5502243] yes=93,no=94,missing=93,gain=0.894233942,cover=1111
- 93:leaf=0.00193405058,cover=0
- 94:leaf=-0.00321535952,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=6,gain=1.17879963,cover=1209753
- 5:[Ecc<8.29616165] yes=11,no=12,missing=11,gain=1.95738292,cover=2776
- 11:[Pol<161.595886] yes=23,no=24,missing=24,gain=1.29906774,cover=1725
- 23:[Curv5<-0.350989401] yes=47,no=48,missing=47,gain=1.00608277,cover=1665
- 47:[LGI5<2.39356947] yes=95,no=96,missing=96,gain=1.16609001,cover=618
- 95:leaf=0.00397712365,cover=0
- 96:leaf=-0.00263855932,cover=0
- 48:[PialArea5<1.28208315] yes=97,no=98,missing=97,gain=1.03410828,cover=1047
- 97:leaf=0.00132471567,cover=0
- 98:leaf=-0.00330607523,cover=0
- 24:[Curv5<-0.287682682] yes=49,no=50,missing=50,gain=1.7411108,cover=60
- 49:[PialArea5<0.984361112] yes=99,no=100,missing=99,gain=0.218977153,cover=51
- 99:leaf=-0.00673877029,cover=0
- 100:leaf=0.00436869543,cover=0
- 50:leaf=0.0262988806,cover=0
- 12:[Pol<108.715256] yes=25,no=26,missing=25,gain=1.25751781,cover=1051
- 25:[Pol<13.2006302] yes=51,no=52,missing=52,gain=1.47488511,cover=800
- 51:[LGI5<2.45281005] yes=101,no=102,missing=101,gain=0.697002649,cover=331
- 101:leaf=0.00879797526,cover=0
- 102:leaf=-0.00467538601,cover=0
- 52:[LGI5<3.45167398] yes=103,no=104,missing=103,gain=1.01208377,cover=469
- 103:leaf=0.00100692094,cover=0
- 104:leaf=-0.00567020616,cover=0
- 26:[Pol<166.64444] yes=53,no=54,missing=53,gain=1.35736752,cover=251
- 53:[LGI5<2.86927843] yes=105,no=106,missing=106,gain=0.672442436,cover=149
- 105:leaf=-0.00518204225,cover=0
- 106:leaf=-0.0120141422,cover=0
- 54:[LGI5<2.90190363] yes=107,no=108,missing=107,gain=0.718528807,cover=102
- 107:leaf=0.00721027423,cover=0
- 108:leaf=-0.00334000285,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=14,gain=1.1157949,cover=1206977
- 13:[Pol<162.313202] yes=27,no=28,missing=28,gain=1.0777396,cover=1201463
- 27:[Ecc<6.70300007] yes=55,no=56,missing=55,gain=3.06970501,cover=998574
- 55:[Pol<87.3220139] yes=109,no=110,missing=109,gain=2.75049376,cover=539106
- 109:leaf=2.96594844e-05,cover=0
- 110:leaf=-0.000226311153,cover=0
- 56:[Pol<59.5955544] yes=111,no=112,missing=111,gain=4.67126894,cover=459468
- 111:leaf=1.51992745e-05,cover=0
- 112:leaf=0.000345129025,cover=0
- 28:[LGI5<2.44006681] yes=57,no=58,missing=58,gain=6.84588385,cover=202889
- 57:[PialCurv5<-0.109546423] yes=113,no=114,missing=113,gain=11.1028633,cover=29406
- 113:leaf=-0.000377999677,cover=0
- 114:leaf=0.00156586803,cover=0
- 58:[Curv5<0.00546095846] yes=115,no=116,missing=116,gain=2.89282298,cover=173483
- 115:leaf=-0.000190402483,cover=0
- 116:leaf=-0.00347004714,cover=0
- 14:[Pol<26.4235344] yes=29,no=30,missing=30,gain=3.58870792,cover=5514
- 29:[Ecc<21.0377083] yes=59,no=60,missing=59,gain=0.935579777,cover=1344
- 59:[PialCurv5<-0.0632625744] yes=117,no=118,missing=117,gain=0.585386276,cover=374
- 117:leaf=-0.00408040732,cover=0
- 118:leaf=0.00496688578,cover=0
- 60:[Sulc0<-0.552155435] yes=119,no=120,missing=119,gain=1.52016246,cover=970
- 119:leaf=0.00140886649,cover=0
- 120:leaf=-0.00255312654,cover=0
- 30:[Ecc<21.3640327] yes=61,no=62,missing=62,gain=2.28748178,cover=4170
- 61:[Sulc0<-0.0401471928] yes=121,no=122,missing=122,gain=0.886374235,cover=2288
- 121:leaf=0.000225011303,cover=0
- 122:leaf=0.006062211,cover=0
- 62:[MidArea5<0.969680429] yes=123,no=124,missing=123,gain=2.26160049,cover=1882
- 123:leaf=0.00344901695,cover=0
- 124:leaf=-0.00153709413,cover=0
-booster[801]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=2,gain=0.306648284,cover=5124388
- 1:[Curv5<-0.194365487] yes=3,no=4,missing=3,gain=0.327426255,cover=5024305
- 3:[PialCurv5<-0.0982506946] yes=7,no=8,missing=7,gain=10.0194788,cover=1075957
- 7:[Sulc0<-0.145219594] yes=15,no=16,missing=16,gain=1.75688767,cover=987413
- 15:[LGI5<3.64692807] yes=31,no=32,missing=31,gain=2.29982209,cover=959567
- 31:[Curv5<-0.2435821] yes=63,no=64,missing=63,gain=1.16048419,cover=937098
- 63:leaf=3.32287345e-05,cover=0
- 64:leaf=-7.80780611e-05,cover=0
- 32:[Pol<161.595886] yes=65,no=66,missing=66,gain=1.31472015,cover=22469
- 65:leaf=0.000818600529,cover=0
- 66:leaf=4.5446377e-05,cover=0
- 16:[Pol<124.172195] yes=33,no=34,missing=33,gain=2.57122326,cover=27846
- 33:[Ecc<26.874506] yes=67,no=68,missing=67,gain=2.09200692,cover=9362
- 67:leaf=-0.000260730216,cover=0
- 68:leaf=0.00133196998,cover=0
- 34:[Pol<173.32489] yes=69,no=70,missing=69,gain=2.48859501,cover=18484
- 69:leaf=-0.000897279766,cover=0
- 70:leaf=0.00163200428,cover=0
- 8:[Curv5<-0.287682682] yes=17,no=18,missing=17,gain=4.63431168,cover=88544
- 17:[MidArea5<0.664561689] yes=35,no=36,missing=36,gain=2.02713895,cover=3996
- 35:[Pol<19.2006226] yes=71,no=72,missing=71,gain=1.15517068,cover=2074
- 71:leaf=0.00340500358,cover=0
- 72:leaf=-0.000450111693,cover=0
- 36:[PialCurv5<-0.0819871053] yes=73,no=74,missing=74,gain=0.967752457,cover=1922
- 73:leaf=-0.00130724395,cover=0
- 74:leaf=-0.00356952148,cover=0
- 18:[Sulc0<0.193122864] yes=37,no=38,missing=38,gain=4.30048561,cover=84548
- 37:[Pol<15.1533136] yes=75,no=76,missing=75,gain=4.46890831,cover=83156
- 75:leaf=-0.000305873895,cover=0
- 76:leaf=0.000796561246,cover=0
- 38:[LGI5<2.91278505] yes=77,no=78,missing=78,gain=3.34450364,cover=1392
- 77:leaf=0.00326995039,cover=0
- 78:leaf=-0.00325152255,cover=0
- 4:[PialCurv5<-0.130080611] yes=9,no=10,missing=9,gain=14.3056097,cover=3948348
- 9:[PialArea5<0.824056447] yes=19,no=20,missing=20,gain=4.75181675,cover=39742
- 19:[Ecc<0.943656743] yes=39,no=40,missing=39,gain=4.23576784,cover=14967
- 39:[Area5<0.433531314] yes=79,no=80,missing=79,gain=3.58319616,cover=1141
- 79:leaf=-0.00280041574,cover=0
- 80:leaf=0.00447314139,cover=0
- 40:[LGI5<2.75211287] yes=81,no=82,missing=81,gain=3.79603124,cover=13826
- 81:leaf=-0.000692042813,cover=0
- 82:leaf=0.000996104209,cover=0
- 20:[Area5<0.839165807] yes=41,no=42,missing=41,gain=3.15090179,cover=24775
- 41:[Area5<0.621834755] yes=83,no=84,missing=83,gain=4.31547546,cover=23343
- 83:leaf=0.000502871524,cover=0
- 84:leaf=0.00196355837,cover=0
- 42:[Curv5<-0.0413376503] yes=85,no=86,missing=86,gain=2.69229102,cover=1432
- 85:leaf=-0.000763319666,cover=0
- 86:leaf=-0.0318498053,cover=0
- 10:[Sulc0<-0.895242691] yes=21,no=22,missing=21,gain=2.45398307,cover=3908606
- 21:[LGI5<2.6558373] yes=43,no=44,missing=44,gain=4.20066214,cover=91028
- 43:[Pol<128.334747] yes=87,no=88,missing=87,gain=4.39540911,cover=74307
- 87:leaf=-0.000130454311,cover=0
- 88:leaf=-0.000920177088,cover=0
- 44:[PialArea5<0.788206637] yes=89,no=90,missing=89,gain=2.02616572,cover=16721
- 89:leaf=0.00326051377,cover=0
- 90:leaf=0.000333973818,cover=0
- 22:[PialCurv5<-0.118254207] yes=45,no=46,missing=45,gain=2.37672615,cover=3817578
- 45:[Curv5<-0.175970852] yes=91,no=92,missing=91,gain=8.10684395,cover=55399
- 91:leaf=-0.000279845961,cover=0
- 92:leaf=0.000930060458,cover=0
- 46:[Curv5<-0.0922861248] yes=93,no=94,missing=93,gain=1.96194696,cover=3762179
- 93:leaf=-7.86185847e-05,cover=0
- 94:leaf=4.38585585e-06,cover=0
- 2:[Area5<0.619086087] yes=5,no=6,missing=5,gain=1.73625433,cover=100083
- 5:[Pol<121.397697] yes=11,no=12,missing=11,gain=1.73513961,cover=800
- 11:[Curv5<-0.134546712] yes=23,no=24,missing=23,gain=1.39761996,cover=483
- 23:[Pol<35.2629585] yes=47,no=48,missing=48,gain=1.2067275,cover=467
- 47:[Ecc<3.29132295] yes=95,no=96,missing=96,gain=0.712971091,cover=324
- 95:leaf=0.00195349636,cover=0
- 96:leaf=0.00796498265,cover=0
- 48:[PialCurv5<-0.131946102] yes=97,no=98,missing=98,gain=0.824141979,cover=143
- 97:leaf=0.00103679299,cover=0
- 98:leaf=0.0105071021,cover=0
- 24:[Ecc<0.669936359] yes=49,no=50,missing=49,gain=0.595658779,cover=16
- 49:[PialCurv5<-0.0974217355] yes=99,no=100,missing=99,gain=0.112373538,cover=5
- 99:leaf=-0.0040947157,cover=0
- 100:leaf=0.00900925975,cover=0
- 50:[Sulc0<-1.15707839] yes=101,no=102,missing=101,gain=0.0450350046,cover=11
- 101:leaf=-0.00258683576,cover=0
- 102:leaf=-0.0168964304,cover=0
- 12:[Area5<0.586059749] yes=25,no=26,missing=25,gain=1.38963628,cover=317
- 25:[Curv5<-0.20189926] yes=51,no=52,missing=51,gain=0.816557467,cover=98
- 51:[Ecc<7.69572639] yes=103,no=104,missing=103,gain=0.415694833,cover=44
- 103:leaf=0.0111380713,cover=0
- 104:leaf=-0.00355372624,cover=0
- 52:[Pol<154.27803] yes=105,no=106,missing=105,gain=0.142021194,cover=54
- 105:leaf=-0.00196562824,cover=0
- 106:leaf=0.00310012768,cover=0
- 26:[Ecc<1.26157856] yes=53,no=54,missing=53,gain=0.436066985,cover=219
- 53:[Sulc0<-1.19305253] yes=107,no=108,missing=108,gain=0.142029956,cover=12
- 107:leaf=-0.00432509184,cover=0
- 108:leaf=0.00855887961,cover=0
- 54:[PialCurv5<-0.119850777] yes=109,no=110,missing=109,gain=0.280442595,cover=207
- 109:leaf=0.000168303159,cover=0
- 110:leaf=-0.0042181788,cover=0
- 6:[LGI5<2.16230083] yes=13,no=14,missing=14,gain=1.69881606,cover=99283
- 13:[Ecc<0.836319208] yes=27,no=28,missing=27,gain=1.65656185,cover=408
- 27:[Sulc0<-1.15707839] yes=55,no=56,missing=55,gain=0.252416134,cover=45
- 55:[Pol<65.8802414] yes=111,no=112,missing=111,gain=0.252951145,cover=39
- 111:leaf=0.0155301681,cover=0
- 112:leaf=0.00428210944,cover=0
- 56:[Ecc<0.45941934] yes=113,no=114,missing=113,gain=0.00258120056,cover=6
- 113:leaf=-5.36024563e-05,cover=0
- 114:leaf=0.00263782754,cover=0
- 28:[PialArea5<1.57955706] yes=57,no=58,missing=57,gain=0.996155798,cover=363
- 57:[Ecc<3.8768425] yes=115,no=116,missing=115,gain=0.860218167,cover=251
- 115:leaf=0.00508482801,cover=0
- 116:leaf=-0.00319502992,cover=0
- 58:[Area5<0.788037419] yes=117,no=118,missing=117,gain=0.56227994,cover=112
- 117:leaf=0.000589572068,cover=0
- 118:leaf=-0.00703171035,cover=0
- 14:[PialCurv5<-0.108766198] yes=29,no=30,missing=29,gain=1.4878968,cover=98875
- 29:[Sulc0<-0.751221538] yes=59,no=60,missing=59,gain=2.23397517,cover=43176
- 59:[Pol<17.1471634] yes=119,no=120,missing=119,gain=2.72000623,cover=28928
- 119:leaf=-0.000618328922,cover=0
- 120:leaf=0.000420126336,cover=0
- 60:[Ecc<21.0377083] yes=121,no=122,missing=121,gain=2.43349528,cover=14248
- 121:leaf=-0.000916038582,cover=0
- 122:leaf=0.0011159596,cover=0
- 30:[Sulc0<-0.849334478] yes=61,no=62,missing=62,gain=2.48368263,cover=55699
- 61:[Ecc<7.7481575] yes=123,no=124,missing=123,gain=3.77776837,cover=13199
- 123:leaf=-0.000681039004,cover=0
- 124:leaf=0.00195387262,cover=0
- 62:[Curv5<-0.185332045] yes=125,no=126,missing=125,gain=2.82423377,cover=42500
- 125:leaf=0.00168910564,cover=0
- 126:leaf=0.000281449844,cover=0
-booster[802]:
-0:[PialArea5<1.02076101] yes=1,no=2,missing=2,gain=0.295626223,cover=5124388
- 1:[Pol<31.3444195] yes=3,no=4,missing=3,gain=1.17283165,cover=4195145
- 3:[Area5<0.631603718] yes=7,no=8,missing=7,gain=4.89206553,cover=373814
- 7:[PialCurv5<-0.0472753309] yes=15,no=16,missing=15,gain=5.77433348,cover=145082
- 15:[Ecc<14.9070177] yes=31,no=32,missing=31,gain=5.54673386,cover=133679
- 31:[Sulc0<-0.738139331] yes=63,no=64,missing=64,gain=5.36198378,cover=85676
- 63:leaf=-8.39793065e-05,cover=0
- 64:leaf=0.000766703684,cover=0
- 32:[LGI5<3.35709596] yes=65,no=66,missing=65,gain=4.03600311,cover=48003
- 65:leaf=-0.000725251797,cover=0
- 66:leaf=0.000393528782,cover=0
- 16:[LGI5<3.09872246] yes=33,no=34,missing=33,gain=3.71857214,cover=11403
- 33:[Sulc0<0.235979095] yes=67,no=68,missing=68,gain=4.91087437,cover=7476
- 67:leaf=-0.000851517369,cover=0
- 68:leaf=0.0053338916,cover=0
- 34:[MidArea5<0.780140936] yes=69,no=70,missing=69,gain=2.92699337,cover=3927
- 69:leaf=-0.00263885874,cover=0
- 70:leaf=0.00877935719,cover=0
- 8:[Ecc<4.27275372] yes=17,no=18,missing=17,gain=7.15848827,cover=228732
- 17:[Ecc<2.19188094] yes=35,no=36,missing=36,gain=10.6893435,cover=30100
- 35:[Sulc0<-0.516633809] yes=71,no=72,missing=71,gain=6.20333385,cover=18170
- 71:leaf=0.000766463112,cover=0
- 72:leaf=-0.0012721658,cover=0
- 36:[LGI5<2.27925944] yes=73,no=74,missing=73,gain=9.46966362,cover=11930
- 73:leaf=0.00959080923,cover=0
- 74:leaf=0.00183900353,cover=0
- 18:[Curv5<-0.207981065] yes=37,no=38,missing=37,gain=4.62047386,cover=198632
- 37:[Ecc<19.4699688] yes=75,no=76,missing=75,gain=10.4355764,cover=51579
- 75:leaf=-0.00080621423,cover=0
- 76:leaf=0.000692648522,cover=0
- 38:[LGI5<2.71502113] yes=77,no=78,missing=77,gain=7.0397954,cover=147053
- 77:leaf=0.0014257353,cover=0
- 78:leaf=0.000154471985,cover=0
- 4:[PialCurv5<-0.019163372] yes=9,no=10,missing=9,gain=1.8331033,cover=3821331
- 9:[Area5<0.624364853] yes=19,no=20,missing=19,gain=6.47541761,cover=1518754
- 19:[Curv5<-0.112134233] yes=39,no=40,missing=39,gain=10.4824305,cover=775098
- 39:[Ecc<14.694541] yes=79,no=80,missing=79,gain=6.56834221,cover=648198
- 79:leaf=-9.79253673e-05,cover=0
- 80:leaf=0.00037758227,cover=0
- 40:[Pol<55.3432045] yes=81,no=82,missing=82,gain=8.69878864,cover=126900
- 81:leaf=-0.000810862461,cover=0
- 82:leaf=0.000594965648,cover=0
- 20:[Ecc<4.00532722] yes=41,no=42,missing=41,gain=10.6507845,cover=743656
- 41:[Ecc<2.02168798] yes=83,no=84,missing=83,gain=14.449091,cover=138611
- 83:leaf=-9.12930846e-05,cover=0
- 84:leaf=-0.00111652783,cover=0
- 42:[Pol<98.4687576] yes=85,no=86,missing=85,gain=13.286561,cover=605045
- 85:leaf=0.000284405513,cover=0
- 86:leaf=-0.000225689961,cover=0
- 10:[Curv5<-0.0922861248] yes=21,no=22,missing=21,gain=15.9215317,cover=2302577
- 21:[Area5<0.582201123] yes=43,no=44,missing=43,gain=13.9779224,cover=28045
- 43:[Ecc<15.5679035] yes=87,no=88,missing=87,gain=7.83862877,cover=8675
- 87:leaf=-0.00112038234,cover=0
- 88:leaf=0.00300104334,cover=0
- 44:[PialArea5<0.686586082] yes=89,no=90,missing=89,gain=7.05079079,cover=19370
- 89:leaf=5.49880206e-05,cover=0
- 90:leaf=0.00242664176,cover=0
- 22:[Ecc<45.751255] yes=45,no=46,missing=45,gain=3.97532058,cover=2274532
- 45:[Sulc0<-0.395407349] yes=91,no=92,missing=91,gain=1.9488163,cover=2233597
- 91:leaf=-0.000193175554,cover=0
- 92:leaf=1.93683336e-05,cover=0
- 46:[Pol<76.1517639] yes=93,no=94,missing=93,gain=3.32791877,cover=40935
- 93:leaf=-0.000948201516,cover=0
- 94:leaf=-4.63927463e-05,cover=0
- 2:[PialCurv5<-0.00372259994] yes=5,no=6,missing=5,gain=2.0225594,cover=929243
- 5:[Curv5<-0.0156469513] yes=11,no=12,missing=12,gain=6.27103758,cover=898812
- 11:[Pol<39.9674568] yes=23,no=24,missing=23,gain=2.03214836,cover=895821
- 23:[PialCurv5<-0.0410871245] yes=47,no=48,missing=48,gain=2.28390265,cover=361160
- 47:[Curv5<-0.066452302] yes=95,no=96,missing=96,gain=4.24436903,cover=347082
- 95:leaf=-5.2928699e-05,cover=0
- 96:leaf=0.00165558257,cover=0
- 48:[LGI5<2.64191389] yes=97,no=98,missing=97,gain=6.53977203,cover=14078
- 97:leaf=-0.00296110543,cover=0
- 98:leaf=-0.000174367771,cover=0
- 24:[Pol<164.532394] yes=49,no=50,missing=49,gain=2.12495327,cover=534661
- 49:[Ecc<16.2597466] yes=99,no=100,missing=99,gain=4.17879868,cover=397058
- 99:leaf=9.9800287e-05,cover=0
- 100:leaf=0.000655752374,cover=0
- 50:[Ecc<6.92728615] yes=101,no=102,missing=101,gain=5.17640829,cover=137603
- 101:leaf=0.000350867544,cover=0
- 102:leaf=-0.000296298735,cover=0
- 12:[Area5<0.683950484] yes=25,no=26,missing=26,gain=4.4741888,cover=2991
- 25:[Pol<160.153915] yes=51,no=52,missing=51,gain=3.54966617,cover=144
- 51:[Pol<152.827332] yes=103,no=104,missing=103,gain=1.34798193,cover=113
- 103:leaf=-0.00804275554,cover=0
- 104:leaf=-0.0239286348,cover=0
- 52:[Ecc<3.73767829] yes=105,no=106,missing=105,gain=2.04588223,cover=31
- 105:leaf=0.0248677786,cover=0
- 106:leaf=-0.00119085913,cover=0
- 26:[Ecc<16.2597466] yes=53,no=54,missing=54,gain=3.22917557,cover=2847
- 53:[Pol<44.6807365] yes=107,no=108,missing=107,gain=5.48958921,cover=1805
- 107:leaf=-0.00340169924,cover=0
- 108:leaf=0.00303484267,cover=0
- 54:[LGI5<3.1967752] yes=109,no=110,missing=109,gain=2.52745247,cover=1042
- 109:leaf=0.00784133095,cover=0
- 110:leaf=0.00285396981,cover=0
- 6:[Area5<0.688713074] yes=13,no=14,missing=13,gain=14.9749699,cover=30431
- 13:[Ecc<2.91795349] yes=27,no=28,missing=28,gain=4.2061348,cover=2280
- 27:[Sulc0<-0.528458416] yes=55,no=56,missing=55,gain=3.87363076,cover=873
- 55:[Pol<78.2110443] yes=111,no=112,missing=112,gain=3.13820338,cover=495
- 111:leaf=-0.00804421119,cover=0
- 112:leaf=-4.90056082e-05,cover=0
- 56:[LGI5<2.54917789] yes=113,no=114,missing=113,gain=2.89870024,cover=378
- 113:leaf=0.00460397871,cover=0
- 114:leaf=-0.00587927876,cover=0
- 28:[Sulc0<-0.292069882] yes=57,no=58,missing=58,gain=2.08712959,cover=1407
- 57:[Ecc<8.06448936] yes=115,no=116,missing=115,gain=1.49108982,cover=949
- 115:leaf=-0.00536593515,cover=0
- 116:leaf=0.000613462413,cover=0
- 58:[Pol<61.2046547] yes=117,no=118,missing=117,gain=1.98547459,cover=458
- 117:leaf=-0.0020973552,cover=0
- 118:leaf=-0.0103723845,cover=0
- 14:[Pol<98.4687576] yes=29,no=30,missing=30,gain=3.22982621,cover=28151
- 29:[Ecc<8.41855335] yes=59,no=60,missing=59,gain=3.51727343,cover=17727
- 59:[LGI5<2.63290954] yes=119,no=120,missing=119,gain=5.73571682,cover=9576
- 119:leaf=0.000196324938,cover=0
- 120:leaf=0.00286207488,cover=0
- 60:[LGI5<3.29043651] yes=121,no=122,missing=121,gain=3.63770866,cover=8151
- 121:leaf=-0.00118820881,cover=0
- 122:leaf=0.00102530711,cover=0
- 30:[LGI5<3.38720298] yes=61,no=62,missing=61,gain=3.93498635,cover=10424
- 61:[Sulc0<-0.413983464] yes=123,no=124,missing=123,gain=2.31581688,cover=9409
- 123:leaf=-0.00272578746,cover=0
- 124:leaf=-0.000703826605,cover=0
- 62:[Ecc<7.34691238] yes=125,no=126,missing=125,gain=8.94950294,cover=1015
- 125:leaf=0.0492690168,cover=0
- 126:leaf=0.00172869896,cover=0
-booster[803]:
-0:[Curv5<-0.198884338] yes=1,no=2,missing=2,gain=0.31903863,cover=5124388
- 1:[PialCurv5<-0.105644517] yes=3,no=4,missing=3,gain=9.09406948,cover=1049342
- 3:[Sulc0<-0.145219594] yes=7,no=8,missing=7,gain=1.71605492,cover=921098
- 7:[Ecc<18.8860435] yes=15,no=16,missing=15,gain=1.69879425,cover=897367
- 15:[MidArea5<0.753228784] yes=31,no=32,missing=31,gain=1.86386752,cover=728036
- 31:[Pol<11.2407846] yes=63,no=64,missing=64,gain=4.31891584,cover=330302
- 63:leaf=0.000801435788,cover=0
- 64:leaf=-7.29583508e-06,cover=0
- 32:[Pol<151.353775] yes=65,no=66,missing=65,gain=4.74050999,cover=397734
- 65:leaf=-3.12529555e-05,cover=0
- 66:leaf=-0.000442085526,cover=0
- 16:[Pol<176.117172] yes=33,no=34,missing=33,gain=3.20000839,cover=169331
- 33:[Pol<9.44515038] yes=67,no=68,missing=67,gain=4.52396679,cover=148055
- 67:leaf=-0.00028947086,cover=0
- 68:leaf=0.000360042177,cover=0
- 34:[Sulc0<-0.563680887] yes=69,no=70,missing=69,gain=3.00245428,cover=21276
- 69:leaf=-0.000109018023,cover=0
- 70:leaf=-0.00148471491,cover=0
- 8:[PialArea5<0.906120181] yes=17,no=18,missing=17,gain=3.08171988,cover=23731
- 17:[Pol<43.7633247] yes=35,no=36,missing=36,gain=3.15399885,cover=16867
- 35:[Pol<14.1659222] yes=71,no=72,missing=72,gain=3.63396811,cover=1257
- 71:leaf=-0.000243867311,cover=0
- 72:leaf=0.0051361518,cover=0
- 36:[LGI5<3.84897733] yes=73,no=74,missing=73,gain=2.02535963,cover=15610
- 73:leaf=-0.000188796897,cover=0
- 74:leaf=-0.00381532172,cover=0
- 18:[LGI5<3.25380015] yes=37,no=38,missing=38,gain=1.86386156,cover=6864
- 37:[Ecc<32.6813126] yes=75,no=76,missing=75,gain=1.84828174,cover=4190
- 75:leaf=-0.0017293971,cover=0
- 76:leaf=0.000370511494,cover=0
- 38:[Ecc<10.147254] yes=77,no=78,missing=77,gain=1.306252,cover=2674
- 77:leaf=-0.0137587981,cover=0
- 78:leaf=-0.00226599048,cover=0
- 4:[MidArea5<0.7689417] yes=9,no=10,missing=9,gain=6.42896843,cover=128244
- 9:[LGI5<2.33061647] yes=19,no=20,missing=19,gain=3.52898693,cover=62812
- 19:[PialArea5<0.836640656] yes=39,no=40,missing=39,gain=2.41273379,cover=9625
- 39:[Sulc0<-0.59790951] yes=79,no=80,missing=79,gain=2.35430622,cover=5207
- 79:leaf=0.00237092492,cover=0
- 80:leaf=6.04803863e-05,cover=0
- 40:[Ecc<7.29654455] yes=81,no=82,missing=81,gain=1.43350136,cover=4418
- 81:leaf=0.000192589723,cover=0
- 82:leaf=-0.00707117049,cover=0
- 20:[Pol<170.749283] yes=41,no=42,missing=42,gain=2.46944284,cover=53187
- 41:[PialCurv5<-0.0715543851] yes=83,no=84,missing=84,gain=2.9807303,cover=49850
- 83:leaf=-0.000343960099,cover=0
- 84:leaf=0.000780086615,cover=0
- 42:[Sulc0<-0.202991232] yes=85,no=86,missing=86,gain=4.09768724,cover=3337
- 85:leaf=0.000750445528,cover=0
- 86:leaf=0.00782631058,cover=0
- 10:[Sulc0<-0.661663771] yes=21,no=22,missing=22,gain=8.29392242,cover=65432
- 21:[LGI5<2.49262404] yes=43,no=44,missing=43,gain=2.12152433,cover=37013
- 43:[Pol<23.2745647] yes=87,no=88,missing=88,gain=7.12924194,cover=16935
- 87:leaf=-0.00113129523,cover=0
- 88:leaf=0.00126422651,cover=0
- 44:[Pol<62.0115929] yes=89,no=90,missing=89,gain=6.63727856,cover=20078
- 89:leaf=0.000684976985,cover=0
- 90:leaf=-0.00116233516,cover=0
- 22:[PialCurv5<-0.0209923834] yes=45,no=46,missing=45,gain=4.79308701,cover=28419
- 45:[Ecc<3.67199802] yes=91,no=92,missing=92,gain=3.67786598,cover=28247
- 91:leaf=-0.000348412752,cover=0
- 92:leaf=0.0016391743,cover=0
- 46:[LGI5<2.59361267] yes=93,no=94,missing=93,gain=1.79736567,cover=172
- 93:leaf=0.0073251999,cover=0
- 94:leaf=-0.00869088061,cover=0
- 2:[PialCurv5<-0.132898524] yes=5,no=6,missing=6,gain=13.6199722,cover=4075046
- 5:[PialCurv5<-0.181738108] yes=11,no=12,missing=11,gain=4.16839123,cover=39755
- 11:[Area5<0.713311911] yes=23,no=24,missing=24,gain=1.25580859,cover=1287
- 23:[PialArea5<0.821553528] yes=47,no=48,missing=47,gain=1.33689821,cover=815
- 47:[Ecc<31.520586] yes=95,no=96,missing=95,gain=1.29666138,cover=524
- 95:leaf=-0.00318601984,cover=0
- 96:leaf=0.00404177187,cover=0
- 48:[Pol<51.9018669] yes=97,no=98,missing=97,gain=1.78717923,cover=291
- 97:leaf=-0.00284746243,cover=0
- 98:leaf=0.0051532099,cover=0
- 24:[PialArea5<0.651661396] yes=49,no=50,missing=50,gain=1.41994548,cover=472
- 49:[Area5<0.767325044] yes=99,no=100,missing=99,gain=1.18381715,cover=38
- 99:leaf=-0.000552598736,cover=0
- 100:leaf=0.0183022991,cover=0
- 50:[Ecc<33.2971039] yes=101,no=102,missing=102,gain=0.652115345,cover=434
- 101:leaf=-0.00395730371,cover=0
- 102:leaf=-0.00960899796,cover=0
- 12:[Area5<0.603367925] yes=25,no=26,missing=26,gain=3.32286835,cover=38468
- 25:[Ecc<21.7409172] yes=51,no=52,missing=51,gain=2.56019521,cover=14281
- 51:[Ecc<9.75650311] yes=103,no=104,missing=104,gain=2.54552031,cover=13535
- 103:leaf=0.000352529023,cover=0
- 104:leaf=0.00281955604,cover=0
- 52:[Ecc<27.7987404] yes=105,no=106,missing=105,gain=0.800591826,cover=746
- 105:leaf=-0.00487090275,cover=0
- 106:leaf=-0.00133757223,cover=0
- 26:[MidArea5<0.930261374] yes=53,no=54,missing=53,gain=3.08626938,cover=24187
- 53:[PialArea5<0.821553528] yes=107,no=108,missing=107,gain=4.11258125,cover=17024
- 107:leaf=0.000525734969,cover=0
- 108:leaf=0.00223251409,cover=0
- 54:[Sulc0<-0.557882011] yes=109,no=110,missing=109,gain=1.78690338,cover=7163
- 109:leaf=0.000837934611,cover=0
- 110:leaf=-0.00132085127,cover=0
- 6:[Sulc0<-1.12931466] yes=13,no=14,missing=13,gain=2.28506231,cover=4035291
- 13:[LGI5<2.56078315] yes=27,no=28,missing=27,gain=4.0418992,cover=9641
- 27:[MidArea5<1.21578133] yes=55,no=56,missing=55,gain=1.7961359,cover=7233
- 55:[MidArea5<1.12090862] yes=111,no=112,missing=112,gain=1.42686081,cover=6824
- 111:leaf=-0.00136361644,cover=0
- 112:leaf=-0.00413150107,cover=0
- 56:[Area5<0.805150867] yes=113,no=114,missing=114,gain=2.11279893,cover=409
- 113:leaf=-0.00179417792,cover=0
- 114:leaf=0.00537846424,cover=0
- 28:[Curv5<-0.161761403] yes=57,no=58,missing=58,gain=1.47350979,cover=2408
- 57:[LGI5<2.58938479] yes=115,no=116,missing=115,gain=0.965614498,cover=1908
- 115:leaf=0.00397600699,cover=0
- 116:leaf=6.63987521e-06,cover=0
- 58:[Area5<0.639429986] yes=117,no=118,missing=118,gain=2.88860083,cover=500
- 117:leaf=-0.00507123349,cover=0
- 118:leaf=0.00509792706,cover=0
- 14:[PialCurv5<-0.127408311] yes=29,no=30,missing=29,gain=1.30502367,cover=4025650
- 29:[Curv5<-0.172863677] yes=59,no=60,missing=59,gain=1.79444933,cover=24184
- 59:[Sulc0<0.29007864] yes=119,no=120,missing=120,gain=0.97340554,cover=16640
- 119:leaf=4.90119746e-05,cover=0
- 120:leaf=0.0108206514,cover=0
- 60:[PialArea5<0.744910836] yes=121,no=122,missing=121,gain=2.00827813,cover=7544
- 121:leaf=-0.000579260581,cover=0
- 122:leaf=0.00141559856,cover=0
- 30:[Curv5<-0.0922861248] yes=61,no=62,missing=61,gain=1.59519768,cover=4001466
- 61:[PialCurv5<-0.0441194475] yes=123,no=124,missing=123,gain=30.377924,cover=1178337
- 123:leaf=-0.000144366888,cover=0
- 124:leaf=0.000743726909,cover=0
- 62:[PialCurv5<-0.062031392] yes=125,no=126,missing=125,gain=41.0504417,cover=2823129
- 125:leaf=0.00108125235,cover=0
- 126:leaf=-2.9140987e-05,cover=0
-booster[804]:
-0:[PialArea5<0.87722075] yes=1,no=2,missing=2,gain=0.317329615,cover=5124388
- 1:[MidArea5<0.790073812] yes=3,no=4,missing=3,gain=1.35805464,cover=3248527
- 3:[Area5<0.774986684] yes=7,no=8,missing=7,gain=1.31511521,cover=3119726
- 7:[PialCurv5<-0.103163145] yes=15,no=16,missing=15,gain=1.08237267,cover=2936213
- 15:[Area5<0.601796865] yes=31,no=32,missing=31,gain=4.24111462,cover=458339
- 31:[LGI5<2.38303256] yes=63,no=64,missing=64,gain=1.40482819,cover=309449
- 63:leaf=-0.000234484512,cover=0
- 64:leaf=1.42713907e-05,cover=0
- 32:[Ecc<3.10160303] yes=65,no=66,missing=65,gain=7.18576956,cover=148890
- 65:leaf=0.00127827085,cover=0
- 66:leaf=0.000158127208,cover=0
- 16:[Area5<0.536314785] yes=33,no=34,missing=33,gain=1.98491049,cover=2477874
- 33:[PialCurv5<0.00236006663] yes=67,no=68,missing=67,gain=2.92717338,cover=146807
- 67:leaf=0.000270987512,cover=0
- 68:leaf=-0.000272787554,cover=0
- 34:[Curv5<-0.0553030409] yes=69,no=70,missing=69,gain=4.72652531,cover=2331067
- 69:leaf=-0.000193131214,cover=0
- 70:leaf=-3.17207491e-06,cover=0
- 8:[Curv5<0.164550796] yes=17,no=18,missing=17,gain=2.39201546,cover=183513
- 17:[Sulc0<0.254506379] yes=35,no=36,missing=35,gain=1.99397373,cover=158956
- 35:[Pol<87.9431763] yes=71,no=72,missing=71,gain=3.40112734,cover=40955
- 71:leaf=0.00107543252,cover=0
- 72:leaf=0.000138649179,cover=0
- 36:[PialArea5<0.593058109] yes=73,no=74,missing=73,gain=4.26108551,cover=118001
- 73:leaf=0.000354315125,cover=0
- 74:leaf=-0.000252656377,cover=0
- 18:[PialArea5<0.427728564] yes=37,no=38,missing=37,gain=2.26628447,cover=24557
- 37:[Area5<0.924216449] yes=75,no=76,missing=76,gain=1.1865145,cover=13633
- 75:leaf=1.81644409e-05,cover=0
- 76:leaf=0.00283392984,cover=0
- 38:[Pol<81.5476837] yes=77,no=78,missing=77,gain=1.1509912,cover=10924
- 77:leaf=0.000249902689,cover=0
- 78:leaf=-0.00110425462,cover=0
- 4:[LGI5<2.51629615] yes=9,no=10,missing=9,gain=3.31221294,cover=128801
- 9:[LGI5<2.46595764] yes=19,no=20,missing=19,gain=2.27199554,cover=24908
- 19:[Ecc<0.295587689] yes=39,no=40,missing=40,gain=2.65186048,cover=19375
- 39:[Curv5<0.0322575867] yes=79,no=80,missing=79,gain=1.63553691,cover=209
- 79:leaf=0.00798873045,cover=0
- 80:leaf=-0.0027146365,cover=0
- 40:[Curv5<-0.179045901] yes=81,no=82,missing=81,gain=2.06002736,cover=19166
- 81:leaf=0.00304863043,cover=0
- 82:leaf=-5.62657951e-05,cover=0
- 20:[Pol<18.1680222] yes=41,no=42,missing=42,gain=2.79319978,cover=5533
- 41:[Sulc0<-0.332174033] yes=83,no=84,missing=84,gain=0.830168843,cover=147
- 83:leaf=-0.0071855709,cover=0
- 84:leaf=0.00287507661,cover=0
- 42:[Ecc<3.67199802] yes=85,no=86,missing=86,gain=1.19601011,cover=5386
- 85:leaf=0.00226184679,cover=0
- 86:leaf=0.000762122683,cover=0
- 10:[Pol<54.5053368] yes=21,no=22,missing=21,gain=2.47566772,cover=103893
- 21:[PialCurv5<-0.123133563] yes=43,no=44,missing=43,gain=3.61429071,cover=26628
- 43:[Ecc<39.5502243] yes=87,no=88,missing=87,gain=2.03018594,cover=1973
- 87:leaf=-0.00219308399,cover=0
- 88:leaf=0.00801587012,cover=0
- 44:[Area5<0.778322995] yes=89,no=90,missing=89,gain=2.26733875,cover=24655
- 89:leaf=-0.000184606644,cover=0
- 90:leaf=0.000774436921,cover=0
- 22:[Curv5<-0.160152137] yes=45,no=46,missing=46,gain=3.73286152,cover=77265
- 45:[Ecc<11.6821251] yes=91,no=92,missing=91,gain=1.69772005,cover=5955
- 91:leaf=0.00191171176,cover=0
- 92:leaf=0.00014423352,cover=0
- 46:[PialCurv5<0.0240441076] yes=93,no=94,missing=93,gain=3.70673561,cover=71310
- 93:leaf=-0.000964755949,cover=0
- 94:leaf=-0.000233030834,cover=0
- 2:[PialCurv5<-0.0779728889] yes=5,no=6,missing=6,gain=1.1527518,cover=1875861
- 5:[Curv5<-0.110226393] yes=11,no=12,missing=11,gain=28.0957413,cover=1213181
- 11:[Sulc0<-0.420901269] yes=23,no=24,missing=23,gain=5.53618097,cover=1181360
- 23:[Area5<0.589787364] yes=47,no=48,missing=47,gain=3.60090613,cover=1015336
- 47:[Curv5<-0.169727564] yes=95,no=96,missing=96,gain=5.32002878,cover=212731
- 95:leaf=7.71713894e-05,cover=0
- 96:leaf=0.000816407613,cover=0
- 48:[PialArea5<1.03340518] yes=97,no=98,missing=97,gain=5.95834541,cover=802605
- 97:leaf=-0.000229473953,cover=0
- 98:leaf=5.06853066e-05,cover=0
- 24:[Ecc<32.0879669] yes=49,no=50,missing=50,gain=6.18684769,cover=166024
- 49:[LGI5<2.77946544] yes=99,no=100,missing=100,gain=8.53755474,cover=122228
- 99:leaf=2.94979382e-05,cover=0
- 100:leaf=-0.000830722216,cover=0
- 50:[Pol<151.353775] yes=101,no=102,missing=101,gain=7.9389329,cover=43796
- 101:leaf=0.000959514466,cover=0
- 102:leaf=-0.000398853939,cover=0
- 12:[Area5<0.589787364] yes=25,no=26,missing=25,gain=8.73834229,cover=31821
- 25:[Curv5<-0.066452302] yes=51,no=52,missing=51,gain=8.41623688,cover=2261
- 51:[PialCurv5<-0.109546423] yes=103,no=104,missing=104,gain=3.18773317,cover=2061
- 103:leaf=-0.00633637374,cover=0
- 104:leaf=8.32522492e-05,cover=0
- 52:[Pol<80.2322083] yes=105,no=106,missing=105,gain=2.19701672,cover=200
- 105:leaf=-0.0161242355,cover=0
- 106:leaf=-0.00554191787,cover=0
- 26:[Ecc<15.5679035] yes=53,no=54,missing=53,gain=5.58299255,cover=29560
- 53:[LGI5<2.69470191] yes=107,no=108,missing=107,gain=6.59275627,cover=24034
- 107:leaf=0.00209501712,cover=0
- 108:leaf=0.000428775238,cover=0
- 54:[Pol<160.153915] yes=109,no=110,missing=109,gain=3.53317833,cover=5526
- 109:leaf=0.00380719267,cover=0
- 110:leaf=0.000803940929,cover=0
- 6:[Curv5<-0.129194111] yes=13,no=14,missing=13,gain=15.966651,cover=662680
- 13:[Area5<0.65839982] yes=27,no=28,missing=28,gain=12.8240643,cover=111145
- 27:[PialArea5<1.06921077] yes=55,no=56,missing=55,gain=6.45237589,cover=42369
- 55:[Area5<0.554568231] yes=111,no=112,missing=112,gain=6.99755716,cover=33676
- 111:leaf=-0.00129528693,cover=0
- 112:leaf=0.000582511013,cover=0
- 56:[Ecc<1.05247808] yes=113,no=114,missing=113,gain=5.40677214,cover=8693
- 113:leaf=0.00125620968,cover=0
- 114:leaf=-0.00189482293,cover=0
- 28:[PialCurv5<-0.0656740367] yes=57,no=58,missing=58,gain=13.0229321,cover=68776
- 57:[Curv5<-0.151772231] yes=115,no=116,missing=115,gain=5.94662905,cover=39638
- 115:leaf=0.00114049006,cover=0
- 116:leaf=-9.36462893e-05,cover=0
- 58:[Sulc0<-0.563680887] yes=117,no=118,missing=118,gain=8.33888245,cover=29138
- 117:leaf=0.000644131564,cover=0
- 118:leaf=0.00243836851,cover=0
- 14:[Curv5<-0.0730527416] yes=29,no=30,missing=29,gain=4.38770628,cover=551535
- 29:[PialCurv5<-0.0280297659] yes=59,no=60,missing=60,gain=21.3882828,cover=249815
- 59:[Area5<0.644818127] yes=119,no=120,missing=120,gain=11.0820274,cover=221027
- 119:leaf=0.000523463299,cover=0
- 120:leaf=-0.00050416484,cover=0
- 60:[Area5<0.672473609] yes=121,no=122,missing=121,gain=15.1017427,cover=28788
- 121:leaf=-0.000816870306,cover=0
- 122:leaf=0.00177525228,cover=0
- 30:[PialCurv5<-0.0456207059] yes=61,no=62,missing=61,gain=22.590126,cover=301720
- 61:[Pol<157.22821] yes=123,no=124,missing=123,gain=7.89089012,cover=35798
- 123:leaf=0.0016304109,cover=0
- 124:leaf=-0.000248379452,cover=0
- 62:[Curv5<-0.0530214235] yes=125,no=126,missing=125,gain=6.07252455,cover=265922
- 125:leaf=-0.000526201678,cover=0
- 126:leaf=5.42838061e-05,cover=0
-booster[805]:
-0:[PialArea5<0.795950115] yes=1,no=2,missing=2,gain=0.305497289,cover=5124388
- 1:[Area5<0.774986684] yes=3,no=4,missing=3,gain=1.77696466,cover=2602156
- 3:[Ecc<0.406764686] yes=7,no=8,missing=8,gain=1.45806098,cover=2399342
- 7:[Area5<0.698189139] yes=15,no=16,missing=15,gain=3.04217672,cover=36625
- 15:[PialCurv5<-0.0905637741] yes=31,no=32,missing=31,gain=2.98999524,cover=32808
- 31:[Area5<0.59157455] yes=63,no=64,missing=63,gain=7.49275017,cover=5273
- 63:leaf=0.000416062918,cover=0
- 64:leaf=0.00561967259,cover=0
- 32:[LGI5<2.62853003] yes=65,no=66,missing=66,gain=2.30625916,cover=27535
- 65:leaf=5.69375288e-06,cover=0
- 66:leaf=-0.00265971734,cover=0
- 16:[LGI5<2.44639945] yes=33,no=34,missing=34,gain=3.46654797,cover=3817
- 33:[PialCurv5<-0.0656740367] yes=67,no=68,missing=68,gain=3.5187602,cover=2900
- 67:leaf=-0.00560400216,cover=0
- 68:leaf=0.0028467325,cover=0
- 34:[LGI5<2.56078315] yes=69,no=70,missing=69,gain=2.77544093,cover=917
- 69:leaf=-0.00232876185,cover=0
- 70:leaf=0.00486529339,cover=0
- 8:[LGI5<2.13090348] yes=17,no=18,missing=18,gain=1.76272416,cover=2362717
- 17:[Pol<151.353775] yes=35,no=36,missing=36,gain=3.17323542,cover=9527
- 35:[PialCurv5<0.185672894] yes=71,no=72,missing=71,gain=3.28150702,cover=7960
- 71:leaf=0.00161916169,cover=0
- 72:leaf=-0.000770659011,cover=0
- 36:[Ecc<0.889730632] yes=73,no=74,missing=74,gain=2.7514863,cover=1567
- 73:leaf=0.00162550958,cover=0
- 74:leaf=-0.00285225548,cover=0
- 18:[Sulc0<-0.413983464] yes=37,no=38,missing=37,gain=1.88856745,cover=2353190
- 37:[Pol<160.153915] yes=75,no=76,missing=75,gain=7.20804787,cover=382121
- 75:leaf=-0.00024430803,cover=0
- 76:leaf=0.000291691947,cover=0
- 38:[Pol<8.56911278] yes=77,no=78,missing=78,gain=2.03814173,cover=1971069
- 77:leaf=-0.000596674683,cover=0
- 78:leaf=-7.48762932e-06,cover=0
- 4:[Sulc0<0.74744761] yes=9,no=10,missing=10,gain=2.27349997,cover=202814
- 9:[PialArea5<0.621054947] yes=19,no=20,missing=19,gain=3.35499454,cover=140861
- 19:[LGI5<2.31192279] yes=39,no=40,missing=39,gain=7.45972395,cover=56400
- 39:[Curv5<0.0896491781] yes=79,no=80,missing=79,gain=2.95368099,cover=3027
- 79:leaf=-0.00518579362,cover=0
- 80:leaf=-0.00113744137,cover=0
- 40:[Curv5<-0.102400392] yes=81,no=82,missing=81,gain=5.76685333,cover=53373
- 81:leaf=0.00896603242,cover=0
- 82:leaf=0.00064408133,cover=0
- 20:[Curv5<0.0896491781] yes=41,no=42,missing=41,gain=4.31159496,cover=84461
- 41:[PialCurv5<0.0285326894] yes=83,no=84,missing=83,gain=3.70455503,cover=61015
- 83:leaf=-0.000464133045,cover=0
- 84:leaf=0.000471857988,cover=0
- 42:[LGI5<2.51629615] yes=85,no=86,missing=85,gain=4.0346446,cover=23446
- 85:leaf=0.000500919356,cover=0
- 86:leaf=-0.000949992915,cover=0
- 10:[Ecc<20.0856266] yes=21,no=22,missing=21,gain=3.62686872,cover=61953
- 21:[Curv5<0.0386843979] yes=43,no=44,missing=43,gain=3.23354197,cover=21007
- 43:[Pol<96.2546158] yes=87,no=88,missing=87,gain=0.805021763,cover=57
- 87:leaf=-0.014971693,cover=0
- 88:leaf=0.00117339916,cover=0
- 44:[Pol<99.0100403] yes=89,no=90,missing=89,gain=2.35190558,cover=20950
- 89:leaf=-0.00117998349,cover=0
- 90:leaf=-0.00011919489,cover=0
- 22:[Ecc<38.0136108] yes=45,no=46,missing=46,gain=2.64652872,cover=40946
- 45:[PialCurv5<0.250690639] yes=91,no=92,missing=91,gain=2.51397896,cover=21737
- 91:leaf=0.00106219377,cover=0
- 92:leaf=-1.32558735e-05,cover=0
- 46:[Pol<89.7623749] yes=93,no=94,missing=93,gain=1.80176747,cover=19209
- 93:leaf=-0.000577900151,cover=0
- 94:leaf=0.000500500377,cover=0
- 2:[MidArea5<0.586498976] yes=5,no=6,missing=5,gain=1.48220813,cover=2522232
- 5:[LGI5<2.76843596] yes=11,no=12,missing=11,gain=0.586470366,cover=742
- 11:[PialArea5<0.803608477] yes=23,no=24,missing=24,gain=0.453612685,cover=709
- 23:[MidArea5<0.578370392] yes=47,no=48,missing=47,gain=0.520441949,cover=318
- 47:[Curv5<-0.2376284] yes=95,no=96,missing=95,gain=0.348285854,cover=151
- 95:leaf=0.00161580089,cover=0
- 96:leaf=0.00678811967,cover=0
- 48:[Ecc<1.46579576] yes=97,no=98,missing=97,gain=0.29970324,cover=167
- 97:leaf=-0.00347356359,cover=0
- 98:leaf=0.000869035197,cover=0
- 24:[Curv5<-0.166574284] yes=49,no=50,missing=50,gain=0.512631893,cover=391
- 49:[MidArea5<0.56810379] yes=99,no=100,missing=99,gain=0.310310125,cover=381
- 99:leaf=0.0086748004,cover=0
- 100:leaf=0.0029758215,cover=0
- 50:[PialCurv5<-0.119850777] yes=101,no=102,missing=102,gain=0.326378524,cover=10
- 101:leaf=-0.0026749135,cover=0
- 102:leaf=0.018464122,cover=0
- 12:[Sulc0<-0.872199774] yes=25,no=26,missing=25,gain=0.0738250315,cover=33
- 25:[Ecc<2.3695333] yes=51,no=52,missing=51,gain=0.00168628385,cover=4
- 51:leaf=-1.1211634e-05,cover=0
- 52:leaf=0.00227321382,cover=0
- 26:[Pol<74.7525482] yes=53,no=54,missing=53,gain=0.0701996386,cover=29
- 53:[Sulc0<-0.439186513] yes=103,no=104,missing=103,gain=0.00851330254,cover=5
- 103:leaf=-0.000843355607,cover=0
- 104:leaf=0.00302370195,cover=0
- 54:[Curv5<-0.275784403] yes=105,no=106,missing=105,gain=0.0489666462,cover=24
- 105:leaf=-0.00393835548,cover=0
- 106:leaf=-0.00901341904,cover=0
- 6:[Area5<0.877147377] yes=13,no=14,missing=13,gain=1.23868382,cover=2521490
- 13:[Sulc0<0.795422614] yes=27,no=28,missing=27,gain=2.06694913,cover=2460411
- 27:[PialCurv5<0.104427323] yes=55,no=56,missing=55,gain=1.38280475,cover=2460140
- 55:[Ecc<44.7855835] yes=107,no=108,missing=107,gain=1.3227365,cover=2434924
- 107:leaf=8.3557843e-06,cover=0
- 108:leaf=0.000307326467,cover=0
- 56:[Ecc<4.27275372] yes=109,no=110,missing=109,gain=3.63034773,cover=25216
- 109:leaf=0.00140602177,cover=0
- 110:leaf=3.25888432e-05,cover=0
- 28:[Pol<57.8577347] yes=57,no=58,missing=57,gain=2.64203453,cover=271
- 57:[Area5<0.792350233] yes=111,no=112,missing=111,gain=2.4593029,cover=53
- 111:leaf=0.0294233765,cover=0
- 112:leaf=0.00652639149,cover=0
- 58:[LGI5<3.50441384] yes=113,no=114,missing=113,gain=1.9166882,cover=218
- 113:leaf=0.00393562857,cover=0
- 114:leaf=-0.00882882811,cover=0
- 14:[LGI5<3.09872246] yes=29,no=30,missing=29,gain=1.93815935,cover=61079
- 29:[Curv5<-0.215837389] yes=59,no=60,missing=59,gain=2.70636249,cover=42506
- 59:[LGI5<3.00232744] yes=115,no=116,missing=115,gain=3.12235308,cover=4912
- 115:leaf=0.00124113483,cover=0
- 116:leaf=-0.00226552854,cover=0
- 60:[LGI5<2.16230083] yes=117,no=118,missing=117,gain=1.87226963,cover=37594
- 117:leaf=0.00435835123,cover=0
- 118:leaf=-0.000566468399,cover=0
- 30:[LGI5<3.51961541] yes=61,no=62,missing=61,gain=2.40547657,cover=18573
- 61:[Ecc<17.2700901] yes=119,no=120,missing=120,gain=2.44787788,cover=14590
- 119:leaf=-0.000218179121,cover=0
- 120:leaf=0.00108653225,cover=0
- 62:[Ecc<18.0513744] yes=121,no=122,missing=122,gain=4.65508556,cover=3983
- 121:leaf=0.00186170568,cover=0
- 122:leaf=-0.00194114354,cover=0
-booster[806]:
-0:[Curv5<-0.198884338] yes=1,no=2,missing=1,gain=0.316888183,cover=5124388
- 1:[PialCurv5<-0.0990834236] yes=3,no=4,missing=4,gain=8.27337646,cover=1049342
- 3:[Sulc0<-0.108384088] yes=7,no=8,missing=7,gain=1.43327093,cover=968365
- 7:[Ecc<19.4699688] yes=15,no=16,missing=15,gain=1.64498162,cover=947591
- 15:[Ecc<16.5318356] yes=31,no=32,missing=31,gain=1.15801978,cover=777042
- 31:[Pol<81.5476837] yes=63,no=64,missing=63,gain=1.50851762,cover=735284
- 63:leaf=4.87288162e-05,cover=0
- 64:leaf=-9.45091815e-05,cover=0
- 32:[Pol<30.3635597] yes=65,no=66,missing=65,gain=3.9941659,cover=41758
- 65:leaf=-0.000857313105,cover=0
- 66:leaf=0.000130464658,cover=0
- 16:[Pol<176.117172] yes=33,no=34,missing=33,gain=3.0751009,cover=170549
- 33:[Pol<13.2006302] yes=67,no=68,missing=68,gain=4.47957134,cover=149369
- 67:leaf=-0.000192234467,cover=0
- 68:leaf=0.000398273813,cover=0
- 34:[Sulc0<-0.563680887] yes=69,no=70,missing=70,gain=2.18080616,cover=21180
- 69:leaf=-0.00012751382,cover=0
- 70:leaf=-0.00128047157,cover=0
- 8:[Pol<124.735107] yes=17,no=18,missing=18,gain=2.34486628,cover=20774
- 17:[LGI5<2.35684347] yes=35,no=36,missing=35,gain=1.57047725,cover=7184
- 35:[Sulc0<0.176289052] yes=71,no=72,missing=72,gain=1.05537891,cover=91
- 71:leaf=-0.00776638789,cover=0
- 72:leaf=0.011365409,cover=0
- 36:[Area5<0.433531314] yes=73,no=74,missing=73,gain=1.49496937,cover=7093
- 73:leaf=-0.00181123207,cover=0
- 74:leaf=0.000627322996,cover=0
- 18:[Area5<0.580209434] yes=37,no=38,missing=38,gain=2.89112973,cover=13590
- 37:[Ecc<40.3354568] yes=75,no=76,missing=75,gain=5.80850029,cover=3040
- 75:leaf=-0.000849906763,cover=0
- 76:leaf=0.00396702765,cover=0
- 38:[Ecc<8.29616165] yes=77,no=78,missing=78,gain=2.68966818,cover=10550
- 77:leaf=0.0052296496,cover=0
- 78:leaf=-0.00130352157,cover=0
- 4:[Curv5<-0.287682682] yes=9,no=10,missing=10,gain=4.25099468,cover=80977
- 9:[MidArea5<0.664561689] yes=19,no=20,missing=19,gain=1.75294793,cover=4171
- 19:[Pol<19.2006226] yes=39,no=40,missing=39,gain=0.98053515,cover=2128
- 39:[Ecc<6.47151232] yes=79,no=80,missing=79,gain=0.743002713,cover=219
- 79:leaf=0.00618994934,cover=0
- 80:leaf=0.000366471795,cover=0
- 40:[Area5<0.529385149] yes=81,no=82,missing=81,gain=0.895545244,cover=1909
- 81:leaf=0.000419185322,cover=0
- 82:leaf=-0.00182748248,cover=0
- 20:[Ecc<16.2597466] yes=41,no=42,missing=41,gain=1.06835175,cover=2043
- 41:[Area5<0.57817024] yes=83,no=84,missing=83,gain=1.04485953,cover=1607
- 83:leaf=-0.00319898943,cover=0
- 84:leaf=-0.000540097826,cover=0
- 42:[Ecc<18.5999508] yes=85,no=86,missing=85,gain=0.59132266,cover=436
- 85:leaf=-0.00900481269,cover=0
- 86:leaf=-0.0035511849,cover=0
- 10:[Sulc0<0.184694022] yes=21,no=22,missing=21,gain=3.81140518,cover=76806
- 21:[Pol<22.2436924] yes=43,no=44,missing=44,gain=4.13923931,cover=75490
- 43:[Ecc<2.25101852] yes=87,no=88,missing=87,gain=4.23388672,cover=13172
- 87:leaf=-0.00171610026,cover=0
- 88:leaf=0.000353425829,cover=0
- 44:[Area5<0.65839982] yes=89,no=90,missing=90,gain=5.55546951,cover=62318
- 89:leaf=0.000535074156,cover=0
- 90:leaf=0.00161843735,cover=0
- 22:[Pol<95.6227875] yes=45,no=46,missing=45,gain=3.31428051,cover=1316
- 45:[LGI5<2.90731096] yes=91,no=92,missing=91,gain=4.91616774,cover=288
- 91:leaf=0.00360817625,cover=0
- 92:leaf=-0.0108747771,cover=0
- 46:[Curv5<-0.228820562] yes=93,no=94,missing=93,gain=1.76735532,cover=1028
- 93:leaf=0.00213377899,cover=0
- 94:leaf=-0.00223330338,cover=0
- 2:[PialCurv5<-0.132898524] yes=5,no=6,missing=5,gain=12.2791643,cover=4075046
- 5:[PialCurv5<-0.181738108] yes=11,no=12,missing=12,gain=3.76685524,cover=39755
- 11:[LGI5<2.39007568] yes=23,no=24,missing=23,gain=1.2394371,cover=1287
- 23:[Area5<0.659308732] yes=47,no=48,missing=47,gain=1.59429145,cover=164
- 47:[Pol<160.869751] yes=95,no=96,missing=96,gain=0.470410287,cover=79
- 95:leaf=-0.00177126774,cover=0
- 96:leaf=0.0127811283,cover=0
- 48:[Pol<16.156723] yes=97,no=98,missing=97,gain=0.401515245,cover=85
- 97:leaf=0.0128972298,cover=0
- 98:leaf=-0.0109776584,cover=0
- 24:[MidArea5<0.84962827] yes=49,no=50,missing=49,gain=1.30992544,cover=1123
- 49:[LGI5<3.3215456] yes=99,no=100,missing=99,gain=1.01235986,cover=886
- 99:leaf=0.000531654456,cover=0
- 100:leaf=-0.00369435851,cover=0
- 50:[Sulc0<-0.782470584] yes=101,no=102,missing=101,gain=1.02981842,cover=237
- 101:leaf=0.00134983892,cover=0
- 102:leaf=-0.00633584103,cover=0
- 12:[Area5<0.603367925] yes=25,no=26,missing=25,gain=2.961833,cover=38468
- 25:[Ecc<21.7409172] yes=51,no=52,missing=52,gain=2.31389904,cover=14281
- 51:[Ecc<9.75650311] yes=103,no=104,missing=103,gain=2.29313135,cover=13535
- 103:leaf=0.000338054786,cover=0
- 104:leaf=0.00267958757,cover=0
- 52:[Ecc<27.7987404] yes=105,no=106,missing=105,gain=0.721742868,cover=746
- 105:leaf=-0.00462517841,cover=0
- 106:leaf=-0.00127035182,cover=0
- 26:[LGI5<3.53458858] yes=53,no=54,missing=53,gain=2.90154266,cover=24187
- 53:[MidArea5<0.93444854] yes=107,no=108,missing=107,gain=3.05344391,cover=23033
- 107:leaf=0.00178521557,cover=0
- 108:leaf=0.000517060398,cover=0
- 54:[Curv5<-0.12365336] yes=109,no=110,missing=109,gain=5.03396177,cover=1154
- 109:leaf=-5.91660282e-05,cover=0
- 110:leaf=-0.0111264354,cover=0
- 6:[Sulc0<-1.12931466] yes=13,no=14,missing=14,gain=2.07860994,cover=4035291
- 13:[LGI5<2.56078315] yes=27,no=28,missing=27,gain=3.6628046,cover=9641
- 27:[MidArea5<1.21578133] yes=55,no=56,missing=55,gain=1.62571001,cover=7233
- 55:[PialCurv5<-0.0877386853] yes=111,no=112,missing=111,gain=1.39084625,cover=6824
- 111:leaf=-0.00112609821,cover=0
- 112:leaf=-0.00288004568,cover=0
- 56:[Area5<0.805150867] yes=113,no=114,missing=114,gain=1.91389108,cover=409
- 113:leaf=-0.00171077647,cover=0
- 114:leaf=0.00511588249,cover=0
- 28:[Curv5<-0.161761403] yes=57,no=58,missing=57,gain=1.32787418,cover=2408
- 57:[Ecc<1.85215485] yes=115,no=116,missing=116,gain=0.901944399,cover=1908
- 115:leaf=0.00493717892,cover=0
- 116:leaf=8.1973114e-05,cover=0
- 58:[Area5<0.637240529] yes=117,no=118,missing=118,gain=2.61466455,cover=500
- 117:leaf=-0.00500815175,cover=0
- 118:leaf=0.00480915187,cover=0
- 14:[Pol<17.1471634] yes=29,no=30,missing=29,gain=1.27617824,cover=4025650
- 29:[PialCurv5<0.0128733069] yes=59,no=60,missing=59,gain=5.73110914,cover=192361
- 59:[Area5<0.754342616] yes=119,no=120,missing=119,gain=4.14878654,cover=168970
- 119:leaf=0.000373974734,cover=0
- 120:leaf=-0.000169771884,cover=0
- 60:[Ecc<9.0678978] yes=121,no=122,missing=121,gain=5.48037529,cover=23391
- 121:leaf=-0.00154392852,cover=0
- 122:leaf=1.36215795e-05,cover=0
- 30:[Sulc0<-0.420901269] yes=61,no=62,missing=61,gain=2.32293606,cover=3833289
- 61:[Ecc<6.03867722] yes=123,no=124,missing=123,gain=8.56758595,cover=933803
- 123:leaf=2.16821627e-05,cover=0
- 124:leaf=-0.000297073217,cover=0
- 62:[PialCurv5<-0.0886472985] yes=125,no=126,missing=125,gain=1.77091074,cover=2899486
- 125:leaf=-0.000181906478,cover=0
- 126:leaf=1.08920649e-05,cover=0
-booster[807]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=1,gain=0.316002518,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=4,gain=0.373532265,cover=5064338
- 3:[Pol<124.735107] yes=7,no=8,missing=7,gain=0.386521935,cover=5048039
- 7:[Ecc<10.569519] yes=15,no=16,missing=15,gain=4.6971159,cover=3388089
- 15:[LGI5<3.08610082] yes=31,no=32,missing=31,gain=7.36501312,cover=2161672
- 31:[Pol<117.137611] yes=63,no=64,missing=63,gain=6.80818462,cover=2032225
- 63:leaf=-2.80022664e-06,cover=0
- 64:leaf=-0.000325056986,cover=0
- 32:[PialArea5<0.665998757] yes=65,no=66,missing=65,gain=15.6773167,cover=129447
- 65:leaf=0.000405380502,cover=0
- 66:leaf=-0.000786982768,cover=0
- 16:[Curv5<0.0635297745] yes=33,no=34,missing=33,gain=12.423008,cover=1226417
- 33:[Pol<57.0350037] yes=67,no=68,missing=67,gain=49.1753159,cover=702565
- 67:leaf=-6.93288894e-05,cover=0
- 68:leaf=0.000842453737,cover=0
- 34:[Sulc0<0.703387856] yes=69,no=70,missing=69,gain=10.2167835,cover=523852
- 69:leaf=-0.00035602352,cover=0
- 70:leaf=8.70779477e-05,cover=0
- 8:[Ecc<11.3532677] yes=17,no=18,missing=18,gain=7.95948458,cover=1659950
- 17:[LGI5<2.75211287] yes=35,no=36,missing=35,gain=15.6647739,cover=1038477
- 35:[Sulc0<0.317313671] yes=71,no=72,missing=71,gain=9.59025478,cover=797928
- 71:leaf=1.19179149e-05,cover=0
- 72:leaf=-0.00205320772,cover=0
- 36:[Pol<153.554306] yes=73,no=74,missing=73,gain=30.652195,cover=240549
- 73:leaf=0.00105172035,cover=0
- 74:leaf=-7.85962475e-05,cover=0
- 18:[LGI5<2.44006681] yes=37,no=38,missing=37,gain=13.4125977,cover=621473
- 37:[LGI5<2.26652193] yes=75,no=76,missing=76,gain=5.54285526,cover=1487
- 75:leaf=0.0029586656,cover=0
- 76:leaf=-0.0060526873,cover=0
- 38:[Ecc<30.959959] yes=77,no=78,missing=77,gain=10.9992533,cover=619986
- 77:leaf=-0.000226929071,cover=0
- 78:leaf=0.000271497905,cover=0
- 4:[PialCurv5<-0.0800075978] yes=9,no=10,missing=10,gain=4.635849,cover=16299
- 9:[Curv5<-0.066452302] yes=19,no=20,missing=19,gain=1.82901502,cover=14470
- 19:[PialCurv5<-0.148241684] yes=39,no=40,missing=39,gain=1.7712965,cover=14447
- 39:[Sulc0<-0.835429311] yes=79,no=80,missing=80,gain=1.23286378,cover=634
- 79:leaf=-0.00118608994,cover=0
- 80:leaf=-0.00620364537,cover=0
- 40:[Ecc<14.694541] yes=81,no=82,missing=81,gain=1.32520509,cover=13813
- 81:leaf=0.000266240095,cover=0
- 82:leaf=-0.00348188519,cover=0
- 20:[LGI5<2.54917789] yes=41,no=42,missing=41,gain=0.765152335,cover=23
- 41:[Ecc<1.96654522] yes=83,no=84,missing=83,gain=0.0906065553,cover=10
- 83:leaf=-0.00784486067,cover=0
- 84:leaf=0.00111225841,cover=0
- 42:[Ecc<5.53207445] yes=85,no=86,missing=85,gain=0.36348176,cover=13
- 85:leaf=-0.0265384968,cover=0
- 86:leaf=-0.00654889364,cover=0
- 10:[Pol<31.3444195] yes=21,no=22,missing=21,gain=1.86055183,cover=1829
- 21:[Ecc<0.669936359] yes=43,no=44,missing=44,gain=1.57332277,cover=388
- 43:[Area5<0.68633163] yes=87,no=88,missing=87,gain=1.21430373,cover=42
- 87:leaf=0.0138022406,cover=0
- 88:leaf=-0.00328832539,cover=0
- 44:[LGI5<2.44958925] yes=89,no=90,missing=89,gain=2.525208,cover=346
- 89:leaf=-0.0116234794,cover=0
- 90:leaf=-0.00300494558,cover=0
- 22:[Pol<132.083344] yes=45,no=46,missing=46,gain=2.28863478,cover=1441
- 45:[Pol<50.1003532] yes=91,no=92,missing=91,gain=1.28295863,cover=875
- 91:leaf=-0.00253552245,cover=0
- 92:leaf=0.00137343374,cover=0
- 46:[Pol<156.492447] yes=93,no=94,missing=93,gain=1.18604755,cover=566
- 93:leaf=-0.0070574428,cover=0
- 94:leaf=-0.00237874268,cover=0
- 2:[Area5<0.631603718] yes=5,no=6,missing=5,gain=1.29084766,cover=60050
- 5:[LGI5<2.59361267] yes=11,no=12,missing=11,gain=0.894959211,cover=544
- 11:[Sulc0<-0.79536891] yes=23,no=24,missing=24,gain=0.969931602,cover=428
- 23:[PialCurv5<-0.11422696] yes=47,no=48,missing=47,gain=0.82345736,cover=374
- 47:[Sulc0<-1.06881595] yes=95,no=96,missing=95,gain=0.416415453,cover=224
- 95:leaf=0.00680880947,cover=0
- 96:leaf=0.00247070054,cover=0
- 48:[PialCurv5<-0.0923183635] yes=97,no=98,missing=97,gain=0.436854511,cover=150
- 97:leaf=-0.00114804751,cover=0
- 98:leaf=0.00735699758,cover=0
- 24:[Ecc<3.22716212] yes=49,no=50,missing=50,gain=1.17082524,cover=54
- 49:[Ecc<2.48523927] yes=99,no=100,missing=99,gain=0.561105728,cover=36
- 99:leaf=0.0084006032,cover=0
- 100:leaf=-0.00475631189,cover=0
- 50:[LGI5<2.56467891] yes=101,no=102,missing=101,gain=0.0714406967,cover=18
- 101:leaf=0.0227421224,cover=0
- 102:leaf=0.011709285,cover=0
- 12:[PialCurv5<-0.119850777] yes=25,no=26,missing=25,gain=0.412231654,cover=116
- 25:[Curv5<-0.239749789] yes=51,no=52,missing=51,gain=0.372317731,cover=45
- 51:[Curv5<-0.303613424] yes=103,no=104,missing=103,gain=0.0819124654,cover=26
- 103:leaf=0.00247589359,cover=0
- 104:leaf=-0.00334655307,cover=0
- 52:[LGI5<2.66988635] yes=105,no=106,missing=105,gain=0.154257596,cover=19
- 105:leaf=0.000673065835,cover=0
- 106:leaf=0.0103740823,cover=0
- 26:[Ecc<9.17092323] yes=53,no=54,missing=53,gain=0.210557193,cover=71
- 53:[Pol<40.9012032] yes=107,no=108,missing=107,gain=0.109215841,cover=58
- 107:leaf=0.00710015697,cover=0
- 108:leaf=-0.00278277579,cover=0
- 54:[Area5<0.586059749] yes=109,no=110,missing=109,gain=0.047842145,cover=13
- 109:leaf=0.000671559596,cover=0
- 110:leaf=-0.0100488542,cover=0
- 6:[PialCurv5<-0.11422696] yes=13,no=14,missing=13,gain=0.923121333,cover=59506
- 13:[Curv5<-0.0902613774] yes=27,no=28,missing=28,gain=1.4280107,cover=21293
- 27:[Ecc<0.618862808] yes=55,no=56,missing=56,gain=1.15063536,cover=21256
- 55:[Area5<0.854415178] yes=111,no=112,missing=111,gain=0.56487596,cover=146
- 111:leaf=0.00589016592,cover=0
- 112:leaf=-0.00157806091,cover=0
- 56:[Area5<0.814937592] yes=113,no=114,missing=113,gain=1.22279119,cover=21110
- 113:leaf=-0.000724359241,cover=0
- 114:leaf=8.32985315e-05,cover=0
- 28:[Area5<0.987501919] yes=57,no=58,missing=58,gain=0.299841881,cover=37
- 57:[Pol<13.2006302] yes=115,no=116,missing=115,gain=0.191539377,cover=18
- 115:leaf=0.00408071978,cover=0
- 116:leaf=-0.00747792656,cover=0
- 58:[PialCurv5<-0.181738108] yes=117,no=118,missing=118,gain=0.209001899,cover=19
- 117:leaf=-0.00425267639,cover=0
- 118:leaf=-0.0171498675,cover=0
- 14:[LGI5<2.44958925] yes=29,no=30,missing=29,gain=1.16888404,cover=38213
- 29:[LGI5<2.31684756] yes=59,no=60,missing=59,gain=2.72486973,cover=8591
- 59:[Ecc<1.41371143] yes=119,no=120,missing=120,gain=2.92363095,cover=3118
- 119:leaf=0.00231768936,cover=0
- 120:leaf=-0.00128071243,cover=0
- 60:[Ecc<0.999059319] yes=121,no=122,missing=122,gain=6.92941856,cover=5473
- 121:leaf=-0.00287621957,cover=0
- 122:leaf=0.00215994683,cover=0
- 30:[LGI5<2.61063838] yes=61,no=62,missing=61,gain=3.19122291,cover=29622
- 61:[Ecc<1.79549146] yes=123,no=124,missing=123,gain=3.0962801,cover=8066
- 123:leaf=0.00193419517,cover=0
- 124:leaf=-0.00111468893,cover=0
- 62:[PialCurv5<-0.104861222] yes=125,no=126,missing=125,gain=1.26456892,cover=21556
- 125:leaf=-0.000291094329,cover=0
- 126:leaf=0.000617321464,cover=0
-booster[808]:
-0:[PialArea5<0.937250912] yes=1,no=2,missing=2,gain=0.335281163,cover=5124388
- 1:[Pol<176.117172] yes=3,no=4,missing=4,gain=0.726568222,cover=3691672
- 3:[Sulc0<-0.407819748] yes=7,no=8,missing=7,gain=0.894427896,cover=3601709
- 7:[Ecc<4.73840666] yes=15,no=16,missing=15,gain=2.35538197,cover=955180
- 15:[Area5<0.750726104] yes=31,no=32,missing=31,gain=6.44097328,cover=500929
- 31:[Pol<58.6768646] yes=63,no=64,missing=63,gain=3.01697731,cover=486931
- 63:leaf=0.000268284872,cover=0
- 64:leaf=-1.94680124e-05,cover=0
- 32:[Ecc<2.02168798] yes=65,no=66,missing=65,gain=7.63692284,cover=13998
- 65:leaf=-2.60613142e-05,cover=0
- 66:leaf=-0.00238655694,cover=0
- 16:[PialCurv5<-0.10074953] yes=33,no=34,missing=33,gain=5.40203476,cover=454251
- 33:[Pol<157.965515] yes=67,no=68,missing=68,gain=5.1467185,cover=298955
- 67:leaf=-0.000124669721,cover=0
- 68:leaf=0.000367917964,cover=0
- 34:[Area5<0.648839295] yes=69,no=70,missing=69,gain=10.3433104,cover=155296
- 69:leaf=-0.000801194459,cover=0
- 70:leaf=1.57177219e-05,cover=0
- 8:[PialCurv5<-0.0868030339] yes=17,no=18,missing=17,gain=1.50704598,cover=2646529
- 17:[Curv5<-0.12365336] yes=35,no=36,missing=35,gain=17.9441605,cover=155660
- 35:[Pol<43.7633247] yes=71,no=72,missing=71,gain=6.54930687,cover=139176
- 71:leaf=0.00104690075,cover=0
- 72:leaf=-0.000139536103,cover=0
- 36:[PialArea5<0.686586082] yes=73,no=74,missing=73,gain=14.2247181,cover=16484
- 73:leaf=-0.000304646906,cover=0
- 74:leaf=0.00278274785,cover=0
- 18:[Pol<61.2046547] yes=37,no=38,missing=37,gain=3.32792616,cover=2490869
- 37:[Area5<0.703760326] yes=75,no=76,missing=76,gain=16.6445122,cover=282849
- 75:leaf=-0.000577613653,cover=0
- 76:leaf=0.000191226471,cover=0
- 38:[Area5<0.672473609] yes=77,no=78,missing=77,gain=3.70102,cover=2208020
- 77:leaf=0.000100242141,cover=0
- 78:leaf=-3.42645908e-05,cover=0
- 4:[Sulc0<-0.0936657563] yes=9,no=10,missing=9,gain=2.49531603,cover=89963
- 9:[PialArea5<0.683221579] yes=19,no=20,missing=19,gain=2.75925064,cover=77038
- 19:[LGI5<2.5416429] yes=39,no=40,missing=40,gain=2.43055296,cover=21718
- 39:[LGI5<2.42065382] yes=79,no=80,missing=79,gain=1.6662178,cover=7409
- 79:leaf=0.000511352206,cover=0
- 80:leaf=-0.00108054827,cover=0
- 40:[Curv5<0.099404186] yes=81,no=82,missing=81,gain=3.18734407,cover=14309
- 81:leaf=0.00166892994,cover=0
- 82:leaf=0.000122367448,cover=0
- 20:[Ecc<4.20590305] yes=41,no=42,missing=41,gain=1.67729425,cover=55320
- 41:[Ecc<0.353712648] yes=83,no=84,missing=84,gain=1.36027312,cover=14987
- 83:leaf=0.00139231526,cover=0
- 84:leaf=-0.000525529322,cover=0
- 42:[Sulc0<-0.439186513] yes=85,no=86,missing=86,gain=2.31289291,cover=40333
- 85:leaf=0.000472112151,cover=0
- 86:leaf=-0.00034934454,cover=0
- 10:[Ecc<7.90440989] yes=21,no=22,missing=22,gain=4.61900997,cover=12925
- 21:[Curv5<0.116796501] yes=43,no=44,missing=43,gain=5.9575057,cover=2629
- 43:[Ecc<1.46579576] yes=87,no=88,missing=87,gain=1.56114292,cover=1249
- 87:leaf=0.000612713513,cover=0
- 88:leaf=-0.00544884708,cover=0
- 44:[LGI5<2.60212255] yes=89,no=90,missing=89,gain=0.98702693,cover=1380
- 89:leaf=0.00104456756,cover=0
- 90:leaf=-0.00165462203,cover=0
- 22:[Area5<0.894858658] yes=45,no=46,missing=45,gain=2.98592138,cover=10296
- 45:[Curv5<-0.130991504] yes=91,no=92,missing=91,gain=2.75243664,cover=10270
- 91:leaf=0.00310685905,cover=0
- 92:leaf=-0.00020549474,cover=0
- 46:[LGI5<2.91278505] yes=93,no=94,missing=93,gain=0.119767427,cover=26
- 93:leaf=-0.017880341,cover=0
- 94:leaf=-0.00502766389,cover=0
- 2:[Ecc<0.295587689] yes=5,no=6,missing=6,gain=1.0011071,cover=1432716
- 5:[LGI5<2.78495932] yes=11,no=12,missing=11,gain=2.23218966,cover=11662
- 11:[Area5<0.767325044] yes=23,no=24,missing=23,gain=1.60940576,cover=11597
- 23:[LGI5<2.31192279] yes=47,no=48,missing=47,gain=1.66553938,cover=10938
- 47:[LGI5<2.18291569] yes=95,no=96,missing=96,gain=2.40307975,cover=3497
- 95:leaf=0.0012198661,cover=0
- 96:leaf=-0.00216003973,cover=0
- 48:[PialArea5<1.48916721] yes=97,no=98,missing=97,gain=1.19103956,cover=7441
- 97:leaf=-0.00027388506,cover=0
- 98:leaf=0.00652416656,cover=0
- 24:[PialArea5<1.39628088] yes=49,no=50,missing=50,gain=1.97058582,cover=659
- 49:[LGI5<2.59789038] yes=99,no=100,missing=99,gain=2.16651726,cover=561
- 99:leaf=0.00365393399,cover=0
- 100:leaf=-0.0127280904,cover=0
- 50:[Area5<0.987501919] yes=101,no=102,missing=102,gain=1.20479381,cover=98
- 101:leaf=-0.0021552816,cover=0
- 102:leaf=-0.0171775315,cover=0
- 12:[MidArea5<0.847394943] yes=25,no=26,missing=25,gain=1.39444137,cover=65
- 25:[LGI5<2.86381269] yes=51,no=52,missing=52,gain=0.0628656968,cover=24
- 51:[Sulc0<-0.911647499] yes=103,no=104,missing=103,gain=0.0503191426,cover=12
- 103:leaf=-0.00149941875,cover=0
- 104:leaf=0.00455538323,cover=0
- 52:[Pol<147.599014] yes=105,no=106,missing=105,gain=0.00458277017,cover=12
- 105:leaf=-0.0036947343,cover=0
- 106:leaf=-0.000677222037,cover=0
- 26:[Ecc<0.221054599] yes=53,no=54,missing=53,gain=0.811960936,cover=41
- 53:[LGI5<2.83041978] yes=107,no=108,missing=108,gain=0.0106859207,cover=18
- 107:leaf=0.0249062013,cover=0
- 108:leaf=0.0148466006,cover=0
- 54:[PialArea5<1.13220918] yes=109,no=110,missing=109,gain=0.346898675,cover=23
- 109:leaf=-0.000245186093,cover=0
- 110:leaf=0.0121448589,cover=0
- 6:[MidArea5<0.805760801] yes=13,no=14,missing=13,gain=0.914868474,cover=1421054
- 13:[Curv5<-0.169727564] yes=27,no=28,missing=28,gain=3.39443922,cover=175071
- 27:[Ecc<11.3532677] yes=55,no=56,missing=55,gain=1.35047185,cover=129047
- 55:[Sulc0<-0.351394534] yes=111,no=112,missing=111,gain=2.63743591,cover=104315
- 111:leaf=-3.50502196e-05,cover=0
- 112:leaf=-0.00152051402,cover=0
- 56:[Pol<18.1680222] yes=113,no=114,missing=113,gain=2.25335121,cover=24732
- 113:leaf=-0.000367232045,cover=0
- 114:leaf=0.000657748373,cover=0
- 28:[Area5<0.554568231] yes=57,no=58,missing=58,gain=3.24991751,cover=46024
- 57:[Curv5<-0.12365336] yes=115,no=116,missing=115,gain=3.58176994,cover=10085
- 115:leaf=0.000202344614,cover=0
- 116:leaf=-0.00208487432,cover=0
- 58:[Curv5<-0.0179657843] yes=117,no=118,missing=117,gain=3.06964874,cover=35939
- 117:leaf=0.000777269073,cover=0
- 118:leaf=-0.00317980908,cover=0
- 14:[Area5<0.529385149] yes=29,no=30,missing=29,gain=1.71213365,cover=1245983
- 29:[Sulc0<-0.351394534] yes=59,no=60,missing=59,gain=1.64692748,cover=6513
- 59:[Curv5<-0.232248098] yes=119,no=120,missing=120,gain=1.68793702,cover=6482
- 119:leaf=-3.93789487e-05,cover=0
- 120:leaf=0.00158651941,cover=0
- 60:[Pol<62.0115929] yes=121,no=122,missing=122,gain=0.581887364,cover=31
- 121:leaf=-0.0223408844,cover=0
- 122:leaf=-0.00628898526,cover=0
- 30:[Pol<106.604004] yes=61,no=62,missing=61,gain=1.73924732,cover=1239470
- 61:[Pol<77.5287857] yes=123,no=124,missing=123,gain=5.26574278,cover=751922
- 123:leaf=2.21272476e-05,cover=0
- 124:leaf=0.000624912034,cover=0
- 62:[LGI5<2.40363431] yes=125,no=126,missing=125,gain=7.01282501,cover=487548
- 125:leaf=0.000449210173,cover=0
- 126:leaf=-0.000137978321,cover=0
-booster[809]:
-0:[PialArea5<0.95820266] yes=1,no=2,missing=1,gain=0.311133683,cover=5124388
- 1:[Pol<176.117172] yes=3,no=4,missing=3,gain=0.720944643,cover=3832066
- 3:[Curv5<-0.269494504] yes=7,no=8,missing=8,gain=0.884955645,cover=3735746
- 7:[MidArea5<0.709417045] yes=15,no=16,missing=15,gain=1.90928042,cover=194648
- 15:[PialCurv5<-0.210138425] yes=31,no=32,missing=32,gain=0.915386438,cover=129847
- 31:[Ecc<0.353712648] yes=63,no=64,missing=63,gain=2.05944562,cover=11909
- 63:leaf=0.0156843364,cover=0
- 64:leaf=0.000371979317,cover=0
- 32:[PialCurv5<-0.167439327] yes=65,no=66,missing=65,gain=1.70704424,cover=117938
- 65:leaf=-0.000330811366,cover=0
- 66:leaf=7.37929877e-05,cover=0
- 16:[PialCurv5<-0.0819871053] yes=33,no=34,missing=33,gain=2.4701004,cover=64801
- 33:[PialCurv5<-0.153030112] yes=67,no=68,missing=67,gain=2.1548624,cover=64252
- 67:leaf=0.000100093617,cover=0
- 68:leaf=0.000688008673,cover=0
- 34:[LGI5<3.25380015] yes=69,no=70,missing=69,gain=1.01774168,cover=549
- 69:leaf=-0.0021551575,cover=0
- 70:leaf=-0.00839807373,cover=0
- 8:[Curv5<-0.0773924068] yes=17,no=18,missing=17,gain=1.29796243,cover=3541098
- 17:[PialCurv5<-0.0280297659] yes=35,no=36,missing=35,gain=7.97882509,cover=1073196
- 35:[Sulc0<-0.00176540145] yes=71,no=72,missing=72,gain=4.7677269,cover=1007110
- 71:leaf=-6.95469134e-05,cover=0
- 72:leaf=-0.000525641779,cover=0
- 36:[MidArea5<0.713920057] yes=73,no=74,missing=73,gain=15.2599506,cover=66086
- 73:leaf=-0.000223942101,cover=0
- 74:leaf=0.00130186824,cover=0
- 18:[PialCurv5<-0.0472753309] yes=37,no=38,missing=37,gain=8.90723324,cover=2467902
- 37:[Sulc0<-0.463317156] yes=75,no=76,missing=75,gain=18.7651634,cover=78092
- 75:leaf=-0.000640778628,cover=0
- 76:leaf=0.00104259036,cover=0
- 38:[Curv5<-0.0530214235] yes=77,no=78,missing=77,gain=5.5085268,cover=2389810
- 77:leaf=-0.000360395818,cover=0
- 78:leaf=3.06440529e-06,cover=0
- 4:[Sulc0<-0.0788570642] yes=9,no=10,missing=9,gain=2.37810826,cover=96320
- 9:[PialArea5<0.669517875] yes=19,no=20,missing=19,gain=2.47502518,cover=83942
- 19:[Area5<0.758003652] yes=39,no=40,missing=39,gain=1.91334486,cover=20806
- 39:[Ecc<0.836319208] yes=79,no=80,missing=79,gain=1.57717609,cover=20031
- 79:leaf=-0.000346893648,cover=0
- 80:leaf=0.000809296034,cover=0
- 40:[Curv5<0.0955092236] yes=81,no=82,missing=81,gain=3.03437591,cover=775
- 81:leaf=0.0055211992,cover=0
- 82:leaf=-0.000957033888,cover=0
- 20:[Ecc<4.07113361] yes=41,no=42,missing=41,gain=1.70003569,cover=63136
- 41:[Area5<0.612264991] yes=83,no=84,missing=83,gain=1.34445357,cover=16186
- 83:leaf=-7.09592641e-05,cover=0
- 84:leaf=-0.00105869246,cover=0
- 42:[Sulc0<-0.439186513] yes=85,no=86,missing=85,gain=2.25772858,cover=46950
- 85:leaf=0.000448513747,cover=0
- 86:leaf=-0.000305800146,cover=0
- 10:[PialCurv5<0.134718806] yes=21,no=22,missing=22,gain=4.53706598,cover=12378
- 21:[Curv5<-0.121808149] yes=43,no=44,missing=43,gain=7.41079664,cover=5606
- 43:[Ecc<39.5502243] yes=87,no=88,missing=88,gain=3.12572336,cover=804
- 87:leaf=-0.00199041353,cover=0
- 88:leaf=0.00486429781,cover=0
- 44:[Ecc<8.11897564] yes=89,no=90,missing=89,gain=3.53916073,cover=4802
- 89:leaf=-0.00444735633,cover=0
- 90:leaf=-0.00145041198,cover=0
- 22:[Sulc0<0.354630351] yes=45,no=46,missing=45,gain=1.8171258,cover=6772
- 45:[Ecc<20.7119312] yes=91,no=92,missing=92,gain=3.02984524,cover=6303
- 91:leaf=0.000414476817,cover=0
- 92:leaf=0.00804217439,cover=0
- 46:[LGI5<2.52671862] yes=93,no=94,missing=93,gain=0.878348589,cover=469
- 93:leaf=0.00221265131,cover=0
- 94:leaf=-0.00360517623,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=6,gain=0.886955321,cover=1292322
- 5:[LGI5<3.16380119] yes=11,no=12,missing=11,gain=1.86419725,cover=2995
- 11:[Area5<0.767325044] yes=23,no=24,missing=24,gain=1.52775335,cover=2372
- 23:[PialArea5<1.08444798] yes=47,no=48,missing=48,gain=1.73880017,cover=1671
- 47:[LGI5<2.41724968] yes=95,no=96,missing=95,gain=0.723065376,cover=1053
- 95:leaf=0.00380251906,cover=0
- 96:leaf=-0.000261960318,cover=0
- 48:[Pol<156.492447] yes=97,no=98,missing=97,gain=1.09608674,cover=618
- 97:leaf=-0.00387546839,cover=0
- 98:leaf=0.00273821317,cover=0
- 24:[Curv5<-0.26388669] yes=49,no=50,missing=49,gain=1.24432027,cover=701
- 49:[Pol<5.08026028] yes=99,no=100,missing=100,gain=1.41100156,cover=533
- 99:leaf=-0.00380208227,cover=0
- 100:leaf=0.00391633902,cover=0
- 50:[Ecc<6.58772182] yes=101,no=102,missing=101,gain=1.78175235,cover=168
- 101:leaf=-0.00947834458,cover=0
- 102:leaf=0.001521411,cover=0
- 12:[Ecc<17.7876587] yes=25,no=26,missing=26,gain=0.807398319,cover=623
- 25:[LGI5<3.38720298] yes=51,no=52,missing=51,gain=0.858893633,cover=341
- 51:[Ecc<11.0302963] yes=103,no=104,missing=103,gain=0.497743368,cover=253
- 103:leaf=-0.00267450116,cover=0
- 104:leaf=0.00178581697,cover=0
- 52:[Area5<0.692729533] yes=105,no=106,missing=105,gain=0.35885942,cover=88
- 105:leaf=-0.0104498025,cover=0
- 106:leaf=-0.00356755103,cover=0
- 26:[Pol<160.869751] yes=53,no=54,missing=53,gain=0.466735363,cover=282
- 53:[LGI5<3.21727777] yes=107,no=108,missing=107,gain=0.304161787,cover=256
- 107:leaf=-0.00912835728,cover=0
- 108:leaf=-0.00492342515,cover=0
- 54:[Sulc0<-0.563680887] yes=109,no=110,missing=109,gain=0.0524884611,cover=26
- 109:leaf=0.00219604722,cover=0
- 110:leaf=-0.00310321548,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=13,gain=0.841343343,cover=1289327
- 13:[Area5<0.987501919] yes=27,no=28,missing=27,gain=0.808062553,cover=1283234
- 27:[PialCurv5<0.131570891] yes=55,no=56,missing=56,gain=1.19980431,cover=1270594
- 55:[MidArea5<1.21578133] yes=111,no=112,missing=111,gain=1.07861948,cover=1269426
- 111:leaf=2.12422001e-05,cover=0
- 112:leaf=0.00048558609,cover=0
- 56:[Ecc<0.889730632] yes=113,no=114,missing=114,gain=2.77469754,cover=1168
- 113:leaf=0.0125017092,cover=0
- 114:leaf=-0.00199668366,cover=0
- 28:[LGI5<2.3865335] yes=57,no=58,missing=57,gain=1.66495156,cover=12640
- 57:[Ecc<1.96654522] yes=115,no=116,missing=116,gain=2.31681085,cover=2192
- 115:leaf=-0.000969148881,cover=0
- 116:leaf=0.00230666739,cover=0
- 58:[LGI5<2.70988083] yes=117,no=118,missing=117,gain=1.70973468,cover=10448
- 117:leaf=-0.00151019229,cover=0
- 118:leaf=-0.000169978157,cover=0
- 14:[Pol<23.2745647] yes=29,no=30,missing=29,gain=3.31823325,cover=6093
- 29:[Sulc0<-0.510775328] yes=59,no=60,missing=60,gain=0.648880601,cover=1294
- 59:[Ecc<22.8050022] yes=119,no=120,missing=119,gain=1.8620106,cover=818
- 119:leaf=-0.00311118225,cover=0
- 120:leaf=0.00165551121,cover=0
- 60:[Area5<0.749596059] yes=121,no=122,missing=121,gain=0.626698494,cover=476
- 121:leaf=-0.00611535506,cover=0
- 122:leaf=-0.0020039964,cover=0
- 30:[Ecc<22.0897732] yes=61,no=62,missing=61,gain=2.2409308,cover=4799
- 61:[PialCurv5<0.0193316489] yes=123,no=124,missing=123,gain=0.879547477,cover=2761
- 123:leaf=0.000419495307,cover=0
- 124:leaf=-0.00570118334,cover=0
- 62:[PialCurv5<-0.111886919] yes=125,no=126,missing=126,gain=2.40798712,cover=2038
- 125:leaf=-3.08894341e-05,cover=0
- 126:leaf=0.00365177332,cover=0
-booster[810]:
-0:[Pol<127.728462] yes=1,no=2,missing=2,gain=0.303979397,cover=5124388
- 1:[Ecc<10.569519] yes=3,no=4,missing=3,gain=4.70710325,cover=3551556
- 3:[LGI5<2.6558373] yes=7,no=8,missing=7,gain=5.77460957,cover=2282042
- 7:[Sulc0<0.0530014001] yes=15,no=16,missing=15,gain=2.39501953,cover=1502295
- 15:[Pol<104.38549] yes=31,no=32,missing=32,gain=10.8520823,cover=1059746
- 31:[Ecc<4.73840666] yes=63,no=64,missing=63,gain=5.7852788,cover=832965
- 63:leaf=-1.59534156e-05,cover=0
- 64:leaf=0.000316461868,cover=0
- 32:[Ecc<4.07113361] yes=65,no=66,missing=66,gain=30.3260078,cover=226781
- 65:leaf=0.000100668338,cover=0
- 66:leaf=-0.00109779462,cover=0
- 16:[Pol<110.287491] yes=33,no=34,missing=33,gain=5.75976467,cover=442549
- 33:[PialArea5<0.669517875] yes=67,no=68,missing=67,gain=5.78285599,cover=324998
- 67:leaf=7.37774826e-05,cover=0
- 68:leaf=-0.000572625024,cover=0
- 34:[PialCurv5<0.255337358] yes=69,no=70,missing=69,gain=11.2374191,cover=117551
- 69:leaf=0.000712941866,cover=0
- 70:leaf=-0.000369393063,cover=0
- 8:[Curv5<0.0322575867] yes=17,no=18,missing=17,gain=11.0129747,cover=779747
- 17:[Sulc0<-0.389213681] yes=35,no=36,missing=35,gain=30.9306087,cover=501456
- 35:[Area5<0.802302957] yes=71,no=72,missing=72,gain=3.38192177,cover=272191
- 71:leaf=0.000133857742,cover=0
- 72:leaf=-0.000355833443,cover=0
- 36:[Pol<75.4512405] yes=73,no=74,missing=73,gain=35.7899628,cover=229265
- 73:leaf=-0.00140780944,cover=0
- 74:leaf=-0.00015411494,cover=0
- 18:[PialCurv5<-0.0262977369] yes=37,no=38,missing=37,gain=7.91515446,cover=278291
- 37:[Ecc<6.10119486] yes=75,no=76,missing=76,gain=7.53147793,cover=1487
- 75:leaf=-0.00195948058,cover=0
- 76:leaf=0.00595128769,cover=0
- 38:[Sulc0<0.0850813463] yes=77,no=78,missing=77,gain=5.56694126,cover=276804
- 77:leaf=0.000631933974,cover=0
- 78:leaf=-1.84224373e-05,cover=0
- 4:[Curv5<0.0554658733] yes=9,no=10,missing=9,gain=11.5020924,cover=1269514
- 9:[Pol<55.3432045] yes=19,no=20,missing=19,gain=50.2562752,cover=696882
- 19:[PialCurv5<-0.0487009101] yes=39,no=40,missing=40,gain=11.5877905,cover=476998
- 39:[Sulc0<-0.217071146] yes=79,no=80,missing=79,gain=31.3854046,cover=307696
- 79:leaf=-7.19627278e-05,cover=0
- 80:leaf=0.00158277992,cover=0
- 40:[Area5<0.680766582] yes=81,no=82,missing=81,gain=16.6134682,cover=169302
- 81:leaf=-0.00137311954,cover=0
- 82:leaf=-0.00015896777,cover=0
- 20:[Area5<0.706109285] yes=41,no=42,missing=41,gain=47.5355186,cover=219884
- 41:[PialArea5<0.696357906] yes=83,no=84,missing=83,gain=66.0381851,cover=130678
- 83:leaf=0.000577334955,cover=0
- 84:leaf=0.00290571153,cover=0
- 42:[MidArea5<0.638313055] yes=85,no=86,missing=85,gain=12.8472271,cover=89206
- 85:leaf=-0.00286371144,cover=0
- 86:leaf=6.94571645e-05,cover=0
- 10:[Sulc0<0.703387856] yes=21,no=22,missing=21,gain=8.68247032,cover=572632
- 21:[Pol<55.3432045] yes=43,no=44,missing=44,gain=12.329423,cover=279988
- 43:[PialCurv5<0.0591915138] yes=87,no=88,missing=87,gain=12.0667973,cover=40776
- 87:leaf=0.00320087629,cover=0
- 88:leaf=0.00023293354,cover=0
- 44:[LGI5<2.95092106] yes=89,no=90,missing=89,gain=16.2745037,cover=239212
- 89:leaf=0.000157473827,cover=0
- 90:leaf=-0.000721039891,cover=0
- 22:[Pol<100.090813] yes=45,no=46,missing=45,gain=4.85614777,cover=292644
- 45:[Pol<28.4081879] yes=91,no=92,missing=91,gain=3.45988464,cover=183819
- 91:leaf=-0.00286284578,cover=0
- 92:leaf=-4.64261175e-05,cover=0
- 46:[LGI5<3.58443618] yes=93,no=94,missing=94,gain=3.77660084,cover=108825
- 93:leaf=0.000459277537,cover=0
- 94:leaf=-0.000500071503,cover=0
- 2:[Ecc<11.3532677] yes=5,no=6,missing=5,gain=9.23877525,cover=1572832
- 5:[Sulc0<0.272107065] yes=11,no=12,missing=11,gain=16.9722214,cover=980632
- 11:[Sulc0<-0.43309778] yes=23,no=24,missing=24,gain=15.7923241,cover=973389
- 23:[LGI5<2.91823459] yes=47,no=48,missing=47,gain=9.43577003,cover=650965
- 47:[Ecc<5.97554874] yes=95,no=96,missing=95,gain=8.79987621,cover=595140
- 95:leaf=5.74774349e-05,cover=0
- 96:leaf=-0.000360458245,cover=0
- 48:[PialCurv5<-0.115016438] yes=97,no=98,missing=97,gain=10.0142517,cover=55825
- 97:leaf=-0.000160767086,cover=0
- 98:leaf=0.00119188335,cover=0
- 24:[Ecc<5.97554874] yes=49,no=50,missing=50,gain=25.1387501,cover=322424
- 49:[Curv5<-0.0837168768] yes=99,no=100,missing=99,gain=27.5816002,cover=146982
- 99:leaf=-0.00137399312,cover=0
- 100:leaf=0.000292827084,cover=0
- 50:[Pol<158.709351] yes=101,no=102,missing=101,gain=44.6761551,cover=175442
- 101:leaf=0.00152173487,cover=0
- 102:leaf=-8.74070029e-05,cover=0
- 12:[Curv5<0.135532871] yes=25,no=26,missing=25,gain=7.65718651,cover=7243
- 25:[Pol<143.237381] yes=51,no=52,missing=52,gain=7.27441788,cover=2720
- 51:[Sulc0<0.40262419] yes=103,no=104,missing=104,gain=3.01117992,cover=2219
- 103:leaf=-0.00225137523,cover=0
- 104:leaf=-0.00688945828,cover=0
- 52:[LGI5<2.76298451] yes=105,no=106,missing=106,gain=3.96515656,cover=501
- 105:leaf=-0.00684880791,cover=0
- 106:leaf=-0.0165274423,cover=0
- 26:[Sulc0<0.485350072] yes=53,no=54,missing=53,gain=1.72208643,cover=4523
- 53:[LGI5<2.33929968] yes=107,no=108,missing=108,gain=1.65854859,cover=3710
- 107:leaf=-0.00350807654,cover=0
- 108:leaf=-0.00019880585,cover=0
- 54:[Sulc0<0.649594426] yes=109,no=110,missing=109,gain=0.557803869,cover=813
- 109:leaf=-0.00240024226,cover=0
- 110:leaf=-0.00552199036,cover=0
- 6:[LGI5<2.47631311] yes=13,no=14,missing=13,gain=12.7206192,cover=592200
- 13:[LGI5<2.24172258] yes=27,no=28,missing=28,gain=3.76267624,cover=2089
- 27:[Area5<0.682363749] yes=55,no=56,missing=56,gain=0.496788323,cover=128
- 55:[Area5<0.598585367] yes=111,no=112,missing=111,gain=0.0841178894,cover=101
- 111:leaf=0.00696808426,cover=0
- 112:leaf=0.00377724203,cover=0
- 56:[Area5<0.739104271] yes=113,no=114,missing=114,gain=0.0345971137,cover=27
- 113:leaf=0.000151368542,cover=0
- 114:leaf=-0.00336161815,cover=0
- 28:[PialArea5<1.13220918] yes=57,no=58,missing=58,gain=3.11785889,cover=1961
- 57:[Ecc<14.484726] yes=115,no=116,missing=115,gain=4.11679935,cover=1891
- 115:leaf=-0.00247148308,cover=0
- 116:leaf=-0.00736516947,cover=0
- 58:[PialCurv5<-0.106427588] yes=117,no=118,missing=118,gain=1.42144442,cover=70
- 117:leaf=-0.00610155938,cover=0
- 118:leaf=-0.0207823832,cover=0
- 14:[Ecc<29.8764286] yes=29,no=30,missing=30,gain=10.3623447,cover=590111
- 29:[Pol<148.336472] yes=59,no=60,missing=59,gain=17.967741,cover=438393
- 59:[Sulc0<0.272107065] yes=119,no=120,missing=119,gain=28.9291191,cover=170654
- 119:leaf=-0.00108424737,cover=0
- 120:leaf=0.000323509914,cover=0
- 60:[Sulc0<0.474820405] yes=121,no=122,missing=122,gain=14.5285826,cover=267739
- 121:leaf=2.67187279e-05,cover=0
- 122:leaf=-0.00741772819,cover=0
- 30:[Pol<148.336472] yes=61,no=62,missing=61,gain=14.3140507,cover=151718
- 61:[PialArea5<0.839144647] yes=123,no=124,missing=124,gain=10.8324394,cover=49529
- 123:leaf=0.000367629837,cover=0
- 124:leaf=0.00190234266,cover=0
- 62:[PialCurv5<0.0262785293] yes=125,no=126,missing=125,gain=20.228157,cover=102189
- 125:leaf=-0.00028744986,cover=0
- 126:leaf=0.00261846255,cover=0
-booster[811]:
-0:[PialArea5<0.788206637] yes=1,no=2,missing=1,gain=0.351817608,cover=5124388
- 1:[Pol<47.409153] yes=3,no=4,missing=4,gain=2.25092387,cover=2542247
- 3:[Area5<0.65839982] yes=7,no=8,missing=7,gain=6.35590887,cover=167341
- 7:[Curv5<-0.0902613774] yes=15,no=16,missing=15,gain=8.2746315,cover=85798
- 15:[Sulc0<-0.237935558] yes=31,no=32,missing=31,gain=3.3696816,cover=61507
- 31:[Ecc<14.484726] yes=63,no=64,missing=64,gain=3.85122752,cover=57094
- 63:leaf=0.000333237986,cover=0
- 64:leaf=-0.000569608295,cover=0
- 32:[PialCurv5<-0.0644776821] yes=65,no=66,missing=65,gain=2.62776089,cover=4413
- 65:leaf=0.00229274924,cover=0
- 66:leaf=-0.000381575694,cover=0
- 16:[PialArea5<0.636387587] yes=33,no=34,missing=33,gain=9.71727276,cover=24291
- 33:[LGI5<2.36078882] yes=67,no=68,missing=68,gain=4.21585608,cover=10392
- 67:leaf=0.00299633085,cover=0
- 68:leaf=-0.000128912638,cover=0
- 34:[LGI5<2.42065382] yes=69,no=70,missing=69,gain=5.78340149,cover=13899
- 69:leaf=0.000671531598,cover=0
- 70:leaf=-0.00220621936,cover=0
- 8:[Ecc<2.13501525] yes=17,no=18,missing=18,gain=6.83165073,cover=81543
- 17:[Ecc<1.05247808] yes=35,no=36,missing=35,gain=5.05716133,cover=5211
- 35:[Area5<0.690371037] yes=71,no=72,missing=71,gain=5.64894962,cover=2352
- 71:leaf=0.00334602082,cover=0
- 72:leaf=-0.00162280444,cover=0
- 36:[PialCurv5<0.0471153036] yes=73,no=74,missing=73,gain=3.73258018,cover=2859
- 73:leaf=-0.00394659443,cover=0
- 74:leaf=-0.000100027086,cover=0
- 18:[LGI5<2.33929968] yes=37,no=38,missing=37,gain=13.3662119,cover=76332
- 37:[Pol<33.3267784] yes=75,no=76,missing=75,gain=6.24537563,cover=470
- 75:leaf=0.0126651302,cover=0
- 76:leaf=-3.93834453e-05,cover=0
- 38:[Pol<9.44515038] yes=77,no=78,missing=77,gain=6.85368443,cover=75862
- 77:leaf=-0.000306186848,cover=0
- 78:leaf=0.000812103972,cover=0
- 4:[Ecc<38.0136108] yes=9,no=10,missing=10,gain=2.92581224,cover=2374906
- 9:[Area5<0.877147377] yes=19,no=20,missing=20,gain=2.96172285,cover=2262912
- 19:[LGI5<3.37729335] yes=39,no=40,missing=39,gain=2.15175915,cover=2248109
- 39:[LGI5<3.06122994] yes=79,no=80,missing=79,gain=5.79454994,cover=2041553
- 79:leaf=-4.08101114e-05,cover=0
- 80:leaf=0.000182440519,cover=0
- 40:[Ecc<8.97079182] yes=81,no=82,missing=81,gain=5.61208153,cover=206556
- 81:leaf=0.0014773861,cover=0
- 82:leaf=-0.000212959596,cover=0
- 20:[Curv5<-0.066452302] yes=41,no=42,missing=41,gain=4.04795742,cover=14803
- 41:[Sulc0<-0.137935251] yes=83,no=84,missing=83,gain=3.11262703,cover=416
- 83:leaf=0.00688198814,cover=0
- 84:leaf=-0.00833797269,cover=0
- 42:[LGI5<2.36851335] yes=85,no=86,missing=85,gain=2.78202915,cover=14387
- 85:leaf=-0.00111585599,cover=0
- 86:leaf=0.000840761058,cover=0
- 10:[Sulc0<0.966456771] yes=21,no=22,missing=21,gain=5.01306963,cover=111994
- 21:[Curv5<0.171955615] yes=43,no=44,missing=43,gain=7.12816334,cover=69594
- 43:[Pol<130.198486] yes=87,no=88,missing=87,gain=6.88414764,cover=65620
- 87:leaf=-0.000980655081,cover=0
- 88:leaf=0.000159146104,cover=0
- 44:[PialCurv5<0.0824522972] yes=89,no=90,missing=89,gain=1.20363116,cover=3974
- 89:leaf=-0.00611538393,cover=0
- 90:leaf=0.00161856902,cover=0
- 22:[PialCurv5<0.104427323] yes=45,no=46,missing=45,gain=5.26434135,cover=42400
- 45:[Pol<56.1920547] yes=91,no=92,missing=92,gain=2.5928421,cover=1411
- 91:leaf=-0.00492251618,cover=0
- 92:leaf=0.00372185907,cover=0
- 46:[Curv5<0.113010712] yes=93,no=94,missing=93,gain=2.82863593,cover=40989
- 93:leaf=0.00110367232,cover=0
- 94:leaf=-0.000113716458,cover=0
- 2:[MidArea5<0.574335396] yes=5,no=6,missing=5,gain=1.21387243,cover=2582141
- 5:[PialArea5<0.793370187] yes=11,no=12,missing=12,gain=0.254553556,cover=322
- 11:[PialCurv5<-0.159167215] yes=23,no=24,missing=23,gain=0.207875937,cover=109
- 23:[Curv5<-0.245563462] yes=47,no=48,missing=47,gain=0.126392931,cover=31
- 47:[Curv5<-0.331971258] yes=95,no=96,missing=95,gain=0.0257284045,cover=23
- 95:leaf=0.00335690822,cover=0
- 96:leaf=0.00757615361,cover=0
- 48:[Ecc<1.51801682] yes=97,no=98,missing=97,gain=0.0401794873,cover=8
- 97:leaf=-0.00284691039,cover=0
- 98:leaf=0.00409158086,cover=0
- 24:[MidArea5<0.566005528] yes=49,no=50,missing=49,gain=0.180821076,cover=78
- 49:[LGI5<2.37589788] yes=99,no=100,missing=99,gain=0.0314018726,cover=22
- 99:leaf=0.00509361411,cover=0
- 100:leaf=0.00120806159,cover=0
- 50:[LGI5<2.35684347] yes=101,no=102,missing=101,gain=0.086740613,cover=56
- 101:leaf=0.000637725636,cover=0
- 102:leaf=-0.00334378774,cover=0
- 12:[Curv5<-0.247622609] yes=25,no=26,missing=26,gain=0.38266325,cover=213
- 25:[PialCurv5<-0.117370568] yes=51,no=52,missing=52,gain=0.294925511,cover=143
- 51:[LGI5<2.23211861] yes=103,no=104,missing=103,gain=0.162974536,cover=132
- 103:leaf=0.00680506555,cover=0
- 104:leaf=0.00233992725,cover=0
- 52:[Ecc<0.783076942] yes=105,no=106,missing=106,gain=0.0276209638,cover=11
- 105:leaf=0.00163370371,cover=0
- 106:leaf=-0.00574109657,cover=0
- 26:[Pol<116.615585] yes=53,no=54,missing=54,gain=0.313715339,cover=70
- 53:[Curv5<-0.228820562] yes=107,no=108,missing=107,gain=0.103560284,cover=19
- 107:leaf=0.00513195526,cover=0
- 108:leaf=-0.00192769989,cover=0
- 54:[PialCurv5<-0.159167215] yes=109,no=110,missing=110,gain=0.30542779,cover=51
- 109:leaf=-0.00224263873,cover=0
- 110:leaf=0.0103585701,cover=0
- 6:[Pol<68.895668] yes=13,no=14,missing=13,gain=1.17338419,cover=2581819
- 13:[LGI5<2.76843596] yes=27,no=28,missing=28,gain=3.97147274,cover=1155607
- 27:[Ecc<24.7238369] yes=55,no=56,missing=55,gain=5.99722528,cover=544192
- 55:[Curv5<-0.0686563179] yes=111,no=112,missing=111,gain=7.63567066,cover=534224
- 111:leaf=3.41038358e-05,cover=0
- 112:leaf=0.00067251327,cover=0
- 56:[LGI5<2.61550069] yes=113,no=114,missing=113,gain=3.92510796,cover=9968
- 113:leaf=-0.00292811706,cover=0
- 114:leaf=-0.000590567826,cover=0
- 28:[Ecc<10.2861843] yes=57,no=58,missing=57,gain=8.52037144,cover=611415
- 57:[Sulc0<0.013685069] yes=115,no=116,missing=116,gain=32.3253746,cover=201885
- 115:leaf=-0.000281581888,cover=0
- 116:leaf=-0.00452475948,cover=0
- 58:[Pol<54.5053368] yes=117,no=118,missing=117,gain=17.680542,cover=409530
- 117:leaf=-8.03057555e-05,cover=0
- 118:leaf=0.00110811472,cover=0
- 14:[Pol<100.090813] yes=29,no=30,missing=29,gain=10.042243,cover=1426212
- 29:[Ecc<4.40349627] yes=59,no=60,missing=59,gain=20.7035103,cover=192577
- 59:[Area5<0.683164001] yes=119,no=120,missing=119,gain=12.5471802,cover=106804
- 119:leaf=0.000467786303,cover=0
- 120:leaf=-0.000616325531,cover=0
- 60:[Area5<0.76451689] yes=121,no=122,missing=121,gain=16.2870064,cover=85773
- 121:leaf=0.00136305951,cover=0
- 122:leaf=-0.000212542858,cover=0
- 30:[Ecc<36.5542564] yes=61,no=62,missing=61,gain=5.59893751,cover=1233635
- 61:[Ecc<17.2700901] yes=123,no=124,missing=123,gain=3.58958077,cover=1172104
- 123:leaf=8.00057114e-06,cover=0
- 124:leaf=-0.000216732544,cover=0
- 62:[Pol<145.397461] yes=125,no=126,missing=125,gain=20.3361969,cover=61531
- 125:leaf=0.0021084738,cover=0
- 126:leaf=-4.43941062e-05,cover=0
-booster[812]:
-0:[MidArea5<0.900558591] yes=1,no=2,missing=1,gain=0.376398236,cover=5124388
- 1:[PialCurv5<-0.111886919] yes=3,no=4,missing=4,gain=1.03816378,cover=4478296
- 3:[Curv5<-0.166574284] yes=7,no=8,missing=7,gain=9.86025524,cover=848698
- 7:[PialArea5<1.07926941] yes=15,no=16,missing=15,gain=2.35108757,cover=804301
- 15:[LGI5<3.50441384] yes=31,no=32,missing=31,gain=2.1504724,cover=749247
- 31:[MidArea5<0.750180483] yes=63,no=64,missing=64,gain=3.3877213,cover=705605
- 63:leaf=5.59262407e-05,cover=0
- 64:leaf=-0.000165236488,cover=0
- 32:[Pol<148.336472] yes=65,no=66,missing=65,gain=2.30022621,cover=43642
- 65:leaf=0.000714536291,cover=0
- 66:leaf=-1.36683948e-05,cover=0
- 16:[Sulc0<-0.298712492] yes=33,no=34,missing=34,gain=3.5265522,cover=55054
- 33:[Pol<164.532394] yes=67,no=68,missing=68,gain=1.44955373,cover=53875
- 67:leaf=0.000506590004,cover=0
- 68:leaf=-0.000148724619,cover=0
- 34:[LGI5<2.37953305] yes=69,no=70,missing=69,gain=0.691210747,cover=1179
- 69:leaf=-0.0124077005,cover=0
- 70:leaf=-0.00223557604,cover=0
- 8:[PialArea5<0.856611013] yes=17,no=18,missing=18,gain=10.3666306,cover=44397
- 17:[Area5<0.723411918] yes=35,no=36,missing=35,gain=5.62654448,cover=23821
- 35:[MidArea5<0.700202465] yes=71,no=72,missing=71,gain=4.08107996,cover=21446
- 71:leaf=-5.38893983e-05,cover=0
- 72:leaf=0.00160290208,cover=0
- 36:[Pol<146.864227] yes=73,no=74,missing=74,gain=2.81740093,cover=2375
- 73:leaf=-0.00324280048,cover=0
- 74:leaf=0.000732339104,cover=0
- 18:[Curv5<-0.144993886] yes=37,no=38,missing=38,gain=4.74995232,cover=20576
- 37:[PialCurv5<-0.125671759] yes=75,no=76,missing=76,gain=4.93226957,cover=13816
- 75:leaf=0.00271605118,cover=0
- 76:leaf=0.000521414157,cover=0
- 38:[LGI5<2.69470191] yes=77,no=78,missing=77,gain=5.41721535,cover=6760
- 77:leaf=0.00399962254,cover=0
- 78:leaf=0.00116182573,cover=0
- 4:[PialArea5<1.08444798] yes=9,no=10,missing=10,gain=6.82119608,cover=3629598
- 9:[Curv5<-0.203415334] yes=19,no=20,missing=19,gain=3.36912251,cover=3577759
- 19:[MidArea5<0.773718297] yes=39,no=40,missing=39,gain=6.8831706,cover=122578
- 39:[LGI5<2.28518939] yes=79,no=80,missing=80,gain=3.4883306,cover=80631
- 79:leaf=0.000958574179,cover=0
- 80:leaf=-0.000131570123,cover=0
- 40:[Sulc0<-0.574995995] yes=81,no=82,missing=81,gain=4.64637566,cover=41947
- 81:leaf=0.000341132516,cover=0
- 82:leaf=0.0014164641,cover=0
- 20:[PialCurv5<-0.0779728889] yes=41,no=42,missing=41,gain=3.60144114,cover=3455181
- 41:[Curv5<-0.117843308] yes=83,no=84,missing=84,gain=32.5062332,cover=417556
- 83:leaf=-0.000340465573,cover=0
- 84:leaf=0.000896040932,cover=0
- 42:[Curv5<-0.143275946] yes=85,no=86,missing=85,gain=15.4912081,cover=3037625
- 85:leaf=0.000624230132,cover=0
- 86:leaf=-1.92147818e-05,cover=0
- 10:[PialCurv5<-0.0542625114] yes=21,no=22,missing=22,gain=9.34009171,cover=51839
- 21:[Pol<166.64444] yes=43,no=44,missing=44,gain=2.66117263,cover=46839
- 43:[LGI5<2.26652193] yes=87,no=88,missing=87,gain=2.48416042,cover=40297
- 87:leaf=0.00069897197,cover=0
- 88:leaf=-0.000645313587,cover=0
- 44:[Ecc<9.75650311] yes=89,no=90,missing=89,gain=2.11923599,cover=6542
- 89:leaf=0.00106832979,cover=0
- 90:leaf=-0.00105093815,cover=0
- 22:[LGI5<3.4634192] yes=45,no=46,missing=45,gain=2.37003899,cover=5000
- 45:[LGI5<2.42065382] yes=91,no=92,missing=92,gain=2.61037636,cover=4924
- 91:leaf=-0.001043036,cover=0
- 92:leaf=-0.00354095059,cover=0
- 46:[Ecc<14.9070177] yes=93,no=94,missing=93,gain=1.24839151,cover=76
- 93:leaf=-0.00384660321,cover=0
- 94:leaf=0.0101062581,cover=0
- 2:[PialCurv5<-0.11422696] yes=5,no=6,missing=5,gain=2.0946157,cover=646092
- 5:[Curv5<-0.161761403] yes=11,no=12,missing=11,gain=5.67448044,cover=203390
- 11:[Sulc0<-0.757337272] yes=23,no=24,missing=23,gain=6.16425228,cover=194126
- 23:[Ecc<2.91795349] yes=47,no=48,missing=47,gain=3.24187088,cover=121743
- 47:[Area5<0.536314785] yes=95,no=96,missing=96,gain=1.87319624,cover=32318
- 95:leaf=0.00376512366,cover=0
- 96:leaf=-0.000401829515,cover=0
- 48:[Pol<20.2198563] yes=97,no=98,missing=98,gain=4.354352,cover=89425
- 97:leaf=-0.000232486986,cover=0
- 98:leaf=0.000488026679,cover=0
- 24:[Ecc<0.783076942] yes=49,no=50,missing=50,gain=2.20498562,cover=72383
- 49:[LGI5<2.56467891] yes=99,no=100,missing=100,gain=1.38756299,cover=388
- 99:leaf=-0.00313015073,cover=0
- 100:leaf=-0.0121519109,cover=0
- 50:[Pol<173.32489] yes=101,no=102,missing=101,gain=1.95937681,cover=71995
- 101:leaf=-0.000421992416,cover=0
- 102:leaf=-0.00137284549,cover=0
- 12:[PialArea5<1.4350239] yes=25,no=26,missing=25,gain=2.84265614,cover=9264
- 25:[Ecc<7.64592981] yes=51,no=52,missing=51,gain=3.28793383,cover=7813
- 51:[Ecc<1.05247808] yes=103,no=104,missing=103,gain=2.57629585,cover=4622
- 103:leaf=-0.00269446708,cover=0
- 104:leaf=0.00261764508,cover=0
- 52:[Curv5<-0.0943295062] yes=105,no=106,missing=106,gain=6.27720261,cover=3191
- 105:leaf=0.00068878493,cover=0
- 106:leaf=-0.0110626221,cover=0
- 26:[Sulc0<-0.708302617] yes=53,no=54,missing=53,gain=3.60105753,cover=1451
- 53:[Pol<41.8258972] yes=107,no=108,missing=108,gain=1.63162065,cover=983
- 107:leaf=0.0026685216,cover=0
- 108:leaf=-0.00141629716,cover=0
- 54:[Pol<43.7633247] yes=109,no=110,missing=109,gain=1.31032515,cover=468
- 109:leaf=-0.00724390289,cover=0
- 110:leaf=-0.00194502831,cover=0
- 6:[Curv5<-0.195883974] yes=13,no=14,missing=13,gain=4.76410627,cover=442702
- 13:[Sulc0<-0.864702106] yes=27,no=28,missing=27,gain=4.18257618,cover=50185
- 27:[Area5<0.987501919] yes=55,no=56,missing=55,gain=1.70580137,cover=20080
- 55:[LGI5<2.25075769] yes=111,no=112,missing=112,gain=1.70938766,cover=19993
- 111:leaf=0.00144664035,cover=0
- 112:leaf=-0.000178411836,cover=0
- 56:[LGI5<2.34802985] yes=113,no=114,missing=114,gain=1.5768193,cover=87
- 113:leaf=0.0246935412,cover=0
- 114:leaf=0.00435022172,cover=0
- 28:[Pol<153.554306] yes=57,no=58,missing=57,gain=2.96957397,cover=30105
- 57:[Ecc<3.73767829] yes=115,no=116,missing=115,gain=3.38903809,cover=22497
- 115:leaf=6.22616135e-05,cover=0
- 116:leaf=0.00154310907,cover=0
- 58:[Ecc<2.31110334] yes=117,no=118,missing=117,gain=2.56510282,cover=7608
- 117:leaf=0.00573491538,cover=0
- 118:leaf=-7.46285587e-05,cover=0
- 14:[Pol<138.276962] yes=29,no=30,missing=29,gain=3.69426513,cover=392517
- 29:[Ecc<2.3695333] yes=59,no=60,missing=59,gain=3.07286906,cover=287640
- 59:[Pol<116.615585] yes=119,no=120,missing=119,gain=7.0401392,cover=42548
- 119:leaf=0.000542059832,cover=0
- 120:leaf=-0.00168588606,cover=0
- 60:[Ecc<5.78819752] yes=121,no=122,missing=121,gain=7.55410051,cover=245092
- 121:leaf=-0.000497030269,cover=0
- 122:leaf=8.31580401e-05,cover=0
- 30:[Ecc<9.75650311] yes=61,no=62,missing=62,gain=3.48091197,cover=104877
- 61:[LGI5<3.47596025] yes=123,no=124,missing=124,gain=5.8037219,cover=55287
- 123:leaf=0.000532203354,cover=0
- 124:leaf=0.00859685522,cover=0
- 62:[Pol<159.435425] yes=125,no=126,missing=126,gain=4.27096415,cover=49590
- 125:leaf=0.000566956704,cover=0
- 126:leaf=-0.000383910839,cover=0
-booster[813]:
-0:[PialArea5<0.95820266] yes=1,no=2,missing=2,gain=0.356114566,cover=5124388
- 1:[Pol<175.068527] yes=3,no=4,missing=3,gain=0.701382816,cover=3832066
- 3:[Curv5<-0.269494504] yes=7,no=8,missing=7,gain=0.848721445,cover=3708094
- 7:[MidArea5<0.694149137] yes=15,no=16,missing=15,gain=1.83582664,cover=191980
- 15:[Area5<0.551487505] yes=31,no=32,missing=31,gain=0.964518607,cover=114483
- 31:[LGI5<2.41354537] yes=63,no=64,missing=63,gain=1.89879394,cover=82695
- 63:leaf=-0.000340091035,cover=0
- 64:leaf=0.000199388669,cover=0
- 32:[LGI5<2.32613516] yes=65,no=66,missing=65,gain=3.19929767,cover=31788
- 65:leaf=0.00235923356,cover=0
- 66:leaf=-0.000366147811,cover=0
- 16:[PialCurv5<-0.0819871053] yes=33,no=34,missing=34,gain=2.60879111,cover=77497
- 33:[LGI5<2.24172258] yes=67,no=68,missing=68,gain=2.20921326,cover=76832
- 67:leaf=0.00230753957,cover=0
- 68:leaf=0.000269822369,cover=0
- 34:[LGI5<3.24660802] yes=69,no=70,missing=70,gain=1.06314778,cover=665
- 69:leaf=-0.00201815343,cover=0
- 70:leaf=-0.00773854274,cover=0
- 8:[Curv5<-0.0773924068] yes=17,no=18,missing=17,gain=1.39492857,cover=3516114
- 17:[PialCurv5<-0.0280297659] yes=35,no=36,missing=36,gain=7.58499384,cover=1061462
- 35:[Sulc0<-0.00176540145] yes=71,no=72,missing=72,gain=5.12386799,cover=995757
- 71:leaf=-7.0459726e-05,cover=0
- 72:leaf=-0.000544205017,cover=0
- 36:[MidArea5<0.713920057] yes=73,no=74,missing=74,gain=13.797369,cover=65705
- 73:leaf=-0.000206679149,cover=0
- 74:leaf=0.00124832464,cover=0
- 18:[PialCurv5<-0.0501225069] yes=37,no=38,missing=37,gain=7.89587784,cover=2454652
- 37:[PialArea5<0.742050111] yes=75,no=76,missing=75,gain=19.7912025,cover=67073
- 75:leaf=-0.000441459939,cover=0
- 76:leaf=0.00129125873,cover=0
- 38:[Curv5<-0.0530214235] yes=77,no=78,missing=77,gain=4.38941526,cover=2387579
- 77:leaf=-0.000314814737,cover=0
- 78:leaf=3.67620419e-06,cover=0
- 4:[Sulc0<0.0530014001] yes=9,no=10,missing=10,gain=2.47677374,cover=123972
- 9:[PialArea5<0.636387587] yes=19,no=20,missing=19,gain=2.65148878,cover=116218
- 19:[Curv5<0.120553598] yes=39,no=40,missing=39,gain=1.9400773,cover=27965
- 39:[Area5<0.715747833] yes=79,no=80,missing=80,gain=3.84222937,cover=17160
- 79:leaf=0.000596670143,cover=0
- 80:leaf=0.00264378893,cover=0
- 40:[LGI5<2.95092106] yes=81,no=82,missing=81,gain=3.32110071,cover=10805
- 81:leaf=0.000739179261,cover=0
- 82:leaf=-0.00107559189,cover=0
- 20:[Ecc<3.54469991] yes=41,no=42,missing=41,gain=3.16716814,cover=88253
- 41:[Area5<0.603367925] yes=83,no=84,missing=83,gain=2.78113699,cover=22321
- 83:leaf=-4.58197392e-05,cover=0
- 84:leaf=-0.00119601365,cover=0
- 42:[Sulc0<-0.370474488] yes=85,no=86,missing=86,gain=2.96412945,cover=65932
- 85:leaf=0.000401133904,cover=0
- 86:leaf=-0.000371739094,cover=0
- 10:[Curv5<0.14511615] yes=21,no=22,missing=21,gain=4.98310947,cover=7754
- 21:[Ecc<10.0121937] yes=43,no=44,missing=43,gain=11.4753637,cover=3602
- 43:[Curv5<0.113010712] yes=87,no=88,missing=87,gain=2.33948326,cover=1233
- 87:leaf=-0.00763094379,cover=0
- 88:leaf=-0.00306093669,cover=0
- 44:[Curv5<-0.0963523984] yes=89,no=90,missing=89,gain=3.2675395,cover=2369
- 89:leaf=0.00294690602,cover=0
- 90:leaf=-0.00121810578,cover=0
- 22:[Sulc0<0.354630351] yes=45,no=46,missing=45,gain=1.33641469,cover=4152
- 45:[Ecc<19.4699688] yes=91,no=92,missing=91,gain=1.62707591,cover=3623
- 91:leaf=0.000651353155,cover=0
- 92:leaf=0.0104363877,cover=0
- 46:[LGI5<2.54917789] yes=93,no=94,missing=93,gain=0.799142778,cover=529
- 93:leaf=0.00192541757,cover=0
- 94:leaf=-0.0028979145,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=6,gain=0.78747493,cover=1292322
- 5:[Ecc<8.29616165] yes=11,no=12,missing=11,gain=1.78172565,cover=2995
- 11:[Pol<6.72755051] yes=23,no=24,missing=23,gain=1.239887,cover=1837
- 23:[PialArea5<1.05055559] yes=47,no=48,missing=48,gain=0.653574884,cover=258
- 47:[Ecc<6.52965975] yes=95,no=96,missing=95,gain=0.721438587,cover=106
- 95:leaf=-0.002308683,cover=0
- 96:leaf=0.00724977767,cover=0
- 48:[LGI5<2.83041978] yes=97,no=98,missing=98,gain=0.644025087,cover=152
- 97:leaf=-0.00229721679,cover=0
- 98:leaf=-0.00889668614,cover=0
- 24:[Area5<0.784037054] yes=49,no=50,missing=49,gain=0.975777864,cover=1579
- 49:[PialArea5<1.19545019] yes=99,no=100,missing=100,gain=1.43601358,cover=1198
- 99:leaf=0.000731926819,cover=0
- 100:leaf=-0.0041120667,cover=0
- 50:[Pol<161.595886] yes=101,no=102,missing=101,gain=1.79788029,cover=381
- 101:leaf=0.00231022178,cover=0
- 102:leaf=0.0228402186,cover=0
- 12:[Pol<108.715256] yes=25,no=26,missing=25,gain=1.30848026,cover=1158
- 25:[Pol<13.2006302] yes=51,no=52,missing=51,gain=1.1158272,cover=886
- 51:[LGI5<2.45281005] yes=103,no=104,missing=104,gain=0.589478135,cover=365
- 103:leaf=0.0085286973,cover=0
- 104:leaf=-0.00383075024,cover=0
- 52:[LGI5<3.45167398] yes=105,no=106,missing=105,gain=0.94176054,cover=521
- 105:leaf=0.000999967917,cover=0
- 106:leaf=-0.00489450758,cover=0
- 26:[Pol<166.64444] yes=53,no=54,missing=54,gain=1.47666907,cover=272
- 53:[LGI5<2.86927843] yes=107,no=108,missing=107,gain=0.589333057,cover=165
- 107:leaf=-0.00500667421,cover=0
- 108:leaf=-0.0110969394,cover=0
- 54:[LGI5<2.90190363] yes=109,no=110,missing=109,gain=0.824395776,cover=107
- 109:leaf=0.00789359864,cover=0
- 110:leaf=-0.00294169667,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=14,gain=0.759504676,cover=1289327
- 13:[Area5<0.489361584] yes=27,no=28,missing=27,gain=0.723501325,cover=1283234
- 27:[Sulc0<-0.173886195] yes=55,no=56,missing=55,gain=3.15613556,cover=15700
- 55:[Ecc<7.54628181] yes=111,no=112,missing=111,gain=1.65222645,cover=15672
- 111:leaf=0.000481344294,cover=0
- 112:leaf=-0.00248622685,cover=0
- 56:[Curv5<-0.0366821773] yes=113,no=114,missing=113,gain=0.0939276218,cover=28
- 113:leaf=-0.0173832234,cover=0
- 114:leaf=-0.00658291718,cover=0
- 28:[MidArea5<0.762632251] yes=57,no=58,missing=58,gain=1.68895948,cover=1267534
- 57:[Curv5<-0.121808149] yes=115,no=116,missing=115,gain=2.44113588,cover=16828
- 115:leaf=-0.000360731705,cover=0
- 116:leaf=-0.00352590205,cover=0
- 58:[MidArea5<0.797055602] yes=117,no=118,missing=117,gain=1.18817067,cover=1250706
- 117:leaf=0.000243202419,cover=0
- 118:leaf=1.35942391e-05,cover=0
- 14:[Pol<25.2957573] yes=29,no=30,missing=30,gain=3.03334904,cover=6093
- 29:[Ecc<21.3640327] yes=59,no=60,missing=59,gain=0.605793118,cover=1415
- 59:[MidArea5<0.888195574] yes=119,no=120,missing=120,gain=0.652396321,cover=418
- 119:leaf=-0.0010585105,cover=0
- 120:leaf=-0.00501087215,cover=0
- 60:[Sulc0<-0.552155435] yes=121,no=122,missing=121,gain=1.5943234,cover=997
- 121:leaf=0.00141005206,cover=0
- 122:leaf=-0.00260109431,cover=0
- 30:[Ecc<20.7119312] yes=61,no=62,missing=62,gain=1.90846515,cover=4678
- 61:[Sulc0<-0.101085678] yes=123,no=124,missing=123,gain=0.973656118,cover=2388
- 123:leaf=1.67134694e-05,cover=0
- 124:leaf=0.00559397554,cover=0
- 62:[Area5<0.805150867] yes=125,no=126,missing=125,gain=2.03219557,cover=2290
- 125:leaf=0.00289531006,cover=0
- 126:leaf=-0.00108499674,cover=0
-booster[814]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=1,gain=0.332598776,cover=5124388
- 1:[Ecc<1.46579576] yes=3,no=4,missing=3,gain=0.374337494,cover=5024305
- 3:[LGI5<2.33929968] yes=7,no=8,missing=7,gain=1.63104439,cover=477531
- 7:[Area5<0.660333693] yes=15,no=16,missing=15,gain=1.89947331,cover=178193
- 15:[PialArea5<1.22674179] yes=31,no=32,missing=31,gain=3.17242408,cover=138198
- 31:[LGI5<2.22170687] yes=63,no=64,missing=64,gain=1.92446947,cover=134798
- 63:leaf=2.02785923e-05,cover=0
- 64:leaf=-0.000404744787,cover=0
- 32:[PialCurv5<-0.132898524] yes=65,no=66,missing=65,gain=2.15065503,cover=3400
- 65:leaf=-0.00243310072,cover=0
- 66:leaf=0.00168481225,cover=0
- 16:[PialCurv5<-0.0858580992] yes=33,no=34,missing=33,gain=5.87616253,cover=39995
- 33:[PialArea5<0.968038738] yes=67,no=68,missing=67,gain=4.38843298,cover=9423
- 67:leaf=0.000923590385,cover=0
- 68:leaf=-0.00157248252,cover=0
- 34:[Sulc0<-0.0326132737] yes=69,no=70,missing=69,gain=3.70745897,cover=30572
- 69:leaf=0.000605487323,cover=0
- 70:leaf=-0.00186914392,cover=0
- 8:[Pol<46.5024796] yes=17,no=18,missing=17,gain=2.10115004,cover=299338
- 17:[Area5<0.4695113] yes=35,no=36,missing=35,gain=4.0781703,cover=66157
- 35:[PialArea5<0.96486038] yes=71,no=72,missing=72,gain=2.12264156,cover=5354
- 71:leaf=0.000772427535,cover=0
- 72:leaf=0.00411471911,cover=0
- 36:[PialArea5<1.00558591] yes=73,no=74,missing=73,gain=3.4452095,cover=60803
- 73:leaf=-0.000661242695,cover=0
- 74:leaf=0.00010015101,cover=0
- 18:[LGI5<2.35279679] yes=37,no=38,missing=37,gain=4.30847931,cover=233181
- 37:[Area5<0.691153347] yes=75,no=76,missing=75,gain=5.51974773,cover=14983
- 75:leaf=0.000509722449,cover=0
- 76:leaf=0.00317347678,cover=0
- 38:[Pol<86.7064972] yes=77,no=78,missing=77,gain=2.75906587,cover=218198
- 77:leaf=0.000349664217,cover=0
- 78:leaf=-6.09974268e-05,cover=0
- 4:[Ecc<2.19188094] yes=9,no=10,missing=10,gain=0.673865616,cover=4546774
- 9:[Pol<84.1277542] yes=19,no=20,missing=19,gain=4.69173384,cover=257846
- 19:[PialArea5<0.742050111] yes=39,no=40,missing=39,gain=8.12420654,cover=104030
- 39:[Area5<0.629274011] yes=79,no=80,missing=79,gain=4.79341698,cover=17300
- 79:leaf=-0.000330245472,cover=0
- 80:leaf=-0.00199483312,cover=0
- 40:[Sulc0<-1.03844893] yes=81,no=82,missing=81,gain=4.54175711,cover=86730
- 81:leaf=-0.000841034693,cover=0
- 82:leaf=0.000171328604,cover=0
- 20:[Pol<104.929901] yes=41,no=42,missing=41,gain=9.96182537,cover=153816
- 41:[Curv5<0.012354264] yes=83,no=84,missing=83,gain=15.8489208,cover=42913
- 83:leaf=0.0028889731,cover=0
- 84:leaf=0.000438376388,cover=0
- 42:[Sulc0<-0.357752919] yes=85,no=86,missing=85,gain=15.108449,cover=110903
- 85:leaf=0.000350671966,cover=0
- 86:leaf=-0.000982534024,cover=0
- 10:[LGI5<2.16230083] yes=21,no=22,missing=21,gain=1.65511191,cover=4288928
- 21:[MidArea5<0.623027146] yes=43,no=44,missing=44,gain=4.49006033,cover=17594
- 43:[PialCurv5<0.208232641] yes=87,no=88,missing=87,gain=4.26239395,cover=6088
- 87:leaf=0.00166991656,cover=0
- 88:leaf=-0.0010419538,cover=0
- 44:[LGI5<2.13090348] yes=89,no=90,missing=89,gain=2.18928528,cover=11506
- 89:leaf=-0.000383664476,cover=0
- 90:leaf=-0.00176314486,cover=0
- 22:[LGI5<2.25075769] yes=45,no=46,missing=46,gain=1.35125577,cover=4271334
- 45:[PialArea5<0.801087916] yes=91,no=92,missing=91,gain=3.44050503,cover=60754
- 91:leaf=-9.2500959e-05,cover=0
- 92:leaf=0.000667597109,cover=0
- 46:[LGI5<2.25958419] yes=93,no=94,missing=94,gain=1.12974191,cover=4210580
- 93:leaf=-0.000524036062,cover=0
- 94:leaf=-2.18990704e-06,cover=0
- 2:[Area5<0.619086087] yes=5,no=6,missing=5,gain=1.45280766,cover=100083
- 5:[Pol<121.397697] yes=11,no=12,missing=11,gain=1.54610515,cover=800
- 11:[Curv5<-0.134546712] yes=23,no=24,missing=23,gain=1.24543858,cover=483
- 23:[Pol<35.2629585] yes=47,no=48,missing=48,gain=1.06389761,cover=467
- 47:[Ecc<3.29132295] yes=95,no=96,missing=95,gain=0.669011831,cover=324
- 95:leaf=0.00176611531,cover=0
- 96:leaf=0.00758804753,cover=0
- 48:[PialCurv5<-0.131946102] yes=97,no=98,missing=98,gain=0.729929447,cover=143
- 97:leaf=0.000923853309,cover=0
- 98:leaf=0.00983439852,cover=0
- 24:[Ecc<0.669936359] yes=49,no=50,missing=49,gain=0.538374841,cover=16
- 49:[PialCurv5<-0.0974217355] yes=99,no=100,missing=99,gain=0.103269845,cover=5
- 99:leaf=-0.00394439278,cover=0
- 100:leaf=0.00861386117,cover=0
- 50:[Sulc0<-1.15707839] yes=101,no=102,missing=101,gain=0.0407038927,cover=11
- 101:leaf=-0.0024561882,cover=0
- 102:leaf=-0.0160556752,cover=0
- 12:[Area5<0.586059749] yes=25,no=26,missing=25,gain=1.21657634,cover=317
- 25:[Curv5<-0.20189926] yes=51,no=52,missing=52,gain=0.724066913,cover=98
- 51:[Ecc<7.69572639] yes=103,no=104,missing=103,gain=0.364073515,cover=44
- 103:leaf=0.0103890337,cover=0
- 104:leaf=-0.00335613685,cover=0
- 52:[Pol<154.27803] yes=105,no=106,missing=105,gain=0.129851639,cover=54
- 105:leaf=-0.00196993584,cover=0
- 106:leaf=0.00287359534,cover=0
- 26:[PialCurv5<-0.11266306] yes=53,no=54,missing=53,gain=0.385139108,cover=219
- 53:[Pol<171.401581] yes=107,no=108,missing=108,gain=0.601247132,cover=106
- 107:leaf=0.00181277003,cover=0
- 108:leaf=-0.006700709,cover=0
- 54:[Pol<171.401581] yes=109,no=110,missing=109,gain=0.597772598,cover=113
- 109:leaf=-0.00646229414,cover=0
- 110:leaf=0.00233822106,cover=0
- 6:[LGI5<2.16230083] yes=13,no=14,missing=14,gain=1.48087311,cover=99283
- 13:[Ecc<0.836319208] yes=27,no=28,missing=27,gain=1.51259887,cover=408
- 27:[Sulc0<-1.15707839] yes=55,no=56,missing=55,gain=0.233253002,cover=45
- 55:[Pol<65.8802414] yes=111,no=112,missing=111,gain=0.231561422,cover=39
- 111:leaf=0.0147865703,cover=0
- 112:leaf=0.0040377588,cover=0
- 56:[Ecc<0.45941934] yes=113,no=114,missing=113,gain=0.00252071302,cover=6
- 113:leaf=-0.000141376266,cover=0
- 114:leaf=0.0024373054,cover=0
- 28:[PialArea5<1.57955706] yes=57,no=58,missing=57,gain=0.877908945,cover=363
- 57:[Ecc<3.8768425] yes=115,no=116,missing=115,gain=0.779189825,cover=251
- 115:leaf=0.00476313708,cover=0
- 116:leaf=-0.00311599742,cover=0
- 58:[Area5<0.756765008] yes=117,no=118,missing=118,gain=0.513976157,cover=112
- 117:leaf=0.00200114376,cover=0
- 118:leaf=-0.00474678772,cover=0
- 14:[Pol<50.9985542] yes=29,no=30,missing=29,gain=1.34599042,cover=98875
- 29:[Area5<0.66211915] yes=59,no=60,missing=59,gain=1.02221942,cover=66976
- 59:[Ecc<3.29132295] yes=119,no=120,missing=120,gain=1.86023116,cover=1368
- 119:leaf=0.000248758763,cover=0
- 120:leaf=0.00456263358,cover=0
- 60:[Ecc<6.2938199] yes=121,no=122,missing=121,gain=1.20250738,cover=65608
- 121:leaf=-0.000267200201,cover=0
- 122:leaf=0.000170982414,cover=0
- 30:[Pol<159.435425] yes=61,no=62,missing=61,gain=1.82404506,cover=31899
- 61:[Area5<0.987501919] yes=123,no=124,missing=123,gain=2.20031619,cover=19371
- 123:leaf=0.000964934647,cover=0
- 124:leaf=-0.000220980612,cover=0
- 62:[Ecc<6.10119486] yes=125,no=126,missing=125,gain=3.17535186,cover=12528
- 125:leaf=0.0012476322,cover=0
- 126:leaf=-0.000597981212,cover=0
-booster[815]:
-0:[Pol<3.6072247] yes=1,no=2,missing=1,gain=0.326699346,cover=5124388
- 1:[Ecc<5.91357183] yes=3,no=4,missing=4,gain=2.95988488,cover=80066
- 3:[Sulc0<-0.493071198] yes=7,no=8,missing=8,gain=1.13758516,cover=13559
- 7:[Curv5<-0.0507577434] yes=15,no=16,missing=16,gain=2.08489347,cover=12214
- 15:[PialCurv5<-0.0632625744] yes=31,no=32,missing=32,gain=1.45321929,cover=11811
- 31:[Area5<0.924216449] yes=63,no=64,missing=64,gain=0.85235697,cover=10848
- 63:leaf=-0.000432776957,cover=0
- 64:leaf=0.0031052602,cover=0
- 32:[LGI5<2.89660096] yes=65,no=66,missing=65,gain=1.41018629,cover=963
- 65:leaf=-0.0028745255,cover=0
- 66:leaf=0.00530730886,cover=0
- 16:[PialCurv5<-0.0948967114] yes=33,no=34,missing=33,gain=2.73270655,cover=403
- 33:[Ecc<2.73602629] yes=67,no=68,missing=68,gain=1.4087162,cover=17
- 67:leaf=-0.00705754152,cover=0
- 68:leaf=0.0284750443,cover=0
- 34:[Area5<0.759248734] yes=69,no=70,missing=69,gain=1.00755072,cover=386
- 69:leaf=0.00375465676,cover=0
- 70:leaf=-0.00200326461,cover=0
- 8:[LGI5<2.56078315] yes=17,no=18,missing=18,gain=0.974439144,cover=1345
- 17:[LGI5<2.52320862] yes=35,no=36,missing=36,gain=1.06393182,cover=690
- 35:[Curv5<-0.0752395913] yes=71,no=72,missing=71,gain=0.781101584,cover=578
- 71:leaf=-0.00333847362,cover=0
- 72:leaf=0.000333428325,cover=0
- 36:[Ecc<3.94116735] yes=73,no=74,missing=73,gain=1.3818475,cover=112
- 73:leaf=-0.000938349054,cover=0
- 74:leaf=0.0102343326,cover=0
- 18:[PialCurv5<-0.0297427773] yes=37,no=38,missing=38,gain=1.06810069,cover=655
- 37:[Ecc<4.46987629] yes=75,no=76,missing=76,gain=0.648188472,cover=383
- 75:leaf=-0.00472739339,cover=0
- 76:leaf=-0.000263200665,cover=0
- 38:[PialArea5<0.761482477] yes=77,no=78,missing=78,gain=0.622948885,cover=272
- 77:leaf=-0.0034798102,cover=0
- 78:leaf=-0.00831328053,cover=0
- 4:[LGI5<3.38720298] yes=9,no=10,missing=9,gain=1.43296099,cover=66507
- 9:[PialArea5<0.628734469] yes=19,no=20,missing=20,gain=0.982528925,cover=57283
- 19:[LGI5<2.68917012] yes=39,no=40,missing=40,gain=3.00008345,cover=3520
- 39:[PialCurv5<-0.0363363102] yes=79,no=80,missing=79,gain=6.4585247,cover=162
- 79:leaf=-0.0133158816,cover=0
- 80:leaf=0.0111889541,cover=0
- 40:[Ecc<36.5542564] yes=81,no=82,missing=81,gain=2.08188486,cover=3358
- 81:leaf=-0.00117714494,cover=0
- 82:leaf=0.00330450316,cover=0
- 20:[Sulc0<0.244668111] yes=41,no=42,missing=42,gain=1.17163372,cover=53763
- 41:[Curv5<-0.138079464] yes=83,no=84,missing=84,gain=0.860274553,cover=53493
- 83:leaf=0.000224127769,cover=0
- 84:leaf=0.000648445624,cover=0
- 42:[Ecc<15.5679035] yes=85,no=86,missing=86,gain=2.72294283,cover=270
- 85:leaf=-0.0157448836,cover=0
- 86:leaf=0.00494248327,cover=0
- 10:[Ecc<30.959959] yes=21,no=22,missing=22,gain=0.942407012,cover=9224
- 21:[Ecc<10.8716469] yes=43,no=44,missing=43,gain=1.36225295,cover=6056
- 43:[Area5<0.703760326] yes=87,no=88,missing=87,gain=2.55777025,cover=1150
- 87:leaf=0.000801815477,cover=0
- 88:leaf=-0.00391148543,cover=0
- 44:[PialCurv5<-0.0789950639] yes=89,no=90,missing=89,gain=1.96473074,cover=4906
- 89:leaf=-0.000360939128,cover=0
- 90:leaf=0.001724503,cover=0
- 22:[LGI5<3.64692807] yes=45,no=46,missing=45,gain=1.59787714,cover=3168
- 45:[PialCurv5<-0.167439327] yes=91,no=92,missing=92,gain=1.18691969,cover=2459
- 91:leaf=0.00265509426,cover=0
- 92:leaf=-0.00192252011,cover=0
- 46:[Curv5<-0.0507577434] yes=93,no=94,missing=93,gain=1.59021282,cover=709
- 93:leaf=-2.18151799e-05,cover=0
- 94:leaf=0.00627141958,cover=0
- 2:[MidArea5<0.900558591] yes=5,no=6,missing=5,gain=0.411023498,cover=5044322
- 5:[PialCurv5<-0.115016438] yes=11,no=12,missing=11,gain=0.865866899,cover=4421098
- 11:[Curv5<-0.175970852] yes=23,no=24,missing=23,gain=9.09197044,cover=770054
- 23:[PialArea5<1.07926941] yes=47,no=48,missing=47,gain=2.01391172,cover=720494
- 47:[MidArea5<0.753228784] yes=95,no=96,missing=95,gain=1.86834967,cover=672844
- 95:leaf=4.42016717e-05,cover=0
- 96:leaf=-0.000124855578,cover=0
- 48:[Sulc0<-0.298712492] yes=97,no=98,missing=97,gain=3.27038646,cover=47650
- 97:leaf=0.000368757144,cover=0
- 98:leaf=-0.00262407097,cover=0
- 24:[PialArea5<0.856611013] yes=49,no=50,missing=49,gain=7.4571867,cover=49560
- 49:[Area5<0.72690624] yes=99,no=100,missing=99,gain=3.87464476,cover=25559
- 99:leaf=0.000288684852,cover=0
- 100:leaf=-0.00192736427,cover=0
- 50:[Curv5<-0.150053754] yes=101,no=102,missing=101,gain=5.32885742,cover=24001
- 101:leaf=0.000885448244,cover=0
- 102:leaf=0.00258021895,cover=0
- 12:[PialArea5<1.08978546] yes=25,no=26,missing=25,gain=4.59132528,cover=3651044
- 25:[Curv5<-0.217408031] yes=51,no=52,missing=51,gain=2.66181731,cover=3601847
- 51:[Area5<0.67507118] yes=103,no=104,missing=103,gain=4.27128696,cover=91164
- 103:leaf=0.000125901846,cover=0
- 104:leaf=0.00115530414,cover=0
- 52:[PialCurv5<-0.0779728889] yes=105,no=106,missing=105,gain=2.89856386,cover=3510683
- 105:leaf=-0.000130484419,cover=0
- 106:leaf=7.81032043e-07,cover=0
- 26:[PialCurv5<-0.062031392] yes=53,no=54,missing=54,gain=8.81257439,cover=49197
- 53:[LGI5<3.84897733] yes=107,no=108,missing=107,gain=2.66008282,cover=43364
- 107:leaf=-0.000270970137,cover=0
- 108:leaf=0.00758589385,cover=0
- 54:[LGI5<2.49595737] yes=109,no=110,missing=109,gain=2.95983028,cover=5833
- 109:leaf=-0.00110283168,cover=0
- 110:leaf=-0.00336276344,cover=0
- 6:[Pol<8.56911278] yes=13,no=14,missing=13,gain=1.74266648,cover=623224
- 13:[Ecc<28.7730255] yes=27,no=28,missing=27,gain=2.45270014,cover=38088
- 27:[LGI5<2.66988635] yes=55,no=56,missing=55,gain=2.91835499,cover=33272
- 55:[PialCurv5<-0.0839454681] yes=111,no=112,missing=111,gain=1.96597028,cover=14543
- 111:leaf=-0.000388060289,cover=0
- 112:leaf=-0.00186878664,cover=0
- 56:[Curv5<-0.166574284] yes=113,no=114,missing=113,gain=5.99872303,cover=18729
- 113:leaf=-0.000394896429,cover=0
- 114:leaf=0.00147095916,cover=0
- 28:[LGI5<3.15084362] yes=57,no=58,missing=58,gain=2.4016366,cover=4816
- 57:[PialArea5<1.21550834] yes=115,no=116,missing=116,gain=1.70491242,cover=2385
- 115:leaf=-0.00105293933,cover=0
- 116:leaf=0.00192096585,cover=0
- 58:[PialCurv5<-0.0982506946] yes=117,no=118,missing=118,gain=1.76478672,cover=2431
- 117:leaf=-0.000854935206,cover=0
- 118:leaf=-0.00358852721,cover=0
- 14:[PialArea5<0.676429033] yes=29,no=30,missing=30,gain=1.43239975,cover=585136
- 29:[Ecc<0.406764686] yes=59,no=60,missing=59,gain=0.720164061,cover=319
- 59:[Curv5<0.0300692953] yes=119,no=120,missing=120,gain=0.67205584,cover=9
- 119:leaf=-0.00240308652,cover=0
- 120:leaf=0.0251460709,cover=0
- 60:[Curv5<0.0974604636] yes=121,no=122,missing=121,gain=1.5863862,cover=310
- 121:leaf=-0.00622038916,cover=0
- 122:leaf=0.00434424868,cover=0
- 30:[PialCurv5<-0.11422696] yes=61,no=62,missing=61,gain=1.17079926,cover=584817
- 61:[Sulc0<-0.574995995] yes=123,no=124,missing=123,gain=5.02882862,cover=177025
- 123:leaf=6.96466814e-05,cover=0
- 124:leaf=-0.000637905148,cover=0
- 62:[Curv5<-0.195883974] yes=125,no=126,missing=125,gain=4.9969058,cover=407792
- 125:leaf=0.000607170863,cover=0
- 126:leaf=4.1831343e-05,cover=0
-booster[816]:
-0:[PialArea5<0.95820266] yes=1,no=2,missing=1,gain=0.301445812,cover=5124388
- 1:[Pol<175.068527] yes=3,no=4,missing=3,gain=0.630925655,cover=3832066
- 3:[Curv5<-0.269494504] yes=7,no=8,missing=8,gain=0.745758891,cover=3708094
- 7:[MidArea5<0.709417045] yes=15,no=16,missing=16,gain=1.70504045,cover=191980
- 15:[PialCurv5<-0.210138425] yes=31,no=32,missing=31,gain=0.81222403,cover=128289
- 31:[Ecc<0.353712648] yes=63,no=64,missing=63,gain=1.85941577,cover=11850
- 63:leaf=0.014897326,cover=0
- 64:leaf=0.000347528752,cover=0
- 32:[PialCurv5<-0.167439327] yes=65,no=66,missing=65,gain=1.48947549,cover=116439
- 65:leaf=-0.000315300626,cover=0
- 66:leaf=6.53022726e-05,cover=0
- 16:[PialCurv5<-0.08490628] yes=33,no=34,missing=33,gain=2.09567976,cover=63691
- 33:[PialCurv5<-0.154837668] yes=67,no=68,missing=68,gain=1.97424078,cover=63075
- 67:leaf=7.51249609e-05,cover=0
- 68:leaf=0.000638141937,cover=0
- 34:[LGI5<3.25380015] yes=69,no=70,missing=70,gain=0.928048611,cover=616
- 69:leaf=-0.00184002821,cover=0
- 70:leaf=-0.00755998259,cover=0
- 8:[Sulc0<-0.244882882] yes=17,no=18,missing=17,gain=1.31145465,cover=3516114
- 17:[Ecc<7.7481575] yes=35,no=36,missing=36,gain=5.79006004,cover=1183932
- 35:[LGI5<2.83602357] yes=71,no=72,missing=71,gain=9.33852386,cover=823110
- 71:leaf=-2.99253006e-05,cover=0
- 72:leaf=0.00065485033,cover=0
- 36:[Curv5<-0.114048101] yes=73,no=74,missing=74,gain=17.4193115,cover=360822
- 73:leaf=3.45302283e-06,cover=0
- 74:leaf=-0.000752183201,cover=0
- 18:[Pol<160.869751] yes=37,no=38,missing=37,gain=2.61340857,cover=2332182
- 37:[Pol<66.6374893] yes=75,no=76,missing=76,gain=2.45389366,cover=2275403
- 75:leaf=-0.000114188289,cover=0
- 76:leaf=3.51372291e-05,cover=0
- 38:[Ecc<10.147254] yes=77,no=78,missing=77,gain=5.7899971,cover=56779
- 77:leaf=-0.000918652571,cover=0
- 78:leaf=0.000103259437,cover=0
- 4:[Sulc0<0.0530014001] yes=9,no=10,missing=10,gain=2.23032904,cover=123972
- 9:[Area5<0.683164001] yes=19,no=20,missing=19,gain=2.46482944,cover=116218
- 19:[Curv5<-0.169727564] yes=39,no=40,missing=40,gain=2.16834354,cover=83247
- 39:[Curv5<-0.239749789] yes=79,no=80,missing=79,gain=2.85596967,cover=36862
- 79:leaf=-0.000121876888,cover=0
- 80:leaf=0.000759102055,cover=0
- 40:[PialArea5<0.601145923] yes=81,no=82,missing=82,gain=3.26163316,cover=46385
- 81:leaf=0.000378326251,cover=0
- 82:leaf=-0.000510619197,cover=0
- 20:[Ecc<18.8860435] yes=41,no=42,missing=42,gain=3.26319218,cover=32971
- 41:[PialArea5<0.730471373] yes=83,no=84,missing=83,gain=3.96845889,cover=28239
- 83:leaf=0.000904726039,cover=0
- 84:leaf=-0.000280831999,cover=0
- 42:[PialCurv5<-0.127408311] yes=85,no=86,missing=86,gain=9.22607803,cover=4732
- 85:leaf=-0.00134442432,cover=0
- 86:leaf=0.00331944972,cover=0
- 10:[Curv5<0.14511615] yes=21,no=22,missing=21,gain=4.50139427,cover=7754
- 21:[Ecc<10.0121937] yes=43,no=44,missing=43,gain=10.357872,cover=3602
- 43:[Curv5<0.103246093] yes=87,no=88,missing=87,gain=2.12120056,cover=1233
- 87:leaf=-0.00754624233,cover=0
- 88:leaf=-0.00335422019,cover=0
- 44:[Curv5<-0.0963523984] yes=89,no=90,missing=89,gain=2.95077062,cover=2369
- 89:leaf=0.00280093565,cover=0
- 90:leaf=-0.00115704385,cover=0
- 22:[LGI5<2.93978119] yes=45,no=46,missing=46,gain=1.20939922,cover=4152
- 45:[LGI5<2.75749183] yes=91,no=92,missing=91,gain=3.31629372,cover=2183
- 91:leaf=-0.000435812166,cover=0
- 92:leaf=0.00351405004,cover=0
- 46:[Ecc<19.7764034] yes=93,no=94,missing=93,gain=1.09561801,cover=1969
- 93:leaf=-0.000702051679,cover=0
- 94:leaf=0.00616003526,cover=0
- 2:[Area5<0.987501919] yes=5,no=6,missing=5,gain=0.733956575,cover=1292322
- 5:[PialCurv5<0.131570891] yes=11,no=12,missing=12,gain=1.15080249,cover=1279531
- 11:[MidArea5<1.21578133] yes=23,no=24,missing=23,gain=0.919593573,cover=1278358
- 23:[PialArea5<1.57955706] yes=47,no=48,missing=48,gain=3.42130852,cover=1265686
- 47:[MidArea5<1.1557827] yes=95,no=96,missing=95,gain=1.31682611,cover=1258690
- 95:leaf=2.27584987e-05,cover=0
- 96:leaf=0.000529665209,cover=0
- 48:[LGI5<3.60428405] yes=97,no=98,missing=97,gain=5.34966183,cover=6996
- 97:leaf=-0.00116819853,cover=0
- 98:leaf=0.0207317807,cover=0
- 24:[LGI5<2.81359315] yes=49,no=50,missing=49,gain=1.53761756,cover=12672
- 49:[Sulc0<-0.108384088] yes=99,no=100,missing=99,gain=2.12870359,cover=8913
- 99:leaf=0.000779086433,cover=0
- 100:leaf=0.0218535271,cover=0
- 50:[Ecc<11.5171156] yes=101,no=102,missing=101,gain=2.57914686,cover=3759
- 101:leaf=-0.00125125353,cover=0
- 102:leaf=0.00161134393,cover=0
- 12:[Ecc<0.889730632] yes=25,no=26,missing=26,gain=2.52177119,cover=1173
- 25:[LGI5<2.25075769] yes=51,no=52,missing=51,gain=1.13239944,cover=33
- 51:[Pol<105.995506] yes=103,no=104,missing=103,gain=0.12870121,cover=16
- 103:leaf=0.0278832372,cover=0
- 104:leaf=0.0147396913,cover=0
- 52:[Ecc<0.406764686] yes=105,no=106,missing=105,gain=0.224316701,cover=17
- 105:leaf=0.00961040426,cover=0
- 106:leaf=-0.00171597989,cover=0
- 26:[Area5<0.689492285] yes=53,no=54,missing=53,gain=2.00320911,cover=1140
- 53:[PialArea5<0.961681247] yes=107,no=108,missing=108,gain=0.80270648,cover=92
- 107:leaf=0.00773188472,cover=0
- 108:leaf=-0.0102136359,cover=0
- 54:[Curv5<0.0974604636] yes=109,no=110,missing=109,gain=0.813919067,cover=1048
- 109:leaf=-0.00166085584,cover=0
- 110:leaf=0.00424747402,cover=0
- 6:[LGI5<2.3865335] yes=13,no=14,missing=14,gain=1.48811078,cover=12791
- 13:[Ecc<1.96654522] yes=27,no=28,missing=27,gain=2.10371065,cover=2192
- 27:[PialArea5<1.23851824] yes=55,no=56,missing=55,gain=1.9935689,cover=958
- 55:[PialCurv5<0.0567538291] yes=111,no=112,missing=111,gain=1.3319006,cover=521
- 111:leaf=0.00210063276,cover=0
- 112:leaf=-0.00560038397,cover=0
- 56:[Pol<107.66053] yes=113,no=114,missing=113,gain=1.65074134,cover=437
- 113:leaf=-0.0018693395,cover=0
- 114:leaf=-0.00953868125,cover=0
- 28:[Pol<100.090813] yes=57,no=58,missing=57,gain=5.18818378,cover=1234
- 57:[Sulc0<-1.24864507] yes=115,no=116,missing=115,gain=5.29949331,cover=533
- 115:leaf=0.0362931043,cover=0
- 116:leaf=0.00507897278,cover=0
- 58:[Pol<132.742767] yes=117,no=118,missing=117,gain=1.08216703,cover=701
- 117:leaf=0.00104006776,cover=0
- 118:leaf=-0.0029335306,cover=0
- 14:[LGI5<2.70988083] yes=29,no=30,missing=29,gain=1.52223277,cover=10599
- 29:[Ecc<6.41291761] yes=59,no=60,missing=60,gain=5.25260592,cover=3665
- 59:[Pol<128.951508] yes=119,no=120,missing=119,gain=2.81920481,cover=3140
- 119:leaf=-0.00163625728,cover=0
- 120:leaf=0.0016248672,cover=0
- 60:[LGI5<2.55687809] yes=121,no=122,missing=122,gain=2.81729889,cover=525
- 121:leaf=-0.000560810964,cover=0
- 122:leaf=-0.00849076267,cover=0
- 30:[Ecc<2.54464626] yes=61,no=62,missing=61,gain=3.74624944,cover=6934
- 61:[Sulc0<-0.801933944] yes=123,no=124,missing=123,gain=0.658238888,cover=12
- 123:leaf=0.0314477384,cover=0
- 124:leaf=0.000175992653,cover=0
- 62:[PialCurv5<-0.14160423] yes=125,no=126,missing=125,gain=1.69747329,cover=6922
- 125:leaf=-0.00257280492,cover=0
- 126:leaf=4.42036144e-05,cover=0
-booster[817]:
-0:[Pol<3.6072247] yes=1,no=2,missing=1,gain=0.309980601,cover=5124388
- 1:[Ecc<6.03867722] yes=3,no=4,missing=4,gain=2.71167517,cover=80066
- 3:[Sulc0<-0.540693521] yes=7,no=8,missing=7,gain=1.10360742,cover=13973
- 7:[Curv5<-0.0343657099] yes=15,no=16,missing=15,gain=2.31781864,cover=12101
- 15:[Area5<0.924216449] yes=31,no=32,missing=31,gain=1.2601999,cover=11880
- 31:[PialCurv5<-0.0632625744] yes=63,no=64,missing=63,gain=1.22823811,cover=11693
- 63:leaf=-0.000366454653,cover=0
- 64:leaf=-0.00222882931,cover=0
- 32:[Ecc<2.19188094] yes=65,no=66,missing=66,gain=0.835306644,cover=187
- 65:leaf=0.018498702,cover=0
- 66:leaf=0.00284173945,cover=0
- 16:[PialCurv5<-0.062031392] yes=33,no=34,missing=34,gain=2.77000093,cover=221
- 33:[PialCurv5<-0.0999256745] yes=67,no=68,missing=67,gain=0.746767998,cover=31
- 67:leaf=0.0301224794,cover=0
- 68:leaf=0.0123871965,cover=0
- 34:[PialArea5<0.563414931] yes=69,no=70,missing=70,gain=1.18366015,cover=190
- 69:leaf=0.0158822052,cover=0
- 70:leaf=0.00123952562,cover=0
- 8:[LGI5<2.30180311] yes=17,no=18,missing=18,gain=0.84614706,cover=1872
- 17:[Area5<0.701312602] yes=35,no=36,missing=35,gain=1.19137752,cover=112
- 35:[Area5<0.589787364] yes=71,no=72,missing=71,gain=0.617727518,cover=81
- 71:leaf=0.00650641043,cover=0
- 72:leaf=-0.00326813501,cover=0
- 36:[Pol<1.49603665] yes=73,no=74,missing=73,gain=0.356509447,cover=31
- 73:leaf=-0.00705042854,cover=0
- 74:leaf=0.0121204574,cover=0
- 18:[Sulc0<0.0294309072] yes=37,no=38,missing=38,gain=0.637337446,cover=1760
- 37:[PialCurv5<-0.210138425] yes=75,no=76,missing=76,gain=0.496761799,cover=1729
- 75:leaf=-0.0105822785,cover=0
- 76:leaf=-0.00171954581,cover=0
- 38:[Area5<0.702883124] yes=77,no=78,missing=78,gain=0.498785853,cover=31
- 77:leaf=-0.000803980918,cover=0
- 78:leaf=-0.0137688592,cover=0
- 4:[LGI5<3.38720298] yes=9,no=10,missing=9,gain=1.30122745,cover=66093
- 9:[Curv5<0.0191024225] yes=19,no=20,missing=19,gain=0.895352602,cover=56874
- 19:[Curv5<-0.0708468556] yes=39,no=40,missing=40,gain=1.40602136,cover=52564
- 39:[PialCurv5<0.0128733069] yes=79,no=80,missing=80,gain=1.95280898,cover=45295
- 79:leaf=0.000294886413,cover=0
- 80:leaf=-0.00486664055,cover=0
- 40:[LGI5<2.83602357] yes=81,no=82,missing=81,gain=2.47705746,cover=7269
- 81:leaf=0.00289552682,cover=0
- 82:leaf=0.000567988551,cover=0
- 20:[Ecc<15.5679035] yes=41,no=42,missing=41,gain=2.38260245,cover=4310
- 41:[Sulc0<-0.738139331] yes=83,no=84,missing=84,gain=2.45055413,cover=3718
- 83:leaf=0.0200396329,cover=0
- 84:leaf=-0.000919918006,cover=0
- 42:[LGI5<3.31338549] yes=85,no=86,missing=85,gain=2.05248737,cover=592
- 85:leaf=0.00141524291,cover=0
- 86:leaf=0.0100761922,cover=0
- 10:[Ecc<30.959959] yes=21,no=22,missing=21,gain=0.857857525,cover=9219
- 21:[Ecc<10.8716469] yes=43,no=44,missing=43,gain=1.24174082,cover=6051
- 43:[Area5<0.703760326] yes=87,no=88,missing=87,gain=2.24504995,cover=1145
- 87:leaf=0.000736344722,cover=0
- 88:leaf=-0.00368893519,cover=0
- 44:[PialCurv5<-0.0789950639] yes=89,no=90,missing=89,gain=1.81245542,cover=4906
- 89:leaf=-0.000343671389,cover=0
- 90:leaf=0.00165932614,cover=0
- 22:[LGI5<3.64692807] yes=45,no=46,missing=45,gain=1.44479501,cover=3168
- 45:[PialCurv5<-0.167439327] yes=91,no=92,missing=91,gain=1.07135034,cover=2459
- 91:leaf=0.00252354937,cover=0
- 92:leaf=-0.00182549749,cover=0
- 46:[Curv5<-0.0507577434] yes=93,no=94,missing=93,gain=1.44012153,cover=709
- 93:leaf=-1.91661566e-05,cover=0
- 94:leaf=0.00596972043,cover=0
- 2:[MidArea5<0.900558591] yes=5,no=6,missing=5,gain=0.351562768,cover=5044322
- 5:[PialCurv5<-0.125671759] yes=11,no=12,missing=11,gain=0.754596591,cover=4421098
- 11:[Curv5<-0.206445083] yes=23,no=24,missing=24,gain=9.47431946,cover=584006
- 23:[Area5<0.548651993] yes=47,no=48,missing=47,gain=2.19623184,cover=511096
- 47:[LGI5<2.30180311] yes=95,no=96,missing=95,gain=2.56741643,cover=171857
- 95:leaf=-0.000363341096,cover=0
- 96:leaf=0.000193916014,cover=0
- 48:[Curv5<-0.258777469] yes=97,no=98,missing=97,gain=2.97152138,cover=339239
- 97:leaf=4.776899e-05,cover=0
- 98:leaf=-0.000248259603,cover=0
- 24:[MidArea5<0.619563401] yes=49,no=50,missing=50,gain=3.13755512,cover=72910
- 49:[MidArea5<0.524661958] yes=99,no=100,missing=99,gain=1.46451509,cover=10731
- 99:leaf=0.00104305556,cover=0
- 100:leaf=-0.000482127303,cover=0
- 50:[PialCurv5<-0.14160423] yes=101,no=102,missing=101,gain=4.83448982,cover=62179
- 101:leaf=0.00150762487,cover=0
- 102:leaf=0.000470379659,cover=0
- 12:[Curv5<-0.22713457] yes=25,no=26,missing=25,gain=2.41319132,cover=3837092
- 25:[Area5<0.656552851] yes=51,no=52,missing=52,gain=5.87436581,cover=135286
- 51:[Pol<67.3859482] yes=103,no=104,missing=103,gain=3.96551538,cover=112713
- 103:leaf=-0.000374225318,cover=0
- 104:leaf=0.000255004823,cover=0
- 52:[Ecc<11.3532677] yes=105,no=106,missing=105,gain=7.00714588,cover=22573
- 105:leaf=0.00186667743,cover=0
- 106:leaf=0.000101401623,cover=0
- 26:[MidArea5<0.840858281] yes=53,no=54,missing=53,gain=3.1862793,cover=3701806
- 53:[PialArea5<0.971235156] yes=107,no=108,missing=108,gain=2.06546307,cover=3351293
- 107:leaf=-1.47492656e-05,cover=0
- 108:leaf=0.000195375018,cover=0
- 54:[Area5<0.688713074] yes=109,no=110,missing=110,gain=3.37014365,cover=350513
- 109:leaf=-0.000422449288,cover=0
- 110:leaf=-7.20017779e-05,cover=0
- 6:[Pol<8.56911278] yes=13,no=14,missing=13,gain=1.57437992,cover=623224
- 13:[Ecc<28.7730255] yes=27,no=28,missing=28,gain=2.21633577,cover=38088
- 27:[LGI5<2.66988635] yes=55,no=56,missing=56,gain=2.63712573,cover=33272
- 55:[PialCurv5<-0.0114707183] yes=111,no=112,missing=112,gain=1.91243458,cover=14543
- 111:leaf=-0.000584023481,cover=0
- 112:leaf=-0.00674691144,cover=0
- 56:[Curv5<-0.166574284] yes=113,no=114,missing=113,gain=5.41170454,cover=18729
- 113:leaf=-0.000375841919,cover=0
- 114:leaf=0.00139637,cover=0
- 28:[PialCurv5<-0.0982506946] yes=57,no=58,missing=58,gain=2.21806765,cover=4816
- 57:[PialArea5<1.1257062] yes=115,no=116,missing=115,gain=1.15411794,cover=2165
- 115:leaf=-0.00198802445,cover=0
- 116:leaf=0.000609804003,cover=0
- 58:[LGI5<3.12489319] yes=117,no=118,missing=118,gain=1.70927048,cover=2651
- 117:leaf=-0.000788133882,cover=0
- 118:leaf=-0.00335282832,cover=0
- 14:[PialArea5<0.676429033] yes=29,no=30,missing=30,gain=1.29533553,cover=585136
- 29:[Ecc<0.406764686] yes=59,no=60,missing=60,gain=0.66172576,cover=319
- 59:[Curv5<0.0300692953] yes=119,no=120,missing=119,gain=0.616429567,cover=9
- 119:leaf=-0.00231184671,cover=0
- 120:leaf=0.0240696669,cover=0
- 60:[Curv5<0.0935273841] yes=121,no=122,missing=121,gain=1.43416929,cover=310
- 121:leaf=-0.00644529611,cover=0
- 122:leaf=0.00405154005,cover=0
- 30:[LGI5<3.78836131] yes=61,no=62,missing=61,gain=1.08696151,cover=584817
- 61:[Area5<0.833255887] yes=123,no=124,missing=124,gain=1.3109653,cover=580463
- 123:leaf=8.16654574e-05,cover=0
- 124:leaf=-0.00011314125,cover=0
- 62:[Area5<0.778322995] yes=125,no=126,missing=125,gain=1.71534133,cover=4354
- 125:leaf=-0.000556443818,cover=0
- 126:leaf=0.00154456787,cover=0
-booster[818]:
-0:[Sulc0<1.25822949] yes=1,no=2,missing=1,gain=0.292641819,cover=5124388
- 1:[Ecc<37.2796402] yes=3,no=4,missing=4,gain=0.300681651,cover=5104371
- 3:[Curv5<-0.0320370905] yes=7,no=8,missing=7,gain=0.640592515,cover=4834391
- 7:[Sulc0<0.940059185] yes=15,no=16,missing=15,gain=1.80664957,cover=2727970
- 15:[Ecc<8.97079182] yes=31,no=32,missing=31,gain=1.69905877,cover=2727944
- 31:[LGI5<3.1767621] yes=63,no=64,missing=64,gain=5.79230213,cover=1817607
- 63:leaf=-2.80125187e-05,cover=0
- 64:leaf=-0.000614581339,cover=0
- 32:[PialCurv5<0.000298873958] yes=65,no=66,missing=65,gain=3.38650036,cover=910337
- 65:leaf=2.07876565e-05,cover=0
- 66:leaf=0.000485229684,cover=0
- 16:[PialArea5<0.542192638] yes=33,no=34,missing=33,gain=0.424673915,cover=26
- 33:[Curv5<-0.0461937301] yes=67,no=68,missing=67,gain=0.0028617382,cover=22
- 67:leaf=0.0167122222,cover=0
- 68:leaf=0.00943109673,cover=0
- 34:[PialCurv5<0.0519027263] yes=69,no=70,missing=69,gain=0.0414851606,cover=4
- 69:leaf=0.00277787051,cover=0
- 70:leaf=-0.00563488435,cover=0
- 8:[Pol<9.44515038] yes=17,no=18,missing=17,gain=1.93359852,cover=2106421
- 17:[Sulc0<-0.364187956] yes=35,no=36,missing=36,gain=8.07607746,cover=19154
- 35:[Ecc<20.0856266] yes=71,no=72,missing=71,gain=4.438694,cover=8750
- 71:leaf=0.000474447908,cover=0
- 72:leaf=0.00820116326,cover=0
- 36:[LGI5<3.56741142] yes=73,no=74,missing=73,gain=5.88717747,cover=10404
- 73:leaf=-0.00167783839,cover=0
- 74:leaf=0.00403776532,cover=0
- 18:[Pol<63.605114] yes=37,no=38,missing=37,gain=3.05530477,cover=2087267
- 37:[Ecc<9.0678978] yes=75,no=76,missing=75,gain=16.1830864,cover=182137
- 75:leaf=0.00105135504,cover=0
- 76:leaf=-4.51062333e-05,cover=0
- 38:[Sulc0<-0.364187956] yes=77,no=78,missing=77,gain=4.11239338,cover=1905130
- 77:leaf=-0.000289001473,cover=0
- 78:leaf=2.68458771e-05,cover=0
- 4:[PialCurv5<-0.0209923834] yes=9,no=10,missing=10,gain=6.43135977,cover=269980
- 9:[LGI5<3.51961541] yes=19,no=20,missing=20,gain=4.92965889,cover=110690
- 19:[LGI5<2.99594808] yes=39,no=40,missing=39,gain=7.35176373,cover=93500
- 39:[Curv5<-0.048490826] yes=79,no=80,missing=79,gain=6.00728369,cover=26983
- 79:leaf=-0.000495649583,cover=0
- 80:leaf=0.00272423844,cover=0
- 40:[Sulc0<-0.298712492] yes=81,no=82,missing=81,gain=8.70775223,cover=66517
- 81:leaf=-0.000377025921,cover=0
- 82:leaf=0.000979837612,cover=0
- 20:[Sulc0<0.210163057] yes=41,no=42,missing=41,gain=5.02917147,cover=17190
- 41:[Curv5<0.00780903921] yes=83,no=84,missing=84,gain=3.08703232,cover=12568
- 83:leaf=2.54219976e-05,cover=0
- 84:leaf=-0.0138869984,cover=0
- 42:[PialCurv5<-0.0999256745] yes=85,no=86,missing=85,gain=2.53064394,cover=4622
- 85:leaf=-0.00428538863,cover=0
- 86:leaf=-0.00136166939,cover=0
- 10:[Pol<133.406311] yes=21,no=22,missing=21,gain=6.49774408,cover=159290
- 21:[Curv5<-0.00141534733] yes=43,no=44,missing=43,gain=7.77219009,cover=145357
- 43:[Sulc0<0.218763664] yes=87,no=88,missing=87,gain=3.65136147,cover=18852
- 87:leaf=-0.002091198,cover=0
- 88:leaf=-0.000688266882,cover=0
- 44:[PialCurv5<0.01500447] yes=89,no=90,missing=89,gain=11.7648344,cover=126505
- 89:leaf=0.00198364514,cover=0
- 90:leaf=-0.000319079292,cover=0
- 22:[Sulc0<0.624357879] yes=45,no=46,missing=45,gain=3.82028055,cover=13933
- 45:[PialCurv5<0.0354230702] yes=91,no=92,missing=92,gain=5.80732822,cover=11799
- 91:leaf=0.000237564484,cover=0
- 92:leaf=0.00250981515,cover=0
- 46:[Pol<141.801834] yes=93,no=94,missing=93,gain=2.12242889,cover=2134
- 93:leaf=0.000232825798,cover=0
- 94:leaf=-0.00294126337,cover=0
- 2:[LGI5<3.78836131] yes=5,no=6,missing=5,gain=2.09750676,cover=20017
- 5:[Ecc<14.28263] yes=11,no=12,missing=11,gain=2.07782125,cover=18690
- 11:[PialCurv5<0.250690639] yes=23,no=24,missing=24,gain=2.18194818,cover=812
- 23:[Pol<99.5532455] yes=47,no=48,missing=47,gain=0.846648574,cover=43
- 47:[LGI5<2.87999082] yes=95,no=96,missing=95,gain=0.103173271,cover=16
- 95:leaf=0.00159381796,cover=0
- 96:leaf=-0.00751497597,cover=0
- 48:[Ecc<10.569519] yes=97,no=98,missing=97,gain=0.321364164,cover=27
- 97:leaf=0.000647597306,cover=0
- 98:leaf=0.0161222648,cover=0
- 24:[Pol<86.7064972] yes=49,no=50,missing=49,gain=1.62952924,cover=769
- 49:[Ecc<10.426198] yes=99,no=100,missing=100,gain=0.513296366,cover=37
- 99:leaf=-0.00216930103,cover=0
- 100:leaf=-0.016106803,cover=0
- 50:[Pol<105.462654] yes=101,no=102,missing=101,gain=0.503695965,cover=732
- 101:leaf=-0.001959997,cover=0
- 102:leaf=-0.008588464,cover=0
- 12:[Pol<34.3003769] yes=25,no=26,missing=26,gain=1.76902807,cover=17878
- 25:[Curv5<0.069626309] yes=51,no=52,missing=52,gain=0.919768572,cover=347
- 51:[Ecc<41.2560654] yes=103,no=104,missing=103,gain=0.155032098,cover=6
- 103:leaf=0.00450728228,cover=0
- 104:leaf=0.0215625055,cover=0
- 52:[Curv5<0.149355054] yes=105,no=106,missing=105,gain=0.519781828,cover=341
- 105:leaf=-0.00716753071,cover=0
- 106:leaf=-0.00241407496,cover=0
- 26:[Curv5<0.151368812] yes=53,no=54,missing=53,gain=1.62214589,cover=17531
- 53:[PialCurv5<0.167567819] yes=107,no=108,missing=108,gain=1.68016481,cover=4785
- 107:leaf=-0.00122658524,cover=0
- 108:leaf=0.00164248736,cover=0
- 54:[PialCurv5<0.113078766] yes=109,no=110,missing=109,gain=1.25133371,cover=12746
- 109:leaf=0.00472446205,cover=0
- 110:leaf=0.000160493059,cover=0
- 6:[Pol<93.9093552] yes=13,no=14,missing=13,gain=1.55631256,cover=1327
- 13:[PialArea5<0.418112278] yes=27,no=28,missing=27,gain=1.74502361,cover=971
- 27:[PialArea5<0.245474651] yes=55,no=56,missing=55,gain=0.663112283,cover=728
- 55:[Ecc<25.5461979] yes=111,no=112,missing=112,gain=0.25336194,cover=49
- 111:leaf=0.00118715025,cover=0
- 112:leaf=-0.00891381036,cover=0
- 56:[LGI5<3.84897733] yes=113,no=114,missing=113,gain=0.70110482,cover=679
- 113:leaf=-0.00395588158,cover=0
- 114:leaf=-0.000451268221,cover=0
- 28:[Area5<0.76451689] yes=57,no=58,missing=57,gain=1.3066293,cover=243
- 57:[Curv5<0.171955615] yes=115,no=116,missing=115,gain=0.458111048,cover=69
- 115:leaf=0.0102950139,cover=0
- 116:leaf=-0.00162418128,cover=0
- 58:[MidArea5<0.617595136] yes=117,no=118,missing=117,gain=0.458892614,cover=174
- 117:leaf=-0.00669839233,cover=0
- 118:leaf=0.00153035403,cover=0
- 14:[Ecc<39.5502243] yes=29,no=30,missing=29,gain=1.09258556,cover=356
- 29:[PialCurv5<0.220156521] yes=59,no=60,missing=59,gain=0.921575546,cover=235
- 59:[Area5<0.774986684] yes=119,no=120,missing=119,gain=0.745509148,cover=102
- 119:leaf=-0.0131599158,cover=0
- 120:leaf=-0.00402387045,cover=0
- 60:[LGI5<3.84897733] yes=121,no=122,missing=122,gain=0.268849015,cover=133
- 121:leaf=-0.00582788419,cover=0
- 122:leaf=-0.00130921137,cover=0
- 30:[Pol<127.728462] yes=61,no=62,missing=61,gain=0.618610442,cover=121
- 61:[PialCurv5<0.232516408] yes=123,no=124,missing=123,gain=0.501296163,cover=109
- 123:leaf=0.000795907166,cover=0
- 124:leaf=-0.0061113718,cover=0
- 62:[Curv5<0.195079193] yes=125,no=126,missing=125,gain=0.0505880713,cover=12
- 125:leaf=0.00372001529,cover=0
- 126:leaf=0.0118553219,cover=0
-booster[819]:
-0:[Pol<3.6072247] yes=1,no=2,missing=2,gain=0.31115225,cover=5124388
- 1:[Ecc<5.91357183] yes=3,no=4,missing=3,gain=2.46529293,cover=80066
- 3:[PialCurv5<-0.0209923834] yes=7,no=8,missing=8,gain=0.987382412,cover=13559
- 7:[Curv5<-0.0109836133] yes=15,no=16,missing=15,gain=3.52039456,cover=12620
- 15:[PialArea5<0.588969886] yes=31,no=32,missing=31,gain=1.02500093,cover=12539
- 31:[LGI5<2.49595737] yes=63,no=64,missing=64,gain=1.35806143,cover=69
- 63:leaf=0.00172377273,cover=0
- 64:leaf=-0.01236118,cover=0
- 32:[Area5<0.924216449] yes=65,no=66,missing=66,gain=0.75738883,cover=12470
- 65:leaf=-0.00048283147,cover=0
- 66:leaf=0.00265807961,cover=0
- 16:[Area5<0.754342616] yes=33,no=34,missing=33,gain=1.34592843,cover=81
- 33:[Ecc<3.03937531] yes=67,no=68,missing=67,gain=0.713394642,cover=62
- 67:leaf=0.00695825974,cover=0
- 68:leaf=0.0181178395,cover=0
- 34:[PialArea5<0.613238215] yes=69,no=70,missing=69,gain=1.30542791,cover=19
- 69:leaf=0.020731993,cover=0
- 70:leaf=-0.00854893494,cover=0
- 8:[PialArea5<1.00196755] yes=17,no=18,missing=18,gain=0.852244735,cover=939
- 17:[Sulc0<-0.650102437] yes=35,no=36,missing=35,gain=1.07107639,cover=834
- 35:[Ecc<3.29132295] yes=71,no=72,missing=71,gain=0.990789413,cover=117
- 71:leaf=0.00746160327,cover=0
- 72:leaf=-0.00167849904,cover=0
- 36:[LGI5<2.59361267] yes=73,no=74,missing=73,gain=0.843203545,cover=717
- 73:leaf=-0.000944394909,cover=0
- 74:leaf=-0.00449255342,cover=0
- 18:[Area5<0.735260904] yes=37,no=38,missing=37,gain=1.22463715,cover=105
- 37:[Ecc<1.79549146] yes=75,no=76,missing=76,gain=0.402402878,cover=51
- 75:leaf=-0.00248939125,cover=0
- 76:leaf=-0.0139364274,cover=0
- 38:[MidArea5<1.09619975] yes=77,no=78,missing=77,gain=0.589440584,cover=54
- 77:leaf=-0.00260055624,cover=0
- 78:leaf=0.0153948683,cover=0
- 4:[LGI5<3.38720298] yes=9,no=10,missing=9,gain=1.19373989,cover=66507
- 9:[Curv5<0.171955615] yes=19,no=20,missing=20,gain=0.868405581,cover=57283
- 19:[PialCurv5<0.147539601] yes=39,no=40,missing=40,gain=1.25959706,cover=57143
- 39:[MidArea5<0.576365113] yes=79,no=80,missing=79,gain=1.12798762,cover=56268
- 79:leaf=-0.00149197038,cover=0
- 80:leaf=0.00035521973,cover=0
- 40:[PialCurv5<0.260145098] yes=81,no=82,missing=81,gain=1.22086644,cover=875
- 81:leaf=-0.00249638013,cover=0
- 82:leaf=0.00222476968,cover=0
- 20:[Sulc0<0.101211272] yes=41,no=42,missing=41,gain=1.15298939,cover=140
- 41:[LGI5<2.96780801] yes=83,no=84,missing=83,gain=0.856624365,cover=114
- 83:leaf=0.0117800338,cover=0
- 84:leaf=0.0028793863,cover=0
- 42:[Sulc0<0.624357879] yes=85,no=86,missing=85,gain=0.310938388,cover=26
- 85:leaf=-0.0074426881,cover=0
- 86:leaf=0.00653744815,cover=0
- 10:[Ecc<30.959959] yes=21,no=22,missing=22,gain=0.772791624,cover=9224
- 21:[Sulc0<-0.25164336] yes=43,no=44,missing=43,gain=1.09962654,cover=6056
- 43:[PialCurv5<-0.0789950639] yes=87,no=88,missing=87,gain=1.49770987,cover=5575
- 87:leaf=-0.000408887543,cover=0
- 88:leaf=0.00128465833,cover=0
- 44:[LGI5<3.53458858] yes=89,no=90,missing=89,gain=2.94908547,cover=481
- 89:leaf=-0.0051799519,cover=0
- 90:leaf=0.00297148363,cover=0
- 22:[LGI5<3.64692807] yes=45,no=46,missing=45,gain=1.29987359,cover=3168
- 45:[PialCurv5<-0.167439327] yes=91,no=92,missing=92,gain=0.967737913,cover=2459
- 91:leaf=0.00239923713,cover=0
- 92:leaf=-0.00173415767,cover=0
- 46:[LGI5<3.74316525] yes=93,no=94,missing=93,gain=1.32062459,cover=709
- 93:leaf=0.00338364556,cover=0
- 94:leaf=-0.000959353813,cover=0
- 2:[PialArea5<1.00196755] yes=5,no=6,missing=5,gain=0.366088778,cover=5044322
- 5:[MidArea5<0.861292899] yes=11,no=12,missing=12,gain=0.829163909,cover=4049165
- 11:[Area5<0.894858658] yes=23,no=24,missing=23,gain=0.670554996,cover=3952799
- 23:[LGI5<3.74316525] yes=47,no=48,missing=48,gain=0.66592896,cover=3941394
- 47:[LGI5<3.70550299] yes=95,no=96,missing=96,gain=1.53368425,cover=3874864
- 95:leaf=-5.1456027e-06,cover=0
- 96:leaf=0.000482867152,cover=0
- 48:[Sulc0<0.464385748] yes=97,no=98,missing=97,gain=3.10141659,cover=66530
- 97:leaf=-0.000409147207,cover=0
- 98:leaf=0.000310126983,cover=0
- 24:[LGI5<2.35684347] yes=49,no=50,missing=50,gain=1.77273309,cover=11405
- 49:[Curv5<-0.0133169871] yes=99,no=100,missing=99,gain=1.28859079,cover=1166
- 99:leaf=0.00227857637,cover=0
- 100:leaf=-0.00220390572,cover=0
- 50:[Sulc0<-0.702361405] yes=101,no=102,missing=101,gain=3.18805981,cover=10239
- 101:leaf=0.0107242679,cover=0
- 102:leaf=0.000511672406,cover=0
- 12:[LGI5<3.74316525] yes=25,no=26,missing=25,gain=2.34886885,cover=96366
- 25:[PialCurv5<0.0218105931] yes=51,no=52,missing=51,gain=2.04448938,cover=94124
- 51:[Pol<57.0350037] yes=103,no=104,missing=104,gain=1.96760106,cover=69254
- 103:leaf=5.49427532e-05,cover=0
- 104:leaf=-0.000514975283,cover=0
- 52:[Curv5<-0.00633975025] yes=105,no=106,missing=105,gain=2.59636807,cover=24870
- 105:leaf=0.00139335904,cover=0
- 106:leaf=-2.06433633e-05,cover=0
- 26:[LGI5<3.84897733] yes=53,no=54,missing=53,gain=2.73682642,cover=2242
- 53:[LGI5<3.78836131] yes=107,no=108,missing=107,gain=1.95547152,cover=1234
- 107:leaf=0.00123021775,cover=0
- 108:leaf=0.00523369666,cover=0
- 54:[PialCurv5<-0.0868030339] yes=109,no=110,missing=109,gain=0.87488085,cover=1008
- 109:leaf=-0.00350456662,cover=0
- 110:leaf=0.000231225655,cover=0
- 6:[PialCurv5<-0.0456207059] yes=13,no=14,missing=14,gain=1.33864164,cover=995157
- 13:[Curv5<-0.0686563179] yes=27,no=28,missing=27,gain=12.4952621,cover=875927
- 27:[Area5<0.808195949] yes=55,no=56,missing=56,gain=2.14024305,cover=861998
- 55:[Curv5<-0.0860676765] yes=111,no=112,missing=111,gain=1.52498031,cover=744941
- 111:leaf=4.28696039e-05,cover=0
- 112:leaf=0.000504326308,cover=0
- 56:[Curv5<-0.215837389] yes=113,no=114,missing=114,gain=2.84946132,cover=117057
- 113:leaf=0.00036087117,cover=0
- 114:leaf=-0.00028914705,cover=0
- 28:[Area5<0.613672853] yes=57,no=58,missing=57,gain=7.46176052,cover=13929
- 57:[Curv5<-0.0598238073] yes=115,no=116,missing=115,gain=2.26340914,cover=288
- 115:leaf=-0.00123064127,cover=0
- 116:leaf=-0.010200995,cover=0
- 58:[Ecc<3.80337262] yes=117,no=118,missing=117,gain=5.31370926,cover=13641
- 117:leaf=0.00364018395,cover=0
- 118:leaf=0.00119859423,cover=0
- 14:[Area5<0.688713074] yes=29,no=30,missing=29,gain=18.2014751,cover=119230
- 29:[PialCurv5<-0.0133872591] yes=59,no=60,missing=59,gain=5.22066879,cover=14250
- 59:[PialArea5<1.07926941] yes=119,no=120,missing=119,gain=3.80916977,cover=10180
- 119:leaf=-0.000404507533,cover=0
- 120:leaf=-0.00237455731,cover=0
- 60:[Ecc<2.91795349] yes=121,no=122,missing=121,gain=3.63436508,cover=4070
- 121:leaf=-0.00143402105,cover=0
- 122:leaf=-0.0045048683,cover=0
- 30:[Curv5<-0.0943295062] yes=61,no=62,missing=61,gain=21.2021999,cover=104980
- 61:[PialArea5<1.14602101] yes=123,no=124,missing=123,gain=6.10918236,cover=12135
- 123:leaf=0.00284612412,cover=0
- 124:leaf=0.000457499467,cover=0
- 62:[Curv5<-0.0366821773] yes=125,no=126,missing=125,gain=2.74458075,cover=92845
- 125:leaf=-0.000389480905,cover=0
- 126:leaf=0.00016237922,cover=0
-booster[820]:
-0:[MidArea5<1.09619975] yes=1,no=2,missing=2,gain=0.316416234,cover=5124388
- 1:[PialArea5<1.39628088] yes=3,no=4,missing=3,gain=0.459979832,cover=5044321
- 3:[Pol<124.735107] yes=7,no=8,missing=7,gain=0.350611836,cover=5024122
- 7:[Ecc<10.569519] yes=15,no=16,missing=15,gain=4.08524418,cover=3369825
- 15:[LGI5<3.08610082] yes=31,no=32,missing=32,gain=6.01330662,cover=2146396
- 31:[Pol<117.137611] yes=63,no=64,missing=63,gain=5.75751543,cover=2017901
- 63:leaf=-3.90278865e-06,cover=0
- 64:leaf=-0.000300479296,cover=0
- 32:[PialArea5<0.665998757] yes=65,no=66,missing=66,gain=13.4222374,cover=128495
- 65:leaf=0.000379648467,cover=0
- 66:leaf=-0.000725449645,cover=0
- 16:[Curv5<0.0635297745] yes=33,no=34,missing=33,gain=10.3641071,cover=1223429
- 33:[Pol<58.6768646] yes=67,no=68,missing=67,gain=40.2438889,cover=699618
- 67:leaf=-5.11802209e-05,cover=0
- 68:leaf=0.000787771132,cover=0
- 34:[Sulc0<0.703387856] yes=69,no=70,missing=70,gain=8.34840775,cover=523811
- 69:leaf=-0.000321742729,cover=0
- 70:leaf=7.88137186e-05,cover=0
- 8:[Ecc<11.3532677] yes=17,no=18,missing=17,gain=6.76998091,cover=1654297
- 17:[LGI5<2.75211287] yes=35,no=36,missing=35,gain=12.763504,cover=1034167
- 35:[Sulc0<0.299089104] yes=71,no=72,missing=72,gain=7.93929577,cover=794832
- 71:leaf=1.46465463e-05,cover=0
- 72:leaf=-0.00172636565,cover=0
- 36:[Pol<154.27803] yes=73,no=74,missing=73,gain=27.0232563,cover=239335
- 73:leaf=0.000963959494,cover=0
- 74:leaf=-9.90946792e-05,cover=0
- 18:[LGI5<2.44006681] yes=37,no=38,missing=37,gain=11.2919559,cover=620130
- 37:[LGI5<2.2730217] yes=75,no=76,missing=76,gain=4.73900223,cover=1487
- 75:leaf=0.00246900017,cover=0
- 76:leaf=-0.00561007904,cover=0
- 38:[Sulc0<0.33585754] yes=77,no=78,missing=78,gain=8.71072674,cover=618643
- 77:leaf=-0.000179531649,cover=0
- 78:leaf=0.000351580558,cover=0
- 4:[PialCurv5<-0.0839454681] yes=9,no=10,missing=9,gain=5.4582243,cover=20199
- 9:[Area5<0.731406808] yes=19,no=20,missing=19,gain=2.02618742,cover=17343
- 19:[Ecc<7.4459548] yes=39,no=40,missing=40,gain=1.84886944,cover=14292
- 39:[Pol<128.951508] yes=79,no=80,missing=79,gain=2.64670968,cover=13324
- 79:leaf=0.000613473414,cover=0
- 80:leaf=-0.000982937054,cover=0
- 40:[LGI5<2.86927843] yes=81,no=82,missing=81,gain=4.02671242,cover=968
- 81:leaf=0.00601609657,cover=0
- 82:leaf=-0.000461991498,cover=0
- 20:[Pol<19.2006226] yes=41,no=42,missing=41,gain=1.51708508,cover=3051
- 41:[Ecc<4.27275372] yes=83,no=84,missing=83,gain=0.718025446,cover=803
- 83:leaf=-0.00423232559,cover=0
- 84:leaf=-0.00120756507,cover=0
- 42:[Sulc0<-0.498973608] yes=85,no=86,missing=85,gain=2.31141257,cover=2248
- 85:leaf=0.000159347153,cover=0
- 86:leaf=-0.00493118307,cover=0
- 10:[Ecc<1.26157856] yes=21,no=22,missing=21,gain=1.99100924,cover=2856
- 21:[LGI5<2.56467891] yes=43,no=44,missing=43,gain=1.38677013,cover=470
- 43:[Sulc0<-0.678985238] yes=87,no=88,missing=88,gain=0.855998933,cover=444
- 87:leaf=0.000426046143,cover=0
- 88:leaf=0.0064505646,cover=0
- 44:[Curv5<-0.141545609] yes=89,no=90,missing=89,gain=0.94075489,cover=26
- 89:leaf=-0.0235313866,cover=0
- 90:leaf=-0.00348534319,cover=0
- 22:[Sulc0<-0.856543541] yes=45,no=46,missing=46,gain=1.50960684,cover=2386
- 45:[PialCurv5<-0.0555995218] yes=91,no=92,missing=92,gain=1.72645378,cover=616
- 91:leaf=-0.00403373595,cover=0
- 92:leaf=-0.0124491174,cover=0
- 46:[Pol<114.432869] yes=93,no=94,missing=93,gain=2.434726,cover=1770
- 93:leaf=-0.000546126103,cover=0
- 94:leaf=-0.00431002816,cover=0
- 2:[LGI5<2.16230083] yes=5,no=6,missing=5,gain=1.11467862,cover=80067
- 5:[Area5<0.761842728] yes=11,no=12,missing=11,gain=1.40919328,cover=351
- 11:[Curv5<-0.207981065] yes=23,no=24,missing=24,gain=0.798705816,cover=164
- 23:[Area5<0.702101529] yes=47,no=48,missing=47,gain=0.162857518,cover=61
- 47:[Ecc<2.13501525] yes=95,no=96,missing=95,gain=0.0413175784,cover=26
- 95:leaf=0.00158500799,cover=0
- 96:leaf=-0.00255855964,cover=0
- 48:[Pol<29.3809395] yes=97,no=98,missing=97,gain=0.314763576,cover=35
- 97:leaf=0.00806909334,cover=0
- 98:leaf=-0.00127063354,cover=0
- 24:[Ecc<3.8768425] yes=49,no=50,missing=49,gain=0.61572814,cover=103
- 49:[Pol<56.1920547] yes=99,no=100,missing=99,gain=0.250092506,cover=95
- 99:leaf=0.0112140561,cover=0
- 100:leaf=0.00402146112,cover=0
- 50:[Sulc0<-0.842326522] yes=101,no=102,missing=101,gain=0.0406380184,cover=8
- 101:leaf=-0.00634876266,cover=0
- 102:leaf=0.000596314669,cover=0
- 12:[PialArea5<1.48916721] yes=25,no=26,missing=25,gain=1.18711376,cover=187
- 25:[Curv5<0.0857537538] yes=51,no=52,missing=52,gain=0.320132762,cover=108
- 51:[Ecc<2.79805064] yes=103,no=104,missing=103,gain=0.256252408,cover=88
- 103:leaf=0.00440629618,cover=0
- 104:leaf=-0.000967064349,cover=0
- 52:[PialCurv5<0.00236006663] yes=105,no=106,missing=106,gain=0.00371462107,cover=20
- 105:leaf=0.0048676813,cover=0
- 106:leaf=0.00955082104,cover=0
- 26:[Sulc0<-0.82173413] yes=53,no=54,missing=53,gain=0.555213451,cover=79
- 53:[Ecc<0.618862808] yes=107,no=108,missing=108,gain=0.40963006,cover=63
- 107:leaf=0.0117609939,cover=0
- 108:leaf=-0.00757045159,cover=0
- 54:[MidArea5<1.21578133] yes=109,no=110,missing=109,gain=0.204902083,cover=16
- 109:leaf=0.00866310578,cover=0
- 110:leaf=-0.00212346832,cover=0
- 6:[Area5<0.659308732] yes=13,no=14,missing=13,gain=1.04836082,cover=79716
- 13:[Pol<138.971481] yes=27,no=28,missing=28,gain=2.66429281,cover=1937
- 27:[PialCurv5<-0.159167215] yes=55,no=56,missing=56,gain=1.92080617,cover=1317
- 55:[Ecc<2.54464626] yes=111,no=112,missing=111,gain=0.966334105,cover=7
- 111:leaf=-0.0320683271,cover=0
- 112:leaf=0.005638381,cover=0
- 56:[Ecc<3.29132295] yes=113,no=114,missing=114,gain=1.69069862,cover=1310
- 113:leaf=0.00169283547,cover=0
- 114:leaf=0.00601669867,cover=0
- 28:[Area5<0.586059749] yes=57,no=58,missing=57,gain=1.02906144,cover=620
- 57:[Curv5<-0.20189926] yes=115,no=116,missing=115,gain=0.533668399,cover=68
- 115:leaf=0.00961795915,cover=0
- 116:leaf=0.00064590032,cover=0
- 58:[Sulc0<-0.808473051] yes=117,no=118,missing=117,gain=0.772412777,cover=552
- 117:leaf=-0.00391109381,cover=0
- 118:leaf=-0.000161747637,cover=0
- 14:[LGI5<2.61550069] yes=29,no=30,missing=29,gain=1.09185088,cover=77779
- 29:[Ecc<3.54469991] yes=59,no=60,missing=59,gain=2.43728447,cover=31806
- 59:[LGI5<2.55687809] yes=119,no=120,missing=120,gain=2.68953395,cover=18767
- 119:leaf=0.000416473107,cover=0
- 120:leaf=-0.00143656053,cover=0
- 60:[Area5<0.788037419] yes=121,no=122,missing=121,gain=3.18552542,cover=13039
- 121:leaf=-0.00198367354,cover=0
- 122:leaf=-0.000219602676,cover=0
- 30:[PialCurv5<-0.105644517] yes=61,no=62,missing=61,gain=1.83368945,cover=45973
- 61:[Area5<0.924216449] yes=123,no=124,missing=123,gain=1.59650767,cover=23063
- 123:leaf=0.000168142244,cover=0
- 124:leaf=-0.000743524695,cover=0
- 62:[Pol<5.90224934] yes=125,no=126,missing=126,gain=2.5234673,cover=22910
- 125:leaf=0.00256481138,cover=0
- 126:leaf=0.000394877658,cover=0
-booster[821]:
-0:[PialArea5<0.922987998] yes=1,no=2,missing=1,gain=0.317281038,cover=5124388
- 1:[MidArea5<0.975851595] yes=3,no=4,missing=3,gain=0.738098204,cover=3591589
- 3:[MidArea5<0.856507063] yes=7,no=8,missing=8,gain=0.856747806,cover=3589964
- 7:[LGI5<2.6558373] yes=15,no=16,missing=15,gain=0.804742992,cover=3571697
- 15:[Pol<67.3859482] yes=31,no=32,missing=31,gain=2.13954067,cover=1536160
- 31:[Area5<0.683950484] yes=63,no=64,missing=63,gain=16.3174591,cover=198583
- 63:leaf=-5.23266572e-05,cover=0
- 64:leaf=0.00108283409,cover=0
- 32:[Sulc0<-0.108384088] yes=65,no=66,missing=65,gain=4.01015568,cover=1337577
- 65:leaf=-8.44269453e-05,cover=0
- 66:leaf=8.89607618e-05,cover=0
- 16:[Ecc<0.406764686] yes=33,no=34,missing=34,gain=2.227319,cover=2035537
- 33:[PialCurv5<0.116372027] yes=67,no=68,missing=67,gain=3.80993104,cover=1095
- 67:leaf=-0.00364496,cover=0
- 68:leaf=0.00408016657,cover=0
- 34:[Area5<0.833255887] yes=69,no=70,missing=70,gain=1.8655653,cover=2034442
- 69:leaf=-3.28039278e-05,cover=0
- 70:leaf=0.000324291963,cover=0
- 8:[Pol<47.409153] yes=17,no=18,missing=18,gain=2.2597208,cover=18267
- 17:[LGI5<2.3865335] yes=35,no=36,missing=35,gain=1.519099,cover=3266
- 35:[Pol<35.2629585] yes=71,no=72,missing=71,gain=0.542613268,cover=55
- 71:leaf=-0.0122555299,cover=0
- 72:leaf=-0.00230948743,cover=0
- 36:[Pol<19.2006226] yes=73,no=74,missing=73,gain=1.34670424,cover=3211
- 73:leaf=-0.000393530732,cover=0
- 74:leaf=0.00174458197,cover=0
- 18:[PialArea5<0.775119185] yes=37,no=38,missing=38,gain=1.86874986,cover=15001
- 37:[Curv5<-0.0642315522] yes=75,no=76,missing=75,gain=1.49627781,cover=2059
- 75:leaf=0.00720664579,cover=0
- 76:leaf=0.000505978183,cover=0
- 38:[Pol<114.966316] yes=77,no=78,missing=77,gain=2.212538,cover=12942
- 77:leaf=-0.00151145703,cover=0
- 78:leaf=-0.00020300613,cover=0
- 4:[PialCurv5<-0.0456207059] yes=9,no=10,missing=9,gain=0.726941764,cover=1625
- 9:[Ecc<3.41847086] yes=19,no=20,missing=20,gain=0.680560827,cover=91
- 19:[LGI5<2.27925944] yes=39,no=40,missing=40,gain=0.292009354,cover=81
- 39:[Pol<141.801834] yes=79,no=80,missing=79,gain=0.117388695,cover=35
- 79:leaf=-0.000898083148,cover=0
- 80:leaf=0.00478208764,cover=0
- 40:[Pol<114.966316] yes=81,no=82,missing=81,gain=0.334418803,cover=46
- 81:leaf=0.00210714666,cover=0
- 82:leaf=-0.0069909296,cover=0
- 20:[MidArea5<1.07671547] yes=41,no=42,missing=41,gain=0.0134730339,cover=10
- 41:leaf=-0.0162690338,cover=0
- 42:leaf=-0.00597731303,cover=0
- 10:[Curv5<-0.0343657099] yes=21,no=22,missing=21,gain=1.00895369,cover=1534
- 21:[Curv5<-0.0708468556] yes=43,no=44,missing=43,gain=0.287571073,cover=45
- 43:[LGI5<2.28518939] yes=83,no=84,missing=84,gain=0.0419250727,cover=11
- 83:leaf=0.00252667977,cover=0
- 84:leaf=0.0163789894,cover=0
- 44:[MidArea5<1.00466764] yes=85,no=86,missing=85,gain=0.100436628,cover=34
- 85:leaf=0.00210514036,cover=0
- 86:leaf=0.00797707122,cover=0
- 22:[PialArea5<0.813682437] yes=45,no=46,missing=45,gain=0.723975122,cover=1489
- 45:[Pol<146.122681] yes=87,no=88,missing=87,gain=1.27839303,cover=614
- 87:leaf=0.00160998141,cover=0
- 88:leaf=0.00898105558,cover=0
- 46:[Ecc<37.2796402] yes=89,no=90,missing=89,gain=0.707658052,cover=875
- 89:leaf=0.000586160691,cover=0
- 90:leaf=-0.00462084636,cover=0
- 2:[Ecc<11.1913614] yes=5,no=6,missing=6,gain=0.986295342,cover=1532799
- 5:[LGI5<3.09872246] yes=11,no=12,missing=12,gain=3.56671453,cover=1057223
- 11:[Pol<102.241241] yes=23,no=24,missing=23,gain=1.65101743,cover=990205
- 23:[Ecc<5.59685707] yes=47,no=48,missing=48,gain=6.28039217,cover=584325
- 47:[Curv5<-0.0461937301] yes=91,no=92,missing=91,gain=3.52078247,cover=416086
- 91:leaf=-7.05460989e-05,cover=0
- 92:leaf=0.000550621015,cover=0
- 48:[Pol<68.895668] yes=93,no=94,missing=94,gain=18.6243553,cover=168239
- 93:leaf=0.000152740933,cover=0
- 94:leaf=0.00191003911,cover=0
- 24:[LGI5<2.52671862] yes=49,no=50,missing=49,gain=6.61727715,cover=405880
- 49:[Ecc<3.94116735] yes=95,no=96,missing=95,gain=6.47177696,cover=192893
- 95:leaf=0.000401796831,cover=0
- 96:leaf=-0.000183347671,cover=0
- 50:[LGI5<2.92358446] yes=97,no=98,missing=97,gain=7.57952976,cover=212987
- 97:leaf=-0.000369138637,cover=0
- 98:leaf=0.000516155036,cover=0
- 12:[Sulc0<-0.420901269] yes=25,no=26,missing=26,gain=6.80620861,cover=67018
- 25:[PialCurv5<-0.019163372] yes=51,no=52,missing=51,gain=2.21572304,cover=47716
- 51:[Pol<57.0350037] yes=99,no=100,missing=99,gain=2.42226338,cover=46796
- 99:leaf=-0.000221101989,cover=0
- 100:leaf=0.000573666301,cover=0
- 52:[Curv5<0.0407969989] yes=101,no=102,missing=102,gain=2.72694993,cover=920
- 101:leaf=-0.00276528741,cover=0
- 102:leaf=0.0222907532,cover=0
- 26:[Pol<79.5617371] yes=53,no=54,missing=53,gain=11.2608776,cover=19302
- 53:[Sulc0<-0.0326132737] yes=103,no=104,missing=104,gain=6.66859818,cover=9254
- 103:leaf=-0.00194346369,cover=0
- 104:leaf=-0.00626371056,cover=0
- 54:[Ecc<7.7481575] yes=105,no=106,missing=105,gain=9.89055061,cover=10048
- 105:leaf=0.0036679469,cover=0
- 106:leaf=-0.000665910018,cover=0
- 6:[LGI5<3.04290652] yes=13,no=14,missing=14,gain=3.1984098,cover=475576
- 13:[PialCurv5<0.0193316489] yes=27,no=28,missing=27,gain=4.47734833,cover=149598
- 27:[Curv5<0.00546095846] yes=55,no=56,missing=55,gain=4.95176268,cover=143898
- 55:[Pol<175.643188] yes=107,no=108,missing=107,gain=4.14052629,cover=143144
- 107:leaf=-5.96714153e-06,cover=0
- 108:leaf=-0.00106398517,cover=0
- 56:[Sulc0<-0.137935251] yes=109,no=110,missing=109,gain=3.3171978,cover=754
- 109:leaf=-0.00487639336,cover=0
- 110:leaf=0.00521688676,cover=0
- 28:[Pol<4.30929279] yes=57,no=58,missing=57,gain=1.44144487,cover=5700
- 57:[Curv5<-0.0413376503] yes=111,no=112,missing=112,gain=1.23756099,cover=64
- 111:leaf=0.018524183,cover=0
- 112:leaf=0.00209549838,cover=0
- 58:[Pol<156.492447] yes=113,no=114,missing=113,gain=1.21780682,cover=5636
- 113:leaf=-0.00136176439,cover=0
- 114:leaf=-0.0041463431,cover=0
- 14:[LGI5<3.17022181] yes=29,no=30,missing=30,gain=3.35517454,cover=325978
- 29:[Pol<154.27803] yes=59,no=60,missing=59,gain=2.67859697,cover=78116
- 59:[Pol<55.3432045] yes=115,no=116,missing=116,gain=4.20410156,cover=53930
- 115:leaf=0.000395609619,cover=0
- 116:leaf=0.00141917472,cover=0
- 60:[PialArea5<1.33957577] yes=117,no=118,missing=117,gain=3.01836562,cover=24186
- 117:leaf=0.000107221786,cover=0
- 118:leaf=-0.00337550393,cover=0
- 30:[Pol<18.1680222] yes=61,no=62,missing=62,gain=1.73858857,cover=247862
- 61:[Ecc<23.1745358] yes=119,no=120,missing=119,gain=5.92495155,cover=49213
- 119:leaf=0.000454618741,cover=0
- 120:leaf=-0.00065673975,cover=0
- 62:[Ecc<20.7119312] yes=121,no=122,missing=121,gain=4.54487705,cover=198649
- 121:leaf=-0.000115587951,cover=0
- 122:leaf=0.000364124047,cover=0
-booster[822]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=1,gain=0.314998865,cover=5124388
- 1:[Pol<29.3809395] yes=3,no=4,missing=4,gain=0.38049826,cover=5024305
- 3:[Sulc0<0.915739596] yes=7,no=8,missing=8,gain=3.85165787,cover=586446
- 7:[Sulc0<0.474820405] yes=15,no=16,missing=16,gain=2.5862813,cover=585744
- 15:[Ecc<14.694541] yes=31,no=32,missing=31,gain=2.74206972,cover=581653
- 31:[Area5<0.729573667] yes=63,no=64,missing=63,gain=7.36543846,cover=353224
- 63:leaf=0.000254043611,cover=0
- 64:leaf=-0.000267084892,cover=0
- 32:[Area5<0.685542226] yes=65,no=66,missing=65,gain=9.72314072,cover=228429
- 65:leaf=-0.000450853113,cover=0
- 66:leaf=0.000202879659,cover=0
- 16:[PialCurv5<0.0218105931] yes=33,no=34,missing=33,gain=3.90276957,cover=4091
- 33:[Area5<0.612264991] yes=67,no=68,missing=68,gain=2.18668222,cover=612
- 67:leaf=-0.00823102426,cover=0
- 68:leaf=0.00564158102,cover=0
- 34:[Pol<24.282547] yes=69,no=70,missing=69,gain=1.89761114,cover=3479
- 69:leaf=-0.000533975835,cover=0
- 70:leaf=0.00180104154,cover=0
- 8:[PialArea5<0.245474651] yes=17,no=18,missing=18,gain=1.19063473,cover=702
- 17:[LGI5<2.93978119] yes=35,no=36,missing=36,gain=0.907599092,cover=56
- 35:[Curv5<0.18040961] yes=71,no=72,missing=72,gain=0.670835137,cover=16
- 71:leaf=0.0249047931,cover=0
- 72:leaf=0.0041886461,cover=0
- 36:[PialCurv5<0.280504435] yes=73,no=74,missing=74,gain=0.602263212,cover=40
- 73:leaf=0.0115574328,cover=0
- 74:leaf=-0.00369345816,cover=0
- 18:[Curv5<0.190557376] yes=37,no=38,missing=37,gain=0.883178234,cover=646
- 37:[PialCurv5<0.131570891] yes=75,no=76,missing=76,gain=0.528446674,cover=527
- 75:leaf=-0.00108277297,cover=0
- 76:leaf=-0.00576484716,cover=0
- 38:[PialCurv5<0.216171265] yes=77,no=78,missing=77,gain=0.441663146,cover=119
- 77:leaf=0.00969339814,cover=0
- 78:leaf=-0.00127830741,cover=0
- 4:[Curv5<-0.203415334] yes=9,no=10,missing=10,gain=1.25222468,cover=4437859
- 9:[Area5<0.706906915] yes=19,no=20,missing=19,gain=7.8698802,cover=698263
- 19:[PialCurv5<-0.0990834236] yes=39,no=40,missing=39,gain=5.16417789,cover=607707
- 39:[Pol<79.5617371] yes=79,no=80,missing=79,gain=3.25302219,cover=559274
- 79:leaf=0.0001576738,cover=0
- 80:leaf=-0.00012200488,cover=0
- 40:[LGI5<2.34364653] yes=81,no=82,missing=81,gain=3.94183779,cover=48433
- 81:leaf=0.001495064,cover=0
- 82:leaf=0.000283722155,cover=0
- 20:[Pol<145.397461] yes=41,no=42,missing=41,gain=6.91335392,cover=90556
- 41:[Ecc<3.54469991] yes=83,no=84,missing=83,gain=5.6927824,cover=45053
- 83:leaf=-0.000318069797,cover=0
- 84:leaf=0.00118197768,cover=0
- 42:[LGI5<2.4272728] yes=85,no=86,missing=86,gain=4.02917099,cover=45503
- 85:leaf=0.00214124983,cover=0
- 86:leaf=-5.12513689e-05,cover=0
- 10:[PialCurv5<-0.135003537] yes=21,no=22,missing=22,gain=7.67878771,cover=3739596
- 21:[Sulc0<-0.047846999] yes=43,no=44,missing=43,gain=2.89883852,cover=29643
- 43:[Area5<0.601796865] yes=87,no=88,missing=87,gain=2.68081856,cover=28185
- 87:leaf=0.000365309592,cover=0
- 88:leaf=0.00134405412,cover=0
- 44:[Pol<43.7633247] yes=89,no=90,missing=89,gain=3.32395029,cover=1458
- 89:leaf=-0.01092612,cover=0
- 90:leaf=-0.000792105158,cover=0
- 22:[Sulc0<-0.947149038] yes=45,no=46,missing=45,gain=3.90969467,cover=3709953
- 45:[PialArea5<0.730471373] yes=91,no=92,missing=92,gain=3.08747959,cover=49867
- 91:leaf=0.00187296234,cover=0
- 92:leaf=-0.000530579127,cover=0
- 46:[Pol<141.801834] yes=93,no=94,missing=94,gain=2.60134888,cover=3660086
- 93:leaf=-3.97673757e-05,cover=0
- 94:leaf=6.54565665e-05,cover=0
- 2:[Area5<0.617766261] yes=5,no=6,missing=5,gain=1.31112516,cover=100083
- 5:[Pol<121.397697] yes=11,no=12,missing=11,gain=1.34993732,cover=767
- 11:[Curv5<-0.134546712] yes=23,no=24,missing=23,gain=1.28780341,cover=458
- 23:[Sulc0<-0.815117955] yes=47,no=48,missing=48,gain=1.03995156,cover=443
- 47:[Curv5<-0.163374811] yes=95,no=96,missing=95,gain=0.726753473,cover=363
- 95:leaf=0.00387944886,cover=0
- 96:leaf=-0.00414616009,cover=0
- 48:[PialCurv5<-0.136031076] yes=97,no=98,missing=98,gain=0.907800198,cover=80
- 97:leaf=-0.00297786086,cover=0
- 98:leaf=0.0117056975,cover=0
- 24:[Ecc<0.669936359] yes=49,no=50,missing=49,gain=0.355390608,cover=15
- 49:[PialCurv5<-0.0974217355] yes=99,no=100,missing=99,gain=0.0779092312,cover=4
- 99:leaf=-0.00386511884,cover=0
- 100:leaf=0.00765538216,cover=0
- 50:[Ecc<2.07756257] yes=101,no=102,missing=101,gain=0.0441932082,cover=11
- 101:leaf=-0.0185308829,cover=0
- 102:leaf=-0.00885192584,cover=0
- 12:[Area5<0.586059749] yes=25,no=26,missing=25,gain=1.02362299,cover=309
- 25:[Curv5<-0.20189926] yes=51,no=52,missing=51,gain=0.609447479,cover=98
- 51:[Ecc<7.69572639] yes=103,no=104,missing=103,gain=0.327189684,cover=44
- 103:leaf=0.00960885733,cover=0
- 104:leaf=-0.00339292106,cover=0
- 52:[Area5<0.584141672] yes=105,no=106,missing=105,gain=0.1194233,cover=54
- 105:leaf=-0.000670235022,cover=0
- 106:leaf=0.00631195819,cover=0
- 26:[Ecc<1.26157856] yes=53,no=54,missing=53,gain=0.37125206,cover=211
- 53:[Sulc0<-1.19305253] yes=107,no=108,missing=108,gain=0.126968384,cover=12
- 107:leaf=-0.00412612362,cover=0
- 108:leaf=0.00804658607,cover=0
- 54:[Curv5<-0.249691159] yes=109,no=110,missing=110,gain=0.243741214,cover=199
- 109:leaf=-0.00752631202,cover=0
- 110:leaf=-0.00221445109,cover=0
- 6:[Pol<50.9985542] yes=13,no=14,missing=13,gain=1.26122713,cover=99316
- 13:[LGI5<2.21018219] yes=27,no=28,missing=28,gain=1.25338113,cover=67275
- 27:[MidArea5<1.1557827] yes=55,no=56,missing=55,gain=1.58686638,cover=695
- 55:[Curv5<-0.239749789] yes=111,no=112,missing=111,gain=1.7240386,cover=437
- 111:leaf=-0.00385659188,cover=0
- 112:leaf=0.00515640993,cover=0
- 56:[Area5<0.780320704] yes=113,no=114,missing=113,gain=1.51525581,cover=258
- 113:leaf=0.00286341389,cover=0
- 114:leaf=-0.00477379374,cover=0
- 28:[Area5<0.66211915] yes=57,no=58,missing=58,gain=0.974199891,cover=66580
- 57:[Ecc<3.29132295] yes=115,no=116,missing=115,gain=1.62972569,cover=1342
- 115:leaf=0.000267495372,cover=0
- 116:leaf=0.00431773253,cover=0
- 58:[Ecc<6.2938199] yes=117,no=118,missing=117,gain=1.13737321,cover=65238
- 117:leaf=-0.000269469892,cover=0
- 118:leaf=0.000157466464,cover=0
- 14:[Pol<159.435425] yes=29,no=30,missing=29,gain=1.64950645,cover=32041
- 29:[Area5<0.987501919] yes=59,no=60,missing=59,gain=1.80891657,cover=19510
- 59:[Area5<0.839165807] yes=119,no=120,missing=119,gain=2.43834162,cover=13996
- 119:leaf=0.000397092284,cover=0
- 120:leaf=0.00175309239,cover=0
- 60:[Pol<114.432869] yes=121,no=122,missing=121,gain=2.40456367,cover=5514
- 121:leaf=0.000958988909,cover=0
- 122:leaf=-0.00113264367,cover=0
- 30:[Ecc<6.10119486] yes=61,no=62,missing=61,gain=2.84619689,cover=12531
- 61:[PialCurv5<-0.171137348] yes=123,no=124,missing=124,gain=4.87732697,cover=3097
- 123:leaf=0.0296408031,cover=0
- 124:leaf=0.00105868129,cover=0
- 62:[LGI5<2.62417936] yes=125,no=126,missing=125,gain=2.78051233,cover=9434
- 125:leaf=-0.00228672125,cover=0
- 126:leaf=-0.000125223363,cover=0
-booster[823]:
-0:[Pol<5.08026028] yes=1,no=2,missing=1,gain=0.311810106,cover=5124388
- 1:[Ecc<5.91357183] yes=3,no=4,missing=4,gain=3.00002885,cover=120099
- 3:[PialCurv5<-0.019163372] yes=7,no=8,missing=7,gain=3.20613647,cover=27692
- 7:[Curv5<0.000893599819] yes=15,no=16,missing=15,gain=5.36207342,cover=25765
- 15:[Sulc0<-0.540693521] yes=31,no=32,missing=31,gain=1.21771681,cover=25641
- 31:[Curv5<-0.0390223041] yes=63,no=64,missing=64,gain=2.30732512,cover=23464
- 63:leaf=-0.000216771572,cover=0
- 64:leaf=0.00571679557,cover=0
- 32:[Area5<0.790145099] yes=65,no=66,missing=65,gain=0.885245323,cover=2177
- 65:leaf=-0.000995862763,cover=0
- 66:leaf=-0.00386299263,cover=0
- 16:[Area5<0.754342616] yes=33,no=34,missing=33,gain=1.76789093,cover=124
- 33:[PialArea5<0.911882102] yes=67,no=68,missing=68,gain=1.87506723,cover=93
- 67:leaf=0.0106514702,cover=0
- 68:leaf=0.0322004221,cover=0
- 34:[Ecc<4.53598547] yes=69,no=70,missing=69,gain=0.485762477,cover=31
- 69:leaf=-0.00366990315,cover=0
- 70:leaf=0.0104858978,cover=0
- 8:[MidArea5<0.793646336] yes=17,no=18,missing=17,gain=2.03075647,cover=1927
- 17:[Sulc0<-0.137935251] yes=35,no=36,missing=35,gain=1.24935722,cover=1398
- 35:[PialCurv5<0.125401646] yes=71,no=72,missing=71,gain=2.25049543,cover=1224
- 71:leaf=8.55165781e-05,cover=0
- 72:leaf=-0.00609825365,cover=0
- 36:[PialCurv5<0.0824522972] yes=73,no=74,missing=74,gain=1.87048864,cover=174
- 73:leaf=-0.0115522705,cover=0
- 74:leaf=-0.00101396313,cover=0
- 18:[Area5<0.706109285] yes=37,no=38,missing=37,gain=2.44705772,cover=529
- 37:[LGI5<2.54917789] yes=75,no=76,missing=75,gain=0.67430687,cover=122
- 75:leaf=-0.00782818161,cover=0
- 76:leaf=-0.0155694354,cover=0
- 38:[Sulc0<-0.00954892673] yes=77,no=78,missing=78,gain=1.08471727,cover=407
- 77:leaf=-0.00268677319,cover=0
- 78:leaf=-0.019388875,cover=0
- 4:[LGI5<3.38720298] yes=9,no=10,missing=9,gain=1.97747231,cover=92407
- 9:[Curv5<0.0168606453] yes=19,no=20,missing=19,gain=1.46937132,cover=79474
- 19:[Curv5<-0.119937547] yes=39,no=40,missing=40,gain=2.01876402,cover=73569
- 39:[Area5<0.710077047] yes=79,no=80,missing=79,gain=4.30687046,cover=54217
- 79:leaf=0.000553538266,cover=0
- 80:leaf=-0.000370979862,cover=0
- 40:[Sulc0<-0.808473051] yes=81,no=82,missing=81,gain=2.93123055,cover=19352
- 81:leaf=0.00534996809,cover=0
- 82:leaf=0.000725593069,cover=0
- 20:[Ecc<18.0513744] yes=41,no=42,missing=42,gain=3.70405149,cover=5905
- 41:[PialCurv5<0.0308136549] yes=83,no=84,missing=84,gain=3.41195154,cover=5278
- 83:leaf=-0.00305264862,cover=0
- 84:leaf=-0.000136817471,cover=0
- 42:[LGI5<3.29780769] yes=85,no=86,missing=85,gain=4.20813656,cover=627
- 85:leaf=0.00136549526,cover=0
- 86:leaf=0.0124224937,cover=0
- 10:[Curv5<-0.16496937] yes=21,no=22,missing=21,gain=1.45255899,cover=12933
- 21:[Sulc0<-0.751221538] yes=43,no=44,missing=43,gain=0.801609278,cover=6403
- 43:[PialCurv5<-0.210138425] yes=87,no=88,missing=87,gain=1.54881907,cover=3876
- 87:leaf=0.00974122342,cover=0
- 88:leaf=-0.000538042746,cover=0
- 44:[LGI5<3.55025291] yes=89,no=90,missing=89,gain=0.677538872,cover=2527
- 89:leaf=-0.00228886004,cover=0
- 90:leaf=-0.000632349693,cover=0
- 22:[Sulc0<-0.481185079] yes=45,no=46,missing=45,gain=1.66758776,cover=6530
- 45:[LGI5<3.70550299] yes=91,no=92,missing=91,gain=2.15980673,cover=2858
- 91:leaf=0.00165648013,cover=0
- 92:leaf=-0.00216286886,cover=0
- 46:[LGI5<3.64692807] yes=93,no=94,missing=93,gain=1.65709412,cover=3672
- 93:leaf=-0.00104803324,cover=0
- 94:leaf=0.00166942365,cover=0
- 2:[MidArea5<0.903842509] yes=5,no=6,missing=5,gain=0.389936149,cover=5004289
- 5:[PialCurv5<-0.125671759] yes=11,no=12,missing=11,gain=0.801826596,cover=4412765
- 11:[Curv5<-0.200394869] yes=23,no=24,missing=23,gain=8.41764736,cover=579092
- 23:[Area5<0.548651993] yes=47,no=48,missing=47,gain=1.96793318,cover=521845
- 47:[Pol<76.8473129] yes=95,no=96,missing=95,gain=2.436625,cover=174435
- 95:leaf=0.000378090219,cover=0
- 96:leaf=-1.44993892e-05,cover=0
- 48:[MidArea5<0.834597051] yes=97,no=98,missing=97,gain=2.59734631,cover=347410
- 97:leaf=-0.000158639697,cover=0
- 98:leaf=0.000166691942,cover=0
- 24:[MidArea5<0.638313055] yes=49,no=50,missing=49,gain=3.29314327,cover=57247
- 49:[Sulc0<-0.137935251] yes=99,no=100,missing=99,gain=1.66123307,cover=11768
- 99:leaf=7.57915477e-05,cover=0
- 100:leaf=-0.00190500857,cover=0
- 50:[PialCurv5<-0.139269829] yes=101,no=102,missing=101,gain=3.73806381,cover=45479
- 101:leaf=0.00153616082,cover=0
- 102:leaf=0.000530816789,cover=0
- 12:[Curv5<-0.22713457] yes=25,no=26,missing=25,gain=2.1284678,cover=3833673
- 25:[Area5<0.656552851] yes=51,no=52,missing=52,gain=5.4110775,cover=134144
- 51:[Pol<67.3859482] yes=103,no=104,missing=103,gain=3.89882398,cover=111629
- 103:leaf=-0.000388101529,cover=0
- 104:leaf=0.000242775801,cover=0
- 52:[Ecc<11.3532677] yes=105,no=106,missing=105,gain=6.61268139,cover=22515
- 105:leaf=0.00179593067,cover=0
- 106:leaf=7.92559804e-05,cover=0
- 26:[MidArea5<0.838749886] yes=53,no=54,missing=53,gain=2.7663157,cover=3699529
- 53:[PialArea5<0.971235156] yes=107,no=108,missing=107,gain=1.98377347,cover=3323484
- 107:leaf=-1.51165223e-05,cover=0
- 108:leaf=0.000197528207,cover=0
- 54:[Area5<0.688713074] yes=109,no=110,missing=109,gain=2.89379644,cover=376045
- 109:leaf=-0.000381015212,cover=0
- 110:leaf=-6.73158793e-05,cover=0
- 6:[PialCurv5<-0.11422696] yes=13,no=14,missing=14,gain=1.36263895,cover=591524
- 13:[Curv5<-0.161761403] yes=27,no=28,missing=27,gain=4.8283186,cover=182952
- 27:[Sulc0<-0.757337272] yes=55,no=56,missing=55,gain=5.77681112,cover=174564
- 55:[Ecc<2.79805064] yes=111,no=112,missing=111,gain=3.60008287,cover=109053
- 111:leaf=-0.000399783399,cover=0
- 112:leaf=0.00025812941,cover=0
- 56:[Ecc<0.783076942] yes=113,no=114,missing=113,gain=2.06440687,cover=65511
- 113:leaf=-0.00424419763,cover=0
- 114:leaf=-0.000483527983,cover=0
- 28:[Sulc0<-0.457356662] yes=57,no=58,missing=58,gain=2.98333693,cover=8388
- 57:[Area5<0.712503135] yes=115,no=116,missing=115,gain=2.43128538,cover=7150
- 115:leaf=3.65235028e-05,cover=0
- 116:leaf=0.00207293592,cover=0
- 58:[PialCurv5<-0.149745584] yes=117,no=118,missing=117,gain=3.24948168,cover=1238
- 117:leaf=-0.00986011699,cover=0
- 118:leaf=-0.000415940362,cover=0
- 14:[Curv5<-0.195883974] yes=29,no=30,missing=30,gain=3.99307251,cover=408572
- 29:[Sulc0<-0.776109517] yes=59,no=60,missing=59,gain=3.38226938,cover=45242
- 59:[Pol<136.095428] yes=119,no=120,missing=119,gain=2.25314879,cover=24288
- 119:leaf=0.000403533661,cover=0
- 120:leaf=-0.000714444963,cover=0
- 60:[PialCurv5<-0.104067586] yes=121,no=122,missing=121,gain=1.83084583,cover=20954
- 121:leaf=0.000551687612,cover=0
- 122:leaf=0.00148775929,cover=0
- 30:[Pol<137.578873] yes=61,no=62,missing=61,gain=3.5804882,cover=363330
- 61:[Ecc<2.3695333] yes=123,no=124,missing=124,gain=2.92962265,cover=261021
- 123:leaf=0.000324832596,cover=0
- 124:leaf=-0.00013814382,cover=0
- 62:[Sulc0<-0.720188618] yes=125,no=126,missing=125,gain=3.64321256,cover=102309
- 125:leaf=-0.000279480912,cover=0
- 126:leaf=0.000440941716,cover=0
-booster[824]:
-0:[Pol<5.08026028] yes=1,no=2,missing=2,gain=0.281432241,cover=5124388
- 1:[Ecc<5.66086149] yes=3,no=4,missing=3,gain=2.71763921,cover=120099
- 3:[PialCurv5<-0.019163372] yes=7,no=8,missing=8,gain=3.26088548,cover=26361
- 7:[Curv5<0.000893599819] yes=15,no=16,missing=15,gain=4.78428841,cover=24525
- 15:[Sulc0<-0.540693521] yes=31,no=32,missing=31,gain=1.20525908,cover=24402
- 31:[Curv5<-0.048490826] yes=63,no=64,missing=64,gain=2.14259005,cover=22452
- 63:leaf=-0.000218758854,cover=0
- 64:leaf=0.00442687375,cover=0
- 32:[Area5<0.790145099] yes=65,no=66,missing=65,gain=0.796825528,cover=1950
- 65:leaf=-0.00106198969,cover=0
- 66:leaf=-0.00401752582,cover=0
- 16:[Area5<0.754342616] yes=33,no=34,missing=33,gain=1.58968067,cover=123
- 33:[PialArea5<0.911882102] yes=67,no=68,missing=68,gain=1.72084522,cover=92
- 67:leaf=0.0100710895,cover=0
- 68:leaf=0.0307245795,cover=0
- 34:[Area5<0.818724692] yes=69,no=70,missing=69,gain=0.455500603,cover=31
- 69:leaf=0.00226645125,cover=0
- 70:leaf=-0.0141174225,cover=0
- 8:[LGI5<2.57675576] yes=17,no=18,missing=18,gain=1.77861977,cover=1836
- 17:[MidArea5<0.840858281] yes=35,no=36,missing=35,gain=1.55106723,cover=1139
- 35:[LGI5<2.48931384] yes=71,no=72,missing=71,gain=0.924649596,cover=977
- 71:leaf=-0.00139907957,cover=0
- 72:leaf=0.00200881413,cover=0
- 36:[Sulc0<-0.292069882] yes=73,no=74,missing=73,gain=1.0981164,cover=162
- 73:leaf=-0.00653521204,cover=0
- 74:leaf=0.0138238361,cover=0
- 18:[Sulc0<-0.475189745] yes=37,no=38,missing=38,gain=2.01873875,cover=697
- 37:[PialCurv5<0.0877920389] yes=75,no=76,missing=75,gain=1.45132113,cover=309
- 75:leaf=5.73752041e-05,cover=0
- 76:leaf=-0.00956632569,cover=0
- 38:[MidArea5<0.793646336] yes=77,no=78,missing=78,gain=2.45253277,cover=388
- 77:leaf=-0.00451358967,cover=0
- 78:leaf=-0.0137852868,cover=0
- 4:[LGI5<3.38720298] yes=9,no=10,missing=9,gain=1.7515825,cover=93738
- 9:[Sulc0<-0.173886195] yes=19,no=20,missing=19,gain=1.43695951,cover=80792
- 19:[Curv5<-0.138079464] yes=39,no=40,missing=39,gain=2.05473042,cover=72228
- 39:[Area5<0.710077047] yes=79,no=80,missing=80,gain=4.11420918,cover=49586
- 79:leaf=0.000518623972,cover=0
- 80:leaf=-0.000433093228,cover=0
- 40:[Ecc<17.7876587] yes=81,no=82,missing=82,gain=6.03895044,cover=22642
- 81:leaf=0.000437576091,cover=0
- 82:leaf=0.0028526457,cover=0
- 20:[PialCurv5<-0.0515215881] yes=41,no=42,missing=42,gain=3.36608744,cover=8564
- 41:[Curv5<-0.0881721899] yes=83,no=84,missing=83,gain=3.44868088,cover=2527
- 83:leaf=0.000409294938,cover=0
- 84:leaf=0.0054800706,cover=0
- 42:[PialArea5<0.994868398] yes=85,no=86,missing=86,gain=3.14042473,cover=6037
- 85:leaf=-0.000387939624,cover=0
- 86:leaf=-0.00321757235,cover=0
- 10:[Curv5<-0.16496937] yes=21,no=22,missing=21,gain=1.30830622,cover=12946
- 21:[Sulc0<-0.751221538] yes=43,no=44,missing=44,gain=0.717515588,cover=6412
- 43:[PialCurv5<-0.210138425] yes=87,no=88,missing=88,gain=1.40173793,cover=3884
- 87:leaf=0.00926732272,cover=0
- 88:leaf=-0.000511595688,cover=0
- 44:[LGI5<3.55025291] yes=89,no=90,missing=89,gain=0.605161667,cover=2528
- 89:leaf=-0.00216607028,cover=0
- 90:leaf=-0.000600759347,cover=0
- 22:[Sulc0<-0.481185079] yes=45,no=46,missing=45,gain=1.50549424,cover=6534
- 45:[LGI5<3.70550299] yes=91,no=92,missing=91,gain=1.97911012,cover=2862
- 91:leaf=0.00157745392,cover=0
- 92:leaf=-0.00207474665,cover=0
- 46:[LGI5<3.64692807] yes=93,no=94,missing=93,gain=1.4956857,cover=3672
- 93:leaf=-0.000995646464,cover=0
- 94:leaf=0.00158607401,cover=0
- 2:[Ecc<40.3354568] yes=5,no=6,missing=6,gain=0.369019836,cover=5004289
- 5:[Curv5<-0.0320370905] yes=11,no=12,missing=11,gain=0.768984377,cover=4812797
- 11:[Sulc0<0.272107065] yes=23,no=24,missing=23,gain=2.24108386,cover=2667932
- 23:[PialCurv5<0.00860458333] yes=47,no=48,missing=47,gain=2.07692146,cover=2641629
- 47:[Sulc0<-0.00176540145] yes=95,no=96,missing=96,gain=2.91069174,cover=2570736
- 95:leaf=-8.33069407e-06,cover=0
- 96:leaf=-0.000266343792,cover=0
- 48:[Sulc0<-0.00954892673] yes=97,no=98,missing=97,gain=12.8062468,cover=70893
- 97:leaf=-0.00013432806,cover=0
- 98:leaf=0.00141588121,cover=0
- 24:[Pol<160.869751] yes=49,no=50,missing=50,gain=5.34412098,cover=26303
- 49:[Curv5<-0.18985194] yes=99,no=100,missing=99,gain=4.86376143,cover=25994
- 99:leaf=-0.00323518482,cover=0
- 100:leaf=-0.000233512998,cover=0
- 50:[Ecc<35.195137] yes=101,no=102,missing=101,gain=2.90514994,cover=309
- 101:leaf=-0.0148226963,cover=0
- 102:leaf=-0.00398216909,cover=0
- 12:[Sulc0<-0.808473051] yes=25,no=26,missing=25,gain=2.17310834,cover=2144865
- 25:[Ecc<6.70300007] yes=51,no=52,missing=51,gain=2.19974589,cover=1416
- 51:[LGI5<2.73607373] yes=103,no=104,missing=104,gain=3.731318,cover=1316
- 103:leaf=-0.00195915415,cover=0
- 104:leaf=-0.0161653962,cover=0
- 52:[Area5<0.738135278] yes=105,no=106,missing=105,gain=0.906277895,cover=100
- 105:leaf=0.00108301046,cover=0
- 106:leaf=0.0106830504,cover=0
- 26:[Ecc<8.35574818] yes=53,no=54,missing=53,gain=1.849769,cover=2143449
- 53:[Pol<66.6374893] yes=107,no=108,missing=107,gain=15.9501715,cover=1063088
- 107:leaf=0.000889583142,cover=0
- 108:leaf=2.54670103e-05,cover=0
- 54:[Sulc0<-0.23104082] yes=109,no=110,missing=109,gain=21.9343872,cover=1080361
- 109:leaf=-0.00105981529,cover=0
- 110:leaf=2.72944017e-05,cover=0
- 6:[LGI5<2.86381269] yes=13,no=14,missing=13,gain=5.28854656,cover=191492
- 13:[Curv5<0.135532871] yes=27,no=28,missing=27,gain=2.91257095,cover=17766
- 27:[PialArea5<0.413606972] yes=55,no=56,missing=55,gain=3.66896152,cover=14658
- 55:[MidArea5<0.574335396] yes=111,no=112,missing=111,gain=1.23238516,cover=379
- 111:leaf=-0.0069577978,cover=0
- 112:leaf=0.00270207436,cover=0
- 56:[Sulc0<0.151281953] yes=113,no=114,missing=114,gain=1.41996193,cover=14279
- 113:leaf=-0.00164732896,cover=0
- 114:leaf=-0.000635819917,cover=0
- 28:[PialArea5<0.245474651] yes=57,no=58,missing=57,gain=1.424963,cover=3108
- 57:[Pol<27.4246235] yes=115,no=116,missing=116,gain=1.14979649,cover=236
- 115:leaf=0.0143474331,cover=0
- 116:leaf=-0.00390464882,cover=0
- 58:[LGI5<2.61063838] yes=117,no=118,missing=117,gain=0.70664233,cover=2872
- 117:leaf=-0.00143342454,cover=0
- 118:leaf=0.00108024501,cover=0
- 14:[PialCurv5<-0.0133872591] yes=29,no=30,missing=29,gain=5.27514458,cover=173726
- 29:[LGI5<3.51961541] yes=59,no=60,missing=59,gain=7.21109104,cover=64237
- 59:[Sulc0<-0.312649339] yes=119,no=120,missing=119,gain=5.35287857,cover=52673
- 119:leaf=-0.000502720417,cover=0
- 120:leaf=0.000847936142,cover=0
- 60:[Sulc0<0.210163057] yes=121,no=122,missing=122,gain=3.51942658,cover=11564
- 121:leaf=-0.000111150497,cover=0
- 122:leaf=-0.00193522812,cover=0
- 30:[Pol<138.276962] yes=61,no=62,missing=62,gain=4.46746445,cover=109489
- 61:[Curv5<-0.00141534733] yes=123,no=124,missing=124,gain=4.94291258,cover=102466
- 123:leaf=-0.00135109876,cover=0
- 124:leaf=-0.000167858263,cover=0
- 62:[Sulc0<0.598320961] yes=125,no=126,missing=125,gain=4.86698151,cover=7023
- 125:leaf=0.00161568855,cover=0
- 126:leaf=-0.00189891295,cover=0
-booster[825]:
-0:[Pol<127.728462] yes=1,no=2,missing=1,gain=0.293554842,cover=5124388
- 1:[Ecc<10.569519] yes=3,no=4,missing=3,gain=4.34012175,cover=3551556
- 3:[Ecc<7.18838644] yes=7,no=8,missing=8,gain=4.94603825,cover=2282042
- 7:[Pol<101.695656] yes=15,no=16,missing=15,gain=6.12396049,cover=1657148
- 15:[Ecc<4.53598547] yes=31,no=32,missing=31,gain=7.1457653,cover=1211942
- 31:[LGI5<2.87999082] yes=63,no=64,missing=64,gain=6.52866554,cover=775381
- 63:leaf=-2.25141066e-05,cover=0
- 64:leaf=-0.00150755269,cover=0
- 32:[MidArea5<0.722913623] yes=65,no=66,missing=66,gain=11.2211542,cover=436561
- 65:leaf=-6.83345279e-05,cover=0
- 66:leaf=0.000442012184,cover=0
- 16:[Area5<0.587948382] yes=33,no=34,missing=33,gain=9.56649303,cover=445206
- 33:[Ecc<1.51801682] yes=67,no=68,missing=68,gain=6.27567387,cover=82383
- 67:leaf=-0.000109143577,cover=0
- 68:leaf=0.000763669086,cover=0
- 34:[Sulc0<0.013685069] yes=69,no=70,missing=69,gain=9.60667515,cover=362823
- 69:leaf=-0.000580641616,cover=0
- 70:leaf=-5.78381878e-05,cover=0
- 8:[Pol<85.4004211] yes=17,no=18,missing=17,gain=26.1107159,cover=624894
- 17:[Sulc0<-0.389213681] yes=35,no=36,missing=36,gain=34.0050659,cover=271602
- 35:[Pol<62.799984] yes=71,no=72,missing=71,gain=6.57696199,cover=117523
- 71:leaf=1.98636117e-05,cover=0
- 72:leaf=0.00178731512,cover=0
- 36:[PialArea5<0.559226274] yes=73,no=74,missing=74,gain=32.0027771,cover=154079
- 73:leaf=0.000293548102,cover=0
- 74:leaf=-0.0014197079,cover=0
- 18:[Sulc0<-0.0172607526] yes=37,no=38,missing=37,gain=38.2432671,cover=353292
- 37:[PialCurv5<0.0447484925] yes=75,no=76,missing=75,gain=24.2172527,cover=79635
- 75:leaf=-0.000568420102,cover=0
- 76:leaf=-0.0035499481,cover=0
- 38:[PialCurv5<0.144311354] yes=77,no=78,missing=77,gain=24.7808609,cover=273657
- 77:leaf=0.00097941386,cover=0
- 78:leaf=7.61316142e-06,cover=0
- 4:[Curv5<0.0554658733] yes=9,no=10,missing=9,gain=9.44734478,cover=1269514
- 9:[Pol<57.0350037] yes=19,no=20,missing=19,gain=41.5660439,cover=696882
- 19:[PialCurv5<-0.0487009101] yes=39,no=40,missing=39,gain=10.968502,cover=487868
- 39:[Sulc0<-0.217071146] yes=79,no=80,missing=79,gain=29.6721916,cover=311066
- 79:leaf=-5.27552402e-05,cover=0
- 80:leaf=0.00153081748,cover=0
- 40:[Area5<0.680766582] yes=81,no=82,missing=81,gain=14.0642366,cover=176802
- 81:leaf=-0.00122991425,cover=0
- 82:leaf=-0.000144148347,cover=0
- 20:[Area5<0.706109285] yes=41,no=42,missing=41,gain=45.6071053,cover=209014
- 41:[PialArea5<0.696357906] yes=83,no=84,missing=83,gain=62.2202377,cover=124769
- 83:leaf=0.000558128755,cover=0
- 84:leaf=0.00289139873,cover=0
- 42:[MidArea5<0.638313055] yes=85,no=86,missing=86,gain=11.5559378,cover=84245
- 85:leaf=-0.00277954852,cover=0
- 86:leaf=9.80785171e-06,cover=0
- 10:[Sulc0<0.703387856] yes=21,no=22,missing=21,gain=7.24037552,cover=572632
- 21:[Pol<55.3432045] yes=43,no=44,missing=44,gain=11.2643785,cover=279988
- 43:[PialCurv5<0.0591915138] yes=87,no=88,missing=87,gain=11.02108,cover=40776
- 87:leaf=0.00307595218,cover=0
- 88:leaf=0.000239524292,cover=0
- 44:[LGI5<2.80803919] yes=89,no=90,missing=89,gain=15.0864143,cover=239212
- 89:leaf=0.000468520651,cover=0
- 90:leaf=-0.000579183979,cover=0
- 22:[Pol<100.090813] yes=45,no=46,missing=45,gain=4.32158089,cover=292644
- 45:[Pol<28.4081879] yes=91,no=92,missing=91,gain=2.85089946,cover=183819
- 91:leaf=-0.00259956904,cover=0
- 92:leaf=-4.30000728e-05,cover=0
- 46:[Ecc<16.2597466] yes=93,no=94,missing=93,gain=3.47413683,cover=108825
- 93:leaf=0.000796759618,cover=0
- 94:leaf=0.000164835219,cover=0
- 2:[Ecc<11.3532677] yes=5,no=6,missing=5,gain=7.82528114,cover=1572832
- 5:[Sulc0<0.272107065] yes=11,no=12,missing=12,gain=14.5089827,cover=980632
- 11:[Sulc0<-0.43309778] yes=23,no=24,missing=23,gain=14.6969128,cover=973389
- 23:[LGI5<2.93978119] yes=47,no=48,missing=48,gain=7.69357347,cover=650965
- 47:[Ecc<6.10119486] yes=95,no=96,missing=96,gain=7.30933094,cover=600631
- 95:leaf=4.76173263e-05,cover=0
- 96:leaf=-0.000334804121,cover=0
- 48:[PialCurv5<-0.115016438] yes=97,no=98,missing=97,gain=8.51438141,cover=50334
- 97:leaf=-0.000166695245,cover=0
- 98:leaf=0.00114592828,cover=0
- 24:[Ecc<5.91357183] yes=49,no=50,missing=49,gain=22.314867,cover=322424
- 49:[Curv5<-0.0816265643] yes=99,no=100,missing=99,gain=25.0287418,cover=144950
- 99:leaf=-0.00130171597,cover=0
- 100:leaf=0.000285511691,cover=0
- 50:[Pol<158.709351] yes=101,no=102,missing=101,gain=38.3791618,cover=177474
- 101:leaf=0.00141594664,cover=0
- 102:leaf=-6.79280274e-05,cover=0
- 12:[Curv5<0.135532871] yes=25,no=26,missing=25,gain=6.87647533,cover=7243
- 25:[Pol<143.237381] yes=51,no=52,missing=52,gain=6.21569443,cover=2720
- 51:[Sulc0<0.364060968] yes=103,no=104,missing=103,gain=2.71120739,cover=2219
- 103:leaf=-0.00177179486,cover=0
- 104:leaf=-0.00551880756,cover=0
- 52:[Ecc<3.67199802] yes=105,no=106,missing=106,gain=3.72064781,cover=501
- 105:leaf=0.00374071416,cover=0
- 106:leaf=-0.0105694737,cover=0
- 26:[LGI5<2.33929968] yes=53,no=54,missing=53,gain=1.51052058,cover=4523
- 53:[PialCurv5<0.220156521] yes=107,no=108,missing=107,gain=2.16425061,cover=512
- 107:leaf=-0.00837563165,cover=0
- 108:leaf=-0.00132371427,cover=0
- 54:[Sulc0<0.624357879] yes=109,no=110,missing=109,gain=1.62803328,cover=4011
- 109:leaf=-0.000361220213,cover=0
- 110:leaf=-0.00480468199,cover=0
- 6:[LGI5<2.47631311] yes=13,no=14,missing=14,gain=10.6119957,cover=592200
- 13:[LGI5<2.24172258] yes=27,no=28,missing=27,gain=3.15699005,cover=2089
- 27:[Area5<0.682363749] yes=55,no=56,missing=56,gain=0.446775079,cover=128
- 55:[Area5<0.532936037] yes=111,no=112,missing=111,gain=0.0756003857,cover=101
- 111:leaf=0.00735151861,cover=0
- 112:leaf=0.00429983251,cover=0
- 56:[Area5<0.739104271] yes=113,no=114,missing=114,gain=0.031634409,cover=27
- 113:leaf=4.26973638e-05,cover=0
- 114:leaf=-0.00332391798,cover=0
- 28:[Pol<166.64444] yes=57,no=58,missing=58,gain=3.05433655,cover=1961
- 57:[Ecc<16.5318356] yes=115,no=116,missing=115,gain=4.0676589,cover=1587
- 115:leaf=-0.00202437304,cover=0
- 116:leaf=-0.00859474763,cover=0
- 58:[Ecc<21.0377083] yes=117,no=118,missing=117,gain=2.39538574,cover=374
- 117:leaf=-0.0100186532,cover=0
- 118:leaf=0.00072744803,cover=0
- 14:[Ecc<29.8764286] yes=29,no=30,missing=29,gain=8.51156044,cover=590111
- 29:[Pol<148.336472] yes=59,no=60,missing=59,gain=16.8198757,cover=438393
- 59:[Sulc0<0.272107065] yes=119,no=120,missing=119,gain=25.325016,cover=170654
- 119:leaf=-0.00102068961,cover=0
- 120:leaf=0.000296459853,cover=0
- 60:[Sulc0<0.474820405] yes=121,no=122,missing=121,gain=13.2210245,cover=267739
- 121:leaf=4.00434765e-05,cover=0
- 122:leaf=-0.00706151081,cover=0
- 30:[Pol<149.072266] yes=61,no=62,missing=61,gain=12.2129364,cover=151718
- 61:[PialArea5<0.81902951] yes=123,no=124,missing=123,gain=9.14603519,cover=51418
- 123:leaf=0.000265796058,cover=0
- 124:leaf=0.00161573291,cover=0
- 62:[PialCurv5<0.0262785293] yes=125,no=126,missing=125,gain=16.9853611,cover=100300
- 125:leaf=-0.000275967468,cover=0
- 126:leaf=0.00246020709,cover=0
-booster[826]:
-0:[Sulc0<1.25822949] yes=1,no=2,missing=1,gain=0.272465318,cover=5124388
- 1:[Ecc<40.3354568] yes=3,no=4,missing=4,gain=0.318586886,cover=5104371
- 3:[Curv5<-0.0320370905] yes=7,no=8,missing=7,gain=0.561141729,cover=4912104
- 7:[Sulc0<0.272107065] yes=15,no=16,missing=16,gain=2.35439754,cover=2763442
- 15:[Ecc<8.97079182] yes=31,no=32,missing=31,gain=1.88534629,cover=2737132
- 31:[LGI5<3.1767621] yes=63,no=64,missing=63,gain=4.58395958,cover=1813500
- 63:leaf=-2.58587443e-05,cover=0
- 64:leaf=-0.000548667798,cover=0
- 32:[PialCurv5<0.000298873958] yes=65,no=66,missing=65,gain=3.56691408,cover=923632
- 65:leaf=3.03446868e-05,cover=0
- 66:leaf=0.000552942045,cover=0
- 16:[Pol<160.869751] yes=33,no=34,missing=34,gain=4.73746967,cover=26310
- 33:[Curv5<-0.18985194] yes=67,no=68,missing=67,gain=4.37374687,cover=26001
- 67:leaf=-0.00309969997,cover=0
- 68:leaf=-0.000254204584,cover=0
- 34:[Ecc<35.195137] yes=69,no=70,missing=69,gain=2.59849358,cover=309
- 69:leaf=-0.0140245324,cover=0
- 70:leaf=-0.00377203687,cover=0
- 8:[PialArea5<1.4350239] yes=17,no=18,missing=17,gain=1.70287919,cover=2148662
- 17:[Sulc0<-0.808473051] yes=35,no=36,missing=35,gain=1.55762267,cover=2148252
- 35:[Ecc<5.85121489] yes=71,no=72,missing=71,gain=2.1707685,cover=1481
- 71:leaf=-0.00225854455,cover=0
- 72:leaf=0.00394318812,cover=0
- 36:[Ecc<8.11897564] yes=73,no=74,missing=74,gain=1.64587176,cover=2146771
- 73:leaf=6.84183105e-05,cover=0
- 74:leaf=-1.92277512e-05,cover=0
- 18:[LGI5<2.31192279] yes=37,no=38,missing=38,gain=1.03994226,cover=410
- 37:[PialCurv5<-0.0896686092] yes=75,no=76,missing=75,gain=0.312970638,cover=40
- 75:leaf=-0.0271528643,cover=0
- 76:leaf=-0.00922388397,cover=0
- 38:[Curv5<0.116796501] yes=77,no=78,missing=78,gain=0.403022766,cover=370
- 77:leaf=-0.00269622798,cover=0
- 78:leaf=0.00543783931,cover=0
- 4:[PialCurv5<-0.0209923834] yes=9,no=10,missing=10,gain=4.52493143,cover=192267
- 9:[LGI5<3.51961541] yes=19,no=20,missing=19,gain=4.46255636,cover=76968
- 19:[Sulc0<-0.115756653] yes=39,no=40,missing=39,gain=4.7341032,cover=65068
- 39:[Area5<0.698189139] yes=79,no=80,missing=80,gain=1.96471119,cover=26196
- 79:leaf=-0.000479384937,cover=0
- 80:leaf=0.000403406855,cover=0
- 40:[Pol<142.520569] yes=81,no=82,missing=81,gain=4.30371094,cover=38872
- 81:leaf=0.00120148796,cover=0
- 82:leaf=0.000138353687,cover=0
- 20:[Sulc0<0.210163057] yes=41,no=42,missing=41,gain=4.11606598,cover=11900
- 41:[PialArea5<1.36541271] yes=83,no=84,missing=84,gain=2.76078176,cover=8134
- 83:leaf=4.50540392e-05,cover=0
- 84:leaf=-0.0122389048,cover=0
- 42:[PialArea5<0.550757647] yes=85,no=86,missing=86,gain=2.09166288,cover=3766
- 85:leaf=0.00359162921,cover=0
- 86:leaf=-0.00227041543,cover=0
- 10:[Curv5<0.171955615] yes=21,no=22,missing=21,gain=4.34104538,cover=115299
- 21:[Pol<127.728462] yes=43,no=44,missing=43,gain=4.9444232,cover=104921
- 43:[Pol<29.3809395] yes=87,no=88,missing=88,gain=3.75496769,cover=92383
- 87:leaf=0.00011682052,cover=0
- 88:leaf=-0.000653826399,cover=0
- 44:[MidArea5<0.650057852] yes=89,no=90,missing=89,gain=2.86716366,cover=12538
- 89:leaf=-0.000963967002,cover=0
- 90:leaf=0.000944994041,cover=0
- 22:[Curv5<0.266060919] yes=45,no=46,missing=45,gain=1.53341913,cover=10378
- 45:[Sulc0<0.869075775] yes=91,no=92,missing=91,gain=1.44339657,cover=9667
- 91:leaf=0.00231134403,cover=0
- 92:leaf=0.000617728336,cover=0
- 46:[LGI5<2.80243301] yes=93,no=94,missing=93,gain=0.581701398,cover=711
- 93:leaf=0.00233523571,cover=0
- 94:leaf=-0.00205339375,cover=0
- 2:[LGI5<3.78836131] yes=5,no=6,missing=5,gain=1.92892241,cover=20017
- 5:[Ecc<16.7734241] yes=11,no=12,missing=11,gain=1.9206419,cover=18690
- 11:[PialCurv5<0.250690639] yes=23,no=24,missing=23,gain=2.09897161,cover=958
- 23:[Pol<99.5532455] yes=47,no=48,missing=47,gain=0.608480215,cover=53
- 47:[LGI5<3.16380119] yes=95,no=96,missing=96,gain=0.0931071416,cover=18
- 95:leaf=0.0021595601,cover=0
- 96:leaf=-0.00571962399,cover=0
- 48:[LGI5<2.90731096] yes=97,no=98,missing=97,gain=0.452324867,cover=35
- 97:leaf=0.0139776096,cover=0
- 98:leaf=-0.000915068376,cover=0
- 24:[Pol<85.4004211] yes=49,no=50,missing=50,gain=1.52871537,cover=905
- 49:[Ecc<10.426198] yes=99,no=100,missing=99,gain=0.240029573,cover=28
- 99:leaf=-0.00401952956,cover=0
- 100:leaf=-0.0160939973,cover=0
- 50:[Pol<105.995506] yes=101,no=102,missing=101,gain=0.547790766,cover=877
- 101:leaf=-0.00176483451,cover=0
- 102:leaf=-0.00743704149,cover=0
- 12:[Pol<39.9674568] yes=25,no=26,missing=25,gain=1.500772,cover=17732
- 25:[LGI5<3.1833725] yes=51,no=52,missing=51,gain=0.59396553,cover=550
- 51:[MidArea5<0.468026847] yes=103,no=104,missing=103,gain=0.679280877,cover=191
- 103:leaf=0.00453303102,cover=0
- 104:leaf=-0.00187572371,cover=0
- 52:[Curv5<0.069626309] yes=105,no=106,missing=106,gain=0.579765201,cover=359
- 105:leaf=0.00925650727,cover=0
- 106:leaf=-0.00364407036,cover=0
- 26:[Curv5<0.149355054] yes=53,no=54,missing=53,gain=1.47054517,cover=17182
- 53:[Pol<82.8478928] yes=107,no=108,missing=107,gain=1.77980971,cover=4336
- 107:leaf=0.00249339244,cover=0
- 108:leaf=0.000443149038,cover=0
- 54:[PialCurv5<0.0932018384] yes=109,no=110,missing=110,gain=1.81462979,cover=12846
- 109:leaf=0.0074017006,cover=0
- 110:leaf=0.000196965222,cover=0
- 6:[Pol<93.9093552] yes=13,no=14,missing=13,gain=1.41481245,cover=1327
- 13:[PialArea5<0.418112278] yes=27,no=28,missing=27,gain=1.57083571,cover=971
- 27:[Area5<0.59157455] yes=55,no=56,missing=55,gain=0.638432205,cover=728
- 55:[Curv5<0.143178418] yes=111,no=112,missing=111,gain=0.234722793,cover=14
- 111:leaf=-0.0212620646,cover=0
- 112:leaf=-0.00676108385,cover=0
- 56:[PialArea5<0.245474651] yes=113,no=114,missing=114,gain=0.504694641,cover=714
- 113:leaf=-0.00686650584,cover=0
- 114:leaf=-0.00127350388,cover=0
- 28:[Area5<0.76451689] yes=57,no=58,missing=57,gain=1.18451381,cover=243
- 57:[Curv5<0.171955615] yes=115,no=116,missing=115,gain=0.415009022,cover=69
- 115:leaf=0.00978009775,cover=0
- 116:leaf=-0.00156296312,cover=0
- 58:[MidArea5<0.617595136] yes=117,no=118,missing=117,gain=0.41476205,cover=174
- 117:leaf=-0.00638846401,cover=0
- 118:leaf=0.00143452198,cover=0
- 14:[Ecc<39.5502243] yes=29,no=30,missing=29,gain=0.993853569,cover=356
- 29:[Curv5<0.116796501] yes=59,no=60,missing=59,gain=0.835634232,cover=235
- 59:[LGI5<3.94193578] yes=119,no=120,missing=119,gain=0.17664361,cover=40
- 119:leaf=-0.0133047989,cover=0
- 120:leaf=0.00445271144,cover=0
- 60:[Pol<106.604004] yes=121,no=122,missing=121,gain=0.414436221,cover=195
- 121:leaf=-0.00335527654,cover=0
- 122:leaf=-0.00849644095,cover=0
- 30:[LGI5<3.94193578] yes=61,no=62,missing=61,gain=0.573589563,cover=121
- 61:[Pol<128.334747] yes=123,no=124,missing=123,gain=0.428290606,cover=103
- 123:leaf=-0.000294174504,cover=0
- 124:leaf=0.0101363035,cover=0
- 62:[Pol<100.090813] yes=125,no=126,missing=126,gain=0.196166813,cover=18
- 125:leaf=-0.00432313466,cover=0
- 126:leaf=-0.0154308295,cover=0
-booster[827]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=1,gain=0.280498356,cover=5124388
- 1:[PialArea5<1.36541271] yes=3,no=4,missing=4,gain=0.371871859,cover=5024305
- 3:[Pol<28.4081879] yes=7,no=8,missing=7,gain=0.369383395,cover=5000360
- 7:[Sulc0<0.915739596] yes=15,no=16,missing=15,gain=3.31865478,cover=559545
- 15:[Curv5<-0.220549613] yes=31,no=32,missing=32,gain=2.40485811,cover=558874
- 31:[LGI5<3.60428405] yes=63,no=64,missing=63,gain=2.7316494,cover=203999
- 63:leaf=-0.000126666317,cover=0
- 64:leaf=0.000962149992,cover=0
- 32:[PialCurv5<-0.132898524] yes=65,no=66,missing=65,gain=4.61521435,cover=354875
- 65:leaf=0.000845461735,cover=0
- 66:leaf=7.559191e-05,cover=0
- 16:[PialArea5<0.245474651] yes=33,no=34,missing=33,gain=1.10548687,cover=671
- 33:[Ecc<39.5502243] yes=67,no=68,missing=67,gain=0.831867456,cover=56
- 67:leaf=-0.00616973219,cover=0
- 68:leaf=0.00701732188,cover=0
- 34:[Curv5<0.190557376] yes=69,no=70,missing=69,gain=0.690945625,cover=615
- 69:leaf=-0.00486313784,cover=0
- 70:leaf=-0.000470553903,cover=0
- 8:[Curv5<-0.241649449] yes=17,no=18,missing=17,gain=1.31845093,cover=4440815
- 17:[Area5<0.682363749] yes=35,no=36,missing=35,gain=5.41079807,cover=364932
- 35:[PialCurv5<-0.153030112] yes=71,no=72,missing=71,gain=2.11308026,cover=316742
- 71:leaf=-0.000153380664,cover=0
- 72:leaf=0.000112239264,cover=0
- 36:[LGI5<2.69973111] yes=73,no=74,missing=73,gain=4.68678093,cover=48190
- 73:leaf=0.00130929786,cover=0
- 74:leaf=0.000246120355,cover=0
- 18:[LGI5<2.26652193] yes=37,no=38,missing=38,gain=1.62099147,cover=4075883
- 37:[Sulc0<-1.24864507] yes=75,no=76,missing=75,gain=2.33724856,cover=180169
- 75:leaf=-0.00331830583,cover=0
- 76:leaf=-0.000150037362,cover=0
- 38:[LGI5<2.29656005] yes=77,no=78,missing=77,gain=1.59587777,cover=3895714
- 77:leaf=0.000213278152,cover=0
- 78:leaf=-1.15550847e-05,cover=0
- 4:[PialCurv5<-0.0839454681] yes=9,no=10,missing=10,gain=5.22373295,cover=23945
- 9:[Curv5<-0.207981065] yes=19,no=20,missing=19,gain=1.9472084,cover=20496
- 19:[Ecc<0.999059319] yes=39,no=40,missing=39,gain=1.82817447,cover=9295
- 39:[Area5<0.72690624] yes=79,no=80,missing=79,gain=0.900375843,cover=882
- 79:leaf=0.00221846369,cover=0
- 80:leaf=-0.00351203908,cover=0
- 40:[Ecc<1.79549146] yes=81,no=82,missing=81,gain=1.46960723,cover=8413
- 81:leaf=-0.00254792254,cover=0
- 82:leaf=-0.000426272134,cover=0
- 20:[Sulc0<-0.540693521] yes=41,no=42,missing=41,gain=2.76969147,cover=11201
- 41:[Area5<0.612264991] yes=83,no=84,missing=84,gain=1.61408257,cover=10434
- 83:leaf=0.00237929216,cover=0
- 84:leaf=0.000522762944,cover=0
- 42:[Pol<29.3809395] yes=85,no=86,missing=85,gain=1.09675431,cover=767
- 85:leaf=0.00162552914,cover=0
- 86:leaf=-0.00324578397,cover=0
- 10:[Area5<0.722552657] yes=21,no=22,missing=21,gain=1.77431011,cover=3449
- 21:[Ecc<6.87229633] yes=43,no=44,missing=43,gain=1.74171638,cover=2445
- 43:[Pol<130.198486] yes=87,no=88,missing=88,gain=2.2119627,cover=2217
- 87:leaf=-0.00215953938,cover=0
- 88:leaf=-0.00566885155,cover=0
- 44:[Area5<0.613672853] yes=89,no=90,missing=89,gain=3.2038548,cover=228
- 89:leaf=0.0195728056,cover=0
- 90:leaf=-0.000494203996,cover=0
- 22:[Curv5<-0.117843308] yes=45,no=46,missing=45,gain=0.91289711,cover=1004
- 45:[PialCurv5<-0.0668589398] yes=91,no=92,missing=91,gain=0.785965204,cover=558
- 91:leaf=-0.00045373672,cover=0
- 92:leaf=-0.00471369503,cover=0
- 46:[PialCurv5<-0.0487009101] yes=93,no=94,missing=93,gain=1.34867978,cover=446
- 93:leaf=0.00329379435,cover=0
- 94:leaf=-0.00263836863,cover=0
- 2:[Area5<0.617766261] yes=5,no=6,missing=6,gain=1.18763196,cover=100083
- 5:[Pol<121.397697] yes=11,no=12,missing=11,gain=1.21862042,cover=767
- 11:[Curv5<-0.134546712] yes=23,no=24,missing=24,gain=1.1765995,cover=458
- 23:[Sulc0<-0.895242691] yes=47,no=48,missing=47,gain=0.958998442,cover=443
- 47:[Curv5<-0.163374811] yes=95,no=96,missing=95,gain=1.29704893,cover=322
- 95:leaf=0.00359538756,cover=0
- 96:leaf=-0.00849787425,cover=0
- 48:[Curv5<-0.222158164] yes=97,no=98,missing=97,gain=1.06535435,cover=121
- 97:leaf=-0.000423053512,cover=0
- 98:leaf=0.010539053,cover=0
- 24:[Ecc<0.669936359] yes=49,no=50,missing=50,gain=0.326595545,cover=15
- 49:[PialCurv5<-0.0974217355] yes=99,no=100,missing=99,gain=0.0728175938,cover=4
- 99:leaf=-0.00374522619,cover=0
- 100:leaf=0.00739126233,cover=0
- 50:[Ecc<2.07756257] yes=101,no=102,missing=101,gain=0.0413270593,cover=11
- 101:leaf=-0.0177699495,cover=0
- 102:leaf=-0.00846546236,cover=0
- 12:[Area5<0.586059749] yes=25,no=26,missing=25,gain=0.929000676,cover=309
- 25:[Curv5<-0.20189926] yes=51,no=52,missing=51,gain=0.553651631,cover=98
- 51:[Sulc0<-0.776109517] yes=103,no=104,missing=103,gain=0.317558169,cover=44
- 103:leaf=0.00542137818,cover=0
- 104:leaf=0.0162705127,cover=0
- 52:[Pol<154.27803] yes=105,no=106,missing=105,gain=0.115496948,cover=54
- 105:leaf=-0.00184430112,cover=0
- 106:leaf=0.0027237141,cover=0
- 26:[Ecc<1.26157856] yes=53,no=54,missing=53,gain=0.338326424,cover=211
- 53:[Sulc0<-1.19305253] yes=107,no=108,missing=107,gain=0.11691615,cover=12
- 107:leaf=-0.00397571316,cover=0
- 108:leaf=0.00770124653,cover=0
- 54:[PialCurv5<-0.0999256745] yes=109,no=110,missing=109,gain=0.242784083,cover=199
- 109:leaf=-0.00181068107,cover=0
- 110:leaf=-0.00603909511,cover=0
- 6:[PialCurv5<-0.108766198] yes=13,no=14,missing=13,gain=1.18264723,cover=99316
- 13:[Curv5<-0.0686563179] yes=27,no=28,missing=27,gain=1.77051926,cover=43344
- 27:[Sulc0<-0.763524294] yes=55,no=56,missing=55,gain=1.57810473,cover=43304
- 55:[Pol<19.2006226] yes=111,no=112,missing=111,gain=2.12603974,cover=28268
- 111:leaf=-0.00046895069,cover=0
- 112:leaf=0.000431145076,cover=0
- 56:[Ecc<20.7119312] yes=113,no=114,missing=113,gain=2.34388828,cover=15036
- 113:leaf=-0.000760522846,cover=0
- 114:leaf=0.0011751682,cover=0
- 28:[Pol<42.7478409] yes=57,no=58,missing=57,gain=0.774646163,cover=40
- 57:[MidArea5<1.09619975] yes=115,no=116,missing=115,gain=0.349646807,cover=21
- 115:leaf=-0.019484736,cover=0
- 116:leaf=-0.00104946026,cover=0
- 58:[Curv5<0.10516572] yes=117,no=118,missing=117,gain=0.111441851,cover=19
- 117:leaf=-0.0200474169,cover=0
- 118:leaf=-0.00848476682,cover=0
- 14:[Sulc0<-0.82173413] yes=29,no=30,missing=29,gain=2.00968933,cover=55972
- 29:[Ecc<3.35458159] yes=59,no=60,missing=59,gain=3.17966032,cover=15464
- 59:[Pol<38.1036148] yes=119,no=120,missing=120,gain=3.66493082,cover=7428
- 119:leaf=-0.000433533976,cover=0
- 120:leaf=0.00182975642,cover=0
- 60:[Ecc<7.7481575] yes=121,no=122,missing=121,gain=6.73023701,cover=8036
- 121:leaf=-0.00176804268,cover=0
- 122:leaf=0.00161857239,cover=0
- 30:[Curv5<-0.185332045] yes=61,no=62,missing=61,gain=1.926476,cover=40508
- 61:[Pol<156.492447] yes=123,no=124,missing=123,gain=0.884811401,cover=3583
- 123:leaf=0.00189367868,cover=0
- 124:leaf=-0.000103130027,cover=0
- 62:[LGI5<2.49262404] yes=125,no=126,missing=125,gain=1.65146565,cover=36925
- 125:leaf=0.000951648864,cover=0
- 126:leaf=0.000126385945,cover=0
-booster[828]:
-0:[LGI5<3.64692807] yes=1,no=2,missing=2,gain=0.263684899,cover=5124388
- 1:[LGI5<3.56741142] yes=3,no=4,missing=3,gain=0.855836451,cover=4983994
- 3:[Area5<0.72867924] yes=7,no=8,missing=7,gain=0.580456197,cover=4901425
- 7:[Ecc<22.0897732] yes=15,no=16,missing=15,gain=2.2049129,cover=3569063
- 15:[Sulc0<1.16950965] yes=31,no=32,missing=31,gain=2.97974181,cover=3115984
- 31:[Ecc<10.7180347] yes=63,no=64,missing=64,gain=3.06536937,cover=3113539
- 63:leaf=-1.78803803e-05,cover=0
- 64:leaf=0.000107055115,cover=0
- 32:[Curv5<0.107059956] yes=65,no=66,missing=66,gain=4.00840139,cover=2445
- 65:leaf=-0.0170541964,cover=0
- 66:leaf=-0.00147102214,cover=0
- 16:[LGI5<3.26095963] yes=33,no=34,missing=34,gain=4.88249063,cover=453079
- 33:[PialCurv5<-0.0940372422] yes=67,no=68,missing=67,gain=3.26994753,cover=291289
- 67:leaf=9.15797682e-06,cover=0
- 68:leaf=-0.000350004499,cover=0
- 34:[PialArea5<1.17753279] yes=69,no=70,missing=69,gain=5.76528263,cover=161790
- 69:leaf=0.000136981675,cover=0
- 70:leaf=-0.00290870434,cover=0
- 8:[Pol<142.520569] yes=17,no=18,missing=17,gain=3.80651522,cover=1332362
- 17:[Curv5<0.0300692953] yes=35,no=36,missing=35,gain=5.31851435,cover=1128609
- 35:[PialArea5<0.643814564] yes=71,no=72,missing=71,gain=10.0178909,cover=617801
- 71:leaf=-0.00183515053,cover=0
- 72:leaf=-8.22181973e-05,cover=0
- 36:[PialCurv5<0.0447484925] yes=73,no=74,missing=73,gain=10.9047565,cover=510808
- 73:leaf=0.00118938659,cover=0
- 74:leaf=6.28505077e-05,cover=0
- 18:[Sulc0<-0.59790951] yes=37,no=38,missing=37,gain=6.20934534,cover=203753
- 37:[PialCurv5<-0.140412122] yes=75,no=76,missing=75,gain=7.1814394,cover=55308
- 75:leaf=0.00124511402,cover=0
- 76:leaf=-0.00044524073,cover=0
- 38:[LGI5<2.88525915] yes=77,no=78,missing=78,gain=6.8798399,cover=148445
- 77:leaf=0.000861738343,cover=0
- 78:leaf=0.00014737637,cover=0
- 4:[Ecc<34.5416374] yes=9,no=10,missing=9,gain=4.01846075,cover=82569
- 9:[PialCurv5<-0.181738108] yes=19,no=20,missing=20,gain=2.94883394,cover=63360
- 19:[PialArea5<0.559226274] yes=39,no=40,missing=40,gain=1.20346546,cover=850
- 39:[Ecc<27.327179] yes=79,no=80,missing=80,gain=0.332461834,cover=82
- 79:leaf=-0.00972111057,cover=0
- 80:leaf=0.000411824614,cover=0
- 40:[PialArea5<0.874648154] yes=81,no=82,missing=81,gain=0.864620805,cover=768
- 81:leaf=-0.00107062573,cover=0
- 82:leaf=-0.00461772596,cover=0
- 20:[Sulc0<0.392869562] yes=41,no=42,missing=41,gain=3.17600965,cover=62510
- 41:[PialCurv5<0.0666604191] yes=83,no=84,missing=84,gain=5.18661022,cover=45256
- 83:leaf=5.08671219e-05,cover=0
- 84:leaf=0.00148659013,cover=0
- 42:[PialCurv5<0.208232641] yes=85,no=86,missing=85,gain=2.89397073,cover=17254
- 85:leaf=-0.00109348667,cover=0
- 86:leaf=0.000207873483,cover=0
- 10:[PialCurv5<-0.190801308] yes=21,no=22,missing=21,gain=2.36314678,cover=19209
- 21:[Ecc<41.2560654] yes=43,no=44,missing=43,gain=0.624069214,cover=88
- 43:[Ecc<36.5542564] yes=87,no=88,missing=88,gain=0.518166304,cover=73
- 87:leaf=0.00338035426,cover=0
- 88:leaf=0.0123146316,cover=0
- 44:[Curv5<-0.350989401] yes=89,no=90,missing=89,gain=0.258230507,cover=15
- 89:leaf=-0.0101087131,cover=0
- 90:leaf=0.00281866523,cover=0
- 22:[Pol<91.5616074] yes=45,no=46,missing=46,gain=1.5329628,cover=19121
- 45:[Sulc0<0.308185816] yes=91,no=92,missing=92,gain=3.94667292,cover=10403
- 91:leaf=-0.00166266074,cover=0
- 92:leaf=0.000342000625,cover=0
- 46:[Sulc0<0.272107065] yes=93,no=94,missing=94,gain=6.17829943,cover=8718
- 93:leaf=8.37260013e-05,cover=0
- 94:leaf=-0.002582171,cover=0
- 2:[Ecc<11.6821251] yes=5,no=6,missing=6,gain=3.96718669,cover=140394
- 5:[Area5<0.601796865] yes=11,no=12,missing=11,gain=4.7437005,cover=6650
- 11:[Sulc0<-0.43309778] yes=23,no=24,missing=23,gain=1.88732922,cover=877
- 23:[PialArea5<0.683221579] yes=47,no=48,missing=47,gain=1.79445219,cover=422
- 47:[Pol<59.5955544] yes=95,no=96,missing=96,gain=1.76206636,cover=74
- 95:leaf=-0.00282710511,cover=0
- 96:leaf=0.0157221574,cover=0
- 48:[Ecc<9.50052643] yes=97,no=98,missing=97,gain=1.03189671,cover=348
- 97:leaf=0.00597168459,cover=0
- 98:leaf=0.000529046287,cover=0
- 24:[Pol<113.913933] yes=49,no=50,missing=49,gain=2.3305223,cover=455
- 49:[Area5<0.504816413] yes=99,no=100,missing=99,gain=0.957826197,cover=298
- 99:leaf=-0.00501062674,cover=0
- 100:leaf=0.00369619089,cover=0
- 50:[Sulc0<0.354630351] yes=101,no=102,missing=101,gain=0.383091092,cover=157
- 101:leaf=-0.00424494129,cover=0
- 102:leaf=-0.0156085491,cover=0
- 12:[Curv5<-0.158538193] yes=25,no=26,missing=25,gain=2.20977259,cover=5773
- 25:[Pol<146.864227] yes=51,no=52,missing=52,gain=1.10707283,cover=1601
- 51:[Ecc<6.41291761] yes=103,no=104,missing=104,gain=0.811642051,cover=1491
- 103:leaf=-0.00745025417,cover=0
- 104:leaf=-0.000230230784,cover=0
- 52:[LGI5<3.74316525] yes=105,no=106,missing=105,gain=1.38820565,cover=110
- 105:leaf=0.00785687286,cover=0
- 106:leaf=-0.00519913156,cover=0
- 26:[Pol<100.090813] yes=53,no=54,missing=53,gain=3.2074976,cover=4172
- 53:[Pol<27.4246235] yes=107,no=108,missing=107,gain=4.90017605,cover=2457
- 107:leaf=0.000603039982,cover=0
- 108:leaf=-0.00465068454,cover=0
- 54:[LGI5<3.74316525] yes=109,no=110,missing=109,gain=1.97264278,cover=1715
- 109:leaf=0.000943233725,cover=0
- 110:leaf=-0.00246334937,cover=0
- 6:[Ecc<20.3925476] yes=13,no=14,missing=14,gain=1.85109484,cover=133744
- 13:[Area5<0.792350233] yes=27,no=28,missing=27,gain=2.27893782,cover=48200
- 27:[Area5<0.623097897] yes=55,no=56,missing=55,gain=2.55027866,cover=43354
- 55:[Curv5<-0.0109836133] yes=111,no=112,missing=112,gain=2.2624557,cover=10772
- 111:leaf=4.68123289e-05,cover=0
- 112:leaf=0.00179760181,cover=0
- 56:[Pol<138.971481] yes=113,no=114,missing=114,gain=2.25238109,cover=32582
- 113:leaf=-0.000202206706,cover=0
- 114:leaf=-0.00113628421,cover=0
- 28:[Pol<107.129471] yes=57,no=58,missing=57,gain=3.35665083,cover=4846
- 57:[Pol<13.2006302] yes=115,no=116,missing=115,gain=2.80899549,cover=2356
- 115:leaf=0.00655763969,cover=0
- 116:leaf=-0.000870617689,cover=0
- 58:[LGI5<3.94193578] yes=117,no=118,missing=117,gain=1.3122015,cover=2490
- 117:leaf=0.00268211449,cover=0
- 118:leaf=-0.000471495063,cover=0
- 14:[Sulc0<-0.0562447868] yes=29,no=30,missing=29,gain=2.62638783,cover=85544
- 29:[Pol<18.1680222] yes=59,no=60,missing=60,gain=4.84021902,cover=29171
- 59:[PialCurv5<0.0720715299] yes=119,no=120,missing=119,gain=3.04227018,cover=5243
- 119:leaf=-0.000882281864,cover=0
- 120:leaf=0.00844178069,cover=0
- 60:[Pol<147.599014] yes=121,no=122,missing=121,gain=7.38573647,cover=23928
- 121:leaf=0.00207145349,cover=0
- 122:leaf=0.000263102702,cover=0
- 30:[Sulc0<0.474820405] yes=61,no=62,missing=61,gain=4.53978491,cover=56373
- 61:[Pol<48.3047981] yes=123,no=124,missing=123,gain=6.69775248,cover=27104
- 123:leaf=0.000810942263,cover=0
- 124:leaf=-0.000909597322,cover=0
- 62:[Pol<162.313202] yes=125,no=126,missing=126,gain=3.47013021,cover=29269
- 125:leaf=0.000536404084,cover=0
- 126:leaf=-0.00741119077,cover=0
-booster[829]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=2,gain=0.274054378,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=4,gain=0.438182026,cover=5064338
- 3:[Pol<124.735107] yes=7,no=8,missing=7,gain=0.293486863,cover=5048039
- 7:[Ecc<10.569519] yes=15,no=16,missing=15,gain=3.66888833,cover=3388089
- 15:[LGI5<2.6558373] yes=31,no=32,missing=31,gain=4.92347765,cover=2161672
- 31:[Area5<0.877147377] yes=61,no=62,missing=61,gain=2.16454697,cover=1422359
- 61:leaf=1.19826136e-05,cover=0
- 62:leaf=-0.000669010682,cover=0
- 32:[Pol<115.563423] yes=63,no=64,missing=63,gain=10.3608665,cover=739313
- 63:leaf=-8.94518453e-05,cover=0
- 64:leaf=-0.000706494786,cover=0
- 16:[Curv5<0.0615303926] yes=33,no=34,missing=33,gain=8.29560375,cover=1226417
- 33:[Pol<60.4070244] yes=65,no=66,missing=65,gain=35.7327042,cover=694939
- 65:leaf=-4.15143259e-05,cover=0
- 66:leaf=0.000770573504,cover=0
- 34:[Sulc0<0.649594426] yes=67,no=68,missing=67,gain=7.07547474,cover=531478
- 67:leaf=-0.00031195968,cover=0
- 68:leaf=6.04450361e-05,cover=0
- 8:[Ecc<11.0302963] yes=17,no=18,missing=18,gain=5.85466433,cover=1659950
- 17:[LGI5<2.75211287] yes=35,no=36,missing=36,gain=11.0764847,cover=1023840
- 35:[Sulc0<0.299089104] yes=69,no=70,missing=70,gain=6.12854052,cover=795049
- 69:leaf=1.5134161e-05,cover=0
- 70:leaf=-0.00153405871,cover=0
- 36:[Pol<153.554306] yes=71,no=72,missing=71,gain=23.2435398,cover=228791
- 71:leaf=0.000930783921,cover=0
- 72:leaf=-7.87703248e-05,cover=0
- 18:[LGI5<2.43054438] yes=37,no=38,missing=37,gain=9.02332592,cover=636110
- 37:[LGI5<2.2730217] yes=73,no=74,missing=73,gain=4.1164875,cover=1478
- 73:leaf=0.00231507584,cover=0
- 74:leaf=-0.00510323979,cover=0
- 38:[Ecc<30.959959] yes=75,no=76,missing=75,gain=7.52260017,cover=634632
- 75:leaf=-0.000186603895,cover=0
- 76:leaf=0.000224157586,cover=0
- 4:[PialCurv5<-0.0800075978] yes=9,no=10,missing=9,gain=3.89116549,cover=16299
- 9:[Curv5<-0.066452302] yes=19,no=20,missing=20,gain=1.6999191,cover=14470
- 19:[Curv5<-0.223784685] yes=39,no=40,missing=39,gain=1.67139125,cover=14447
- 39:[Ecc<0.353712648] yes=77,no=78,missing=77,gain=1.28052258,cover=4092
- 77:leaf=0.00857098307,cover=0
- 78:leaf=-0.000901760242,cover=0
- 40:[Pol<172.045227] yes=79,no=80,missing=79,gain=1.63036823,cover=10355
- 79:leaf=0.000199612696,cover=0
- 80:leaf=0.00262164488,cover=0
- 20:[LGI5<2.54917789] yes=41,no=42,missing=42,gain=0.683209062,cover=23
- 41:[Ecc<1.96654522] yes=81,no=82,missing=81,gain=0.0856420547,cover=10
- 81:leaf=-0.00781759992,cover=0
- 82:leaf=0.000910907169,cover=0
- 42:[Ecc<5.53207445] yes=83,no=84,missing=83,gain=0.334597349,cover=13
- 83:leaf=-0.0254622251,cover=0
- 84:leaf=-0.00628329767,cover=0
- 10:[Pol<31.3444195] yes=21,no=22,missing=21,gain=1.62040043,cover=1829
- 21:[Ecc<0.669936359] yes=43,no=44,missing=44,gain=1.35823917,cover=388
- 43:[Area5<0.68633163] yes=85,no=86,missing=85,gain=1.08434749,cover=42
- 85:leaf=0.0129715446,cover=0
- 86:leaf=-0.003177298,cover=0
- 44:[LGI5<2.44958925] yes=87,no=88,missing=88,gain=2.29597712,cover=346
- 87:leaf=-0.0109360097,cover=0
- 88:leaf=-0.00271929777,cover=0
- 22:[Pol<132.083344] yes=45,no=46,missing=45,gain=1.90751016,cover=1441
- 45:[Sulc0<-0.745069146] yes=89,no=90,missing=90,gain=1.19604552,cover=875
- 89:leaf=-0.00209352141,cover=0
- 90:leaf=0.00160095876,cover=0
- 46:[Pol<156.492447] yes=91,no=92,missing=91,gain=1.08086038,cover=566
- 91:leaf=-0.00659101177,cover=0
- 92:leaf=-0.00212555123,cover=0
- 2:[Area5<0.631603718] yes=5,no=6,missing=5,gain=0.935084343,cover=60050
- 5:[LGI5<3.23945832] yes=11,no=12,missing=11,gain=0.682187676,cover=544
- 11:[Pol<9.44515038] yes=23,no=24,missing=24,gain=0.761148334,cover=524
- 23:[LGI5<2.34364653] yes=47,no=48,missing=47,gain=0.361137927,cover=44
- 47:[Curv5<-0.141545609] yes=93,no=94,missing=93,gain=0.0979097486,cover=14
- 93:leaf=-0.00676358351,cover=0
- 94:leaf=-0.0174013712,cover=0
- 48:[Ecc<2.8577323] yes=95,no=96,missing=95,gain=0.267917573,cover=30
- 95:leaf=0.00234882627,cover=0
- 96:leaf=-0.00782885216,cover=0
- 24:[Pol<97.3566132] yes=49,no=50,missing=49,gain=0.620442986,cover=480
- 49:[LGI5<2.50273752] yes=97,no=98,missing=97,gain=0.709727764,cover=274
- 97:leaf=0.0057892981,cover=0
- 98:leaf=-0.000996878836,cover=0
- 50:[Curv5<-0.20189926] yes=99,no=100,missing=99,gain=0.553512096,cover=206
- 99:leaf=0.0036156408,cover=0
- 100:leaf=-0.00154511014,cover=0
- 12:[Area5<0.596935391] yes=25,no=26,missing=25,gain=0.049452275,cover=20
- 25:[Area5<0.586059749] yes=51,no=52,missing=51,gain=0.00282550603,cover=11
- 51:[Ecc<8.55626965] yes=101,no=102,missing=101,gain=0.00191832648,cover=2
- 101:leaf=-0.00216720114,cover=0
- 102:leaf=0.000279057043,cover=0
- 52:leaf=-0.00426812191,cover=0
- 26:leaf=-0.00939290877,cover=0
- 6:[Curv5<-0.121808149] yes=13,no=14,missing=14,gain=0.698688626,cover=59506
- 13:[LGI5<3.06739473] yes=27,no=28,missing=27,gain=1.3247304,cover=48128
- 27:[LGI5<2.89127874] yes=53,no=54,missing=53,gain=1.18463635,cover=39952
- 53:[MidArea5<1.21578133] yes=103,no=104,missing=103,gain=1.53507745,cover=33766
- 103:leaf=-0.000227465367,cover=0
- 104:leaf=0.000497431611,cover=0
- 54:[Area5<0.738135278] yes=105,no=106,missing=106,gain=2.34659958,cover=6186
- 105:leaf=0.00409686891,cover=0
- 106:leaf=-0.000946194225,cover=0
- 28:[LGI5<3.70550299] yes=55,no=56,missing=55,gain=1.8567332,cover=8176
- 55:[Ecc<5.27515984] yes=107,no=108,missing=107,gain=1.95631588,cover=7747
- 107:leaf=-0.00394196901,cover=0
- 108:leaf=0.000895364385,cover=0
- 56:[Sulc0<-0.319176674] yes=109,no=110,missing=110,gain=0.91107285,cover=429
- 109:leaf=-0.00187194441,cover=0
- 110:leaf=-0.00980637874,cover=0
- 14:[LGI5<2.31192279] yes=29,no=30,missing=30,gain=2.76965785,cover=11378
- 29:[Ecc<3.67199802] yes=57,no=58,missing=57,gain=2.91598129,cover=958
- 57:[Pol<24.282547] yes=111,no=112,missing=111,gain=1.49983788,cover=744
- 111:leaf=0.00841763802,cover=0
- 112:leaf=-0.00120233931,cover=0
- 58:[Pol<57.8577347] yes=113,no=114,missing=114,gain=1.78598738,cover=214
- 113:leaf=-0.0169697125,cover=0
- 114:leaf=-0.00508046802,cover=0
- 30:[LGI5<2.45281005] yes=59,no=60,missing=59,gain=2.79367208,cover=10420
- 59:[Area5<0.808195949] yes=115,no=116,missing=115,gain=9.92811394,cover=1718
- 115:leaf=0.010509436,cover=0
- 116:leaf=0.00071082334,cover=0
- 60:[Pol<128.951508] yes=117,no=118,missing=117,gain=1.9788053,cover=8702
- 117:leaf=-0.000145772472,cover=0
- 118:leaf=0.00155306817,cover=0
-booster[830]:
-0:[Pol<5.08026028] yes=1,no=2,missing=1,gain=0.281137317,cover=5124388
- 1:[Ecc<5.91357183] yes=3,no=4,missing=4,gain=2.44093275,cover=120099
- 3:[PialCurv5<-0.019163372] yes=7,no=8,missing=7,gain=2.63542604,cover=27692
- 7:[Curv5<0.000893599819] yes=15,no=16,missing=16,gain=4.39744949,cover=25765
- 15:[Area5<0.751858592] yes=31,no=32,missing=31,gain=1.13042557,cover=25641
- 31:[Curv5<-0.0963523984] yes=63,no=64,missing=63,gain=1.37135327,cover=19733
- 63:leaf=-0.000170762723,cover=0
- 64:leaf=0.00160198007,cover=0
- 32:[Sulc0<-0.987509191] yes=65,no=66,missing=65,gain=3.40350676,cover=5908
- 65:leaf=0.00119985326,cover=0
- 66:leaf=-0.00155561022,cover=0
- 16:[LGI5<2.83041978] yes=33,no=34,missing=33,gain=1.55413294,cover=124
- 33:[Ecc<3.54469991] yes=67,no=68,missing=68,gain=2.16055441,cover=112
- 67:leaf=0.00505853351,cover=0
- 68:leaf=0.019196067,cover=0
- 34:[Sulc0<-0.546384335] yes=69,no=70,missing=69,gain=0.242464602,cover=12
- 69:leaf=-0.0177717749,cover=0
- 70:leaf=-0.00259705004,cover=0
- 8:[MidArea5<0.793646336] yes=17,no=18,missing=17,gain=1.6871562,cover=1927
- 17:[LGI5<2.69973111] yes=35,no=36,missing=35,gain=1.19212055,cover=1398
- 35:[LGI5<2.63290954] yes=71,no=72,missing=72,gain=1.07058239,cover=1154
- 71:leaf=-0.00107100466,cover=0
- 72:leaf=0.00377831236,cover=0
- 36:[PialArea5<0.87722075] yes=73,no=74,missing=73,gain=0.838887691,cover=244
- 73:leaf=-0.00496133184,cover=0
- 74:leaf=0.00989113655,cover=0
- 18:[Area5<0.706109285] yes=37,no=38,missing=37,gain=2.21868801,cover=529
- 37:[LGI5<2.54917789] yes=75,no=76,missing=76,gain=0.599896908,cover=122
- 75:leaf=-0.0072669941,cover=0
- 76:leaf=-0.0145629868,cover=0
- 38:[Sulc0<-0.00954892673] yes=77,no=78,missing=78,gain=0.943195343,cover=407
- 77:leaf=-0.0023481152,cover=0
- 78:leaf=-0.0179196857,cover=0
- 4:[LGI5<3.38720298] yes=9,no=10,missing=9,gain=1.62599754,cover=92407
- 9:[Sulc0<-0.173886195] yes=19,no=20,missing=19,gain=1.38353348,cover=79474
- 19:[PialCurv5<-0.0656740367] yes=39,no=40,missing=40,gain=1.79753971,cover=70931
- 39:[Area5<0.710077047] yes=79,no=80,missing=79,gain=1.87666774,cover=53205
- 79:leaf=0.000444371486,cover=0
- 80:leaf=-0.00016666358,cover=0
- 40:[PialArea5<0.856611013] yes=81,no=82,missing=82,gain=6.90402174,cover=17726
- 81:leaf=-9.8420307e-05,cover=0
- 82:leaf=0.00188545627,cover=0
- 20:[Ecc<45.751255] yes=41,no=42,missing=41,gain=2.89496946,cover=8543
- 41:[PialCurv5<-0.0529128574] yes=83,no=84,missing=83,gain=2.04886389,cover=6472
- 83:leaf=0.000544749899,cover=0
- 84:leaf=-0.00141027698,cover=0
- 42:[PialArea5<0.821553528] yes=85,no=86,missing=85,gain=2.32900858,cover=2071
- 85:leaf=0.00430132076,cover=0
- 86:leaf=0.000369778398,cover=0
- 10:[Curv5<-0.169727564] yes=21,no=22,missing=21,gain=1.17679691,cover=12933
- 21:[Sulc0<-0.751221538] yes=43,no=44,missing=43,gain=0.787306547,cover=6180
- 43:[PialCurv5<-0.210138425] yes=87,no=88,missing=88,gain=1.2615242,cover=3776
- 87:leaf=0.00881846622,cover=0
- 88:leaf=-0.00045972722,cover=0
- 44:[LGI5<3.55025291] yes=89,no=90,missing=89,gain=0.558966398,cover=2404
- 89:leaf=-0.00218134164,cover=0
- 90:leaf=-0.000638296013,cover=0
- 22:[PialCurv5<-0.142826259] yes=45,no=46,missing=45,gain=1.34451556,cover=6753
- 45:[Ecc<18.0513744] yes=91,no=92,missing=92,gain=0.52329433,cover=23
- 91:leaf=0.0093354024,cover=0
- 92:leaf=-0.0140127419,cover=0
- 46:[Ecc<11.1913614] yes=93,no=94,missing=93,gain=1.43717563,cover=6730
- 93:leaf=-0.00128668139,cover=0
- 94:leaf=0.000541958841,cover=0
- 2:[PialArea5<1.02076101] yes=5,no=6,missing=5,gain=0.379451156,cover=5004289
- 5:[Curv5<-0.0203319378] yes=11,no=12,missing=11,gain=0.869967937,cover=4123609
- 11:[PialCurv5<0.157381535] yes=23,no=24,missing=23,gain=2.91664934,cover=1977746
- 23:[Pol<163.830338] yes=47,no=48,missing=47,gain=2.41671944,cover=1977173
- 47:[Area5<0.696645021] yes=95,no=96,missing=95,gain=4.04530287,cover=1683441
- 95:leaf=-1.25292718e-05,cover=0
- 96:leaf=-0.000193706233,cover=0
- 48:[Ecc<1.62447274] yes=97,no=98,missing=97,gain=5.16839743,cover=293732
- 97:leaf=-0.00043328313,cover=0
- 98:leaf=0.000181811905,cover=0
- 24:[Pol<96.8070755] yes=49,no=50,missing=49,gain=4.33403349,cover=573
- 49:[LGI5<2.31684756] yes=99,no=100,missing=99,gain=2.4085722,cover=227
- 99:leaf=0.0290705748,cover=0
- 100:leaf=0.00752790226,cover=0
- 50:[LGI5<2.27925944] yes=101,no=102,missing=102,gain=1.54008782,cover=346
- 101:leaf=0.0162512306,cover=0
- 102:leaf=-0.00067635905,cover=0
- 12:[Sulc0<-0.690729618] yes=25,no=26,missing=25,gain=2.48746443,cover=2145863
- 25:[PialCurv5<-0.00763805071] yes=51,no=52,missing=51,gain=2.79232931,cover=5458
- 51:[Pol<84.1277542] yes=103,no=104,missing=103,gain=1.62661934,cover=1621
- 103:leaf=-0.00460445648,cover=0
- 104:leaf=-0.00140637706,cover=0
- 52:[LGI5<2.25075769] yes=105,no=106,missing=105,gain=2.1803968,cover=3837
- 105:leaf=0.00205073971,cover=0
- 106:leaf=-0.000916457851,cover=0
- 26:[PialCurv5<0.00652291393] yes=53,no=54,missing=53,gain=2.7368567,cover=2140405
- 53:[PialArea5<0.798493028] yes=107,no=108,missing=107,gain=9.02177048,cover=137373
- 107:leaf=-5.08850208e-05,cover=0
- 108:leaf=0.000811881386,cover=0
- 54:[Ecc<15.3430929] yes=109,no=110,missing=110,gain=2.90648293,cover=2003032
- 109:leaf=4.34365611e-05,cover=0
- 110:leaf=-8.53042948e-05,cover=0
- 6:[PialCurv5<-0.00372259994] yes=13,no=14,missing=13,gain=1.96769428,cover=880680
- 13:[Curv5<-0.0156469513] yes=27,no=28,missing=27,gain=4.90398312,cover=850849
- 27:[Pol<39.9674568] yes=55,no=56,missing=55,gain=1.56079292,cover=847961
- 55:[PialCurv5<-0.0789950639] yes=111,no=112,missing=111,gain=3.26750803,cover=313300
- 111:leaf=2.03057789e-05,cover=0
- 112:leaf=-0.000406192121,cover=0
- 56:[LGI5<3.84897733] yes=113,no=114,missing=114,gain=1.79618478,cover=534661
- 113:leaf=8.104054e-05,cover=0
- 114:leaf=0.00152248889,cover=0
- 28:[Ecc<16.2597466] yes=57,no=58,missing=57,gain=4.15549278,cover=2888
- 57:[Pol<42.7478409] yes=115,no=116,missing=115,gain=8.06576443,cover=1856
- 115:leaf=-0.00607208535,cover=0
- 116:leaf=0.00228964561,cover=0
- 58:[LGI5<3.21041465] yes=117,no=118,missing=117,gain=2.55438328,cover=1032
- 117:leaf=0.00745505933,cover=0
- 118:leaf=0.0024378025,cover=0
- 14:[Area5<0.69896996] yes=29,no=30,missing=29,gain=11.997345,cover=29831
- 29:[Ecc<2.91795349] yes=59,no=60,missing=59,gain=5.19820881,cover=2839
- 59:[Sulc0<-0.53419745] yes=119,no=120,missing=119,gain=4.52382708,cover=1062
- 119:leaf=-0.00379203819,cover=0
- 120:leaf=0.00273703388,cover=0
- 60:[LGI5<2.37589788] yes=121,no=122,missing=121,gain=2.03842545,cover=1777
- 121:leaf=0.000604894012,cover=0
- 122:leaf=-0.00561634451,cover=0
- 30:[Pol<76.1517639] yes=61,no=62,missing=61,gain=2.79002404,cover=26992
- 61:[Ecc<7.64592981] yes=123,no=124,missing=123,gain=5.91047478,cover=13642
- 123:leaf=0.00171060802,cover=0
- 124:leaf=-0.000406931678,cover=0
- 62:[Sulc0<0.126604497] yes=125,no=126,missing=125,gain=4.21567154,cover=13350
- 125:leaf=-0.00100006058,cover=0
- 126:leaf=0.00123289682,cover=0
-booster[831]:
-0:[PialArea5<0.498393416] yes=1,no=2,missing=2,gain=0.261118025,cover=5124388
- 1:[Pol<53.6550331] yes=3,no=4,missing=3,gain=2.01931834,cover=886707
- 3:[LGI5<3.1967752] yes=7,no=8,missing=8,gain=2.77245164,cover=13381
- 7:[Curv5<0.133649558] yes=15,no=16,missing=15,gain=1.36206508,cover=8523
- 15:[Sulc0<-0.15955846] yes=31,no=32,missing=31,gain=2.50382161,cover=4716
- 31:[LGI5<2.16230083] yes=63,no=64,missing=64,gain=2.00766253,cover=2227
- 63:leaf=-0.00645146891,cover=0
- 64:leaf=0.00105355389,cover=0
- 32:[LGI5<2.90190363] yes=65,no=66,missing=65,gain=4.19106388,cover=2489
- 65:leaf=-0.00422557676,cover=0
- 66:leaf=1.59429565e-05,cover=0
- 16:[Ecc<5.78819752] yes=33,no=34,missing=33,gain=1.11314821,cover=3807
- 33:[PialCurv5<-0.0280297659] yes=67,no=68,missing=67,gain=1.0729351,cover=1060
- 67:leaf=0.0136958277,cover=0
- 68:leaf=-0.000758136041,cover=0
- 34:[LGI5<2.35684347] yes=69,no=70,missing=69,gain=2.93101501,cover=2747
- 69:leaf=0.0220241826,cover=0
- 70:leaf=0.00119589397,cover=0
- 8:[Pol<22.2436924] yes=17,no=18,missing=17,gain=2.92204571,cover=4858
- 17:[PialArea5<0.39986974] yes=35,no=36,missing=36,gain=2.05847049,cover=1214
- 35:[Ecc<7.95697832] yes=71,no=72,missing=72,gain=0.892784595,cover=277
- 71:leaf=0.00971894246,cover=0
- 72:leaf=-0.00487523014,cover=0
- 36:[Sulc0<0.703387856] yes=73,no=74,missing=73,gain=1.51584125,cover=937
- 73:leaf=0.00138110435,cover=0
- 74:leaf=-0.00447398797,cover=0
- 18:[Ecc<41.2560654] yes=37,no=38,missing=37,gain=2.82646227,cover=3644
- 37:[LGI5<3.84897733] yes=75,no=76,missing=75,gain=5.10355473,cover=2017
- 75:leaf=0.00476629054,cover=0
- 76:leaf=-0.00162960717,cover=0
- 38:[Area5<0.607942343] yes=77,no=78,missing=77,gain=1.47943258,cover=1627
- 77:leaf=0.00608712435,cover=0
- 78:leaf=0.000318458769,cover=0
- 4:[Pol<113.913933] yes=9,no=10,missing=9,gain=2.22083759,cover=873326
- 9:[PialCurv5<0.0193316489] yes=19,no=20,missing=19,gain=2.57569647,cover=703580
- 19:[LGI5<3.35709596] yes=39,no=40,missing=40,gain=2.09827304,cover=16233
- 39:[Ecc<19.4699688] yes=79,no=80,missing=80,gain=3.1548717,cover=14285
- 79:leaf=-0.000154999419,cover=0
- 80:leaf=-0.00239889859,cover=0
- 40:[Ecc<22.0897732] yes=81,no=82,missing=81,gain=6.67060661,cover=1948
- 81:leaf=-0.00437534135,cover=0
- 82:leaf=0.00171991403,cover=0
- 20:[Ecc<20.7119312] yes=41,no=42,missing=41,gain=2.41432595,cover=687347
- 41:[Ecc<12.0179253] yes=83,no=84,missing=83,gain=5.68636465,cover=529097
- 83:leaf=2.89599884e-05,cover=0
- 84:leaf=-0.00036112775,cover=0
- 42:[Area5<0.683950484] yes=85,no=86,missing=85,gain=3.93970823,cover=158250
- 85:leaf=-0.000153217639,cover=0
- 86:leaf=0.000359525817,cover=0
- 10:[Sulc0<1.02827847] yes=21,no=22,missing=21,gain=3.52976108,cover=169746
- 21:[Ecc<33.2971039] yes=43,no=44,missing=43,gain=2.91665077,cover=166310
- 43:[Ecc<1.05247808] yes=87,no=88,missing=88,gain=2.67998695,cover=159600
- 87:leaf=-0.000268165284,cover=0
- 88:leaf=0.000333863951,cover=0
- 44:[Pol<136.792099] yes=89,no=90,missing=89,gain=2.30597138,cover=6710
- 89:leaf=-0.00123243628,cover=0
- 90:leaf=0.00122557615,cover=0
- 22:[Ecc<18.0513744] yes=45,no=46,missing=45,gain=1.64427781,cover=3436
- 45:[LGI5<3.84897733] yes=91,no=92,missing=91,gain=2.07973123,cover=212
- 91:leaf=-0.00694543868,cover=0
- 92:leaf=0.0130499965,cover=0
- 46:[Curv5<0.195079193] yes=93,no=94,missing=93,gain=2.24030638,cover=3224
- 93:leaf=-0.00152800325,cover=0
- 94:leaf=0.00319884508,cover=0
- 2:[PialCurv5<0.371846795] yes=5,no=6,missing=5,gain=1.27871239,cover=4237681
- 5:[Curv5<0.124281213] yes=11,no=12,missing=12,gain=1.70771968,cover=4231087
- 11:[PialCurv5<0.297166049] yes=23,no=24,missing=23,gain=1.90184903,cover=4085721
- 23:[MidArea5<0.612316132] yes=47,no=48,missing=47,gain=1.17678249,cover=4081596
- 47:[Ecc<3.22716212] yes=95,no=96,missing=96,gain=2.99596214,cover=332567
- 95:leaf=0.000106956599,cover=0
- 96:leaf=-0.000204974771,cover=0
- 48:[PialArea5<0.601145923] yes=97,no=98,missing=97,gain=3.68821454,cover=3749029
- 97:leaf=0.00021948693,cover=0
- 98:leaf=-4.9004916e-06,cover=0
- 24:[Ecc<0.45941934] yes=49,no=50,missing=49,gain=4.78658199,cover=4125
- 49:[Area5<0.504816413] yes=99,no=100,missing=99,gain=1.08421135,cover=68
- 99:leaf=-0.0258489251,cover=0
- 100:leaf=-0.00891212653,cover=0
- 50:[Pol<80.8913651] yes=101,no=102,missing=101,gain=1.62812543,cover=4057
- 101:leaf=0.00355488295,cover=0
- 102:leaf=0.000850402866,cover=0
- 12:[Area5<0.717401922] yes=25,no=26,missing=26,gain=4.28415632,cover=145366
- 25:[PialArea5<0.621054947] yes=51,no=52,missing=51,gain=3.65093541,cover=70308
- 51:[Area5<0.529385149] yes=103,no=104,missing=103,gain=2.70413947,cover=63352
- 103:leaf=0.00619316613,cover=0
- 104:leaf=-3.07850714e-05,cover=0
- 52:[Sulc0<0.586347759] yes=105,no=106,missing=105,gain=2.12981081,cover=6956
- 105:leaf=0.00105953775,cover=0
- 106:leaf=0.00693250773,cover=0
- 26:[PialArea5<0.559226274] yes=53,no=54,missing=54,gain=1.99171209,cover=75058
- 53:[Curv5<0.164550796] yes=107,no=108,missing=107,gain=2.62971854,cover=37520
- 107:leaf=1.56685765e-05,cover=0
- 108:leaf=-0.00107645453,cover=0
- 54:[LGI5<2.52320862] yes=109,no=110,missing=110,gain=3.48270798,cover=37538
- 109:leaf=-3.45405679e-05,cover=0
- 110:leaf=-0.0010461132,cover=0
- 6:[Ecc<1.96654522] yes=13,no=14,missing=13,gain=2.128613,cover=6594
- 13:[Area5<0.701312602] yes=27,no=28,missing=28,gain=2.26997519,cover=584
- 27:[Ecc<1.26157856] yes=55,no=56,missing=55,gain=1.12457883,cover=412
- 55:[Sulc0<-0.188964635] yes=111,no=112,missing=111,gain=0.844815969,cover=233
- 111:leaf=-0.0053342632,cover=0
- 112:leaf=0.000674460432,cover=0
- 56:[Sulc0<-0.166708246] yes=113,no=114,missing=113,gain=0.789043069,cover=179
- 113:leaf=0.00630125124,cover=0
- 114:leaf=-0.000326588575,cover=0
- 28:[Sulc0<-0.603582025] yes=57,no=58,missing=58,gain=0.449731827,cover=172
- 57:leaf=0.0171227958,cover=0
- 58:[LGI5<2.23211861] yes=115,no=116,missing=116,gain=0.279220104,cover=171
- 115:leaf=-0.000670711335,cover=0
- 116:leaf=-0.00785811152,cover=0
- 14:[Curv5<0.177453667] yes=29,no=30,missing=29,gain=2.28948855,cover=6010
- 29:[Pol<86.0952454] yes=59,no=60,missing=59,gain=0.926211834,cover=3391
- 59:[LGI5<3.64692807] yes=117,no=118,missing=117,gain=0.978768349,cover=717
- 117:leaf=0.00374699314,cover=0
- 118:leaf=-0.00699000154,cover=0
- 60:[Sulc0<0.636906147] yes=119,no=120,missing=119,gain=0.965849876,cover=2674
- 119:leaf=0.000851162069,cover=0
- 120:leaf=0.0030479643,cover=0
- 30:[PialCurv5<0.426807076] yes=61,no=62,missing=61,gain=1.28197265,cover=2619
- 61:[LGI5<2.49262404] yes=121,no=122,missing=121,gain=0.840080738,cover=1869
- 121:leaf=0.000652497867,cover=0
- 122:leaf=-0.0015923992,cover=0
- 62:[Sulc0<0.143142253] yes=123,no=124,missing=123,gain=0.927388191,cover=750
- 123:leaf=-0.00088649703,cover=0
- 124:leaf=0.00284281489,cover=0
-booster[832]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=2,gain=0.262646586,cover=5124388
- 1:[Pol<29.3809395] yes=3,no=4,missing=3,gain=0.342969894,cover=5024305
- 3:[Sulc0<0.915739596] yes=7,no=8,missing=7,gain=2.82300305,cover=586446
- 7:[Sulc0<0.263311565] yes=15,no=16,missing=16,gain=2.52271247,cover=585744
- 15:[Ecc<14.694541] yes=31,no=32,missing=31,gain=3.61503792,cover=569369
- 31:[Area5<0.729573667] yes=63,no=64,missing=64,gain=6.41873074,cover=353095
- 63:leaf=0.000245197618,cover=0
- 64:leaf=-0.000241383197,cover=0
- 32:[Area5<0.698189139] yes=65,no=66,missing=65,gain=7.88408899,cover=216274
- 65:leaf=-0.000416436058,cover=0
- 66:leaf=0.000189762432,cover=0
- 16:[PialCurv5<0.0128733069] yes=33,no=34,missing=33,gain=7.55666924,cover=16375
- 33:[LGI5<3.14439583] yes=67,no=68,missing=67,gain=3.22364998,cover=5194
- 67:leaf=0.00350657175,cover=0
- 68:leaf=0.00101401925,cover=0
- 34:[Curv5<0.0452247933] yes=69,no=70,missing=69,gain=3.34431362,cover=11181
- 69:leaf=-0.000806380063,cover=0
- 70:leaf=0.000950153742,cover=0
- 8:[PialArea5<0.245474651] yes=17,no=18,missing=17,gain=0.942993641,cover=702
- 17:[LGI5<2.93978119] yes=35,no=36,missing=35,gain=0.772818863,cover=56
- 35:[Curv5<0.18040961] yes=71,no=72,missing=71,gain=0.59869194,cover=16
- 71:leaf=0.0232539345,cover=0
- 72:leaf=0.00371980527,cover=0
- 36:[PialCurv5<0.280504435] yes=73,no=74,missing=73,gain=0.539090216,cover=40
- 73:leaf=0.0109701026,cover=0
- 74:leaf=-0.00345849688,cover=0
- 18:[Curv5<0.190557376] yes=37,no=38,missing=37,gain=0.711130142,cover=646
- 37:[PialCurv5<0.131570891] yes=75,no=76,missing=76,gain=0.462283134,cover=527
- 75:leaf=-0.000664441555,cover=0
- 76:leaf=-0.00503751915,cover=0
- 38:[PialCurv5<0.216171265] yes=77,no=78,missing=77,gain=0.399410337,cover=119
- 77:leaf=0.00939360727,cover=0
- 78:leaf=-0.00103959756,cover=0
- 4:[Curv5<-0.241649449] yes=9,no=10,missing=9,gain=1.02750087,cover=4437859
- 9:[Area5<0.682363749] yes=19,no=20,missing=19,gain=4.56190968,cover=363221
- 19:[PialCurv5<-0.132898524] yes=39,no=40,missing=39,gain=2.00126481,cover=315300
- 39:[Pol<72.6247101] yes=79,no=80,missing=79,gain=2.06964445,cover=220369
- 79:leaf=0.000202306765,cover=0
- 80:leaf=-0.000161428965,cover=0
- 40:[Ecc<35.8605728] yes=81,no=82,missing=81,gain=3.19973993,cover=94931
- 81:leaf=0.000146609935,cover=0
- 82:leaf=0.00186681992,cover=0
- 20:[LGI5<2.69973111] yes=41,no=42,missing=41,gain=3.84157944,cover=47921
- 41:[PialArea5<1.08444798] yes=83,no=84,missing=83,gain=7.16784573,cover=15221
- 83:leaf=0.00216541183,cover=0
- 84:leaf=-1.57122704e-05,cover=0
- 42:[PialCurv5<-0.0555995218] yes=85,no=86,missing=85,gain=3.08222198,cover=32700
- 85:leaf=0.000255473511,cover=0
- 86:leaf=-0.00710129319,cover=0
- 10:[Area5<0.600206077] yes=21,no=22,missing=22,gain=1.39805841,cover=4074638
- 21:[PialArea5<0.621054947] yes=43,no=44,missing=44,gain=5.81983805,cover=678387
- 43:[PialCurv5<-0.0542625114] yes=87,no=88,missing=87,gain=4.90651989,cover=171387
- 87:leaf=-0.000916715187,cover=0
- 88:leaf=-0.000100038822,cover=0
- 44:[Ecc<16.7734241] yes=89,no=90,missing=89,gain=8.70270634,cover=507000
- 89:leaf=8.60520959e-05,cover=0
- 90:leaf=0.000976975891,cover=0
- 22:[Sulc0<-0.546384335] yes=45,no=46,missing=45,gain=4.81843233,cover=3396251
- 45:[Ecc<19.170145] yes=91,no=92,missing=91,gain=7.26686049,cover=524859
- 91:leaf=-0.000213489053,cover=0
- 92:leaf=0.000561687921,cover=0
- 46:[Pol<140.372742] yes=93,no=94,missing=93,gain=2.70171928,cover=2871392
- 93:leaf=-2.27902547e-05,cover=0
- 94:leaf=0.000107575674,cover=0
- 2:[LGI5<2.16230083] yes=5,no=6,missing=5,gain=1.08210874,cover=100083
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=1.24348295,cover=416
- 11:[Sulc0<-1.15707839] yes=23,no=24,missing=23,gain=0.231549382,cover=41
- 23:[Pol<65.8802414] yes=47,no=48,missing=47,gain=0.153966427,cover=35
- 47:[Pol<6.72755051] yes=95,no=96,missing=96,gain=0.0137004852,cover=29
- 95:leaf=0.00324514508,cover=0
- 96:leaf=0.0140546784,cover=0
- 48:[Pol<76.1517639] yes=97,no=98,missing=97,gain=0.00241755322,cover=6
- 97:leaf=0.00453727273,cover=0
- 98:leaf=0.000805366028,cover=0
- 24:[Ecc<0.45941934] yes=49,no=50,missing=49,gain=0.00293123396,cover=6
- 49:leaf=-0.000595980906,cover=0
- 50:[PialCurv5<-0.0896686092] yes=99,no=100,missing=99,gain=0.00043964386,cover=5
- 99:leaf=0.00226583192,cover=0
- 100:leaf=0.000719741976,cover=0
- 12:[Ecc<3.73767829] yes=25,no=26,missing=25,gain=0.665058494,cover=375
- 25:[PialArea5<1.57955706] yes=51,no=52,missing=51,gain=0.512685955,cover=298
- 51:[Area5<0.761842728] yes=101,no=102,missing=102,gain=0.278884172,cover=216
- 101:leaf=0.00622545602,cover=0
- 102:leaf=0.00253812852,cover=0
- 52:[Area5<0.778322995] yes=103,no=104,missing=103,gain=0.595406234,cover=82
- 103:leaf=0.00200304273,cover=0
- 104:leaf=-0.00743838167,cover=0
- 26:[Sulc0<-0.956550419] yes=53,no=54,missing=53,gain=0.408663154,cover=77
- 53:[Area5<0.799647689] yes=105,no=106,missing=105,gain=0.0857745409,cover=34
- 105:leaf=-0.00767238159,cover=0
- 106:leaf=-0.00127535313,cover=0
- 54:[Sulc0<-0.801933944] yes=107,no=108,missing=107,gain=0.221920967,cover=43
- 107:leaf=0.0069888751,cover=0
- 108:leaf=-0.00118641916,cover=0
- 6:[Area5<0.617766261] yes=13,no=14,missing=13,gain=1.06020486,cover=99667
- 13:[Pol<121.397697] yes=27,no=28,missing=27,gain=1.1029073,cover=760
- 27:[Curv5<-0.134546712] yes=55,no=56,missing=55,gain=1.05962563,cover=451
- 55:[Sulc0<-0.815117955] yes=109,no=110,missing=110,gain=0.82785058,cover=436
- 109:leaf=0.0029102508,cover=0
- 110:leaf=0.00853030663,cover=0
- 56:[Ecc<0.669936359] yes=111,no=112,missing=111,gain=0.29134196,cover=15
- 111:leaf=0.00204455154,cover=0
- 112:leaf=-0.0130816596,cover=0
- 28:[Area5<0.586059749] yes=57,no=58,missing=57,gain=0.8419438,cover=309
- 57:[Curv5<-0.20189926] yes=113,no=114,missing=114,gain=0.486245573,cover=98
- 113:leaf=0.00727465143,cover=0
- 114:leaf=0.000232780192,cover=0
- 58:[Ecc<1.26157856] yes=115,no=116,missing=116,gain=0.294082671,cover=211
- 115:leaf=0.00517100934,cover=0
- 116:leaf=-0.00261403783,cover=0
- 14:[Curv5<-0.0730527416] yes=29,no=30,missing=29,gain=0.972704768,cover=98907
- 29:[PialArea5<1.29873812] yes=59,no=60,missing=60,gain=1.08022571,cover=91876
- 59:[Ecc<1.41371143] yes=117,no=118,missing=118,gain=0.86165601,cover=5875
- 117:leaf=0.0023699312,cover=0
- 118:leaf=-0.000765544362,cover=0
- 60:[Sulc0<-0.152423486] yes=119,no=120,missing=119,gain=1.02950573,cover=86001
- 119:leaf=3.64773987e-05,cover=0
- 120:leaf=0.00153681566,cover=0
- 30:[Pol<7.58674097] yes=61,no=62,missing=62,gain=2.24934244,cover=7031
- 61:[Curv5<-0.048490826] yes=121,no=122,missing=121,gain=2.14648271,cover=162
- 121:leaf=0.00225333683,cover=0
- 122:leaf=0.0143622411,cover=0
- 62:[LGI5<2.24172258] yes=123,no=124,missing=123,gain=2.09975958,cover=6869
- 123:leaf=-0.00697801262,cover=0
- 124:leaf=0.000586521521,cover=0
-booster[833]:
-0:[PialArea5<0.529292643] yes=1,no=2,missing=2,gain=0.276877344,cover=5124388
- 1:[Pol<50.1003532] yes=3,no=4,missing=4,gain=2.78500509,cover=1029325
- 3:[LGI5<3.26095963] yes=7,no=8,missing=7,gain=4.23867416,cover=15323
- 7:[LGI5<2.43374896] yes=15,no=16,missing=16,gain=1.58553457,cover=10721
- 15:[LGI5<2.24172258] yes=31,no=32,missing=31,gain=4.77486992,cover=1727
- 31:[LGI5<2.21018219] yes=63,no=64,missing=63,gain=7.84791136,cover=533
- 63:leaf=-0.00175324944,cover=0
- 64:leaf=0.0109493779,cover=0
- 32:[Ecc<0.729281187] yes=65,no=66,missing=65,gain=2.66569567,cover=1194
- 65:leaf=0.000103018087,cover=0
- 66:leaf=-0.00479528401,cover=0
- 16:[Sulc0<-0.166708246] yes=33,no=34,missing=33,gain=1.5716759,cover=8994
- 33:[LGI5<2.99594808] yes=67,no=68,missing=67,gain=5.38705349,cover=3297
- 67:leaf=0.0027062865,cover=0
- 68:leaf=-0.00158463407,cover=0
- 34:[Ecc<4.27275372] yes=69,no=70,missing=69,gain=2.33147931,cover=5697
- 69:leaf=-0.00385152432,cover=0
- 70:leaf=0.000182775388,cover=0
- 8:[LGI5<3.84897733] yes=17,no=18,missing=17,gain=4.04072952,cover=4602
- 17:[Sulc0<0.795422614] yes=35,no=36,missing=35,gain=5.78090477,cover=3949
- 35:[Ecc<25.981123] yes=71,no=72,missing=71,gain=10.0445499,cover=2738
- 71:leaf=0.000164601195,cover=0
- 72:leaf=0.00633314112,cover=0
- 36:[Pol<33.3267784] yes=73,no=74,missing=73,gain=1.90513158,cover=1211
- 73:leaf=-0.0035742023,cover=0
- 74:leaf=0.000891364936,cover=0
- 18:[Pol<34.3003769] yes=37,no=38,missing=38,gain=2.58294129,cover=653
- 37:[Pol<22.2436924] yes=75,no=76,missing=75,gain=1.35631895,cover=225
- 75:leaf=-0.00288660172,cover=0
- 76:leaf=-0.0108610699,cover=0
- 38:[Ecc<26.4278679] yes=77,no=78,missing=77,gain=2.63438964,cover=428
- 77:leaf=0.00810201652,cover=0
- 78:leaf=-0.00144140038,cover=0
- 4:[PialCurv5<-0.0154925911] yes=9,no=10,missing=9,gain=3.04307652,cover=1014002
- 9:[Pol<61.2046547] yes=19,no=20,missing=20,gain=3.4796803,cover=24332
- 19:[Ecc<3.22716212] yes=39,no=40,missing=39,gain=1.76283264,cover=1332
- 39:[Ecc<1.10530448] yes=79,no=80,missing=80,gain=1.190732,cover=164
- 79:leaf=-0.00407210551,cover=0
- 80:leaf=-0.0127046499,cover=0
- 40:[Curv5<-0.206445083] yes=81,no=82,missing=81,gain=2.86827016,cover=1168
- 81:leaf=-0.00468784152,cover=0
- 82:leaf=0.000271843601,cover=0
- 20:[Sulc0<-0.903383076] yes=41,no=42,missing=41,gain=2.68861413,cover=23000
- 41:[Area5<0.404548973] yes=83,no=84,missing=84,gain=2.63623691,cover=178
- 83:leaf=-0.0029014356,cover=0
- 84:leaf=0.00996616017,cover=0
- 42:[Ecc<36.5542564] yes=85,no=86,missing=86,gain=1.67352796,cover=22822
- 85:leaf=-0.000541555288,cover=0
- 86:leaf=0.00142067473,cover=0
- 10:[Pol<129.571716] yes=21,no=22,missing=21,gain=3.14272118,cover=989670
- 21:[Ecc<0.513775289] yes=43,no=44,missing=43,gain=4.11105251,cover=907100
- 43:[Sulc0<-0.047846999] yes=87,no=88,missing=87,gain=3.23941517,cover=2457
- 87:leaf=0.00272661238,cover=0
- 88:leaf=-0.00276505202,cover=0
- 44:[Sulc0<-0.763524294] yes=89,no=90,missing=89,gain=4.76015282,cover=904643
- 89:leaf=0.0114926286,cover=0
- 90:leaf=-6.92038248e-06,cover=0
- 22:[LGI5<3.26095963] yes=45,no=46,missing=46,gain=2.97444701,cover=82570
- 45:[Ecc<7.54628181] yes=91,no=92,missing=91,gain=4.83493233,cover=72856
- 91:leaf=0.000576994324,cover=0
- 92:leaf=-0.000242630791,cover=0
- 46:[PialCurv5<0.101587482] yes=93,no=94,missing=93,gain=4.95559978,cover=9714
- 93:leaf=0.00339944707,cover=0
- 94:leaf=0.000578342122,cover=0
- 2:[Curv5<0.10516572] yes=5,no=6,missing=6,gain=1.26704359,cover=4095063
- 5:[MidArea5<0.612316132] yes=11,no=12,missing=11,gain=1.3332746,cover=3910453
- 11:[PialCurv5<0.116372027] yes=23,no=24,missing=23,gain=4.8290596,cover=262671
- 23:[Sulc0<0.940059185] yes=47,no=48,missing=48,gain=1.67602623,cover=243207
- 47:[Ecc<3.22716212] yes=95,no=96,missing=95,gain=1.57761574,cover=243046
- 95:leaf=0.000104681349,cover=0
- 96:leaf=-0.000153287794,cover=0
- 48:[PialCurv5<0.0591915138] yes=97,no=98,missing=97,gain=2.63559628,cover=161
- 97:leaf=-0.0132314311,cover=0
- 98:leaf=-0.00010920161,cover=0
- 24:[Ecc<6.16403294] yes=49,no=50,missing=49,gain=5.63189125,cover=19464
- 49:[PialArea5<0.651661396] yes=99,no=100,missing=100,gain=1.87333298,cover=8490
- 99:leaf=6.54427367e-06,cover=0
- 100:leaf=0.00596562633,cover=0
- 50:[Area5<0.645846248] yes=101,no=102,missing=101,gain=6.52070999,cover=10974
- 101:leaf=-0.00269412785,cover=0
- 102:leaf=-0.000238665103,cover=0
- 12:[PialArea5<0.601145923] yes=25,no=26,missing=25,gain=4.4242568,cover=3647782
- 25:[Pol<113.394409] yes=51,no=52,missing=51,gain=5.95085955,cover=128526
- 51:[Curv5<0.0213092454] yes=103,no=104,missing=103,gain=3.79608321,cover=85169
- 103:leaf=-0.000800248701,cover=0
- 104:leaf=0.000183964075,cover=0
- 52:[Area5<0.697420239] yes=105,no=106,missing=105,gain=3.2258215,cover=43357
- 105:leaf=0.000285221613,cover=0
- 106:leaf=0.00115434069,cover=0
- 26:[PialCurv5<0.24610664] yes=53,no=54,missing=53,gain=3.09100032,cover=3519256
- 53:[Curv5<0.049365297] yes=107,no=108,missing=107,gain=2.61466885,cover=3514854
- 107:leaf=8.57786745e-06,cover=0
- 108:leaf=-0.000150474196,cover=0
- 54:[Ecc<0.406764686] yes=109,no=110,missing=109,gain=2.5569582,cover=4402
- 109:leaf=-0.00816000719,cover=0
- 110:leaf=0.00147431798,cover=0
- 6:[Area5<0.732334435] yes=13,no=14,missing=14,gain=4.49190331,cover=184610
- 13:[PialArea5<0.693130434] yes=27,no=28,missing=27,gain=3.58542895,cover=97144
- 27:[Area5<0.601796865] yes=55,no=56,missing=56,gain=3.46774077,cover=92639
- 55:[Pol<39.0368156] yes=111,no=112,missing=112,gain=1.61061072,cover=2195
- 111:leaf=-0.00437566359,cover=0
- 112:leaf=0.0022834579,cover=0
- 56:[PialCurv5<-0.0379593484] yes=113,no=114,missing=114,gain=3.32489514,cover=90444
- 113:leaf=0.011119782,cover=0
- 114:leaf=-2.27145538e-05,cover=0
- 28:[Ecc<10.147254] yes=57,no=58,missing=57,gain=3.23379803,cover=4505
- 57:[PialCurv5<0.04242469] yes=115,no=116,missing=116,gain=2.52375269,cover=3636
- 115:leaf=-0.0034648478,cover=0
- 116:leaf=0.00244183769,cover=0
- 58:[PialCurv5<0.409174502] yes=117,no=118,missing=118,gain=1.44008279,cover=869
- 117:leaf=-0.00149010902,cover=0
- 118:leaf=0.016720444,cover=0
- 14:[LGI5<2.52320862] yes=29,no=30,missing=30,gain=2.30169678,cover=87466
- 29:[Area5<0.767325044] yes=59,no=60,missing=59,gain=2.29131722,cover=23997
- 59:[Ecc<1.21076584] yes=119,no=120,missing=119,gain=1.0812043,cover=11463
- 119:leaf=-0.00257963594,cover=0
- 120:leaf=-0.00037474712,cover=0
- 60:[Ecc<8.55626965] yes=121,no=122,missing=122,gain=2.04175162,cover=12534
- 121:leaf=0.000348122354,cover=0
- 122:leaf=0.00334923528,cover=0
- 30:[Sulc0<-0.644343197] yes=61,no=62,missing=62,gain=3.66657448,cover=63469
- 61:[MidArea5<0.795349479] yes=123,no=124,missing=123,gain=1.40482283,cover=9
- 123:leaf=0.0391495489,cover=0
- 124:leaf=-0.00532285776,cover=0
- 62:[PialArea5<0.584843099] yes=125,no=126,missing=126,gain=2.78587532,cover=63460
- 125:leaf=-0.000192982814,cover=0
- 126:leaf=-0.000858365267,cover=0
-booster[834]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.269364685,cover=5124388
- 1:[Area5<0.630444467] yes=3,no=4,missing=4,gain=0.546225071,cover=20016
- 3:[PialArea5<0.463276565] yes=7,no=8,missing=7,gain=0.409103632,cover=19525
- 7:[PialArea5<0.245474651] yes=15,no=16,missing=15,gain=0.494645685,cover=19203
- 15:[Pol<76.8473129] yes=31,no=32,missing=31,gain=0.909098089,cover=8976
- 31:[Area5<0.539561152] yes=63,no=64,missing=63,gain=0.989833713,cover=523
- 63:leaf=0.00507181091,cover=0
- 64:leaf=0.000631436473,cover=0
- 32:[PialCurv5<0.185672894] yes=65,no=66,missing=65,gain=0.749815404,cover=8453
- 65:leaf=0.00168174412,cover=0
- 66:leaf=0.000101752827,cover=0
- 16:[Pol<81.5476837] yes=33,no=34,missing=34,gain=1.09365821,cover=10227
- 33:[LGI5<3.1967752] yes=67,no=68,missing=67,gain=1.1428833,cover=1530
- 67:leaf=-0.00215556356,cover=0
- 68:leaf=0.000980429002,cover=0
- 34:[LGI5<2.50273752] yes=69,no=70,missing=69,gain=1.06429124,cover=8697
- 69:leaf=-0.000594220066,cover=0
- 70:leaf=0.000537404441,cover=0
- 8:[PialCurv5<-0.104067586] yes=17,no=18,missing=17,gain=0.707136035,cover=322
- 17:[PialCurv5<-0.190801308] yes=35,no=36,missing=35,gain=0.495604932,cover=260
- 35:[PialArea5<0.498393416] yes=71,no=72,missing=72,gain=0.105537005,cover=86
- 71:leaf=-0.00160231127,cover=0
- 72:leaf=0.00188335776,cover=0
- 36:[Ecc<4.8056078] yes=73,no=74,missing=74,gain=0.41243732,cover=174
- 73:leaf=0.00174624287,cover=0
- 74:leaf=0.00668185204,cover=0
- 18:[Ecc<20.3925476] yes=37,no=38,missing=38,gain=0.376486808,cover=62
- 37:[Curv5<-0.222158164] yes=75,no=76,missing=75,gain=0.280511588,cover=56
- 75:leaf=-0.00517085288,cover=0
- 76:leaf=0.00181064277,cover=0
- 38:[Ecc<26.4278679] yes=77,no=78,missing=77,gain=0.150232852,cover=6
- 77:leaf=-0.0203120187,cover=0
- 78:leaf=-0.00384514336,cover=0
- 4:[Ecc<47.7892265] yes=9,no=10,missing=9,gain=0.339097381,cover=491
- 9:[Sulc0<0.890415967] yes=19,no=20,missing=20,gain=0.345011652,cover=465
- 19:[Ecc<8.41855335] yes=39,no=40,missing=39,gain=0.680442393,cover=185
- 39:[Ecc<7.90440989] yes=79,no=80,missing=79,gain=0.370090276,cover=99
- 79:leaf=0.00223106495,cover=0
- 80:leaf=0.0124225691,cover=0
- 40:[LGI5<3.36766768] yes=81,no=82,missing=81,gain=0.48481366,cover=86
- 81:leaf=-0.00449810596,cover=0
- 82:leaf=0.00515421806,cover=0
- 20:[PialCurv5<0.322157294] yes=41,no=42,missing=41,gain=0.451447129,cover=280
- 41:[Pol<91.5616074] yes=83,no=84,missing=83,gain=0.530075788,cover=105
- 83:leaf=0.00868986454,cover=0
- 84:leaf=0.00142139744,cover=0
- 42:[Ecc<29.3556995] yes=85,no=86,missing=85,gain=0.424619675,cover=175
- 85:leaf=0.00415843679,cover=0
- 86:leaf=-0.000746630074,cover=0
- 10:[LGI5<3.24660802] yes=21,no=22,missing=21,gain=0.296722591,cover=26
- 21:[Pol<57.0350037] yes=43,no=44,missing=43,gain=0.0340101719,cover=18
- 43:[Pol<40.9012032] yes=87,no=88,missing=87,gain=0.0026647062,cover=3
- 87:leaf=0.000351619732,cover=0
- 88:leaf=-0.00233189669,cover=0
- 44:[Pol<96.2546158] yes=89,no=90,missing=89,gain=0.0123609006,cover=15
- 89:leaf=-0.00838533975,cover=0
- 90:leaf=-0.00119277241,cover=0
- 22:[Pol<70.3717499] yes=45,no=46,missing=45,gain=0.10026522,cover=8
- 45:[Curv5<0.174639657] yes=91,no=92,missing=91,gain=0.0329554006,cover=5
- 91:leaf=-0.00445773592,cover=0
- 92:leaf=0.00248654792,cover=0
- 46:[Ecc<48.8682671] yes=93,no=94,missing=93,gain=0.00523324311,cover=3
- 93:leaf=0.0114606861,cover=0
- 94:leaf=0.00269606127,cover=0
- 2:[Area5<0.720017433] yes=5,no=6,missing=6,gain=0.285594434,cover=5104372
- 5:[PialArea5<0.753297985] yes=11,no=12,missing=11,gain=1.8093183,cover=3491505
- 11:[MidArea5<0.703235805] yes=23,no=24,missing=24,gain=2.45334411,cover=1638100
- 23:[LGI5<2.42065382] yes=47,no=48,missing=47,gain=2.13493848,cover=1572680
- 47:[Ecc<11.0302963] yes=95,no=96,missing=95,gain=6.92937231,cover=327377
- 95:leaf=9.6452517e-05,cover=0
- 96:leaf=-0.00296326797,cover=0
- 48:[LGI5<3.06122994] yes=97,no=98,missing=97,gain=3.0553937,cover=1245303
- 97:leaf=-0.000117683019,cover=0
- 98:leaf=5.07528021e-05,cover=0
- 24:[Sulc0<0.598320961] yes=49,no=50,missing=49,gain=4.39837265,cover=65420
- 49:[LGI5<2.73607373] yes=99,no=100,missing=99,gain=3.4224596,cover=64579
- 99:leaf=-0.000790861144,cover=0
- 100:leaf=-6.01335014e-05,cover=0
- 50:[Pol<109.773643] yes=101,no=102,missing=101,gain=2.04136109,cover=841
- 101:leaf=0.00534027303,cover=0
- 102:leaf=0.000351816241,cover=0
- 12:[Sulc0<0.272107065] yes=25,no=26,missing=26,gain=6.10371113,cover=1853405
- 25:[Pol<60.4070244] yes=51,no=52,missing=51,gain=3.532933,cover=1828716
- 51:[PialCurv5<-0.019163372] yes=103,no=104,missing=104,gain=17.9720306,cover=659901
- 103:leaf=-7.60847388e-06,cover=0
- 104:leaf=-0.001045877,cover=0
- 52:[Pol<92.1537628] yes=105,no=106,missing=105,gain=16.9923859,cover=1168815
- 105:leaf=0.000499708345,cover=0
- 106:leaf=-1.71888914e-05,cover=0
- 26:[Pol<147.599014] yes=53,no=54,missing=53,gain=5.47657728,cover=24689
- 53:[Ecc<11.3532677] yes=107,no=108,missing=107,gain=5.71093178,cover=21098
- 107:leaf=-0.000447438157,cover=0
- 108:leaf=0.00154677709,cover=0
- 54:[Ecc<44.7855835] yes=109,no=110,missing=109,gain=4.46619081,cover=3591
- 109:leaf=-0.00236137747,cover=0
- 110:leaf=0.00128190033,cover=0
- 6:[Pol<142.520569] yes=13,no=14,missing=14,gain=4.20154381,cover=1612867
- 13:[Curv5<0.0300692953] yes=27,no=28,missing=27,gain=6.06873322,cover=1361057
- 27:[PialArea5<0.662493944] yes=55,no=56,missing=55,gain=12.3140411,cover=727386
- 55:[Pol<71.8249207] yes=111,no=112,missing=112,gain=9.36073208,cover=14957
- 111:leaf=0.000652379182,cover=0
- 112:leaf=-0.00225110655,cover=0
- 56:[PialCurv5<0.064168714] yes=113,no=114,missing=113,gain=8.2623415,cover=712429
- 113:leaf=-0.00012033229,cover=0
- 114:leaf=0.000776883564,cover=0
- 28:[PialCurv5<0.0567538291] yes=57,no=58,missing=57,gain=9.23944759,cover=633671
- 57:[Pol<74.0505524] yes=115,no=116,missing=115,gain=13.9163847,cover=45870
- 115:leaf=0.00169559347,cover=0
- 116:leaf=-4.85112687e-05,cover=0
- 58:[PialArea5<0.70906347] yes=117,no=118,missing=117,gain=6.49077415,cover=587801
- 117:leaf=0.000123671794,cover=0
- 118:leaf=-0.000295248057,cover=0
- 14:[Sulc0<0.624357879] yes=29,no=30,missing=29,gain=4.62671852,cover=251810
- 29:[Curv5<-0.0922861248] yes=59,no=60,missing=60,gain=4.91605139,cover=250878
- 59:[PialArea5<0.758763015] yes=119,no=120,missing=119,gain=7.27704906,cover=148304
- 119:leaf=0.00282569882,cover=0
- 120:leaf=-1.06308644e-05,cover=0
- 60:[PialCurv5<-0.0644776821] yes=121,no=122,missing=121,gain=8.5667057,cover=102574
- 121:leaf=0.00223207031,cover=0
- 122:leaf=0.000364095438,cover=0
- 30:[LGI5<3.1833725] yes=61,no=62,missing=61,gain=2.27167845,cover=932
- 61:[Curv5<0.00546095846] yes=123,no=124,missing=124,gain=1.07756376,cover=452
- 123:leaf=-0.00768650696,cover=0
- 124:leaf=9.54814896e-05,cover=0
- 62:[PialCurv5<-0.00955641083] yes=125,no=126,missing=125,gain=2.60191154,cover=480
- 125:leaf=0.00389509206,cover=0
- 126:leaf=-0.00710508553,cover=0
-booster[835]:
-0:[Pol<5.08026028] yes=1,no=2,missing=2,gain=0.275457501,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=3,gain=2.36504841,cover=120099
- 3:[PialCurv5<0.000298873958] yes=7,no=8,missing=7,gain=3.43177176,cover=51269
- 7:[Area5<0.768806875] yes=15,no=16,missing=15,gain=2.7258184,cover=46862
- 15:[Sulc0<0.176289052] yes=31,no=32,missing=32,gain=1.94778943,cover=36702
- 31:[PialArea5<1.1257062] yes=63,no=64,missing=63,gain=1.90223861,cover=36694
- 63:leaf=0.000357763725,cover=0
- 64:leaf=-0.000472851534,cover=0
- 32:leaf=-0.0231138915,cover=0
- 16:[PialArea5<1.07926941] yes=33,no=34,missing=33,gain=6.44121456,cover=10160
- 33:[Ecc<8.17402458] yes=65,no=66,missing=65,gain=2.71188927,cover=3388
- 65:leaf=-0.00321378862,cover=0
- 66:leaf=0.000503098941,cover=0
- 34:[LGI5<2.70988083] yes=67,no=68,missing=67,gain=2.64028478,cover=6772
- 67:leaf=-0.000915864483,cover=0
- 68:leaf=0.00105977955,cover=0
- 8:[Sulc0<-0.123243913] yes=17,no=18,missing=17,gain=1.45452785,cover=4407
- 17:[PialArea5<0.472106963] yes=35,no=36,missing=35,gain=1.41400206,cover=3604
- 35:[LGI5<3.39750218] yes=69,no=70,missing=70,gain=2.9789598,cover=146
- 69:leaf=0.000338169426,cover=0
- 70:leaf=0.0187229495,cover=0
- 36:[PialCurv5<0.125401646] yes=71,no=72,missing=71,gain=1.74897408,cover=3458
- 71:leaf=-0.000893473276,cover=0
- 72:leaf=-0.00447707111,cover=0
- 18:[LGI5<3.58443618] yes=37,no=38,missing=37,gain=1.95570159,cover=803
- 37:[PialCurv5<0.0262785293] yes=73,no=74,missing=73,gain=0.985521793,cover=788
- 73:leaf=-0.00763139082,cover=0
- 74:leaf=-0.00296682026,cover=0
- 38:[Sulc0<-0.108384088] yes=75,no=76,missing=75,gain=1.301947,cover=15
- 75:leaf=-0.0125567364,cover=0
- 76:leaf=0.0209615026,cover=0
- 4:[PialCurv5<-0.126528949] yes=9,no=10,missing=9,gain=2.1691823,cover=68830
- 9:[Curv5<-0.148390457] yes=19,no=20,missing=20,gain=2.32951188,cover=18964
- 19:[MidArea5<0.7689417] yes=39,no=40,missing=39,gain=1.81270838,cover=18718
- 39:[Ecc<25.5461979] yes=77,no=78,missing=77,gain=3.44017076,cover=7441
- 77:leaf=0.00183815032,cover=0
- 78:leaf=-0.000370641297,cover=0
- 40:[Area5<0.504816413] yes=79,no=80,missing=79,gain=2.05851293,cover=11277
- 79:leaf=-0.0244284216,cover=0
- 80:leaf=-0.000505702861,cover=0
- 20:[Area5<0.624364853] yes=41,no=42,missing=41,gain=1.95611143,cover=246
- 41:leaf=-0.0192615837,cover=0
- 42:[LGI5<3.56741142] yes=81,no=82,missing=81,gain=1.41449511,cover=225
- 81:leaf=-0.00273890514,cover=0
- 82:leaf=-0.0220073313,cover=0
- 10:[MidArea5<0.65496558] yes=21,no=22,missing=21,gain=2.09978724,cover=49866
- 21:[Ecc<35.195137] yes=43,no=44,missing=43,gain=4.68812656,cover=4314
- 43:[LGI5<2.73077893] yes=83,no=84,missing=83,gain=4.78962183,cover=3579
- 83:leaf=0.00630059419,cover=0
- 84:leaf=-0.00179793348,cover=0
- 44:[LGI5<3.34776258] yes=85,no=86,missing=85,gain=1.58995843,cover=735
- 85:leaf=0.00457673892,cover=0
- 86:leaf=-0.000447195926,cover=0
- 22:[Ecc<33.2971039] yes=45,no=46,missing=45,gain=3.79487562,cover=45552
- 45:[PialCurv5<-0.0829703882] yes=87,no=88,missing=88,gain=3.82429218,cover=31957
- 87:leaf=0.000292163313,cover=0
- 88:leaf=0.00138611603,cover=0
- 46:[PialArea5<0.806151748] yes=89,no=90,missing=89,gain=5.7791934,cover=13595
- 89:leaf=0.00306231389,cover=0
- 90:leaf=-0.000490122417,cover=0
- 2:[Ecc<40.3354568] yes=5,no=6,missing=6,gain=0.432381302,cover=5004289
- 5:[Area5<0.745235085] yes=11,no=12,missing=11,gain=0.77151835,cover=4812797
- 11:[LGI5<3.51961541] yes=23,no=24,missing=24,gain=1.13328385,cover=3848299
- 23:[Ecc<22.0897732] yes=47,no=48,missing=47,gain=2.53796434,cover=3669145
- 47:[Sulc0<1.16950965] yes=91,no=92,missing=92,gain=2.1335547,cover=3292386
- 91:leaf=3.13945606e-07,cover=0
- 92:leaf=-0.00143725972,cover=0
- 48:[Sulc0<0.443755656] yes=93,no=94,missing=93,gain=5.18515539,cover=376759
- 93:leaf=-0.000266785006,cover=0
- 94:leaf=0.000128955595,cover=0
- 24:[MidArea5<0.739589095] yes=49,no=50,missing=50,gain=2.47950935,cover=179154
- 49:[Ecc<9.50052643] yes=95,no=96,missing=96,gain=4.38818741,cover=112877
- 95:leaf=0.0018911995,cover=0
- 96:leaf=-7.92500141e-05,cover=0
- 50:[Ecc<11.1913614] yes=97,no=98,missing=98,gain=2.56570196,cover=66277
- 97:leaf=-0.000793413259,cover=0
- 98:leaf=0.000440801028,cover=0
- 12:[Ecc<22.0897732] yes=25,no=26,missing=25,gain=3.99846387,cover=964498
- 25:[LGI5<3.38720298] yes=51,no=52,missing=51,gain=6.1990428,cover=762874
- 51:[Sulc0<0.779008448] yes=99,no=100,missing=100,gain=5.09258938,cover=706398
- 99:leaf=5.85017915e-05,cover=0
- 100:leaf=-0.000583658111,cover=0
- 52:[Ecc<8.6295805] yes=101,no=102,missing=102,gain=4.77464962,cover=56476
- 101:leaf=0.00159285392,cover=0
- 102:leaf=-0.00061553478,cover=0
- 26:[Curv5<0.0235087723] yes=53,no=54,missing=53,gain=4.63572407,cover=201624
- 53:[Sulc0<-0.137935251] yes=103,no=104,missing=104,gain=6.71592474,cover=97651
- 103:leaf=0.00042616963,cover=0
- 104:leaf=-0.000404026272,cover=0
- 54:[Sulc0<-0.173886195] yes=105,no=106,missing=105,gain=6.23318577,cover=103973
- 105:leaf=0.00706698094,cover=0
- 106:leaf=0.000448765844,cover=0
- 6:[LGI5<2.86381269] yes=13,no=14,missing=13,gain=4.73419905,cover=191492
- 13:[Curv5<0.135532871] yes=27,no=28,missing=27,gain=2.62834597,cover=17766
- 27:[PialArea5<0.413606972] yes=55,no=56,missing=55,gain=3.20132446,cover=14658
- 55:[Area5<0.693521142] yes=107,no=108,missing=107,gain=1.16874075,cover=379
- 107:leaf=-0.00813374389,cover=0
- 108:leaf=-0.00252915034,cover=0
- 56:[Sulc0<0.151281953] yes=109,no=110,missing=109,gain=1.34759283,cover=14279
- 109:leaf=-0.00158718869,cover=0
- 110:leaf=-0.00060179783,cover=0
- 28:[PialArea5<0.245474651] yes=57,no=58,missing=57,gain=1.30711389,cover=3108
- 57:[Pol<27.4246235] yes=111,no=112,missing=112,gain=0.968708277,cover=236
- 111:leaf=0.0130340252,cover=0
- 112:leaf=-0.00372208469,cover=0
- 58:[LGI5<2.61063838] yes=113,no=114,missing=113,gain=0.642785013,cover=2872
- 113:leaf=-0.00137372792,cover=0
- 114:leaf=0.00102366868,cover=0
- 14:[PialCurv5<-0.00171623251] yes=29,no=30,missing=29,gain=4.06381273,cover=173726
- 29:[LGI5<3.51961541] yes=59,no=60,missing=60,gain=6.13405037,cover=69531
- 59:[Sulc0<-0.395407349] yes=115,no=116,missing=115,gain=4.03197861,cover=57014
- 115:leaf=-0.000710100052,cover=0
- 116:leaf=0.000663809304,cover=0
- 60:[Area5<0.615061462] yes=117,no=118,missing=118,gain=2.76821256,cover=12517
- 117:leaf=0.00100508053,cover=0
- 118:leaf=-0.00102596649,cover=0
- 30:[Pol<133.406311] yes=61,no=62,missing=61,gain=4.34551907,cover=104195
- 61:[Curv5<0.012354264] yes=119,no=120,missing=119,gain=6.18561983,cover=96938
- 119:leaf=-0.00142079487,cover=0
- 120:leaf=-0.000141802389,cover=0
- 62:[Sulc0<0.299089104] yes=121,no=122,missing=121,gain=3.73498726,cover=7257
- 121:leaf=0.00301178312,cover=0
- 122:leaf=0.000351236289,cover=0
-booster[836]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=2,gain=0.270551562,cover=5124388
- 1:[LGI5<3.42912889] yes=3,no=4,missing=3,gain=0.697383523,cover=202946
- 3:[LGI5<3.31338549] yes=7,no=8,missing=7,gain=1.95215189,cover=186128
- 7:[Pol<95.050293] yes=15,no=16,missing=15,gain=1.08843791,cover=174529
- 15:[Ecc<8.87956142] yes=31,no=32,missing=31,gain=2.39410257,cover=58089
- 31:[Curv5<0.171955615] yes=61,no=62,missing=62,gain=2.41394281,cover=18433
- 61:leaf=0.00155922759,cover=0
- 62:leaf=0.000328823313,cover=0
- 32:[PialCurv5<0.0519027263] yes=63,no=64,missing=64,gain=1.71755672,cover=39656
- 63:leaf=0.00224114,cover=0
- 64:leaf=-2.05416782e-05,cover=0
- 16:[Ecc<10.2861843] yes=33,no=34,missing=33,gain=1.07111573,cover=116440
- 33:[Sulc0<0.676033437] yes=65,no=66,missing=66,gain=2.17975974,cover=83472
- 65:leaf=0.000119863987,cover=0
- 66:leaf=-0.000393339578,cover=0
- 34:[Sulc0<0.636906147] yes=67,no=68,missing=67,gain=5.91029406,cover=32968
- 67:leaf=-0.00131750747,cover=0
- 68:leaf=0.000514368177,cover=0
- 8:[PialCurv5<0.336333007] yes=17,no=18,missing=17,gain=2.46940565,cover=11599
- 17:[Ecc<41.2560654] yes=35,no=36,missing=35,gain=2.61371994,cover=7020
- 35:[Ecc<15.121048] yes=69,no=70,missing=70,gain=3.51124144,cover=6284
- 69:leaf=0.000324330729,cover=0
- 70:leaf=-0.00227646786,cover=0
- 36:[PialCurv5<0.241144046] yes=71,no=72,missing=71,gain=0.567645252,cover=736
- 71:leaf=0.00317007164,cover=0
- 72:leaf=0.000378461642,cover=0
- 18:[LGI5<3.37729335] yes=37,no=38,missing=38,gain=1.30552447,cover=4579
- 37:[Area5<0.554568231] yes=73,no=74,missing=73,gain=1.51361394,cover=2913
- 73:leaf=-0.00353430212,cover=0
- 74:leaf=7.12196779e-05,cover=0
- 38:[Pol<76.8473129] yes=75,no=76,missing=75,gain=2.06744528,cover=1666
- 75:leaf=0.0053559239,cover=0
- 76:leaf=0.000631598232,cover=0
- 4:[Pol<25.2957573] yes=9,no=10,missing=10,gain=1.0960114,cover=16818
- 9:[PialCurv5<0.493508637] yes=19,no=20,missing=19,gain=0.304388642,cover=54
- 19:[LGI5<3.64692807] yes=39,no=40,missing=40,gain=0.164838791,cover=53
- 39:[LGI5<3.56741142] yes=77,no=78,missing=77,gain=0.264760464,cover=37
- 77:leaf=-0.00788345467,cover=0
- 78:leaf=0.0012195413,cover=0
- 40:[PialCurv5<-0.0314326771] yes=79,no=80,missing=80,gain=0.214272738,cover=16
- 79:leaf=0.00268232822,cover=0
- 80:leaf=-0.0135739166,cover=0
- 20:leaf=0.0131360712,cover=0
- 10:[Ecc<16.5318356] yes=21,no=22,missing=21,gain=0.976051331,cover=16764
- 21:[Pol<80.2322083] yes=41,no=42,missing=41,gain=1.92685926,cover=3707
- 41:[Ecc<14.694541] yes=81,no=82,missing=82,gain=1.55143428,cover=184
- 81:leaf=0.00322550884,cover=0
- 82:leaf=0.0135101406,cover=0
- 42:[Sulc0<0.869075775] yes=83,no=84,missing=83,gain=2.49585629,cover=3523
- 83:leaf=-0.000312905642,cover=0
- 84:leaf=0.00237478781,cover=0
- 22:[Curv5<0.131767005] yes=43,no=44,missing=43,gain=0.73391068,cover=13057
- 43:[LGI5<3.84897733] yes=85,no=86,missing=86,gain=1.0025866,cover=1715
- 85:leaf=0.000736700546,cover=0
- 86:leaf=0.00470131496,cover=0
- 44:[Area5<0.529385149] yes=87,no=88,missing=87,gain=0.699654877,cover=11342
- 87:leaf=-0.00394772459,cover=0
- 88:leaf=7.75497974e-05,cover=0
- 2:[MidArea5<0.52745223] yes=5,no=6,missing=5,gain=0.401189953,cover=4921442
- 5:[PialArea5<0.686586082] yes=11,no=12,missing=11,gain=3.84135604,cover=214711
- 11:[Pol<106.604004] yes=23,no=24,missing=23,gain=1.10289586,cover=213509
- 23:[PialCurv5<0.493508637] yes=45,no=46,missing=45,gain=1.61379528,cover=125497
- 45:[Curv5<-0.141545609] yes=89,no=90,missing=89,gain=1.23573017,cover=123577
- 89:leaf=-0.000720518176,cover=0
- 90:leaf=-0.000154298818,cover=0
- 46:[Ecc<1.31300318] yes=91,no=92,missing=92,gain=2.82824755,cover=1920
- 91:leaf=-0.00952184945,cover=0
- 92:leaf=0.00159857969,cover=0
- 24:[LGI5<2.51288176] yes=47,no=48,missing=48,gain=1.48617053,cover=88012
- 47:[LGI5<2.3865335] yes=93,no=94,missing=93,gain=1.94198918,cover=38559
- 93:leaf=0.000139697659,cover=0
- 94:leaf=-0.000573370082,cover=0
- 48:[LGI5<2.61550069] yes=95,no=96,missing=95,gain=3.15903234,cover=49453
- 95:leaf=0.00104942301,cover=0
- 96:leaf=3.66921595e-05,cover=0
- 12:[Curv5<-0.18985194] yes=25,no=26,missing=25,gain=0.387951612,cover=1202
- 25:[Sulc0<-0.357752919] yes=49,no=50,missing=49,gain=0.565647125,cover=1094
- 49:[Ecc<1.91022825] yes=97,no=98,missing=97,gain=0.348913431,cover=1004
- 97:leaf=0.00376191293,cover=0
- 98:leaf=0.00187244161,cover=0
- 50:[Ecc<5.53207445] yes=99,no=100,missing=99,gain=0.330493093,cover=90
- 99:leaf=0.0088295117,cover=0
- 100:leaf=0.00220239745,cover=0
- 26:[Ecc<1.91022825] yes=51,no=52,missing=51,gain=0.269832164,cover=108
- 51:[Sulc0<-0.684786558] yes=101,no=102,missing=101,gain=0.130717054,cover=47
- 101:leaf=-0.00374521804,cover=0
- 102:leaf=0.0048948098,cover=0
- 52:[PialCurv5<-0.10074953] yes=103,no=104,missing=103,gain=0.355263412,cover=61
- 103:leaf=0.00469861645,cover=0
- 104:leaf=-0.00328519009,cover=0
- 6:[PialCurv5<0.329096764] yes=13,no=14,missing=13,gain=0.908727646,cover=4706731
- 13:[PialArea5<0.472106963] yes=27,no=28,missing=28,gain=2.19490814,cover=4593331
- 27:[Curv5<-0.024997253] yes=53,no=54,missing=54,gain=2.80112481,cover=300486
- 53:[Pol<108.184875] yes=105,no=106,missing=105,gain=2.76000166,cover=1583
- 105:leaf=-0.00359208137,cover=0
- 106:leaf=0.000709474494,cover=0
- 54:[Ecc<9.61991787] yes=107,no=108,missing=107,gain=2.20997691,cover=298903
- 107:leaf=0.000299336243,cover=0
- 108:leaf=2.54371498e-05,cover=0
- 28:[Curv5<0.114925429] yes=55,no=56,missing=55,gain=1.36890483,cover=4292845
- 55:[Sulc0<0.966456771] yes=109,no=110,missing=109,gain=0.999582887,cover=4056813
- 109:leaf=6.65490518e-07,cover=0
- 110:leaf=0.000528919918,cover=0
- 56:[Curv5<0.174639657] yes=111,no=112,missing=111,gain=2.5148654,cover=236032
- 111:leaf=-0.0001773642,cover=0
- 112:leaf=0.000359356054,cover=0
- 14:[Curv5<0.153449878] yes=29,no=30,missing=30,gain=2.65589666,cover=113400
- 29:[PialArea5<0.476533443] yes=57,no=58,missing=57,gain=3.3640008,cover=24206
- 57:[Ecc<2.79805064] yes=113,no=114,missing=113,gain=2.01455116,cover=15509
- 113:leaf=0.0041097533,cover=0
- 114:leaf=-0.000192864492,cover=0
- 58:[Ecc<1.91022825] yes=115,no=116,missing=115,gain=1.79571629,cover=8697
- 115:leaf=-0.0021819619,cover=0
- 116:leaf=0.0012690078,cover=0
- 30:[Pol<109.248352] yes=59,no=60,missing=59,gain=1.42033887,cover=89194
- 59:[LGI5<2.32613516] yes=117,no=118,missing=118,gain=1.36264408,cover=63720
- 117:leaf=-0.00102360372,cover=0
- 118:leaf=-7.85661614e-05,cover=0
- 60:[Sulc0<1.02827847] yes=119,no=120,missing=120,gain=2.56422138,cover=25474
- 119:leaf=-0.000488525722,cover=0
- 120:leaf=-0.00331085408,cover=0
-booster[837]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.258426398,cover=5124388
- 1:[PialArea5<0.245474651] yes=3,no=4,missing=3,gain=0.500321388,cover=20016
- 3:[Pol<76.1517639] yes=7,no=8,missing=7,gain=0.955090463,cover=9467
- 7:[Curv5<0.266060919] yes=15,no=16,missing=15,gain=1.05039454,cover=589
- 15:[PialCurv5<0.196748361] yes=31,no=32,missing=32,gain=0.89260602,cover=390
- 31:[Ecc<43.8470497] yes=63,no=64,missing=64,gain=0.174645126,cover=44
- 63:leaf=-0.00475652609,cover=0
- 64:leaf=0.00199601031,cover=0
- 32:[Area5<0.483568966] yes=65,no=66,missing=65,gain=1.2606771,cover=346
- 65:leaf=0.0134909181,cover=0
- 66:leaf=0.00369321858,cover=0
- 16:[Area5<0.567154288] yes=33,no=34,missing=33,gain=1.08263266,cover=199
- 33:[LGI5<3.42912889] yes=67,no=68,missing=68,gain=0.80505389,cover=107
- 67:leaf=0.00492206542,cover=0
- 68:leaf=-0.00599505799,cover=0
- 34:[Ecc<40.3354568] yes=69,no=70,missing=69,gain=1.24653125,cover=92
- 69:leaf=-0.000512304076,cover=0
- 70:leaf=-0.0129041448,cover=0
- 8:[Curv5<0.120553598] yes=17,no=18,missing=17,gain=0.677318811,cover=8878
- 17:[Area5<0.525751591] yes=35,no=36,missing=36,gain=0.68230325,cover=229
- 35:[Ecc<19.170145] yes=71,no=72,missing=71,gain=0.465147555,cover=136
- 71:leaf=-0.00208493159,cover=0
- 72:leaf=0.00414404226,cover=0
- 36:[LGI5<2.77389717] yes=73,no=74,missing=73,gain=0.630734444,cover=93
- 73:leaf=-0.0130757531,cover=0
- 74:leaf=-0.00332194497,cover=0
- 18:[PialCurv5<0.185672894] yes=37,no=38,missing=37,gain=1.43765616,cover=8649
- 37:[Pol<97.9094925] yes=75,no=76,missing=75,gain=2.16780686,cover=726
- 75:leaf=0.00585487625,cover=0
- 76:leaf=0.00028159059,cover=0
- 38:[LGI5<2.29656005] yes=77,no=78,missing=78,gain=0.727094948,cover=7923
- 77:leaf=0.00217202515,cover=0
- 78:leaf=7.3830146e-05,cover=0
- 4:[Pol<81.5476837] yes=9,no=10,missing=9,gain=0.844797671,cover=10549
- 9:[LGI5<2.44006681] yes=19,no=20,missing=19,gain=1.2249186,cover=1655
- 19:[Ecc<4.87342644] yes=39,no=40,missing=40,gain=1.41262031,cover=161
- 39:[Ecc<1.57116413] yes=79,no=80,missing=79,gain=0.548889697,cover=118
- 79:leaf=0.00339919585,cover=0
- 80:leaf=-0.00337255187,cover=0
- 40:[Area5<0.380439579] yes=81,no=82,missing=81,gain=0.548841953,cover=43
- 81:leaf=0.0147106266,cover=0
- 82:leaf=0.00271509658,cover=0
- 20:[LGI5<3.1967752] yes=41,no=42,missing=41,gain=1.22220719,cover=1494
- 41:[LGI5<3.12489319] yes=83,no=84,missing=83,gain=0.908985138,cover=1076
- 83:leaf=-0.00184986868,cover=0
- 84:leaf=-0.00607411703,cover=0
- 42:[LGI5<3.23225117] yes=85,no=86,missing=85,gain=1.70377398,cover=418
- 85:leaf=0.00747179333,cover=0
- 86:leaf=-0.000758910668,cover=0
- 10:[Curv5<0.171955615] yes=21,no=22,missing=21,gain=0.988399506,cover=8894
- 21:[Ecc<28.2834949] yes=43,no=44,missing=43,gain=0.897703111,cover=3399
- 43:[Ecc<20.7119312] yes=87,no=88,missing=88,gain=1.24910605,cover=3041
- 87:leaf=0.000754006382,cover=0
- 88:leaf=0.0041940636,cover=0
- 44:[Pol<92.7492142] yes=89,no=90,missing=89,gain=2.64476681,cover=358
- 89:leaf=-0.00944766309,cover=0
- 90:leaf=0.000772675325,cover=0
- 22:[PialCurv5<0.303062648] yes=45,no=46,missing=45,gain=1.8001368,cover=5495
- 45:[Area5<0.44435063] yes=91,no=92,missing=91,gain=1.09893906,cover=1777
- 91:leaf=-0.00913399924,cover=0
- 92:leaf=-0.00138187164,cover=0
- 46:[LGI5<3.35709596] yes=93,no=94,missing=93,gain=1.40606451,cover=3718
- 93:leaf=0.000118559357,cover=0
- 94:leaf=0.00449085515,cover=0
- 2:[Curv5<0.266060919] yes=5,no=6,missing=6,gain=0.273569077,cover=5104372
- 5:[PialArea5<0.418112278] yes=11,no=12,missing=11,gain=0.287047744,cover=5089686
- 11:[Pol<67.3859482] yes=23,no=24,missing=23,gain=1.45354462,cover=491042
- 23:[PialCurv5<-0.0410871245] yes=47,no=48,missing=47,gain=2.11686563,cover=13647
- 47:[Area5<0.644818127] yes=95,no=96,missing=95,gain=1.78196692,cover=290
- 95:leaf=-0.00127900089,cover=0
- 96:leaf=-0.0100846756,cover=0
- 48:[Ecc<34.5416374] yes=97,no=98,missing=98,gain=2.6517036,cover=13357
- 97:leaf=0.00149063976,cover=0
- 98:leaf=5.55962215e-05,cover=0
- 24:[Area5<0.586059749] yes=49,no=50,missing=49,gain=1.44073725,cover=477395
- 49:[Ecc<2.91795349] yes=99,no=100,missing=99,gain=1.15830684,cover=26596
- 99:leaf=-0.000837140542,cover=0
- 100:leaf=-0.000118675111,cover=0
- 50:[Curv5<0.0615303926] yes=101,no=102,missing=102,gain=2.01772165,cover=450799
- 101:leaf=-0.000782446412,cover=0
- 102:leaf=5.63665199e-05,cover=0
- 12:[MidArea5<0.559431195] yes=25,no=26,missing=25,gain=0.638514519,cover=4598644
- 25:[PialArea5<0.750515759] yes=51,no=52,missing=51,gain=2.80189681,cover=204074
- 51:[Curv5<0.164550796] yes=103,no=104,missing=104,gain=2.41837025,cover=203177
- 103:leaf=-0.000175260779,cover=0
- 104:leaf=0.000307564711,cover=0
- 52:[MidArea5<0.540548742] yes=105,no=106,missing=105,gain=0.46432519,cover=897
- 105:leaf=0.00655650115,cover=0
- 106:leaf=0.00235701376,cover=0
- 26:[Curv5<0.14511615] yes=53,no=54,missing=53,gain=1.07621884,cover=4394570
- 53:[PialCurv5<0.336333007] yes=107,no=108,missing=107,gain=2.87084889,cover=4232516
- 107:leaf=3.2323012e-06,cover=0
- 108:leaf=0.00102572516,cover=0
- 54:[PialCurv5<-0.0314326771] yes=109,no=110,missing=110,gain=3.35090017,cover=162054
- 109:leaf=0.0100407703,cover=0
- 110:leaf=-0.00013148514,cover=0
- 6:[LGI5<2.3349762] yes=13,no=14,missing=13,gain=0.655449808,cover=14686
- 13:[Ecc<4.20590305] yes=27,no=28,missing=28,gain=0.847930253,cover=2975
- 27:[Sulc0<-0.195981219] yes=55,no=56,missing=55,gain=0.859301627,cover=2123
- 55:[LGI5<2.32164335] yes=111,no=112,missing=112,gain=0.32382977,cover=219
- 111:leaf=-0.00278623146,cover=0
- 112:leaf=-0.0106960712,cover=0
- 56:[Pol<90.361351] yes=113,no=114,missing=113,gain=0.535996258,cover=1904
- 113:leaf=0.00363898766,cover=0
- 114:leaf=-0.000194883105,cover=0
- 28:[LGI5<2.16230083] yes=57,no=58,missing=58,gain=0.417728543,cover=852
- 57:[LGI5<2.13090348] yes=115,no=116,missing=115,gain=0.475966156,cover=58
- 115:leaf=-0.00953999348,cover=0
- 116:leaf=0.00357921422,cover=0
- 58:[Pol<50.1003532] yes=117,no=118,missing=118,gain=0.266410112,cover=794
- 117:leaf=0.0158050396,cover=0
- 118:leaf=-0.00255264551,cover=0
- 14:[Ecc<3.94116735] yes=29,no=30,missing=29,gain=0.696802735,cover=11711
- 29:[PialCurv5<0.493508637] yes=59,no=60,missing=59,gain=0.712082863,cover=5835
- 59:[Pol<83.4982376] yes=119,no=120,missing=119,gain=0.582538605,cover=4966
- 119:leaf=0.00237367093,cover=0
- 120:leaf=-0.000317290629,cover=0
- 60:[Pol<83.4982376] yes=121,no=122,missing=121,gain=1.57960653,cover=869
- 121:leaf=-0.0124865286,cover=0
- 122:leaf=-0.00132962898,cover=0
- 30:[LGI5<2.58517122] yes=61,no=62,missing=61,gain=1.24627864,cover=5876
- 61:[Ecc<8.7927618] yes=123,no=124,missing=123,gain=1.91650462,cover=1789
- 123:leaf=0.00106849836,cover=0
- 124:leaf=0.0087201437,cover=0
- 62:[PialArea5<0.467676282] yes=125,no=126,missing=126,gain=0.962830007,cover=4087
- 125:leaf=-0.000317908794,cover=0
- 126:leaf=0.00326499972,cover=0
-booster[838]:
-0:[LGI5<2.46263766] yes=1,no=2,missing=1,gain=0.248521745,cover=5124388
- 1:[Ecc<12.3665791] yes=3,no=4,missing=4,gain=7.7709651,cover=1209753
- 3:[Area5<0.678346932] yes=7,no=8,missing=7,gain=2.99070072,cover=1205384
- 7:[Ecc<1.51801682] yes=15,no=16,missing=15,gain=3.92912126,cover=790710
- 15:[Sulc0<-1.02305627] yes=31,no=32,missing=32,gain=1.95299351,cover=300010
- 31:[Curv5<-0.203415334] yes=63,no=64,missing=63,gain=3.32441926,cover=33937
- 63:leaf=0.000560219923,cover=0
- 64:leaf=-0.000554829836,cover=0
- 32:[Sulc0<-0.389213681] yes=65,no=66,missing=65,gain=2.16435313,cover=266073
- 65:leaf=-0.000204467913,cover=0
- 66:leaf=0.000188935417,cover=0
- 16:[PialCurv5<-0.135003537] yes=33,no=34,missing=33,gain=3.80475211,cover=490700
- 33:[Curv5<-0.0730527416] yes=67,no=68,missing=67,gain=3.12211704,cover=74992
- 67:leaf=-0.000181592783,cover=0
- 68:leaf=-0.00752558047,cover=0
- 34:[Curv5<0.0473068655] yes=69,no=70,missing=69,gain=5.51793718,cover=415708
- 69:leaf=0.000308944029,cover=0
- 70:leaf=-9.05460402e-05,cover=0
- 8:[Pol<161.595886] yes=17,no=18,missing=18,gain=10.4624529,cover=414674
- 17:[Ecc<0.567370772] yes=35,no=36,missing=36,gain=8.02846432,cover=390402
- 35:[PialArea5<1.15332794] yes=71,no=72,missing=71,gain=6.55993652,cover=15903
- 71:leaf=0.00150724116,cover=0
- 72:leaf=-0.000829363242,cover=0
- 36:[Pol<62.0115929] yes=73,no=74,missing=73,gain=6.86313534,cover=374499
- 73:leaf=0.000203058662,cover=0
- 74:leaf=-0.00033600803,cover=0
- 18:[Ecc<2.02168798] yes=37,no=38,missing=38,gain=6.40744829,cover=24272
- 37:[Curv5<-0.0620335713] yes=75,no=76,missing=75,gain=4.45294333,cover=11991
- 75:leaf=-0.00128538848,cover=0
- 76:leaf=0.000751954212,cover=0
- 38:[Ecc<5.97554874] yes=77,no=78,missing=78,gain=12.0896635,cover=12281
- 77:leaf=0.00342179765,cover=0
- 78:leaf=0.000268792559,cover=0
- 4:[PialCurv5<0.285888344] yes=9,no=10,missing=9,gain=9.0572319,cover=4369
- 9:[Area5<0.706906915] yes=19,no=20,missing=19,gain=4.47839642,cover=3672
- 19:[LGI5<2.29093218] yes=39,no=40,missing=40,gain=6.37097931,cover=1837
- 39:[Area5<0.644818127] yes=79,no=80,missing=79,gain=0.220275998,cover=179
- 79:leaf=0.00568951434,cover=0
- 80:leaf=0.00213662931,cover=0
- 40:[Curv5<-0.256378978] yes=81,no=82,missing=82,gain=3.18911743,cover=1658
- 81:leaf=0.00106778741,cover=0
- 82:leaf=-0.00652462244,cover=0
- 20:[Pol<155.757294] yes=41,no=42,missing=41,gain=4.25373173,cover=1835
- 41:[Pol<62.799984] yes=83,no=84,missing=83,gain=3.1866312,cover=1701
- 83:leaf=-0.00405371096,cover=0
- 84:leaf=0.00070126151,cover=0
- 42:[Curv5<-0.12365336] yes=85,no=86,missing=85,gain=2.5161047,cover=134
- 85:leaf=-0.00200890284,cover=0
- 86:leaf=-0.0158373285,cover=0
- 10:[Area5<0.758003652] yes=21,no=22,missing=21,gain=2.37967634,cover=697
- 21:[LGI5<2.41022825] yes=43,no=44,missing=43,gain=0.987707138,cover=593
- 43:[Area5<0.704541981] yes=87,no=88,missing=87,gain=0.567732275,cover=348
- 87:leaf=0.000921477971,cover=0
- 88:leaf=0.00503227627,cover=0
- 44:[Pol<113.394409] yes=89,no=90,missing=89,gain=1.47231531,cover=245
- 89:leaf=0.00870299246,cover=0
- 90:leaf=-0.000892465468,cover=0
- 22:[Curv5<0.128008828] yes=45,no=46,missing=46,gain=0.523819447,cover=104
- 45:[MidArea5<0.634960413] yes=91,no=92,missing=91,gain=0.123030543,cover=18
- 91:leaf=-0.0131292967,cover=0
- 92:leaf=-0.00152961467,cover=0
- 46:[PialArea5<0.507580996] yes=93,no=94,missing=93,gain=0.220042124,cover=86
- 93:leaf=-0.00134463166,cover=0
- 94:leaf=-0.0100782206,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=5,gain=3.84623694,cover=3914635
- 5:[Curv5<0.0168606453] yes=11,no=12,missing=11,gain=5.36605263,cover=142617
- 11:[PialCurv5<-0.210138425] yes=23,no=24,missing=23,gain=3.43982339,cover=94510
- 23:[Pol<92.7492142] yes=47,no=48,missing=47,gain=12.0390949,cover=416
- 47:[Ecc<4.53598547] yes=95,no=96,missing=95,gain=2.78631473,cover=268
- 95:leaf=0.000996068469,cover=0
- 96:leaf=-0.0111524854,cover=0
- 48:[Pol<117.137611] yes=97,no=98,missing=97,gain=6.23995972,cover=148
- 97:leaf=0.029769266,cover=0
- 98:leaf=0.00826226175,cover=0
- 24:[Area5<0.727793753] yes=49,no=50,missing=49,gain=2.35984778,cover=94094
- 49:[Area5<0.646843374] yes=99,no=100,missing=100,gain=2.34770703,cover=78102
- 99:leaf=0.000110762041,cover=0
- 100:leaf=-0.000463282922,cover=0
- 50:[Ecc<3.60812569] yes=101,no=102,missing=101,gain=4.68556929,cover=15992
- 101:leaf=0.00155055791,cover=0
- 102:leaf=-0.000175670881,cover=0
- 12:[PialCurv5<0.291493237] yes=25,no=26,missing=26,gain=3.33641815,cover=48107
- 25:[Area5<0.77338779] yes=51,no=52,missing=51,gain=2.98481846,cover=38015
- 51:[Pol<87.9431763] yes=103,no=104,missing=103,gain=2.55504322,cover=34478
- 103:leaf=-7.74986911e-05,cover=0
- 104:leaf=0.000983758015,cover=0
- 52:[PialCurv5<-0.0363363102] yes=105,no=106,missing=106,gain=4.3161006,cover=3537
- 105:leaf=-0.0188488606,cover=0
- 106:leaf=0.00243219198,cover=0
- 26:[Ecc<12.3665791] yes=53,no=54,missing=53,gain=1.7823081,cover=10092
- 53:[Pol<62.0115929] yes=107,no=108,missing=107,gain=0.751667738,cover=9905
- 107:leaf=-0.00533498498,cover=0
- 108:leaf=-0.000171764448,cover=0
- 54:[MidArea5<0.554996908] yes=109,no=110,missing=110,gain=0.7170403,cover=187
- 109:leaf=0.00713873422,cover=0
- 110:leaf=0.000774678017,cover=0
- 6:[Ecc<3.60812569] yes=13,no=14,missing=13,gain=1.12078047,cover=3772018
- 13:[Pol<93.9093552] yes=27,no=28,missing=27,gain=5.14085388,cover=352219
- 27:[Ecc<1.73852015] yes=55,no=56,missing=56,gain=7.42053556,cover=167941
- 55:[Area5<0.759248734] yes=111,no=112,missing=111,gain=6.50945568,cover=58248
- 111:leaf=0.000322032574,cover=0
- 112:leaf=-0.00164096046,cover=0
- 56:[Pol<51.9018669] yes=113,no=114,missing=114,gain=8.8818388,cover=109693
- 113:leaf=-0.000115835159,cover=0
- 114:leaf=-0.00101862277,cover=0
- 28:[Curv5<-0.0881721899] yes=57,no=58,missing=57,gain=4.9391222,cover=184278
- 57:[Area5<0.864337862] yes=115,no=116,missing=115,gain=5.01353264,cover=90569
- 115:leaf=-0.000204770811,cover=0
- 116:leaf=0.00374180079,cover=0
- 58:[Curv5<0.0798443258] yes=117,no=118,missing=117,gain=9.21999454,cover=93709
- 117:leaf=0.000801366928,cover=0
- 118:leaf=-0.000194618173,cover=0
- 14:[Area5<0.598585367] yes=29,no=30,missing=29,gain=1.80438435,cover=3419799
- 29:[Ecc<12.5441074] yes=59,no=60,missing=59,gain=7.18876934,cover=418403
- 59:[Sulc0<-0.258417875] yes=119,no=120,missing=119,gain=6.70883179,cover=263675
- 119:leaf=-8.76363702e-05,cover=0
- 120:leaf=-0.000640635611,cover=0
- 60:[PialArea5<0.721636832] yes=121,no=122,missing=122,gain=4.95257998,cover=154728
- 121:leaf=-0.000139032214,cover=0
- 122:leaf=0.000430506509,cover=0
- 30:[LGI5<2.89660096] yes=61,no=62,missing=61,gain=2.91416883,cover=3001396
- 61:[Pol<93.3357697] yes=123,no=124,missing=123,gain=7.88317347,cover=1210597
- 123:leaf=0.000223080628,cover=0
- 124:leaf=-3.40515144e-05,cover=0
- 62:[Ecc<4.46987629] yes=125,no=126,missing=125,gain=5.58803415,cover=1790799
- 125:leaf=-0.00166973099,cover=0
- 126:leaf=-1.69854175e-05,cover=0
-booster[839]:
-0:[PialArea5<0.529292643] yes=1,no=2,missing=2,gain=0.28339082,cover=5124388
- 1:[Pol<114.966316] yes=3,no=4,missing=3,gain=2.55372477,cover=1029325
- 3:[Pol<85.4004211] yes=7,no=8,missing=7,gain=3.25835443,cover=827459
- 7:[Sulc0<0.779008448] yes=15,no=16,missing=15,gain=4.35392189,cover=198245
- 15:[Curv5<-0.141545609] yes=31,no=32,missing=32,gain=4.24532127,cover=131306
- 31:[Pol<48.3047981] yes=63,no=64,missing=64,gain=2.40461373,cover=4399
- 63:leaf=0.00044916803,cover=0
- 64:leaf=-0.00202745618,cover=0
- 32:[Ecc<2.31110334] yes=65,no=66,missing=65,gain=4.65047407,cover=126907
- 65:leaf=-0.000600032916,cover=0
- 66:leaf=0.000474880304,cover=0
- 16:[LGI5<3.60428405] yes=33,no=34,missing=33,gain=2.05779576,cover=66939
- 33:[LGI5<3.39750218] yes=67,no=68,missing=67,gain=4.39632654,cover=59169
- 67:leaf=-5.45433613e-05,cover=0
- 68:leaf=-0.00114028703,cover=0
- 34:[Ecc<27.7987404] yes=69,no=70,missing=69,gain=2.96602798,cover=7770
- 69:leaf=0.0024737597,cover=0
- 70:leaf=8.93573961e-05,cover=0
- 8:[PialCurv5<0.104427323] yes=17,no=18,missing=17,gain=7.64263821,cover=629214
- 17:[Ecc<1.51801682] yes=35,no=36,missing=36,gain=9.13553429,cover=55189
- 35:[Area5<0.630444467] yes=71,no=72,missing=71,gain=6.93989944,cover=3969
- 71:leaf=0.000529213983,cover=0
- 72:leaf=0.00548390672,cover=0
- 36:[Sulc0<0.624357879] yes=73,no=74,missing=73,gain=6.78661346,cover=51220
- 73:leaf=-0.00110878272,cover=0
- 74:leaf=0.000304670451,cover=0
- 18:[Ecc<22.8050022] yes=37,no=38,missing=37,gain=4.47484159,cover=574025
- 37:[Ecc<12.0179253] yes=75,no=76,missing=75,gain=4.10180283,cover=493782
- 75:leaf=4.54962401e-06,cover=0
- 76:leaf=-0.000339852937,cover=0
- 38:[MidArea5<0.548060238] yes=77,no=78,missing=77,gain=2.31865883,cover=80243
- 77:leaf=6.57006676e-05,cover=0
- 78:leaf=0.000603349938,cover=0
- 4:[Area5<0.607942343] yes=9,no=10,missing=9,gain=3.54070306,cover=201866
- 9:[Ecc<7.39671755] yes=19,no=20,missing=20,gain=3.00873446,cover=42778
- 19:[LGI5<2.92358446] yes=39,no=40,missing=40,gain=7.48877668,cover=29994
- 39:[LGI5<2.78495932] yes=79,no=80,missing=79,gain=3.33220744,cover=29606
- 79:leaf=3.6403213e-05,cover=0
- 80:leaf=-0.00383388484,cover=0
- 40:[Sulc0<0.013685069] yes=81,no=82,missing=81,gain=4.85143185,cover=388
- 81:leaf=0.010970003,cover=0
- 82:leaf=-0.00079588074,cover=0
- 20:[LGI5<2.50944686] yes=41,no=42,missing=41,gain=6.07550192,cover=12784
- 41:[Ecc<10.8716469] yes=83,no=84,missing=83,gain=3.15612793,cover=540
- 83:leaf=-0.0079119727,cover=0
- 84:leaf=0.00176443567,cover=0
- 42:[LGI5<2.91278505] yes=85,no=86,missing=85,gain=2.65109777,cover=12244
- 85:leaf=-0.00166134594,cover=0
- 86:leaf=-0.000107140593,cover=0
- 10:[PialCurv5<0.175003663] yes=21,no=22,missing=21,gain=4.86448383,cover=159088
- 21:[Pol<162.313202] yes=43,no=44,missing=43,gain=11.5069094,cover=56680
- 43:[Ecc<30.959959] yes=87,no=88,missing=87,gain=7.66335297,cover=39074
- 87:leaf=0.00139165076,cover=0
- 88:leaf=-0.000817185675,cover=0
- 44:[Sulc0<0.0850813463] yes=89,no=90,missing=89,gain=5.45562935,cover=17606
- 89:leaf=-0.000120301302,cover=0
- 90:leaf=-0.00318586803,cover=0
- 22:[Sulc0<1.06550956] yes=45,no=46,missing=45,gain=2.01828527,cover=102408
- 45:[Curv5<0.166947007] yes=91,no=92,missing=91,gain=2.03318119,cover=100551
- 91:leaf=0.000297304563,cover=0
- 92:leaf=-0.000162792683,cover=0
- 46:[Ecc<42.1016579] yes=93,no=94,missing=93,gain=1.60696316,cover=1857
- 93:leaf=-0.00229042466,cover=0
- 94:leaf=0.00135956367,cover=0
- 2:[Sulc0<0.869075775] yes=5,no=6,missing=5,gain=1.20434475,cover=4095063
- 5:[Curv5<0.0574831441] yes=11,no=12,missing=12,gain=1.43618858,cover=4076709
- 11:[PialArea5<0.533624351] yes=23,no=24,missing=24,gain=1.8242203,cover=3568955
- 23:[Ecc<1.79549146] yes=47,no=48,missing=48,gain=1.00980961,cover=4977
- 47:[Ecc<0.406764686] yes=95,no=96,missing=95,gain=0.56399399,cover=881
- 95:leaf=-0.00215743878,cover=0
- 96:leaf=0.00116462656,cover=0
- 48:[Pol<83.4982376] yes=97,no=98,missing=98,gain=1.02676511,cover=4096
- 97:leaf=-0.000165774312,cover=0
- 98:leaf=-0.00184399192,cover=0
- 24:[MidArea5<0.460721314] yes=49,no=50,missing=50,gain=1.45900893,cover=3563978
- 49:[PialArea5<0.555011809] yes=99,no=100,missing=100,gain=0.814356208,cover=777
- 99:leaf=0.000323152723,cover=0
- 100:leaf=0.00358768296,cover=0
- 50:[PialCurv5<0.144311354] yes=101,no=102,missing=101,gain=1.43619096,cover=3563201
- 101:leaf=6.79548612e-06,cover=0
- 102:leaf=-0.000406009291,cover=0
- 12:[Pol<56.1920547] yes=25,no=26,missing=26,gain=3.48592043,cover=507754
- 25:[PialCurv5<0.0720715299] yes=51,no=52,missing=51,gain=5.66405582,cover=46489
- 51:[Ecc<19.4699688] yes=103,no=104,missing=103,gain=7.68586206,cover=8327
- 103:leaf=-0.000382296101,cover=0
- 104:leaf=0.00272838655,cover=0
- 52:[Sulc0<-0.0713235363] yes=105,no=106,missing=105,gain=5.3418622,cover=38162
- 105:leaf=0.00148062024,cover=0
- 106:leaf=-0.000179345647,cover=0
- 26:[Ecc<18.0513744] yes=53,no=54,missing=54,gain=4.27427769,cover=461265
- 53:[PialCurv5<-0.0668589398] yes=107,no=108,missing=108,gain=4.85043955,cover=372086
- 107:leaf=0.00641039107,cover=0
- 108:leaf=-5.85160706e-05,cover=0
- 54:[Pol<126.540802] yes=109,no=110,missing=109,gain=16.7755241,cover=89179
- 109:leaf=-0.000913397584,cover=0
- 110:leaf=0.000552163634,cover=0
- 6:[Pol<108.184875] yes=13,no=14,missing=13,gain=5.25314188,cover=18354
- 13:[Area5<0.640637577] yes=27,no=28,missing=28,gain=2.74859524,cover=15075
- 27:[Curv5<0.114925429] yes=55,no=56,missing=56,gain=2.96009946,cover=245
- 55:[Curv5<0.00546095846] yes=111,no=112,missing=112,gain=2.10403824,cover=226
- 111:leaf=0.0019518286,cover=0
- 112:leaf=-0.00946970284,cover=0
- 56:[Pol<92.7492142] yes=113,no=114,missing=113,gain=0.367148161,cover=19
- 113:leaf=0.0166448709,cover=0
- 114:leaf=-0.000233560801,cover=0
- 28:[Ecc<19.170145] yes=57,no=58,missing=58,gain=2.39506936,cover=14830
- 57:[LGI5<3.30554914] yes=115,no=116,missing=115,gain=3.77346849,cover=1563
- 115:leaf=0.000198374604,cover=0
- 116:leaf=-0.00483965874,cover=0
- 58:[PialCurv5<0.171042696] yes=117,no=118,missing=117,gain=2.01201057,cover=13267
- 117:leaf=0.000998276286,cover=0
- 118:leaf=-0.000241038972,cover=0
- 14:[Ecc<30.4150848] yes=29,no=30,missing=29,gain=1.96825075,cover=3279
- 29:[Curv5<0.0756113976] yes=59,no=60,missing=59,gain=1.01294327,cover=1325
- 59:[LGI5<3.36766768] yes=119,no=120,missing=119,gain=0.465440601,cover=283
- 119:leaf=-0.00290786126,cover=0
- 120:leaf=0.00222036615,cover=0
- 60:[PialCurv5<0.0616685152] yes=121,no=122,missing=121,gain=0.605898619,cover=1042
- 121:leaf=-0.00889666099,cover=0
- 122:leaf=0.00158272649,cover=0
- 30:[Curv5<0.174639657] yes=61,no=62,missing=61,gain=2.08526421,cover=1954
- 61:[PialArea5<0.621054947] yes=123,no=124,missing=123,gain=1.44492054,cover=1914
- 123:leaf=0.00219059875,cover=0
- 124:leaf=0.00537889451,cover=0
- 62:[LGI5<3.11198854] yes=125,no=126,missing=126,gain=0.664322138,cover=40
- 125:leaf=0.024574345,cover=0
- 126:leaf=0.00983212423,cover=0
-booster[840]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=1,gain=0.300386965,cover=5124388
- 1:[Area5<0.673304081] yes=3,no=4,missing=4,gain=2.33995175,cover=60049
- 3:[PialArea5<0.546516836] yes=7,no=8,missing=8,gain=1.22873473,cover=59283
- 7:[Ecc<3.94116735] yes=15,no=16,missing=15,gain=0.607079268,cover=58996
- 15:[Curv5<0.199476883] yes=31,no=32,missing=31,gain=0.610785007,cover=15208
- 31:[Ecc<1.46579576] yes=63,no=64,missing=63,gain=1.63399899,cover=5190
- 63:leaf=-0.000453953078,cover=0
- 64:leaf=0.00138189783,cover=0
- 32:[Area5<0.554568231] yes=65,no=66,missing=65,gain=0.84121114,cover=10018
- 65:leaf=-0.00113380782,cover=0
- 66:leaf=-0.000137690091,cover=0
- 16:[Pol<82.8478928] yes=33,no=34,missing=33,gain=0.694188118,cover=43788
- 33:[LGI5<3.56741142] yes=67,no=68,missing=68,gain=1.51083744,cover=6700
- 67:leaf=-0.000538053864,cover=0
- 68:leaf=0.002201739,cover=0
- 34:[LGI5<3.78836131] yes=69,no=70,missing=69,gain=1.07572854,cover=37088
- 69:leaf=0.000267502182,cover=0
- 70:leaf=-0.00229558419,cover=0
- 8:[LGI5<2.45932961] yes=17,no=18,missing=18,gain=0.546463013,cover=287
- 17:[PialCurv5<-0.164281175] yes=35,no=36,missing=35,gain=0.429065913,cover=139
- 35:[Ecc<2.42687178] yes=71,no=72,missing=71,gain=0.108618662,cover=53
- 71:leaf=-0.000345901266,cover=0
- 72:leaf=-0.0048561357,cover=0
- 36:[LGI5<2.26652193] yes=73,no=74,missing=73,gain=0.22808814,cover=86
- 73:leaf=-0.00037163496,cover=0
- 74:leaf=0.00504708244,cover=0
- 18:[Sulc0<-0.808473051] yes=37,no=38,missing=37,gain=0.557163835,cover=148
- 37:[LGI5<3.04906535] yes=75,no=76,missing=75,gain=0.150929809,cover=19
- 75:leaf=0.0150916344,cover=0
- 76:leaf=0.0021231235,cover=0
- 38:[Ecc<7.4459548] yes=77,no=78,missing=77,gain=0.27566731,cover=129
- 77:leaf=0.00159641902,cover=0
- 78:leaf=0.00626449287,cover=0
- 4:[Ecc<9.17092323] yes=9,no=10,missing=9,gain=0.641537666,cover=766
- 9:[Curv5<0.169394374] yes=19,no=20,missing=19,gain=1.12377048,cover=258
- 19:[PialCurv5<0.182067633] yes=39,no=40,missing=39,gain=0.569268703,cover=23
- 39:leaf=0.0245425254,cover=0
- 40:[PialCurv5<0.394910008] yes=79,no=80,missing=79,gain=0.0737778842,cover=14
- 79:leaf=0.00936023146,cover=0
- 80:leaf=-0.000648629677,cover=0
- 20:[MidArea5<0.439916283] yes=41,no=42,missing=42,gain=0.315964699,cover=235
- 41:[Curv5<0.183586344] yes=81,no=82,missing=81,gain=0.181338191,cover=49
- 81:leaf=0.0118740546,cover=0
- 82:leaf=0.00508285593,cover=0
- 42:[LGI5<2.58517122] yes=83,no=84,missing=83,gain=0.251196206,cover=186
- 83:leaf=0.00120941224,cover=0
- 84:leaf=0.00491840905,cover=0
- 10:[LGI5<2.86381269] yes=21,no=22,missing=21,gain=1.10028505,cover=508
- 21:[Pol<27.4246235] yes=43,no=44,missing=44,gain=0.170541823,cover=52
- 43:leaf=0.00699889287,cover=0
- 44:[Sulc0<0.966456771] yes=85,no=86,missing=85,gain=0.124656022,cover=50
- 85:leaf=-0.00722051738,cover=0
- 86:leaf=-0.00165921531,cover=0
- 22:[Ecc<11.0302963] yes=45,no=46,missing=45,gain=0.809206486,cover=456
- 45:[Pol<90.9627914] yes=87,no=88,missing=87,gain=0.330864787,cover=28
- 87:leaf=0.0188808944,cover=0
- 88:leaf=0.00668035215,cover=0
- 46:[PialCurv5<0.382664889] yes=89,no=90,missing=90,gain=0.423120916,cover=428
- 89:leaf=0.00338149816,cover=0
- 90:leaf=0.000195896602,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.345737457,cover=5064339
- 5:[Area5<0.698189139] yes=11,no=12,missing=11,gain=1.4031651,cover=3639
- 11:[Ecc<20.0856266] yes=23,no=24,missing=24,gain=0.566659093,cover=1871
- 23:[Curv5<0.153449878] yes=47,no=48,missing=47,gain=0.839890301,cover=1279
- 47:[LGI5<2.48931384] yes=91,no=92,missing=91,gain=0.793719649,cover=174
- 91:leaf=0.0168411881,cover=0
- 92:leaf=0.00157639314,cover=0
- 48:[LGI5<3.41813922] yes=93,no=94,missing=94,gain=0.552345812,cover=1105
- 93:leaf=-0.00164497166,cover=0
- 94:leaf=0.00297794095,cover=0
- 24:[Pol<111.326981] yes=49,no=50,missing=49,gain=0.479232073,cover=592
- 49:[LGI5<3.45167398] yes=95,no=96,missing=96,gain=0.572932243,cover=546
- 95:leaf=-0.00231935247,cover=0
- 96:leaf=-0.00638329098,cover=0
- 50:[PialCurv5<0.371846795] yes=97,no=98,missing=97,gain=0.295055598,cover=46
- 97:leaf=0.00411654077,cover=0
- 98:leaf=-0.00556561071,cover=0
- 12:[MidArea5<0.468026847] yes=25,no=26,missing=25,gain=1.30554581,cover=1768
- 25:[Area5<0.7084831] yes=51,no=52,missing=52,gain=0.39627564,cover=470
- 51:[PialCurv5<0.196748361] yes=99,no=100,missing=99,gain=0.241365969,cover=235
- 99:leaf=-0.00190220645,cover=0
- 100:leaf=0.00210531941,cover=0
- 52:[Curv5<0.183586344] yes=101,no=102,missing=101,gain=0.293878555,cover=235
- 101:leaf=0.00646403292,cover=0
- 102:leaf=0.00280031632,cover=0
- 26:[Ecc<36.5542564] yes=53,no=54,missing=53,gain=1.35396755,cover=1298
- 53:[Area5<0.721707046] yes=103,no=104,missing=103,gain=1.16187286,cover=906
- 103:leaf=-0.0012328946,cover=0
- 104:leaf=0.00236650533,cover=0
- 54:[Curv5<0.124281213] yes=105,no=106,missing=105,gain=0.522986412,cover=392
- 105:leaf=-0.0163245481,cover=0
- 106:leaf=-0.00249506463,cover=0
- 6:[Sulc0<1.25822949] yes=13,no=14,missing=13,gain=0.28962189,cover=5060700
- 13:[Ecc<33.9075584] yes=27,no=28,missing=28,gain=0.389113903,cover=5043081
- 27:[Sulc0<1.02827847] yes=55,no=56,missing=55,gain=0.864887238,cover=4678628
- 55:[Curv5<-0.0320370905] yes=107,no=108,missing=107,gain=0.882169902,cover=4636380
- 107:leaf=-1.44020732e-05,cover=0
- 108:leaf=2.97525348e-05,cover=0
- 56:[PialCurv5<0.116372027] yes=109,no=110,missing=109,gain=2.69125032,cover=42248
- 109:leaf=-0.0030683775,cover=0
- 110:leaf=-0.000167031394,cover=0
- 28:[Curv5<0.174639657] yes=57,no=58,missing=57,gain=5.93930721,cover=364453
- 57:[PialCurv5<-0.0441194475] yes=111,no=112,missing=112,gain=6.22766352,cover=347978
- 111:leaf=0.000176016576,cover=0
- 112:leaf=-0.000260228931,cover=0
- 58:[Sulc0<1.11117697] yes=113,no=114,missing=113,gain=1.94024181,cover=16475
- 113:leaf=0.00126278028,cover=0
- 114:leaf=0.000114643299,cover=0
- 14:[Curv5<0.153449878] yes=29,no=30,missing=29,gain=1.55187094,cover=17619
- 29:[Pol<97.3566132] yes=59,no=60,missing=59,gain=1.95969641,cover=5670
- 59:[LGI5<3.08610082] yes=115,no=116,missing=115,gain=1.73980808,cover=4326
- 115:leaf=-0.00124430167,cover=0
- 116:leaf=0.0017804323,cover=0
- 60:[PialCurv5<0.175003663] yes=117,no=118,missing=117,gain=1.98246574,cover=1344
- 117:leaf=-0.00505616469,cover=0
- 118:leaf=7.7873694e-05,cover=0
- 30:[Ecc<16.5318356] yes=61,no=62,missing=61,gain=1.11362398,cover=11949
- 61:[PialCurv5<0.241144046] yes=119,no=120,missing=119,gain=0.899790764,cover=678
- 119:leaf=0.00928409677,cover=0
- 120:leaf=-0.00237685419,cover=0
- 62:[PialCurv5<0.0959877223] yes=121,no=122,missing=121,gain=0.890557408,cover=11271
- 121:leaf=0.00546367886,cover=0
- 122:leaf=-3.95204952e-05,cover=0
-booster[841]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.284747154,cover=5124388
- 1:[Area5<0.630444467] yes=3,no=4,missing=3,gain=0.467898577,cover=20016
- 3:[Ecc<0.783076942] yes=7,no=8,missing=8,gain=0.395512104,cover=19525
- 7:[Area5<0.601796865] yes=15,no=16,missing=15,gain=0.851488113,cover=861
- 15:[Sulc0<0.317313671] yes=31,no=32,missing=31,gain=0.569758594,cover=839
- 31:[LGI5<2.44006681] yes=63,no=64,missing=63,gain=0.683408558,cover=832
- 63:leaf=0.000690351473,cover=0
- 64:leaf=0.00388680375,cover=0
- 32:[Ecc<0.295587689] yes=65,no=66,missing=65,gain=0.010004282,cover=7
- 65:leaf=-0.0134031372,cover=0
- 66:leaf=-0.00475630956,cover=0
- 16:[LGI5<2.47959709] yes=33,no=34,missing=33,gain=0.394555569,cover=22
- 33:[LGI5<2.30690479] yes=67,no=68,missing=67,gain=0.0364991017,cover=10
- 67:leaf=0.00409824075,cover=0
- 68:leaf=-0.00228818669,cover=0
- 34:leaf=-0.0140445,cover=0
- 8:[Ecc<1.41371143] yes=17,no=18,missing=17,gain=0.974297285,cover=18664
- 17:[LGI5<2.46595764] yes=35,no=36,missing=36,gain=0.683553457,cover=465
- 35:[LGI5<2.36851335] yes=69,no=70,missing=69,gain=0.553252399,cover=375
- 69:leaf=-0.00240445416,cover=0
- 70:leaf=0.00185833185,cover=0
- 36:[Pol<149.795395] yes=71,no=72,missing=71,gain=0.476384521,cover=90
- 71:leaf=-0.0074609383,cover=0
- 72:leaf=0.00302361581,cover=0
- 18:[Pol<178.471024] yes=37,no=38,missing=38,gain=0.545382082,cover=18199
- 37:[Sulc0<-0.546384335] yes=73,no=74,missing=74,gain=0.530825019,cover=18190
- 73:leaf=0.00219413335,cover=0
- 74:leaf=0.000117088181,cover=0
- 38:[LGI5<2.94529939] yes=75,no=76,missing=76,gain=0.167368293,cover=9
- 75:leaf=-0.00074472226,cover=0
- 76:leaf=0.0150703462,cover=0
- 4:[Ecc<47.7892265] yes=9,no=10,missing=9,gain=0.309566438,cover=491
- 9:[Sulc0<0.890415967] yes=19,no=20,missing=19,gain=0.305511117,cover=465
- 19:[Ecc<8.41855335] yes=39,no=40,missing=39,gain=0.608445764,cover=185
- 39:[Area5<0.650824547] yes=77,no=78,missing=77,gain=0.347567409,cover=99
- 77:leaf=0.0020259819,cover=0
- 78:leaf=0.0114922458,cover=0
- 40:[LGI5<3.36766768] yes=79,no=80,missing=79,gain=0.440800786,cover=86
- 79:leaf=-0.00427424582,cover=0
- 80:leaf=0.00492919842,cover=0
- 20:[PialCurv5<0.322157294] yes=41,no=42,missing=41,gain=0.394723773,cover=280
- 41:[Pol<91.5616074] yes=81,no=82,missing=81,gain=0.469619155,cover=105
- 81:leaf=0.00815764908,cover=0
- 82:leaf=0.00131688721,cover=0
- 42:[Ecc<29.3556995] yes=83,no=84,missing=83,gain=0.387654275,cover=175
- 83:leaf=0.00395339308,cover=0
- 84:leaf=-0.000733154768,cover=0
- 10:[LGI5<3.24660802] yes=21,no=22,missing=21,gain=0.260959685,cover=26
- 21:[Pol<57.0350037] yes=43,no=44,missing=43,gain=0.0274023414,cover=18
- 43:[Pol<40.9012032] yes=85,no=86,missing=85,gain=0.00218104338,cover=3
- 85:leaf=0.000180417308,cover=0
- 86:leaf=-0.00235153432,cover=0
- 44:[Pol<96.2546158] yes=87,no=88,missing=87,gain=0.0104843676,cover=15
- 87:leaf=-0.00792631879,cover=0
- 88:leaf=-0.00118201971,cover=0
- 22:[Pol<76.1517639] yes=45,no=46,missing=45,gain=0.0973590985,cover=8
- 45:[Curv5<0.174639657] yes=89,no=90,missing=89,gain=0.0394733474,cover=6
- 89:leaf=-0.00452101231,cover=0
- 90:leaf=0.00273372652,cover=0
- 46:leaf=0.0110493265,cover=0
- 2:[Area5<0.720017433] yes=5,no=6,missing=5,gain=0.24876231,cover=5104372
- 5:[PialArea5<0.753297985] yes=11,no=12,missing=11,gain=1.52290201,cover=3491505
- 11:[MidArea5<0.703235805] yes=23,no=24,missing=24,gain=2.22499037,cover=1638100
- 23:[LGI5<2.42065382] yes=47,no=48,missing=47,gain=1.97497582,cover=1572680
- 47:[Ecc<11.0302963] yes=91,no=92,missing=92,gain=6.01357937,cover=327377
- 91:leaf=9.40001919e-05,cover=0
- 92:leaf=-0.00275637046,cover=0
- 48:[LGI5<3.06122994] yes=93,no=94,missing=93,gain=2.86263895,cover=1245303
- 93:leaf=-0.000111757909,cover=0
- 94:leaf=5.12783117e-05,cover=0
- 24:[Sulc0<0.598320961] yes=49,no=50,missing=49,gain=3.98927951,cover=65420
- 49:[LGI5<2.73607373] yes=95,no=96,missing=95,gain=3.09546542,cover=64579
- 95:leaf=-0.000751214277,cover=0
- 96:leaf=-5.62710302e-05,cover=0
- 50:[Pol<109.773643] yes=97,no=98,missing=97,gain=1.84804821,cover=841
- 97:leaf=0.00508544687,cover=0
- 98:leaf=0.000339048303,cover=0
- 12:[Sulc0<0.317313671] yes=25,no=26,missing=26,gain=5.56927013,cover=1853405
- 25:[Pol<60.4070244] yes=51,no=52,missing=51,gain=3.45019412,cover=1836365
- 51:[PialCurv5<-0.019163372] yes=99,no=100,missing=99,gain=16.3284988,cover=661967
- 99:leaf=-8.74098896e-06,cover=0
- 100:leaf=-0.000982457655,cover=0
- 52:[Pol<92.1537628] yes=101,no=102,missing=101,gain=15.5135174,cover=1174398
- 101:leaf=0.000478545815,cover=0
- 102:leaf=-1.41259661e-05,cover=0
- 26:[Pol<143.959366] yes=53,no=54,missing=53,gain=4.65118074,cover=17040
- 53:[Ecc<11.3532677] yes=103,no=104,missing=104,gain=5.17506695,cover=14037
- 103:leaf=-0.000601485372,cover=0
- 104:leaf=0.00178807962,cover=0
- 54:[PialArea5<0.920147538] yes=105,no=106,missing=106,gain=3.52668214,cover=3003
- 105:leaf=1.66495065e-05,cover=0
- 106:leaf=-0.00419889903,cover=0
- 6:[Pol<142.520569] yes=13,no=14,missing=13,gain=3.67318106,cover=1612867
- 13:[Curv5<0.0300692953] yes=27,no=28,missing=27,gain=5.53796911,cover=1361057
- 27:[PialArea5<0.571868718] yes=55,no=56,missing=55,gain=11.5023441,cover=727386
- 55:[Curv5<-0.0320370905] yes=107,no=108,missing=108,gain=2.39041424,cover=3436
- 107:leaf=-0.000723813369,cover=0
- 108:leaf=-0.00376207312,cover=0
- 56:[Pol<64.3762589] yes=109,no=110,missing=109,gain=7.59171677,cover=723950
- 109:leaf=3.22971464e-05,cover=0
- 110:leaf=-0.000299538398,cover=0
- 28:[Sulc0<0.32645905] yes=57,no=58,missing=57,gain=8.29374695,cover=633671
- 57:[Pol<76.8473129] yes=111,no=112,missing=112,gain=7.80145073,cover=217263
- 111:leaf=0.000815888576,cover=0
- 112:leaf=0.000152283566,cover=0
- 58:[Pol<112.359543] yes=113,no=114,missing=113,gain=3.55858946,cover=416408
- 113:leaf=-0.000116588366,cover=0
- 114:leaf=0.000237801112,cover=0
- 14:[Sulc0<0.624357879] yes=29,no=30,missing=30,gain=4.21934319,cover=251810
- 29:[Curv5<-0.0922861248] yes=59,no=60,missing=59,gain=4.41968632,cover=250878
- 59:[PialArea5<0.758763015] yes=115,no=116,missing=115,gain=6.56681967,cover=148304
- 115:leaf=0.00268150656,cover=0
- 116:leaf=-1.28594611e-05,cover=0
- 60:[PialCurv5<-0.0644776821] yes=117,no=118,missing=117,gain=7.72610474,cover=102574
- 117:leaf=0.00211630715,cover=0
- 118:leaf=0.000342344865,cover=0
- 30:[LGI5<3.1967752] yes=61,no=62,missing=62,gain=2.04927444,cover=932
- 61:[Curv5<0.00546095846] yes=119,no=120,missing=119,gain=1.10941148,cover=464
- 119:leaf=-0.00776580721,cover=0
- 120:leaf=4.95911045e-05,cover=0
- 62:[PialCurv5<-0.00955641083] yes=121,no=122,missing=122,gain=2.38847113,cover=468
- 121:leaf=0.00368211046,cover=0
- 122:leaf=-0.00687746704,cover=0
-booster[842]:
-0:[PialArea5<0.385581404] yes=1,no=2,missing=1,gain=0.292596549,cover=5124388
- 1:[Curv5<0.124281213] yes=3,no=4,missing=3,gain=0.905143142,cover=383095
- 3:[Sulc0<0.540103436] yes=7,no=8,missing=8,gain=1.93175828,cover=49581
- 7:[LGI5<3.29780769] yes=15,no=16,missing=15,gain=2.09838605,cover=17738
- 15:[Pol<96.2546158] yes=31,no=32,missing=31,gain=1.80055714,cover=15802
- 31:[Pol<66.6374893] yes=63,no=64,missing=63,gain=2.65082932,cover=6167
- 63:leaf=-0.00250673713,cover=0
- 64:leaf=0.00101761497,cover=0
- 32:[Ecc<8.55626965] yes=65,no=66,missing=65,gain=2.51984143,cover=9635
- 65:leaf=7.30628453e-05,cover=0
- 66:leaf=-0.00175728963,cover=0
- 16:[PialCurv5<0.189327508] yes=33,no=34,missing=33,gain=2.29005957,cover=1936
- 33:[Ecc<25.5461979] yes=67,no=68,missing=67,gain=2.01121712,cover=1476
- 67:leaf=-0.00363676855,cover=0
- 68:leaf=0.000902251981,cover=0
- 34:[Ecc<14.694541] yes=69,no=70,missing=70,gain=0.959210634,cover=460
- 69:leaf=0.00433224672,cover=0
- 70:leaf=-0.000393781025,cover=0
- 8:[LGI5<2.46595764] yes=17,no=18,missing=18,gain=3.35019565,cover=31843
- 17:[LGI5<2.30180311] yes=35,no=36,missing=36,gain=2.16100121,cover=741
- 35:[Sulc0<0.74744761] yes=71,no=72,missing=71,gain=2.22391486,cover=84
- 71:leaf=0.000760083029,cover=0
- 72:leaf=0.0214618798,cover=0
- 36:[Ecc<7.54628181] yes=73,no=74,missing=73,gain=1.04488063,cover=657
- 73:leaf=-0.00601054309,cover=0
- 74:leaf=-0.00199802988,cover=0
- 18:[PialCurv5<0.224192142] yes=37,no=38,missing=37,gain=2.6537466,cover=31102
- 37:[Pol<67.3859482] yes=75,no=76,missing=75,gain=2.60349798,cover=18930
- 75:leaf=0.00416498538,cover=0
- 76:leaf=0.000817683991,cover=0
- 38:[Area5<0.652759671] yes=77,no=78,missing=77,gain=2.85394073,cover=12172
- 77:leaf=-0.00126138772,cover=0
- 78:leaf=0.00045057066,cover=0
- 4:[Pol<55.3432045] yes=9,no=10,missing=9,gain=0.946714461,cover=333514
- 9:[LGI5<2.80243301] yes=19,no=20,missing=20,gain=1.05189562,cover=2887
- 19:[Ecc<0.669936359] yes=39,no=40,missing=39,gain=0.86219418,cover=673
- 39:[Pol<40.9012032] yes=79,no=80,missing=80,gain=0.436943263,cover=125
- 79:leaf=0.00511115557,cover=0
- 80:leaf=-0.00101422239,cover=0
- 40:[Sulc0<0.762988985] yes=81,no=82,missing=81,gain=0.69834137,cover=548
- 81:leaf=-0.00267539173,cover=0
- 82:leaf=0.00148886943,cover=0
- 20:[PialCurv5<0.128475845] yes=41,no=42,missing=42,gain=1.35067713,cover=2214
- 41:[Ecc<35.195137] yes=83,no=84,missing=83,gain=0.871687651,cover=200
- 83:leaf=0.00132330565,cover=0
- 84:leaf=-0.00531904632,cover=0
- 42:[Ecc<10.147254] yes=85,no=86,missing=86,gain=1.2078824,cover=2014
- 85:leaf=0.00678416481,cover=0
- 86:leaf=0.00152566179,cover=0
- 10:[Sulc0<0.68960917] yes=21,no=22,missing=22,gain=0.877378881,cover=330627
- 21:[Ecc<9.27846909] yes=43,no=44,missing=43,gain=3.11487818,cover=144787
- 43:[Curv5<0.15992938] yes=87,no=88,missing=88,gain=3.26161599,cover=108925
- 87:leaf=0.000791456492,cover=0
- 88:leaf=9.65696236e-05,cover=0
- 44:[PialCurv5<0.24610664] yes=89,no=90,missing=90,gain=6.22889471,cover=35862
- 89:leaf=-0.00108942518,cover=0
- 90:leaf=0.000247842021,cover=0
- 22:[PialCurv5<0.137877449] yes=45,no=46,missing=46,gain=2.18758965,cover=185840
- 45:[Ecc<14.694541] yes=91,no=92,missing=91,gain=2.22381401,cover=5137
- 91:leaf=0.00223133457,cover=0
- 92:leaf=0.000105489817,cover=0
- 46:[Pol<138.276962] yes=93,no=94,missing=94,gain=2.61682439,cover=180703
- 93:leaf=-8.89918083e-05,cover=0
- 94:leaf=-0.00505190482,cover=0
- 2:[Curv5<0.190557376] yes=5,no=6,missing=6,gain=0.579624295,cover=4741293
- 5:[Curv5<0.174639657] yes=11,no=12,missing=11,gain=1.41031206,cover=4671632
- 11:[MidArea5<0.548060238] yes=23,no=24,missing=23,gain=1.2196604,cover=4621602
- 23:[PialArea5<0.724588811] yes=47,no=48,missing=47,gain=3.10409307,cover=177620
- 47:[LGI5<2.22170687] yes=95,no=96,missing=95,gain=1.34714401,cover=176399
- 95:leaf=0.000526020536,cover=0
- 96:leaf=-0.000178239992,cover=0
- 48:[PialArea5<0.739180207] yes=97,no=98,missing=97,gain=0.439559221,cover=1221
- 97:leaf=0.00158513547,cover=0
- 98:leaf=0.00351763261,cover=0
- 24:[PialCurv5<0.394910008] yes=49,no=50,missing=50,gain=1.98562706,cover=4443982
- 49:[Sulc0<1.11117697] yes=99,no=100,missing=99,gain=0.986912549,cover=4438208
- 99:leaf=-1.63279913e-06,cover=0
- 100:leaf=0.000386145053,cover=0
- 50:[PialArea5<0.418112278] yes=101,no=102,missing=102,gain=1.63854134,cover=5774
- 101:leaf=-0.000544311712,cover=0
- 102:leaf=0.00140937953,cover=0
- 12:[Area5<0.712503135] yes=25,no=26,missing=25,gain=4.02253771,cover=50030
- 25:[Sulc0<-0.137935251] yes=51,no=52,missing=51,gain=0.949804306,cover=31194
- 51:[LGI5<2.36467862] yes=103,no=104,missing=103,gain=0.893354654,cover=2715
- 103:leaf=0.000227906305,cover=0
- 104:leaf=0.00214883289,cover=0
- 52:[Sulc0<0.29007864] yes=105,no=106,missing=105,gain=1.2443254,cover=28479
- 105:leaf=0.000157858274,cover=0
- 106:leaf=0.000822700036,cover=0
- 26:[PialCurv5<0.175003663] yes=53,no=54,missing=54,gain=1.77789533,cover=18836
- 53:[PialArea5<0.550757647] yes=107,no=108,missing=108,gain=0.989390135,cover=1211
- 107:leaf=0.000570190314,cover=0
- 108:leaf=0.00364818238,cover=0
- 54:[Ecc<21.7409172] yes=109,no=110,missing=109,gain=1.29654396,cover=17625
- 109:leaf=-0.000677486474,cover=0
- 110:leaf=0.000337789272,cover=0
- 6:[Area5<0.669105887] yes=13,no=14,missing=13,gain=1.71500039,cover=69661
- 13:[PialArea5<0.524996102] yes=27,no=28,missing=27,gain=2.27004385,cover=35529
- 27:[Sulc0<0.41245693] yes=55,no=56,missing=55,gain=2.04187274,cover=33552
- 55:[Ecc<2.13501525] yes=111,no=112,missing=112,gain=0.987882853,cover=25442
- 111:leaf=0.000307622104,cover=0
- 112:leaf=-0.000404396385,cover=0
- 56:[PialArea5<0.445556581] yes=113,no=114,missing=113,gain=0.938753724,cover=8110
- 113:leaf=0.000453570479,cover=0
- 114:leaf=0.00191271829,cover=0
- 28:[Sulc0<0.345196545] yes=57,no=58,missing=57,gain=1.7607162,cover=1977
- 57:[MidArea5<0.659801304] yes=115,no=116,missing=115,gain=1.14731014,cover=1812
- 115:leaf=0.00107782776,cover=0
- 116:leaf=0.00876064878,cover=0
- 58:[Pol<110.287491] yes=117,no=118,missing=117,gain=0.883451462,cover=165
- 117:leaf=0.00241326494,cover=0
- 118:leaf=0.00982976984,cover=0
- 14:[Pol<103.851685] yes=29,no=30,missing=30,gain=1.8893671,cover=34132
- 29:[Ecc<1.73852015] yes=59,no=60,missing=59,gain=1.93308437,cover=17752
- 59:[Sulc0<-0.130613819] yes=119,no=120,missing=119,gain=0.532774806,cover=1002
- 119:leaf=-0.000173804539,cover=0
- 120:leaf=-0.0028384719,cover=0
- 60:[LGI5<3.37729335] yes=121,no=122,missing=122,gain=1.9492743,cover=16750
- 121:leaf=0.000286627765,cover=0
- 122:leaf=-0.00135985587,cover=0
- 30:[Ecc<2.6050899] yes=61,no=62,missing=62,gain=1.44999933,cover=16380
- 61:[Sulc0<0.41245693] yes=123,no=124,missing=123,gain=0.826572418,cover=2117
- 123:leaf=0.00016022363,cover=0
- 124:leaf=0.00399901671,cover=0
- 62:[Ecc<29.8764286] yes=125,no=126,missing=125,gain=0.976001263,cover=14263
- 125:leaf=-0.00101950159,cover=0
- 126:leaf=0.00236019376,cover=0
-booster[843]:
-0:[PialArea5<0.555011809] yes=1,no=2,missing=1,gain=0.277000368,cover=5124388
- 1:[PialCurv5<-0.0154925911] yes=3,no=4,missing=4,gain=3.27693844,cover=1149702
- 3:[Ecc<9.88196182] yes=7,no=8,missing=7,gain=2.43594575,cover=38153
- 7:[LGI5<2.63733578] yes=15,no=16,missing=16,gain=2.10956216,cover=24645
- 15:[Ecc<4.13769388] yes=31,no=32,missing=31,gain=4.20955658,cover=17227
- 31:[Area5<0.659308732] yes=63,no=64,missing=63,gain=3.61630297,cover=11112
- 63:leaf=-0.000207003017,cover=0
- 64:leaf=0.00249554217,cover=0
- 32:[Area5<0.761842728] yes=65,no=66,missing=65,gain=4.5852356,cover=6115
- 65:leaf=-0.00134248659,cover=0
- 66:leaf=-0.0137830898,cover=0
- 16:[Area5<0.76451689] yes=33,no=34,missing=34,gain=4.05313826,cover=7418
- 33:[Ecc<6.35379457] yes=67,no=68,missing=67,gain=1.85852051,cover=7342
- 67:leaf=-0.000723628269,cover=0
- 68:leaf=0.000987413223,cover=0
- 34:[Ecc<7.29654455] yes=69,no=70,missing=70,gain=1.88940573,cover=76
- 69:leaf=-2.15187665e-05,cover=0
- 70:leaf=0.0170901958,cover=0
- 8:[Ecc<25.981123] yes=17,no=18,missing=17,gain=3.83418798,cover=13508
- 17:[LGI5<3.51961541] yes=35,no=36,missing=35,gain=2.63173962,cover=9739
- 35:[LGI5<2.77389717] yes=71,no=72,missing=72,gain=3.24736738,cover=8586
- 71:leaf=-0.00394661911,cover=0
- 72:leaf=-0.000852267258,cover=0
- 36:[MidArea5<0.518836677] yes=73,no=74,missing=73,gain=3.53289652,cover=1153
- 73:leaf=-0.000788163976,cover=0
- 74:leaf=-0.00633425405,cover=0
- 18:[Curv5<-0.0273730159] yes=37,no=38,missing=37,gain=2.78317833,cover=3769
- 37:[Pol<9.44515038] yes=75,no=76,missing=75,gain=1.31506717,cover=2661
- 75:leaf=-0.00212934893,cover=0
- 76:leaf=0.00162138906,cover=0
- 38:[LGI5<3.15728688] yes=77,no=78,missing=77,gain=3.285532,cover=1108
- 77:leaf=-0.00563364988,cover=0
- 78:leaf=0.000170087878,cover=0
- 4:[Pol<83.4982376] yes=9,no=10,missing=9,gain=3.19463348,cover=1111549
- 9:[Sulc0<0.392869562] yes=19,no=20,missing=19,gain=7.10873222,cover=189005
- 19:[Area5<0.641697526] yes=39,no=40,missing=40,gain=7.81709385,cover=69638
- 39:[Ecc<17.0169544] yes=79,no=80,missing=79,gain=8.68243885,cover=25100
- 79:leaf=-0.000519266527,cover=0
- 80:leaf=0.00188741449,cover=0
- 40:[LGI5<2.26652193] yes=81,no=82,missing=82,gain=7.66790581,cover=44538
- 81:leaf=-0.00292587513,cover=0
- 82:leaf=0.00113262224,cover=0
- 20:[LGI5<3.60428405] yes=41,no=42,missing=41,gain=4.94464064,cover=119367
- 41:[LGI5<3.33014965] yes=83,no=84,missing=83,gain=8.28085423,cover=108922
- 83:leaf=0.000115849252,cover=0
- 84:leaf=-0.000953328912,cover=0
- 42:[Area5<0.584141672] yes=85,no=86,missing=85,gain=4.46629953,cover=10445
- 85:leaf=0.00670083379,cover=0
- 86:leaf=0.000840887893,cover=0
- 10:[Pol<116.093399] yes=21,no=22,missing=21,gain=4.45868492,cover=922544
- 21:[PialCurv5<0.0771882981] yes=43,no=44,missing=43,gain=8.23798943,cover=711323
- 43:[Ecc<0.999059319] yes=87,no=88,missing=88,gain=7.49919033,cover=38654
- 87:leaf=0.00297285966,cover=0
- 88:leaf=-0.000900362444,cover=0
- 44:[Sulc0<0.0770083591] yes=89,no=90,missing=89,gain=3.97488594,cover=672669
- 89:leaf=-0.000490498962,cover=0
- 90:leaf=1.11896106e-05,cover=0
- 22:[Ecc<33.9075584] yes=45,no=46,missing=45,gain=4.64072752,cover=211221
- 45:[PialCurv5<0.185672894] yes=91,no=92,missing=91,gain=5.38315678,cover=201992
- 91:leaf=0.00052946381,cover=0
- 92:leaf=1.16964093e-05,cover=0
- 46:[Curv5<0.0595101416] yes=93,no=94,missing=93,gain=2.91499066,cover=9229
- 93:leaf=-0.00292424695,cover=0
- 94:leaf=-0.000506467011,cover=0
- 2:[MidArea5<0.468026847] yes=5,no=6,missing=6,gain=2.08276796,cover=3974686
- 5:[PialArea5<0.593058109] yes=11,no=12,missing=11,gain=0.928939342,cover=771
- 11:[Ecc<8.06448936] yes=23,no=24,missing=23,gain=0.774808168,cover=547
- 23:[PialCurv5<-0.171137348] yes=47,no=48,missing=47,gain=0.940553904,cover=418
- 47:[MidArea5<0.451744556] yes=95,no=96,missing=96,gain=0.603457034,cover=125
- 95:leaf=0.000212436105,cover=0
- 96:leaf=-0.00670572883,cover=0
- 48:[MidArea5<0.460721314] yes=97,no=98,missing=97,gain=0.557927608,cover=293
- 97:leaf=0.00360947964,cover=0
- 98:leaf=-0.000919522659,cover=0
- 24:[Curv5<-0.129194111] yes=49,no=50,missing=50,gain=0.43576026,cover=129
- 49:[Sulc0<-0.34506914] yes=99,no=100,missing=99,gain=0.300726533,cover=121
- 99:leaf=0.00332349725,cover=0
- 100:leaf=0.00840735342,cover=0
- 50:[LGI5<2.97899532] yes=101,no=102,missing=102,gain=0.0174290836,cover=8
- 101:leaf=-0.00197197497,cover=0
- 102:leaf=-0.00756679103,cover=0
- 12:[PialCurv5<-0.161598593] yes=25,no=26,missing=25,gain=0.361739159,cover=224
- 25:[Ecc<6.03867722] yes=51,no=52,missing=51,gain=0.464121699,cover=107
- 51:[Ecc<4.67068386] yes=103,no=104,missing=104,gain=0.311953038,cover=67
- 103:leaf=0.00279250252,cover=0
- 104:leaf=-0.00451552449,cover=0
- 52:[Ecc<8.23836613] yes=105,no=106,missing=105,gain=0.162553132,cover=40
- 105:leaf=0.00975887291,cover=0
- 106:leaf=0.00295156403,cover=0
- 26:[PialCurv5<-0.148241684] yes=53,no=54,missing=54,gain=0.517653465,cover=117
- 53:[LGI5<2.2730217] yes=107,no=108,missing=107,gain=0.230786562,cover=29
- 107:leaf=-0.000157034403,cover=0
- 108:leaf=0.0144092189,cover=0
- 54:[Pol<117.668175] yes=109,no=110,missing=109,gain=0.212770879,cover=88
- 109:leaf=0.00333888154,cover=0
- 110:leaf=0.00858214404,cover=0
- 6:[Curv5<0.0554658733] yes=13,no=14,missing=14,gain=1.77321708,cover=3973915
- 13:[PialCurv5<0.131570891] yes=27,no=28,missing=27,gain=1.49304855,cover=3520442
- 27:[PialCurv5<0.0959877223] yes=55,no=56,missing=55,gain=2.06667423,cover=3492626
- 55:[Sulc0<0.586347759] yes=111,no=112,missing=111,gain=1.92483532,cover=3436011
- 111:leaf=4.79594746e-07,cover=0
- 112:leaf=0.00051835773,cover=0
- 56:[Area5<0.640637577] yes=113,no=114,missing=113,gain=8.34287262,cover=56615
- 113:leaf=-0.00120359322,cover=0
- 114:leaf=0.000551511243,cover=0
- 28:[LGI5<2.38303256] yes=57,no=58,missing=58,gain=6.04901171,cover=27816
- 57:[Area5<0.673304081] yes=115,no=116,missing=115,gain=3.36918783,cover=3887
- 115:leaf=-8.08193654e-05,cover=0
- 116:leaf=0.00286685931,cover=0
- 58:[Area5<0.713311911] yes=117,no=118,missing=117,gain=5.58369064,cover=23929
- 117:leaf=-0.00138856866,cover=0
- 118:leaf=0.000140349177,cover=0
- 14:[LGI5<3.78836131] yes=29,no=30,missing=29,gain=3.97921276,cover=453473
- 29:[LGI5<3.70550299] yes=59,no=60,missing=60,gain=3.57932973,cover=447174
- 59:[Pol<55.3432045] yes=119,no=120,missing=119,gain=4.15036774,cover=442735
- 119:leaf=0.000363913568,cover=0
- 120:leaf=-0.000153399815,cover=0
- 60:[PialCurv5<-0.0330938511] yes=121,no=122,missing=121,gain=2.52257538,cover=4439
- 121:leaf=-0.0173704214,cover=0
- 122:leaf=-0.0014399545,cover=0
- 30:[Ecc<13.1181517] yes=61,no=62,missing=61,gain=1.80188179,cover=6299
- 61:[Ecc<10.147254] yes=123,no=124,missing=123,gain=0.597141325,cover=262
- 123:leaf=-0.0110049024,cover=0
- 124:leaf=-0.00219205092,cover=0
- 62:[LGI5<3.84897733] yes=125,no=126,missing=125,gain=2.04696941,cover=6037
- 125:leaf=0.00260135368,cover=0
- 126:leaf=0.000660429185,cover=0
-booster[844]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=1,gain=0.288971901,cover=5124388
- 1:[Pol<148.336472] yes=3,no=4,missing=4,gain=1.78204143,cover=483456
- 3:[Pol<117.137611] yes=7,no=8,missing=7,gain=4.27958393,cover=366875
- 7:[LGI5<2.67457628] yes=15,no=16,missing=16,gain=2.89837956,cover=279529
- 15:[Pol<93.3357697] yes=31,no=32,missing=31,gain=2.65328455,cover=275063
- 31:[Pol<69.6327286] yes=63,no=64,missing=64,gain=3.09745145,cover=212173
- 63:leaf=-0.000133484093,cover=0
- 64:leaf=0.00029161491,cover=0
- 32:[Ecc<0.889730632] yes=65,no=66,missing=65,gain=9.41323757,cover=62890
- 65:leaf=0.000259500783,cover=0
- 66:leaf=-0.000965471379,cover=0
- 16:[Curv5<-0.141545609] yes=33,no=34,missing=34,gain=2.95540094,cover=4466
- 33:[PialArea5<1.16911256] yes=67,no=68,missing=67,gain=1.52160752,cover=2221
- 67:leaf=-0.000689637091,cover=0
- 68:leaf=0.002833826,cover=0
- 34:[MidArea5<0.521771789] yes=69,no=70,missing=70,gain=2.53421688,cover=2245
- 69:leaf=-0.00295620528,cover=0
- 70:leaf=0.00298386137,cover=0
- 8:[Curv5<-0.245563462] yes=17,no=18,missing=17,gain=3.70606351,cover=87346
- 17:[PialArea5<0.829066753] yes=35,no=36,missing=35,gain=2.86108541,cover=10847
- 35:[LGI5<2.35279679] yes=71,no=72,missing=72,gain=0.930305004,cover=4459
- 71:leaf=-0.000575140992,cover=0
- 72:leaf=-0.00206966209,cover=0
- 36:[PialArea5<1.02926981] yes=73,no=74,missing=73,gain=1.02478588,cover=6388
- 73:leaf=-0.000275364931,cover=0
- 74:leaf=0.00111012894,cover=0
- 18:[LGI5<2.60638428] yes=37,no=38,missing=37,gain=4.36887884,cover=76499
- 37:[LGI5<2.37953305] yes=75,no=76,missing=75,gain=4.44919014,cover=72995
- 75:leaf=0.000175889014,cover=0
- 76:leaf=0.000960704812,cover=0
- 38:[Area5<0.688713074] yes=77,no=78,missing=78,gain=2.67559528,cover=3504
- 77:leaf=-0.00179231097,cover=0
- 78:leaf=0.00243592402,cover=0
- 4:[Area5<0.601796865] yes=9,no=10,missing=10,gain=3.41327858,cover=116581
- 9:[MidArea5<0.694149137] yes=19,no=20,missing=19,gain=2.83039021,cover=55296
- 19:[Sulc0<-0.237935558] yes=39,no=40,missing=39,gain=2.08867979,cover=40317
- 39:[LGI5<2.53029394] yes=79,no=80,missing=80,gain=1.17943454,cover=37317
- 79:leaf=-0.00034557702,cover=0
- 80:leaf=0.000523057533,cover=0
- 40:[LGI5<2.22170687] yes=81,no=82,missing=82,gain=1.93286908,cover=3000
- 81:leaf=-0.00359580969,cover=0
- 82:leaf=0.00146918616,cover=0
- 20:[PialCurv5<-0.0758950338] yes=41,no=42,missing=41,gain=2.99571848,cover=14979
- 41:[Area5<0.576076329] yes=83,no=84,missing=83,gain=2.34782457,cover=11606
- 83:leaf=0.00077521702,cover=0
- 84:leaf=-0.000744635297,cover=0
- 42:[Area5<0.536314785] yes=85,no=86,missing=86,gain=3.20948744,cover=3373
- 85:leaf=-0.00292643439,cover=0
- 86:leaf=0.00246064877,cover=0
- 10:[PialCurv5<-0.0569176264] yes=21,no=22,missing=21,gain=3.1113472,cover=61285
- 21:[Curv5<-0.151772231] yes=43,no=44,missing=44,gain=7.88333893,cover=19178
- 43:[PialCurv5<-0.0990834236] yes=87,no=88,missing=87,gain=5.68917322,cover=7541
- 87:leaf=-0.000677608827,cover=0
- 88:leaf=0.00226280792,cover=0
- 44:[Sulc0<-0.586468518] yes=89,no=90,missing=89,gain=7.19626427,cover=11637
- 89:leaf=-0.00250479463,cover=0
- 90:leaf=0.000410251552,cover=0
- 22:[Curv5<-0.0963523984] yes=45,no=46,missing=46,gain=3.87510347,cover=42107
- 45:[Sulc0<-1.08640325] yes=91,no=92,missing=92,gain=1.70867729,cover=1670
- 91:leaf=-0.0245139915,cover=0
- 92:leaf=0.00223064399,cover=0
- 46:[LGI5<2.21018219] yes=93,no=94,missing=93,gain=3.77115107,cover=40437
- 93:leaf=0.00122347253,cover=0
- 94:leaf=-0.000472053187,cover=0
- 2:[Ecc<2.13501525] yes=5,no=6,missing=5,gain=0.718316197,cover=4640932
- 5:[Area5<0.745235085] yes=11,no=12,missing=12,gain=4.67339611,cover=242979
- 11:[Pol<82.8478928] yes=23,no=24,missing=23,gain=4.39013529,cover=217653
- 23:[Curv5<-0.0553030409] yes=47,no=48,missing=48,gain=8.61200905,cover=86027
- 47:[Sulc0<-0.966370046] yes=95,no=96,missing=95,gain=5.42935085,cover=72971
- 95:leaf=-0.000771461346,cover=0
- 96:leaf=0.000205619712,cover=0
- 48:[Area5<0.629274011] yes=97,no=98,missing=98,gain=3.60749531,cover=13056
- 97:leaf=0.000102148995,cover=0
- 98:leaf=-0.00189335702,cover=0
- 24:[PialArea5<1.22674179] yes=49,no=50,missing=49,gain=7.41514683,cover=131626
- 49:[Sulc0<-0.237935558] yes=99,no=100,missing=99,gain=6.36451101,cover=129096
- 99:leaf=0.000479408132,cover=0
- 100:leaf=-0.000283062429,cover=0
- 50:[LGI5<2.44319153] yes=101,no=102,missing=102,gain=5.76138639,cover=2530
- 101:leaf=-0.000334690703,cover=0
- 102:leaf=-0.00513160927,cover=0
- 12:[PialArea5<1.08978546] yes=25,no=26,missing=25,gain=3.07628155,cover=25326
- 25:[Pol<76.1517639] yes=51,no=52,missing=52,gain=5.60658836,cover=17873
- 51:[Sulc0<-0.258417875] yes=103,no=104,missing=103,gain=5.32384586,cover=4696
- 103:leaf=-0.00188202132,cover=0
- 104:leaf=0.00255465205,cover=0
- 52:[Curv5<-0.0708468556] yes=105,no=106,missing=105,gain=3.82786083,cover=13177
- 105:leaf=0.00311368471,cover=0
- 106:leaf=0.000574535574,cover=0
- 26:[Pol<116.615585] yes=53,no=54,missing=53,gain=4.46887589,cover=7453
- 53:[PialCurv5<0.0044251224] yes=107,no=108,missing=108,gain=3.24968243,cover=6376
- 107:leaf=0.0024023247,cover=0
- 108:leaf=-0.0019485954,cover=0
- 54:[LGI5<2.70988083] yes=109,no=110,missing=110,gain=2.82634187,cover=1077
- 109:leaf=-0.00176230189,cover=0
- 110:leaf=0.0163470935,cover=0
- 6:[LGI5<2.16230083] yes=13,no=14,missing=13,gain=1.17851567,cover=4397953
- 13:[MidArea5<0.552703321] yes=27,no=28,missing=27,gain=3.73250151,cover=18299
- 27:[Curv5<0.0278947372] yes=55,no=56,missing=55,gain=2.7703023,cover=2836
- 55:[PialCurv5<-0.0693148375] yes=111,no=112,missing=111,gain=3.90702295,cover=521
- 111:leaf=0.000246246491,cover=0
- 112:leaf=0.00889870431,cover=0
- 56:[PialArea5<0.422649235] yes=113,no=114,missing=114,gain=1.8887198,cover=2315
- 113:leaf=0.00134278124,cover=0
- 114:leaf=-0.00196414697,cover=0
- 28:[Sulc0<0.254506379] yes=57,no=58,missing=57,gain=1.60903287,cover=15463
- 57:[PialCurv5<0.185672894] yes=115,no=116,missing=116,gain=1.94649935,cover=14668
- 115:leaf=-0.00065343309,cover=0
- 116:leaf=-0.00275114551,cover=0
- 58:[Ecc<3.35458159] yes=117,no=118,missing=117,gain=1.71686912,cover=795
- 117:leaf=-0.004320323,cover=0
- 118:leaf=0.00240950659,cover=0
- 14:[LGI5<2.25075769] yes=29,no=30,missing=30,gain=1.12789905,cover=4379654
- 29:[Area5<0.924216449] yes=59,no=60,missing=60,gain=3.56626487,cover=63523
- 59:[PialArea5<0.801087916] yes=119,no=120,missing=119,gain=2.86392164,cover=63365
- 119:leaf=-7.00286982e-05,cover=0
- 120:leaf=0.000606912596,cover=0
- 60:[Ecc<2.3695333] yes=121,no=122,missing=122,gain=0.528098345,cover=158
- 121:leaf=-0.000863589987,cover=0
- 122:leaf=-0.00857244525,cover=0
- 30:[LGI5<2.25958419] yes=61,no=62,missing=62,gain=1.22963333,cover=4316131
- 61:[PialCurv5<-0.0487009101] yes=123,no=124,missing=124,gain=2.19265103,cover=10884
- 123:leaf=0.000265258015,cover=0
- 124:leaf=-0.0011638219,cover=0
- 62:[Pol<13.2006302] yes=125,no=126,missing=125,gain=0.768574655,cover=4305247
- 125:leaf=8.31481375e-05,cover=0
- 126:leaf=-6.16872148e-06,cover=0
-booster[845]:
-0:[Curv5<-0.0320370905] yes=1,no=2,missing=1,gain=0.285682052,cover=5124388
- 1:[Sulc0<0.464385748] yes=3,no=4,missing=4,gain=1.75785255,cover=2845137
- 3:[Ecc<8.87956142] yes=7,no=8,missing=7,gain=1.9158901,cover=2834408
- 7:[Sulc0<-0.0250212289] yes=15,no=16,missing=16,gain=5.09385824,cover=1806999
- 15:[LGI5<3.17022181] yes=31,no=32,missing=31,gain=2.58293176,cover=1755976
- 31:[Pol<178.093033] yes=63,no=64,missing=63,gain=2.34260941,cover=1714798
- 63:leaf=-2.15280234e-05,cover=0
- 64:leaf=0.000545359624,cover=0
- 32:[PialArea5<1.18617713] yes=65,no=66,missing=65,gain=4.40230942,cover=41178
- 65:leaf=-0.000641249178,cover=0
- 66:leaf=0.000771161402,cover=0
- 16:[Pol<77.5287857] yes=33,no=34,missing=33,gain=19.8703461,cover=51023
- 33:[LGI5<2.89660096] yes=67,no=68,missing=68,gain=13.1932049,cover=11269
- 67:leaf=-0.00150178804,cover=0
- 68:leaf=-0.00570005691,cover=0
- 34:[Pol<141.801834] yes=69,no=70,missing=69,gain=6.10289955,cover=39754
- 69:leaf=0.00011872442,cover=0
- 70:leaf=-0.0030767615,cover=0
- 8:[Pol<38.1036148] yes=17,no=18,missing=17,gain=3.58244944,cover=1027409
- 17:[Ecc<13.3064203] yes=35,no=36,missing=36,gain=8.13967609,cover=316767
- 35:[Sulc0<-0.123243913] yes=71,no=72,missing=71,gain=2.8187747,cover=57801
- 71:leaf=0.000418074051,cover=0
- 72:leaf=0.00533479964,cover=0
- 36:[Ecc<20.0856266] yes=73,no=74,missing=73,gain=5.32654858,cover=258966
- 73:leaf=-0.000540127861,cover=0
- 74:leaf=-5.59234359e-05,cover=0
- 18:[Pol<104.38549] yes=37,no=38,missing=38,gain=14.6309414,cover=710642
- 37:[Ecc<11.6821251] yes=75,no=76,missing=75,gain=50.2987976,cover=152041
- 75:leaf=-0.00088377588,cover=0
- 76:leaf=0.00112299679,cover=0
- 38:[PialArea5<0.764178395] yes=77,no=78,missing=77,gain=8.24357796,cover=558601
- 77:leaf=-0.00043684445,cover=0
- 78:leaf=7.67062811e-05,cover=0
- 4:[Ecc<25.5461979] yes=9,no=10,missing=9,gain=3.42601919,cover=10729
- 9:[LGI5<2.81359315] yes=19,no=20,missing=20,gain=4.48422337,cover=3732
- 19:[LGI5<2.73607373] yes=39,no=40,missing=39,gain=1.83924353,cover=690
- 39:[PialArea5<0.679818809] yes=79,no=80,missing=79,gain=3.0812552,cover=521
- 79:leaf=-0.0020642702,cover=0
- 80:leaf=0.0065462077,cover=0
- 40:[Ecc<9.61991787] yes=81,no=82,missing=81,gain=7.08587885,cover=169
- 81:leaf=0.0225549098,cover=0
- 82:leaf=-0.000121377307,cover=0
- 20:[Curv5<-0.161761403] yes=41,no=42,missing=41,gain=2.69056892,cover=3042
- 41:[Pol<95.6227875] yes=83,no=84,missing=83,gain=4.50769615,cover=214
- 83:leaf=-0.015929563,cover=0
- 84:leaf=-0.00139118405,cover=0
- 42:[Pol<100.090813] yes=85,no=86,missing=85,gain=3.38947201,cover=2828
- 85:leaf=-0.000772830041,cover=0
- 86:leaf=-0.00426596869,cover=0
- 10:[Ecc<35.8605728] yes=21,no=22,missing=21,gain=6.65727711,cover=6997
- 21:[PialArea5<0.601145923] yes=43,no=44,missing=43,gain=3.42248583,cover=1181
- 43:[LGI5<3.07984829] yes=87,no=88,missing=88,gain=1.99338341,cover=433
- 87:leaf=0.000948867004,cover=0
- 88:leaf=0.00887119677,cover=0
- 44:[Pol<56.1920547] yes=89,no=90,missing=90,gain=4.57026863,cover=748
- 89:leaf=0.017397346,cover=0
- 90:leaf=0.000420148455,cover=0
- 22:[Pol<88.5531387] yes=45,no=46,missing=45,gain=5.30686665,cover=5816
- 45:[PialCurv5<-0.109546423] yes=91,no=92,missing=92,gain=3.80417705,cover=544
- 91:leaf=-0.0104715815,cover=0
- 92:leaf=0.0052039451,cover=0
- 46:[Area5<0.582201123] yes=93,no=94,missing=93,gain=5.22610521,cover=5272
- 93:leaf=0.00503688632,cover=0
- 94:leaf=-0.0015757248,cover=0
- 2:[Ecc<8.29616165] yes=5,no=6,missing=5,gain=1.92728996,cover=2279251
- 5:[LGI5<3.42912889] yes=11,no=12,missing=11,gain=12.7611876,cover=1058489
- 11:[Pol<124.172195] yes=23,no=24,missing=23,gain=11.4580269,cover=1057033
- 23:[Pol<66.6374893] yes=47,no=48,missing=48,gain=13.0768518,cover=867151
- 47:[Area5<0.72514528] yes=95,no=96,missing=95,gain=18.6305771,cover=59902
- 95:leaf=4.58850554e-05,cover=0
- 96:leaf=0.00189551327,cover=0
- 48:[Ecc<0.783076942] yes=97,no=98,missing=98,gain=10.5022907,cover=807249
- 97:leaf=0.00143499754,cover=0
- 98:leaf=-9.53611525e-05,cover=0
- 24:[LGI5<2.74668789] yes=49,no=50,missing=49,gain=12.3954172,cover=189882
- 49:[Ecc<0.943656743] yes=99,no=100,missing=100,gain=6.42108774,cover=166525
- 99:leaf=-0.000240987501,cover=0
- 100:leaf=0.000450335676,cover=0
- 50:[Pol<152.827332] yes=101,no=102,missing=101,gain=16.4905987,cover=23357
- 101:leaf=0.00306022889,cover=0
- 102:leaf=0.000364957028,cover=0
- 12:[Pol<83.4982376] yes=25,no=26,missing=25,gain=4.33974934,cover=1456
- 25:[PialArea5<0.672997355] yes=51,no=52,missing=51,gain=9.38160515,cover=761
- 51:[LGI5<3.64692807] yes=103,no=104,missing=103,gain=1.88859367,cover=395
- 103:leaf=0.00887687225,cover=0
- 104:leaf=-0.000944209285,cover=0
- 52:[Sulc0<0.254506379] yes=105,no=106,missing=106,gain=1.68370676,cover=366
- 105:leaf=-0.0029787349,cover=0
- 106:leaf=-0.021328086,cover=0
- 26:[Sulc0<-0.469276249] yes=53,no=54,missing=53,gain=5.94145012,cover=695
- 53:leaf=0.0459187888,cover=0
- 54:[MidArea5<0.736579895] yes=107,no=108,missing=107,gain=2.39160538,cover=686
- 107:leaf=0.00514523452,cover=0
- 108:leaf=0.0117033664,cover=0
- 6:[Sulc0<-0.188964635] yes=13,no=14,missing=13,gain=15.6051369,cover=1220762
- 13:[Ecc<19.4699688] yes=27,no=28,missing=27,gain=12.0380325,cover=69258
- 27:[Pol<41.8258972] yes=55,no=56,missing=55,gain=8.72247505,cover=59773
- 55:[PialCurv5<-0.0154925911] yes=109,no=110,missing=109,gain=11.3431845,cover=11069
- 109:leaf=-0.00288562337,cover=0
- 110:leaf=0.00106378074,cover=0
- 56:[Pol<173.32489] yes=111,no=112,missing=111,gain=11.7140503,cover=48704
- 111:leaf=-0.00191940088,cover=0
- 112:leaf=-0.000323881482,cover=0
- 28:[Pol<103.31839] yes=57,no=58,missing=57,gain=6.95549393,cover=9485
- 57:[Pol<9.44515038] yes=113,no=114,missing=114,gain=4.68831444,cover=7542
- 113:leaf=0.00506101409,cover=0
- 114:leaf=-0.000111444031,cover=0
- 58:[LGI5<3.44046211] yes=115,no=116,missing=116,gain=6.90561676,cover=1943
- 115:leaf=0.00107255718,cover=0
- 116:leaf=0.0071304962,cover=0
- 14:[PialCurv5<-0.0133872591] yes=29,no=30,missing=29,gain=11.5904913,cover=1151504
- 29:[Pol<50.9985542] yes=59,no=60,missing=59,gain=13.657423,cover=32228
- 59:[Area5<0.663893223] yes=117,no=118,missing=117,gain=7.69876862,cover=9264
- 117:leaf=-0.000279397558,cover=0
- 118:leaf=0.00329864444,cover=0
- 60:[Ecc<21.0377083] yes=119,no=120,missing=119,gain=15.2528467,cover=22964
- 119:leaf=0.00127965922,cover=0
- 120:leaf=-0.00139142061,cover=0
- 30:[PialArea5<0.772500634] yes=61,no=62,missing=61,gain=6.44094515,cover=1119276
- 61:[PialCurv5<0.074624911] yes=121,no=122,missing=121,gain=7.69698191,cover=956902
- 121:leaf=0.000359648548,cover=0
- 122:leaf=-2.55592004e-05,cover=0
- 62:[Pol<70.3717499] yes=123,no=124,missing=123,gain=9.98096848,cover=162374
- 123:leaf=-0.000660740596,cover=0
- 124:leaf=0.000126737476,cover=0
-booster[846]:
-0:[PialArea5<0.413606972] yes=1,no=2,missing=1,gain=0.304197103,cover=5124388
- 1:[Pol<67.3859482] yes=3,no=4,missing=3,gain=0.902789474,cover=503473
- 3:[LGI5<3.55025291] yes=7,no=8,missing=8,gain=1.93478155,cover=13954
- 7:[PialCurv5<0.0308136549] yes=15,no=16,missing=16,gain=1.02004194,cover=12118
- 15:[Area5<0.673304081] yes=31,no=32,missing=31,gain=3.5093174,cover=909
- 31:[Curv5<0.143178418] yes=63,no=64,missing=63,gain=1.85963643,cover=775
- 63:leaf=-0.000860978325,cover=0
- 64:leaf=0.00785324257,cover=0
- 32:[LGI5<3.39750218] yes=65,no=66,missing=65,gain=2.01441479,cover=134
- 65:leaf=-0.0104126055,cover=0
- 66:leaf=0.0142542636,cover=0
- 16:[Curv5<0.0974604636] yes=33,no=34,missing=33,gain=1.92267919,cover=11209
- 33:[LGI5<3.04906535] yes=67,no=68,missing=67,gain=4.11722469,cover=783
- 67:leaf=-0.000588953204,cover=0
- 68:leaf=0.00668561598,cover=0
- 34:[Ecc<34.5416374] yes=69,no=70,missing=69,gain=1.19019914,cover=10426
- 69:leaf=0.000870657619,cover=0
- 70:leaf=-0.000243580012,cover=0
- 8:[Ecc<35.195137] yes=17,no=18,missing=17,gain=3.89015269,cover=1836
- 17:[LGI5<3.94193578] yes=35,no=36,missing=35,gain=4.29219055,cover=785
- 35:[Ecc<23.5513935] yes=71,no=72,missing=72,gain=2.71632195,cover=647
- 71:leaf=0.000654396077,cover=0
- 72:leaf=0.00816592854,cover=0
- 36:[Ecc<29.3556995] yes=73,no=74,missing=74,gain=0.451916873,cover=138
- 73:leaf=-0.00122801284,cover=0
- 74:leaf=-0.00718636811,cover=0
- 18:[PialCurv5<0.0851107761] yes=37,no=38,missing=37,gain=2.06143522,cover=1051
- 37:[LGI5<3.58443618] yes=75,no=76,missing=75,gain=0.822237134,cover=103
- 75:leaf=0.00891108252,cover=0
- 76:leaf=-0.00794730987,cover=0
- 38:[Area5<0.606435955] yes=77,no=78,missing=78,gain=2.03850508,cover=948
- 77:leaf=0.0111979553,cover=0
- 78:leaf=0.000177045978,cover=0
- 4:[Area5<0.788037419] yes=9,no=10,missing=9,gain=0.954083204,cover=489519
- 9:[Pol<106.604004] yes=19,no=20,missing=19,gain=0.728060961,cover=473231
- 19:[Ecc<6.35379457] yes=39,no=40,missing=39,gain=2.14800429,cover=339177
- 39:[Area5<0.644818127] yes=79,no=80,missing=79,gain=3.0328784,cover=82533
- 79:leaf=-0.000106280844,cover=0
- 80:leaf=0.000499915564,cover=0
- 40:[Sulc0<-0.0788570642] yes=81,no=82,missing=81,gain=3.14443111,cover=256644
- 81:leaf=-0.00488183089,cover=0
- 82:leaf=-9.12890973e-05,cover=0
- 20:[Ecc<5.4036684] yes=41,no=42,missing=41,gain=2.79807544,cover=134054
- 41:[LGI5<2.5416429] yes=83,no=84,missing=83,gain=1.67975914,cover=48424
- 83:leaf=-0.000352579955,cover=0
- 84:leaf=0.000349129259,cover=0
- 42:[Ecc<14.484726] yes=85,no=86,missing=85,gain=7.28835344,cover=85630
- 85:leaf=0.000748190389,cover=0
- 86:leaf=-0.000174407556,cover=0
- 10:[Curv5<0.0756113976] yes=21,no=22,missing=22,gain=2.73807311,cover=16288
- 21:[Area5<0.864337862] yes=43,no=44,missing=44,gain=0.916116714,cover=64
- 43:[LGI5<3.26095963] yes=87,no=88,missing=88,gain=0.421629846,cover=46
- 87:leaf=-0.00787491165,cover=0
- 88:leaf=0.00489884848,cover=0
- 44:[PialCurv5<0.119354174] yes=89,no=90,missing=90,gain=0.139727354,cover=18
- 89:leaf=-0.0133672645,cover=0
- 90:leaf=-0.0254225619,cover=0
- 22:[PialCurv5<0.0932018384] yes=45,no=46,missing=45,gain=1.51074147,cover=16224
- 45:[LGI5<2.30690479] yes=91,no=92,missing=92,gain=0.845897436,cover=95
- 91:leaf=-0.00656416127,cover=0
- 92:leaf=0.00831503328,cover=0
- 46:[Ecc<2.3695333] yes=93,no=94,missing=93,gain=1.21224976,cover=16129
- 93:leaf=-0.0062077879,cover=0
- 94:leaf=0.000433986512,cover=0
- 2:[Curv5<0.0935273841] yes=5,no=6,missing=5,gain=0.557381868,cover=4620915
- 5:[PialCurv5<0.204323933] yes=11,no=12,missing=11,gain=1.23864186,cover=3984949
- 11:[Sulc0<0.830503881] yes=23,no=24,missing=23,gain=2.05732942,cover=3959587
- 23:[PialArea5<0.529292643] yes=47,no=48,missing=47,gain=0.96981883,cover=3941793
- 47:[PialCurv5<0.054317683] yes=95,no=96,missing=95,gain=5.20369959,cover=125065
- 95:leaf=-0.000254342973,cover=0
- 96:leaf=0.000403688115,cover=0
- 48:[MidArea5<0.451744556] yes=97,no=98,missing=97,gain=0.885659099,cover=3816728
- 97:leaf=0.00215712166,cover=0
- 98:leaf=-2.03175159e-06,cover=0
- 24:[Area5<0.604913712] yes=49,no=50,missing=50,gain=3.50250483,cover=17794
- 49:[Pol<84.7687759] yes=99,no=100,missing=99,gain=4.570189,cover=689
- 99:leaf=-0.00816813763,cover=0
- 100:leaf=0.000222342744,cover=0
- 50:[Ecc<29.3556995] yes=101,no=102,missing=101,gain=3.14917803,cover=17105
- 101:leaf=-0.000179871888,cover=0
- 102:leaf=0.00121614605,cover=0
- 12:[MidArea5<0.686545253] yes=25,no=26,missing=25,gain=6.90359783,cover=25362
- 25:[Sulc0<0.126604497] yes=51,no=52,missing=51,gain=2.46624136,cover=17952
- 51:[LGI5<2.16230083] yes=103,no=104,missing=103,gain=2.71370697,cover=5444
- 103:leaf=-0.00810648128,cover=0
- 104:leaf=0.000166380938,cover=0
- 52:[Area5<0.633885562] yes=105,no=106,missing=105,gain=2.14276028,cover=12508
- 105:leaf=-0.00291055418,cover=0
- 106:leaf=-0.00100206351,cover=0
- 26:[LGI5<2.33929968] yes=53,no=54,missing=53,gain=2.3230195,cover=7410
- 53:[Ecc<6.16403294] yes=107,no=108,missing=107,gain=1.54428506,cover=550
- 107:leaf=0.00519334571,cover=0
- 108:leaf=-0.00211443612,cover=0
- 54:[Sulc0<-0.173886195] yes=109,no=110,missing=109,gain=2.42580652,cover=6860
- 109:leaf=-0.0017896248,cover=0
- 110:leaf=0.00104424753,cover=0
- 6:[Ecc<1.15906882] yes=13,no=14,missing=13,gain=1.77539611,cover=635966
- 13:[Sulc0<-0.364187956] yes=27,no=28,missing=27,gain=6.56907845,cover=17056
- 27:[LGI5<2.21018219] yes=55,no=56,missing=55,gain=2.29739761,cover=4324
- 55:[LGI5<2.18291569] yes=111,no=112,missing=112,gain=9.80351639,cover=504
- 111:leaf=-0.0067805755,cover=0
- 112:leaf=0.00721300766,cover=0
- 56:[Pol<131.443253] yes=113,no=114,missing=113,gain=4.02406788,cover=3820
- 113:leaf=-0.000210185302,cover=0
- 114:leaf=-0.00373078394,cover=0
- 28:[PialCurv5<0.107261039] yes=57,no=58,missing=57,gain=3.40470982,cover=12732
- 57:[Sulc0<-0.237935558] yes=115,no=116,missing=115,gain=1.3561995,cover=1663
- 115:leaf=-0.000550568511,cover=0
- 116:leaf=-0.0034139771,cover=0
- 58:[Area5<0.72690624] yes=117,no=118,missing=118,gain=2.49206638,cover=11069
- 117:leaf=0.000648034445,cover=0
- 118:leaf=-0.00147774781,cover=0
- 14:[Sulc0<-0.298712492] yes=29,no=30,missing=29,gain=4.76499653,cover=618910
- 29:[Pol<126.540802] yes=59,no=60,missing=59,gain=11.9166403,cover=13174
- 59:[Pol<74.0505524] yes=119,no=120,missing=119,gain=8.01099777,cover=8429
- 119:leaf=0.00195225014,cover=0
- 120:leaf=-0.00131415785,cover=0
- 60:[Ecc<7.69572639] yes=121,no=122,missing=121,gain=18.1769295,cover=4745
- 121:leaf=0.00572828716,cover=0
- 122:leaf=-0.00048742033,cover=0
- 30:[PialCurv5<0.0904879719] yes=61,no=62,missing=61,gain=2.01878786,cover=605736
- 61:[Ecc<33.9075584] yes=123,no=124,missing=124,gain=4.90365505,cover=30499
- 123:leaf=0.000211372739,cover=0
- 124:leaf=0.00341171632,cover=0
- 62:[PialCurv5<0.15079549] yes=125,no=126,missing=125,gain=2.23823094,cover=575237
- 125:leaf=-0.000299017556,cover=0
- 126:leaf=-3.16572514e-05,cover=0
-booster[847]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=1,gain=0.293239295,cover=5124388
- 1:[Curv5<0.0716206133] yes=3,no=4,missing=4,gain=0.59185636,cover=140394
- 3:[Area5<0.66824472] yes=7,no=8,missing=8,gain=0.691823065,cover=1422
- 7:[Area5<0.453641325] yes=15,no=16,missing=15,gain=0.332929701,cover=1274
- 15:[PialCurv5<-0.0789950639] yes=31,no=32,missing=32,gain=0.338828981,cover=342
- 31:[Pol<158.709351] yes=63,no=64,missing=63,gain=0.403380305,cover=225
- 63:leaf=-0.000743895012,cover=0
- 64:leaf=0.0114490669,cover=0
- 32:[Area5<0.380439579] yes=65,no=66,missing=66,gain=0.530376375,cover=117
- 65:leaf=-0.00217230059,cover=0
- 66:leaf=0.00511793792,cover=0
- 16:[LGI5<2.78495932] yes=33,no=34,missing=33,gain=0.386221468,cover=932
- 33:[Sulc0<0.373583466] yes=67,no=68,missing=68,gain=0.779607236,cover=327
- 67:leaf=-0.000100464364,cover=0
- 68:leaf=-0.00498080812,cover=0
- 34:[Ecc<9.17092323] yes=69,no=70,missing=69,gain=0.727710009,cover=605
- 69:leaf=0.00907427538,cover=0
- 70:leaf=-0.000624583045,cover=0
- 8:[Sulc0<0.995960534] yes=17,no=18,missing=17,gain=0.848671913,cover=148
- 17:[Ecc<9.17092323] yes=35,no=36,missing=35,gain=0.42267704,cover=124
- 35:[Pol<92.1537628] yes=71,no=72,missing=72,gain=0.575744331,cover=21
- 71:leaf=0.0139048919,cover=0
- 72:leaf=-0.0041129631,cover=0
- 36:[LGI5<2.85285616] yes=73,no=74,missing=73,gain=0.470462322,cover=103
- 73:leaf=-0.0131810931,cover=0
- 74:leaf=-0.00515641691,cover=0
- 18:[Pol<65.1286774] yes=37,no=38,missing=37,gain=0.298908949,cover=24
- 37:[Area5<0.692729533] yes=75,no=76,missing=75,gain=0.074344933,cover=4
- 75:leaf=0.0183391869,cover=0
- 76:leaf=0.00146136887,cover=0
- 38:[Ecc<48.8682671] yes=77,no=78,missing=77,gain=0.122524679,cover=20
- 77:leaf=0.00345463608,cover=0
- 78:leaf=-0.00548015628,cover=0
- 4:[Sulc0<-0.487093836] yes=9,no=10,missing=10,gain=0.559458137,cover=138972
- 9:[LGI5<2.46931005] yes=19,no=20,missing=19,gain=0.328814507,cover=257
- 19:[LGI5<2.21018219] yes=39,no=40,missing=39,gain=0.422889233,cover=237
- 39:[Area5<0.57817024] yes=79,no=80,missing=79,gain=0.577218473,cover=71
- 79:leaf=-0.00807320699,cover=0
- 80:leaf=0.00137290906,cover=0
- 40:[LGI5<2.25958419] yes=81,no=82,missing=81,gain=1.09357202,cover=166
- 81:leaf=0.00800336804,cover=0
- 82:leaf=-0.00226997375,cover=0
- 20:[Curv5<0.174639657] yes=41,no=42,missing=42,gain=0.169079542,cover=20
- 41:[Ecc<1.10530448] yes=83,no=84,missing=83,gain=0.023976326,cover=13
- 83:leaf=-0.0120396093,cover=0
- 84:leaf=-0.0017926991,cover=0
- 42:[Ecc<0.353712648] yes=85,no=86,missing=86,gain=0.0505108424,cover=7
- 85:leaf=0.00388271036,cover=0
- 86:leaf=-0.00413887529,cover=0
- 10:[PialCurv5<0.0720715299] yes=21,no=22,missing=21,gain=0.635129452,cover=138715
- 21:[Sulc0<0.762988985] yes=43,no=44,missing=44,gain=1.67516327,cover=2822
- 43:[Area5<0.453641325] yes=87,no=88,missing=87,gain=1.19342291,cover=2153
- 87:leaf=0.0158727877,cover=0
- 88:leaf=6.06431058e-05,cover=0
- 44:[Ecc<14.28263] yes=89,no=90,missing=89,gain=1.19636869,cover=669
- 89:leaf=0.00635915576,cover=0
- 90:leaf=0.00167336338,cover=0
- 22:[LGI5<3.41813922] yes=45,no=46,missing=45,gain=0.501154065,cover=135893
- 45:[LGI5<3.30554914] yes=91,no=92,missing=92,gain=1.89099658,cover=124391
- 91:leaf=9.15786004e-05,cover=0
- 92:leaf=-0.000715412607,cover=0
- 46:[Sulc0<1.16950965] yes=93,no=94,missing=93,gain=1.35939705,cover=11502
- 93:leaf=0.000725806458,cover=0
- 94:leaf=-0.000483841781,cover=0
- 2:[Curv5<0.137416571] yes=5,no=6,missing=5,gain=0.317890942,cover=4983994
- 5:[Sulc0<1.06550956] yes=11,no=12,missing=11,gain=1.51034093,cover=4462131
- 11:[Ecc<33.9075584] yes=23,no=24,missing=23,gain=1.61345065,cover=4443010
- 23:[Sulc0<0.636906147] yes=47,no=48,missing=47,gain=1.96706927,cover=4127245
- 47:[PialCurv5<0.185672894] yes=95,no=96,missing=95,gain=1.42738867,cover=3976649
- 95:leaf=-4.34931962e-06,cover=0
- 96:leaf=0.000142880264,cover=0
- 48:[Pol<54.5053368] yes=97,no=98,missing=98,gain=8.49487877,cover=150596
- 97:leaf=0.00487697497,cover=0
- 98:leaf=0.000156052978,cover=0
- 24:[MidArea5<0.670836151] yes=49,no=50,missing=49,gain=7.15431213,cover=315765
- 49:[Pol<37.1539459] yes=99,no=100,missing=99,gain=8.02083969,cover=63950
- 99:leaf=0.000690087443,cover=0
- 100:leaf=-0.000827510026,cover=0
- 50:[LGI5<2.86381269] yes=101,no=102,missing=101,gain=5.99634075,cover=251815
- 101:leaf=-0.000735303329,cover=0
- 102:leaf=9.11331372e-05,cover=0
- 12:[Area5<0.651789546] yes=25,no=26,missing=25,gain=4.3110218,cover=19121
- 25:[PialArea5<0.436710119] yes=51,no=52,missing=51,gain=3.44277,cover=1659
- 51:[Pol<84.1277542] yes=103,no=104,missing=104,gain=2.00021195,cover=1265
- 103:leaf=-0.00383888045,cover=0
- 104:leaf=0.00054813223,cover=0
- 52:[Ecc<23.1745358] yes=105,no=106,missing=105,gain=1.1032691,cover=394
- 105:leaf=-0.0107777892,cover=0
- 106:leaf=-0.00455647334,cover=0
- 26:[Ecc<28.2834949] yes=53,no=54,missing=53,gain=3.4563694,cover=17462
- 53:[PialCurv5<0.164156988] yes=107,no=108,missing=107,gain=4.03031492,cover=4831
- 107:leaf=-0.00422052434,cover=0
- 108:leaf=9.4293915e-05,cover=0
- 54:[Pol<111.326981] yes=109,no=110,missing=110,gain=2.34439754,cover=12631
- 109:leaf=0.00130931602,cover=0
- 110:leaf=-0.00124081573,cover=0
- 6:[PialCurv5<0.0851107761] yes=13,no=14,missing=14,gain=1.86342371,cover=521863
- 13:[Sulc0<-0.413983464] yes=27,no=28,missing=28,gain=2.05329609,cover=10330
- 27:[Ecc<0.353712648] yes=55,no=56,missing=55,gain=2.90971112,cover=429
- 55:[Area5<0.593548477] yes=111,no=112,missing=111,gain=4.70668888,cover=31
- 111:leaf=0.032435067,cover=0
- 112:leaf=-0.00736999465,cover=0
- 56:[Ecc<0.783076942] yes=113,no=114,missing=113,gain=2.61617613,cover=398
- 113:leaf=-0.00552689657,cover=0
- 114:leaf=0.00478693657,cover=0
- 28:[LGI5<3.94193578] yes=57,no=58,missing=57,gain=1.53323889,cover=9901
- 57:[Ecc<41.2560654] yes=115,no=116,missing=115,gain=1.49280596,cover=9844
- 115:leaf=0.000353754935,cover=0
- 116:leaf=0.00533155678,cover=0
- 58:[Sulc0<0.167916268] yes=117,no=118,missing=117,gain=1.07410002,cover=57
- 117:leaf=0.0117120743,cover=0
- 118:leaf=-0.00584218372,cover=0
- 14:[LGI5<2.34364653] yes=29,no=30,missing=29,gain=1.60866904,cover=511533
- 29:[Sulc0<-0.487093836] yes=59,no=60,missing=59,gain=2.8688314,cover=49720
- 59:[Ecc<2.6675415] yes=119,no=120,missing=119,gain=3.10934615,cover=471
- 119:leaf=-0.0054766736,cover=0
- 120:leaf=0.00864084344,cover=0
- 60:[Sulc0<0.915739596] yes=121,no=122,missing=122,gain=2.08862758,cover=49249
- 121:leaf=-0.000295666599,cover=0
- 122:leaf=0.0100324703,cover=0
- 30:[Sulc0<-0.173886195] yes=61,no=62,missing=61,gain=2.93533039,cover=461813
- 61:[Ecc<2.73602629] yes=123,no=124,missing=123,gain=6.10840416,cover=12727
- 123:leaf=-0.00026184693,cover=0
- 124:leaf=0.00194062968,cover=0
- 62:[Sulc0<0.210163057] yes=125,no=126,missing=125,gain=2.47834635,cover=449086
- 125:leaf=-0.000313598517,cover=0
- 126:leaf=6.78217339e-06,cover=0
-booster[848]:
-0:[MidArea5<0.439916283] yes=1,no=2,missing=1,gain=0.274956375,cover=5124388
- 1:[Area5<0.64983958] yes=3,no=4,missing=4,gain=2.25695157,cover=40033
- 3:[PialArea5<0.511941612] yes=7,no=8,missing=7,gain=0.631974578,cover=38959
- 7:[Ecc<4.33753681] yes=15,no=16,missing=15,gain=0.597355187,cover=38593
- 15:[Pol<22.2436924] yes=31,no=32,missing=32,gain=0.477504164,cover=11679
- 31:[Ecc<3.16401935] yes=63,no=64,missing=63,gain=0.295820177,cover=32
- 63:leaf=0.00756503642,cover=0
- 64:leaf=-0.00588681921,cover=0
- 32:[Sulc0<-0.481185079] yes=65,no=66,missing=65,gain=0.489631712,cover=11647
- 65:leaf=-0.0015198699,cover=0
- 66:leaf=-0.000183177341,cover=0
- 16:[Pol<82.8478928] yes=33,no=34,missing=33,gain=0.692981839,cover=26914
- 33:[LGI5<2.44319153] yes=67,no=68,missing=67,gain=1.95908082,cover=4492
- 67:leaf=0.0066401693,cover=0
- 68:leaf=-0.000543648726,cover=0
- 34:[Curv5<0.153449878] yes=69,no=70,missing=69,gain=1.07389379,cover=22422
- 69:leaf=0.000956175034,cover=0
- 70:leaf=0.000111475318,cover=0
- 8:[LGI5<2.26652193] yes=17,no=18,missing=17,gain=0.403080463,cover=366
- 17:[Pol<68.895668] yes=35,no=36,missing=35,gain=0.0795846507,cover=40
- 35:[Pol<41.8258972] yes=71,no=72,missing=72,gain=0.0383592024,cover=17
- 71:leaf=-0.00288692885,cover=0
- 72:leaf=0.00177053071,cover=0
- 36:[PialCurv5<-0.210138425] yes=73,no=74,missing=73,gain=0.0192219764,cover=23
- 73:leaf=-0.00185242004,cover=0
- 74:leaf=-0.00535474811,cover=0
- 18:[Curv5<-0.200394869] yes=37,no=38,missing=37,gain=0.250080764,cover=326
- 37:[Ecc<7.24576569] yes=75,no=76,missing=75,gain=0.456032395,cover=253
- 75:leaf=0.00163519324,cover=0
- 76:leaf=0.00594213884,cover=0
- 38:[Ecc<20.3925476] yes=77,no=78,missing=77,gain=0.22759977,cover=73
- 77:leaf=0.00121217535,cover=0
- 78:leaf=-0.00689065224,cover=0
- 4:[Ecc<8.97079182] yes=9,no=10,missing=9,gain=0.85362792,cover=1074
- 9:[Curv5<0.20983994] yes=19,no=20,missing=19,gain=0.763263941,cover=401
- 19:[Sulc0<0.795422614] yes=39,no=40,missing=39,gain=0.731973648,cover=192
- 39:[PialCurv5<0.371846795] yes=79,no=80,missing=79,gain=0.468781471,cover=82
- 79:leaf=0.012823293,cover=0
- 80:leaf=0.00470323162,cover=0
- 40:[LGI5<2.99594808] yes=81,no=82,missing=81,gain=0.230092645,cover=110
- 81:leaf=0.00422699749,cover=0
- 82:leaf=-0.0068798922,cover=0
- 20:[Curv5<0.266060919] yes=41,no=42,missing=41,gain=0.472706586,cover=209
- 41:[Pol<111.846848] yes=83,no=84,missing=84,gain=0.352229774,cover=180
- 83:leaf=0.00165740959,cover=0
- 84:leaf=-0.00800241064,cover=0
- 42:[Ecc<8.23836613] yes=85,no=86,missing=85,gain=0.14153403,cover=29
- 85:leaf=0.00606284617,cover=0
- 86:leaf=0.0160056315,cover=0
- 10:[LGI5<2.81919122] yes=21,no=22,missing=22,gain=1.14918339,cover=673
- 21:[Pol<121.948479] yes=43,no=44,missing=43,gain=0.204886794,cover=51
- 43:[Curv5<0.199476883] yes=87,no=88,missing=88,gain=0.0829075575,cover=48
- 87:leaf=-0.0086702602,cover=0
- 88:leaf=-0.00418885518,cover=0
- 44:leaf=0.00549576292,cover=0
- 22:[Curv5<0.245671451] yes=45,no=46,missing=45,gain=0.615621626,cover=622
- 45:[PialCurv5<0.164156988] yes=89,no=90,missing=89,gain=0.718640089,cover=491
- 89:leaf=-0.00401585503,cover=0
- 90:leaf=0.00324431225,cover=0
- 46:[Ecc<25.981123] yes=91,no=92,missing=92,gain=0.511990547,cover=131
- 91:leaf=0.00603153836,cover=0
- 92:leaf=-0.00248040608,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.430150777,cover=5084355
- 5:[Area5<0.675895274] yes=11,no=12,missing=11,gain=1.6531179,cover=6203
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=23,gain=0.75837028,cover=2737
- 23:[LGI5<3.39750218] yes=47,no=48,missing=47,gain=0.372463703,cover=2546
- 47:[LGI5<3.33014965] yes=93,no=94,missing=93,gain=0.945094943,cover=2368
- 93:leaf=-0.00104717899,cover=0
- 94:leaf=-0.00571493944,cover=0
- 48:[Ecc<18.8860435] yes=95,no=96,missing=95,gain=0.935800016,cover=178
- 95:leaf=0.0046548578,cover=0
- 96:leaf=-0.00255775615,cover=0
- 24:[Ecc<47.7892265] yes=49,no=50,missing=49,gain=0.167760491,cover=191
- 49:[Ecc<8.55626965] yes=97,no=98,missing=98,gain=0.144757986,cover=170
- 97:leaf=0.0048475503,cover=0
- 98:leaf=-0.0050871959,cover=0
- 50:[Area5<0.664770067] yes=99,no=100,missing=99,gain=0.20424071,cover=21
- 99:leaf=0.00364176743,cover=0
- 100:leaf=-0.00601269351,cover=0
- 12:[MidArea5<0.451744556] yes=25,no=26,missing=25,gain=1.21604502,cover=3466
- 25:[Sulc0<1.25822949] yes=51,no=52,missing=51,gain=0.343272924,cover=460
- 51:[Curv5<0.120553598] yes=101,no=102,missing=102,gain=0.206245542,cover=378
- 101:leaf=-0.00808913168,cover=0
- 102:leaf=0.0034467224,cover=0
- 52:[Pol<80.2322083] yes=103,no=104,missing=103,gain=0.526654899,cover=82
- 103:leaf=-0.00540515874,cover=0
- 104:leaf=0.00279954029,cover=0
- 26:[Ecc<3.16401935] yes=53,no=54,missing=54,gain=0.771540821,cover=3006
- 53:[LGI5<2.45932961] yes=105,no=106,missing=105,gain=0.290290415,cover=95
- 105:leaf=6.48007335e-05,cover=0
- 106:leaf=0.00611620164,cover=0
- 54:[Curv5<0.169394374] yes=107,no=108,missing=108,gain=0.763202071,cover=2911
- 107:leaf=0.00100080518,cover=0
- 108:leaf=-0.000747539219,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=13,gain=0.299401075,cover=5078152
- 13:[PialCurv5<-0.161598593] yes=27,no=28,missing=27,gain=1.76007903,cover=18514
- 27:[Pol<53.6550331] yes=55,no=56,missing=55,gain=1.36432588,cover=13948
- 55:[Pol<45.5953903] yes=109,no=110,missing=109,gain=2.08674741,cover=7521
- 109:leaf=0.000273268379,cover=0
- 110:leaf=-0.00273733516,cover=0
- 56:[Pol<139.671173] yes=111,no=112,missing=111,gain=1.98225069,cover=6427
- 111:leaf=0.00184389146,cover=0
- 112:leaf=8.50027063e-05,cover=0
- 28:[Sulc0<-0.609302223] yes=57,no=58,missing=57,gain=0.882636607,cover=4566
- 57:[PialArea5<0.480917931] yes=113,no=114,missing=114,gain=1.23468935,cover=2058
- 113:leaf=0.0121774701,cover=0
- 114:leaf=-8.64172307e-06,cover=0
- 58:[Ecc<3.73767829] yes=115,no=116,missing=116,gain=1.54884207,cover=2508
- 115:leaf=-0.00722636282,cover=0
- 116:leaf=-0.00102124177,cover=0
- 14:[PialCurv5<-0.167439327] yes=29,no=30,missing=29,gain=0.286755919,cover=5059638
- 29:[Sulc0<-0.407819748] yes=59,no=60,missing=59,gain=3.06704736,cover=105305
- 59:[PialArea5<0.803608477] yes=117,no=118,missing=117,gain=2.26648259,cover=94136
- 117:leaf=-0.000289549673,cover=0
- 118:leaf=0.000210953323,cover=0
- 60:[Ecc<3.03937531] yes=119,no=120,missing=119,gain=2.02437806,cover=11169
- 119:leaf=0.00427880837,cover=0
- 120:leaf=-0.000954238407,cover=0
- 30:[Curv5<-0.26661092] yes=61,no=62,missing=61,gain=0.98159045,cover=4954333
- 61:[Area5<0.753010809] yes=121,no=122,missing=121,gain=2.04865742,cover=200648
- 121:leaf=7.79000329e-05,cover=0
- 122:leaf=0.000934631855,cover=0
- 62:[Pol<178.093033] yes=123,no=124,missing=123,gain=0.467436671,cover=4753685
- 123:leaf=-5.7675943e-06,cover=0
- 124:leaf=0.000142490913,cover=0
-booster[849]:
-0:[PialArea5<0.360595763] yes=1,no=2,missing=1,gain=0.26972872,cover=5124388
- 1:[LGI5<3.42912889] yes=3,no=4,missing=3,gain=0.741867065,cover=283012
- 3:[LGI5<3.31338549] yes=7,no=8,missing=8,gain=2.04465437,cover=258987
- 7:[Pol<95.050293] yes=15,no=16,missing=15,gain=1.36070251,cover=242974
- 15:[Sulc0<0.849368811] yes=31,no=32,missing=31,gain=3.48877716,cover=81357
- 31:[LGI5<3.1900804] yes=63,no=64,missing=63,gain=2.22408295,cover=45302
- 63:leaf=0.00061267335,cover=0
- 64:leaf=-0.000774726563,cover=0
- 32:[LGI5<3.268116] yes=65,no=66,missing=65,gain=2.95459366,cover=36055
- 65:leaf=-0.000275769649,cover=0
- 66:leaf=0.00138304732,cover=0
- 16:[Curv5<0.0473068655] yes=33,no=34,missing=33,gain=0.725868821,cover=161617
- 33:[Curv5<-0.156904668] yes=67,no=68,missing=68,gain=2.06162,cover=1272
- 67:leaf=0.00194906071,cover=0
- 68:leaf=-0.00249299943,cover=0
- 34:[Pol<119.248337] yes=69,no=70,missing=70,gain=0.777897477,cover=160345
- 69:leaf=-5.25127798e-05,cover=0
- 70:leaf=0.000313406519,cover=0
- 8:[PialCurv5<0.329096764] yes=17,no=18,missing=17,gain=3.57827973,cover=16013
- 17:[Ecc<15.121048] yes=35,no=36,missing=36,gain=4.76412773,cover=9562
- 35:[Curv5<0.101325236] yes=71,no=72,missing=71,gain=4.0114131,cover=2492
- 71:leaf=0.00654463982,cover=0
- 72:leaf=4.81259885e-05,cover=0
- 36:[Ecc<39.5502243] yes=73,no=74,missing=73,gain=5.56576061,cover=7070
- 73:leaf=-0.00244175829,cover=0
- 74:leaf=0.00126881024,cover=0
- 18:[Area5<0.598585367] yes=37,no=38,missing=37,gain=1.00227475,cover=6451
- 37:[LGI5<3.35709596] yes=75,no=76,missing=75,gain=1.83147418,cover=831
- 75:leaf=-0.00326850149,cover=0
- 76:leaf=0.00146820769,cover=0
- 38:[Area5<0.894858658] yes=77,no=78,missing=78,gain=0.728463888,cover=5620
- 77:leaf=0.000574523059,cover=0
- 78:leaf=0.00703404564,cover=0
- 4:[Pol<25.2957573] yes=9,no=10,missing=9,gain=1.52306938,cover=24025
- 9:[LGI5<3.64692807] yes=19,no=20,missing=20,gain=0.319621921,cover=79
- 19:[PialCurv5<0.493508637] yes=39,no=40,missing=39,gain=0.224416018,cover=49
- 39:[LGI5<3.56741142] yes=79,no=80,missing=79,gain=0.247045606,cover=48
- 79:leaf=-0.00680381898,cover=0
- 80:leaf=0.000990932807,cover=0
- 40:leaf=0.012762541,cover=0
- 20:[LGI5<3.74316525] yes=41,no=42,missing=41,gain=0.216278076,cover=30
- 41:[Sulc0<-0.137935251] yes=81,no=82,missing=82,gain=0.0745545626,cover=27
- 81:leaf=-0.00318417395,cover=0
- 82:leaf=-0.0128844995,cover=0
- 42:[Sulc0<0.869075775] yes=83,no=84,missing=83,gain=0.0312321745,cover=3
- 83:leaf=0.00623681536,cover=0
- 84:leaf=-0.00194284914,cover=0
- 10:[Pol<74.0505524] yes=21,no=22,missing=22,gain=0.988505125,cover=23946
- 21:[Sulc0<1.06550956] yes=43,no=44,missing=43,gain=4.25906754,cover=2239
- 43:[LGI5<3.84897733] yes=85,no=86,missing=85,gain=1.86874962,cover=948
- 85:leaf=0.00470756879,cover=0
- 86:leaf=-0.00205154018,cover=0
- 44:[Ecc<36.5542564] yes=87,no=88,missing=87,gain=0.642929435,cover=1291
- 87:leaf=0.0013921432,cover=0
- 88:leaf=-0.00117831095,cover=0
- 22:[Pol<101.159882] yes=45,no=46,missing=45,gain=1.02253449,cover=21707
- 45:[Sulc0<0.795422614] yes=89,no=90,missing=89,gain=0.990825832,cover=14522
- 89:leaf=-0.000873387733,cover=0
- 90:leaf=0.000188787526,cover=0
- 46:[PialCurv5<0.228302389] yes=91,no=92,missing=91,gain=1.38137281,cover=7185
- 91:leaf=-0.000408969354,cover=0
- 92:leaf=0.00114614866,cover=0
- 2:[MidArea5<0.52745223] yes=5,no=6,missing=5,gain=0.341257334,cover=4841376
- 5:[PialArea5<0.672997355] yes=11,no=12,missing=12,gain=3.58726549,cover=159333
- 11:[Curv5<0.169394374] yes=23,no=24,missing=23,gain=1.28415275,cover=157354
- 23:[LGI5<2.21018219] yes=47,no=48,missing=47,gain=1.22725296,cover=111653
- 47:[Pol<148.336472] yes=93,no=94,missing=93,gain=5.03369761,cover=3675
- 93:leaf=0.00154994661,cover=0
- 94:leaf=-0.00334754144,cover=0
- 48:[LGI5<2.2730217] yes=95,no=96,missing=95,gain=3.88450098,cover=107978
- 95:leaf=-0.00162538223,cover=0
- 96:leaf=-0.000159166637,cover=0
- 24:[Sulc0<0.433680743] yes=49,no=50,missing=49,gain=2.08751416,cover=45701
- 49:[Pol<128.334747] yes=97,no=98,missing=97,gain=2.17742896,cover=28137
- 97:leaf=-0.000369844958,cover=0
- 98:leaf=0.000715593982,cover=0
- 50:[Area5<0.636136949] yes=99,no=100,missing=99,gain=2.26440644,cover=17564
- 99:leaf=0.0011741505,cover=0
- 100:leaf=3.35628611e-05,cover=0
- 12:[MidArea5<0.515777051] yes=25,no=26,missing=25,gain=1.23747015,cover=1979
- 25:[PialCurv5<-0.0999256745] yes=51,no=52,missing=51,gain=0.371407509,cover=770
- 51:[Ecc<10.7180347] yes=101,no=102,missing=101,gain=0.294232845,cover=755
- 101:leaf=0.00392074045,cover=0
- 102:leaf=-0.00228433567,cover=0
- 52:[Curv5<-0.121808149] yes=103,no=104,missing=103,gain=0.0619515032,cover=15
- 103:leaf=-0.00521851378,cover=0
- 104:leaf=0.00307327113,cover=0
- 26:[PialArea5<0.693130434] yes=53,no=54,missing=53,gain=1.07885528,cover=1209
- 53:[PialCurv5<-0.123971827] yes=105,no=106,missing=105,gain=0.564323545,cover=562
- 105:leaf=-0.00183467125,cover=0
- 106:leaf=0.00140299823,cover=0
- 54:[PialArea5<0.721636832] yes=107,no=108,missing=107,gain=0.243107438,cover=647
- 107:leaf=0.001941061,cover=0
- 108:leaf=0.00437066238,cover=0
- 6:[PialCurv5<0.343960524] yes=13,no=14,missing=13,gain=0.66894877,cover=4682043
- 13:[PialArea5<0.476533443] yes=27,no=28,missing=27,gain=1.46001434,cover=4602218
- 27:[Curv5<-0.0320370905] yes=55,no=56,missing=55,gain=2.17443824,cover=318738
- 55:[PialCurv5<-0.00372259994] yes=109,no=110,missing=110,gain=2.76270151,cover=1634
- 109:leaf=0.000155385525,cover=0
- 110:leaf=-0.00397367263,cover=0
- 56:[Sulc0<0.598320961] yes=111,no=112,missing=111,gain=1.87041748,cover=317104
- 111:leaf=0.000230301666,cover=0
- 112:leaf=-1.28672791e-05,cover=0
- 28:[Sulc0<1.02827847] yes=57,no=58,missing=57,gain=1.22899354,cover=4283480
- 57:[Curv5<0.120553598] yes=113,no=114,missing=113,gain=1.50577378,cover=4272666
- 113:leaf=-3.99264167e-07,cover=0
- 114:leaf=-0.00014309457,cover=0
- 58:[Ecc<25.5461979] yes=115,no=116,missing=116,gain=2.19771719,cover=10814
- 115:leaf=-0.00117757532,cover=0
- 116:leaf=0.00082482904,cover=0
- 14:[Curv5<0.151368812] yes=29,no=30,missing=29,gain=2.34709954,cover=79825
- 29:[PialArea5<0.467676282] yes=59,no=60,missing=59,gain=1.90254354,cover=12401
- 59:[LGI5<2.16230083] yes=117,no=118,missing=118,gain=1.11082458,cover=7019
- 117:leaf=-0.014124033,cover=0
- 118:leaf=-2.58740129e-05,cover=0
- 60:[Ecc<1.26157856] yes=119,no=120,missing=119,gain=1.44219971,cover=5382
- 119:leaf=-0.00418014312,cover=0
- 120:leaf=0.00131989818,cover=0
- 30:[Ecc<20.7119312] yes=61,no=62,missing=62,gain=1.11141932,cover=67424
- 61:[Ecc<5.27515984] yes=121,no=122,missing=121,gain=1.9213593,cover=52947
- 121:leaf=3.43257088e-05,cover=0
- 122:leaf=-0.000592722499,cover=0
- 62:[Sulc0<0.812575758] yes=123,no=124,missing=123,gain=1.4087888,cover=14477
- 123:leaf=0.00123125676,cover=0
- 124:leaf=-9.23986736e-05,cover=0
-booster[850]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=1,gain=0.269944072,cover=5124388
- 1:[LGI5<3.64692807] yes=3,no=4,missing=4,gain=0.379368156,cover=5104371
- 3:[LGI5<3.56741142] yes=7,no=8,missing=8,gain=0.874847174,cover=4983994
- 7:[Area5<0.72867924] yes=15,no=16,missing=15,gain=0.517073691,cover=4901425
- 15:[Ecc<22.0897732] yes=31,no=32,missing=32,gain=1.92078519,cover=3569063
- 31:[Ecc<10.7180347] yes=63,no=64,missing=63,gain=2.82226968,cover=3115984
- 63:leaf=-1.81410524e-05,cover=0
- 64:leaf=0.000101643804,cover=0
- 32:[LGI5<3.26095963] yes=65,no=66,missing=65,gain=4.28222179,cover=453079
- 65:leaf=-0.000219357316,cover=0
- 66:leaf=0.000101456266,cover=0
- 16:[Ecc<5.78819752] yes=33,no=34,missing=33,gain=2.58394003,cover=1332362
- 33:[Ecc<4.07113361] yes=67,no=68,missing=67,gain=5.70993757,cover=333753
- 67:leaf=6.98785807e-05,cover=0
- 68:leaf=-0.000355870638,cover=0
- 34:[LGI5<2.74668789] yes=69,no=70,missing=69,gain=4.72923279,cover=998609
- 69:leaf=0.000272496283,cover=0
- 70:leaf=1.02124486e-05,cover=0
- 8:[Ecc<34.5416374] yes=17,no=18,missing=18,gain=3.62617087,cover=82569
- 17:[Ecc<7.90440989] yes=35,no=36,missing=35,gain=2.70973635,cover=63360
- 35:[PialArea5<1.48916721] yes=71,no=72,missing=72,gain=5.50585556,cover=543
- 71:leaf=0.00237895758,cover=0
- 72:leaf=0.025549192,cover=0
- 36:[PialCurv5<-0.181738108] yes=73,no=74,missing=73,gain=2.40841985,cover=62817
- 73:leaf=-0.00268141739,cover=0
- 74:leaf=2.51093188e-05,cover=0
- 18:[PialCurv5<-0.190801308] yes=37,no=38,missing=38,gain=2.1512475,cover=19209
- 37:[Ecc<41.2560654] yes=75,no=76,missing=75,gain=0.561446905,cover=88
- 75:leaf=0.00878141727,cover=0
- 76:leaf=-0.00172420742,cover=0
- 38:[MidArea5<0.681940854] yes=77,no=78,missing=77,gain=1.49571514,cover=19121
- 77:leaf=-0.00137189543,cover=0
- 78:leaf=-0.000458261318,cover=0
- 4:[Ecc<14.28263] yes=9,no=10,missing=10,gain=5.34329748,cover=120377
- 9:[Area5<0.802302957] yes=19,no=20,missing=19,gain=1.59848475,cover=15912
- 19:[MidArea5<1.09619975] yes=39,no=40,missing=39,gain=1.72980976,cover=14614
- 39:[Area5<0.621834755] yes=79,no=80,missing=79,gain=1.62347555,cover=14594
- 79:leaf=5.0224884e-05,cover=0
- 80:leaf=-0.00121726876,cover=0
- 40:[PialCurv5<-0.0896686092] yes=81,no=82,missing=82,gain=0.236007571,cover=20
- 81:leaf=0.018702304,cover=0
- 82:leaf=0.00693094498,cover=0
- 20:[Pol<28.4081879] yes=41,no=42,missing=41,gain=1.66629291,cover=1298
- 41:[PialCurv5<-0.0693148375] yes=83,no=84,missing=83,gain=3.3137238,cover=195
- 83:leaf=0.00129907008,cover=0
- 84:leaf=0.0161274634,cover=0
- 42:[Ecc<12.0179253] yes=85,no=86,missing=85,gain=1.23523772,cover=1103
- 85:leaf=-0.00212083221,cover=0
- 86:leaf=0.00138563814,cover=0
- 10:[Sulc0<-0.00176540145] yes=21,no=22,missing=21,gain=2.24525881,cover=104465
- 21:[PialCurv5<0.0308136549] yes=43,no=44,missing=44,gain=3.94067478,cover=45977
- 43:[LGI5<3.70550299] yes=87,no=88,missing=87,gain=2.19881964,cover=42476
- 87:leaf=0.000837655913,cover=0
- 88:leaf=8.32233854e-05,cover=0
- 44:[Area5<0.746306419] yes=89,no=90,missing=90,gain=4.40123749,cover=3501
- 89:leaf=0.00101553032,cover=0
- 90:leaf=0.00501210568,cover=0
- 22:[Pol<12.2267933] yes=45,no=46,missing=45,gain=3.60564137,cover=58488
- 45:[Curv5<-0.119937547] yes=91,no=92,missing=92,gain=2.68966198,cover=474
- 91:leaf=-0.00203384785,cover=0
- 92:leaf=0.00656403974,cover=0
- 46:[PialCurv5<0.167567819] yes=93,no=94,missing=93,gain=3.74931884,cover=58014
- 93:leaf=-0.000325560686,cover=0
- 94:leaf=0.000510687649,cover=0
- 2:[Pol<92.7492142] yes=5,no=6,missing=6,gain=1.60057247,cover=20017
- 5:[Ecc<12.0179253] yes=11,no=12,missing=11,gain=2.31180167,cover=8614
- 11:[Pol<29.3809395] yes=23,no=24,missing=23,gain=2.02991104,cover=334
- 23:[PialArea5<0.922987998] yes=47,no=48,missing=47,gain=1.11894417,cover=79
- 47:[Area5<0.626857519] yes=95,no=96,missing=95,gain=0.099313736,cover=64
- 95:leaf=0.0030474232,cover=0
- 96:leaf=0.0136075011,cover=0
- 48:[MidArea5<0.866550922] yes=97,no=98,missing=97,gain=0.0421454012,cover=15
- 97:leaf=0.00126289134,cover=0
- 98:leaf=-0.00387388072,cover=0
- 24:[PialArea5<0.628734469] yes=49,no=50,missing=50,gain=0.732611418,cover=255
- 49:[PialCurv5<-0.0704385936] yes=99,no=100,missing=99,gain=0.158719033,cover=86
- 99:leaf=-0.00486400072,cover=0
- 100:leaf=-0.000565075257,cover=0
- 50:[Pol<74.7525482] yes=101,no=102,missing=101,gain=0.637814403,cover=169
- 101:leaf=0.00199456397,cover=0
- 102:leaf=0.0117401984,cover=0
- 12:[Sulc0<0.218763664] yes=25,no=26,missing=25,gain=1.81119752,cover=8280
- 25:[PialArea5<0.747707367] yes=51,no=52,missing=51,gain=2.98629189,cover=4987
- 51:[Curv5<0.081820026] yes=103,no=104,missing=103,gain=1.80900002,cover=1992
- 103:leaf=-0.0037353877,cover=0
- 104:leaf=-2.53987855e-05,cover=0
- 52:[MidArea5<1.02408183] yes=105,no=106,missing=105,gain=0.908284426,cover=2995
- 105:leaf=-0.000620563223,cover=0
- 106:leaf=0.00439945376,cover=0
- 26:[Pol<71.8249207] yes=53,no=54,missing=53,gain=2.28591609,cover=3293
- 53:[Ecc<32.0879669] yes=107,no=108,missing=107,gain=1.26040471,cover=1945
- 107:leaf=0.0029769484,cover=0
- 108:leaf=0.00026051802,cover=0
- 54:[MidArea5<0.543015957] yes=109,no=110,missing=109,gain=2.6920321,cover=1348
- 109:leaf=0.0015278483,cover=0
- 110:leaf=-0.00316221267,cover=0
- 6:[Ecc<16.2597466] yes=13,no=14,missing=13,gain=1.27202773,cover=11403
- 13:[Area5<0.633885562] yes=27,no=28,missing=27,gain=0.793183565,cover=2121
- 27:[Sulc0<0.244668111] yes=55,no=56,missing=56,gain=1.38511729,cover=415
- 55:[PialArea5<0.780359626] yes=111,no=112,missing=111,gain=0.611412883,cover=267
- 111:leaf=-0.000530983263,cover=0
- 112:leaf=0.004582447,cover=0
- 56:[Pol<104.929901] yes=113,no=114,missing=114,gain=1.56324601,cover=148
- 113:leaf=-0.00278186565,cover=0
- 114:leaf=0.00975825172,cover=0
- 28:[MidArea5<0.605162561] yes=57,no=58,missing=57,gain=0.691862345,cover=1706
- 57:[Ecc<11.1913614] yes=115,no=116,missing=115,gain=0.564540625,cover=583
- 115:leaf=-0.00622247532,cover=0
- 116:leaf=-0.000137579147,cover=0
- 58:[Sulc0<0.345196545] yes=117,no=118,missing=117,gain=1.42895699,cover=1123
- 117:leaf=0.000587967923,cover=0
- 118:leaf=0.00483977096,cover=0
- 14:[Area5<0.790145099] yes=29,no=30,missing=29,gain=1.48391223,cover=9282
- 29:[Ecc<19.170145] yes=59,no=60,missing=59,gain=0.92350179,cover=8141
- 59:[Area5<0.724280655] yes=119,no=120,missing=120,gain=1.32053709,cover=1728
- 119:leaf=0.000134207003,cover=0
- 120:leaf=-0.00280381157,cover=0
- 60:[Area5<0.67996794] yes=121,no=122,missing=121,gain=1.29473758,cover=6413
- 121:leaf=-0.000338114623,cover=0
- 122:leaf=0.00109352602,cover=0
- 30:[Ecc<17.7876587] yes=61,no=62,missing=61,gain=1.14122677,cover=1141
- 61:[MidArea5<0.94823128] yes=123,no=124,missing=124,gain=0.290249079,cover=112
- 123:leaf=0.0016667482,cover=0
- 124:leaf=0.0078024636,cover=0
- 62:[Pol<163.028091] yes=125,no=126,missing=126,gain=1.13536215,cover=1029
- 125:leaf=-0.00323912106,cover=0
- 126:leaf=0.000547273725,cover=0
-booster[851]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.262163579,cover=5124388
- 1:[Area5<0.610838115] yes=3,no=4,missing=4,gain=0.422068149,cover=20016
- 3:[Ecc<0.783076942] yes=7,no=8,missing=8,gain=0.420870483,cover=18642
- 7:[LGI5<2.5416429] yes=15,no=16,missing=15,gain=0.660159886,cover=855
- 15:[LGI5<2.44006681] yes=31,no=32,missing=31,gain=0.761760354,cover=807
- 31:[Sulc0<-0.237935558] yes=61,no=62,missing=61,gain=0.279996783,cover=606
- 61:leaf=-0.000109662549,cover=0
- 62:leaf=0.00216347142,cover=0
- 32:[Area5<0.589787364] yes=63,no=64,missing=63,gain=1.03843939,cover=201
- 63:leaf=0.00526514277,cover=0
- 64:leaf=-0.00768849254,cover=0
- 16:[Pol<150.62207] yes=33,no=34,missing=33,gain=0.179621994,cover=48
- 33:leaf=-0.0126372492,cover=0
- 34:[Area5<0.595263004] yes=65,no=66,missing=65,gain=0.0631404668,cover=43
- 65:leaf=-0.0025439614,cover=0
- 66:leaf=-0.0093331309,cover=0
- 8:[Ecc<1.3629595] yes=17,no=18,missing=17,gain=0.839854002,cover=17787
- 17:[LGI5<2.48283219] yes=35,no=36,missing=36,gain=0.456054747,cover=410
- 35:[Pol<22.2436924] yes=67,no=68,missing=67,gain=0.324992687,cover=336
- 67:leaf=0.00709098065,cover=0
- 68:leaf=-0.00165682274,cover=0
- 36:[LGI5<2.48931384] yes=69,no=70,missing=69,gain=0.444963813,cover=74
- 69:leaf=-0.0145827681,cover=0
- 70:leaf=-0.00394083792,cover=0
- 18:[Sulc0<-0.546384335] yes=37,no=38,missing=37,gain=0.542599499,cover=17377
- 37:[LGI5<2.74134016] yes=71,no=72,missing=71,gain=1.5570395,cover=322
- 71:leaf=0.00522520533,cover=0
- 72:leaf=-0.00175939768,cover=0
- 38:[Sulc0<-0.188964635] yes=73,no=74,missing=73,gain=0.692031741,cover=17055
- 73:leaf=-0.00139126508,cover=0
- 74:leaf=0.000149402782,cover=0
- 4:[Pol<36.2100182] yes=9,no=10,missing=9,gain=0.312836945,cover=1374
- 9:[Ecc<28.2834949] yes=19,no=20,missing=20,gain=0.157643259,cover=9
- 19:leaf=-0.00509693613,cover=0
- 20:[Ecc<47.7892265] yes=39,no=40,missing=39,gain=0.0709649324,cover=8
- 39:[LGI5<2.76843596] yes=75,no=76,missing=76,gain=0.00346422195,cover=7
- 75:leaf=0.00389729138,cover=0
- 76:leaf=0.0144740464,cover=0
- 40:leaf=-0.000246661919,cover=0
- 10:[PialCurv5<0.167567819] yes=21,no=22,missing=22,gain=0.309819102,cover=1365
- 21:[Ecc<23.9349174] yes=41,no=42,missing=41,gain=0.413884133,cover=122
- 41:[Ecc<8.55626965] yes=77,no=78,missing=77,gain=0.918544888,cover=92
- 77:leaf=-0.00224466017,cover=0
- 78:leaf=0.0100631937,cover=0
- 42:[Ecc<28.7730255] yes=79,no=80,missing=79,gain=0.0470463037,cover=30
- 79:leaf=-0.00929820072,cover=0
- 80:leaf=-0.00462434115,cover=0
- 22:[LGI5<3.00232744] yes=43,no=44,missing=44,gain=0.421978951,cover=1243
- 43:[Pol<76.1517639] yes=81,no=82,missing=82,gain=0.558565378,cover=819
- 81:leaf=0.00576624228,cover=0
- 82:leaf=0.000207042234,cover=0
- 44:[LGI5<3.07984829] yes=83,no=84,missing=83,gain=1.32366323,cover=424
- 83:leaf=0.00818337034,cover=0
- 84:leaf=0.00110752729,cover=0
- 2:[LGI5<3.94193578] yes=5,no=6,missing=5,gain=0.240434662,cover=5104372
- 5:[LGI5<3.64692807] yes=11,no=12,missing=11,gain=0.351165682,cover=5084381
- 11:[LGI5<3.56741142] yes=23,no=24,missing=23,gain=0.747651041,cover=4964389
- 23:[Area5<0.72867924] yes=45,no=46,missing=45,gain=0.49749589,cover=4881991
- 45:[Ecc<22.0897732] yes=85,no=86,missing=85,gain=1.88600397,cover=3549629
- 85:leaf=4.54563178e-06,cover=0
- 86:leaf=-0.000105058563,cover=0
- 46:[Ecc<21.0377083] yes=87,no=88,missing=87,gain=2.52519369,cover=1332362
- 87:leaf=-1.28725542e-05,cover=0
- 88:leaf=0.000146840408,cover=0
- 24:[Ecc<42.1016579] yes=47,no=48,missing=47,gain=3.43677068,cover=82398
- 47:[Sulc0<0.29007864] yes=89,no=90,missing=89,gain=2.89217496,cover=74262
- 89:leaf=0.000185543729,cover=0
- 90:leaf=-0.000467697217,cover=0
- 48:[Area5<0.732334435] yes=91,no=92,missing=91,gain=3.14169598,cover=8136
- 91:leaf=-0.00199320284,cover=0
- 92:leaf=-1.26649784e-05,cover=0
- 12:[Ecc<14.28263] yes=25,no=26,missing=25,gain=5.10252428,cover=119992
- 25:[Ecc<7.24576569] yes=49,no=50,missing=49,gain=1.49678636,cover=15870
- 49:[LGI5<3.84897733] yes=93,no=94,missing=93,gain=0.293023109,cover=178
- 93:leaf=-0.00622358685,cover=0
- 94:leaf=-0.00084746239,cover=0
- 50:[Pol<29.3809395] yes=95,no=96,missing=96,gain=2.10510898,cover=15692
- 95:leaf=0.000767080521,cover=0
- 96:leaf=-0.000927486923,cover=0
- 26:[Sulc0<-0.00176540145] yes=51,no=52,missing=51,gain=1.96538198,cover=104122
- 51:[PialArea5<0.601145923] yes=97,no=98,missing=97,gain=3.80817175,cover=45957
- 97:leaf=0.00275956071,cover=0
- 98:leaf=0.000366224034,cover=0
- 52:[Pol<13.2006302] yes=99,no=100,missing=99,gain=3.24261498,cover=58165
- 99:leaf=0.00381190516,cover=0
- 100:leaf=-1.80505976e-05,cover=0
- 6:[Ecc<14.9070177] yes=13,no=14,missing=13,gain=1.48144674,cover=19991
- 13:[Sulc0<0.0451717228] yes=27,no=28,missing=27,gain=1.22309065,cover=2256
- 27:[Ecc<11.8489361] yes=53,no=54,missing=53,gain=1.65031147,cover=1310
- 53:[Pol<33.3267784] yes=101,no=102,missing=101,gain=1.91443288,cover=312
- 101:leaf=0.00966812018,cover=0
- 102:leaf=0.000839004235,cover=0
- 54:[Area5<0.770300686] yes=103,no=104,missing=103,gain=0.773106098,cover=998
- 103:leaf=-0.000639766629,cover=0
- 104:leaf=-0.00721022068,cover=0
- 28:[PialCurv5<0.125401646] yes=55,no=56,missing=55,gain=2.70343351,cover=946
- 55:[Sulc0<0.528918922] yes=105,no=106,missing=105,gain=1.2037797,cover=306
- 105:leaf=0.00498860236,cover=0
- 106:leaf=0.0141561422,cover=0
- 56:[Pol<102.241241] yes=107,no=108,missing=107,gain=0.842689931,cover=640
- 107:leaf=-0.00217306591,cover=0
- 108:leaf=0.00175509718,cover=0
- 14:[Pol<118.712891] yes=29,no=30,missing=29,gain=1.50330186,cover=17735
- 29:[Sulc0<0.244668111] yes=57,no=58,missing=57,gain=1.5007441,cover=9973
- 57:[PialCurv5<-0.0245349593] yes=109,no=110,missing=110,gain=3.06403399,cover=4715
- 109:leaf=-0.000241952948,cover=0
- 110:leaf=-0.00280712382,cover=0
- 58:[Area5<0.584141672] yes=111,no=112,missing=111,gain=1.87798679,cover=5258
- 111:leaf=0.0048956736,cover=0
- 112:leaf=-0.000329285249,cover=0
- 30:[PialArea5<0.81902951] yes=59,no=60,missing=60,gain=1.14291322,cover=7762
- 59:[Area5<0.667375207] yes=113,no=114,missing=113,gain=0.873438239,cover=3375
- 113:leaf=-0.000100284815,cover=0
- 114:leaf=0.00154177786,cover=0
- 60:[MidArea5<0.751701534] yes=115,no=116,missing=115,gain=1.26437485,cover=4387
- 115:leaf=-0.00253426679,cover=0
- 116:leaf=-9.70324254e-06,cover=0
-booster[852]:
-0:[PialArea5<0.555011809] yes=1,no=2,missing=1,gain=0.264033049,cover=5124388
- 1:[PialCurv5<0.0193316489] yes=3,no=4,missing=4,gain=2.8774507,cover=1149702
- 3:[Ecc<8.48579407] yes=7,no=8,missing=7,gain=3.94733453,cover=62887
- 7:[LGI5<3.23225117] yes=15,no=16,missing=15,gain=2.50508451,cover=37047
- 15:[LGI5<3.13142419] yes=31,no=32,missing=32,gain=3.07275963,cover=36770
- 31:[LGI5<2.97899532] yes=63,no=64,missing=63,gain=2.54008198,cover=36441
- 63:leaf=-4.07301086e-05,cover=0
- 64:leaf=0.00246515824,cover=0
- 32:[Sulc0<-0.0172607526] yes=65,no=66,missing=66,gain=3.41051435,cover=329
- 65:leaf=-0.00236126385,cover=0
- 66:leaf=-0.0153872324,cover=0
- 16:[Area5<0.748478889] yes=33,no=34,missing=33,gain=1.81048441,cover=277
- 33:[Ecc<7.08616447] yes=67,no=68,missing=67,gain=1.51712072,cover=273
- 67:leaf=-0.00318716699,cover=0
- 68:leaf=0.0060561765,cover=0
- 34:[Ecc<7.34691238] yes=69,no=70,missing=69,gain=0.101209879,cover=4
- 69:leaf=0.0390689522,cover=0
- 70:leaf=0.0084246099,cover=0
- 8:[Ecc<25.981123] yes=17,no=18,missing=17,gain=2.85775805,cover=25840
- 17:[LGI5<3.53458858] yes=35,no=36,missing=36,gain=2.58684635,cover=20332
- 35:[Ecc<19.4699688] yes=71,no=72,missing=71,gain=3.27535152,cover=18443
- 71:leaf=-0.000589154952,cover=0
- 72:leaf=-0.00242792373,cover=0
- 36:[Sulc0<0.308185816] yes=73,no=74,missing=74,gain=2.60467672,cover=1889
- 73:leaf=-0.00182540645,cover=0
- 74:leaf=-0.00629631942,cover=0
- 18:[LGI5<3.268116] yes=37,no=38,missing=37,gain=4.27498627,cover=5508
- 37:[PialCurv5<-0.210138425] yes=75,no=76,missing=75,gain=3.48254347,cover=2697
- 75:leaf=0.00383902271,cover=0
- 76:leaf=-0.0018343752,cover=0
- 38:[Pol<128.951508] yes=77,no=78,missing=77,gain=2.36283994,cover=2811
- 77:leaf=0.000850665499,cover=0
- 78:leaf=0.00442650868,cover=0
- 4:[Pol<80.8913651] yes=9,no=10,missing=9,gain=2.40547562,cover=1086815
- 9:[PialCurv5<0.134718806] yes=19,no=20,missing=19,gain=6.14530134,cover=148706
- 19:[Area5<0.462054074] yes=39,no=40,missing=40,gain=5.43228817,cover=40664
- 39:[LGI5<3.38720298] yes=79,no=80,missing=79,gain=1.76875448,cover=292
- 79:leaf=-0.00753519824,cover=0
- 80:leaf=0.00394499116,cover=0
- 40:[Ecc<2.13501525] yes=81,no=82,missing=82,gain=5.46824932,cover=40372
- 81:leaf=-0.00115423428,cover=0
- 82:leaf=0.00097333797,cover=0
- 20:[Curv5<-0.0133169871] yes=41,no=42,missing=42,gain=3.73604274,cover=108042
- 41:[LGI5<3.33014965] yes=83,no=84,missing=83,gain=3.42780256,cover=82
- 83:leaf=0.0167495646,cover=0
- 84:leaf=-0.00604869286,cover=0
- 42:[Ecc<43.8470497] yes=85,no=86,missing=85,gain=2.99253035,cover=107960
- 85:leaf=0.000122756333,cover=0
- 86:leaf=-0.000663534913,cover=0
- 10:[Pol<113.394409] yes=21,no=22,missing=21,gain=3.26713014,cover=938109
- 21:[Sulc0<0.0770083591] yes=43,no=44,missing=43,gain=3.62518787,cover=696644
- 43:[Ecc<2.6675415] yes=87,no=88,missing=88,gain=15.3370018,cover=49510
- 87:leaf=0.000302153669,cover=0
- 88:leaf=-0.0014771783,cover=0
- 44:[Ecc<33.9075584] yes=89,no=90,missing=89,gain=2.46723175,cover=647134
- 89:leaf=-3.8881346e-05,cover=0
- 90:leaf=0.000353601587,cover=0
- 22:[Area5<0.617766261] yes=45,no=46,missing=45,gain=4.63301277,cover=241465
- 45:[Ecc<7.18838644] yes=91,no=92,missing=91,gain=3.29065609,cover=47591
- 91:leaf=8.57298437e-06,cover=0
- 92:leaf=-0.000886848778,cover=0
- 46:[PialCurv5<0.175003663] yes=93,no=94,missing=93,gain=6.85443211,cover=193874
- 93:leaf=0.000688973989,cover=0
- 94:leaf=6.27003537e-05,cover=0
- 2:[MidArea5<0.468026847] yes=5,no=6,missing=5,gain=1.85980093,cover=3974686
- 5:[PialArea5<0.593058109] yes=11,no=12,missing=12,gain=0.861596704,cover=771
- 11:[Ecc<8.06448936] yes=23,no=24,missing=23,gain=0.701224029,cover=547
- 23:[PialCurv5<-0.171137348] yes=47,no=48,missing=47,gain=0.853629708,cover=418
- 47:[MidArea5<0.451744556] yes=95,no=96,missing=96,gain=0.523170471,cover=125
- 95:leaf=0.000100404213,cover=0
- 96:leaf=-0.00634257961,cover=0
- 48:[LGI5<3.03694534] yes=97,no=98,missing=97,gain=0.509974658,cover=293
- 97:leaf=0.00225334871,cover=0
- 98:leaf=-0.00873367116,cover=0
- 24:[Curv5<-0.129194111] yes=49,no=50,missing=49,gain=0.393501878,cover=129
- 49:[LGI5<3.94193578] yes=99,no=100,missing=99,gain=0.277688861,cover=121
- 99:leaf=0.00608783774,cover=0
- 100:leaf=-0.00179299305,cover=0
- 50:[PialArea5<0.567627013] yes=101,no=102,missing=101,gain=0.0163787156,cover=8
- 101:leaf=-0.00724005792,cover=0
- 102:leaf=-0.00185198791,cover=0
- 12:[PialCurv5<-0.161598593] yes=25,no=26,missing=26,gain=0.323105574,cover=224
- 25:[Ecc<6.03867722] yes=51,no=52,missing=51,gain=0.422773927,cover=107
- 51:[Ecc<4.67068386] yes=103,no=104,missing=103,gain=0.279437006,cover=67
- 103:leaf=0.00266484567,cover=0
- 104:leaf=-0.00425195182,cover=0
- 52:[Ecc<6.92728615] yes=105,no=106,missing=105,gain=0.151514173,cover=40
- 105:leaf=0.0166834779,cover=0
- 106:leaf=0.0058220285,cover=0
- 26:[PialCurv5<-0.148241684] yes=53,no=54,missing=53,gain=0.468748569,cover=117
- 53:[LGI5<2.2730217] yes=107,no=108,missing=108,gain=0.208209634,cover=29
- 107:leaf=-0.000130869448,cover=0
- 108:leaf=0.0137105761,cover=0
- 54:[Pol<117.668175] yes=109,no=110,missing=109,gain=0.194506824,cover=88
- 109:leaf=0.00317084487,cover=0
- 110:leaf=0.00818295497,cover=0
- 6:[Curv5<0.0554658733] yes=13,no=14,missing=13,gain=1.58876765,cover=3973915
- 13:[PialCurv5<0.131570891] yes=27,no=28,missing=28,gain=1.36999846,cover=3520442
- 27:[Sulc0<0.495946974] yes=55,no=56,missing=55,gain=1.89661753,cover=3492626
- 55:[PialCurv5<0.0959877223] yes=111,no=112,missing=111,gain=1.79998076,cover=3447227
- 111:leaf=-1.06637208e-06,cover=0
- 112:leaf=0.000300917483,cover=0
- 56:[Pol<144.670364] yes=113,no=114,missing=114,gain=5.81754732,cover=45399
- 113:leaf=0.00045593176,cover=0
- 114:leaf=-0.00218731468,cover=0
- 28:[LGI5<2.38303256] yes=57,no=58,missing=58,gain=5.43794346,cover=27816
- 57:[Area5<0.673304081] yes=115,no=116,missing=116,gain=3.02319169,cover=3887
- 115:leaf=-7.90117265e-05,cover=0
- 116:leaf=0.00271321181,cover=0
- 58:[Area5<0.713311911] yes=117,no=118,missing=117,gain=4.97337675,cover=23929
- 117:leaf=-0.0013171162,cover=0
- 118:leaf=0.000125827137,cover=0
- 14:[LGI5<3.78836131] yes=29,no=30,missing=29,gain=3.55297852,cover=453473
- 29:[Ecc<0.221054599] yes=59,no=60,missing=60,gain=3.51722932,cover=447174
- 59:[LGI5<2.52320862] yes=119,no=120,missing=119,gain=3.0426228,cover=522
- 119:leaf=-0.00258204225,cover=0
- 120:leaf=-0.0131874532,cover=0
- 60:[LGI5<3.67381835] yes=121,no=122,missing=121,gain=3.31750774,cover=446652
- 121:leaf=-8.97694481e-05,cover=0
- 122:leaf=-0.0012175435,cover=0
- 30:[Ecc<13.1181517] yes=61,no=62,missing=62,gain=1.57242846,cover=6299
- 61:[Ecc<10.147254] yes=123,no=124,missing=123,gain=0.53666544,cover=262
- 123:leaf=-0.0103799431,cover=0
- 124:leaf=-0.00202614418,cover=0
- 62:[LGI5<3.84897733] yes=125,no=126,missing=125,gain=1.84936833,cover=6037
- 125:leaf=0.00246296637,cover=0
- 126:leaf=0.000618106104,cover=0
-booster[853]:
-0:[LGI5<3.74316525] yes=1,no=2,missing=2,gain=0.275885701,cover=5124388
- 1:[LGI5<3.64692807] yes=3,no=4,missing=3,gain=1.2331748,cover=5044320
- 3:[LGI5<3.56741142] yes=7,no=8,missing=7,gain=0.723471761,cover=4983994
- 7:[Area5<0.72867924] yes=15,no=16,missing=16,gain=0.416222364,cover=4901425
- 15:[Pol<63.605114] yes=31,no=32,missing=31,gain=1.81850445,cover=3569063
- 31:[PialCurv5<-0.0456207059] yes=63,no=64,missing=63,gain=8.17402363,cover=879062
- 63:leaf=1.24735989e-05,cover=0
- 64:leaf=-0.00035156784,cover=0
- 32:[Pol<95.6227875] yes=65,no=66,missing=65,gain=3.02851009,cover=2690001
- 65:leaf=0.000105798317,cover=0
- 66:leaf=-1.75239365e-05,cover=0
- 16:[Pol<142.520569] yes=33,no=34,missing=34,gain=2.45027423,cover=1332362
- 33:[Curv5<0.0344051942] yes=67,no=68,missing=67,gain=4.29679108,cover=1128609
- 67:leaf=-9.0471287e-05,cover=0
- 68:leaf=0.00010600259,cover=0
- 34:[Sulc0<-0.59790951] yes=69,no=70,missing=70,gain=5.28793335,cover=203753
- 69:leaf=-0.000232656297,cover=0
- 70:leaf=0.000340120663,cover=0
- 8:[Ecc<34.5416374] yes=17,no=18,missing=17,gain=3.07428551,cover=82569
- 17:[Ecc<7.90440989] yes=35,no=36,missing=35,gain=2.43370032,cover=63360
- 35:[PialArea5<1.48916721] yes=71,no=72,missing=71,gain=4.9905715,cover=543
- 71:leaf=0.00225087139,cover=0
- 72:leaf=0.0243101604,cover=0
- 36:[Area5<0.760524631] yes=73,no=74,missing=73,gain=2.23279285,cover=62817
- 73:leaf=0.00013965035,cover=0
- 74:leaf=-0.000607137277,cover=0
- 18:[PialCurv5<-0.190801308] yes=37,no=38,missing=38,gain=1.92625809,cover=19209
- 37:[Ecc<41.2560654] yes=75,no=76,missing=75,gain=0.498228788,cover=88
- 75:leaf=0.00832316838,cover=0
- 76:leaf=-0.00157589803,cover=0
- 38:[Pol<54.5053368] yes=77,no=78,missing=77,gain=1.42290926,cover=19121
- 77:leaf=-0.000168562809,cover=0
- 78:leaf=-0.00106395967,cover=0
- 4:[Pol<43.7633247] yes=9,no=10,missing=9,gain=3.43058729,cover=60326
- 9:[Sulc0<-0.370474488] yes=19,no=20,missing=19,gain=3.32126951,cover=13903
- 19:[PialArea5<1.00930154] yes=39,no=40,missing=39,gain=2.10423326,cover=7555
- 39:[Pol<13.2006302] yes=79,no=80,missing=79,gain=1.99992979,cover=4287
- 79:leaf=-0.000745858182,cover=0
- 80:leaf=0.0016286131,cover=0
- 40:[Ecc<39.5502243] yes=81,no=82,missing=81,gain=5.25612926,cover=3268
- 81:leaf=-0.000934987329,cover=0
- 82:leaf=0.0208220948,cover=0
- 20:[Curv5<-0.0881721899] yes=41,no=42,missing=42,gain=3.55918312,cover=6348
- 41:[PialArea5<0.699586272] yes=83,no=84,missing=84,gain=4.62458706,cover=1215
- 83:leaf=-0.00117013091,cover=0
- 84:leaf=0.00596310664,cover=0
- 42:[Pol<13.2006302] yes=85,no=86,missing=86,gain=2.95475698,cover=5133
- 85:leaf=0.00466602622,cover=0
- 86:leaf=0.000768499973,cover=0
- 10:[PialArea5<1.10654831] yes=21,no=22,missing=21,gain=3.1023581,cover=46423
- 21:[Area5<0.743131101] yes=43,no=44,missing=43,gain=4.23324537,cover=44266
- 43:[Ecc<34.5416374] yes=87,no=88,missing=87,gain=4.77996063,cover=32549
- 87:leaf=-5.64078182e-05,cover=0
- 88:leaf=0.00153714931,cover=0
- 44:[Pol<71.8249207] yes=89,no=90,missing=89,gain=4.88211918,cover=11717
- 89:leaf=-0.00269358302,cover=0
- 90:leaf=-0.000309279741,cover=0
- 22:[Pol<128.334747] yes=45,no=46,missing=45,gain=1.42005324,cover=2157
- 45:[Area5<0.987501919] yes=91,no=92,missing=91,gain=0.569955945,cover=195
- 91:leaf=-0.00146282418,cover=0
- 92:leaf=-0.0123138083,cover=0
- 46:[Ecc<9.75650311] yes=93,no=94,missing=93,gain=1.33083963,cover=1962
- 93:leaf=0.00948893651,cover=0
- 94:leaf=0.00203921506,cover=0
- 2:[Sulc0<0.464385748] yes=5,no=6,missing=5,gain=2.08054471,cover=80068
- 5:[Pol<93.9093552] yes=11,no=12,missing=11,gain=3.00823402,cover=56224
- 11:[PialArea5<0.764178395] yes=23,no=24,missing=23,gain=4.23724222,cover=25496
- 23:[Pol<49.2074432] yes=47,no=48,missing=48,gain=3.27279091,cover=10406
- 47:[Area5<0.731406808] yes=95,no=96,missing=95,gain=3.01314306,cover=4245
- 95:leaf=0.000149116662,cover=0
- 96:leaf=-0.00380225223,cover=0
- 48:[Ecc<18.8860435] yes=97,no=98,missing=98,gain=5.70445442,cover=6161
- 97:leaf=-0.000713955786,cover=0
- 98:leaf=-0.00375963817,cover=0
- 24:[Sulc0<-0.0172607526] yes=49,no=50,missing=49,gain=7.3974514,cover=15090
- 49:[Pol<73.3354874] yes=99,no=100,missing=99,gain=2.55404878,cover=12345
- 99:leaf=-0.000597299018,cover=0
- 100:leaf=-0.011206097,cover=0
- 50:[Area5<0.730491161] yes=101,no=102,missing=101,gain=5.01992989,cover=2745
- 101:leaf=0.00470966147,cover=0
- 102:leaf=0.000384825194,cover=0
- 12:[Sulc0<0.118391842] yes=25,no=26,missing=25,gain=2.81956911,cover=30728
- 25:[Pol<135.419098] yes=51,no=52,missing=51,gain=6.12732267,cover=22480
- 51:[Ecc<25.981123] yes=103,no=104,missing=103,gain=2.77435255,cover=2471
- 103:leaf=0.00353701087,cover=0
- 104:leaf=-0.000692927686,cover=0
- 52:[LGI5<3.84897733] yes=105,no=106,missing=106,gain=3.16479731,cover=20009
- 105:leaf=-0.000585962203,cover=0
- 106:leaf=0.000673196802,cover=0
- 26:[MidArea5<0.84962827] yes=53,no=54,missing=53,gain=2.69026828,cover=8248
- 53:[PialCurv5<-0.0529128574] yes=107,no=108,missing=107,gain=2.89354038,cover=7501
- 107:leaf=-0.00299824914,cover=0
- 108:leaf=-0.00051780435,cover=0
- 54:[Pol<168.718765] yes=109,no=110,missing=109,gain=3.01833391,cover=747
- 109:leaf=0.00328468345,cover=0
- 110:leaf=-0.00667442894,cover=0
- 6:[Sulc0<1.16950965] yes=13,no=14,missing=13,gain=3.09594703,cover=23844
- 13:[PialCurv5<-0.0314326771] yes=27,no=28,missing=28,gain=2.74148321,cover=20583
- 27:[LGI5<3.84897733] yes=55,no=56,missing=55,gain=3.94193816,cover=334
- 55:[Pol<21.2328167] yes=111,no=112,missing=111,gain=1.53787875,cover=143
- 111:leaf=-0.0225073937,cover=0
- 112:leaf=0.00336467358,cover=0
- 56:[MidArea5<0.707922041] yes=113,no=114,missing=113,gain=1.90745258,cover=191
- 113:leaf=-0.00420006504,cover=0
- 114:leaf=-0.0143037559,cover=0
- 28:[Ecc<21.0377083] yes=57,no=58,missing=57,gain=2.80192423,cover=20249
- 57:[Area5<0.794681609] yes=115,no=116,missing=116,gain=2.07594275,cover=6687
- 115:leaf=-0.000542737485,cover=0
- 116:leaf=0.00230286922,cover=0
- 58:[Area5<0.640637577] yes=117,no=118,missing=118,gain=3.12067747,cover=13562
- 117:leaf=-0.0012314301,cover=0
- 118:leaf=0.00126944983,cover=0
- 14:[Pol<104.929901] yes=29,no=30,missing=29,gain=3.68393707,cover=3261
- 29:[Area5<0.648839295] yes=59,no=60,missing=59,gain=3.10246253,cover=2862
- 59:[PialCurv5<0.220156521] yes=119,no=120,missing=120,gain=2.13168287,cover=319
- 119:leaf=-0.0125249624,cover=0
- 120:leaf=-0.00287206727,cover=0
- 60:[PialArea5<0.839144647] yes=121,no=122,missing=121,gain=1.1812501,cover=2543
- 121:leaf=0.000224812116,cover=0
- 122:leaf=-0.00794870593,cover=0
- 30:[Pol<130.198486] yes=61,no=62,missing=62,gain=1.67591619,cover=399
- 61:[Curv5<0.143178418] yes=123,no=124,missing=123,gain=0.461286545,cover=384
- 123:leaf=-0.00804283936,cover=0
- 124:leaf=-0.00452712411,cover=0
- 62:[Ecc<36.5542564] yes=125,no=126,missing=126,gain=0.0399408937,cover=15
- 125:leaf=0.000309315335,cover=0
- 126:leaf=0.0109488247,cover=0
-booster[854]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=1,gain=0.25974077,cover=5124388
- 1:[Area5<0.669105887] yes=3,no=4,missing=4,gain=1.99436295,cover=60049
- 3:[PialArea5<0.533624351] yes=7,no=8,missing=8,gain=0.940406322,cover=59007
- 7:[Pol<175.643188] yes=15,no=16,missing=16,gain=0.528607309,cover=58588
- 15:[Ecc<3.94116735] yes=31,no=32,missing=31,gain=0.623549104,cover=57820
- 31:[Pol<75.4512405] yes=63,no=64,missing=64,gain=0.609048128,cover=14668
- 63:leaf=0.00165644684,cover=0
- 64:leaf=-0.000305183581,cover=0
- 32:[Ecc<7.08616447] yes=65,no=66,missing=65,gain=0.665639758,cover=43152
- 65:leaf=0.000420908356,cover=0
- 66:leaf=-4.44283751e-06,cover=0
- 16:[Sulc0<0.433680743] yes=33,no=34,missing=33,gain=0.790999711,cover=768
- 33:[Sulc0<-0.487093836] yes=67,no=68,missing=68,gain=0.502931237,cover=743
- 67:leaf=-0.00259606983,cover=0
- 68:leaf=0.00204488193,cover=0
- 34:[Area5<0.619086087] yes=69,no=70,missing=69,gain=0.121276319,cover=25
- 69:leaf=-0.0093080597,cover=0
- 70:leaf=-0.00138389471,cover=0
- 8:[Ecc<7.29654455] yes=17,no=18,missing=18,gain=0.532092631,cover=419
- 17:[PialCurv5<-0.164281175] yes=35,no=36,missing=35,gain=0.571681261,cover=279
- 35:[PialArea5<0.567627013] yes=71,no=72,missing=71,gain=0.224135906,cover=121
- 71:leaf=-0.00330725685,cover=0
- 72:leaf=0.00100136583,cover=0
- 36:[PialCurv5<-0.154837668] yes=73,no=74,missing=73,gain=0.384223938,cover=158
- 73:leaf=0.00882786233,cover=0
- 74:leaf=0.00204570079,cover=0
- 18:[PialCurv5<-0.0789950639] yes=37,no=38,missing=38,gain=0.317434788,cover=140
- 37:[Pol<60.4070244] yes=75,no=76,missing=75,gain=0.327814102,cover=135
- 75:leaf=-0.000316172634,cover=0
- 76:leaf=0.00566655304,cover=0
- 38:leaf=0.0163172334,cover=0
- 4:[PialCurv5<0.362132162] yes=9,no=10,missing=9,gain=0.585216761,cover=1042
- 9:[Curv5<0.122410901] yes=19,no=20,missing=20,gain=0.431565523,cover=592
- 19:[Pol<99.0100403] yes=39,no=40,missing=39,gain=0.30526191,cover=12
- 39:[LGI5<2.86381269] yes=77,no=78,missing=77,gain=0.0424185693,cover=10
- 77:leaf=-0.00295370817,cover=0
- 78:leaf=-0.0112824058,cover=0
- 40:leaf=0.00907329377,cover=0
- 20:[LGI5<2.91823459] yes=41,no=42,missing=42,gain=0.394462347,cover=580
- 41:[Curv5<0.186949074] yes=79,no=80,missing=79,gain=0.774870396,cover=256
- 79:leaf=0.00537801022,cover=0
- 80:leaf=-0.000222988412,cover=0
- 42:[Sulc0<1.11117697] yes=81,no=82,missing=81,gain=0.59164834,cover=324
- 81:leaf=0.00632522255,cover=0
- 82:leaf=0.00190568122,cover=0
- 10:[Pol<96.2546158] yes=21,no=22,missing=21,gain=0.736808538,cover=450
- 21:[LGI5<3.07984829] yes=43,no=44,missing=43,gain=0.266485333,cover=281
- 43:[LGI5<3.01963663] yes=83,no=84,missing=83,gain=1.16196418,cover=153
- 83:leaf=-0.00120251591,cover=0
- 84:leaf=0.0103850449,cover=0
- 44:[LGI5<3.15728688] yes=85,no=86,missing=85,gain=1.91880584,cover=128
- 85:leaf=-0.0134144993,cover=0
- 86:leaf=0.00101135345,cover=0
- 22:[Area5<0.683950484] yes=45,no=46,missing=45,gain=0.338733792,cover=169
- 45:[Pol<103.851685] yes=87,no=88,missing=88,gain=0.290846884,cover=111
- 87:leaf=0.00326823373,cover=0
- 88:leaf=-0.00269431504,cover=0
- 46:[Curv5<0.20983994] yes=89,no=90,missing=90,gain=0.199948311,cover=58
- 89:leaf=0.00355736795,cover=0
- 90:leaf=0.00957391877,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=6,gain=0.288103223,cover=5064339
- 5:[Area5<0.694293797] yes=11,no=12,missing=11,gain=1.24703085,cover=3639
- 11:[Pol<102.778297] yes=23,no=24,missing=23,gain=0.549323678,cover=1692
- 23:[Curv5<0.186949074] yes=47,no=48,missing=48,gain=0.423907399,cover=1275
- 47:[PialCurv5<0.250690639] yes=91,no=92,missing=91,gain=0.382127643,cover=647
- 91:leaf=0.000373709336,cover=0
- 92:leaf=-0.00208537048,cover=0
- 48:[PialCurv5<0.343960524] yes=93,no=94,missing=93,gain=0.315420866,cover=628
- 93:leaf=-0.00429272233,cover=0
- 94:leaf=-0.00198229542,cover=0
- 24:[Curv5<0.245671451] yes=49,no=50,missing=49,gain=0.315942049,cover=417
- 49:[LGI5<2.2730217] yes=95,no=96,missing=95,gain=0.318658262,cover=384
- 95:leaf=-0.00875663757,cover=0
- 96:leaf=0.0007650716,cover=0
- 50:[Ecc<0.836319208] yes=97,no=98,missing=97,gain=0.0912075937,cover=33
- 97:leaf=0.00149116223,cover=0
- 98:leaf=-0.00556534668,cover=0
- 12:[MidArea5<0.468026847] yes=25,no=26,missing=25,gain=0.836540341,cover=1947
- 25:[Area5<0.702101529] yes=51,no=52,missing=51,gain=0.673485577,cover=617
- 51:[Ecc<13.6880245] yes=99,no=100,missing=99,gain=0.449714631,cover=252
- 99:leaf=0.00181662932,cover=0
- 100:leaf=-0.00242080237,cover=0
- 52:[LGI5<2.84729719] yes=101,no=102,missing=101,gain=0.253231764,cover=365
- 101:leaf=0.00134901132,cover=0
- 102:leaf=0.00419808971,cover=0
- 26:[Ecc<36.5542564] yes=53,no=54,missing=53,gain=1.18706203,cover=1330
- 53:[Area5<0.721707046] yes=103,no=104,missing=103,gain=1.07144916,cover=935
- 103:leaf=-0.00114310952,cover=0
- 104:leaf=0.00224848581,cover=0
- 54:[Pol<20.2198563] yes=105,no=106,missing=106,gain=0.513226867,cover=395
- 105:leaf=0.00925715175,cover=0
- 106:leaf=-0.00285181287,cover=0
- 6:[LGI5<2.90731096] yes=13,no=14,missing=13,gain=0.271808118,cover=5060700
- 13:[Ecc<8.87956142] yes=27,no=28,missing=27,gain=2.66001701,cover=3125608
- 27:[Pol<60.4070244] yes=55,no=56,missing=55,gain=2.31204557,cover=2637836
- 55:[PialCurv5<-0.0280297659] yes=107,no=108,missing=107,gain=11.2005386,cover=579707
- 107:leaf=8.62089746e-06,cover=0
- 108:leaf=0.000787369267,cover=0
- 56:[LGI5<2.6558373] yes=109,no=110,missing=109,gain=3.31550503,cover=2058129
- 109:leaf=-4.75889874e-06,cover=0
- 110:leaf=-0.00016347591,cover=0
- 28:[Area5<0.683164001] yes=57,no=58,missing=57,gain=6.61077023,cover=487772
- 57:[Ecc<13.6880245] yes=111,no=112,missing=111,gain=6.73443985,cover=197868
- 111:leaf=-0.000365965505,cover=0
- 112:leaf=0.00022165307,cover=0
- 58:[PialArea5<0.507580996] yes=113,no=114,missing=113,gain=4.95068455,cover=289904
- 113:leaf=-8.97690697e-05,cover=0
- 114:leaf=0.000387027074,cover=0
- 14:[Ecc<7.95697832] yes=29,no=30,missing=30,gain=3.25914145,cover=1935092
- 29:[PialCurv5<-0.11578764] yes=59,no=60,missing=60,gain=7.51286983,cover=166752
- 59:[Sulc0<-0.389213681] yes=115,no=116,missing=116,gain=2.84350491,cover=45269
- 115:leaf=-0.000237996574,cover=0
- 116:leaf=-0.00170659705,cover=0
- 60:[Sulc0<-0.101085678] yes=117,no=118,missing=117,gain=10.9994469,cover=121483
- 117:leaf=0.000729002233,cover=0
- 118:leaf=-0.000288597425,cover=0
- 30:[LGI5<3.06122994] yes=61,no=62,missing=61,gain=2.61540985,cover=1768340
- 61:[Pol<158.709351] yes=119,no=120,missing=120,gain=4.99945831,cover=436495
- 119:leaf=-7.20962053e-05,cover=0
- 120:leaf=-0.000552707876,cover=0
- 62:[Area5<0.641697526] yes=121,no=122,missing=121,gain=2.01526213,cover=1331845
- 121:leaf=0.000124746031,cover=0
- 122:leaf=-3.089249e-05,cover=0
-booster[855]:
-0:[PialArea5<0.39986974] yes=1,no=2,missing=1,gain=0.257746935,cover=5124388
- 1:[Curv5<0.122410901] yes=3,no=4,missing=3,gain=1.04976332,cover=443423
- 3:[LGI5<3.70550299] yes=7,no=8,missing=8,gain=2.83163881,cover=60353
- 7:[PialCurv5<0.285888344] yes=15,no=16,missing=15,gain=1.73559546,cover=58702
- 15:[Sulc0<0.540103436] yes=31,no=32,missing=31,gain=2.48833156,cover=54129
- 31:[LGI5<3.38720298] yes=63,no=64,missing=64,gain=2.72796822,cover=22379
- 63:leaf=-1.48829877e-05,cover=0
- 64:leaf=-0.0023748877,cover=0
- 32:[LGI5<2.46931005] yes=65,no=66,missing=65,gain=3.27932167,cover=31750
- 65:leaf=-0.00257283985,cover=0
- 66:leaf=0.000619456929,cover=0
- 16:[LGI5<3.51961541] yes=33,no=34,missing=34,gain=2.01457119,cover=4573
- 33:[Ecc<0.221054599] yes=67,no=68,missing=67,gain=1.83651996,cover=4325
- 67:leaf=0.0203911345,cover=0
- 68:leaf=-0.00106338912,cover=0
- 34:[LGI5<3.55025291] yes=69,no=70,missing=69,gain=1.29829335,cover=248
- 69:leaf=0.00836914685,cover=0
- 70:leaf=0.000865464681,cover=0
- 8:[PialCurv5<0.0519027263] yes=17,no=18,missing=18,gain=1.69953775,cover=1651
- 17:[Ecc<28.7730255] yes=35,no=36,missing=36,gain=1.72590816,cover=178
- 35:[Curv5<0.0100963581] yes=71,no=72,missing=71,gain=0.341573238,cover=126
- 71:leaf=-0.00246259174,cover=0
- 72:leaf=-0.0077594379,cover=0
- 36:[Curv5<0.0955092236] yes=73,no=74,missing=73,gain=0.412353396,cover=52
- 73:leaf=0.00673110737,cover=0
- 74:leaf=-0.0073539624,cover=0
- 18:[PialArea5<0.301675379] yes=37,no=38,missing=38,gain=1.35282087,cover=1473
- 37:[PialCurv5<0.182067633] yes=75,no=76,missing=75,gain=0.958555639,cover=157
- 75:leaf=-0.00652895356,cover=0
- 76:leaf=0.00148413738,cover=0
- 38:[Sulc0<1.11117697] yes=77,no=78,missing=77,gain=1.39317131,cover=1316
- 77:leaf=0.0039423327,cover=0
- 78:leaf=-0.00112631766,cover=0
- 4:[MidArea5<0.650057852] yes=9,no=10,missing=9,gain=0.900778174,cover=383070
- 9:[Ecc<33.9075584] yes=19,no=20,missing=19,gain=0.879184902,cover=382759
- 19:[Ecc<13.8847265] yes=39,no=40,missing=39,gain=1.98308039,cover=345297
- 39:[Sulc0<0.812575758] yes=79,no=80,missing=80,gain=2.18634772,cover=249531
- 79:leaf=0.000132104105,cover=0
- 80:leaf=-0.00022385169,cover=0
- 40:[Sulc0<0.915739596] yes=81,no=82,missing=82,gain=3.45294237,cover=95766
- 81:leaf=-0.000474126049,cover=0
- 82:leaf=0.000132743808,cover=0
- 20:[Curv5<0.186949074] yes=41,no=42,missing=41,gain=2.78562045,cover=37462
- 41:[Area5<0.690371037] yes=83,no=84,missing=83,gain=2.1826849,cover=22209
- 83:leaf=-0.0007472781,cover=0
- 84:leaf=0.000270337681,cover=0
- 42:[Curv5<0.245671451] yes=85,no=86,missing=85,gain=1.46959162,cover=15253
- 85:leaf=0.00101549958,cover=0
- 86:leaf=-0.000167021848,cover=0
- 10:[LGI5<3.60428405] yes=21,no=22,missing=22,gain=0.417927444,cover=311
- 21:[LGI5<3.33878016] yes=43,no=44,missing=44,gain=0.506702423,cover=273
- 43:[Sulc0<1.25822949] yes=87,no=88,missing=87,gain=0.327463269,cover=225
- 87:leaf=0.00356798223,cover=0
- 88:leaf=-0.000628092093,cover=0
- 44:[Ecc<47.7892265] yes=89,no=90,missing=89,gain=0.200505495,cover=48
- 89:leaf=0.00895164907,cover=0
- 90:leaf=-0.00224220171,cover=0
- 22:[PialCurv5<0.297166049] yes=45,no=46,missing=45,gain=0.202046216,cover=38
- 45:[Curv5<0.190557376] yes=91,no=92,missing=91,gain=0.0861980617,cover=12
- 91:leaf=-0.010512257,cover=0
- 92:leaf=-0.00172848499,cover=0
- 46:[PialArea5<0.34410578] yes=93,no=94,missing=93,gain=0.0484979637,cover=26
- 93:leaf=0.00432875659,cover=0
- 94:leaf=-0.000745133904,cover=0
- 2:[Curv5<0.190557376] yes=5,no=6,missing=5,gain=0.456426024,cover=4680965
- 5:[PialCurv5<0.409174502] yes=11,no=12,missing=11,gain=1.54744935,cover=4623109
- 11:[Curv5<0.174639657] yes=23,no=24,missing=23,gain=0.685191333,cover=4616189
- 23:[MidArea5<0.566005528] yes=47,no=48,missing=47,gain=1.01501846,cover=4575745
- 47:[PialArea5<0.758763015] yes=95,no=96,missing=95,gain=2.85398102,cover=260076
- 95:leaf=-0.000111024419,cover=0
- 96:leaf=0.00252233329,cover=0
- 48:[PialArea5<0.550757647] yes=97,no=98,missing=97,gain=1.17147398,cover=4315669
- 97:leaf=8.31647558e-05,cover=0
- 98:leaf=-7.12935298e-06,cover=0
- 24:[Area5<0.712503135] yes=49,no=50,missing=49,gain=3.44373465,cover=40444
- 49:[PialCurv5<0.343960524] yes=99,no=100,missing=99,gain=1.00925279,cover=25459
- 99:leaf=0.000697227835,cover=0
- 100:leaf=-0.000145811588,cover=0
- 50:[PialCurv5<0.171042696] yes=101,no=102,missing=101,gain=1.47725201,cover=14985
- 101:leaf=0.00138835295,cover=0
- 102:leaf=-0.000537123298,cover=0
- 12:[Pol<175.068527] yes=25,no=26,missing=26,gain=1.6527586,cover=6920
- 25:[Pol<109.248352] yes=51,no=52,missing=51,gain=1.02902162,cover=6806
- 51:[PialArea5<0.550757647] yes=103,no=104,missing=104,gain=1.06991339,cover=4373
- 103:leaf=0.000871033582,cover=0
- 104:leaf=0.00373893045,cover=0
- 52:[Curv5<0.151368812] yes=105,no=106,missing=106,gain=0.624631345,cover=2433
- 105:leaf=-0.00176468014,cover=0
- 106:leaf=0.0002252251,cover=0
- 26:[Curv5<0.155577481] yes=53,no=54,missing=53,gain=0.484291553,cover=114
- 53:[Ecc<10.426198] yes=107,no=108,missing=108,gain=0.690864444,cover=28
- 107:leaf=0.00590455439,cover=0
- 108:leaf=0.0223061051,cover=0
- 54:[Sulc0<0.0689564943] yes=109,no=110,missing=109,gain=0.424658239,cover=86
- 109:leaf=0.00169008446,cover=0
- 110:leaf=0.00879941136,cover=0
- 6:[Area5<0.720865786] yes=13,no=14,missing=13,gain=1.76512909,cover=57856
- 13:[Sulc0<0.41245693] yes=27,no=28,missing=28,gain=1.54069459,cover=46075
- 27:[PialArea5<0.559226274] yes=55,no=56,missing=56,gain=1.55040812,cover=33694
- 55:[Ecc<5.59685707] yes=111,no=112,missing=111,gain=1.02131152,cover=32115
- 111:leaf=-8.07463002e-05,cover=0
- 112:leaf=-0.000713133137,cover=0
- 56:[LGI5<3.34776258] yes=113,no=114,missing=114,gain=1.00699556,cover=1579
- 113:leaf=0.00119290547,cover=0
- 114:leaf=0.0115171187,cover=0
- 28:[PialArea5<0.498393416] yes=57,no=58,missing=58,gain=1.57478297,cover=12381
- 57:[Pol<104.929901] yes=115,no=116,missing=115,gain=1.23030877,cover=11641
- 115:leaf=0.000824693707,cover=0
- 116:leaf=-0.000204137395,cover=0
- 58:[PialCurv5<0.275165707] yes=117,no=118,missing=117,gain=1.73851156,cover=740
- 117:leaf=0.00601278991,cover=0
- 118:leaf=0.000931159768,cover=0
- 14:[PialCurv5<0.147539601] yes=29,no=30,missing=29,gain=2.79880619,cover=11781
- 29:[Ecc<2.07756257] yes=59,no=60,missing=59,gain=0.907735229,cover=560
- 59:[PialArea5<0.533624351] yes=119,no=120,missing=119,gain=0.228226751,cover=92
- 119:leaf=-0.00432651909,cover=0
- 120:leaf=0.000618705933,cover=0
- 60:[PialCurv5<0.0666604191] yes=121,no=122,missing=121,gain=0.830645561,cover=468
- 121:leaf=0.00989363715,cover=0
- 122:leaf=0.00293001859,cover=0
- 30:[Pol<87.3220139] yes=61,no=62,missing=61,gain=1.86125827,cover=11221
- 61:[LGI5<3.36766768] yes=123,no=124,missing=124,gain=0.866467178,cover=2314
- 123:leaf=0.000976794981,cover=0
- 124:leaf=-0.00122475647,cover=0
- 62:[Ecc<10.147254] yes=125,no=126,missing=125,gain=2.04638147,cover=8907
- 125:leaf=-0.00080664031,cover=0
- 126:leaf=-0.00268990174,cover=0
-booster[856]:
-0:[LGI5<3.74316525] yes=1,no=2,missing=2,gain=0.261895895,cover=5124388
- 1:[LGI5<3.64692807] yes=3,no=4,missing=3,gain=1.11113429,cover=5044320
- 3:[LGI5<3.56741142] yes=7,no=8,missing=8,gain=0.650550902,cover=4983994
- 7:[LGI5<3.35709596] yes=15,no=16,missing=15,gain=0.398367673,cover=4901425
- 15:[Ecc<28.7730255] yes=31,no=32,missing=31,gain=3.46148777,cover=4558363
- 31:[Sulc0<-0.552155435] yes=63,no=64,missing=63,gain=1.13900781,cover=4173431
- 63:leaf=-2.56994626e-05,cover=0
- 64:leaf=2.93529774e-05,cover=0
- 32:[Pol<151.353775] yes=65,no=66,missing=65,gain=3.5617857,cover=384932
- 65:leaf=-7.6034783e-05,cover=0
- 66:leaf=-0.000475927023,cover=0
- 16:[Ecc<28.2834949] yes=33,no=34,missing=33,gain=11.1540623,cover=343062
- 33:[Pol<105.995506] yes=67,no=68,missing=67,gain=6.57705784,cover=234236
- 67:leaf=0.000115856055,cover=0
- 68:leaf=-0.000414279348,cover=0
- 34:[Pol<89.7623749] yes=69,no=70,missing=69,gain=11.3125143,cover=108826
- 69:leaf=-3.27817943e-05,cover=0
- 70:leaf=0.000986835686,cover=0
- 8:[Sulc0<0.29007864] yes=17,no=18,missing=17,gain=2.87067294,cover=82569
- 17:[PialCurv5<0.0331302322] yes=35,no=36,missing=35,gain=5.25572538,cover=50918
- 35:[Area5<0.753010809] yes=71,no=72,missing=72,gain=2.8301785,cover=41747
- 71:leaf=6.87359643e-05,cover=0
- 72:leaf=-0.000935255259,cover=0
- 36:[Pol<143.959366] yes=73,no=74,missing=73,gain=6.22805691,cover=9171
- 73:leaf=0.000650567701,cover=0
- 74:leaf=0.00440817373,cover=0
- 18:[Pol<47.409153] yes=37,no=38,missing=38,gain=5.80125093,cover=31651
- 37:[PialCurv5<0.185672894] yes=75,no=76,missing=76,gain=2.16991591,cover=2806
- 75:leaf=0.00200914568,cover=0
- 76:leaf=-0.00380447367,cover=0
- 38:[PialCurv5<0.196748361] yes=77,no=78,missing=77,gain=7.00353241,cover=28845
- 77:leaf=-0.00138892827,cover=0
- 78:leaf=0.000189357772,cover=0
- 4:[PialCurv5<0.426807076] yes=9,no=10,missing=10,gain=3.41882324,cover=60326
- 9:[Ecc<10.569519] yes=19,no=20,missing=19,gain=3.32373357,cover=59853
- 19:[Pol<139.671173] yes=39,no=40,missing=39,gain=5.85366964,cover=2242
- 39:[Area5<0.626857519] yes=79,no=80,missing=79,gain=1.70456409,cover=2081
- 79:leaf=0.000812411599,cover=0
- 80:leaf=-0.00299827871,cover=0
- 40:[PialArea5<0.89274627] yes=81,no=82,missing=81,gain=1.04706883,cover=161
- 81:leaf=0.0128475716,cover=0
- 82:leaf=0.00441971188,cover=0
- 20:[Pol<143.959366] yes=41,no=42,missing=41,gain=3.42262006,cover=57611
- 41:[Area5<0.744179189] yes=83,no=84,missing=83,gain=5.15095282,cover=42535
- 83:leaf=0.000927785528,cover=0
- 84:leaf=-0.000252653728,cover=0
- 42:[PialArea5<1.11947823] yes=85,no=86,missing=85,gain=4.32597113,cover=15076
- 85:leaf=-0.000611520081,cover=0
- 86:leaf=0.00218278426,cover=0
- 10:[Sulc0<0.506771445] yes=21,no=22,missing=22,gain=0.874110699,cover=473
- 21:[Pol<122.504936] yes=43,no=44,missing=43,gain=0.069123894,cover=17
- 43:leaf=0.0093637323,cover=0
- 44:leaf=0.00251660729,cover=0
- 22:[Pol<75.4512405] yes=45,no=46,missing=46,gain=0.410862207,cover=456
- 45:[LGI5<3.70550299] yes=87,no=88,missing=87,gain=0.233883947,cover=68
- 87:leaf=-0.00207123975,cover=0
- 88:leaf=0.00587481773,cover=0
- 46:[PialArea5<0.338250697] yes=89,no=90,missing=90,gain=0.299628973,cover=388
- 89:leaf=-0.0033846607,cover=0
- 90:leaf=-0.00624205079,cover=0
- 2:[Sulc0<0.464385748] yes=5,no=6,missing=5,gain=1.83564782,cover=80068
- 5:[Pol<89.1530609] yes=11,no=12,missing=11,gain=2.72127581,cover=56224
- 11:[PialArea5<0.764178395] yes=23,no=24,missing=23,gain=4.01701975,cover=25264
- 23:[Pol<51.9018669] yes=47,no=48,missing=48,gain=3.23238087,cover=10194
- 47:[Area5<0.731406808] yes=91,no=92,missing=91,gain=2.57639742,cover=4699
- 91:leaf=1.78341779e-05,cover=0
- 92:leaf=-0.00346552511,cover=0
- 48:[Ecc<18.8860435] yes=93,no=94,missing=94,gain=5.97590923,cover=5495
- 93:leaf=-0.000721817079,cover=0
- 94:leaf=-0.00403465796,cover=0
- 24:[Sulc0<-0.0172607526] yes=49,no=50,missing=49,gain=6.61143827,cover=15070
- 49:[PialCurv5<-0.136031076] yes=95,no=96,missing=96,gain=2.23876023,cover=12336
- 95:leaf=0.000942391169,cover=0
- 96:leaf=-0.000898283091,cover=0
- 50:[Area5<0.736205518] yes=97,no=98,missing=97,gain=4.52819538,cover=2734
- 97:leaf=0.00431648595,cover=0
- 98:leaf=0.000234244901,cover=0
- 12:[Sulc0<0.118391842] yes=25,no=26,missing=25,gain=2.51753259,cover=30960
- 25:[Pol<135.419098] yes=51,no=52,missing=51,gain=5.20676517,cover=22589
- 51:[Ecc<25.981123] yes=99,no=100,missing=99,gain=2.89760208,cover=2580
- 99:leaf=0.00326870731,cover=0
- 100:leaf=-0.000997997238,cover=0
- 52:[LGI5<3.84897733] yes=101,no=102,missing=101,gain=2.85658503,cover=20009
- 101:leaf=-0.000557559717,cover=0
- 102:leaf=0.000638715806,cover=0
- 26:[MidArea5<0.84962827] yes=53,no=54,missing=54,gain=2.37188148,cover=8371
- 53:[PialCurv5<-0.0529128574] yes=103,no=104,missing=103,gain=2.60814762,cover=7623
- 103:leaf=-0.00283432729,cover=0
- 104:leaf=-0.000485151919,cover=0
- 54:[Pol<168.718765] yes=105,no=106,missing=105,gain=2.70954442,cover=748
- 105:leaf=0.00309227617,cover=0
- 106:leaf=-0.00634279568,cover=0
- 6:[Sulc0<1.16950965] yes=13,no=14,missing=13,gain=2.78656006,cover=23844
- 13:[PialCurv5<-0.0314326771] yes=27,no=28,missing=28,gain=2.46122599,cover=20583
- 27:[LGI5<3.84897733] yes=55,no=56,missing=56,gain=3.54281974,cover=334
- 55:[Pol<136.792099] yes=107,no=108,missing=107,gain=1.50784719,cover=143
- 107:leaf=-0.00242730044,cover=0
- 108:leaf=0.00783168431,cover=0
- 56:[PialArea5<0.764178395] yes=109,no=110,missing=110,gain=1.76596928,cover=191
- 109:leaf=-0.00447783805,cover=0
- 110:leaf=-0.0144707877,cover=0
- 28:[PialArea5<0.89536339] yes=57,no=58,missing=57,gain=2.72699285,cover=20249
- 57:[Ecc<21.0377083] yes=111,no=112,missing=111,gain=2.41257668,cover=20070
- 111:leaf=-0.000270528049,cover=0
- 112:leaf=0.000894166995,cover=0
- 58:[Sulc0<0.915739596] yes=113,no=114,missing=114,gain=2.09009504,cover=179
- 113:leaf=0.00905842334,cover=0
- 114:leaf=-0.0054521705,cover=0
- 14:[Pol<104.929901] yes=29,no=30,missing=30,gain=3.31992912,cover=3261
- 29:[Area5<0.648839295] yes=59,no=60,missing=60,gain=2.80188084,cover=2862
- 59:[PialCurv5<0.220156521] yes=115,no=116,missing=115,gain=1.92429018,cover=319
- 115:leaf=-0.0119060716,cover=0
- 116:leaf=-0.00273470348,cover=0
- 60:[PialArea5<0.839144647] yes=117,no=118,missing=117,gain=1.06667769,cover=2543
- 117:leaf=0.000208783502,cover=0
- 118:leaf=-0.00755824102,cover=0
- 30:[Pol<130.198486] yes=61,no=62,missing=61,gain=1.51607513,cover=399
- 61:[Curv5<0.14511615] yes=119,no=120,missing=119,gain=0.41574955,cover=384
- 119:leaf=-0.00757300062,cover=0
- 120:leaf=-0.00423449185,cover=0
- 62:[Ecc<36.5542564] yes=121,no=122,missing=121,gain=0.03606987,cover=15
- 121:leaf=0.000300270331,cover=0
- 122:leaf=0.010417806,cover=0
-booster[857]:
-0:[Curv5<-0.297558427] yes=1,no=2,missing=1,gain=0.253136635,cover=5124388
- 1:[PialCurv5<-0.10074953] yes=3,no=4,missing=3,gain=1.62457132,cover=140394
- 3:[LGI5<2.58096433] yes=7,no=8,missing=7,gain=1.31077683,cover=136772
- 7:[Area5<0.504816413] yes=15,no=16,missing=16,gain=2.42639542,cover=46254
- 15:[LGI5<2.41724968] yes=31,no=32,missing=31,gain=1.32185256,cover=19811
- 31:[Curv5<-0.39144522] yes=63,no=64,missing=63,gain=0.936889291,cover=11233
- 63:leaf=-0.00171623507,cover=0
- 64:leaf=-0.000298198662,cover=0
- 32:[Ecc<0.45941934] yes=65,no=66,missing=66,gain=1.18922877,cover=8578
- 65:leaf=-0.00278801285,cover=0
- 66:leaf=0.000469450286,cover=0
- 16:[Pol<84.7687759] yes=33,no=34,missing=34,gain=2.31052542,cover=26443
- 33:[Sulc0<-0.298712492] yes=67,no=68,missing=68,gain=2.34838486,cover=15321
- 67:leaf=0.00032876429,cover=0
- 68:leaf=-0.00348895486,cover=0
- 34:[Pol<131.443253] yes=69,no=70,missing=69,gain=2.33160257,cover=11122
- 69:leaf=0.00246690353,cover=0
- 70:leaf=0.000767440419,cover=0
- 8:[Ecc<6.70300007] yes=17,no=18,missing=17,gain=1.13548553,cover=90518
- 17:[MidArea5<0.619563401] yes=35,no=36,missing=35,gain=1.75941932,cover=18040
- 35:[Pol<59.5955544] yes=71,no=72,missing=71,gain=2.22559786,cover=3428
- 71:leaf=0.00224692281,cover=0
- 72:leaf=-0.000366811902,cover=0
- 36:[Ecc<3.67199802] yes=73,no=74,missing=73,gain=2.13974571,cover=14612
- 73:leaf=0.00051343505,cover=0
- 74:leaf=-0.000936432101,cover=0
- 18:[PialArea5<1.22674179] yes=37,no=38,missing=37,gain=1.21186912,cover=72478
- 37:[LGI5<3.4634192] yes=75,no=76,missing=76,gain=1.21984303,cover=71574
- 75:leaf=0.000171769105,cover=0
- 76:leaf=-0.000457437243,cover=0
- 38:[Area5<0.753010809] yes=77,no=78,missing=77,gain=1.39539623,cover=904
- 77:leaf=-0.00343605131,cover=0
- 78:leaf=0.000533826998,cover=0
- 4:[MidArea5<0.656586885] yes=9,no=10,missing=9,gain=1.54715383,cover=3622
- 9:[Pol<19.2006226] yes=19,no=20,missing=19,gain=1.10057938,cover=1881
- 19:[Curv5<-0.39144522] yes=39,no=40,missing=40,gain=0.954290152,cover=200
- 39:[PialCurv5<-0.00955641083] yes=79,no=80,missing=79,gain=0.722124994,cover=132
- 79:leaf=-0.00109300192,cover=0
- 80:leaf=0.0074288398,cover=0
- 40:[Ecc<0.618862808] yes=81,no=82,missing=82,gain=0.872957826,cover=68
- 81:leaf=-0.00496986834,cover=0
- 82:leaf=0.0106081767,cover=0
- 20:[LGI5<3.04906535] yes=41,no=42,missing=41,gain=0.784012437,cover=1681
- 41:[LGI5<2.87999082] yes=83,no=84,missing=83,gain=1.51499474,cover=1228
- 83:leaf=-0.000736467133,cover=0
- 84:leaf=0.00336380606,cover=0
- 42:[LGI5<3.1967752] yes=85,no=86,missing=85,gain=1.45313406,cover=453
- 85:leaf=-0.00664362451,cover=0
- 86:leaf=-0.000384726678,cover=0
- 10:[LGI5<2.25958419] yes=21,no=22,missing=21,gain=0.893180132,cover=1741
- 21:[Sulc0<-1.08640325] yes=43,no=44,missing=43,gain=0.40377748,cover=95
- 43:[Pol<69.6327286] yes=87,no=88,missing=87,gain=0.208850861,cover=21
- 87:leaf=-0.0146981273,cover=0
- 88:leaf=-0.000374782103,cover=0
- 44:[PialArea5<0.764178395] yes=89,no=90,missing=89,gain=0.261399746,cover=74
- 89:leaf=0.00989930891,cover=0
- 90:leaf=-0.00542941596,cover=0
- 22:[Ecc<16.7734241] yes=45,no=46,missing=45,gain=0.853497028,cover=1646
- 45:[Ecc<10.426198] yes=91,no=92,missing=91,gain=0.785872579,cover=1242
- 91:leaf=-0.00160705787,cover=0
- 92:leaf=0.00215809862,cover=0
- 46:[Ecc<35.195137] yes=93,no=94,missing=93,gain=0.482607126,cover=404
- 93:leaf=-0.00458096061,cover=0
- 94:leaf=-8.9537054e-05,cover=0
- 2:[PialCurv5<-0.190801308] yes=5,no=6,missing=5,gain=0.371317744,cover=4983994
- 5:[Curv5<-0.192867488] yes=11,no=12,missing=11,gain=2.10580015,cover=8571
- 11:[PialArea5<1.23851824] yes=23,no=24,missing=23,gain=1.54772139,cover=7749
- 23:[Area5<0.877147377] yes=47,no=48,missing=48,gain=2.43574047,cover=7345
- 47:[Pol<174.523148] yes=95,no=96,missing=95,gain=1.57849777,cover=7210
- 95:leaf=0.000766217418,cover=0
- 96:leaf=-0.00319471397,cover=0
- 48:[Pol<160.153915] yes=97,no=98,missing=98,gain=2.96936846,cover=135
- 97:leaf=0.00454293424,cover=0
- 98:leaf=0.0269519091,cover=0
- 24:[Area5<0.808195949] yes=49,no=50,missing=49,gain=1.00987935,cover=404
- 49:[Curv5<-0.26388669] yes=99,no=100,missing=99,gain=0.709850669,cover=178
- 99:leaf=-0.00246786955,cover=0
- 100:leaf=-0.00886274409,cover=0
- 50:[Pol<12.2267933] yes=101,no=102,missing=101,gain=1.02184772,cover=226
- 101:leaf=-0.00636139233,cover=0
- 102:leaf=0.00161627762,cover=0
- 12:[Area5<0.733255386] yes=25,no=26,missing=25,gain=1.42814636,cover=822
- 25:[LGI5<2.4272728] yes=51,no=52,missing=52,gain=1.21063626,cover=586
- 51:[Ecc<3.67199802] yes=103,no=104,missing=103,gain=1.38782811,cover=132
- 103:leaf=-0.00109556725,cover=0
- 104:leaf=-0.011745221,cover=0
- 52:[Area5<0.636136949] yes=105,no=106,missing=106,gain=1.28427362,cover=454
- 105:leaf=-0.00195507216,cover=0
- 106:leaf=0.0033726187,cover=0
- 26:[Pol<4.30929279] yes=53,no=54,missing=53,gain=0.931797981,cover=236
- 53:[Ecc<9.75650311] yes=107,no=108,missing=107,gain=0.588269711,cover=18
- 107:leaf=0.0121540362,cover=0
- 108:leaf=-0.00551139144,cover=0
- 54:[Area5<0.794681609] yes=109,no=110,missing=109,gain=0.449719906,cover=218
- 109:leaf=-0.00438727997,cover=0
- 110:leaf=-0.00909979083,cover=0
- 6:[PialCurv5<-0.164281175] yes=13,no=14,missing=14,gain=0.446268827,cover=4975423
- 13:[Curv5<-0.251844287] yes=27,no=28,missing=27,gain=3.43717599,cover=57830
- 27:[Sulc0<-0.592216015] yes=55,no=56,missing=56,gain=2.39813113,cover=41351
- 55:[PialArea5<1.02076101] yes=111,no=112,missing=111,gain=1.36225986,cover=34194
- 111:leaf=-0.000368384615,cover=0
- 112:leaf=0.00041771098,cover=0
- 56:[Pol<57.8577347] yes=113,no=114,missing=114,gain=1.82157087,cover=7157
- 113:leaf=0.000415751681,cover=0
- 114:leaf=-0.00160588964,cover=0
- 28:[Curv5<-0.125495523] yes=57,no=58,missing=58,gain=1.16755724,cover=16479
- 57:[Area5<0.596935391] yes=115,no=116,missing=115,gain=1.19946575,cover=16081
- 115:leaf=-3.48008871e-05,cover=0
- 116:leaf=0.000862811634,cover=0
- 58:[Pol<60.4070244] yes=117,no=118,missing=117,gain=2.85105944,cover=398
- 117:leaf=-0.00853323191,cover=0
- 118:leaf=0.000617545273,cover=0
- 14:[Curv5<-0.258777469] yes=29,no=30,missing=29,gain=0.622150779,cover=4917593
- 29:[Area5<0.630444467] yes=59,no=60,missing=60,gain=2.22999001,cover=180699
- 59:[Sulc0<-0.210027173] yes=119,no=120,missing=119,gain=1.67288435,cover=118992
- 119:leaf=-6.92421672e-05,cover=0
- 120:leaf=0.00102867919,cover=0
- 60:[PialArea5<1.13220918] yes=121,no=122,missing=121,gain=2.31355381,cover=61707
- 121:leaf=0.000519318623,cover=0
- 122:leaf=-0.000172048152,cover=0
- 30:[Area5<0.44435063] yes=61,no=62,missing=62,gain=0.636021733,cover=4736894
- 61:[PialCurv5<-0.0487009101] yes=123,no=124,missing=123,gain=1.71994257,cover=63812
- 123:leaf=0.000229666519,cover=0
- 124:leaf=-0.00072073756,cover=0
- 62:[LGI5<2.26652193] yes=125,no=126,missing=125,gain=0.487620533,cover=4673082
- 125:leaf=-8.37804764e-05,cover=0
- 126:leaf=-3.04801915e-06,cover=0
-booster[858]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.252308816,cover=5124388
- 1:[Ecc<12.3665791] yes=3,no=4,missing=3,gain=0.437481433,cover=20016
- 3:[LGI5<2.98459172] yes=7,no=8,missing=7,gain=0.75932759,cover=13370
- 7:[Ecc<8.55626965] yes=15,no=16,missing=16,gain=1.92317331,cover=12534
- 15:[Curv5<0.120553598] yes=31,no=32,missing=31,gain=0.961098254,cover=11268
- 31:[Sulc0<0.849368811] yes=63,no=64,missing=64,gain=2.40142202,cover=1457
- 63:leaf=0.00148810726,cover=0
- 64:leaf=-0.0231020171,cover=0
- 32:[PialArea5<0.309935868] yes=65,no=66,missing=65,gain=1.21335697,cover=9811
- 65:leaf=6.7682704e-05,cover=0
- 66:leaf=-0.0025681071,cover=0
- 16:[Pol<106.604004] yes=33,no=34,missing=33,gain=3.53989863,cover=1266
- 33:[PialCurv5<0.285888344] yes=67,no=68,missing=67,gain=5.31011772,cover=996
- 67:leaf=-0.00849593244,cover=0
- 68:leaf=-0.000740234158,cover=0
- 34:[Pol<116.093399] yes=69,no=70,missing=69,gain=2.35996008,cover=270
- 69:leaf=0.00705583487,cover=0
- 70:leaf=-0.00240282807,cover=0
- 8:[LGI5<3.01384926] yes=17,no=18,missing=17,gain=1.67090392,cover=836
- 17:[Curv5<0.233002663] yes=35,no=36,missing=35,gain=4.92606258,cover=152
- 35:[Area5<0.598585367] yes=71,no=72,missing=71,gain=1.11682892,cover=111
- 71:leaf=-0.00142862904,cover=0
- 72:leaf=0.0124765635,cover=0
- 36:[PialCurv5<0.303062648] yes=73,no=74,missing=73,gain=3.23599482,cover=41
- 73:leaf=0.0429095998,cover=0
- 74:leaf=0.0115426863,cover=0
- 18:[Ecc<8.35574818] yes=37,no=38,missing=38,gain=1.07718992,cover=684
- 37:[PialCurv5<0.275165707] yes=75,no=76,missing=75,gain=0.506806612,cover=169
- 75:leaf=-0.0014873608,cover=0
- 76:leaf=-0.00788609125,cover=0
- 38:[LGI5<3.1767621] yes=77,no=78,missing=77,gain=1.68914294,cover=515
- 77:leaf=0.00544196554,cover=0
- 78:leaf=-0.000551290286,cover=0
- 4:[Ecc<13.4950199] yes=9,no=10,missing=9,gain=1.06195521,cover=6646
- 9:[LGI5<2.84729719] yes=19,no=20,missing=19,gain=1.88481176,cover=373
- 19:[LGI5<2.63290954] yes=39,no=40,missing=40,gain=1.13033986,cover=95
- 39:[PialCurv5<0.45140323] yes=79,no=80,missing=79,gain=0.0217381064,cover=23
- 79:leaf=-0.00190577377,cover=0
- 80:leaf=0.00105203141,cover=0
- 40:[Sulc0<0.649594426] yes=81,no=82,missing=82,gain=1.11310196,cover=72
- 81:leaf=-0.00605227659,cover=0
- 82:leaf=0.0142092556,cover=0
- 20:[Area5<0.4695113] yes=41,no=42,missing=41,gain=2.04666591,cover=278
- 41:[Curv5<-0.350989401] yes=83,no=84,missing=83,gain=1.42921913,cover=90
- 83:leaf=8.73407262e-05,cover=0
- 84:leaf=0.0127143534,cover=0
- 42:[LGI5<3.60428405] yes=85,no=86,missing=86,gain=0.872486353,cover=188
- 85:leaf=-0.00283295359,cover=0
- 86:leaf=0.0111084562,cover=0
- 10:[LGI5<2.97342348] yes=21,no=22,missing=21,gain=0.887488127,cover=6273
- 21:[LGI5<2.86381269] yes=43,no=44,missing=43,gain=2.10138559,cover=1540
- 43:[Pol<74.0505524] yes=87,no=88,missing=87,gain=1.23108816,cover=878
- 87:leaf=0.00314342091,cover=0
- 88:leaf=-0.00125123176,cover=0
- 44:[Sulc0<0.474820405] yes=89,no=90,missing=89,gain=1.57809997,cover=662
- 89:leaf=-0.000412420923,cover=0
- 90:leaf=0.00503320759,cover=0
- 22:[LGI5<3.35709596] yes=45,no=46,missing=45,gain=0.927384615,cover=4733
- 45:[LGI5<3.31338549] yes=91,no=92,missing=91,gain=1.76827312,cover=3125
- 91:leaf=-4.79647242e-05,cover=0
- 92:leaf=-0.00370795908,cover=0
- 46:[LGI5<3.53458858] yes=93,no=94,missing=93,gain=1.77255464,cover=1608
- 93:leaf=0.00236382731,cover=0
- 94:leaf=-0.00101377431,cover=0
- 2:[LGI5<3.94193578] yes=5,no=6,missing=6,gain=0.239085689,cover=5104372
- 5:[LGI5<3.64692807] yes=11,no=12,missing=11,gain=0.276411742,cover=5084381
- 11:[LGI5<3.56741142] yes=23,no=24,missing=23,gain=0.54780817,cover=4964389
- 23:[Curv5<-0.39144522] yes=47,no=48,missing=47,gain=0.383442938,cover=4881991
- 47:[PialCurv5<-0.151339546] yes=95,no=96,missing=95,gain=1.82905555,cover=18385
- 95:leaf=0.000472757034,cover=0
- 96:leaf=-0.000788792968,cover=0
- 48:[Area5<0.720017433] yes=97,no=98,missing=98,gain=0.419759691,cover=4863606
- 97:leaf=-1.04398896e-05,cover=0
- 98:leaf=2.12409432e-05,cover=0
- 24:[Ecc<42.1016579] yes=49,no=50,missing=49,gain=2.93890929,cover=82398
- 49:[Area5<0.719086528] yes=99,no=100,missing=99,gain=2.36560631,cover=74262
- 99:leaf=0.00020825323,cover=0
- 100:leaf=-0.000363916479,cover=0
- 50:[Area5<0.732334435] yes=101,no=102,missing=102,gain=2.81023645,cover=8136
- 101:leaf=-0.00185105414,cover=0
- 102:leaf=2.20859274e-05,cover=0
- 12:[Ecc<14.28263] yes=25,no=26,missing=25,gain=4.39090061,cover=119992
- 25:[Area5<0.802302957] yes=51,no=52,missing=51,gain=1.48502707,cover=15870
- 51:[MidArea5<1.12090862] yes=103,no=104,missing=103,gain=1.43120289,cover=14572
- 103:leaf=-0.00086046505,cover=0
- 104:leaf=0.0141033502,cover=0
- 52:[Pol<28.4081879] yes=105,no=106,missing=106,gain=1.48864233,cover=1298
- 105:leaf=0.00493567251,cover=0
- 106:leaf=0.000206624973,cover=0
- 26:[Sulc0<-0.00176540145] yes=53,no=54,missing=54,gain=1.90031791,cover=104122
- 53:[PialArea5<0.624898493] yes=107,no=108,missing=107,gain=3.50670552,cover=45957
- 107:leaf=0.00233754353,cover=0
- 108:leaf=0.000333176285,cover=0
- 54:[PialCurv5<0.167567819] yes=109,no=110,missing=109,gain=3.11564612,cover=58165
- 109:leaf=-0.000270066637,cover=0
- 110:leaf=0.000493242289,cover=0
- 6:[Ecc<14.9070177] yes=13,no=14,missing=14,gain=1.36596572,cover=19991
- 13:[Sulc0<0.0451717228] yes=27,no=28,missing=27,gain=1.13516092,cover=2256
- 27:[Ecc<11.8489361] yes=55,no=56,missing=55,gain=1.54843593,cover=1310
- 55:[Pol<33.3267784] yes=111,no=112,missing=111,gain=1.71549892,cover=312
- 111:leaf=0.00921294838,cover=0
- 112:leaf=0.000854778977,cover=0
- 56:[Area5<0.770300686] yes=113,no=114,missing=113,gain=0.715965629,cover=998
- 113:leaf=-0.000631510338,cover=0
- 114:leaf=-0.00695454283,cover=0
- 28:[PialCurv5<0.0495097227] yes=57,no=58,missing=58,gain=2.56834173,cover=946
- 57:[Curv5<-0.0133169871] yes=115,no=116,missing=115,gain=1.92433643,cover=154
- 115:leaf=0.0029613995,cover=0
- 116:leaf=0.0141778383,cover=0
- 58:[Pol<102.241241] yes=117,no=118,missing=117,gain=0.931520283,cover=792
- 117:leaf=-0.00160922448,cover=0
- 118:leaf=0.00221308833,cover=0
- 14:[Ecc<25.1292973] yes=29,no=30,missing=29,gain=1.23559225,cover=17735
- 29:[Area5<0.692729533] yes=59,no=60,missing=60,gain=1.26901293,cover=9420
- 59:[MidArea5<0.742612839] yes=119,no=120,missing=119,gain=1.08925521,cover=5209
- 119:leaf=-0.000579192361,cover=0
- 120:leaf=0.00115484034,cover=0
- 60:[Pol<88.5531387] yes=121,no=122,missing=121,gain=2.17292762,cover=4211
- 121:leaf=-0.00326834782,cover=0
- 122:leaf=-0.000682659564,cover=0
- 30:[Area5<0.670794368] yes=61,no=62,missing=61,gain=1.44259083,cover=8315
- 61:[Curv5<-0.198884338] yes=123,no=124,missing=123,gain=5.07971954,cover=1999
- 123:leaf=0.00349439681,cover=0
- 124:leaf=-0.00244409265,cover=0
- 62:[Ecc<38.0136108] yes=125,no=126,missing=125,gain=1.77221274,cover=6316
- 125:leaf=0.00109944562,cover=0
- 126:leaf=-0.000664268562,cover=0
-booster[859]:
-0:[LGI5<3.74316525] yes=1,no=2,missing=2,gain=0.237951711,cover=5124388
- 1:[LGI5<3.70550299] yes=3,no=4,missing=3,gain=1.03096664,cover=5044320
- 3:[Sulc0<0.383163035] yes=7,no=8,missing=7,gain=0.446042418,cover=5024305
- 7:[LGI5<3.35709596] yes=15,no=16,missing=15,gain=2.26894927,cover=4068664
- 15:[Ecc<28.2834949] yes=31,no=32,missing=31,gain=4.97393751,cover=3747573
- 31:[Curv5<0.151368812] yes=63,no=64,missing=63,gain=2.12014365,cover=3520184
- 63:leaf=1.91747295e-05,cover=0
- 64:leaf=-0.000170402462,cover=0
- 32:[LGI5<2.84729719] yes=65,no=66,missing=65,gain=5.26882172,cover=227389
- 65:leaf=-0.000866604911,cover=0
- 66:leaf=-0.000139360709,cover=0
- 16:[Ecc<27.7987404] yes=33,no=34,missing=33,gain=7.51590061,cover=321091
- 33:[Pol<111.846848] yes=67,no=68,missing=67,gain=10.0628824,cover=233156
- 67:leaf=0.000313919823,cover=0
- 68:leaf=-0.000343037333,cover=0
- 34:[Pol<15.1533136] yes=69,no=70,missing=69,gain=9.88786697,cover=87935
- 69:leaf=-0.000697967655,cover=0
- 70:leaf=0.000757793721,cover=0
- 8:[LGI5<3.48966408] yes=17,no=18,missing=17,gain=5.27429008,cover=955641
- 17:[Pol<147.599014] yes=35,no=36,missing=35,gain=5.64177418,cover=885135
- 35:[Pol<104.929901] yes=71,no=72,missing=72,gain=5.25357771,cover=877746
- 71:leaf=-7.96026652e-05,cover=0
- 72:leaf=0.000173906519,cover=0
- 36:[Ecc<24.3269672] yes=73,no=74,missing=73,gain=6.00033236,cover=7389
- 73:leaf=-0.00397897745,cover=0
- 74:leaf=-0.000594214303,cover=0
- 18:[Pol<43.7633247] yes=37,no=38,missing=37,gain=6.90652466,cover=70506
- 37:[LGI5<3.51961541] yes=75,no=76,missing=76,gain=2.41345811,cover=3949
- 75:leaf=-0.00138388772,cover=0
- 76:leaf=0.0020987296,cover=0
- 38:[PialCurv5<0.182067633] yes=77,no=78,missing=77,gain=7.71728897,cover=66557
- 77:leaf=-0.00112737995,cover=0
- 78:leaf=-4.97641049e-05,cover=0
- 4:[Curv5<-0.39144522] yes=9,no=10,missing=10,gain=1.92628169,cover=20015
- 9:[Ecc<12.0179253] yes=19,no=20,missing=20,gain=0.550420284,cover=82
- 19:[PialArea5<0.721636832] yes=39,no=40,missing=39,gain=0.0107929818,cover=14
- 39:leaf=0.00278207916,cover=0
- 40:[Pol<40.9012032] yes=79,no=80,missing=79,gain=0.00190934248,cover=6
- 79:leaf=0.000631614937,cover=0
- 80:leaf=-0.000964148843,cover=0
- 20:[MidArea5<0.518836677] yes=41,no=42,missing=41,gain=0.385317087,cover=68
- 41:[Pol<22.2436924] yes=81,no=82,missing=81,gain=0.350322127,cover=19
- 81:leaf=-0.00832257699,cover=0
- 82:leaf=0.00478428183,cover=0
- 42:[Pol<9.44515038] yes=83,no=84,missing=83,gain=0.178412199,cover=49
- 83:leaf=0.000324188179,cover=0
- 84:leaf=-0.0121461619,cover=0
- 10:[MidArea5<0.638313055] yes=21,no=22,missing=21,gain=2.04783773,cover=19933
- 21:[Curv5<0.108977526] yes=43,no=44,missing=43,gain=1.92072082,cover=5456
- 43:[Ecc<40.3354568] yes=85,no=86,missing=85,gain=2.62425089,cover=2369
- 85:leaf=0.00173292495,cover=0
- 86:leaf=0.00729141152,cover=0
- 44:[PialArea5<0.360595763] yes=87,no=88,missing=87,gain=1.72713196,cover=3087
- 87:leaf=0.00212491979,cover=0
- 88:leaf=-0.000413384114,cover=0
- 22:[PialArea5<0.750515759] yes=45,no=46,missing=45,gain=2.66142273,cover=14477
- 45:[Pol<87.3220139] yes=89,no=90,missing=89,gain=2.74402356,cover=4232
- 89:leaf=-0.00215515075,cover=0
- 90:leaf=0.000398002885,cover=0
- 46:[PialCurv5<-0.0542625114] yes=91,no=92,missing=91,gain=3.02635074,cover=10245
- 91:leaf=-0.000128564017,cover=0
- 92:leaf=0.00166182406,cover=0
- 2:[Sulc0<0.454035848] yes=5,no=6,missing=5,gain=1.65075111,cover=80068
- 5:[Area5<0.76451689] yes=11,no=12,missing=11,gain=2.44281864,cover=55867
- 11:[Pol<89.1530609] yes=23,no=24,missing=23,gain=2.47863579,cover=46856
- 23:[Pol<56.1920547] yes=47,no=48,missing=48,gain=2.77988672,cover=20485
- 47:[Ecc<10.569519] yes=93,no=94,missing=93,gain=2.59074497,cover=15129
- 93:leaf=0.00254955818,cover=0
- 94:leaf=-0.000588778406,cover=0
- 48:[Ecc<19.4699688] yes=95,no=96,missing=96,gain=11.1242352,cover=5356
- 95:leaf=-7.31992986e-05,cover=0
- 96:leaf=-0.00482850941,cover=0
- 24:[Sulc0<-0.137935251] yes=49,no=50,missing=49,gain=2.42480254,cover=26371
- 49:[Pol<147.599014] yes=97,no=98,missing=98,gain=5.14165115,cover=13774
- 97:leaf=0.00258130999,cover=0
- 98:leaf=-2.85211627e-05,cover=0
- 50:[Pol<133.406311] yes=99,no=100,missing=99,gain=2.42256236,cover=12597
- 99:leaf=0.000291667006,cover=0
- 100:leaf=-0.0011246904,cover=0
- 12:[LGI5<3.94193578] yes=25,no=26,missing=25,gain=1.70766234,cover=9011
- 25:[Ecc<17.5281601] yes=51,no=52,missing=51,gain=2.44466424,cover=6783
- 51:[MidArea5<0.805760801] yes=101,no=102,missing=102,gain=2.72701025,cover=2130
- 101:leaf=-0.00471345335,cover=0
- 102:leaf=0.000267849042,cover=0
- 52:[MidArea5<0.930261374] yes=103,no=104,missing=103,gain=2.83574629,cover=4653
- 103:leaf=0.00258983439,cover=0
- 104:leaf=8.27169133e-05,cover=0
- 26:[Ecc<22.8050022] yes=53,no=54,missing=54,gain=0.985312104,cover=2228
- 53:[PialArea5<1.17753279] yes=105,no=106,missing=105,gain=1.77512407,cover=897
- 105:leaf=-0.00267773774,cover=0
- 106:leaf=0.00491905957,cover=0
- 54:[Pol<127.728462] yes=107,no=108,missing=107,gain=1.05056322,cover=1331
- 107:leaf=-0.00091481983,cover=0
- 108:leaf=0.00197877712,cover=0
- 6:[Sulc0<1.16950965] yes=13,no=14,missing=13,gain=2.52634525,cover=24201
- 13:[PialCurv5<-0.0456207059] yes=27,no=28,missing=27,gain=2.45291018,cover=20940
- 27:[Area5<0.630444467] yes=55,no=56,missing=56,gain=4.68499231,cover=272
- 55:[Pol<136.095428] yes=109,no=110,missing=110,gain=0.906991065,cover=88
- 109:leaf=0.000925138709,cover=0
- 110:leaf=0.0111864088,cover=0
- 56:[LGI5<3.84897733] yes=111,no=112,missing=112,gain=1.52896881,cover=184
- 111:leaf=-0.00254963152,cover=0
- 112:leaf=-0.0121186273,cover=0
- 28:[PialArea5<0.89536339] yes=57,no=58,missing=58,gain=2.97722507,cover=20668
- 57:[Ecc<20.3925476] yes=113,no=114,missing=113,gain=2.23463893,cover=20459
- 113:leaf=-0.00032449569,cover=0
- 114:leaf=0.000809365825,cover=0
- 58:[Sulc0<0.915739596] yes=115,no=116,missing=115,gain=1.97915888,cover=209
- 115:leaf=0.00843382441,cover=0
- 116:leaf=-0.00530159706,cover=0
- 14:[Pol<99.5532455] yes=29,no=30,missing=29,gain=3.01426268,cover=3261
- 29:[Area5<0.648839295] yes=59,no=60,missing=59,gain=2.51980734,cover=2571
- 59:[PialCurv5<0.236826599] yes=117,no=118,missing=117,gain=1.84217238,cover=279
- 117:leaf=-0.0119603416,cover=0
- 118:leaf=-0.00243698154,cover=0
- 60:[PialArea5<0.839144647] yes=119,no=120,missing=120,gain=1.02368081,cover=2292
- 119:leaf=0.000449308951,cover=0
- 120:leaf=-0.00716719497,cover=0
- 30:[Pol<130.198486] yes=61,no=62,missing=61,gain=1.15112543,cover=690
- 61:[Pol<108.184875] yes=121,no=122,missing=121,gain=0.942780495,cover=675
- 121:leaf=-0.00275302003,cover=0
- 122:leaf=-0.00658317003,cover=0
- 62:[Ecc<36.5542564] yes=123,no=124,missing=123,gain=0.0327495933,cover=15
- 123:leaf=0.000280511391,cover=0
- 124:leaf=0.00991517119,cover=0
-booster[860]:
-0:[PialArea5<0.324585885] yes=1,no=2,missing=2,gain=0.25045681,cover=5124388
- 1:[Curv5<0.0915888697] yes=3,no=4,missing=4,gain=0.50988996,cover=160410
- 3:[Area5<0.710077047] yes=7,no=8,missing=7,gain=0.882610738,cover=3187
- 7:[Pol<84.1277542] yes=15,no=16,missing=15,gain=0.708086014,cover=3047
- 15:[PialCurv5<0.0218105931] yes=31,no=32,missing=31,gain=0.840421438,cover=632
- 31:[PialCurv5<-0.0957419723] yes=63,no=64,missing=64,gain=0.649631321,cover=177
- 63:leaf=-0.00102030113,cover=0
- 64:leaf=0.00544751761,cover=0
- 32:[Ecc<27.327179] yes=65,no=66,missing=66,gain=0.600680828,cover=455
- 65:leaf=-0.00416765455,cover=0
- 66:leaf=-0.000164942103,cover=0
- 16:[Ecc<33.2971039] yes=33,no=34,missing=33,gain=0.83983165,cover=2415
- 33:[Ecc<20.7119312] yes=67,no=68,missing=67,gain=2.04259944,cover=2196
- 67:leaf=-0.00046085217,cover=0
- 68:leaf=0.00335495034,cover=0
- 34:[LGI5<3.268116] yes=69,no=70,missing=70,gain=0.690047801,cover=219
- 69:leaf=-0.00556796743,cover=0
- 70:leaf=4.35062357e-05,cover=0
- 8:[Sulc0<1.06550956] yes=17,no=18,missing=17,gain=0.505436778,cover=140
- 17:[Ecc<16.5318356] yes=35,no=36,missing=36,gain=0.428134799,cover=121
- 35:[PialCurv5<0.208232641] yes=71,no=72,missing=71,gain=0.370648921,cover=54
- 71:leaf=-0.000419738441,cover=0
- 72:leaf=-0.011525075,cover=0
- 36:[PialCurv5<0.236826599] yes=73,no=74,missing=73,gain=0.35573566,cover=67
- 73:leaf=-0.00976557285,cover=0
- 74:leaf=0.000406003557,cover=0
- 18:[Area5<0.714924753] yes=37,no=38,missing=37,gain=0.373101622,cover=19
- 37:leaf=-0.0135214925,cover=0
- 38:[LGI5<3.1767621] yes=75,no=76,missing=75,gain=0.221215606,cover=17
- 75:leaf=0.0160432514,cover=0
- 76:leaf=0.00245722057,cover=0
- 4:[Curv5<0.099404186] yes=9,no=10,missing=9,gain=1.21760702,cover=157223
- 9:[Area5<0.712503135] yes=19,no=20,missing=19,gain=0.552724838,cover=961
- 19:[LGI5<2.80243301] yes=39,no=40,missing=40,gain=0.542466402,cover=907
- 39:[Ecc<7.79996967] yes=77,no=78,missing=77,gain=1.61058939,cover=310
- 77:leaf=0.00333860493,cover=0
- 78:leaf=-0.00401273975,cover=0
- 40:[LGI5<3.1767621] yes=79,no=80,missing=79,gain=0.806217909,cover=597
- 79:leaf=0.00471525779,cover=0
- 80:leaf=0.00102689967,cover=0
- 20:[LGI5<2.84729719] yes=41,no=42,missing=41,gain=0.95153445,cover=54
- 41:[Ecc<15.3430929] yes=81,no=82,missing=81,gain=0.212884933,cover=15
- 81:leaf=0.0106992368,cover=0
- 82:leaf=-0.00215395936,cover=0
- 42:[Sulc0<0.598320961] yes=83,no=84,missing=83,gain=0.658910334,cover=39
- 83:leaf=-0.0169299003,cover=0
- 84:leaf=-0.00279217586,cover=0
- 10:[Sulc0<-0.487093836] yes=21,no=22,missing=22,gain=0.534291267,cover=156262
- 21:[PialCurv5<0.0331302322] yes=43,no=44,missing=43,gain=0.383170485,cover=234
- 43:[PialArea5<0.267248243] yes=85,no=86,missing=85,gain=0.399081349,cover=57
- 85:leaf=-0.00103914307,cover=0
- 86:leaf=-0.00946047716,cover=0
- 44:[Sulc0<-0.603582025] yes=87,no=88,missing=87,gain=0.504399776,cover=177
- 87:leaf=0.0035732456,cover=0
- 88:leaf=-0.00264272536,cover=0
- 22:[Sulc0<-0.370474488] yes=45,no=46,missing=45,gain=0.827884316,cover=156028
- 45:[LGI5<2.36078882] yes=89,no=90,missing=89,gain=1.4897089,cover=544
- 89:leaf=0.00418801885,cover=0
- 90:leaf=-0.00112450193,cover=0
- 46:[Sulc0<-0.137935251] yes=91,no=92,missing=91,gain=0.854693055,cover=155484
- 91:leaf=-0.000917127531,cover=0
- 92:leaf=7.41050608e-05,cover=0
- 2:[PialCurv5<0.493508637] yes=5,no=6,missing=5,gain=0.35444355,cover=4963978
- 5:[PialCurv5<0.371846795] yes=11,no=12,missing=12,gain=0.457407475,cover=4956270
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=24,gain=0.434289098,cover=4877529
- 23:[Ecc<33.9075584] yes=47,no=48,missing=48,gain=0.4265728,cover=4868330
- 47:[LGI5<3.3215456] yes=93,no=94,missing=93,gain=0.833410621,cover=4517939
- 93:leaf=1.03382372e-05,cover=0
- 94:leaf=-5.90705786e-05,cover=0
- 48:[PialCurv5<-0.0644776821] yes=95,no=96,missing=96,gain=4.70913935,cover=350391
- 95:leaf=0.000216649292,cover=0
- 96:leaf=-0.000178343485,cover=0
- 24:[Pol<85.4004211] yes=49,no=50,missing=49,gain=1.36653686,cover=9199
- 49:[Pol<42.7478409] yes=97,no=98,missing=98,gain=1.67610455,cover=4760
- 97:leaf=-0.00271319808,cover=0
- 98:leaf=0.00117237365,cover=0
- 50:[Area5<0.633885562] yes=99,no=100,missing=100,gain=1.39746726,cover=4439
- 99:leaf=-0.00483227707,cover=0
- 100:leaf=-0.000115208495,cover=0
- 12:[LGI5<3.31338549] yes=25,no=26,missing=25,gain=1.816854,cover=78741
- 25:[Sulc0<0.184694022] yes=51,no=52,missing=52,gain=1.80910242,cover=68037
- 51:[LGI5<2.71502113] yes=101,no=102,missing=102,gain=1.71899915,cover=8103
- 101:leaf=0.000152476074,cover=0
- 102:leaf=0.00208429201,cover=0
- 52:[PialArea5<0.502762914] yes=103,no=104,missing=103,gain=2.31651616,cover=59934
- 103:leaf=-0.000385916239,cover=0
- 104:leaf=0.000997200841,cover=0
- 26:[Ecc<8.6295805] yes=53,no=54,missing=54,gain=2.21724224,cover=10704
- 53:[Pol<105.462654] yes=105,no=106,missing=106,gain=2.15371084,cover=118
- 105:leaf=-0.00267770933,cover=0
- 106:leaf=0.0117919883,cover=0
- 54:[LGI5<3.37729335] yes=107,no=108,missing=107,gain=2.0156002,cover=10586
- 107:leaf=0.00177937269,cover=0
- 108:leaf=6.0253773e-05,cover=0
- 6:[Pol<104.929901] yes=13,no=14,missing=13,gain=0.939287066,cover=7708
- 13:[Ecc<1.31300318] yes=27,no=28,missing=27,gain=3.02495599,cover=4701
- 27:[LGI5<2.32613516] yes=55,no=56,missing=55,gain=0.237052679,cover=97
- 55:[Area5<0.580209434] yes=109,no=110,missing=110,gain=0.0617852211,cover=24
- 109:leaf=-0.000553199672,cover=0
- 110:leaf=-0.00561641064,cover=0
- 56:[LGI5<2.46931005] yes=111,no=112,missing=111,gain=0.299749136,cover=73
- 111:leaf=-0.0101892138,cover=0
- 112:leaf=0.00211175485,cover=0
- 28:[Area5<0.652759671] yes=57,no=58,missing=57,gain=2.33002186,cover=4604
- 57:[Sulc0<0.812575758] yes=113,no=114,missing=113,gain=1.27398777,cover=1648
- 113:leaf=0.00325920992,cover=0
- 114:leaf=2.50629855e-05,cover=0
- 58:[LGI5<3.30554914] yes=115,no=116,missing=115,gain=0.688521087,cover=2956
- 115:leaf=-0.000258293439,cover=0
- 116:leaf=0.00164952374,cover=0
- 14:[LGI5<3.10571551] yes=29,no=30,missing=29,gain=1.80102515,cover=3007
- 29:[LGI5<2.83602357] yes=59,no=60,missing=59,gain=2.41718936,cover=2626
- 59:[LGI5<2.41354537] yes=117,no=118,missing=117,gain=0.997215092,cover=2037
- 117:leaf=0.000781732087,cover=0
- 118:leaf=-0.00152633793,cover=0
- 60:[Ecc<7.7481575] yes=119,no=120,missing=120,gain=1.24465275,cover=589
- 119:leaf=-0.00498228893,cover=0
- 120:leaf=0.00359418103,cover=0
- 30:[Ecc<7.69572639] yes=61,no=62,missing=61,gain=1.52842867,cover=381
- 61:[Pol<111.326981] yes=121,no=122,missing=121,gain=0.112536192,cover=25
- 121:leaf=-0.0159340184,cover=0
- 122:leaf=0.000596493483,cover=0
- 62:[Pol<121.948479] yes=123,no=124,missing=123,gain=0.860856175,cover=356
- 123:leaf=0.000949436624,cover=0
- 124:leaf=-0.00434758095,cover=0
-booster[861]:
-0:[PialArea5<0.441150606] yes=1,no=2,missing=2,gain=0.247512549,cover=5124388
- 1:[Pol<108.184875] yes=3,no=4,missing=3,gain=0.961592317,cover=626073
- 3:[Ecc<20.3925476] yes=7,no=8,missing=7,gain=2.86978722,cover=467394
- 7:[Ecc<9.75650311] yes=15,no=16,missing=15,gain=4.54400158,cover=347193
- 15:[Pol<93.3357697] yes=31,no=32,missing=31,gain=4.60136938,cover=232876
- 31:[Area5<0.636136949] yes=63,no=64,missing=64,gain=3.4653182,cover=64836
- 63:leaf=-0.000127661886,cover=0
- 64:leaf=0.000655842421,cover=0
- 32:[Ecc<5.59685707] yes=65,no=66,missing=65,gain=4.04598808,cover=168040
- 65:leaf=0.000168830564,cover=0
- 66:leaf=-0.000322648324,cover=0
- 16:[Sulc0<0.732260227] yes=33,no=34,missing=33,gain=7.73722887,cover=114317
- 33:[Pol<88.5531387] yes=67,no=68,missing=68,gain=4.78615665,cover=57498
- 67:leaf=-0.000230396981,cover=0
- 68:leaf=-0.00114974403,cover=0
- 34:[Area5<0.682363749] yes=69,no=70,missing=69,gain=7.15850258,cover=56819
- 69:leaf=0.000764315366,cover=0
- 70:leaf=-0.000381551741,cover=0
- 8:[Sulc0<0.703387856] yes=17,no=18,missing=17,gain=2.37277365,cover=120201
- 17:[LGI5<3.1967752] yes=35,no=36,missing=35,gain=3.91879845,cover=18011
- 35:[Curv5<0.266060919] yes=71,no=72,missing=71,gain=2.59077787,cover=10152
- 71:leaf=0.00150738203,cover=0
- 72:leaf=-0.00369820488,cover=0
- 36:[LGI5<3.55025291] yes=73,no=74,missing=73,gain=4.43989515,cover=7859
- 73:leaf=-0.00089127518,cover=0
- 74:leaf=0.00169104373,cover=0
- 18:[LGI5<3.23225117] yes=37,no=38,missing=37,gain=2.73406029,cover=102190
- 37:[Curv5<-0.0366821773] yes=75,no=76,missing=75,gain=2.82057738,cover=51109
- 75:leaf=0.012227674,cover=0
- 76:leaf=-0.000159044692,cover=0
- 38:[PialCurv5<0.113078766] yes=77,no=78,missing=77,gain=5.76579142,cover=51081
- 77:leaf=0.00314410566,cover=0
- 78:leaf=0.000267642754,cover=0
- 4:[Ecc<16.5318356] yes=9,no=10,missing=9,gain=2.98989964,cover=158679
- 9:[Ecc<6.10119486] yes=19,no=20,missing=19,gain=5.87281036,cover=115242
- 19:[PialCurv5<0.224192142] yes=39,no=40,missing=40,gain=1.58762074,cover=63409
- 39:[Ecc<1.21076584] yes=79,no=80,missing=79,gain=4.9007988,cover=25767
- 79:leaf=-0.000621345534,cover=0
- 80:leaf=0.000795182772,cover=0
- 40:[Area5<0.462054074] yes=81,no=82,missing=81,gain=1.48494434,cover=37642
- 81:leaf=-0.00608819351,cover=0
- 82:leaf=-0.000243718663,cover=0
- 20:[Pol<125.308708] yes=41,no=42,missing=41,gain=5.38745975,cover=51833
- 41:[Ecc<13.1181517] yes=83,no=84,missing=83,gain=4.8514719,cover=37758
- 83:leaf=0.00140398869,cover=0
- 84:leaf=0.00022616901,cover=0
- 42:[PialCurv5<0.15079549] yes=85,no=86,missing=85,gain=4.01977539,cover=14075
- 85:leaf=-0.00133957632,cover=0
- 86:leaf=0.000439883675,cover=0
- 10:[Pol<125.308708] yes=21,no=22,missing=21,gain=3.40518427,cover=43437
- 21:[Curv5<0.110890195] yes=43,no=44,missing=43,gain=2.66302347,cover=33805
- 43:[Ecc<30.959959] yes=87,no=88,missing=87,gain=5.42777061,cover=5637
- 87:leaf=0.00170889113,cover=0
- 88:leaf=-0.00151707174,cover=0
- 44:[Sulc0<0.830503881] yes=89,no=90,missing=89,gain=3.77415705,cover=28168
- 89:leaf=-0.00128921797,cover=0
- 90:leaf=-0.000126429586,cover=0
- 22:[Curv5<0.0778492987] yes=45,no=46,missing=45,gain=2.28907728,cover=9632
- 45:[Curv5<-0.112134233] yes=91,no=92,missing=92,gain=1.9990443,cover=704
- 91:leaf=0.00171326159,cover=0
- 92:leaf=-0.00397269661,cover=0
- 46:[PialCurv5<0.193043977] yes=93,no=94,missing=93,gain=3.58896756,cover=8928
- 93:leaf=0.00265919208,cover=0
- 94:leaf=0.000279290573,cover=0
- 2:[Curv5<0.0974604636] yes=5,no=6,missing=6,gain=0.608289361,cover=4498315
- 5:[PialCurv5<0.208232641] yes=11,no=12,missing=12,gain=0.95775795,cover=4000689
- 11:[Sulc0<0.869075775] yes=23,no=24,missing=23,gain=1.53415453,cover=3974871
- 23:[PialArea5<0.529292643] yes=47,no=48,missing=48,gain=0.869736969,cover=3961559
- 47:[PialCurv5<0.0285326894] yes=95,no=96,missing=96,gain=3.31757951,cover=119584
- 95:leaf=-0.00028549711,cover=0
- 96:leaf=0.000300151733,cover=0
- 48:[Area5<0.924216449] yes=97,no=98,missing=98,gain=0.722245097,cover=3841975
- 97:leaf=3.76657709e-07,cover=0
- 98:leaf=-0.000242887807,cover=0
- 24:[Ecc<30.4150848] yes=49,no=50,missing=49,gain=3.78029585,cover=13312
- 49:[Sulc0<1.11117697] yes=99,no=100,missing=100,gain=4.89593983,cover=5092
- 99:leaf=-0.000154208174,cover=0
- 100:leaf=-0.00692144874,cover=0
- 50:[Area5<0.626857519] yes=101,no=102,missing=101,gain=7.6982975,cover=8220
- 101:leaf=-0.00664560497,cover=0
- 102:leaf=0.00150142226,cover=0
- 12:[PialArea5<0.597118378] yes=25,no=26,missing=25,gain=6.58281088,cover=25818
- 25:[LGI5<2.38303256] yes=51,no=52,missing=52,gain=2.88676023,cover=14125
- 51:[LGI5<2.19753051] yes=103,no=104,missing=103,gain=2.34523654,cover=1303
- 103:leaf=-0.0046916008,cover=0
- 104:leaf=0.00197418081,cover=0
- 52:[LGI5<3.94193578] yes=105,no=106,missing=105,gain=1.18244076,cover=12822
- 105:leaf=-0.00122102734,cover=0
- 106:leaf=-0.00798375811,cover=0
- 26:[Ecc<0.729281187] yes=53,no=54,missing=53,gain=3.43785667,cover=11693
- 53:[Pol<116.093399] yes=107,no=108,missing=107,gain=1.31490111,cover=232
- 107:leaf=-0.0110043436,cover=0
- 108:leaf=-0.0028781814,cover=0
- 54:[LGI5<2.34364653] yes=109,no=110,missing=109,gain=3.25692153,cover=11461
- 109:leaf=0.00351188215,cover=0
- 110:leaf=0.000445949845,cover=0
- 6:[Ecc<1.10530448] yes=13,no=14,missing=13,gain=1.76439142,cover=497626
- 13:[Sulc0<-0.370474488] yes=27,no=28,missing=27,gain=6.2821312,cover=12865
- 27:[Pol<130.822815] yes=55,no=56,missing=56,gain=2.08736706,cover=3143
- 55:[LGI5<2.19753051] yes=111,no=112,missing=112,gain=2.91599393,cover=924
- 111:leaf=-0.0113347191,cover=0
- 112:leaf=0.000153249333,cover=0
- 56:[LGI5<2.21018219] yes=113,no=114,missing=114,gain=3.98687267,cover=2219
- 113:leaf=0.00230326341,cover=0
- 114:leaf=-0.00419350294,cover=0
- 28:[PialCurv5<0.0771882981] yes=57,no=58,missing=57,gain=2.99825191,cover=9722
- 57:[Sulc0<-0.0637059584] yes=115,no=116,missing=115,gain=1.3850224,cover=661
- 115:leaf=-0.00234220549,cover=0
- 116:leaf=-0.00902439374,cover=0
- 58:[Sulc0<0.00591620663] yes=117,no=118,missing=118,gain=1.77181602,cover=9061
- 117:leaf=0.000552808575,cover=0
- 118:leaf=-0.00128941843,cover=0
- 14:[Sulc0<-0.487093836] yes=29,no=30,missing=29,gain=3.2596519,cover=484761
- 29:[LGI5<2.40692019] yes=59,no=60,missing=60,gain=4.79412079,cover=1738
- 59:[Ecc<2.6050899] yes=119,no=120,missing=120,gain=2.03704143,cover=630
- 119:leaf=-0.00315775047,cover=0
- 120:leaf=0.00312254089,cover=0
- 60:[LGI5<2.73077893] yes=121,no=122,missing=121,gain=6.8764925,cover=1108
- 121:leaf=0.0071493783,cover=0
- 122:leaf=-0.000980653684,cover=0
- 30:[PialCurv5<0.0904879719] yes=61,no=62,missing=61,gain=1.86869538,cover=483023
- 61:[Ecc<33.9075584] yes=123,no=124,missing=123,gain=5.24976063,cover=25633
- 123:leaf=0.000229235535,cover=0
- 124:leaf=0.00409007259,cover=0
- 62:[Sulc0<-0.210027173] yes=125,no=126,missing=125,gain=1.86686349,cover=457390
- 125:leaf=0.000458404422,cover=0
- 126:leaf=-9.11891693e-05,cover=0
-booster[862]:
-0:[PialArea5<0.38075453] yes=1,no=2,missing=1,gain=0.238833845,cover=5124388
- 1:[Curv5<0.147363082] yes=3,no=4,missing=3,gain=0.780761242,cover=363078
- 3:[PialCurv5<0.309146255] yes=7,no=8,missing=7,gain=1.7527101,cover=98645
- 7:[Area5<0.729573667] yes=15,no=16,missing=16,gain=1.93568158,cover=83208
- 15:[Pol<141.081833] yes=31,no=32,missing=32,gain=1.64469719,cover=72924
- 31:[LGI5<3.30554914] yes=61,no=62,missing=61,gain=1.91988575,cover=69200
- 61:leaf=0.000341001985,cover=0
- 62:leaf=-0.000333568285,cover=0
- 32:[Area5<0.659308732] yes=63,no=64,missing=63,gain=2.09648323,cover=3724
- 63:leaf=-0.00029841272,cover=0
- 64:leaf=-0.00335187535,cover=0
- 16:[Area5<0.877147377] yes=33,no=34,missing=33,gain=1.86462927,cover=10284
- 33:[Sulc0<-0.457356662] yes=65,no=66,missing=66,gain=1.04895639,cover=10241
- 65:leaf=-0.0114758192,cover=0
- 66:leaf=0.000956652511,cover=0
- 34:[LGI5<3.1967752] yes=67,no=68,missing=67,gain=0.960925579,cover=43
- 67:leaf=-0.0167746507,cover=0
- 68:leaf=-0.00189866219,cover=0
- 8:[Ecc<0.221054599] yes=17,no=18,missing=18,gain=1.81351471,cover=15437
- 17:leaf=0.0234699324,cover=0
- 18:[LGI5<3.51961541] yes=35,no=36,missing=35,gain=1.82860088,cover=15430
- 35:[Pol<93.9093552] yes=69,no=70,missing=69,gain=1.73321271,cover=14059
- 69:leaf=-0.00123161613,cover=0
- 70:leaf=-8.39251516e-05,cover=0
- 36:[Sulc0<0.56283927] yes=71,no=72,missing=72,gain=1.08185101,cover=1371
- 71:leaf=0.00700632855,cover=0
- 72:leaf=0.00104734197,cover=0
- 4:[PialCurv5<0.280504435] yes=9,no=10,missing=9,gain=1.53935587,cover=264433
- 9:[Area5<0.57817024] yes=19,no=20,missing=19,gain=1.50752568,cover=85977
- 19:[Ecc<46.7494621] yes=37,no=38,missing=38,gain=1.36051559,cover=7601
- 37:[Pol<166.64444] yes=73,no=74,missing=73,gain=1.36505032,cover=7546
- 73:leaf=-0.00108516461,cover=0
- 74:leaf=0.0016599776,cover=0
- 38:[LGI5<3.16380119] yes=75,no=76,missing=76,gain=0.915528893,cover=55
- 75:leaf=0.00226603867,cover=0
- 76:leaf=0.0158455856,cover=0
- 20:[Ecc<7.08616447] yes=39,no=40,missing=40,gain=1.8183955,cover=78376
- 39:[Ecc<1.79549146] yes=77,no=78,missing=77,gain=2.48785806,cover=29439
- 77:leaf=-0.00120528578,cover=0
- 78:leaf=0.000346956629,cover=0
- 40:[Sulc0<0.812575758] yes=79,no=80,missing=79,gain=2.13010907,cover=48937
- 79:leaf=-0.000592996541,cover=0
- 80:leaf=7.16824652e-05,cover=0
- 10:[Sulc0<0.762988985] yes=21,no=22,missing=21,gain=1.835971,cover=178456
- 21:[LGI5<3.55025291] yes=41,no=42,missing=41,gain=2.38442922,cover=85450
- 41:[Pol<93.3357697] yes=81,no=82,missing=82,gain=1.88840353,cover=84280
- 81:leaf=0.000710398948,cover=0
- 82:leaf=0.000101329621,cover=0
- 42:[Pol<53.6550331] yes=83,no=84,missing=83,gain=0.879604101,cover=1170
- 83:leaf=-0.00463100662,cover=0
- 84:leaf=0.00274841837,cover=0
- 22:[Pol<136.095428] yes=43,no=44,missing=44,gain=1.76999807,cover=93006
- 43:[Curv5<0.190557376] yes=85,no=86,missing=85,gain=1.16562533,cover=92854
- 85:leaf=-0.000228065561,cover=0
- 86:leaf=0.000127806488,cover=0
- 44:[LGI5<3.47596025] yes=87,no=88,missing=87,gain=0.647632003,cover=152
- 87:leaf=-0.00607252261,cover=0
- 88:leaf=0.0108361254,cover=0
- 2:[Curv5<0.0896491781] yes=5,no=6,missing=5,gain=0.390998811,cover=4761310
- 5:[PialCurv5<0.189327508] yes=11,no=12,missing=11,gain=1.24200499,cover=3961257
- 11:[Sulc0<0.830503881] yes=23,no=24,missing=24,gain=2.30147767,cover=3927091
- 23:[Curv5<0.0191024225] yes=45,no=46,missing=45,gain=0.844033897,cover=3911199
- 45:[PialArea5<0.632563293] yes=89,no=90,missing=89,gain=3.08093309,cover=3283415
- 89:leaf=-0.000213302716,cover=0
- 90:leaf=4.82309224e-06,cover=0
- 46:[PialCurv5<0.0400940292] yes=91,no=92,missing=91,gain=6.20194578,cover=627784
- 91:leaf=0.000396145042,cover=0
- 92:leaf=-1.60164982e-05,cover=0
- 24:[Area5<0.600206077] yes=47,no=48,missing=48,gain=3.7326839,cover=15892
- 47:[Pol<86.0952454] yes=93,no=94,missing=93,gain=4.12130451,cover=707
- 93:leaf=-0.00767266145,cover=0
- 94:leaf=0.000133836758,cover=0
- 48:[MidArea5<0.554996908] yes=95,no=96,missing=95,gain=2.14369321,cover=15185
- 95:leaf=0.00241806242,cover=0
- 96:leaf=0.000557512802,cover=0
- 12:[MidArea5<0.701709926] yes=25,no=26,missing=26,gain=4.57238483,cover=34166
- 25:[LGI5<2.16230083] yes=49,no=50,missing=49,gain=3.01631927,cover=25952
- 49:[Pol<103.851685] yes=97,no=98,missing=97,gain=2.57164931,cover=184
- 97:leaf=-0.0132415434,cover=0
- 98:leaf=-0.00141419086,cover=0
- 50:[LGI5<2.38303256] yes=99,no=100,missing=99,gain=2.66341114,cover=25768
- 99:leaf=0.000940757513,cover=0
- 100:leaf=-0.000746701902,cover=0
- 26:[PialArea5<0.95820266] yes=51,no=52,missing=51,gain=1.34276509,cover=8214
- 51:[Ecc<0.943656743] yes=101,no=102,missing=102,gain=1.14373064,cover=8020
- 101:leaf=-0.00376775931,cover=0
- 102:leaf=0.000908395741,cover=0
- 52:[Area5<0.433531314] yes=103,no=104,missing=103,gain=0.492976725,cover=194
- 103:leaf=0.0122178262,cover=0
- 104:leaf=-0.00375896762,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=14,gain=1.72494853,cover=800053
- 13:[LGI5<3.03694534] yes=27,no=28,missing=27,gain=7.99412918,cover=350410
- 27:[Pol<100.628822] yes=53,no=54,missing=54,gain=3.13658738,cover=346649
- 53:[Area5<0.681571782] yes=105,no=106,missing=106,gain=4.01869011,cover=152793
- 105:leaf=-0.000109660592,cover=0
- 106:leaf=0.000410204899,cover=0
- 54:[Pol<117.668175] yes=107,no=108,missing=107,gain=5.05062008,cover=193856
- 107:leaf=-0.000311200885,cover=0
- 108:leaf=0.000213780469,cover=0
- 28:[Pol<44.6807365] yes=55,no=56,missing=56,gain=5.23446655,cover=3761
- 55:[Ecc<5.97554874] yes=109,no=110,missing=109,gain=1.67816043,cover=340
- 109:leaf=-0.00901492406,cover=0
- 110:leaf=-0.00130325602,cover=0
- 56:[Sulc0<-0.27863887] yes=111,no=112,missing=111,gain=15.0307255,cover=3421
- 111:leaf=0.0171609111,cover=0
- 112:leaf=0.00215661782,cover=0
- 14:[Pol<93.3357697] yes=29,no=30,missing=29,gain=3.25642967,cover=449643
- 29:[Pol<48.3047981] yes=57,no=58,missing=58,gain=4.20343447,cover=172455
- 57:[PialCurv5<0.113078766] yes=113,no=114,missing=113,gain=5.26291418,cover=13627
- 113:leaf=0.00243902788,cover=0
- 114:leaf=5.52160018e-05,cover=0
- 58:[Sulc0<1.16950965] yes=115,no=116,missing=115,gain=5.12593937,cover=158828
- 115:leaf=-0.000414684328,cover=0
- 116:leaf=0.00077617279,cover=0
- 30:[Sulc0<0.281104684] yes=59,no=60,missing=59,gain=6.05172729,cover=277188
- 59:[LGI5<3.17022181] yes=117,no=118,missing=117,gain=13.9548664,cover=51567
- 117:leaf=-0.00103315292,cover=0
- 118:leaf=0.000745709112,cover=0
- 60:[Ecc<12.7231894] yes=119,no=120,missing=120,gain=9.09713078,cover=225621
- 119:leaf=0.000541787536,cover=0
- 120:leaf=-0.000119787015,cover=0
-booster[863]:
-0:[PialArea5<0.537928462] yes=1,no=2,missing=1,gain=0.242326424,cover=5124388
- 1:[Pol<50.1003532] yes=3,no=4,missing=3,gain=2.12235451,cover=1069358
- 3:[LGI5<3.26095963] yes=7,no=8,missing=8,gain=3.81156015,cover=16806
- 7:[LGI5<2.24172258] yes=15,no=16,missing=15,gain=1.80090618,cover=11755
- 15:[LGI5<2.21018219] yes=31,no=32,missing=31,gain=7.42872238,cover=576
- 31:[Sulc0<-0.574995995] yes=63,no=64,missing=63,gain=1.96807146,cover=371
- 63:leaf=-0.00841904897,cover=0
- 64:leaf=0.000471851556,cover=0
- 32:[PialCurv5<0.064168714] yes=65,no=66,missing=65,gain=6.84701824,cover=205
- 65:leaf=0.0203744341,cover=0
- 66:leaf=0.00205255765,cover=0
- 16:[LGI5<2.43374896] yes=33,no=34,missing=33,gain=4.05975342,cover=11179
- 33:[Area5<0.66211915] yes=67,no=68,missing=67,gain=2.46586514,cover=1321
- 67:leaf=-0.00080507854,cover=0
- 68:leaf=-0.00517654093,cover=0
- 34:[Sulc0<-0.15955846] yes=69,no=70,missing=69,gain=1.71249866,cover=9858
- 69:leaf=0.00113291922,cover=0
- 70:leaf=-0.000223873401,cover=0
- 8:[LGI5<3.84897733] yes=17,no=18,missing=17,gain=3.46285963,cover=5051
- 17:[Sulc0<0.795422614] yes=35,no=36,missing=35,gain=5.04073048,cover=4367
- 35:[Ecc<24.3269672] yes=71,no=72,missing=72,gain=8.97474575,cover=3095
- 71:leaf=-0.000143671656,cover=0
- 72:leaf=0.00541780889,cover=0
- 36:[Pol<33.3267784] yes=73,no=74,missing=73,gain=1.59705102,cover=1272
- 73:leaf=-0.0033921313,cover=0
- 74:leaf=0.000644816842,cover=0
- 18:[Pol<34.3003769] yes=37,no=38,missing=37,gain=2.35711098,cover=684
- 37:[Pol<22.2436924] yes=75,no=76,missing=75,gain=0.993008375,cover=234
- 75:leaf=-0.00295833568,cover=0
- 76:leaf=-0.00962556433,cover=0
- 38:[Ecc<26.4278679] yes=77,no=78,missing=77,gain=2.23612881,cover=450
- 77:leaf=0.00740157021,cover=0
- 78:leaf=-0.00126392697,cover=0
- 4:[PialCurv5<-0.00763805071] yes=9,no=10,missing=9,gain=2.56019258,cover=1052552
- 9:[Pol<61.2046547] yes=19,no=20,missing=19,gain=2.70489144,cover=30920
- 19:[Curv5<-0.204921171] yes=39,no=40,missing=39,gain=1.87143469,cover=1584
- 39:[PialCurv5<-0.076943703] yes=79,no=80,missing=80,gain=0.821160793,cover=697
- 79:leaf=-0.00397148682,cover=0
- 80:leaf=-0.0116612697,cover=0
- 40:[Ecc<2.54464626] yes=81,no=82,missing=81,gain=2.09630108,cover=887
- 81:leaf=-0.00589715969,cover=0
- 82:leaf=0.000263435504,cover=0
- 20:[Sulc0<-0.864702106] yes=41,no=42,missing=41,gain=3.26649332,cover=29336
- 41:[Area5<0.404548973] yes=83,no=84,missing=83,gain=2.31234765,cover=332
- 83:leaf=-0.00188484811,cover=0
- 84:leaf=0.00726872543,cover=0
- 42:[Ecc<0.295587689] yes=85,no=86,missing=86,gain=1.78323197,cover=29004
- 85:leaf=-0.00337142241,cover=0
- 86:leaf=-0.000332304277,cover=0
- 10:[Sulc0<-0.43309778] yes=21,no=22,missing=22,gain=2.73820877,cover=1021632
- 21:[Ecc<11.6821251] yes=43,no=44,missing=43,gain=4.7367363,cover=11864
- 43:[Ecc<1.73852015] yes=87,no=88,missing=87,gain=4.40929556,cover=11577
- 87:leaf=0.000477138994,cover=0
- 88:leaf=0.00300245057,cover=0
- 44:[LGI5<3.36766768] yes=89,no=90,missing=90,gain=1.41222858,cover=287
- 89:leaf=-0.00725498144,cover=0
- 90:leaf=0.00162641704,cover=0
- 22:[Pol<129.571716] yes=45,no=46,missing=45,gain=1.8522383,cover=1009768
- 45:[Sulc0<-0.00954892673] yes=91,no=92,missing=91,gain=3.19633055,cover=931013
- 91:leaf=-0.000406658481,cover=0
- 92:leaf=1.85243607e-05,cover=0
- 46:[LGI5<3.26095963] yes=93,no=94,missing=93,gain=3.3132956,cover=78755
- 93:leaf=0.000124349477,cover=0
- 94:leaf=0.00108817604,cover=0
- 2:[MidArea5<0.460721314] yes=5,no=6,missing=6,gain=1.20685804,cover=4055030
- 5:[PialArea5<0.584843099] yes=11,no=12,missing=11,gain=0.560163975,cover=705
- 11:[Ecc<7.34691238] yes=23,no=24,missing=23,gain=0.646509767,cover=554
- 23:[PialCurv5<-0.164281175] yes=47,no=48,missing=47,gain=0.700717211,cover=370
- 47:[Pol<172.045227] yes=95,no=96,missing=95,gain=0.326309502,cover=132
- 95:leaf=-0.00331124733,cover=0
- 96:leaf=0.00867577828,cover=0
- 48:[Ecc<2.79805064] yes=97,no=98,missing=97,gain=0.253886491,cover=238
- 97:leaf=0.00281357509,cover=0
- 98:leaf=-0.000716189039,cover=0
- 24:[Pol<149.072266] yes=49,no=50,missing=50,gain=0.418794036,cover=184
- 49:[Sulc0<-0.00176540145] yes=99,no=100,missing=100,gain=0.192007661,cover=170
- 99:leaf=0.00367676467,cover=0
- 100:leaf=0.00843394641,cover=0
- 50:[Sulc0<-0.849334478] yes=101,no=102,missing=102,gain=0.145640701,cover=14
- 101:leaf=0.00222928147,cover=0
- 102:leaf=-0.00786144752,cover=0
- 12:[PialCurv5<-0.161598593] yes=25,no=26,missing=25,gain=0.489165783,cover=151
- 25:[LGI5<2.50944686] yes=51,no=52,missing=52,gain=0.462127805,cover=78
- 51:[Sulc0<-0.769821882] yes=103,no=104,missing=103,gain=0.147372127,cover=28
- 103:leaf=0.000310630741,cover=0
- 104:leaf=-0.00680257147,cover=0
- 52:[Pol<76.1517639] yes=105,no=106,missing=106,gain=0.15629074,cover=50
- 105:leaf=0.00200005784,cover=0
- 106:leaf=0.00764321862,cover=0
- 26:[Pol<133.406311] yes=53,no=54,missing=53,gain=0.222902298,cover=73
- 53:[LGI5<2.69973111] yes=107,no=108,missing=107,gain=0.135640383,cover=51
- 107:leaf=0.00658623129,cover=0
- 108:leaf=-0.00122345006,cover=0
- 54:[Pol<155.012512] yes=109,no=110,missing=109,gain=0.0497279167,cover=22
- 109:leaf=0.0128487591,cover=0
- 110:leaf=0.0040268898,cover=0
- 6:[Sulc0<0.966456771] yes=13,no=14,missing=13,gain=1.16903198,cover=4054325
- 13:[Curv5<0.0896491781] yes=27,no=28,missing=28,gain=1.37682188,cover=4046924
- 27:[Area5<0.924216449] yes=55,no=56,missing=55,gain=0.771752238,cover=3797648
- 55:[Pol<115.563423] yes=111,no=112,missing=111,gain=0.764815986,cover=3767130
- 111:leaf=2.29613288e-05,cover=0
- 112:leaf=-2.22882045e-05,cover=0
- 56:[PialArea5<1.57955706] yes=113,no=114,missing=114,gain=1.67561531,cover=30518
- 113:leaf=-0.00040321314,cover=0
- 114:leaf=0.000645989901,cover=0
- 28:[Area5<0.598585367] yes=57,no=58,missing=58,gain=4.28380632,cover=249276
- 57:[PialCurv5<0.0720715299] yes=115,no=116,missing=115,gain=2.60029578,cover=2746
- 115:leaf=-0.00142011908,cover=0
- 116:leaf=0.00256755785,cover=0
- 58:[PialCurv5<-0.00171623251] yes=117,no=118,missing=117,gain=2.87491202,cover=246530
- 117:leaf=-0.00283179991,cover=0
- 118:leaf=-0.000131953391,cover=0
- 14:[Pol<99.5532455] yes=29,no=30,missing=29,gain=2.93762946,cover=7401
- 29:[MidArea5<0.599643409] yes=59,no=60,missing=59,gain=1.85371315,cover=5283
- 59:[PialCurv5<0.15079549] yes=119,no=120,missing=119,gain=1.80974019,cover=85
- 119:leaf=-0.0111688077,cover=0
- 120:leaf=0.00606939616,cover=0
- 60:[Curv5<0.0407969989] yes=121,no=122,missing=121,gain=1.68644094,cover=5198
- 121:leaf=0.00502433255,cover=0
- 122:leaf=-5.36050757e-05,cover=0
- 30:[Ecc<25.981123] yes=61,no=62,missing=62,gain=2.09097767,cover=2118
- 61:[LGI5<3.40779543] yes=123,no=124,missing=123,gain=0.795254648,cover=552
- 123:leaf=0.0008479752,cover=0
- 124:leaf=-0.00321498769,cover=0
- 62:[PialCurv5<0.175003663] yes=125,no=126,missing=126,gain=1.54893684,cover=1566
- 125:leaf=0.00459722569,cover=0
- 126:leaf=0.00144332205,cover=0
-booster[864]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.246902719,cover=5124388
- 1:[Ecc<12.3665791] yes=3,no=4,missing=3,gain=0.38762638,cover=20016
- 3:[LGI5<2.98459172] yes=7,no=8,missing=8,gain=0.686074793,cover=13370
- 7:[Ecc<8.55626965] yes=15,no=16,missing=15,gain=1.76446259,cover=12534
- 15:[Curv5<0.120553598] yes=31,no=32,missing=32,gain=0.884909272,cover=11268
- 31:[Sulc0<0.849368811] yes=63,no=64,missing=63,gain=2.18450403,cover=1457
- 63:leaf=0.00143571757,cover=0
- 64:leaf=-0.0220176149,cover=0
- 32:[PialArea5<0.309935868] yes=65,no=66,missing=66,gain=1.07457578,cover=9811
- 65:leaf=7.14614725e-05,cover=0
- 66:leaf=-0.00240901415,cover=0
- 16:[Pol<106.604004] yes=33,no=34,missing=33,gain=3.14496446,cover=1266
- 33:[PialCurv5<0.285888344] yes=67,no=68,missing=67,gain=4.74159527,cover=996
- 67:leaf=-0.00804088172,cover=0
- 68:leaf=-0.000712088367,cover=0
- 34:[Pol<116.093399] yes=69,no=70,missing=69,gain=2.10878253,cover=270
- 69:leaf=0.0066408175,cover=0
- 70:leaf=-0.00230018748,cover=0
- 8:[LGI5<3.01384926] yes=17,no=18,missing=17,gain=1.52968502,cover=836
- 17:[Curv5<0.233002663] yes=35,no=36,missing=36,gain=4.46309471,cover=152
- 35:[Area5<0.598585367] yes=71,no=72,missing=71,gain=1.00772381,cover=111
- 71:leaf=-0.00132642861,cover=0
- 72:leaf=0.0118822036,cover=0
- 36:[PialCurv5<0.303062648] yes=73,no=74,missing=73,gain=2.95872879,cover=41
- 73:leaf=0.0409678034,cover=0
- 74:leaf=0.0109792855,cover=0
- 18:[Ecc<8.35574818] yes=37,no=38,missing=38,gain=0.967907488,cover=684
- 37:[PialCurv5<0.275165707] yes=75,no=76,missing=75,gain=0.462896943,cover=169
- 75:leaf=-0.0013952388,cover=0
- 76:leaf=-0.00751009816,cover=0
- 38:[LGI5<3.1767621] yes=77,no=78,missing=77,gain=1.51945448,cover=515
- 77:leaf=0.00516340882,cover=0
- 78:leaf=-0.000520849309,cover=0
- 4:[LGI5<2.97342348] yes=9,no=10,missing=9,gain=0.946869135,cover=6646
- 9:[Sulc0<0.495946974] yes=19,no=20,missing=19,gain=1.36028862,cover=1692
- 19:[Pol<39.0368156] yes=39,no=40,missing=39,gain=0.961200178,cover=398
- 39:[Ecc<41.2560654] yes=79,no=80,missing=79,gain=0.215749979,cover=28
- 79:leaf=0.00865991693,cover=0
- 80:leaf=-0.00922458153,cover=0
- 40:[Curv5<-0.0439181365] yes=81,no=82,missing=81,gain=0.663782656,cover=370
- 81:leaf=-0.00357091916,cover=0
- 82:leaf=0.00069576042,cover=0
- 20:[Sulc0<1.02827847] yes=41,no=42,missing=41,gain=1.35442734,cover=1294
- 41:[Curv5<0.113010712] yes=83,no=84,missing=84,gain=0.956865788,cover=916
- 83:leaf=-1.71763113e-05,cover=0
- 84:leaf=0.00411101989,cover=0
- 42:[Area5<0.483568966] yes=85,no=86,missing=85,gain=0.824841976,cover=378
- 85:leaf=-0.00525845168,cover=0
- 86:leaf=0.000854386191,cover=0
- 10:[Ecc<15.3430929] yes=21,no=22,missing=21,gain=0.905769348,cover=4954
- 21:[Area5<0.494833142] yes=43,no=44,missing=43,gain=1.90991545,cover=570
- 43:[Sulc0<0.423605621] yes=87,no=88,missing=88,gain=2.50367856,cover=225
- 87:leaf=0.000545012183,cover=0
- 88:leaf=0.0110855158,cover=0
- 44:[LGI5<3.58443618] yes=89,no=90,missing=89,gain=1.32984519,cover=345
- 89:leaf=-0.00139639422,cover=0
- 90:leaf=0.00863267388,cover=0
- 22:[Area5<0.567154288] yes=45,no=46,missing=45,gain=1.16562033,cover=4384
- 45:[LGI5<3.35709596] yes=91,no=92,missing=91,gain=1.27013361,cover=2848
- 91:leaf=-0.00142984174,cover=0
- 92:leaf=0.000831155397,cover=0
- 46:[Sulc0<0.915739596] yes=93,no=94,missing=93,gain=2.4918375,cover=1536
- 93:leaf=-0.00257248082,cover=0
- 94:leaf=0.00213643443,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.242107958,cover=5104372
- 5:[Area5<0.625618935] yes=11,no=12,missing=11,gain=1.50329256,cover=10549
- 11:[PialCurv5<0.144311354] yes=23,no=24,missing=24,gain=0.844131231,cover=1317
- 23:[Ecc<1.15906882] yes=47,no=48,missing=47,gain=0.474099755,cover=103
- 47:[LGI5<2.45602322] yes=95,no=96,missing=96,gain=0.164964825,cover=25
- 95:leaf=-0.001144888,cover=0
- 96:leaf=-0.0106707197,cover=0
- 48:[Ecc<20.0856266] yes=97,no=98,missing=97,gain=0.664746702,cover=78
- 97:leaf=0.00628768792,cover=0
- 98:leaf=-0.00655042334,cover=0
- 24:[Ecc<9.50052643] yes=49,no=50,missing=50,gain=0.542772293,cover=1214
- 49:[Sulc0<0.703387856] yes=99,no=100,missing=99,gain=0.401266992,cover=769
- 99:leaf=7.8717334e-05,cover=0
- 100:leaf=-0.00227350462,cover=0
- 50:[Curv5<0.15992938] yes=101,no=102,missing=102,gain=0.459463835,cover=445
- 101:leaf=0.000447556115,cover=0
- 102:leaf=-0.00421606796,cover=0
- 12:[MidArea5<0.439916283] yes=25,no=26,missing=25,gain=1.15928984,cover=9232
- 25:[Area5<0.64983958] yes=51,no=52,missing=51,gain=1.41107213,cover=3029
- 51:[Curv5<0.15992938] yes=103,no=104,missing=104,gain=0.831441581,cover=2086
- 103:leaf=0.00272446289,cover=0
- 104:leaf=-0.000312509219,cover=0
- 52:[Ecc<8.97079182] yes=105,no=106,missing=105,gain=0.515362024,cover=943
- 105:leaf=0.00382821681,cover=0
- 106:leaf=0.00143736578,cover=0
- 26:[Area5<0.669105887] yes=53,no=54,missing=53,gain=1.47592223,cover=6203
- 53:[Ecc<20.0856266] yes=107,no=108,missing=107,gain=0.696175694,cover=2141
- 107:leaf=-0.000916020887,cover=0
- 108:leaf=-0.00294236164,cover=0
- 54:[MidArea5<0.451744556] yes=109,no=110,missing=109,gain=1.10652661,cover=4062
- 109:leaf=0.00193805806,cover=0
- 110:leaf=-0.000227552766,cover=0
- 6:[PialArea5<0.292306483] yes=13,no=14,missing=13,gain=0.284763128,cover=5093823
- 13:[Ecc<1.46579576] yes=27,no=28,missing=27,gain=0.687956989,cover=53744
- 27:[PialCurv5<0.0218105931] yes=55,no=56,missing=55,gain=0.747631609,cover=1124
- 55:[LGI5<2.25075769] yes=111,no=112,missing=111,gain=1.2224499,cover=65
- 111:leaf=-0.0178354066,cover=0
- 112:leaf=-0.00221650186,cover=0
- 56:[PialCurv5<0.074624911] yes=113,no=114,missing=113,gain=0.79206717,cover=1059
- 113:leaf=0.00274781487,cover=0
- 114:leaf=-0.00131414912,cover=0
- 28:[Curv5<0.0452247933] yes=57,no=58,missing=58,gain=0.628695369,cover=52620
- 57:[LGI5<2.76298451] yes=115,no=116,missing=116,gain=1.11797214,cover=69
- 115:leaf=-0.0172371548,cover=0
- 116:leaf=-0.0014092112,cover=0
- 58:[LGI5<3.02536297] yes=117,no=118,missing=118,gain=0.54998982,cover=52551
- 117:leaf=3.29717222e-05,cover=0
- 118:leaf=0.000376702839,cover=0
- 14:[Sulc0<0.383163035] yes=29,no=30,missing=29,gain=0.265364677,cover=5040079
- 29:[Curv5<0.151368812] yes=59,no=60,missing=59,gain=1.86391687,cover=4125513
- 59:[PialCurv5<0.15079549] yes=119,no=120,missing=119,gain=5.9804287,cover=3972376
- 119:leaf=-4.07764401e-06,cover=0
- 120:leaf=0.000267129246,cover=0
- 60:[Pol<134.081207] yes=121,no=122,missing=121,gain=3.26819825,cover=153137
- 121:leaf=-0.000273734535,cover=0
- 122:leaf=0.000333514065,cover=0
- 30:[Pol<151.353775] yes=61,no=62,missing=61,gain=5.34058905,cover=914566
- 61:[Curv5<-0.129194111] yes=123,no=124,missing=124,gain=6.69384956,cover=908688
- 123:leaf=-0.00231512985,cover=0
- 124:leaf=-8.0449754e-06,cover=0
- 62:[Curv5<-0.0366821773] yes=125,no=126,missing=126,gain=6.28932047,cover=5878
- 125:leaf=0.000822774309,cover=0
- 126:leaf=-0.00266550458,cover=0
-booster[865]:
-0:[PialArea5<0.498393416] yes=1,no=2,missing=1,gain=0.228787929,cover=5124388
- 1:[Pol<109.773643] yes=3,no=4,missing=4,gain=1.38020253,cover=886707
- 3:[Ecc<20.3925476] yes=7,no=8,missing=7,gain=3.09282541,cover=655249
- 7:[Ecc<9.75650311] yes=15,no=16,missing=15,gain=4.80414677,cover=493533
- 15:[Pol<95.050293] yes=31,no=32,missing=31,gain=4.43508768,cover=335994
- 31:[Area5<0.639429986] yes=63,no=64,missing=63,gain=5.36969995,cover=126013
- 63:leaf=-0.000221377864,cover=0
- 64:leaf=0.000484112272,cover=0
- 32:[Curv5<0.069626309] yes=65,no=66,missing=65,gain=5.33752871,cover=209981
- 65:leaf=-0.00150291261,cover=0
- 66:leaf=-6.44386237e-05,cover=0
- 16:[Sulc0<0.732260227] yes=33,no=34,missing=34,gain=5.38535023,cover=157539
- 33:[Pol<84.7687759] yes=67,no=68,missing=67,gain=5.49123287,cover=88814
- 67:leaf=-4.75361558e-05,cover=0
- 68:leaf=-0.000862087763,cover=0
- 34:[Area5<0.684738636] yes=69,no=70,missing=69,gain=8.25060558,cover=68725
- 69:leaf=0.000708815758,cover=0
- 70:leaf=-0.000412703783,cover=0
- 8:[Pol<53.6550331] yes=17,no=18,missing=18,gain=2.26461887,cover=161716
- 17:[Ecc<38.0136108] yes=35,no=36,missing=35,gain=3.9650023,cover=7990
- 35:[LGI5<3.84897733] yes=71,no=72,missing=71,gain=2.5001421,cover=2684
- 71:leaf=0.00315970043,cover=0
- 72:leaf=-0.00133085542,cover=0
- 36:[Sulc0<0.574602425] yes=73,no=74,missing=73,gain=2.25288463,cover=5306
- 73:leaf=0.00245670672,cover=0
- 74:leaf=-0.000266953546,cover=0
- 18:[Area5<0.683950484] yes=37,no=38,missing=37,gain=2.87878537,cover=153726
- 37:[Curv5<0.0974604636] yes=75,no=76,missing=76,gain=2.75984788,cover=60235
- 75:leaf=0.000570304575,cover=0
- 76:leaf=-0.000298499042,cover=0
- 38:[Curv5<0.0407969989] yes=77,no=78,missing=77,gain=1.585464,cover=93491
- 77:leaf=-0.00207590475,cover=0
- 78:leaf=0.000324598368,cover=0
- 4:[Sulc0<1.11117697] yes=9,no=10,missing=9,gain=3.22171926,cover=231458
- 9:[PialCurv5<0.285888344] yes=19,no=20,missing=19,gain=2.37584352,cover=228827
- 19:[Pol<156.492447] yes=39,no=40,missing=39,gain=4.62097502,cover=157532
- 39:[Ecc<29.8764286] yes=79,no=80,missing=79,gain=4.82653475,cover=127115
- 79:leaf=0.000483179669,cover=0
- 80:leaf=-0.000618074264,cover=0
- 40:[LGI5<2.63733578] yes=81,no=82,missing=81,gain=2.44749308,cover=30417
- 81:leaf=0.000141814089,cover=0
- 82:leaf=-0.00075539184,cover=0
- 20:[Sulc0<0.184694022] yes=41,no=42,missing=41,gain=2.9100132,cover=71295
- 41:[LGI5<2.71502113] yes=83,no=84,missing=83,gain=3.25733805,cover=11744
- 83:leaf=0.000113590439,cover=0
- 84:leaf=0.00197609514,cover=0
- 42:[LGI5<3.13786864] yes=85,no=86,missing=85,gain=3.62786674,cover=59551
- 85:leaf=-0.000456183916,cover=0
- 86:leaf=0.000449949846,cover=0
- 10:[PialCurv5<0.224192142] yes=21,no=22,missing=21,gain=2.24024773,cover=2631
- 21:[Curv5<0.162240714] yes=43,no=44,missing=43,gain=1.6259985,cover=613
- 43:[Ecc<22.4429302] yes=87,no=88,missing=87,gain=1.82982016,cover=546
- 87:leaf=-0.0139122484,cover=0
- 88:leaf=-0.00419013062,cover=0
- 44:[Area5<0.66824472] yes=89,no=90,missing=89,gain=0.256874353,cover=67
- 89:leaf=-0.000817625609,cover=0
- 90:leaf=0.00547807757,cover=0
- 22:[Ecc<32.0879669] yes=45,no=46,missing=46,gain=2.04099298,cover=2018
- 45:[LGI5<3.22522902] yes=91,no=92,missing=91,gain=1.22530937,cover=1154
- 91:leaf=-0.00404874375,cover=0
- 92:leaf=-0.000759655086,cover=0
- 46:[Area5<0.710880876] yes=93,no=94,missing=93,gain=0.67389524,cover=864
- 93:leaf=0.00261121243,cover=0
- 94:leaf=-0.000201192175,cover=0
- 2:[PialCurv5<0.371846795] yes=5,no=6,missing=6,gain=0.990788281,cover=4237681
- 5:[Curv5<0.124281213] yes=11,no=12,missing=11,gain=1.19533098,cover=4231087
- 11:[PialCurv5<0.297166049] yes=23,no=24,missing=24,gain=1.62103665,cover=4085721
- 23:[Sulc0<0.915739596] yes=47,no=48,missing=47,gain=0.746699452,cover=4081596
- 47:[MidArea5<0.612316132] yes=95,no=96,missing=95,gain=0.610711753,cover=4068906
- 95:leaf=-6.80689627e-05,cover=0
- 96:leaf=2.79786991e-06,cover=0
- 48:[Ecc<25.981123] yes=97,no=98,missing=97,gain=3.97110271,cover=12690
- 97:leaf=-0.00133359677,cover=0
- 98:leaf=0.000837304629,cover=0
- 24:[Ecc<0.45941934] yes=49,no=50,missing=50,gain=4.16089487,cover=4125
- 49:[Area5<0.504816413] yes=99,no=100,missing=100,gain=1.06218004,cover=68
- 99:leaf=-0.0248781424,cover=0
- 100:leaf=-0.00816059299,cover=0
- 50:[Pol<58.6768646] yes=101,no=102,missing=101,gain=1.46292329,cover=4057
- 101:leaf=0.00696624955,cover=0
- 102:leaf=0.0010400688,cover=0
- 12:[Area5<0.717401922] yes=25,no=26,missing=25,gain=3.79114056,cover=145366
- 25:[PialArea5<0.617149889] yes=51,no=52,missing=51,gain=3.19480515,cover=70308
- 51:[PialCurv5<-0.0330938511] yes=103,no=104,missing=103,gain=2.46629786,cover=62713
- 103:leaf=0.00827088114,cover=0
- 104:leaf=-1.20364848e-05,cover=0
- 52:[Sulc0<0.551384151] yes=105,no=106,missing=105,gain=2.27371383,cover=7595
- 105:leaf=0.000934661541,cover=0
- 106:leaf=0.00604862859,cover=0
- 26:[Sulc0<-0.552155435] yes=53,no=54,missing=53,gain=1.6496973,cover=75058
- 53:[Ecc<3.54469991] yes=107,no=108,missing=108,gain=2.17294884,cover=100
- 107:leaf=0.00220540795,cover=0
- 108:leaf=0.0203129407,cover=0
- 54:[PialArea5<0.559226274] yes=109,no=110,missing=109,gain=1.64407778,cover=74958
- 109:leaf=-0.000168356928,cover=0
- 110:leaf=-0.000636690238,cover=0
- 6:[Ecc<1.96654522] yes=13,no=14,missing=14,gain=1.85494876,cover=6594
- 13:[Area5<0.701312602] yes=27,no=28,missing=27,gain=2.03022099,cover=584
- 27:[Ecc<1.15906882] yes=55,no=56,missing=56,gain=0.969175518,cover=412
- 55:[Curv5<0.169394374] yes=111,no=112,missing=112,gain=0.784457266,cover=202
- 111:leaf=-0.00761236623,cover=0
- 112:leaf=-0.000690254092,cover=0
- 56:[Curv5<0.204311207] yes=113,no=114,missing=113,gain=0.537131548,cover=210
- 113:leaf=0.0037389379,cover=0
- 114:leaf=-0.00191671681,cover=0
- 28:[Sulc0<-0.603582025] yes=57,no=58,missing=57,gain=0.42433095,cover=172
- 57:leaf=0.0167763978,cover=0
- 58:[LGI5<2.23211861] yes=115,no=116,missing=116,gain=0.262145281,cover=171
- 115:leaf=-0.000509221514,cover=0
- 116:leaf=-0.00746309245,cover=0
- 14:[Curv5<0.183586344] yes=29,no=30,missing=29,gain=1.73157954,cover=6010
- 29:[Area5<0.770300686] yes=59,no=60,missing=59,gain=0.940346003,cover=3841
- 59:[Sulc0<0.703387856] yes=117,no=118,missing=118,gain=1.65642691,cover=3127
- 117:leaf=0.00140871864,cover=0
- 118:leaf=0.00469158776,cover=0
- 60:[Pol<4.30929279] yes=119,no=120,missing=119,gain=0.387828231,cover=714
- 119:leaf=0.021857027,cover=0
- 120:leaf=-0.000191823317,cover=0
- 30:[PialCurv5<0.426807076] yes=61,no=62,missing=61,gain=1.18557549,cover=2169
- 61:[LGI5<2.51288176] yes=121,no=122,missing=121,gain=0.70054853,cover=1497
- 121:leaf=0.000410840672,cover=0
- 122:leaf=-0.00184698554,cover=0
- 62:[Sulc0<0.143142253] yes=123,no=124,missing=123,gain=0.758339942,cover=672
- 123:leaf=-0.000820270448,cover=0
- 124:leaf=0.00270464807,cover=0
-booster[866]:
-0:[Area5<0.584141672] yes=1,no=2,missing=2,gain=0.243092433,cover=5124388
- 1:[PialArea5<0.597118378] yes=3,no=4,missing=3,gain=2.02514553,cover=826517
- 3:[PialCurv5<-0.0501225069] yes=7,no=8,missing=8,gain=1.93979883,cover=124986
- 7:[PialCurv5<-0.128275648] yes=15,no=16,missing=15,gain=2.74285722,cover=27016
- 15:[Pol<88.5531387] yes=31,no=32,missing=31,gain=2.20480204,cover=11947
- 31:[Ecc<0.45941934] yes=63,no=64,missing=64,gain=2.63114691,cover=6110
- 63:leaf=0.0116914418,cover=0
- 64:leaf=-0.000720927783,cover=0
- 32:[Curv5<-0.138079464] yes=65,no=66,missing=66,gain=3.65771627,cover=5837
- 65:leaf=0.000463552977,cover=0
- 66:leaf=0.00671760878,cover=0
- 16:[Ecc<1.62447274] yes=33,no=34,missing=33,gain=2.91265059,cover=15069
- 33:[Pol<149.072266] yes=67,no=68,missing=68,gain=2.57146883,cover=4757
- 67:leaf=0.00069079455,cover=0
- 68:leaf=-0.00203399616,cover=0
- 34:[Ecc<35.195137] yes=69,no=70,missing=70,gain=2.31441879,cover=10312
- 69:leaf=-0.00162829307,cover=0
- 70:leaf=0.00180485309,cover=0
- 8:[Curv5<0.0322575867] yes=17,no=18,missing=18,gain=3.92706442,cover=97970
- 17:[Pol<6.72755051] yes=35,no=36,missing=36,gain=2.79380035,cover=33949
- 35:[LGI5<2.78495932] yes=71,no=72,missing=71,gain=1.33331442,cover=180
- 71:leaf=-0.00166987197,cover=0
- 72:leaf=-0.0102804527,cover=0
- 36:[LGI5<2.13090348] yes=73,no=74,missing=73,gain=2.38459229,cover=33769
- 73:leaf=0.00415931456,cover=0
- 74:leaf=0.000363655097,cover=0
- 18:[Ecc<0.513775289] yes=37,no=38,missing=38,gain=2.45566678,cover=64021
- 37:[Sulc0<0.345196545] yes=75,no=76,missing=75,gain=2.35550261,cover=3299
- 75:leaf=0.0011593838,cover=0
- 76:leaf=-0.0139512317,cover=0
- 38:[Sulc0<0.354630351] yes=77,no=78,missing=77,gain=3.61314845,cover=60722
- 77:leaf=-0.000701767567,cover=0
- 78:leaf=7.52087144e-05,cover=0
- 4:[Curv5<-0.106344692] yes=9,no=10,missing=9,gain=4.33212805,cover=701531
- 9:[Ecc<12.3665791] yes=19,no=20,missing=19,gain=3.71746683,cover=610088
- 19:[Sulc0<-0.364187956] yes=39,no=40,missing=39,gain=8.9216404,cover=529578
- 39:[LGI5<3.67381835] yes=79,no=80,missing=79,gain=2.65706396,cover=486895
- 79:leaf=1.95002794e-05,cover=0
- 80:leaf=0.00471089827,cover=0
- 40:[LGI5<3.41813922] yes=81,no=82,missing=81,gain=4.63652039,cover=42683
- 81:leaf=-0.000666964042,cover=0
- 82:leaf=-0.00494194683,cover=0
- 20:[Pol<25.2957573] yes=41,no=42,missing=41,gain=4.68924046,cover=80510
- 41:[PialCurv5<-0.00171623251] yes=83,no=84,missing=84,gain=2.34188294,cover=25327
- 83:leaf=-0.000224467469,cover=0
- 84:leaf=-0.0187886581,cover=0
- 42:[Pol<140.372742] yes=85,no=86,missing=85,gain=9.68175983,cover=55183
- 85:leaf=0.00156730996,cover=0
- 86:leaf=0.000138389907,cover=0
- 10:[Pol<61.2046547] yes=21,no=22,missing=22,gain=10.8175907,cover=91443
- 21:[Curv5<-0.0179657843] yes=43,no=44,missing=43,gain=8.83820534,cover=13607
- 43:[PialArea5<0.928637981] yes=87,no=88,missing=87,gain=5.81201601,cover=11732
- 87:leaf=-8.3434963e-05,cover=0
- 88:leaf=-0.00417870516,cover=0
- 44:[PialArea5<0.793370187] yes=89,no=90,missing=90,gain=4.14532185,cover=1875
- 89:leaf=-0.00320578995,cover=0
- 90:leaf=-0.0102479262,cover=0
- 22:[Pol<146.864227] yes=45,no=46,missing=45,gain=8.92805672,cover=77836
- 45:[Sulc0<-0.516633809] yes=91,no=92,missing=91,gain=12.5337238,cover=53943
- 91:leaf=-0.000389017951,cover=0
- 92:leaf=0.00139233156,cover=0
- 46:[LGI5<2.71502113] yes=93,no=94,missing=93,gain=10.0677147,cover=23893
- 93:leaf=0.000319770596,cover=0
- 94:leaf=-0.00223113596,cover=0
- 2:[Ecc<1.15906882] yes=5,no=6,missing=5,gain=1.43895698,cover=4297871
- 5:[LGI5<2.56467891] yes=11,no=12,missing=12,gain=2.8057909,cover=204503
- 11:[PialArea5<1.05969977] yes=23,no=24,missing=24,gain=2.74185157,cover=186996
- 23:[Ecc<0.295587689] yes=47,no=48,missing=48,gain=5.3521781,cover=143769
- 47:[Sulc0<-0.574995995] yes=95,no=96,missing=95,gain=5.21238136,cover=18615
- 95:leaf=0.00133924955,cover=0
- 96:leaf=-0.000349364913,cover=0
- 48:[PialCurv5<-0.058241725] yes=97,no=98,missing=98,gain=6.20156622,cover=125154
- 97:leaf=-0.00077957852,cover=0
- 98:leaf=-4.17753581e-05,cover=0
- 24:[LGI5<2.44639945] yes=49,no=50,missing=50,gain=4.49615955,cover=43227
- 49:[LGI5<2.16230083] yes=99,no=100,missing=99,gain=3.65416551,cover=32706
- 99:leaf=0.00280342693,cover=0
- 100:leaf=-0.000116612027,cover=0
- 50:[Sulc0<-0.872199774] yes=101,no=102,missing=102,gain=4.33390999,cover=10521
- 101:leaf=7.84847871e-05,cover=0
- 102:leaf=0.00211349456,cover=0
- 12:[PialArea5<0.662493944] yes=25,no=26,missing=26,gain=7.07000732,cover=17507
- 25:[Area5<0.695856333] yes=51,no=52,missing=52,gain=6.97127628,cover=3805
- 51:[LGI5<2.59361267] yes=103,no=104,missing=103,gain=3.07751894,cover=3193
- 103:leaf=0.00309101352,cover=0
- 104:leaf=-0.000612197269,cover=0
- 52:[PialCurv5<0.208232641] yes=105,no=106,missing=105,gain=2.56461048,cover=612
- 105:leaf=0.00750442548,cover=0
- 106:leaf=-0.00113525544,cover=0
- 26:[Area5<0.759248734] yes=53,no=54,missing=54,gain=7.84757423,cover=13702
- 53:[Pol<78.2110443] yes=107,no=108,missing=107,gain=5.55793095,cover=12661
- 107:leaf=0.000228396195,cover=0
- 108:leaf=-0.00187649659,cover=0
- 54:[Area5<0.877147377] yes=109,no=110,missing=109,gain=6.21786976,cover=1041
- 109:leaf=-0.00734016672,cover=0
- 110:leaf=0.00240186485,cover=0
- 6:[Pol<146.122681] yes=13,no=14,missing=13,gain=1.40893567,cover=4093368
- 13:[Curv5<-0.16496937] yes=27,no=28,missing=27,gain=4.08930302,cover=3389474
- 27:[PialCurv5<-0.0868030339] yes=55,no=56,missing=55,gain=13.2737122,cover=628756
- 55:[Ecc<21.0377083] yes=111,no=112,missing=111,gain=5.4839797,cover=579766
- 111:leaf=-2.58424461e-05,cover=0
- 112:leaf=0.00041517202,cover=0
- 56:[Ecc<19.170145] yes=113,no=114,missing=113,gain=6.27174759,cover=48990
- 113:leaf=0.0011470801,cover=0
- 114:leaf=-0.000369411864,cover=0
- 28:[Sulc0<-0.202991232] yes=57,no=58,missing=57,gain=11.5695047,cover=2760718
- 57:[Pol<69.6327286] yes=115,no=116,missing=115,gain=39.7648926,cover=673663
- 115:leaf=9.68358363e-05,cover=0
- 116:leaf=-0.000686697836,cover=0
- 58:[Pol<70.3717499] yes=117,no=118,missing=117,gain=2.96417999,cover=2087055
- 117:leaf=-0.000103478575,cover=0
- 118:leaf=4.89640515e-05,cover=0
- 14:[Sulc0<0.506771445] yes=29,no=30,missing=30,gain=8.40371132,cover=703894
- 29:[Curv5<-0.163374811] yes=59,no=60,missing=59,gain=8.56774902,cover=700123
- 59:[PialArea5<0.580179036] yes=119,no=120,missing=120,gain=9.25107384,cover=312946
- 119:leaf=0.00882582553,cover=0
- 120:leaf=-0.000124068916,cover=0
- 60:[Ecc<7.69572639] yes=121,no=122,missing=122,gain=16.21661,cover=387177
- 121:leaf=0.000711539527,cover=0
- 122:leaf=1.58070234e-05,cover=0
- 30:[Ecc<27.7987404] yes=61,no=62,missing=61,gain=3.0121417,cover=3771
- 61:[LGI5<2.89127874] yes=123,no=124,missing=124,gain=2.56129265,cover=904
- 123:leaf=-0.00188775477,cover=0
- 124:leaf=-0.00723518757,cover=0
- 62:[MidArea5<0.791754067] yes=125,no=126,missing=125,gain=3.75113654,cover=2867
- 125:leaf=-0.00058738247,cover=0
- 126:leaf=-0.00510425353,cover=0
-booster[867]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=1,gain=0.241242394,cover=5124388
- 1:[Area5<0.674147427] yes=3,no=4,missing=4,gain=1.63677621,cover=60049
- 3:[PialArea5<0.563414931] yes=7,no=8,missing=8,gain=0.835584819,cover=59315
- 7:[Curv5<0.147363082] yes=15,no=16,missing=15,gain=0.539618373,cover=59169
- 15:[Pol<87.9431763] yes=31,no=32,missing=31,gain=1.55514359,cover=13534
- 31:[Ecc<13.4950199] yes=63,no=64,missing=63,gain=2.00456715,cover=4290
- 63:leaf=0.000793975894,cover=0
- 64:leaf=-0.00138819462,cover=0
- 32:[LGI5<2.30180311] yes=65,no=66,missing=65,gain=2.67766762,cover=9244
- 65:leaf=-0.00171965302,cover=0
- 66:leaf=0.0010023088,cover=0
- 16:[PialArea5<0.34410578] yes=33,no=34,missing=33,gain=0.629387856,cover=45635
- 33:[PialCurv5<0.04242469] yes=67,no=68,missing=67,gain=0.689127266,cover=44333
- 67:leaf=0.00201930036,cover=0
- 68:leaf=-8.52852918e-06,cover=0
- 34:[Sulc0<0.433680743] yes=69,no=70,missing=69,gain=1.19700336,cover=1302
- 69:leaf=-0.00190457643,cover=0
- 70:leaf=0.00176178536,cover=0
- 8:[PialCurv5<-0.161598593] yes=17,no=18,missing=18,gain=0.292650878,cover=146
- 17:[LGI5<2.50273752] yes=35,no=36,missing=36,gain=0.277786642,cover=84
- 35:[Pol<62.0115929] yes=71,no=72,missing=71,gain=0.0776373968,cover=33
- 71:leaf=0.00166210893,cover=0
- 72:leaf=-0.00333350967,cover=0
- 36:[Ecc<10.2861843] yes=73,no=74,missing=73,gain=0.137898237,cover=51
- 73:leaf=0.00482620765,cover=0
- 74:leaf=-0.00506366044,cover=0
- 18:[Curv5<-0.39144522] yes=37,no=38,missing=37,gain=0.280397773,cover=62
- 37:leaf=0.0153235318,cover=0
- 38:[Pol<44.6807365] yes=75,no=76,missing=75,gain=0.181725502,cover=55
- 75:leaf=-0.00175312243,cover=0
- 76:leaf=0.00619831402,cover=0
- 4:[Ecc<10.147254] yes=9,no=10,missing=9,gain=0.578515887,cover=734
- 9:[Curv5<0.186949074] yes=19,no=20,missing=19,gain=0.983522892,cover=284
- 19:[PialCurv5<0.343960524] yes=39,no=40,missing=39,gain=0.446687937,cover=90
- 39:[LGI5<2.37953305] yes=77,no=78,missing=78,gain=0.328337431,cover=61
- 77:leaf=-0.00652030343,cover=0
- 78:leaf=0.0115983011,cover=0
- 40:[Pol<84.7687759] yes=79,no=80,missing=79,gain=0.152636856,cover=29
- 79:leaf=-0.00772271166,cover=0
- 80:leaf=0.00430144742,cover=0
- 20:[Curv5<0.233002663] yes=41,no=42,missing=41,gain=0.47388339,cover=194
- 41:[LGI5<2.8416636] yes=81,no=82,missing=81,gain=0.484646142,cover=155
- 81:leaf=-0.000375666918,cover=0
- 82:leaf=0.00688389922,cover=0
- 42:[Area5<0.680766582] yes=83,no=84,missing=83,gain=0.238382101,cover=39
- 83:leaf=0.0026000794,cover=0
- 84:leaf=0.0105495453,cover=0
- 10:[LGI5<2.92895722] yes=21,no=22,missing=22,gain=0.417676061,cover=450
- 21:[Pol<96.8070755] yes=43,no=44,missing=43,gain=0.177313492,cover=63
- 43:[Pol<89.1530609] yes=85,no=86,missing=85,gain=0.262452841,cover=48
- 85:leaf=-0.000563589798,cover=0
- 86:leaf=-0.00794330519,cover=0
- 44:[Curv5<0.164550796] yes=87,no=88,missing=87,gain=0.208268538,cover=15
- 87:leaf=0.0121041806,cover=0
- 88:leaf=-0.00100027642,cover=0
- 22:[PialCurv5<0.382664889] yes=45,no=46,missing=46,gain=0.388284802,cover=387
- 45:[Curv5<0.190557376] yes=89,no=90,missing=89,gain=0.547780991,cover=228
- 89:leaf=0.00142010453,cover=0
- 90:leaf=0.00653419644,cover=0
- 46:[Pol<73.3354874] yes=91,no=92,missing=91,gain=0.412708044,cover=159
- 91:leaf=-0.00547646498,cover=0
- 92:leaf=0.00120235828,cover=0
- 2:[Curv5<0.245671451] yes=5,no=6,missing=5,gain=0.253736913,cover=5064339
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=0.42030254,cover=5040068
- 11:[PialCurv5<0.45140323] yes=23,no=24,missing=24,gain=0.45584327,cover=5030532
- 23:[PialArea5<0.370812863] yes=47,no=48,missing=47,gain=0.389774889,cover=5016380
- 47:[Ecc<0.943656743] yes=93,no=94,missing=93,gain=1.54039133,cover=238151
- 93:leaf=-0.000988802174,cover=0
- 94:leaf=7.75850494e-05,cover=0
- 48:[Sulc0<0.383163035] yes=95,no=96,missing=95,gain=0.475348592,cover=4778229
- 95:leaf=3.2071498e-06,cover=0
- 96:leaf=-4.13220769e-05,cover=0
- 24:[Curv5<0.177453667] yes=49,no=50,missing=50,gain=0.899471581,cover=14152
- 49:[LGI5<2.29656005] yes=97,no=98,missing=98,gain=1.12716436,cover=2369
- 97:leaf=0.00872286689,cover=0
- 98:leaf=0.000457765971,cover=0
- 50:[Sulc0<0.703387856] yes=99,no=100,missing=100,gain=0.922906399,cover=11783
- 99:leaf=8.80612861e-05,cover=0
- 100:leaf=-0.00081834197,cover=0
- 12:[Ecc<3.03937531] yes=25,no=26,missing=25,gain=1.22635293,cover=9536
- 25:[Area5<0.542713821] yes=51,no=52,missing=52,gain=0.959933639,cover=779
- 51:[Pol<152.092255] yes=101,no=102,missing=101,gain=0.144089729,cover=33
- 101:leaf=-0.00765451416,cover=0
- 102:leaf=0.000347384077,cover=0
- 52:[Sulc0<-0.0562447868] yes=103,no=104,missing=103,gain=0.584493637,cover=746
- 103:leaf=0.00481199613,cover=0
- 104:leaf=0.00171217963,cover=0
- 26:[Pol<170.080093] yes=53,no=54,missing=53,gain=0.885772347,cover=8757
- 53:[Pol<116.093399] yes=105,no=106,missing=106,gain=0.988612115,cover=8558
- 105:leaf=0.000256783795,cover=0
- 106:leaf=-0.00159656536,cover=0
- 54:[Ecc<11.5171156] yes=107,no=108,missing=107,gain=2.96274662,cover=199
- 107:leaf=0.000311657466,cover=0
- 108:leaf=0.015254708,cover=0
- 6:[PialArea5<0.267248243] yes=13,no=14,missing=14,gain=0.689983547,cover=24271
- 13:[Ecc<2.6675415] yes=27,no=28,missing=28,gain=0.356870353,cover=738
- 27:[LGI5<2.42065382] yes=55,no=56,missing=55,gain=0.536180496,cover=50
- 55:[Curv5<0.266060919] yes=109,no=110,missing=109,gain=0.0950933099,cover=31
- 109:leaf=-0.00545697799,cover=0
- 110:leaf=0.000269801239,cover=0
- 56:[Ecc<1.68457866] yes=111,no=112,missing=111,gain=0.0773413181,cover=19
- 111:leaf=-0.00263136928,cover=0
- 112:leaf=0.0095057087,cover=0
- 28:[Sulc0<0.151281953] yes=57,no=58,missing=58,gain=0.320327759,cover=688
- 57:leaf=0.0106790094,cover=0
- 58:[LGI5<2.28518939] yes=113,no=114,missing=114,gain=0.307847619,cover=684
- 113:leaf=0.00590956258,cover=0
- 114:leaf=-0.00219190749,cover=0
- 14:[Sulc0<-0.338601172] yes=29,no=30,missing=29,gain=0.516041577,cover=23533
- 29:[LGI5<2.41354537] yes=59,no=60,missing=59,gain=0.731062174,cover=273
- 59:[Ecc<1.51801682] yes=115,no=116,missing=115,gain=0.501294017,cover=154
- 115:leaf=-0.00670481334,cover=0
- 116:leaf=-0.000792401785,cover=0
- 60:[Ecc<0.353712648] yes=117,no=118,missing=117,gain=0.795436382,cover=119
- 117:leaf=0.0128837777,cover=0
- 118:leaf=-0.000680919271,cover=0
- 30:[Ecc<0.999059319] yes=61,no=62,missing=61,gain=0.670274556,cover=23260
- 61:[LGI5<2.46931005] yes=119,no=120,missing=120,gain=0.709806323,cover=1188
- 119:leaf=0.000555125007,cover=0
- 120:leaf=0.00398802524,cover=0
- 62:[Ecc<1.79549146] yes=121,no=122,missing=121,gain=0.493261278,cover=22072
- 121:leaf=-0.00111719558,cover=0
- 122:leaf=-9.41867547e-05,cover=0
-booster[868]:
-0:[LGI5<3.74316525] yes=1,no=2,missing=2,gain=0.228994668,cover=5124388
- 1:[LGI5<3.70550299] yes=3,no=4,missing=3,gain=0.906232238,cover=5044320
- 3:[Sulc0<0.383163035] yes=7,no=8,missing=7,gain=0.387739033,cover=5024305
- 7:[LGI5<3.35709596] yes=15,no=16,missing=15,gain=2.03414679,cover=4068664
- 15:[Ecc<28.2834949] yes=31,no=32,missing=31,gain=4.60966253,cover=3747573
- 31:[Curv5<0.151368812] yes=63,no=64,missing=63,gain=1.70264053,cover=3520184
- 63:leaf=1.79209364e-05,cover=0
- 64:leaf=-0.000151967921,cover=0
- 32:[LGI5<2.8416636] yes=65,no=66,missing=66,gain=4.77070904,cover=227389
- 65:leaf=-0.000843041111,cover=0
- 66:leaf=-0.000137372437,cover=0
- 16:[Ecc<27.7987404] yes=33,no=34,missing=33,gain=6.66525936,cover=321091
- 33:[Pol<110.811417] yes=67,no=68,missing=67,gain=9.01567268,cover=233156
- 67:leaf=0.00029907914,cover=0
- 68:leaf=-0.000322755077,cover=0
- 34:[Pol<15.1533136] yes=69,no=70,missing=69,gain=9.04290199,cover=87935
- 69:leaf=-0.000674554612,cover=0
- 70:leaf=0.000717617047,cover=0
- 8:[LGI5<3.48966408] yes=17,no=18,missing=17,gain=4.8842802,cover=955641
- 17:[Pol<151.353775] yes=35,no=36,missing=35,gain=4.34823179,cover=885135
- 35:[PialCurv5<0.0616685152] yes=71,no=72,missing=71,gain=4.8210125,cover=880072
- 71:leaf=0.000419624383,cover=0
- 72:leaf=-2.19186877e-05,cover=0
- 36:[PialCurv5<-0.0858580992] yes=73,no=74,missing=74,gain=6.47144365,cover=5063
- 73:leaf=0.00673748692,cover=0
- 74:leaf=-0.00184724317,cover=0
- 18:[Pol<43.7633247] yes=37,no=38,missing=37,gain=6.20945454,cover=70506
- 37:[LGI5<3.51961541] yes=75,no=76,missing=75,gain=2.13766217,cover=3949
- 75:leaf=-0.00129656494,cover=0
- 76:leaf=0.00198103604,cover=0
- 38:[PialCurv5<0.0824522972] yes=77,no=78,missing=77,gain=6.93305683,cover=66557
- 77:leaf=-0.00167176523,cover=0
- 78:leaf=-0.000312660442,cover=0
- 4:[Curv5<-0.39144522] yes=9,no=10,missing=10,gain=1.75366843,cover=20015
- 9:[Ecc<12.0179253] yes=19,no=20,missing=19,gain=0.482944012,cover=82
- 19:[PialArea5<0.721636832] yes=39,no=40,missing=39,gain=0.00890803244,cover=14
- 39:leaf=0.00245034904,cover=0
- 40:[Pol<39.0368156] yes=79,no=80,missing=79,gain=0.00193455303,cover=6
- 79:leaf=0.000976191019,cover=0
- 80:leaf=-0.000630006834,cover=0
- 20:[MidArea5<0.518836677] yes=41,no=42,missing=41,gain=0.347357988,cover=68
- 41:[Pol<22.2436924] yes=81,no=82,missing=82,gain=0.330706477,cover=19
- 81:leaf=-0.00803978741,cover=0
- 82:leaf=0.00469293352,cover=0
- 42:[Pol<9.44515038] yes=83,no=84,missing=83,gain=0.159748316,cover=49
- 83:leaf=0.000266845542,cover=0
- 84:leaf=-0.0115460726,cover=0
- 10:[MidArea5<0.638313055] yes=21,no=22,missing=21,gain=1.77060831,cover=19933
- 21:[Curv5<0.108977526] yes=43,no=44,missing=43,gain=1.7542696,cover=5456
- 43:[Ecc<40.3354568] yes=85,no=86,missing=86,gain=2.35976362,cover=2369
- 85:leaf=0.00163241697,cover=0
- 86:leaf=0.00690333638,cover=0
- 44:[PialArea5<0.360595763] yes=87,no=88,missing=87,gain=1.51934993,cover=3087
- 87:leaf=0.00197219546,cover=0
- 88:leaf=-0.00040852782,cover=0
- 22:[PialArea5<0.750515759] yes=45,no=46,missing=45,gain=2.39885998,cover=14477
- 45:[Pol<87.3220139] yes=89,no=90,missing=89,gain=2.45567346,cover=4232
- 89:leaf=-0.0020400451,cover=0
- 90:leaf=0.000375240168,cover=0
- 46:[PialCurv5<-0.0542625114] yes=91,no=92,missing=91,gain=2.75168943,cover=10245
- 91:leaf=-0.000122697529,cover=0
- 92:leaf=0.00158451369,cover=0
- 2:[Area5<0.763170242] yes=5,no=6,missing=5,gain=1.49774027,cover=80068
- 5:[Sulc0<0.454035848] yes=11,no=12,missing=11,gain=2.03115797,cover=64105
- 11:[Pol<89.1530609] yes=23,no=24,missing=23,gain=2.23677802,cover=46653
- 23:[Pol<55.3432045] yes=47,no=48,missing=48,gain=2.50186014,cover=20400
- 47:[Ecc<10.569519] yes=93,no=94,missing=93,gain=2.35544038,cover=14830
- 93:leaf=0.00248422148,cover=0
- 94:leaf=-0.000554081984,cover=0
- 48:[Ecc<19.4699688] yes=95,no=96,missing=96,gain=9.40937614,cover=5570
- 95:leaf=-0.000116835596,cover=0
- 96:leaf=-0.00439624162,cover=0
- 24:[LGI5<3.84897733] yes=49,no=50,missing=49,gain=2.39098406,cover=26253
- 49:[Pol<136.792099] yes=97,no=98,missing=97,gain=2.23983955,cover=12217
- 97:leaf=0.000610610587,cover=0
- 98:leaf=-0.000958271732,cover=0
- 50:[Sulc0<0.126604497] yes=99,no=100,missing=99,gain=3.28644514,cover=14036
- 99:leaf=0.000835765561,cover=0
- 100:leaf=-0.000916058023,cover=0
- 12:[Pol<69.6327286] yes=25,no=26,missing=25,gain=5.51183367,cover=17452
- 25:[Ecc<35.195137] yes=51,no=52,missing=51,gain=3.45473433,cover=2792
- 51:[PialArea5<0.775119185] yes=101,no=102,missing=102,gain=2.19701481,cover=1172
- 101:leaf=0.00412048819,cover=0
- 102:leaf=0.0234128982,cover=0
- 52:[Area5<0.631603718] yes=103,no=104,missing=103,gain=1.60943902,cover=1620
- 103:leaf=-0.00506179174,cover=0
- 104:leaf=0.0012294316,cover=0
- 26:[MidArea5<0.757804036] yes=53,no=54,missing=53,gain=3.26346397,cover=14660
- 53:[Pol<147.599014] yes=105,no=106,missing=106,gain=2.74555683,cover=14438
- 105:leaf=-0.000146444916,cover=0
- 106:leaf=-0.00744570373,cover=0
- 54:[PialArea5<1.01690364] yes=107,no=108,missing=107,gain=1.4177928,cover=222
- 107:leaf=0.00680771703,cover=0
- 108:leaf=-0.0109440861,cover=0
- 6:[LGI5<3.94193578] yes=13,no=14,missing=13,gain=2.35810924,cover=15963
- 13:[LGI5<3.78836131] yes=27,no=28,missing=27,gain=3.0173943,cover=11888
- 27:[Ecc<33.2971039] yes=55,no=56,missing=55,gain=2.31198812,cover=4608
- 55:[PialArea5<1.00196755] yes=109,no=110,missing=109,gain=1.34378147,cover=3540
- 109:leaf=0.00105948816,cover=0
- 110:leaf=-0.00096207374,cover=0
- 56:[Pol<138.276962] yes=111,no=112,missing=111,gain=2.59162259,cover=1068
- 111:leaf=-0.00321886316,cover=0
- 112:leaf=0.00449909782,cover=0
- 28:[Pol<9.44515038] yes=57,no=58,missing=58,gain=2.55920506,cover=7280
- 57:[PialCurv5<-0.0154925911] yes=113,no=114,missing=113,gain=1.19475579,cover=193
- 113:leaf=-0.00290560164,cover=0
- 114:leaf=-0.0153147774,cover=0
- 58:[LGI5<3.84897733] yes=115,no=116,missing=115,gain=2.56511402,cover=7087
- 115:leaf=0.00228790613,cover=0
- 116:leaf=0.000354320364,cover=0
- 14:[Ecc<38.0136108] yes=29,no=30,missing=30,gain=1.06238878,cover=4075
- 29:[Ecc<23.9349174] yes=59,no=60,missing=59,gain=0.732331038,cover=3049
- 59:[Sulc0<0.210163057] yes=117,no=118,missing=118,gain=1.56473637,cover=1496
- 117:leaf=-0.00237021665,cover=0
- 118:leaf=0.000909646507,cover=0
- 60:[PialArea5<0.70906347] yes=119,no=120,missing=119,gain=0.942059875,cover=1553
- 119:leaf=-0.000975258765,cover=0
- 120:leaf=0.00153973757,cover=0
- 30:[Pol<155.012512] yes=61,no=62,missing=61,gain=0.494204402,cover=1026
- 61:[Pol<99.5532455] yes=121,no=122,missing=122,gain=1.07039332,cover=942
- 121:leaf=-0.00176737516,cover=0
- 122:leaf=-0.00686380221,cover=0
- 62:[Sulc0<0.317313671] yes=123,no=124,missing=124,gain=0.502320886,cover=84
- 123:leaf=0.00353022479,cover=0
- 124:leaf=-0.00587232644,cover=0
-booster[869]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.229605734,cover=5124388
- 1:[Ecc<12.3665791] yes=3,no=4,missing=3,gain=0.354997754,cover=20016
- 3:[Area5<0.645846248] yes=7,no=8,missing=7,gain=0.668147862,cover=13370
- 7:[LGI5<3.38720298] yes=15,no=16,missing=16,gain=0.642132223,cover=13311
- 15:[LGI5<2.98459172] yes=31,no=32,missing=31,gain=1.18646538,cover=13226
- 31:[Ecc<8.55626965] yes=63,no=64,missing=63,gain=1.6848824,cover=12484
- 63:leaf=0.000103980034,cover=0
- 64:leaf=-0.00182361656,cover=0
- 32:[Curv5<-0.39144522] yes=65,no=66,missing=65,gain=1.62818301,cover=742
- 65:leaf=-0.00377785717,cover=0
- 66:leaf=0.00291714328,cover=0
- 16:[PialCurv5<0.45140323] yes=33,no=34,missing=34,gain=0.590144694,cover=85
- 33:[Sulc0<0.762988985] yes=67,no=68,missing=67,gain=0.217202067,cover=73
- 67:leaf=-0.0040661348,cover=0
- 68:leaf=0.00215629302,cover=0
- 34:leaf=-0.0141461296,cover=0
- 8:[Pol<101.695656] yes=17,no=18,missing=17,gain=0.331616998,cover=59
- 17:[Ecc<10.0121937] yes=35,no=36,missing=35,gain=0.0571228862,cover=32
- 35:[Area5<0.648839295] yes=69,no=70,missing=69,gain=0.0635689497,cover=28
- 69:leaf=0.0042692218,cover=0
- 70:leaf=0.00958701968,cover=0
- 36:leaf=0.0144577539,cover=0
- 18:[Ecc<4.20590305] yes=37,no=38,missing=37,gain=0.167745501,cover=27
- 37:[Ecc<0.406764686] yes=71,no=72,missing=71,gain=0.13320221,cover=5
- 71:leaf=-0.00135432882,cover=0
- 72:leaf=0.0138372695,cover=0
- 38:[Ecc<8.29616165] yes=73,no=74,missing=73,gain=0.0808846205,cover=22
- 73:leaf=0.000673455012,cover=0
- 74:leaf=-0.00648625707,cover=0
- 4:[LGI5<2.97342348] yes=9,no=10,missing=9,gain=0.865887582,cover=6646
- 9:[Sulc0<0.495946974] yes=19,no=20,missing=20,gain=1.20517075,cover=1692
- 19:[Pol<39.0368156] yes=39,no=40,missing=39,gain=0.85084039,cover=398
- 39:[Ecc<41.2560654] yes=75,no=76,missing=75,gain=0.201927245,cover=28
- 75:leaf=0.0081995232,cover=0
- 76:leaf=-0.00906236749,cover=0
- 40:[Pol<158.709351] yes=77,no=78,missing=77,gain=0.659291625,cover=370
- 77:leaf=-0.00128631736,cover=0
- 78:leaf=-0.0158081669,cover=0
- 20:[Ecc<37.2796402] yes=41,no=42,missing=41,gain=1.27131081,cover=1294
- 41:[PialArea5<0.245474651] yes=79,no=80,missing=79,gain=1.56862688,cover=871
- 79:leaf=0.00511258002,cover=0
- 80:leaf=0.000825131312,cover=0
- 42:[LGI5<2.95653391] yes=81,no=82,missing=81,gain=0.812801003,cover=423
- 81:leaf=-0.000836508931,cover=0
- 82:leaf=0.00613556895,cover=0
- 10:[Ecc<15.3430929] yes=21,no=22,missing=21,gain=0.81240356,cover=4954
- 21:[Area5<0.545738399] yes=43,no=44,missing=44,gain=1.76890683,cover=570
- 43:[Sulc0<0.433680743] yes=83,no=84,missing=84,gain=1.63849068,cover=349
- 83:leaf=-0.000247937947,cover=0
- 84:leaf=0.00679832278,cover=0
- 44:[Pol<86.0952454] yes=85,no=86,missing=86,gain=1.79262459,cover=221
- 85:leaf=0.0116422493,cover=0
- 86:leaf=-0.00310156425,cover=0
- 22:[Area5<0.567154288] yes=45,no=46,missing=45,gain=1.05879533,cover=4384
- 45:[LGI5<3.35709596] yes=87,no=88,missing=87,gain=1.14600921,cover=2848
- 87:leaf=-0.0013568867,cover=0
- 88:leaf=0.000790791528,cover=0
- 46:[Sulc0<0.915739596] yes=89,no=90,missing=89,gain=2.25107741,cover=1536
- 89:leaf=-0.00243888982,cover=0
- 90:leaf=0.00203676615,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.242442518,cover=5104372
- 5:[Curv5<0.15992938] yes=11,no=12,missing=12,gain=1.42620039,cover=10549
- 11:[PialCurv5<0.232516408] yes=23,no=24,missing=24,gain=1.12587118,cover=1641
- 23:[Ecc<15.121048] yes=47,no=48,missing=47,gain=2.4514668,cover=774
- 47:[Curv5<0.110890195] yes=91,no=92,missing=92,gain=0.958925486,cover=346
- 91:leaf=-0.00681514526,cover=0
- 92:leaf=0.00356032629,cover=0
- 48:[Pol<86.0952454] yes=93,no=94,missing=93,gain=1.5108918,cover=428
- 93:leaf=0.000876346603,cover=0
- 94:leaf=-0.0051918379,cover=0
- 24:[Ecc<11.5171156] yes=49,no=50,missing=50,gain=1.25367403,cover=867
- 49:[PialCurv5<0.45140323] yes=95,no=96,missing=95,gain=1.26639128,cover=261
- 95:leaf=-0.00126838684,cover=0
- 96:leaf=0.0160638876,cover=0
- 50:[PialCurv5<0.353309482] yes=97,no=98,missing=97,gain=1.56976199,cover=606
- 97:leaf=0.00511132972,cover=0
- 98:leaf=-0.0006676747,cover=0
- 12:[Area5<0.625618935] yes=25,no=26,missing=25,gain=1.2113924,cover=8908
- 25:[Ecc<12.5441074] yes=51,no=52,missing=52,gain=0.813168645,cover=1175
- 51:[Ecc<12.1917515] yes=99,no=100,missing=100,gain=0.550724804,cover=875
- 99:leaf=-0.00134519755,cover=0
- 100:leaf=0.0104623279,cover=0
- 52:[LGI5<2.90190363] yes=101,no=102,missing=102,gain=0.556791782,cover=300
- 101:leaf=0.000696220377,cover=0
- 102:leaf=-0.00516411429,cover=0
- 26:[LGI5<3.11198854] yes=53,no=54,missing=53,gain=0.933206916,cover=7733
- 53:[LGI5<3.01384926] yes=103,no=104,missing=103,gain=2.32266307,cover=5598
- 103:leaf=-0.000238323279,cover=0
- 104:leaf=0.00336537859,cover=0
- 54:[LGI5<3.15728688] yes=105,no=106,missing=105,gain=1.3307749,cover=2135
- 105:leaf=-0.00601465814,cover=0
- 106:leaf=-0.000830635545,cover=0
- 6:[PialArea5<0.292306483] yes=13,no=14,missing=14,gain=0.25004971,cover=5093823
- 13:[Curv5<0.0452247933] yes=27,no=28,missing=28,gain=0.622550368,cover=53744
- 27:[LGI5<2.76298451] yes=55,no=56,missing=56,gain=0.770577967,cover=75
- 55:[Sulc0<0.15957281] yes=107,no=108,missing=107,gain=0.746312141,cover=19
- 107:leaf=-0.00287434296,cover=0
- 108:leaf=-0.0225260109,cover=0
- 56:[PialCurv5<0.182067633] yes=109,no=110,missing=110,gain=0.564859927,cover=56
- 109:leaf=-0.00303349784,cover=0
- 110:leaf=0.0131795527,cover=0
- 28:[Ecc<1.46579576] yes=57,no=58,missing=58,gain=0.599979043,cover=53669
- 57:[LGI5<2.13090348] yes=111,no=112,missing=111,gain=0.701998651,cover=1118
- 111:leaf=-0.007151308,cover=0
- 112:leaf=-0.000775014458,cover=0
- 58:[LGI5<3.02536297] yes=113,no=114,missing=114,gain=0.489575058,cover=52551
- 113:leaf=3.05591166e-05,cover=0
- 114:leaf=0.000354862277,cover=0
- 14:[LGI5<2.89127874] yes=29,no=30,missing=29,gain=0.276091188,cover=5040079
- 29:[Ecc<8.7927618] yes=59,no=60,missing=59,gain=3.09365559,cover=3058953
- 59:[Pol<158.709351] yes=115,no=116,missing=115,gain=2.30129313,cover=2602127
- 115:leaf=-3.10061878e-05,cover=0
- 116:leaf=0.000109526016,cover=0
- 60:[Area5<0.67507118] yes=117,no=118,missing=117,gain=7.89356184,cover=456826
- 117:leaf=-0.000147256404,cover=0
- 118:leaf=0.000284988229,cover=0
- 30:[Ecc<4.20590305] yes=61,no=62,missing=61,gain=3.90144658,cover=1981126
- 61:[Ecc<2.13501525] yes=119,no=120,missing=119,gain=4.52548695,cover=9752
- 119:leaf=0.00136754022,cover=0
- 120:leaf=-0.00150053424,cover=0
- 62:[Ecc<7.24576569] yes=121,no=122,missing=121,gain=5.07940674,cover=1971374
- 121:leaf=0.000332620897,cover=0
- 122:leaf=-2.96608378e-05,cover=0
-booster[870]:
-0:[Curv5<-0.297558427] yes=1,no=2,missing=1,gain=0.231186762,cover=5124388
- 1:[PialCurv5<-0.10074953] yes=3,no=4,missing=3,gain=1.44047666,cover=140394
- 3:[LGI5<3.45167398] yes=7,no=8,missing=7,gain=1.18505275,cover=136772
- 7:[Pol<36.2100182] yes=15,no=16,missing=16,gain=1.2644186,cover=127313
- 15:[LGI5<3.40779543] yes=31,no=32,missing=31,gain=2.19937062,cover=47533
- 31:[LGI5<3.27544355] yes=63,no=64,missing=63,gain=1.90735245,cover=46705
- 63:leaf=-2.69084248e-05,cover=0
- 64:leaf=-0.00121690461,cover=0
- 32:[Sulc0<-0.00176540145] yes=65,no=66,missing=66,gain=3.30644965,cover=828
- 65:leaf=0.00173723476,cover=0
- 66:leaf=0.0159811527,cover=0
- 16:[LGI5<2.21018219] yes=33,no=34,missing=33,gain=1.53894901,cover=79780
- 33:[Ecc<4.07113361] yes=67,no=68,missing=68,gain=1.82046318,cover=1889
- 67:leaf=0.00082189386,cover=0
- 68:leaf=0.00453343056,cover=0
- 34:[Pol<131.443253] yes=69,no=70,missing=69,gain=1.31583607,cover=77891
- 69:leaf=0.000473777967,cover=0
- 70:leaf=5.24847492e-05,cover=0
- 8:[Ecc<6.16403294] yes=17,no=18,missing=18,gain=1.48791742,cover=9459
- 17:[Pol<161.595886] yes=35,no=36,missing=35,gain=0.143046737,cover=40
- 35:[Pol<8.56911278] yes=71,no=72,missing=71,gain=0.0400153399,cover=22
- 71:leaf=1.94927052e-05,cover=0
- 72:leaf=-0.00737232715,cover=0
- 36:leaf=-0.0133369435,cover=0
- 18:[PialCurv5<-0.133997425] yes=37,no=38,missing=37,gain=1.24657083,cover=9419
- 37:[Pol<56.1920547] yes=73,no=74,missing=73,gain=1.20783448,cover=8776
- 73:leaf=0.000494740263,cover=0
- 74:leaf=-0.000713165791,cover=0
- 38:[Ecc<41.2560654] yes=75,no=76,missing=75,gain=3.6804142,cover=643
- 75:leaf=-0.00358776166,cover=0
- 76:leaf=0.0109484,cover=0
- 4:[MidArea5<0.656586885] yes=9,no=10,missing=9,gain=1.4360882,cover=3622
- 9:[Pol<19.2006226] yes=19,no=20,missing=19,gain=0.99499017,cover=1881
- 19:[Curv5<-0.39144522] yes=39,no=40,missing=40,gain=0.853629649,cover=200
- 39:[PialCurv5<-0.00955641083] yes=77,no=78,missing=77,gain=0.648482502,cover=132
- 77:leaf=-0.000998201664,cover=0
- 78:leaf=0.00707761152,cover=0
- 40:[Ecc<0.618862808] yes=79,no=80,missing=80,gain=0.791235328,cover=68
- 79:leaf=-0.00474237092,cover=0
- 80:leaf=0.0100879315,cover=0
- 20:[Ecc<1.46579576] yes=41,no=42,missing=42,gain=0.766445398,cover=1681
- 41:[Pol<125.881905] yes=81,no=82,missing=81,gain=0.423753738,cover=221
- 81:leaf=-0.00416887412,cover=0
- 82:leaf=0.00133254973,cover=0
- 42:[PialArea5<0.756055057] yes=83,no=84,missing=83,gain=1.25644255,cover=1460
- 83:leaf=-0.000257635664,cover=0
- 84:leaf=0.00690662954,cover=0
- 10:[LGI5<2.25958419] yes=21,no=22,missing=21,gain=0.806023836,cover=1741
- 21:[Sulc0<-1.08640325] yes=43,no=44,missing=43,gain=0.368838429,cover=95
- 43:[Pol<69.6327286] yes=85,no=86,missing=86,gain=0.189476371,cover=21
- 85:leaf=-0.0140068745,cover=0
- 86:leaf=-0.000362236809,cover=0
- 44:[PialArea5<0.764178395] yes=87,no=88,missing=88,gain=0.240868688,cover=74
- 87:leaf=0.00954967178,cover=0
- 88:leaf=-0.0051589678,cover=0
- 22:[Sulc0<-0.401674598] yes=45,no=46,missing=45,gain=0.852584124,cover=1646
- 45:[Ecc<34.5416374] yes=89,no=90,missing=90,gain=1.07557034,cover=1201
- 89:leaf=-0.0011671721,cover=0
- 90:leaf=0.0123084569,cover=0
- 46:[Area5<0.567154288] yes=91,no=92,missing=91,gain=0.969706297,cover=445
- 91:leaf=0.00148590095,cover=0
- 92:leaf=-0.00463530654,cover=0
- 2:[PialCurv5<-0.190801308] yes=5,no=6,missing=5,gain=0.328521878,cover=4983994
- 5:[Curv5<-0.225438625] yes=11,no=12,missing=11,gain=1.91615069,cover=8571
- 11:[Area5<0.877147377] yes=23,no=24,missing=24,gain=1.15998602,cover=7024
- 23:[PialArea5<1.26501572] yes=47,no=48,missing=47,gain=1.11823559,cover=6827
- 47:[Ecc<4.60336304] yes=93,no=94,missing=93,gain=1.09760976,cover=6628
- 93:leaf=0.001874796,cover=0
- 94:leaf=0.000319113838,cover=0
- 48:[Area5<0.808195949] yes=95,no=96,missing=95,gain=0.347724259,cover=199
- 95:leaf=-0.00509920996,cover=0
- 96:leaf=-0.000910310715,cover=0
- 24:[PialArea5<1.14602101] yes=49,no=50,missing=49,gain=2.10872746,cover=197
- 49:[Pol<20.2198563] yes=97,no=98,missing=98,gain=2.44530177,cover=99
- 97:leaf=0.00269727106,cover=0
- 98:leaf=0.0185471512,cover=0
- 50:[Sulc0<-0.776109517] yes=99,no=100,missing=99,gain=0.397845745,cover=98
- 99:leaf=-0.00439786678,cover=0
- 100:leaf=0.00197426858,cover=0
- 12:[LGI5<2.44006681] yes=25,no=26,missing=26,gain=1.3837893,cover=1547
- 25:[Ecc<4.40349627] yes=51,no=52,missing=51,gain=1.96922421,cover=247
- 51:[LGI5<2.31192279] yes=101,no=102,missing=102,gain=1.36222386,cover=143
- 101:leaf=-0.00549567025,cover=0
- 102:leaf=0.004209348,cover=0
- 52:[MidArea5<0.658196807] yes=103,no=104,missing=103,gain=0.493257523,cover=104
- 103:leaf=-0.0054411185,cover=0
- 104:leaf=-0.0126842503,cover=0
- 26:[Area5<0.726017833] yes=53,no=54,missing=53,gain=1.57960105,cover=1300
- 53:[Area5<0.609410942] yes=105,no=106,missing=106,gain=1.55447996,cover=779
- 105:leaf=-0.00175457844,cover=0
- 106:leaf=0.00274645514,cover=0
- 54:[LGI5<2.8746686] yes=107,no=108,missing=107,gain=0.514600396,cover=521
- 107:leaf=-0.00507176807,cover=0
- 108:leaf=-0.00168682006,cover=0
- 6:[PialCurv5<-0.164281175] yes=13,no=14,missing=14,gain=0.410846591,cover=4975423
- 13:[Curv5<-0.251844287] yes=27,no=28,missing=27,gain=3.08305573,cover=57830
- 27:[Sulc0<-0.592216015] yes=55,no=56,missing=56,gain=2.16181421,cover=41351
- 55:[Ecc<0.889730632] yes=109,no=110,missing=109,gain=1.32729924,cover=34194
- 109:leaf=-0.00183898106,cover=0
- 110:leaf=-0.000140646196,cover=0
- 56:[Ecc<8.87956142] yes=111,no=112,missing=111,gain=1.7975049,cover=7157
- 111:leaf=-0.000268382428,cover=0
- 112:leaf=-0.00186324271,cover=0
- 28:[Curv5<-0.125495523] yes=57,no=58,missing=57,gain=1.07743657,cover=16479
- 57:[Area5<0.596935391] yes=113,no=114,missing=113,gain=1.08367491,cover=16081
- 113:leaf=-3.57356475e-05,cover=0
- 114:leaf=0.000817451335,cover=0
- 58:[Pol<60.4070244] yes=115,no=116,missing=115,gain=2.5597322,cover=398
- 115:leaf=-0.00812242087,cover=0
- 116:leaf=0.000548342883,cover=0
- 14:[Curv5<-0.258777469] yes=29,no=30,missing=29,gain=0.563314736,cover=4917593
- 29:[Area5<0.630444467] yes=59,no=60,missing=59,gain=2.00364923,cover=180699
- 59:[Sulc0<-0.210027173] yes=117,no=118,missing=117,gain=1.51612902,cover=118992
- 117:leaf=-6.54244068e-05,cover=0
- 118:leaf=0.00097979221,cover=0
- 60:[PialArea5<1.13220918] yes=119,no=120,missing=119,gain=2.10827732,cover=61707
- 119:leaf=0.000493846659,cover=0
- 120:leaf=-0.000166136029,cover=0
- 30:[Area5<0.420677572] yes=61,no=62,missing=61,gain=0.602253437,cover=4736894
- 61:[LGI5<2.13090348] yes=121,no=122,missing=121,gain=1.1328634,cover=35623
- 121:leaf=0.00246076449,cover=0
- 122:leaf=0.000165570658,cover=0
- 62:[Curv5<-0.0320370905] yes=123,no=124,missing=124,gain=0.501511455,cover=4701271
- 123:leaf=-2.14413121e-05,cover=0
- 124:leaf=1.12355401e-05,cover=0
-booster[871]:
-0:[Area5<0.587948382] yes=1,no=2,missing=1,gain=0.216188878,cover=5124388
- 1:[PialArea5<0.584843099] yes=3,no=4,missing=4,gain=2.15206957,cover=866690
- 3:[Ecc<0.513775289] yes=7,no=8,missing=8,gain=1.83743095,cover=125077
- 7:[LGI5<2.40037155] yes=15,no=16,missing=15,gain=3.22403073,cover=6856
- 15:[Sulc0<-0.592216015] yes=31,no=32,missing=32,gain=3.44848394,cover=3992
- 31:[LGI5<2.16230083] yes=63,no=64,missing=63,gain=4.61312294,cover=1032
- 63:leaf=-0.00863475539,cover=0
- 64:leaf=0.000507702818,cover=0
- 32:[LGI5<2.24172258] yes=65,no=66,missing=65,gain=1.94628048,cover=2960
- 65:leaf=0.00465608528,cover=0
- 66:leaf=0.00167882687,cover=0
- 16:[Area5<0.494833142] yes=33,no=34,missing=33,gain=2.17506313,cover=2864
- 33:[PialCurv5<0.0519027263] yes=67,no=68,missing=67,gain=1.94688737,cover=348
- 67:leaf=0.0046491758,cover=0
- 68:leaf=-0.00560721382,cover=0
- 34:[LGI5<2.43692279] yes=69,no=70,missing=69,gain=1.95492661,cover=2516
- 69:leaf=-0.00336104119,cover=0
- 70:leaf=-0.000281244196,cover=0
- 8:[Sulc0<0.354630351] yes=17,no=18,missing=17,gain=1.99279141,cover=118221
- 17:[Curv5<0.0322575867] yes=35,no=36,missing=35,gain=3.02657223,cover=82423
- 35:[PialCurv5<-0.019163372] yes=71,no=72,missing=71,gain=5.30516243,cover=45211
- 71:leaf=-0.000518630259,cover=0
- 72:leaf=0.000586546084,cover=0
- 36:[Ecc<5.85121489] yes=73,no=74,missing=73,gain=4.07985735,cover=37212
- 73:leaf=-0.000364517065,cover=0
- 74:leaf=-0.00154115341,cover=0
- 18:[Pol<106.604004] yes=37,no=38,missing=37,gain=1.61790204,cover=35798
- 37:[Curv5<-0.129194111] yes=75,no=76,missing=75,gain=2.06133032,cover=25553
- 75:leaf=-0.00408557896,cover=0
- 76:leaf=-6.57718338e-05,cover=0
- 38:[LGI5<2.35684347] yes=77,no=78,missing=77,gain=2.34333515,cover=10245
- 77:leaf=-0.00198556553,cover=0
- 78:leaf=0.000845870876,cover=0
- 4:[Curv5<-0.0860676765] yes=9,no=10,missing=10,gain=4.65306711,cover=741613
- 9:[PialCurv5<-0.0347327143] yes=19,no=20,missing=19,gain=4.02706861,cover=667711
- 19:[Curv5<-0.108295463] yes=39,no=40,missing=39,gain=3.63274264,cover=650238
- 39:[Sulc0<-0.522449493] yes=79,no=80,missing=79,gain=2.83283663,cover=625238
- 79:leaf=6.54039759e-05,cover=0
- 80:leaf=-0.000194328692,cover=0
- 40:[Sulc0<-0.788856506] yes=81,no=82,missing=81,gain=2.78916764,cover=25000
- 81:leaf=-0.00081245706,cover=0
- 82:leaf=0.000818662171,cover=0
- 20:[PialArea5<0.841635466] yes=41,no=42,missing=41,gain=8.27782536,cover=17473
- 41:[Ecc<15.3430929] yes=83,no=84,missing=84,gain=5.8272028,cover=14627
- 83:leaf=-0.000592364115,cover=0
- 84:leaf=0.00270018331,cover=0
- 42:[Ecc<4.27275372] yes=85,no=86,missing=85,gain=2.4433279,cover=2846
- 85:leaf=-0.0020504524,cover=0
- 86:leaf=-0.00506815966,cover=0
- 10:[Pol<61.2046547] yes=21,no=22,missing=22,gain=12.6029167,cover=73902
- 21:[PialArea5<0.943111241] yes=43,no=44,missing=43,gain=6.9815979,cover=10176
- 43:[Curv5<-0.0156469513] yes=87,no=88,missing=87,gain=7.02202892,cover=9766
- 87:leaf=-0.000231457714,cover=0
- 88:leaf=-0.00349368458,cover=0
- 44:[Ecc<7.18838644] yes=89,no=90,missing=90,gain=3.5352459,cover=410
- 89:leaf=-0.00511122588,cover=0
- 90:leaf=-0.0163568929,cover=0
- 22:[Pol<146.864227] yes=45,no=46,missing=45,gain=10.1996222,cover=63726
- 45:[Sulc0<-0.522449493] yes=91,no=92,missing=92,gain=10.9772339,cover=45354
- 91:leaf=-0.00057406578,cover=0
- 92:leaf=0.00145758793,cover=0
- 46:[Ecc<6.64552498] yes=93,no=94,missing=93,gain=8.39993286,cover=18372
- 93:leaf=0.000256120984,cover=0
- 94:leaf=-0.00235154014,cover=0
- 2:[LGI5<2.46263766] yes=5,no=6,missing=6,gain=1.25274992,cover=4257698
- 5:[Ecc<12.3665791] yes=11,no=12,missing=12,gain=5.99313164,cover=826968
- 11:[LGI5<2.4272728] yes=23,no=24,missing=23,gain=3.36091089,cover=822957
- 23:[Pol<160.869751] yes=47,no=48,missing=47,gain=3.41121864,cover=660737
- 47:[PialCurv5<0.00652291393] yes=95,no=96,missing=95,gain=3.72359014,cover=600698
- 95:leaf=-0.000158010269,cover=0
- 96:leaf=9.10269009e-05,cover=0
- 48:[Ecc<1.51801682] yes=97,no=98,missing=97,gain=8.27940655,cover=60039
- 97:leaf=-0.000202491457,cover=0
- 98:leaf=0.000972980633,cover=0
- 24:[Ecc<8.17402458] yes=49,no=50,missing=49,gain=5.788064,cover=162220
- 49:[Pol<65.1286774] yes=99,no=100,missing=99,gain=6.13832426,cover=155098
- 99:leaf=0.000263595051,cover=0
- 100:leaf=-0.000488401332,cover=0
- 50:[PialArea5<0.480917931] yes=101,no=102,missing=101,gain=2.30054474,cover=7122
- 101:leaf=-0.00033978495,cover=0
- 102:leaf=0.00168512482,cover=0
- 12:[Sulc0<0.610343635] yes=25,no=26,missing=25,gain=7.84248877,cover=4011
- 25:[Curv5<-0.218969986] yes=51,no=52,missing=52,gain=2.08527374,cover=2883
- 51:[PialArea5<0.816499233] yes=103,no=104,missing=103,gain=1.33862782,cover=369
- 103:leaf=-0.00620087888,cover=0
- 104:leaf=0.00156181352,cover=0
- 52:[Sulc0<0.184694022] yes=105,no=106,missing=105,gain=3.86031151,cover=2514
- 105:leaf=-0.00603883062,cover=0
- 106:leaf=-0.00210109283,cover=0
- 26:[PialCurv5<0.329096764] yes=53,no=54,missing=53,gain=1.47963822,cover=1128
- 53:[Area5<0.694293797] yes=107,no=108,missing=108,gain=2.01330543,cover=777
- 107:leaf=-0.00434400234,cover=0
- 108:leaf=0.00171011651,cover=0
- 54:[MidArea5<0.588423193] yes=109,no=110,missing=109,gain=1.51255178,cover=351
- 109:leaf=0.00558686815,cover=0
- 110:leaf=-0.00366974878,cover=0
- 6:[LGI5<2.48603988] yes=13,no=14,missing=13,gain=3.01682425,cover=3430730
- 13:[Area5<0.700531542] yes=27,no=28,missing=27,gain=4.96051788,cover=108279
- 27:[Pol<81.5476837] yes=55,no=56,missing=56,gain=5.30608416,cover=63841
- 55:[Curv5<-0.129194111] yes=111,no=112,missing=111,gain=5.87554741,cover=19331
- 111:leaf=7.73422869e-07,cover=0
- 112:leaf=-0.00178126211,cover=0
- 56:[PialCurv5<-0.210138425] yes=113,no=114,missing=113,gain=4.72467661,cover=44510
- 113:leaf=0.0152061833,cover=0
- 114:leaf=0.000268669595,cover=0
- 28:[Ecc<3.48115921] yes=57,no=58,missing=57,gain=5.31067181,cover=44438
- 57:[Ecc<0.567370772] yes=115,no=116,missing=116,gain=6.62499619,cover=17181
- 115:leaf=-0.00263422122,cover=0
- 116:leaf=0.0016036008,cover=0
- 58:[Ecc<7.24576569] yes=117,no=118,missing=118,gain=2.80929136,cover=27257
- 117:leaf=-7.31085529e-05,cover=0
- 118:leaf=0.00106279925,cover=0
- 14:[Ecc<3.35458159] yes=29,no=30,missing=29,gain=3.34633875,cover=3322451
- 29:[PialCurv5<0.0171581414] yes=59,no=60,missing=59,gain=4.80585861,cover=224877
- 59:[Pol<56.1920547] yes=119,no=120,missing=119,gain=4.59731245,cover=147272
- 119:leaf=-3.60005506e-05,cover=0
- 120:leaf=-0.000599366263,cover=0
- 60:[Area5<0.709272623] yes=121,no=122,missing=121,gain=9.38975143,cover=77605
- 121:leaf=-0.0003127823,cover=0
- 122:leaf=0.000811844424,cover=0
- 30:[LGI5<2.89660096] yes=61,no=62,missing=61,gain=2.23663568,cover=3097574
- 61:[Pol<136.792099] yes=123,no=124,missing=124,gain=5.80535412,cover=1271261
- 123:leaf=1.0148462e-05,cover=0
- 124:leaf=0.000274064543,cover=0
- 62:[Ecc<4.20590305] yes=125,no=126,missing=125,gain=6.69603586,cover=1826313
- 125:leaf=-0.00201227632,cover=0
- 126:leaf=-1.70972835e-05,cover=0
-booster[872]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=2,gain=0.232914045,cover=5124388
- 1:[Area5<0.673304081] yes=3,no=4,missing=3,gain=1.4819895,cover=60049
- 3:[PialArea5<0.533624351] yes=7,no=8,missing=7,gain=0.760862947,cover=59283
- 7:[Pol<175.643188] yes=15,no=16,missing=15,gain=0.48709327,cover=58864
- 15:[Ecc<3.94116735] yes=31,no=32,missing=31,gain=0.502161622,cover=58096
- 31:[Pol<75.4512405] yes=63,no=64,missing=64,gain=0.48956719,cover=14703
- 63:leaf=0.00148898957,cover=0
- 64:leaf=-0.000263408729,cover=0
- 32:[Pol<14.1659222] yes=65,no=66,missing=66,gain=0.603325009,cover=43393
- 65:leaf=-0.00322630885,cover=0
- 66:leaf=0.000133905705,cover=0
- 16:[Sulc0<0.433680743] yes=33,no=34,missing=33,gain=0.651612222,cover=768
- 33:[Sulc0<-0.487093836] yes=67,no=68,missing=67,gain=0.433849514,cover=743
- 67:leaf=-0.00236751116,cover=0
- 68:leaf=0.00194320665,cover=0
- 34:[Area5<0.619086087] yes=69,no=70,missing=69,gain=0.114502192,cover=25
- 69:leaf=-0.00849894062,cover=0
- 70:leaf=-0.000880897045,cover=0
- 8:[Ecc<7.29654455] yes=17,no=18,missing=18,gain=0.4591012,cover=419
- 17:[PialCurv5<-0.164281175] yes=35,no=36,missing=35,gain=0.462984174,cover=279
- 35:[Sulc0<-0.173886195] yes=71,no=72,missing=72,gain=0.200391352,cover=121
- 71:leaf=-0.000842228474,cover=0
- 72:leaf=-0.010227154,cover=0
- 36:[PialCurv5<-0.154837668] yes=73,no=74,missing=74,gain=0.32062605,cover=158
- 73:leaf=0.00799465273,cover=0
- 74:leaf=0.00180064293,cover=0
- 18:[PialCurv5<-0.0789950639] yes=37,no=38,missing=38,gain=0.313411236,cover=140
- 37:[Pol<57.0350037] yes=75,no=76,missing=75,gain=0.283412695,cover=135
- 75:leaf=-0.000910712522,cover=0
- 76:leaf=0.00504233642,cover=0
- 38:leaf=0.0158119481,cover=0
- 4:[Ecc<9.17092323] yes=9,no=10,missing=9,gain=0.48920095,cover=766
- 9:[Curv5<0.169394374] yes=19,no=20,missing=19,gain=0.93465364,cover=258
- 19:[PialCurv5<0.182067633] yes=39,no=40,missing=39,gain=0.497292638,cover=23
- 39:leaf=0.0221525766,cover=0
- 40:[PialCurv5<0.394910008] yes=77,no=78,missing=77,gain=0.0593865514,cover=14
- 77:leaf=0.00802112464,cover=0
- 78:leaf=-0.000844736875,cover=0
- 20:[LGI5<2.86927843] yes=41,no=42,missing=41,gain=0.255758107,cover=235
- 41:[Curv5<0.233002663] yes=79,no=80,missing=79,gain=0.367962539,cover=193
- 79:leaf=0.00116643147,cover=0
- 80:leaf=0.00656048907,cover=0
- 42:[Ecc<8.35574818] yes=81,no=82,missing=81,gain=0.191384137,cover=42
- 81:leaf=-0.00148079742,cover=0
- 82:leaf=0.00792487897,cover=0
- 10:[LGI5<2.86381269] yes=21,no=22,missing=22,gain=0.865267694,cover=508
- 21:[Pol<27.4246235] yes=43,no=44,missing=44,gain=0.149038345,cover=52
- 43:leaf=0.00654831761,cover=0
- 44:[Sulc0<0.966456771] yes=83,no=84,missing=83,gain=0.0908696651,cover=50
- 83:leaf=-0.00661787717,cover=0
- 84:leaf=-0.00182783941,cover=0
- 22:[Ecc<11.0302963] yes=45,no=46,missing=45,gain=0.65265125,cover=456
- 45:[Pol<90.9627914] yes=85,no=86,missing=85,gain=0.319144249,cover=28
- 85:leaf=0.0173121747,cover=0
- 86:leaf=0.00547873788,cover=0
- 46:[Area5<0.706109285] yes=87,no=88,missing=88,gain=0.274742126,cover=428
- 87:leaf=0.00111151848,cover=0
- 88:leaf=0.00502756517,cover=0
- 2:[Curv5<-0.39144522] yes=5,no=6,missing=6,gain=0.256530702,cover=5064339
- 5:[PialCurv5<-0.164281175] yes=11,no=12,missing=11,gain=1.37281501,cover=18235
- 11:[Pol<53.6550331] yes=23,no=24,missing=24,gain=1.16084039,cover=13422
- 23:[Pol<45.5953903] yes=47,no=48,missing=47,gain=1.67750537,cover=7303
- 47:[Ecc<0.353712648] yes=89,no=90,missing=89,gain=1.37902689,cover=6700
- 89:leaf=0.0127454447,cover=0
- 90:leaf=0.000206444834,cover=0
- 48:[LGI5<3.25380015] yes=91,no=92,missing=92,gain=2.15306139,cover=603
- 91:leaf=-0.00115546212,cover=0
- 92:leaf=-0.00912703667,cover=0
- 24:[Pol<131.443253] yes=49,no=50,missing=49,gain=1.59319162,cover=6119
- 49:[LGI5<2.33929968] yes=93,no=94,missing=94,gain=3.06755519,cover=2648
- 93:leaf=-0.0039085499,cover=0
- 94:leaf=0.00237697805,cover=0
- 50:[LGI5<2.53428411] yes=95,no=96,missing=95,gain=1.13543415,cover=3471
- 95:leaf=0.00172753201,cover=0
- 96:leaf=-0.000303906447,cover=0
- 12:[Area5<0.462054074] yes=25,no=26,missing=25,gain=1.08617306,cover=4813
- 25:[LGI5<2.90190363] yes=51,no=52,missing=51,gain=0.996166587,cover=994
- 51:[Ecc<0.729281187] yes=97,no=98,missing=98,gain=0.993373632,cover=723
- 97:leaf=0.0068372637,cover=0
- 98:leaf=-0.00332403346,cover=0
- 52:[Pol<13.2006302] yes=99,no=100,missing=99,gain=2.20957947,cover=271
- 99:leaf=-0.00764081767,cover=0
- 100:leaf=0.00303593394,cover=0
- 26:[Ecc<29.8764286] yes=53,no=54,missing=53,gain=1.19990396,cover=3819
- 53:[Sulc0<-0.439186513] yes=101,no=102,missing=101,gain=1.87493193,cover=3404
- 101:leaf=0.000319222774,cover=0
- 102:leaf=-0.00222056988,cover=0
- 54:[PialCurv5<-0.11578764] yes=103,no=104,missing=104,gain=1.57869363,cover=415
- 103:leaf=0.00361176557,cover=0
- 104:leaf=-0.00528508797,cover=0
- 6:[PialArea5<0.245474651] yes=13,no=14,missing=13,gain=0.250644207,cover=5046104
- 13:[Area5<0.694293797] yes=27,no=28,missing=27,gain=1.10961628,cover=3639
- 27:[Pol<102.778297] yes=55,no=56,missing=55,gain=0.493514538,cover=1692
- 55:[Curv5<0.186949074] yes=105,no=106,missing=106,gain=0.375644803,cover=1275
- 105:leaf=-0.000992959831,cover=0
- 106:leaf=-0.00271135406,cover=0
- 56:[LGI5<2.36851335] yes=107,no=108,missing=107,gain=0.28330785,cover=417
- 107:leaf=-0.00391857559,cover=0
- 108:leaf=0.000556375249,cover=0
- 28:[MidArea5<0.468026847] yes=57,no=58,missing=57,gain=0.749406219,cover=1947
- 57:[Area5<0.7084831] yes=109,no=110,missing=109,gain=0.605632901,cover=617
- 109:leaf=0.000603984518,cover=0
- 110:leaf=0.00382762635,cover=0
- 58:[Ecc<36.5542564] yes=111,no=112,missing=111,gain=1.10168719,cover=1330
- 111:leaf=0.000664500287,cover=0
- 112:leaf=-0.00248159259,cover=0
- 14:[PialCurv5<-0.167439327] yes=29,no=30,missing=30,gain=0.243958652,cover=5042465
- 29:[PialArea5<0.803608477] yes=59,no=60,missing=59,gain=2.67932415,cover=105119
- 59:[Pol<11.2407846] yes=113,no=114,missing=113,gain=2.59435892,cover=44588
- 113:leaf=0.000800203998,cover=0
- 114:leaf=-0.000495205226,cover=0
- 60:[LGI5<3.45167398] yes=115,no=116,missing=115,gain=2.48407483,cover=60531
- 115:leaf=0.000229189245,cover=0
- 116:leaf=-0.00100724574,cover=0
- 30:[Curv5<-0.272521824] yes=61,no=62,missing=61,gain=0.852708578,cover=4937346
- 61:[Pol<28.4081879] yes=117,no=118,missing=117,gain=1.8974402,cover=165249
- 117:leaf=-0.00015202869,cover=0
- 118:leaf=0.000220565111,cover=0
- 62:[Area5<0.589787364] yes=119,no=120,missing=119,gain=0.400108486,cover=4772097
- 119:leaf=3.11629301e-05,cover=0
- 120:leaf=-9.79016022e-06,cover=0
-booster[873]:
-0:[PialArea5<0.555011809] yes=1,no=2,missing=1,gain=0.234890938,cover=5124388
- 1:[Pol<121.397697] yes=3,no=4,missing=4,gain=2.36126995,cover=1149702
- 3:[Ecc<0.669936359] yes=7,no=8,missing=7,gain=4.3635006,cover=983538
- 7:[LGI5<2.16230083] yes=15,no=16,missing=15,gain=3.8654418,cover=5803
- 15:[Pol<95.6227875] yes=31,no=32,missing=31,gain=1.97276664,cover=339
- 31:[Sulc0<-0.047846999] yes=63,no=64,missing=63,gain=1.30935812,cover=226
- 63:leaf=-0.00828753784,cover=0
- 64:leaf=0.00154943613,cover=0
- 32:[Area5<0.736205518] yes=65,no=66,missing=65,gain=1.44185448,cover=113
- 65:leaf=0.00274982885,cover=0
- 66:leaf=-0.024713004,cover=0
- 16:[Sulc0<-0.0562447868] yes=33,no=34,missing=34,gain=3.52242088,cover=5464
- 33:[Area5<0.694293797] yes=67,no=68,missing=68,gain=4.07231236,cover=4812
- 67:leaf=0.00164402032,cover=0
- 68:leaf=0.00636216952,cover=0
- 34:[Curv5<0.190557376] yes=69,no=70,missing=69,gain=2.09894991,cover=652
- 69:leaf=-0.00431776233,cover=0
- 70:leaf=0.00137996394,cover=0
- 8:[Sulc0<-0.101085678] yes=17,no=18,missing=17,gain=5.70181179,cover=977735
- 17:[Ecc<2.97906685] yes=35,no=36,missing=35,gain=5.02485657,cover=47057
- 35:[Curv5<0.0857537538] yes=71,no=72,missing=72,gain=1.90215123,cover=25023
- 71:leaf=-0.000565808557,cover=0
- 72:leaf=0.000313314376,cover=0
- 36:[Pol<71.0996552] yes=73,no=74,missing=73,gain=17.7453842,cover=22034
- 73:leaf=0.000307440088,cover=0
- 74:leaf=-0.00253039133,cover=0
- 18:[PialCurv5<0.0218105931] yes=37,no=38,missing=37,gain=3.68499565,cover=930678
- 37:[Ecc<5.53207445] yes=75,no=76,missing=76,gain=4.31000233,cover=24824
- 75:leaf=-0.00214408105,cover=0
- 76:leaf=-0.000311926909,cover=0
- 38:[Curv5<0.081820026] yes=77,no=78,missing=77,gain=2.99916101,cover=905854
- 77:leaf=0.000304301793,cover=0
- 78:leaf=-3.77386323e-06,cover=0
- 4:[Area5<0.56946665] yes=9,no=10,missing=10,gain=3.45738268,cover=166164
- 9:[LGI5<2.3865335] yes=19,no=20,missing=19,gain=3.23643303,cover=21145
- 19:[LGI5<2.2730217] yes=39,no=40,missing=39,gain=2.25662661,cover=7157
- 39:[Ecc<1.51801682] yes=79,no=80,missing=79,gain=5.98415518,cover=2800
- 79:leaf=-0.00218311511,cover=0
- 80:leaf=0.00282688485,cover=0
- 40:[Ecc<2.19188094] yes=81,no=82,missing=81,gain=5.4713788,cover=4357
- 81:leaf=0.00229888759,cover=0
- 82:leaf=-0.00161451125,cover=0
- 20:[LGI5<2.50944686] yes=41,no=42,missing=42,gain=3.67502213,cover=13988
- 41:[Ecc<6.81643343] yes=83,no=84,missing=84,gain=2.16428566,cover=4819
- 83:leaf=-0.0017338664,cover=0
- 84:leaf=-0.00686802482,cover=0
- 42:[Ecc<7.24576569] yes=85,no=86,missing=85,gain=5.36514044,cover=9169
- 85:leaf=0.00126741629,cover=0
- 86:leaf=-0.00121672079,cover=0
- 10:[PialCurv5<0.185672894] yes=21,no=22,missing=21,gain=3.73240137,cover=145019
- 21:[Pol<162.313202] yes=43,no=44,missing=43,gain=6.91407681,cover=74336
- 43:[Ecc<2.6675415] yes=87,no=88,missing=88,gain=5.70695114,cover=46166
- 87:leaf=-0.000248921569,cover=0
- 88:leaf=0.00117307785,cover=0
- 44:[Sulc0<0.0850813463] yes=89,no=90,missing=89,gain=8.55301476,cover=28170
- 89:leaf=0.000167667618,cover=0
- 90:leaf=-0.00305001065,cover=0
- 22:[Curv5<0.108977526] yes=45,no=46,missing=46,gain=1.68702662,cover=70683
- 45:[MidArea5<0.56810379] yes=91,no=92,missing=91,gain=1.70596516,cover=6256
- 91:leaf=-0.00194278569,cover=0
- 92:leaf=-0.000185012264,cover=0
- 46:[PialArea5<0.472106963] yes=93,no=94,missing=93,gain=1.60605288,cover=64427
- 93:leaf=0.000291835371,cover=0
- 94:leaf=-0.000223059091,cover=0
- 2:[Curv5<0.0534323379] yes=5,no=6,missing=5,gain=1.50863802,cover=3974686
- 5:[MidArea5<0.468026847] yes=11,no=12,missing=11,gain=1.49077713,cover=3504917
- 11:[PialArea5<0.593058109] yes=23,no=24,missing=23,gain=0.781999707,cover=769
- 23:[Ecc<8.06448936] yes=47,no=48,missing=47,gain=0.588775396,cover=545
- 47:[PialCurv5<-0.171137348] yes=95,no=96,missing=95,gain=0.695759833,cover=416
- 95:leaf=-0.00284560095,cover=0
- 96:leaf=0.00159988832,cover=0
- 48:[Curv5<-0.129194111] yes=97,no=98,missing=97,gain=0.337327242,cover=129
- 97:leaf=0.00478072977,cover=0
- 98:leaf=-0.00534944376,cover=0
- 24:[PialCurv5<-0.161598593] yes=49,no=50,missing=49,gain=0.273861527,cover=224
- 49:[Curv5<-0.160152137] yes=99,no=100,missing=100,gain=0.376250088,cover=107
- 99:leaf=0.00190642604,cover=0
- 100:leaf=0.0126242889,cover=0
- 50:[PialCurv5<-0.148241684] yes=101,no=102,missing=102,gain=0.401766419,cover=117
- 101:leaf=0.0114063257,cover=0
- 102:leaf=0.00458342256,cover=0
- 12:[Pol<118.191307] yes=25,no=26,missing=26,gain=1.23616695,cover=3504148
- 25:[Pol<82.8478928] yes=51,no=52,missing=51,gain=8.98873329,cover=1928510
- 51:[Ecc<11.0302963] yes=103,no=104,missing=103,gain=10.9904528,cover=1590147
- 103:leaf=-0.000113963113,cover=0
- 104:leaf=0.00016197878,cover=0
- 52:[Ecc<30.959959] yes=105,no=106,missing=105,gain=15.9720793,cover=338363
- 105:leaf=0.00032634227,cover=0
- 106:leaf=-0.00168637594,cover=0
- 26:[Ecc<14.28263] yes=53,no=54,missing=54,gain=2.84957671,cover=1575638
- 53:[LGI5<2.95092106] yes=107,no=108,missing=107,gain=9.99695015,cover=1134893
- 107:leaf=-4.94245905e-05,cover=0
- 108:leaf=0.000360806094,cover=0
- 54:[Curv5<-0.119937547] yes=109,no=110,missing=109,gain=9.57583618,cover=440745
- 109:leaf=4.95672357e-05,cover=0
- 110:leaf=-0.000428870291,cover=0
- 6:[Area5<0.698189139] yes=13,no=14,missing=13,gain=3.64180851,cover=469769
- 13:[PialCurv5<0.141046807] yes=27,no=28,missing=27,gain=8.23550415,cover=126548
- 27:[Pol<138.276962] yes=55,no=56,missing=55,gain=7.98313904,cover=73189
- 55:[Sulc0<0.624357879] yes=111,no=112,missing=112,gain=4.40029144,cover=62001
- 111:leaf=-0.000973690767,cover=0
- 112:leaf=0.00112363149,cover=0
- 56:[LGI5<2.35684347] yes=113,no=114,missing=113,gain=7.27021742,cover=11188
- 113:leaf=-0.00281148194,cover=0
- 114:leaf=0.001046616,cover=0
- 28:[PialArea5<0.70906347] yes=57,no=58,missing=57,gain=4.94208527,cover=53359
- 57:[Sulc0<0.676033437] yes=115,no=116,missing=115,gain=4.49557304,cover=49896
- 115:leaf=-6.09605158e-05,cover=0
- 116:leaf=0.00260333042,cover=0
- 58:[Curv5<0.069626309] yes=117,no=118,missing=117,gain=2.10452223,cover=3463
- 117:leaf=-2.96863964e-05,cover=0
- 118:leaf=0.00273543503,cover=0
- 14:[PialCurv5<0.0695191324] yes=29,no=30,missing=29,gain=6.09258413,cover=343221
- 29:[Pol<75.4512405] yes=59,no=60,missing=59,gain=11.5179243,cover=32010
- 59:[Ecc<2.42687178] yes=119,no=120,missing=119,gain=7.21857262,cover=11527
- 119:leaf=-0.00291112228,cover=0
- 120:leaf=0.00223991997,cover=0
- 60:[LGI5<3.74316525] yes=121,no=122,missing=122,gain=2.5733006,cover=20483
- 121:leaf=7.35679487e-06,cover=0
- 122:leaf=-0.00472025201,cover=0
- 30:[PialArea5<0.669517875] yes=61,no=62,missing=61,gain=4.74712944,cover=311211
- 61:[Curv5<0.120553598] yes=123,no=124,missing=123,gain=7.56892872,cover=183257
- 123:leaf=0.000278939551,cover=0
- 124:leaf=-0.000456975686,cover=0
- 62:[Sulc0<0.176289052] yes=125,no=126,missing=125,gain=4.04022121,cover=127954
- 125:leaf=2.30212499e-05,cover=0
- 126:leaf=-0.000546087569,cover=0
-booster[874]:
-0:[MidArea5<0.439916283] yes=1,no=2,missing=2,gain=0.23187913,cover=5124388
- 1:[Area5<0.642765105] yes=3,no=4,missing=4,gain=1.70772946,cover=40033
- 3:[Curv5<0.147363082] yes=7,no=8,missing=7,gain=0.620162845,cover=38398
- 7:[Pol<88.5531387] yes=15,no=16,missing=15,gain=1.21094191,cover=8735
- 15:[Ecc<14.9070177] yes=31,no=32,missing=32,gain=1.23714459,cover=3052
- 31:[Sulc0<0.373583466] yes=63,no=64,missing=63,gain=2.76158071,cover=1418
- 63:leaf=-0.000247335644,cover=0
- 64:leaf=0.00583545305,cover=0
- 32:[Ecc<18.0513744] yes=65,no=66,missing=65,gain=2.45870495,cover=1634
- 65:leaf=-0.00477063935,cover=0
- 66:leaf=-0.000228891877,cover=0
- 16:[Pol<141.081833] yes=33,no=34,missing=34,gain=1.89224279,cover=5683
- 33:[LGI5<2.2730217] yes=67,no=68,missing=67,gain=2.27654982,cover=4465
- 67:leaf=-0.00357160834,cover=0
- 68:leaf=0.00159026624,cover=0
- 34:[LGI5<2.60638428] yes=69,no=70,missing=70,gain=0.970847785,cover=1218
- 69:leaf=0.000126963219,cover=0
- 70:leaf=-0.00284553296,cover=0
- 8:[LGI5<3.37729335] yes=17,no=18,missing=18,gain=0.553837538,cover=29663
- 17:[LGI5<3.31338549] yes=35,no=36,missing=36,gain=1.21648908,cover=27672
- 35:[PialCurv5<0.493508637] yes=71,no=72,missing=71,gain=0.684631109,cover=26884
- 71:leaf=-0.000176313508,cover=0
- 72:leaf=0.000479184644,cover=0
- 36:[PialArea5<0.301675379] yes=73,no=74,missing=73,gain=0.899318099,cover=788
- 73:leaf=-0.00249527814,cover=0
- 74:leaf=0.00431422284,cover=0
- 18:[LGI5<3.38720298] yes=37,no=38,missing=37,gain=1.38192105,cover=1991
- 37:[Curv5<0.174639657] yes=75,no=76,missing=75,gain=0.783615232,cover=65
- 75:leaf=0.014862542,cover=0
- 76:leaf=0.00350949611,cover=0
- 38:[Area5<0.420677572] yes=77,no=78,missing=78,gain=1.11730957,cover=1926
- 77:leaf=0.00820368063,cover=0
- 78:leaf=0.000316144607,cover=0
- 4:[Ecc<8.55626965] yes=9,no=10,missing=9,gain=0.701447606,cover=1635
- 9:[Curv5<0.137416571] yes=19,no=20,missing=20,gain=0.532578468,cover=597
- 19:[Ecc<0.513775289] yes=39,no=40,missing=39,gain=0.103814632,cover=4
- 39:leaf=0.000591313874,cover=0
- 40:leaf=-0.0168533064,cover=0
- 20:[Ecc<6.58772182] yes=41,no=42,missing=42,gain=0.449645042,cover=593
- 41:[Sulc0<0.624357879] yes=79,no=80,missing=80,gain=0.366565764,cover=360
- 79:leaf=0.00407232204,cover=0
- 80:leaf=0.000801809132,cover=0
- 42:[Sulc0<0.762988985] yes=81,no=82,missing=81,gain=1.0796473,cover=233
- 81:leaf=0.0115193427,cover=0
- 82:leaf=0.00313996826,cover=0
- 10:[Curv5<0.169394374] yes=21,no=22,missing=21,gain=0.645735145,cover=1038
- 21:[LGI5<3.67381835] yes=43,no=44,missing=44,gain=0.627705693,cover=209
- 43:[Pol<76.8473129] yes=83,no=84,missing=83,gain=0.506896257,cover=197
- 83:leaf=-0.00222030072,cover=0
- 84:leaf=0.00508426782,cover=0
- 44:[Sulc0<1.25822949] yes=85,no=86,missing=85,gain=0.0709625781,cover=12
- 85:leaf=-0.00842812937,cover=0
- 86:leaf=0.00307846069,cover=0
- 22:[LGI5<2.81919122] yes=45,no=46,missing=46,gain=0.664785862,cover=829
- 45:[Pol<106.604004] yes=87,no=88,missing=87,gain=0.331117421,cover=101
- 87:leaf=-0.00428857235,cover=0
- 88:leaf=0.00638035825,cover=0
- 46:[PialCurv5<0.193043977] yes=89,no=90,missing=90,gain=0.559248328,cover=728
- 89:leaf=-0.00376933068,cover=0
- 90:leaf=0.00123284652,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.388753861,cover=5084355
- 5:[Area5<0.677535415] yes=11,no=12,missing=11,gain=1.31752706,cover=6203
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=24,gain=0.723323703,cover=2898
- 23:[Pol<90.9627914] yes=47,no=48,missing=47,gain=0.442451358,cover=2690
- 47:[PialCurv5<0.297166049] yes=91,no=92,missing=91,gain=0.653075337,cover=638
- 91:leaf=0.00159525184,cover=0
- 92:leaf=-0.00162707828,cover=0
- 48:[LGI5<3.47596025] yes=93,no=94,missing=94,gain=1.06824327,cover=2052
- 93:leaf=-0.00152967346,cover=0
- 94:leaf=0.0046311873,cover=0
- 24:[PialCurv5<0.493508637] yes=49,no=50,missing=49,gain=0.169913292,cover=208
- 49:[Ecc<24.7238369] yes=95,no=96,missing=96,gain=0.11488235,cover=177
- 95:leaf=-0.00209167297,cover=0
- 96:leaf=-0.00527077913,cover=0
- 50:[Pol<78.8803177] yes=97,no=98,missing=97,gain=0.303755105,cover=31
- 97:leaf=0.00470071379,cover=0
- 98:leaf=-0.00493530883,cover=0
- 12:[MidArea5<0.460721314] yes=25,no=26,missing=25,gain=1.15366852,cover=3305
- 25:[Ecc<20.0856266] yes=51,no=52,missing=51,gain=0.742662191,cover=1173
- 51:[Curv5<0.155577481] yes=99,no=100,missing=99,gain=0.82917285,cover=686
- 99:leaf=0.007607718,cover=0
- 100:leaf=0.00199601753,cover=0
- 52:[Ecc<24.7238369] yes=101,no=102,missing=101,gain=0.555459023,cover=487
- 101:leaf=-0.00370360096,cover=0
- 102:leaf=0.000807127915,cover=0
- 26:[Area5<0.702101529] yes=53,no=54,missing=54,gain=0.827763677,cover=2132
- 53:[Curv5<0.137416571] yes=103,no=104,missing=104,gain=0.537308514,cover=681
- 103:leaf=0.00320974924,cover=0
- 104:leaf=-0.002231488,cover=0
- 54:[Ecc<36.5542564] yes=105,no=106,missing=105,gain=0.853864551,cover=1451
- 105:leaf=0.00108626706,cover=0
- 106:leaf=-0.00152729999,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=14,gain=0.262014419,cover=5078152
- 13:[LGI5<3.67381835] yes=27,no=28,missing=27,gain=1.41772747,cover=18514
- 27:[PialCurv5<-0.161598593] yes=55,no=56,missing=55,gain=1.29127693,cover=18290
- 55:[Pol<53.6550331] yes=107,no=108,missing=108,gain=1.13881361,cover=13772
- 107:leaf=5.63406611e-05,cover=0
- 108:leaf=0.000968504231,cover=0
- 56:[PialArea5<0.984361112] yes=109,no=110,missing=109,gain=0.836778641,cover=4518
- 109:leaf=-0.000292270561,cover=0
- 110:leaf=-0.00275287661,cover=0
- 28:[LGI5<3.74316525] yes=57,no=58,missing=58,gain=0.83808732,cover=224
- 57:[Ecc<12.0179253] yes=111,no=112,missing=111,gain=0.45788002,cover=130
- 111:leaf=-0.000520888425,cover=0
- 112:leaf=-0.00784881506,cover=0
- 58:[Pol<58.6768646] yes=113,no=114,missing=114,gain=0.247664034,cover=94
- 113:leaf=-0.0023915777,cover=0
- 114:leaf=0.00272787758,cover=0
- 14:[LGI5<2.6558373] yes=29,no=30,missing=30,gain=0.232994303,cover=5059638
- 29:[Sulc0<-0.37669614] yes=59,no=60,missing=60,gain=1.75227082,cover=2191636
- 59:[Ecc<5.91357183] yes=115,no=116,missing=115,gain=5.24549246,cover=1198132
- 115:leaf=1.3035632e-05,cover=0
- 116:leaf=-0.000286414026,cover=0
- 60:[PialCurv5<-0.0829703882] yes=117,no=118,missing=118,gain=3.30085802,cover=993504
- 117:leaf=0.000465898396,cover=0
- 118:leaf=3.97535005e-05,cover=0
- 30:[Ecc<3.80337262] yes=61,no=62,missing=61,gain=2.35614109,cover=2868002
- 61:[Curv5<0.0554658733] yes=119,no=120,missing=119,gain=4.16073608,cover=75313
- 119:leaf=-0.000452337525,cover=0
- 120:leaf=0.000546248979,cover=0
- 62:[PialArea5<1.25128293] yes=121,no=122,missing=122,gain=1.96667612,cover=2792689
- 121:leaf=-1.10609417e-05,cover=0
- 122:leaf=0.000217501962,cover=0
-booster[875]:
-0:[LGI5<2.24172258] yes=1,no=2,missing=1,gain=0.213247567,cover=5124388
- 1:[Ecc<7.4459548] yes=3,no=4,missing=3,gain=1.48794961,cover=160410
- 3:[Pol<45.5953903] yes=7,no=8,missing=7,gain=1.40996611,cover=157434
- 7:[Sulc0<-0.298712492] yes=15,no=16,missing=16,gain=6.45708323,cover=23182
- 15:[LGI5<2.22170687] yes=31,no=32,missing=31,gain=1.61305714,cover=22643
- 31:[Ecc<4.20590305] yes=63,no=64,missing=63,gain=1.28261495,cover=17404
- 63:leaf=0.00014967662,cover=0
- 64:leaf=-0.00246869423,cover=0
- 32:[PialArea5<0.693130434] yes=65,no=66,missing=66,gain=4.71726418,cover=5239
- 65:leaf=0.00697034365,cover=0
- 66:leaf=0.000695868221,cover=0
- 16:[LGI5<2.21018219] yes=33,no=34,missing=34,gain=2.89029455,cover=539
- 33:[Ecc<0.729281187] yes=67,no=68,missing=68,gain=4.99260998,cover=322
- 67:leaf=-0.00544603309,cover=0
- 68:leaf=0.00748002855,cover=0
- 34:[PialCurv5<-0.0395349935] yes=69,no=70,missing=69,gain=4.89658642,cover=217
- 69:leaf=0.0258874204,cover=0
- 70:leaf=0.006638858,cover=0
- 8:[Curv5<-0.239749789] yes=17,no=18,missing=17,gain=2.08113909,cover=134252
- 17:[MidArea5<0.675531864] yes=35,no=36,missing=35,gain=5.00690269,cover=12707
- 35:[Ecc<4.20590305] yes=71,no=72,missing=71,gain=1.51274228,cover=6350
- 71:leaf=-0.000740097428,cover=0
- 72:leaf=0.00123429287,cover=0
- 36:[PialCurv5<-0.124814533] yes=73,no=74,missing=73,gain=2.93715286,cover=6357
- 73:leaf=0.000843987335,cover=0
- 74:leaf=0.00311233825,cover=0
- 18:[PialCurv5<-0.0607835948] yes=37,no=38,missing=37,gain=3.20252132,cover=121545
- 37:[Ecc<0.783076942] yes=75,no=76,missing=75,gain=3.24884272,cover=48658
- 75:leaf=-0.00112070621,cover=0
- 76:leaf=-0.000142178658,cover=0
- 38:[Curv5<-0.12365336] yes=77,no=78,missing=77,gain=10.5073051,cover=72887
- 77:leaf=0.00295757945,cover=0
- 78:leaf=3.26566987e-05,cover=0
- 4:[PialArea5<1.10075188] yes=9,no=10,missing=9,gain=3.33033085,cover=2976
- 9:[PialCurv5<-0.190801308] yes=19,no=20,missing=19,gain=1.322932,cover=2860
- 19:[PialCurv5<-0.210138425] yes=39,no=40,missing=39,gain=0.136163116,cover=24
- 39:[Sulc0<-0.338601172] yes=79,no=80,missing=79,gain=0.000114679337,cover=10
- 79:leaf=0.0158057865,cover=0
- 80:leaf=0.00453093974,cover=0
- 40:[Ecc<7.54628181] yes=81,no=82,missing=81,gain=0.0468623042,cover=14
- 81:leaf=0.000859978783,cover=0
- 82:leaf=0.00816274621,cover=0
- 20:[Pol<112.359543] yes=41,no=42,missing=41,gain=0.805619419,cover=2836
- 41:[Area5<0.521939099] yes=83,no=84,missing=83,gain=1.70904112,cover=1342
- 83:leaf=-0.0137106348,cover=0
- 84:leaf=-0.00143536658,cover=0
- 42:[Sulc0<-0.34506914] yes=85,no=86,missing=85,gain=1.06527388,cover=1494
- 85:leaf=-0.00141591032,cover=0
- 86:leaf=0.001255846,cover=0
- 10:[Pol<143.959366] yes=21,no=22,missing=21,gain=0.329391479,cover=116
- 21:[Area5<0.924216449] yes=43,no=44,missing=43,gain=0.0456506014,cover=23
- 43:[Pol<143.237381] yes=87,no=88,missing=87,gain=0.00796465576,cover=18
- 87:leaf=-0.00510733807,cover=0
- 88:leaf=-0.00025399329,cover=0
- 44:[Pol<130.198486] yes=89,no=90,missing=89,gain=0.0060151238,cover=5
- 89:leaf=-0.000912003219,cover=0
- 90:leaf=0.00206493144,cover=0
- 22:[Sulc0<-0.726142108] yes=45,no=46,missing=46,gain=0.263659477,cover=93
- 45:[Curv5<-0.220549613] yes=91,no=92,missing=91,gain=0.219766974,cover=45
- 91:leaf=-0.0105188144,cover=0
- 92:leaf=-0.0032574439,cover=0
- 46:[Pol<172.045227] yes=93,no=94,missing=93,gain=0.0552508831,cover=48
- 93:leaf=-0.0145818098,cover=0
- 94:leaf=-0.00902490132,cover=0
- 2:[LGI5<2.26652193] yes=5,no=6,missing=5,gain=2.15706325,cover=4963978
- 5:[MidArea5<0.505849421] yes=11,no=12,missing=11,gain=2.02209163,cover=62551
- 11:[PialCurv5<0.131570891] yes=23,no=24,missing=23,gain=4.71844912,cover=3380
- 23:[LGI5<2.25958419] yes=47,no=48,missing=47,gain=2.78936529,cover=1087
- 47:[Area5<0.536314785] yes=95,no=96,missing=95,gain=1.80455947,cover=735
- 95:leaf=-0.000421496254,cover=0
- 96:leaf=-0.0054803146,cover=0
- 48:[Sulc0<-0.510775328] yes=97,no=98,missing=97,gain=1.73882866,cover=352
- 97:leaf=-0.0134906918,cover=0
- 98:leaf=-0.0056282077,cover=0
- 24:[Sulc0<-0.426983118] yes=49,no=50,missing=49,gain=1.49753904,cover=2293
- 49:[Curv5<0.171955615] yes=99,no=100,missing=99,gain=0.597731113,cover=88
- 99:leaf=-0.00940401759,cover=0
- 100:leaf=-0.000638125755,cover=0
- 50:[Area5<0.680766582] yes=101,no=102,missing=101,gain=1.28534865,cover=2205
- 101:leaf=0.000343378226,cover=0
- 102:leaf=-0.00508602569,cover=0
- 12:[Pol<167.338547] yes=25,no=26,missing=25,gain=1.92858958,cover=59171
- 25:[Sulc0<0.830503881] yes=51,no=52,missing=51,gain=1.28906333,cover=54059
- 51:[Ecc<8.41855335] yes=103,no=104,missing=104,gain=1.22199237,cover=54021
- 103:leaf=-0.000122526835,cover=0
- 104:leaf=-0.00273039215,cover=0
- 52:[Curv5<0.133649558] yes=105,no=106,missing=105,gain=2.2082963,cover=38
- 105:leaf=0.0199788604,cover=0
- 106:leaf=-0.00371261104,cover=0
- 26:[Ecc<1.73852015] yes=53,no=54,missing=53,gain=3.8083992,cover=5112
- 53:[Sulc0<-0.305269122] yes=107,no=108,missing=108,gain=3.11918688,cover=2650
- 107:leaf=-0.00312798331,cover=0
- 108:leaf=0.00199034344,cover=0
- 54:[Sulc0<-0.626357138] yes=109,no=110,missing=109,gain=7.94009829,cover=2462
- 109:leaf=-0.000994964736,cover=0
- 110:leaf=0.00667122845,cover=0
- 6:[LGI5<2.28518939] yes=13,no=14,missing=13,gain=0.453870654,cover=4901427
- 13:[Ecc<0.669936359] yes=27,no=28,missing=27,gain=4.6751442,cover=60051
- 27:[Area5<0.745235085] yes=55,no=56,missing=55,gain=1.80663204,cover=8513
- 55:[Sulc0<-0.285426885] yes=111,no=112,missing=111,gain=1.99710202,cover=8147
- 111:leaf=-0.00103952026,cover=0
- 112:leaf=0.00168477301,cover=0
- 56:[MidArea5<0.80225122] yes=113,no=114,missing=113,gain=7.64949799,cover=366
- 113:leaf=-0.0116978837,cover=0
- 114:leaf=0.0027288273,cover=0
- 28:[Ecc<3.67199802] yes=57,no=58,missing=58,gain=5.18321848,cover=51538
- 57:[Area5<0.749596059] yes=115,no=116,missing=115,gain=6.90765095,cover=35564
- 115:leaf=0.000443311932,cover=0
- 116:leaf=0.00296021067,cover=0
- 58:[PialArea5<0.245474651] yes=117,no=118,missing=118,gain=2.29647803,cover=15974
- 117:leaf=0.00673660496,cover=0
- 118:leaf=-0.000480460614,cover=0
- 14:[Ecc<0.783076942] yes=29,no=30,missing=30,gain=0.452998519,cover=4841376
- 29:[PialCurv5<-0.00569582684] yes=59,no=60,missing=59,gain=3.51111412,cover=168806
- 59:[PialCurv5<-0.0680129603] yes=119,no=120,missing=120,gain=2.94711709,cover=127334
- 119:leaf=5.83269102e-05,cover=0
- 120:leaf=0.000590280513,cover=0
- 60:[Curv5<-0.00402251538] yes=121,no=122,missing=121,gain=5.35383558,cover=41472
- 121:leaf=-0.00137246435,cover=0
- 122:leaf=-1.25758734e-05,cover=0
- 30:[LGI5<2.31192279] yes=61,no=62,missing=61,gain=0.522830486,cover=4672570
- 61:[Curv5<0.0655679703] yes=123,no=124,missing=123,gain=3.71062016,cover=83663
- 123:leaf=-0.000308786926,cover=0
- 124:leaf=0.000481927535,cover=0
- 62:[LGI5<2.35279679] yes=125,no=126,missing=125,gain=1.00181401,cover=4588907
- 125:leaf=0.000124347542,cover=0
- 126:leaf=-4.82139149e-06,cover=0
-booster[876]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=2,gain=0.209494546,cover=5124388
- 1:[Area5<0.669105887] yes=3,no=4,missing=3,gain=1.30253792,cover=60049
- 3:[PialArea5<0.563414931] yes=7,no=8,missing=7,gain=0.706574619,cover=59007
- 7:[Curv5<0.147363082] yes=15,no=16,missing=16,gain=0.483337611,cover=58861
- 15:[Pol<87.9431763] yes=31,no=32,missing=31,gain=1.30988479,cover=13511
- 31:[Ecc<13.4950199] yes=63,no=64,missing=63,gain=1.73196721,cover=4285
- 63:leaf=0.000747524027,cover=0
- 64:leaf=-0.00128174468,cover=0
- 32:[LGI5<2.30180311] yes=65,no=66,missing=66,gain=2.24805355,cover=9226
- 65:leaf=-0.00156886061,cover=0
- 66:leaf=0.000925501925,cover=0
- 16:[PialCurv5<0.0354230702] yes=33,no=34,missing=34,gain=0.565487802,cover=45350
- 33:[LGI5<2.44639945] yes=67,no=68,missing=68,gain=1.11853695,cover=436
- 67:leaf=-0.00147521868,cover=0
- 68:leaf=0.00373594766,cover=0
- 34:[PialCurv5<0.0959877223] yes=69,no=70,missing=69,gain=0.9907552,cover=44914
- 69:leaf=-0.00180310372,cover=0
- 70:leaf=-1.10657993e-05,cover=0
- 8:[Curv5<-0.211220503] yes=17,no=18,missing=17,gain=0.251835823,cover=146
- 17:[PialCurv5<-0.161598593] yes=35,no=36,missing=36,gain=0.139155805,cover=118
- 35:[LGI5<2.50273752] yes=71,no=72,missing=71,gain=0.106086701,cover=65
- 71:leaf=-0.000234702529,cover=0
- 72:leaf=0.00418080855,cover=0
- 36:[Curv5<-0.39144522] yes=73,no=74,missing=73,gain=0.210224569,cover=53
- 73:leaf=0.0140867233,cover=0
- 74:leaf=0.00498672249,cover=0
- 18:[Curv5<-0.160152137] yes=37,no=38,missing=37,gain=0.127050251,cover=28
- 37:[PialArea5<0.571868718] yes=75,no=76,missing=75,gain=0.0198654011,cover=18
- 75:leaf=-0.00473451754,cover=0
- 76:leaf=-0.00129289157,cover=0
- 38:[Pol<62.799984] yes=77,no=78,missing=77,gain=0.0676961243,cover=10
- 77:leaf=3.86238116e-06,cover=0
- 78:leaf=0.00788199157,cover=0
- 4:[Sulc0<1.25822949] yes=9,no=10,missing=9,gain=0.499018312,cover=1042
- 9:[LGI5<2.2730217] yes=19,no=20,missing=20,gain=0.447899103,cover=859
- 19:[PialCurv5<0.45140323] yes=39,no=40,missing=39,gain=0.0431252122,cover=10
- 39:[Pol<108.715256] yes=79,no=80,missing=79,gain=0.00867083669,cover=8
- 79:leaf=-0.00982743502,cover=0
- 80:leaf=-0.00201773061,cover=0
- 40:[Ecc<2.25101852] yes=81,no=82,missing=81,gain=0.00167534803,cover=2
- 81:leaf=-0.00158628821,cover=0
- 82:leaf=0.00054649415,cover=0
- 20:[PialCurv5<0.362132162] yes=41,no=42,missing=42,gain=0.317822933,cover=849
- 41:[LGI5<2.91823459] yes=83,no=84,missing=84,gain=0.496099949,cover=515
- 83:leaf=0.00167196919,cover=0
- 84:leaf=0.00478313072,cover=0
- 42:[Ecc<9.0678978] yes=85,no=86,missing=85,gain=0.491022408,cover=334
- 85:leaf=0.00343447179,cover=0
- 86:leaf=-0.000421064295,cover=0
- 10:[Pol<80.8913651] yes=21,no=22,missing=21,gain=1.08785951,cover=183
- 21:[PialCurv5<0.204323933] yes=43,no=44,missing=43,gain=0.820532858,cover=75
- 43:[Pol<34.3003769] yes=87,no=88,missing=88,gain=0.0216983557,cover=7
- 87:leaf=0.00151571038,cover=0
- 88:leaf=0.0112318117,cover=0
- 44:[LGI5<3.07984829] yes=89,no=90,missing=90,gain=0.474923253,cover=68
- 89:leaf=0.00131903414,cover=0
- 90:leaf=-0.00890964549,cover=0
- 22:[Ecc<40.3354568] yes=45,no=46,missing=45,gain=0.387113869,cover=108
- 45:[Ecc<29.3556995] yes=91,no=92,missing=92,gain=0.311832577,cover=48
- 91:leaf=0.00913727377,cover=0
- 92:leaf=-0.00224563666,cover=0
- 46:[PialCurv5<0.303062648] yes=93,no=94,missing=93,gain=0.459213257,cover=60
- 93:leaf=-0.00321651855,cover=0
- 94:leaf=0.00748181576,cover=0
- 2:[Sulc0<0.383163035] yes=5,no=6,missing=6,gain=0.227286696,cover=5064339
- 5:[Pol<103.31839] yes=11,no=12,missing=11,gain=1.6021049,cover=4118364
- 11:[Ecc<13.3064203] yes=23,no=24,missing=23,gain=6.07322884,cover=2050416
- 23:[Ecc<7.90440989] yes=47,no=48,missing=48,gain=11.6352129,cover=1527957
- 47:[Curv5<0.0635297745] yes=95,no=96,missing=95,gain=7.44280005,cover=1248105
- 95:leaf=-9.99450776e-07,cover=0
- 96:leaf=0.000340853148,cover=0
- 48:[Pol<46.5024796] yes=97,no=98,missing=98,gain=19.5947189,cover=279852
- 97:leaf=0.000187102283,cover=0
- 98:leaf=-0.000661099039,cover=0
- 24:[Pol<54.5053368] yes=49,no=50,missing=49,gain=59.593483,cover=522459
- 49:[Ecc<20.0856266] yes=99,no=100,missing=100,gain=8.05574417,cover=410214
- 99:leaf=-0.000424522994,cover=0
- 100:leaf=5.29633144e-05,cover=0
- 50:[Curv5<0.0322575867] yes=101,no=102,missing=102,gain=38.6807861,cover=112245
- 101:leaf=0.00193825201,cover=0
- 102:leaf=3.10843679e-05,cover=0
- 12:[Ecc<11.3532677] yes=25,no=26,missing=25,gain=5.87356615,cover=2067948
- 25:[LGI5<2.93978119] yes=51,no=52,missing=51,gain=12.1958628,cover=1469366
- 51:[Pol<128.951508] yes=103,no=104,missing=103,gain=6.5690403,cover=1313248
- 103:leaf=-0.000172813103,cover=0
- 104:leaf=6.04913621e-05,cover=0
- 52:[Pol<155.757294] yes=105,no=106,missing=105,gain=17.5702286,cover=156118
- 105:leaf=0.000838840846,cover=0
- 106:leaf=-0.000268987584,cover=0
- 26:[PialArea5<0.831580997] yes=53,no=54,missing=53,gain=18.1906872,cover=598582
- 53:[Pol<149.795395] yes=107,no=108,missing=107,gain=14.6661682,cover=255330
- 107:leaf=-0.000796096341,cover=0
- 108:leaf=-2.62764697e-05,cover=0
- 54:[Pol<128.951508] yes=109,no=110,missing=109,gain=17.2765999,cover=343252
- 109:leaf=0.00179225754,cover=0
- 110:leaf=5.19845844e-06,cover=0
- 6:[Pol<90.9627914] yes=13,no=14,missing=13,gain=4.48401737,cover=945975
- 13:[PialCurv5<0.0447484925] yes=27,no=28,missing=28,gain=7.41988325,cover=317455
- 27:[LGI5<3.05514836] yes=55,no=56,missing=55,gain=7.51140547,cover=23629
- 55:[Pol<33.3267784] yes=111,no=112,missing=111,gain=6.92506838,cover=7520
- 111:leaf=0.00257771881,cover=0
- 112:leaf=-0.00134645437,cover=0
- 56:[Curv5<-0.185332045] yes=113,no=114,missing=114,gain=8.98181725,cover=16109
- 113:leaf=-0.0124012493,cover=0
- 114:leaf=0.00138685142,cover=0
- 28:[Curv5<0.157731384] yes=57,no=58,missing=57,gain=9.50594807,cover=293826
- 57:[Ecc<10.8716469] yes=115,no=116,missing=115,gain=13.1466351,cover=220822
- 115:leaf=-0.00116769026,cover=0
- 116:leaf=-0.000212409868,cover=0
- 58:[Sulc0<0.717745602] yes=117,no=118,missing=117,gain=6.41568708,cover=73004
- 117:leaf=0.000917934929,cover=0
- 118:leaf=-7.90787599e-05,cover=0
- 14:[Pol<151.353775] yes=29,no=30,missing=29,gain=4.39826012,cover=628520
- 29:[PialCurv5<0.137877449] yes=59,no=60,missing=59,gain=4.16101646,cover=622619
- 59:[Curv5<-0.00866711512] yes=119,no=120,missing=119,gain=7.97524214,cover=138567
- 119:leaf=-0.000663870072,cover=0
- 120:leaf=0.000456583133,cover=0
- 60:[Curv5<0.0574831441] yes=121,no=122,missing=121,gain=6.78420591,cover=484052
- 121:leaf=-0.00162839016,cover=0
- 122:leaf=1.94302847e-05,cover=0
- 30:[Curv5<-0.0366821773] yes=61,no=62,missing=61,gain=5.38398743,cover=5901
- 61:[PialArea5<0.795950115] yes=123,no=124,missing=123,gain=7.60937691,cover=1913
- 123:leaf=0.0057292725,cover=0
- 124:leaf=-0.00117121451,cover=0
- 62:[MidArea5<0.805760801] yes=125,no=126,missing=125,gain=3.43053436,cover=3988
- 125:leaf=-0.00180020125,cover=0
- 126:leaf=-0.00626461441,cover=0
-booster[877]:
-0:[LGI5<2.89127874] yes=1,no=2,missing=1,gain=0.206338689,cover=5124388
- 1:[Ecc<36.5542564] yes=3,no=4,missing=3,gain=2.73658943,cover=3108132
- 3:[Ecc<14.9070177] yes=7,no=8,missing=8,gain=5.94149876,cover=3071816
- 7:[Pol<60.4070244] yes=15,no=16,missing=15,gain=2.50060916,cover=2937928
- 15:[PialCurv5<-0.0280297659] yes=31,no=32,missing=31,gain=8.93486118,cover=608766
- 31:[Sulc0<-0.34506914] yes=63,no=64,missing=63,gain=3.0224843,cover=552403
- 63:leaf=5.81221939e-05,cover=0
- 64:leaf=-0.000417594158,cover=0
- 32:[Ecc<2.02168798] yes=65,no=66,missing=65,gain=22.4629707,cover=56363
- 65:leaf=-0.000702528341,cover=0
- 66:leaf=0.00140462094,cover=0
- 16:[Sulc0<-0.420901269] yes=33,no=34,missing=33,gain=3.62062049,cover=2329162
- 33:[Area5<0.635019779] yes=67,no=68,missing=67,gain=10.0462589,cover=890149
- 67:leaf=2.83014506e-05,cover=0
- 68:leaf=-0.000316957914,cover=0
- 34:[Pol<134.081207] yes=69,no=70,missing=69,gain=11.0606365,cover=1439013
- 69:leaf=-3.26692352e-05,cover=0
- 70:leaf=0.00036415059,cover=0
- 8:[LGI5<2.46931005] yes=17,no=18,missing=18,gain=5.61422968,cover=133888
- 17:[PialCurv5<0.291493237] yes=35,no=36,missing=35,gain=7.74408674,cover=2132
- 35:[Area5<0.695856333] yes=71,no=72,missing=71,gain=2.91415596,cover=1865
- 71:leaf=-0.00554711372,cover=0
- 72:leaf=-0.00157017342,cover=0
- 36:[PialCurv5<0.362132162] yes=73,no=74,missing=73,gain=0.625545979,cover=267
- 73:leaf=0.00304834615,cover=0
- 74:leaf=0.00794223603,cover=0
- 18:[Pol<45.5953903] yes=37,no=38,missing=38,gain=4.20334435,cover=131756
- 37:[LGI5<2.56865931] yes=75,no=76,missing=75,gain=2.79323125,cover=32722
- 75:leaf=0.00229848363,cover=0
- 76:leaf=-0.000199744085,cover=0
- 38:[Pol<77.5287857] yes=77,no=78,missing=77,gain=14.174304,cover=99034
- 77:leaf=0.0017725064,cover=0
- 78:leaf=0.000251555961,cover=0
- 4:[Curv5<0.177453667] yes=9,no=10,missing=9,gain=2.80257678,cover=36316
- 9:[Pol<13.2006302] yes=19,no=20,missing=19,gain=3.57283497,cover=33575
- 19:[PialArea5<0.798493028] yes=39,no=40,missing=39,gain=3.76916504,cover=6929
- 39:[Curv5<-0.211220503] yes=79,no=80,missing=80,gain=8.06494713,cover=1008
- 79:leaf=-0.00109754491,cover=0
- 80:leaf=0.00784253702,cover=0
- 40:[Sulc0<-0.217071146] yes=81,no=82,missing=81,gain=2.44687796,cover=5921
- 81:leaf=0.000970811583,cover=0
- 82:leaf=-0.00106242509,cover=0
- 20:[Pol<44.6807365] yes=41,no=42,missing=41,gain=4.61931038,cover=26646
- 41:[Area5<0.681571782] yes=83,no=84,missing=83,gain=2.43912315,cover=9338
- 83:leaf=-0.00310619408,cover=0
- 84:leaf=-0.00124080665,cover=0
- 42:[MidArea5<0.566005528] yes=85,no=86,missing=85,gain=4.21891451,cover=17308
- 85:leaf=-0.00233198423,cover=0
- 86:leaf=-2.42095448e-05,cover=0
- 10:[PialCurv5<0.0877920389] yes=21,no=22,missing=22,gain=1.4802264,cover=2741
- 21:[LGI5<2.81359315] yes=43,no=44,missing=43,gain=0.266961694,cover=34
- 43:[Area5<0.695070922] yes=87,no=88,missing=87,gain=0.11309588,cover=28
- 87:leaf=-0.012928592,cover=0
- 88:leaf=-0.00465417514,cover=0
- 44:[Pol<76.8473129] yes=89,no=90,missing=89,gain=0.00449108938,cover=6
- 89:leaf=-0.000820584595,cover=0
- 90:leaf=0.00156544149,cover=0
- 22:[Sulc0<0.940059185] yes=45,no=46,missing=45,gain=1.41831338,cover=2707
- 45:[Pol<99.0100403] yes=91,no=92,missing=91,gain=0.492636681,cover=1003
- 91:leaf=0.003114586,cover=0
- 92:leaf=-0.000500330818,cover=0
- 46:[PialCurv5<0.189327508] yes=93,no=94,missing=94,gain=0.835154355,cover=1704
- 93:leaf=-0.00418930734,cover=0
- 94:leaf=0.000635137025,cover=0
- 2:[Ecc<4.20590305] yes=5,no=6,missing=5,gain=3.22561693,cover=2016256
- 5:[Ecc<3.29132295] yes=11,no=12,missing=11,gain=4.01696491,cover=9840
- 11:[Pol<69.6327286] yes=23,no=24,missing=23,gain=2.7822156,cover=4211
- 23:[Curv5<-0.153417632] yes=47,no=48,missing=48,gain=2.2936182,cover=1112
- 47:[Pol<49.2074432] yes=95,no=96,missing=95,gain=1.8153019,cover=705
- 95:leaf=-0.000984507031,cover=0
- 96:leaf=0.00766573101,cover=0
- 48:[Ecc<1.3629595] yes=97,no=98,missing=98,gain=3.30322409,cover=407
- 97:leaf=0.00609627226,cover=0
- 98:leaf=-0.00671119709,cover=0
- 24:[Pol<145.397461] yes=49,no=50,missing=49,gain=6.330513,cover=3099
- 49:[Sulc0<0.32645905] yes=99,no=100,missing=99,gain=3.86822605,cover=1269
- 99:leaf=0.00472617382,cover=0
- 100:leaf=-0.00393065298,cover=0
- 50:[Curv5<-0.121808149] yes=101,no=102,missing=101,gain=3.42103004,cover=1830
- 101:leaf=0.0003267141,cover=0
- 102:leaf=-0.00479653757,cover=0
- 12:[PialArea5<0.968038738] yes=25,no=26,missing=25,gain=2.29610157,cover=5629
- 25:[Pol<87.9431763] yes=51,no=52,missing=52,gain=2.35422611,cover=2988
- 51:[PialCurv5<-0.0748331472] yes=103,no=104,missing=103,gain=4.44959259,cover=1020
- 103:leaf=-0.000973881804,cover=0
- 104:leaf=-0.00762319705,cover=0
- 52:[LGI5<3.22522902] yes=105,no=106,missing=105,gain=2.83341789,cover=1968
- 105:leaf=-0.00124253239,cover=0
- 106:leaf=-0.00917253364,cover=0
- 26:[PialCurv5<-0.0542625114] yes=53,no=54,missing=53,gain=1.32313681,cover=2641
- 53:[Pol<32.323391] yes=107,no=108,missing=107,gain=1.09324837,cover=2412
- 107:leaf=-0.00133746048,cover=0
- 108:leaf=0.000800074486,cover=0
- 54:[Pol<150.62207] yes=109,no=110,missing=109,gain=1.58419549,cover=229
- 109:leaf=-0.00271595363,cover=0
- 110:leaf=-0.0150625333,cover=0
- 6:[Ecc<7.24576569] yes=13,no=14,missing=13,gain=4.27510834,cover=2006416
- 13:[Sulc0<-0.0562447868] yes=27,no=28,missing=28,gain=9.99171257,cover=102362
- 27:[PialCurv5<-0.0154925911] yes=55,no=56,missing=56,gain=16.0617046,cover=86791
- 55:[PialCurv5<-0.11578764] yes=111,no=112,missing=111,gain=7.93008804,cover=76530
- 111:leaf=-0.000344932021,cover=0
- 112:leaf=0.000690296583,cover=0
- 56:[Pol<43.7633247] yes=113,no=114,missing=114,gain=15.1359329,cover=10261
- 113:leaf=-0.00107632263,cover=0
- 114:leaf=0.00344223948,cover=0
- 28:[Area5<0.714116395] yes=57,no=58,missing=57,gain=7.86889315,cover=15571
- 57:[Curv5<0.0452247933] yes=115,no=116,missing=115,gain=8.58962822,cover=9306
- 115:leaf=-0.00358968787,cover=0
- 116:leaf=-0.000505408447,cover=0
- 58:[LGI5<3.39750218] yes=117,no=118,missing=117,gain=2.66069031,cover=6265
- 117:leaf=0.000434201997,cover=0
- 118:leaf=0.0144596742,cover=0
- 14:[Sulc0<0.869075775] yes=29,no=30,missing=29,gain=1.63084626,cover=1904054
- 29:[Area5<0.616426587] yes=59,no=60,missing=59,gain=1.78515422,cover=1730558
- 59:[PialArea5<0.721636832] yes=119,no=120,missing=119,gain=4.71541786,cover=242697
- 119:leaf=-0.000176434623,cover=0
- 120:leaf=0.000271125435,cover=0
- 60:[Pol<27.4246235] yes=121,no=122,missing=122,gain=3.10106182,cover=1487861
- 121:leaf=0.000112163245,cover=0
- 122:leaf=-9.0355883e-05,cover=0
- 30:[PialCurv5<0.200529471] yes=61,no=62,missing=61,gain=3.29404736,cover=173496
- 61:[LGI5<3.47596025] yes=123,no=124,missing=123,gain=3.44396305,cover=40930
- 123:leaf=0.000802040042,cover=0
- 124:leaf=-0.000215172258,cover=0
- 62:[Curv5<0.0857537538] yes=125,no=126,missing=125,gain=2.67320991,cover=132566
- 125:leaf=-0.00218024384,cover=0
- 126:leaf=2.32582188e-05,cover=0
-booster[878]:
-0:[LGI5<2.56078315] yes=1,no=2,missing=1,gain=0.204648614,cover=5124388
- 1:[Area5<0.758003652] yes=3,no=4,missing=4,gain=2.63360524,cover=1775778
- 3:[Area5<0.641697526] yes=7,no=8,missing=7,gain=1.94752824,cover=1603840
- 7:[Ecc<7.4459548] yes=15,no=16,missing=16,gain=2.72566819,cover=837504
- 15:[Ecc<1.68457866] yes=31,no=32,missing=31,gain=3.83864856,cover=799940
- 31:[PialArea5<1.13220918] yes=63,no=64,missing=64,gain=3.06531882,cover=341693
- 63:leaf=-9.66175794e-05,cover=0
- 64:leaf=0.000565425435,cover=0
- 32:[Curv5<-0.134546712] yes=65,no=66,missing=65,gain=5.34549904,cover=458247
- 65:leaf=1.69183368e-05,cover=0
- 66:leaf=0.000363560597,cover=0
- 16:[Sulc0<-0.738139331] yes=33,no=34,missing=34,gain=5.89064407,cover=37564
- 33:[Curv5<-0.177508175] yes=67,no=68,missing=68,gain=4.60169506,cover=6620
- 67:leaf=0.000547731004,cover=0
- 68:leaf=0.00496887229,cover=0
- 34:[Pol<165.239029] yes=69,no=70,missing=70,gain=10.531271,cover=30944
- 69:leaf=-0.000395225565,cover=0
- 70:leaf=-0.0038806384,cover=0
- 8:[Pol<104.38549] yes=17,no=18,missing=17,gain=3.33774233,cover=766336
- 17:[LGI5<2.21018219] yes=35,no=36,missing=35,gain=2.78086996,cover=418916
- 35:[Pol<87.3220139] yes=71,no=72,missing=71,gain=4.18163061,cover=18208
- 71:leaf=-0.00114374561,cover=0
- 72:leaf=0.000432938163,cover=0
- 36:[LGI5<2.25075769] yes=73,no=74,missing=73,gain=6.82250643,cover=400708
- 73:leaf=0.00108971749,cover=0
- 74:leaf=1.73924454e-05,cover=0
- 18:[Sulc0<0.151281953] yes=37,no=38,missing=37,gain=4.96337938,cover=347420
- 37:[Pol<152.827332] yes=75,no=76,missing=75,gain=8.42656517,cover=263907
- 75:leaf=-0.000463966659,cover=0
- 76:leaf=0.000160596406,cover=0
- 38:[Ecc<4.13769388] yes=77,no=78,missing=78,gain=9.87192631,cover=83513
- 77:leaf=-0.000663928979,cover=0
- 78:leaf=0.000517286302,cover=0
- 4:[Pol<18.1680222] yes=9,no=10,missing=10,gain=5.76907682,cover=171938
- 9:[Ecc<4.73840666] yes=19,no=20,missing=20,gain=3.00237584,cover=10913
- 19:[Sulc0<-0.998678327] yes=39,no=40,missing=39,gain=2.30160379,cover=8227
- 39:[Area5<0.839165807] yes=79,no=80,missing=79,gain=2.19052744,cover=2092
- 79:leaf=0.000211534891,cover=0
- 80:leaf=0.0043415851,cover=0
- 40:[LGI5<2.29093218] yes=81,no=82,missing=81,gain=2.17754745,cover=6135
- 81:leaf=0.00225651101,cover=0
- 82:leaf=-0.00120565307,cover=0
- 20:[PialCurv5<-0.138158455] yes=41,no=42,missing=41,gain=1.61916637,cover=2686
- 41:[LGI5<2.47264814] yes=83,no=84,missing=84,gain=2.71534443,cover=475
- 83:leaf=0.00535316067,cover=0
- 84:leaf=-0.00252365321,cover=0
- 42:[LGI5<2.37953305] yes=85,no=86,missing=85,gain=1.38659048,cover=2211
- 85:leaf=0.000226935168,cover=0
- 86:leaf=-0.00342855393,cover=0
- 10:[Ecc<7.64592981] yes=21,no=22,missing=22,gain=4.49950933,cover=161025
- 21:[Pol<70.3717499] yes=43,no=44,missing=43,gain=6.9215107,cover=144126
- 43:[LGI5<2.34364653] yes=87,no=88,missing=87,gain=6.64308357,cover=39775
- 87:leaf=-0.000503913558,cover=0
- 88:leaf=0.00107989728,cover=0
- 44:[Ecc<2.54464626] yes=89,no=90,missing=89,gain=8.16523743,cover=104351
- 89:leaf=0.000648410933,cover=0
- 90:leaf=-0.000317963364,cover=0
- 22:[Pol<106.604004] yes=45,no=46,missing=46,gain=5.7977972,cover=16899
- 45:[Ecc<25.981123] yes=91,no=92,missing=91,gain=3.00357032,cover=7898
- 91:leaf=0.000299517182,cover=0
- 92:leaf=-0.00388087449,cover=0
- 46:[Area5<0.805150867] yes=93,no=94,missing=93,gain=4.00994968,cover=9001
- 93:leaf=0.00262309634,cover=0
- 94:leaf=0.00034288477,cover=0
- 2:[Sulc0<-0.87967056] yes=5,no=6,missing=5,gain=0.99585098,cover=3348610
- 5:[Curv5<-0.066452302] yes=11,no=12,missing=12,gain=2.13166738,cover=210426
- 11:[PialCurv5<-0.130080611] yes=23,no=24,missing=23,gain=1.685992,cover=210082
- 23:[Curv5<-0.207981065] yes=47,no=48,missing=47,gain=6.95851994,cover=124002
- 47:[Pol<21.2328167] yes=95,no=96,missing=96,gain=2.18157554,cover=116303
- 95:leaf=-0.000151103712,cover=0
- 96:leaf=0.000290627242,cover=0
- 48:[LGI5<2.63733578] yes=97,no=98,missing=98,gain=3.39587307,cover=7699
- 97:leaf=0.00393561181,cover=0
- 98:leaf=0.00117936113,cover=0
- 24:[Curv5<-0.258777469] yes=49,no=50,missing=49,gain=3.28895807,cover=86080
- 49:[Pol<4.30929279] yes=99,no=100,missing=99,gain=2.65703535,cover=6954
- 99:leaf=0.00230684248,cover=0
- 100:leaf=-0.00139938353,cover=0
- 50:[PialArea5<0.824056447] yes=101,no=102,missing=101,gain=3.7692759,cover=79126
- 101:leaf=0.00148319721,cover=0
- 102:leaf=-6.78150027e-05,cover=0
- 12:[MidArea5<0.820509911] yes=25,no=26,missing=26,gain=1.97745466,cover=344
- 25:[LGI5<2.62853003] yes=51,no=52,missing=51,gain=1.03639615,cover=174
- 51:[LGI5<2.58096433] yes=103,no=104,missing=103,gain=1.38724065,cover=39
- 103:leaf=-0.00915057678,cover=0
- 104:leaf=0.0124282101,cover=0
- 52:[Ecc<5.53207445] yes=105,no=106,missing=106,gain=2.15422344,cover=135
- 105:leaf=-0.00911792647,cover=0
- 106:leaf=0.00357551663,cover=0
- 26:[Sulc0<-0.93782407] yes=53,no=54,missing=53,gain=0.947513103,cover=170
- 53:[PialCurv5<-0.0858580992] yes=107,no=108,missing=108,gain=0.710696697,cover=79
- 107:leaf=-0.00965023972,cover=0
- 108:leaf=0.0127908513,cover=0
- 54:[Curv5<-0.0461937301] yes=109,no=110,missing=110,gain=0.540010154,cover=91
- 109:leaf=0.00105856615,cover=0
- 110:leaf=0.00886139646,cover=0
- 6:[Ecc<0.618862808] yes=13,no=14,missing=14,gain=1.52296042,cover=3138184
- 13:[Sulc0<-0.23104082] yes=27,no=28,missing=27,gain=3.21493697,cover=8458
- 27:[PialCurv5<0.0471153036] yes=55,no=56,missing=55,gain=2.08039927,cover=7698
- 55:[Area5<0.567154288] yes=111,no=112,missing=111,gain=2.53635406,cover=6650
- 111:leaf=0.000275469589,cover=0
- 112:leaf=-0.00191562052,cover=0
- 56:[Area5<0.719086528] yes=113,no=114,missing=113,gain=4.04620266,cover=1048
- 113:leaf=-9.89900946e-05,cover=0
- 114:leaf=0.00926379673,cover=0
- 28:[Curv5<-0.00141534733] yes=57,no=58,missing=58,gain=11.436554,cover=760
- 57:[Pol<99.5532455] yes=115,no=116,missing=115,gain=11.4898634,cover=74
- 115:leaf=0.0397564881,cover=0
- 116:leaf=0.000568580755,cover=0
- 58:[Area5<0.56946665] yes=117,no=118,missing=117,gain=3.32344198,cover=686
- 117:leaf=-0.00651818141,cover=0
- 118:leaf=0.00213685026,cover=0
- 14:[Pol<63.605114] yes=29,no=30,missing=29,gain=1.15092862,cover=3129726
- 29:[Ecc<18.3223667] yes=59,no=60,missing=59,gain=5.47102356,cover=873535
- 59:[Sulc0<-0.0172607526] yes=119,no=120,missing=119,gain=17.4670525,cover=485152
- 119:leaf=-0.000113773938,cover=0
- 120:leaf=-0.00168754533,cover=0
- 60:[LGI5<3.04906535] yes=121,no=122,missing=121,gain=6.58277225,cover=388383
- 121:leaf=-0.000232507271,cover=0
- 122:leaf=0.000214799467,cover=0
- 30:[Ecc<6.58772182] yes=61,no=62,missing=62,gain=2.58793235,cover=2256191
- 61:[LGI5<2.8416636] yes=123,no=124,missing=123,gain=8.3481102,cover=351584
- 123:leaf=-0.000205848934,cover=0
- 124:leaf=0.000559687265,cover=0
- 62:[Ecc<17.7876587] yes=125,no=126,missing=125,gain=3.72201085,cover=1904607
- 125:leaf=8.35906249e-05,cover=0
- 126:leaf=-6.07211914e-05,cover=0
-booster[879]:
-0:[LGI5<2.22170687] yes=1,no=2,missing=2,gain=0.215881199,cover=5124388
- 1:[Area5<0.684738636] yes=3,no=4,missing=4,gain=1.9196291,cover=120099
- 3:[PialCurv5<0.189327508] yes=7,no=8,missing=7,gain=1.98423767,cover=91901
- 7:[PialArea5<0.563414931] yes=15,no=16,missing=15,gain=4.3781023,cover=83719
- 15:[Pol<144.670364] yes=31,no=32,missing=31,gain=3.16940165,cover=9262
- 31:[Ecc<6.92728615] yes=63,no=64,missing=63,gain=3.33161449,cover=7084
- 63:leaf=0.00202232716,cover=0
- 64:leaf=-0.00321533461,cover=0
- 32:[Sulc0<-0.195981219] yes=65,no=66,missing=65,gain=8.58104992,cover=2178
- 65:leaf=0.000652632152,cover=0
- 66:leaf=-0.00980401132,cover=0
- 16:[Curv5<0.0431617796] yes=33,no=34,missing=33,gain=4.0180912,cover=74457
- 33:[PialCurv5<-0.0595124774] yes=67,no=68,missing=67,gain=2.46666694,cover=72560
- 67:leaf=1.63334662e-05,cover=0
- 68:leaf=0.000696098607,cover=0
- 34:[Area5<0.595263004] yes=69,no=70,missing=69,gain=1.96319222,cover=1897
- 69:leaf=0.00263409899,cover=0
- 70:leaf=-0.00268881978,cover=0
- 8:[PialArea5<0.718622029] yes=17,no=18,missing=18,gain=4.26531315,cover=8182
- 17:[Pol<93.3357697] yes=35,no=36,missing=35,gain=1.39342427,cover=8148
- 35:[PialArea5<0.472106963] yes=71,no=72,missing=72,gain=1.32128811,cover=1214
- 71:leaf=-0.000923442771,cover=0
- 72:leaf=-0.00433038501,cover=0
- 36:[Ecc<2.3695333] yes=73,no=74,missing=74,gain=1.03980041,cover=6934
- 73:leaf=-0.00128732563,cover=0
- 74:leaf=4.01995021e-05,cover=0
- 18:[Pol<62.0115929] yes=37,no=38,missing=37,gain=2.58098412,cover=34
- 37:leaf=0.0308365021,cover=0
- 38:[Ecc<0.943656743] yes=75,no=76,missing=75,gain=0.581228137,cover=18
- 75:leaf=-0.0170902833,cover=0
- 76:leaf=0.00687364861,cover=0
- 4:[LGI5<2.13090348] yes=9,no=10,missing=9,gain=4.07880354,cover=28198
- 9:[Ecc<2.6675415] yes=19,no=20,missing=20,gain=1.80572295,cover=4537
- 19:[Pol<112.359543] yes=39,no=40,missing=39,gain=3.89936113,cover=2366
- 39:[PialCurv5<-0.0789950639] yes=77,no=78,missing=77,gain=2.51924086,cover=1715
- 77:leaf=-0.000146078382,cover=0
- 78:leaf=0.00435374677,cover=0
- 40:[PialCurv5<0.0616685152] yes=79,no=80,missing=79,gain=1.56840575,cover=651
- 79:leaf=0.000580152206,cover=0
- 80:leaf=-0.0045263255,cover=0
- 20:[Pol<82.8478928] yes=41,no=42,missing=41,gain=3.57442546,cover=2171
- 41:[Sulc0<-0.469276249] yes=81,no=82,missing=82,gain=3.20016003,cover=585
- 81:leaf=-0.000768614293,cover=0
- 82:leaf=-0.00869762525,cover=0
- 42:[PialCurv5<0.208232641] yes=83,no=84,missing=83,gain=2.59735441,cover=1586
- 83:leaf=0.0024067061,cover=0
- 84:leaf=-0.00232490851,cover=0
- 10:[Pol<130.822815] yes=21,no=22,missing=21,gain=5.72448635,cover=23661
- 21:[LGI5<2.21018219] yes=43,no=44,missing=43,gain=1.97937298,cover=19059
- 43:[Sulc0<0.263311565] yes=85,no=86,missing=85,gain=1.77925301,cover=15050
- 85:leaf=-0.00138801325,cover=0
- 86:leaf=0.000394817587,cover=0
- 44:[PialCurv5<0.0400940292] yes=87,no=88,missing=87,gain=1.58486044,cover=4009
- 87:leaf=-0.000956465607,cover=0
- 88:leaf=0.00103141286,cover=0
- 22:[PialArea5<0.658944428] yes=45,no=46,missing=45,gain=7.81980038,cover=4602
- 45:[Sulc0<-0.0788570642] yes=89,no=90,missing=89,gain=3.44791317,cover=938
- 89:leaf=0.00665671751,cover=0
- 90:leaf=-0.000780833012,cover=0
- 46:[LGI5<2.16230083] yes=91,no=92,missing=92,gain=3.64983225,cover=3664
- 91:leaf=-0.0032690384,cover=0
- 92:leaf=0.000747069193,cover=0
- 2:[LGI5<2.26652193] yes=5,no=6,missing=5,gain=1.08926857,cover=5004289
- 5:[Ecc<1.91022825] yes=11,no=12,missing=11,gain=2.88830662,cover=102862
- 11:[Pol<69.6327286] yes=23,no=24,missing=24,gain=10.3117857,cover=49010
- 23:[LGI5<2.24172258] yes=47,no=48,missing=48,gain=4.63628531,cover=14674
- 47:[Ecc<0.295587689] yes=93,no=94,missing=93,gain=2.29273939,cover=5541
- 93:leaf=-0.00176135346,cover=0
- 94:leaf=0.00209934171,cover=0
- 48:[PialArea5<0.476533443] yes=95,no=96,missing=95,gain=4.042943,cover=9133
- 95:leaf=-0.0073194229,cover=0
- 96:leaf=0.000128400585,cover=0
- 24:[PialCurv5<0.336333007] yes=49,no=50,missing=49,gain=3.00325298,cover=34336
- 49:[MidArea5<0.545424342] yes=97,no=98,missing=97,gain=2.87122631,cover=33732
- 97:leaf=-0.00225313078,cover=0
- 98:leaf=-0.000810262223,cover=0
- 50:[Sulc0<-0.420901269] yes=99,no=100,missing=100,gain=1.35003364,cover=604
- 99:leaf=-0.00608345913,cover=0
- 100:leaf=0.0032177784,cover=0
- 12:[Area5<0.758003652] yes=25,no=26,missing=25,gain=2.65712523,cover=53852
- 25:[LGI5<2.25075769] yes=51,no=52,missing=52,gain=2.28240347,cover=48773
- 51:[Area5<0.683164001] yes=101,no=102,missing=102,gain=2.70368719,cover=28195
- 101:leaf=0.000173330322,cover=0
- 102:leaf=0.00123936578,cover=0
- 52:[Pol<134.081207] yes=103,no=104,missing=103,gain=2.761168,cover=20578
- 103:leaf=-0.000556232932,cover=0
- 104:leaf=0.000736502232,cover=0
- 26:[Pol<87.3220139] yes=53,no=54,missing=53,gain=3.38378549,cover=5079
- 53:[Curv5<-0.134546712] yes=105,no=106,missing=105,gain=4.59313059,cover=1918
- 105:leaf=0.000463511184,cover=0
- 106:leaf=-0.0045731687,cover=0
- 54:[Curv5<-0.22713457] yes=107,no=108,missing=108,gain=2.24373341,cover=3161
- 107:leaf=0.00950381067,cover=0
- 108:leaf=-0.000179401148,cover=0
- 6:[LGI5<2.27925944] yes=13,no=14,missing=13,gain=0.420941979,cover=4901427
- 13:[Area5<0.761842728] yes=27,no=28,missing=28,gain=4.07172251,cover=40034
- 27:[Pol<67.3859482] yes=55,no=56,missing=55,gain=4.18098831,cover=37197
- 55:[Ecc<3.54469991] yes=109,no=110,missing=109,gain=2.70791817,cover=7907
- 109:leaf=-0.000662868784,cover=0
- 110:leaf=-0.00356526976,cover=0
- 56:[Ecc<3.8768425] yes=111,no=112,missing=112,gain=2.01975894,cover=29290
- 111:leaf=0.00055706728,cover=0
- 112:leaf=-0.000369609334,cover=0
- 28:[Ecc<4.53598547] yes=57,no=58,missing=57,gain=3.36214972,cover=2837
- 57:[Curv5<-0.195883974] yes=113,no=114,missing=114,gain=2.80946064,cover=2057
- 113:leaf=-0.00239401567,cover=0
- 114:leaf=0.00367461867,cover=0
- 58:[Curv5<-0.166574284] yes=115,no=116,missing=115,gain=1.65938377,cover=780
- 115:leaf=0.00428358372,cover=0
- 116:leaf=-0.00184743444,cover=0
- 14:[Area5<0.44435063] yes=29,no=30,missing=29,gain=0.355461687,cover=4861393
- 29:[PialCurv5<-0.0441194475] yes=59,no=60,missing=60,gain=0.820671558,cover=83032
- 59:[Curv5<-0.160152137] yes=117,no=118,missing=117,gain=1.91183996,cover=78742
- 117:leaf=4.21415752e-05,cover=0
- 118:leaf=0.00076177693,cover=0
- 60:[MidArea5<0.53022486] yes=119,no=120,missing=120,gain=1.56543875,cover=4290
- 119:leaf=-4.08103042e-05,cover=0
- 120:leaf=-0.00229274039,cover=0
- 30:[Curv5<-0.0226651002] yes=61,no=62,missing=61,gain=0.390287966,cover=4778361
- 61:[PialCurv5<0.157381535] yes=121,no=122,missing=121,gain=1.67970073,cover=2669182
- 121:leaf=-1.45873482e-05,cover=0
- 122:leaf=0.00277689868,cover=0
- 62:[LGI5<2.29656005] yes=123,no=124,missing=123,gain=2.8673315,cover=2109179
- 123:leaf=0.000616292004,cover=0
- 124:leaf=9.10413837e-06,cover=0
-booster[880]:
-0:[LGI5<3.13142419] yes=1,no=2,missing=2,gain=0.211236551,cover=5124388
- 1:[Area5<0.729573667] yes=3,no=4,missing=3,gain=0.939577222,cover=3934651
- 3:[Pol<17.1471634] yes=7,no=8,missing=7,gain=2.99967122,cover=2972627
- 7:[Ecc<2.48523927] yes=15,no=16,missing=16,gain=6.02035713,cover=192004
- 15:[PialCurv5<-0.0914456472] yes=29,no=30,missing=29,gain=6.22272968,cover=62149
- 29:[LGI5<2.77389717] yes=57,no=58,missing=58,gain=1.61084759,cover=45487
- 57:leaf=0.000106247397,cover=0
- 58:leaf=-0.00341576035,cover=0
- 30:[PialArea5<0.991309822] yes=59,no=60,missing=59,gain=5.54398108,cover=16662
- 59:leaf=-0.0004063792,cover=0
- 60:leaf=-0.00234395149,cover=0
- 16:[Ecc<15.7955055] yes=31,no=32,missing=31,gain=6.75099611,cover=129855
- 31:[Sulc0<-0.0172607526] yes=61,no=62,missing=62,gain=7.57580948,cover=84010
- 61:leaf=0.000682551356,cover=0
- 62:leaf=-0.00503220363,cover=0
- 32:[Sulc0<0.167916268] yes=63,no=64,missing=63,gain=3.94995213,cover=45845
- 63:leaf=-0.000211941428,cover=0
- 64:leaf=0.0020330858,cover=0
- 8:[Ecc<6.47151232] yes=17,no=18,missing=18,gain=3.07573509,cover=2780623
- 17:[Sulc0<0.551384151] yes=33,no=34,missing=33,gain=3.63423705,cover=1599549
- 33:[PialCurv5<0.141046807] yes=65,no=66,missing=65,gain=3.07752824,cover=1550965
- 65:leaf=7.72847216e-06,cover=0
- 66:leaf=0.000206417899,cover=0
- 34:[Curv5<0.157731384] yes=67,no=68,missing=67,gain=9.13454723,cover=48584
- 67:leaf=-0.00181800744,cover=0
- 68:leaf=-7.0172995e-05,cover=0
- 18:[Pol<68.1421661] yes=35,no=36,missing=35,gain=11.8233824,cover=1181074
- 35:[Ecc<10.426198] yes=69,no=70,missing=69,gain=12.4424267,cover=205161
- 69:leaf=-0.000896935759,cover=0
- 70:leaf=-0.00010459785,cover=0
- 36:[Sulc0<-0.614971876] yes=71,no=72,missing=71,gain=6.68812132,cover=975913
- 71:leaf=-0.000364842039,cover=0
- 72:leaf=3.81296086e-05,cover=0
- 4:[Sulc0<-0.312649339] yes=9,no=10,missing=9,gain=4.1328373,cover=962024
- 9:[Ecc<20.7119312] yes=19,no=20,missing=20,gain=6.29235125,cover=373012
- 19:[Pol<65.8802414] yes=37,no=38,missing=37,gain=5.37040186,cover=355078
- 37:[PialCurv5<-0.0280297659] yes=73,no=74,missing=74,gain=16.4208164,cover=206476
- 73:leaf=-8.75314727e-05,cover=0
- 74:leaf=0.00163217133,cover=0
- 38:[Pol<137.578873] yes=75,no=76,missing=75,gain=16.6585922,cover=148602
- 75:leaf=-0.000954650168,cover=0
- 76:leaf=0.000111911984,cover=0
- 20:[PialCurv5<-0.0280297659] yes=39,no=40,missing=40,gain=5.52890253,cover=17934
- 39:[Pol<176.970428] yes=77,no=78,missing=77,gain=2.18965554,cover=17695
- 77:leaf=0.000935522374,cover=0
- 78:leaf=-0.000773503445,cover=0
- 40:[Pol<21.2328167] yes=79,no=80,missing=79,gain=5.54267931,cover=239
- 79:leaf=0.0223148596,cover=0
- 80:leaf=0.00420182617,cover=0
- 10:[Curv5<-0.114048101] yes=21,no=22,missing=21,gain=5.67285109,cover=589012
- 21:[Ecc<18.8860435] yes=41,no=42,missing=41,gain=10.6712437,cover=38160
- 41:[PialCurv5<-0.062031392] yes=81,no=82,missing=82,gain=9.02777672,cover=25416
- 81:leaf=0.000855594524,cover=0
- 82:leaf=0.00325585133,cover=0
- 42:[Pol<144.670364] yes=83,no=84,missing=83,gain=2.91871071,cover=12744
- 83:leaf=0.000298823667,cover=0
- 84:leaf=-0.00121444836,cover=0
- 22:[Ecc<0.669936359] yes=43,no=44,missing=43,gain=4.48588657,cover=550852
- 43:[Area5<0.846071243] yes=85,no=86,missing=85,gain=4.16475391,cover=1725
- 85:leaf=-0.00357731292,cover=0
- 86:leaf=0.00291406247,cover=0
- 44:[Ecc<3.41847086] yes=87,no=88,missing=87,gain=5.53954601,cover=549127
- 87:leaf=0.000551939185,cover=0
- 88:leaf=4.25838734e-05,cover=0
- 2:[Ecc<5.08081961] yes=5,no=6,missing=5,gain=2.58739829,cover=1189737
- 5:[Curv5<-0.39144522] yes=11,no=12,missing=12,gain=4.87398815,cover=2174
- 11:leaf=0.0257575456,cover=0
- 12:[Curv5<-0.172863677] yes=23,no=24,missing=24,gain=2.95455694,cover=2159
- 23:[PialCurv5<-0.135003537] yes=45,no=46,missing=45,gain=3.83407998,cover=1063
- 45:[MidArea5<0.71843493] yes=89,no=90,missing=89,gain=0.906316042,cover=387
- 89:leaf=0.000272612757,cover=0
- 90:leaf=-0.0053852899,cover=0
- 46:[Area5<0.739104271] yes=91,no=92,missing=91,gain=2.00880814,cover=676
- 91:leaf=0.0036536043,cover=0
- 92:leaf=-0.00290635903,cover=0
- 24:[Ecc<3.35458159] yes=47,no=48,missing=48,gain=2.06880713,cover=1096
- 47:[PialCurv5<-0.0877386853] yes=93,no=94,missing=93,gain=0.591498554,cover=95
- 93:leaf=0.00800491497,cover=0
- 94:leaf=1.34649981e-05,cover=0
- 48:[Pol<152.092255] yes=95,no=96,missing=96,gain=2.44548559,cover=1001
- 95:leaf=-0.00353088765,cover=0
- 96:leaf=-0.0112344157,cover=0
- 6:[Sulc0<0.29007864] yes=13,no=14,missing=13,gain=1.97418797,cover=1187563
- 13:[PialArea5<0.672997355] yes=25,no=26,missing=25,gain=9.84921741,cover=770648
- 25:[PialCurv5<-0.0363363102] yes=49,no=50,missing=49,gain=11.9975147,cover=102476
- 49:[Ecc<6.87229633] yes=97,no=98,missing=97,gain=2.54472375,cover=23149
- 97:leaf=-0.00564562855,cover=0
- 98:leaf=-0.000459375296,cover=0
- 50:[Ecc<16.0247612] yes=99,no=100,missing=99,gain=6.68924713,cover=79327
- 99:leaf=0.000340372993,cover=0
- 100:leaf=0.00125946139,cover=0
- 26:[Ecc<9.38688755] yes=51,no=52,missing=51,gain=2.36394048,cover=668172
- 51:[Pol<76.1517639] yes=101,no=102,missing=101,gain=6.83610487,cover=70706
- 101:leaf=-0.000705985411,cover=0
- 102:leaf=0.000301076827,cover=0
- 52:[Curv5<-0.0320370905] yes=103,no=104,missing=103,gain=4.09942913,cover=597466
- 103:leaf=5.85868802e-05,cover=0
- 104:leaf=-0.000273040467,cover=0
- 14:[Curv5<-0.127358407] yes=27,no=28,missing=27,gain=4.53066015,cover=416915
- 27:[Pol<157.22821] yes=53,no=54,missing=53,gain=5.01597166,cover=5266
- 53:[Area5<0.571740985] yes=105,no=106,missing=106,gain=2.32405853,cover=4697
- 105:leaf=0.000390849833,cover=0
- 106:leaf=-0.00259424606,cover=0
- 54:[Area5<0.564792395] yes=107,no=108,missing=107,gain=6.40318155,cover=569
- 107:leaf=0.0287165884,cover=0
- 108:leaf=0.00177995849,cover=0
- 28:[Pol<132.742767] yes=55,no=56,missing=55,gain=4.0039978,cover=411649
- 55:[Sulc0<0.649594426] yes=109,no=110,missing=109,gain=4.51050377,cover=382083
- 109:leaf=-0.000321804051,cover=0
- 110:leaf=2.43476734e-05,cover=0
- 56:[Ecc<17.2700901] yes=111,no=112,missing=111,gain=9.26735973,cover=29566
- 111:leaf=-0.00240819948,cover=0
- 112:leaf=0.000747898361,cover=0
-booster[881]:
-0:[PialArea5<0.887534022] yes=1,no=2,missing=2,gain=0.242984876,cover=5124388
- 1:[MidArea5<0.790073812] yes=3,no=4,missing=3,gain=1.46686435,cover=3328592
- 3:[Area5<0.802302957] yes=7,no=8,missing=7,gain=1.17668676,cover=3171955
- 7:[PialCurv5<-0.104067586] yes=15,no=16,missing=15,gain=1.08765543,cover=3090663
- 15:[Area5<0.601796865] yes=31,no=32,missing=32,gain=3.88862801,cover=478039
- 31:[LGI5<2.38303256] yes=63,no=64,missing=63,gain=1.45326817,cover=319725
- 63:leaf=-0.000224988398,cover=0
- 64:leaf=2.37429285e-05,cover=0
- 32:[Ecc<4.87342644] yes=65,no=66,missing=65,gain=6.49490213,cover=158314
- 65:leaf=0.000971845177,cover=0
- 66:leaf=0.000121044046,cover=0
- 16:[Pol<86.0952454] yes=33,no=34,missing=33,gain=1.6617707,cover=2612624
- 33:[Ecc<13.6880245] yes=67,no=68,missing=67,gain=14.5417118,cover=782579
- 67:leaf=-0.000269061915,cover=0
- 68:leaf=0.000165481746,cover=0
- 34:[Ecc<12.5441074] yes=69,no=70,missing=69,gain=7.6830678,cover=1830045
- 69:leaf=7.24121855e-05,cover=0
- 70:leaf=-0.000154687703,cover=0
- 8:[LGI5<2.3349762] yes=17,no=18,missing=17,gain=2.25838518,cover=81292
- 17:[Ecc<2.19188094] yes=35,no=36,missing=35,gain=1.54023433,cover=3054
- 35:[PialCurv5<-0.0737633556] yes=71,no=72,missing=71,gain=2.70529962,cover=1031
- 71:leaf=0.00778092537,cover=0
- 72:leaf=-0.00334019284,cover=0
- 36:[Area5<0.924216449] yes=73,no=74,missing=73,gain=1.95378685,cover=2023
- 73:leaf=0.000116753312,cover=0
- 74:leaf=-0.00557611696,cover=0
- 18:[Sulc0<0.540103436] yes=37,no=38,missing=37,gain=3.32393074,cover=78238
- 37:[PialArea5<0.467676282] yes=75,no=76,missing=75,gain=2.91927433,cover=27865
- 75:leaf=0.00296699419,cover=0
- 76:leaf=0.000562986766,cover=0
- 38:[LGI5<2.43054438] yes=77,no=78,missing=78,gain=2.01250029,cover=50373
- 77:leaf=0.00255543226,cover=0
- 78:leaf=-4.22017292e-05,cover=0
- 4:[LGI5<2.51629615] yes=9,no=10,missing=9,gain=3.29894447,cover=156637
- 9:[Ecc<8.06448936] yes=19,no=20,missing=20,gain=2.58817911,cover=29958
- 19:[LGI5<2.46595764] yes=39,no=40,missing=39,gain=1.89311194,cover=28532
- 39:[LGI5<2.31684756] yes=79,no=80,missing=80,gain=2.63010645,cover=22540
- 79:leaf=0.000850196579,cover=0
- 80:leaf=-0.000342763204,cover=0
- 40:[Pol<18.1680222] yes=81,no=82,missing=82,gain=2.4008038,cover=5992
- 81:leaf=-0.0048396294,cover=0
- 82:leaf=0.00117171265,cover=0
- 20:[Pol<157.965515] yes=41,no=42,missing=41,gain=3.22468972,cover=1426
- 41:[Pol<58.6768646] yes=83,no=84,missing=84,gain=2.23913193,cover=1266
- 83:leaf=-0.00309585966,cover=0
- 84:leaf=0.00393417059,cover=0
- 42:[PialCurv5<0.0354230702] yes=85,no=86,missing=85,gain=2.25258398,cover=160
- 85:leaf=-0.00646675099,cover=0
- 86:leaf=0.0114850765,cover=0
- 10:[Pol<42.7478409] yes=21,no=22,missing=21,gain=1.94867635,cover=126679
- 21:[PialCurv5<-0.121481076] yes=43,no=44,missing=44,gain=4.51364279,cover=23812
- 43:[Ecc<38.7725143] yes=87,no=88,missing=87,gain=1.75720167,cover=2683
- 87:leaf=-0.00200902415,cover=0
- 88:leaf=0.0057563209,cover=0
- 44:[Area5<0.784037054] yes=89,no=90,missing=90,gain=2.82131267,cover=21129
- 89:leaf=-5.80702872e-05,cover=0
- 90:leaf=0.00113910693,cover=0
- 22:[Curv5<-0.139824241] yes=45,no=46,missing=46,gain=3.37774086,cover=102867
- 45:[Ecc<12.1917515] yes=91,no=92,missing=91,gain=2.18897152,cover=11678
- 91:leaf=0.00126995449,cover=0
- 92:leaf=-0.000125424733,cover=0
- 46:[PialCurv5<-0.00171623251] yes=93,no=94,missing=94,gain=3.72855282,cover=91189
- 93:leaf=-0.00096385245,cover=0
- 94:leaf=-0.00026057419,cover=0
- 2:[PialCurv5<-0.0779728889] yes=5,no=6,missing=6,gain=1.33247662,cover=1795796
- 5:[Curv5<-0.117843308] yes=11,no=12,missing=11,gain=24.1072884,cover=1172281
- 11:[Sulc0<-0.210027173] yes=23,no=24,missing=23,gain=7.03257656,cover=1126233
- 23:[Ecc<20.7119312] yes=47,no=48,missing=48,gain=3.28056383,cover=1074957
- 47:[PialArea5<1.02926981] yes=95,no=96,missing=95,gain=4.36149502,cover=935262
- 95:leaf=-0.000193969303,cover=0
- 96:leaf=2.43151171e-05,cover=0
- 48:[Pol<18.1680222] yes=97,no=98,missing=98,gain=5.65526867,cover=139695
- 97:leaf=-0.000216919216,cover=0
- 98:leaf=0.000439048978,cover=0
- 24:[Ecc<32.6813126] yes=49,no=50,missing=49,gain=6.92456627,cover=51276
- 49:[Pol<110.811417] yes=99,no=100,missing=99,gain=7.03965473,cover=28369
- 99:leaf=1.41734699e-05,cover=0
- 100:leaf=-0.00168646162,cover=0
- 50:[Pol<151.353775] yes=101,no=102,missing=101,gain=8.15358448,cover=22907
- 101:leaf=0.00117974018,cover=0
- 102:leaf=-0.000749925675,cover=0
- 12:[PialCurv5<-0.0877386853] yes=25,no=26,missing=25,gain=8.80706215,cover=46048
- 25:[Area5<0.667375207] yes=51,no=52,missing=52,gain=8.52300453,cover=20720
- 51:[Curv5<-0.0156469513] yes=103,no=104,missing=103,gain=6.17422628,cover=6314
- 103:leaf=0.000435893948,cover=0
- 104:leaf=-0.0244615134,cover=0
- 52:[Area5<0.877147377] yes=105,no=106,missing=105,gain=5.43067551,cover=14406
- 105:leaf=0.00281773368,cover=0
- 106:leaf=-0.000858632207,cover=0
- 26:[Curv5<-0.100392215] yes=53,no=54,missing=53,gain=5.99984455,cover=25328
- 53:[Area5<0.827407002] yes=107,no=108,missing=107,gain=1.98170221,cover=15713
- 107:leaf=6.56135453e-05,cover=0
- 108:leaf=-0.00179679727,cover=0
- 54:[Ecc<12.9325523] yes=109,no=110,missing=110,gain=3.49205875,cover=9615
- 109:leaf=0.000946467451,cover=0
- 110:leaf=0.00322128017,cover=0
- 6:[Curv5<-0.129194111] yes=13,no=14,missing=13,gain=12.4662046,cover=623515
- 13:[Area5<0.65839982] yes=27,no=28,missing=28,gain=11.3114433,cover=106498
- 27:[PialArea5<1.06921077] yes=55,no=56,missing=55,gain=5.09308672,cover=39628
- 55:[Area5<0.554568231] yes=111,no=112,missing=111,gain=6.21911716,cover=30935
- 111:leaf=-0.00134527183,cover=0
- 112:leaf=0.000523319643,cover=0
- 56:[Ecc<1.05247808] yes=113,no=114,missing=114,gain=4.74335146,cover=8693
- 113:leaf=0.00120574364,cover=0
- 114:leaf=-0.00174563657,cover=0
- 28:[PialCurv5<-0.0632625744] yes=57,no=58,missing=58,gain=10.8509922,cover=66870
- 57:[Curv5<-0.146701202] yes=115,no=116,missing=115,gain=4.98613501,cover=43208
- 115:leaf=0.000995549955,cover=0
- 116:leaf=-8.08798941e-05,cover=0
- 58:[Sulc0<-0.563680887] yes=117,no=118,missing=118,gain=6.65134239,cover=23662
- 117:leaf=0.000623221393,cover=0
- 118:leaf=0.00240917946,cover=0
- 14:[MidArea5<0.791754067] yes=29,no=30,missing=29,gain=4.16101408,cover=517017
- 29:[Area5<0.562355936] yes=59,no=60,missing=59,gain=5.39072704,cover=40197
- 59:[Ecc<4.87342644] yes=119,no=120,missing=119,gain=4.27877712,cover=4111
- 119:leaf=-0.000322449749,cover=0
- 120:leaf=-0.00404616306,cover=0
- 60:[LGI5<2.13090348] yes=121,no=122,missing=122,gain=3.30692244,cover=36086
- 121:leaf=-0.00555544347,cover=0
- 122:leaf=0.000693246198,cover=0
- 30:[Curv5<-0.0730527416] yes=61,no=62,missing=61,gain=3.50381851,cover=476820
- 61:[PialCurv5<-0.0297427773] yes=123,no=124,missing=123,gain=23.1085587,cover=212607
- 123:leaf=-0.000413144066,cover=0
- 124:leaf=0.00118602708,cover=0
- 62:[PialCurv5<-0.0456207059] yes=125,no=126,missing=126,gain=17.7379436,cover=264213
- 125:leaf=0.00118150166,cover=0
- 126:leaf=-9.58899327e-05,cover=0
-booster[882]:
-0:[PialArea5<0.906120181] yes=1,no=2,missing=1,gain=0.222832397,cover=5124388
- 1:[Curv5<-0.169727564] yes=3,no=4,missing=4,gain=1.01819932,cover=3468986
- 3:[PialCurv5<-0.0555995218] yes=7,no=8,missing=7,gain=8.59357548,cover=607354
- 7:[Pol<168.718765] yes=15,no=16,missing=15,gain=3.14273477,cover=598351
- 15:[Sulc0<0.272107065] yes=31,no=32,missing=32,gain=3.82621956,cover=533212
- 31:[PialCurv5<-0.0779728889] yes=63,no=64,missing=63,gain=2.40815353,cover=530362
- 63:leaf=-2.28616518e-05,cover=0
- 64:leaf=0.000534819323,cover=0
- 32:[Area5<0.603367925] yes=65,no=66,missing=66,gain=3.39273357,cover=2850
- 65:leaf=0.000304136396,cover=0
- 66:leaf=-0.00322677358,cover=0
- 16:[Ecc<22.0897732] yes=33,no=34,missing=33,gain=5.32454205,cover=65139
- 33:[Area5<0.607942343] yes=67,no=68,missing=67,gain=7.84622908,cover=43642
- 67:leaf=0.000346471585,cover=0
- 68:leaf=0.00204746937,cover=0
- 34:[Sulc0<-0.0172607526] yes=69,no=70,missing=70,gain=6.08257771,cover=21497
- 69:leaf=-0.000449249899,cover=0
- 70:leaf=0.00409070868,cover=0
- 8:[Ecc<20.7119312] yes=17,no=18,missing=17,gain=6.80122185,cover=9003
- 17:[Area5<0.554568231] yes=35,no=36,missing=36,gain=6.15847397,cover=7696
- 35:[PialArea5<0.836640656] yes=71,no=72,missing=71,gain=2.64824009,cover=3161
- 71:leaf=0.00096116541,cover=0
- 72:leaf=-0.00369183952,cover=0
- 36:[Pol<56.1920547] yes=73,no=74,missing=74,gain=6.40003967,cover=4535
- 73:leaf=-0.000341303617,cover=0
- 74:leaf=0.00429200893,cover=0
- 18:[Pol<125.881905] yes=37,no=38,missing=37,gain=1.95345092,cover=1307
- 37:[PialArea5<0.747707367] yes=75,no=76,missing=76,gain=1.75204647,cover=710
- 75:leaf=-0.00158533326,cover=0
- 76:leaf=0.00384620391,cover=0
- 38:[MidArea5<0.474339783] yes=77,no=78,missing=77,gain=1.77737761,cover=597
- 77:leaf=0.00694081141,cover=0
- 78:leaf=-0.00453785527,cover=0
- 4:[Sulc0<-0.8873595] yes=9,no=10,missing=9,gain=4.0706296,cover=2861632
- 9:[Ecc<2.25101852] yes=19,no=20,missing=19,gain=6.72141647,cover=16296
- 19:[Curv5<-0.119937547] yes=39,no=40,missing=40,gain=3.39884853,cover=11245
- 39:[PialArea5<0.498393416] yes=79,no=80,missing=79,gain=2.4018724,cover=8099
- 79:leaf=0.0129459072,cover=0
- 80:leaf=-0.000999431824,cover=0
- 40:[PialCurv5<-0.0595124774] yes=81,no=82,missing=81,gain=3.37513447,cover=3146
- 81:leaf=-0.00419699959,cover=0
- 82:leaf=-0.000841802161,cover=0
- 20:[Pol<80.8913651] yes=41,no=42,missing=41,gain=9.451478,cover=5051
- 41:[LGI5<2.3349762] yes=83,no=84,missing=83,gain=9.1323967,cover=2149
- 83:leaf=0.0108461361,cover=0
- 84:leaf=0.00182635954,cover=0
- 42:[LGI5<3.51961541] yes=85,no=86,missing=86,gain=3.58264542,cover=2902
- 85:leaf=-0.00133578619,cover=0
- 86:leaf=0.0157546774,cover=0
- 10:[PialCurv5<-0.0965851992] yes=21,no=22,missing=22,gain=3.34860897,cover=2845336
- 21:[Area5<0.814937592] yes=43,no=44,missing=43,gain=4.76369286,cover=74880
- 43:[Curv5<-0.134546712] yes=87,no=88,missing=88,gain=4.13461494,cover=73845
- 87:leaf=8.72137389e-05,cover=0
- 88:leaf=0.000871399126,cover=0
- 44:[Curv5<-0.117843308] yes=89,no=90,missing=89,gain=2.96769881,cover=1035
- 89:leaf=-0.00110168091,cover=0
- 90:leaf=-0.0067274184,cover=0
- 22:[Curv5<-0.0773924068] yes=45,no=46,missing=45,gain=3.72884178,cover=2770456
- 45:[PialCurv5<-0.0227819066] yes=91,no=92,missing=91,gain=5.43113375,cover=354621
- 91:leaf=-0.000251975929,cover=0
- 92:leaf=0.000325079338,cover=0
- 46:[PialCurv5<-0.0680129603] yes=93,no=94,missing=93,gain=5.98899651,cover=2415835
- 93:leaf=0.000876107661,cover=0
- 94:leaf=-8.91905711e-06,cover=0
- 2:[PialCurv5<-0.0779728889] yes=5,no=6,missing=5,gain=1.08738792,cover=1655402
- 5:[Curv5<-0.117843308] yes=11,no=12,missing=11,gain=19.2932739,cover=1098405
- 11:[Sulc0<-0.258417875] yes=23,no=24,missing=24,gain=6.87674332,cover=1055620
- 23:[Area5<0.600206077] yes=47,no=48,missing=48,gain=2.68234372,cover=994013
- 47:[Curv5<-0.206445083] yes=95,no=96,missing=95,gain=4.34803295,cover=205649
- 95:leaf=-3.34248543e-05,cover=0
- 96:leaf=0.000447447703,cover=0
- 48:[PialArea5<1.0376358] yes=97,no=98,missing=97,gain=5.13499212,cover=788364
- 97:leaf=-0.000237043016,cover=0
- 98:leaf=2.91451906e-05,cover=0
- 24:[Ecc<32.6813126] yes=49,no=50,missing=49,gain=5.90148449,cover=61607
- 49:[Area5<0.717401922] yes=99,no=100,missing=99,gain=6.57575893,cover=37168
- 99:leaf=-0.00161187013,cover=0
- 100:leaf=-0.000281224697,cover=0
- 50:[Pol<151.353775] yes=101,no=102,missing=101,gain=6.3620286,cover=24439
- 101:leaf=0.00102982693,cover=0
- 102:leaf=-0.000619156519,cover=0
- 12:[PialCurv5<-0.0877386853] yes=25,no=26,missing=25,gain=7.68028259,cover=42785
- 25:[Area5<0.706906915] yes=51,no=52,missing=51,gain=8.51411247,cover=19217
- 51:[Curv5<-0.0686563179] yes=103,no=104,missing=104,gain=7.77850533,cover=9006
- 103:leaf=0.00101328932,cover=0
- 104:leaf=-0.00526398374,cover=0
- 52:[Area5<0.877147377] yes=105,no=106,missing=105,gain=5.76312447,cover=10211
- 105:leaf=0.0031638646,cover=0
- 106:leaf=-0.000712244946,cover=0
- 26:[Curv5<-0.108295463] yes=53,no=54,missing=53,gain=4.28064394,cover=23568
- 53:[Area5<0.631603718] yes=107,no=108,missing=108,gain=1.27932644,cover=9453
- 107:leaf=0.00119437533,cover=0
- 108:leaf=-0.000613204378,cover=0
- 54:[Ecc<17.5281601] yes=109,no=110,missing=110,gain=2.51493931,cover=14115
- 109:leaf=0.000683977443,cover=0
- 110:leaf=0.00251197373,cover=0
- 6:[Curv5<-0.129194111] yes=13,no=14,missing=13,gain=10.8900251,cover=556997
- 13:[Area5<0.616426587] yes=27,no=28,missing=27,gain=9.40474033,cover=98205
- 27:[Area5<0.545738399] yes=55,no=56,missing=55,gain=2.47152138,cover=18252
- 55:[Sulc0<-0.292069882] yes=111,no=112,missing=112,gain=3.96900105,cover=4159
- 111:leaf=-0.00123991573,cover=0
- 112:leaf=-0.00937005784,cover=0
- 56:[Ecc<0.729281187] yes=113,no=114,missing=113,gain=2.80980992,cover=14093
- 113:leaf=0.00195519882,cover=0
- 114:leaf=-0.000393914437,cover=0
- 28:[PialCurv5<-0.062031392] yes=57,no=58,missing=58,gain=9.72471619,cover=79953
- 57:[Curv5<-0.146701202] yes=115,no=116,missing=116,gain=3.65765953,cover=53863
- 115:leaf=0.000768419181,cover=0
- 116:leaf=-6.07484944e-05,cover=0
- 58:[PialArea5<1.13904655] yes=117,no=118,missing=117,gain=5.34334564,cover=26090
- 117:leaf=0.0019463005,cover=0
- 118:leaf=0.000193486718,cover=0
- 14:[MidArea5<0.800518215] yes=29,no=30,missing=29,gain=3.74890399,cover=458792
- 29:[Area5<0.562355936] yes=59,no=60,missing=59,gain=4.9130888,cover=32870
- 59:[Ecc<4.87342644] yes=119,no=120,missing=120,gain=3.35181308,cover=3242
- 119:leaf=-0.000430462969,cover=0
- 120:leaf=-0.00413345313,cover=0
- 60:[Pol<68.895668] yes=121,no=122,missing=121,gain=2.44998217,cover=29628
- 121:leaf=7.99480404e-05,cover=0
- 122:leaf=0.00102728361,cover=0
- 30:[Area5<0.595263004] yes=61,no=62,missing=61,gain=4.6807065,cover=425922
- 61:[Pol<161.595886] yes=123,no=124,missing=123,gain=4.64405394,cover=2097
- 123:leaf=-0.00342609896,cover=0
- 124:leaf=0.00310164597,cover=0
- 62:[Curv5<-0.0620335713] yes=125,no=126,missing=125,gain=2.8422823,cover=423825
- 125:leaf=-0.00017560822,cover=0
- 126:leaf=8.46251714e-05,cover=0
-booster[883]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=1,gain=0.240615368,cover=5124388
- 1:[Ecc<7.08616447] yes=3,no=4,missing=4,gain=1.58449364,cover=483456
- 3:[LGI5<3.15084362] yes=7,no=8,missing=7,gain=3.07729936,cover=242370
- 7:[Sulc0<-0.285426885] yes=15,no=16,missing=15,gain=2.79304099,cover=239583
- 15:[LGI5<2.57263851] yes=31,no=32,missing=31,gain=3.27302718,cover=235473
- 31:[Pol<46.5024796] yes=63,no=64,missing=63,gain=2.75364232,cover=162967
- 63:leaf=-0.000202576586,cover=0
- 64:leaf=0.00022258042,cover=0
- 32:[MidArea5<0.619563401] yes=65,no=66,missing=66,gain=1.68788266,cover=72506
- 65:leaf=0.000371527538,cover=0
- 66:leaf=-0.000421358243,cover=0
- 16:[LGI5<2.52671862] yes=33,no=34,missing=33,gain=2.48963451,cover=4110
- 33:[Ecc<4.07113361] yes=67,no=68,missing=67,gain=4.50514412,cover=1226
- 67:leaf=0.00394442538,cover=0
- 68:leaf=-0.00263619004,cover=0
- 34:[LGI5<2.73077893] yes=69,no=70,missing=69,gain=3.30712366,cover=2884
- 69:leaf=0.00342002558,cover=0
- 70:leaf=-4.53171961e-05,cover=0
- 8:[PialCurv5<-0.159167215] yes=17,no=18,missing=17,gain=1.88187432,cover=2787
- 17:[Ecc<5.53207445] yes=35,no=36,missing=36,gain=0.653379917,cover=1045
- 35:[Sulc0<-0.903383076] yes=71,no=72,missing=72,gain=0.416130781,cover=196
- 71:leaf=-0.00389109808,cover=0
- 72:leaf=-0.00858799648,cover=0
- 36:[Sulc0<-0.620624542] yes=73,no=74,missing=73,gain=0.573661089,cover=849
- 73:leaf=-0.00220466754,cover=0
- 74:leaf=-0.00574641209,cover=0
- 18:[Area5<0.557224929] yes=37,no=38,missing=37,gain=1.62000299,cover=1742
- 37:[Pol<22.2436924] yes=75,no=76,missing=75,gain=1.64119673,cover=393
- 75:leaf=0.00350313191,cover=0
- 76:leaf=-0.00499785319,cover=0
- 38:[PialCurv5<-0.0644776821] yes=77,no=78,missing=77,gain=1.03932905,cover=1349
- 77:leaf=0.000242167429,cover=0
- 78:leaf=-0.0159371831,cover=0
- 4:[PialArea5<0.861938] yes=9,no=10,missing=10,gain=1.73305547,cover=241086
- 9:[Area5<0.551487505] yes=19,no=20,missing=19,gain=2.58543754,cover=117519
- 19:[PialArea5<0.559226274] yes=39,no=40,missing=39,gain=2.30549669,cover=45033
- 39:[Ecc<20.7119312] yes=79,no=80,missing=80,gain=2.02304602,cover=4574
- 79:leaf=-0.00140154816,cover=0
- 80:leaf=0.000997178955,cover=0
- 40:[PialCurv5<-0.105644517] yes=81,no=82,missing=82,gain=3.23016167,cover=40459
- 81:leaf=0.000303103909,cover=0
- 82:leaf=0.00236950722,cover=0
- 20:[Sulc0<0.00591620663] yes=41,no=42,missing=42,gain=3.19044256,cover=72486
- 41:[PialArea5<0.580179036] yes=83,no=84,missing=84,gain=3.20226359,cover=69841
- 83:leaf=0.00240682065,cover=0
- 84:leaf=-0.000178536837,cover=0
- 42:[Pol<125.308708] yes=85,no=86,missing=86,gain=2.20392156,cover=2645
- 85:leaf=-0.000173890789,cover=0
- 86:leaf=-0.00310714752,cover=0
- 10:[Pol<144.670364] yes=21,no=22,missing=21,gain=3.06678224,cover=123567
- 21:[Pol<18.1680222] yes=43,no=44,missing=44,gain=7.58557415,cover=72776
- 43:[LGI5<2.79683423] yes=87,no=88,missing=87,gain=1.51060271,cover=35126
- 87:leaf=-0.000924466585,cover=0
- 88:leaf=5.97995204e-05,cover=0
- 44:[Ecc<19.7764034] yes=89,no=90,missing=90,gain=4.52906036,cover=37650
- 89:leaf=0.000776370696,cover=0
- 90:leaf=0.00262871431,cover=0
- 22:[Ecc<10.8716469] yes=45,no=46,missing=45,gain=8.78513718,cover=50791
- 45:[LGI5<2.22170687] yes=91,no=92,missing=92,gain=1.39057541,cover=10466
- 91:leaf=-0.00645411899,cover=0
- 92:leaf=-0.00126877963,cover=0
- 46:[PialCurv5<-0.164281175] yes=93,no=94,missing=93,gain=1.98522615,cover=40325
- 93:leaf=-0.000547215343,cover=0
- 94:leaf=0.000438571762,cover=0
- 2:[PialCurv5<-0.149745584] yes=5,no=6,missing=5,gain=1.57516444,cover=4640932
- 5:[Curv5<-0.223784685] yes=11,no=12,missing=11,gain=2.72985601,cover=56855
- 11:[PialArea5<0.834082127] yes=23,no=24,missing=23,gain=1.11254311,cover=32374
- 23:[Pol<155.012512] yes=47,no=48,missing=48,gain=1.25651979,cover=10300
- 47:[Pol<59.5955544] yes=95,no=96,missing=95,gain=1.26057279,cover=7949
- 95:leaf=0.000873828772,cover=0
- 96:leaf=-0.000417302042,cover=0
- 48:[Ecc<23.1745358] yes=97,no=98,missing=97,gain=1.58781409,cover=2351
- 97:leaf=0.00200604391,cover=0
- 98:leaf=-0.00138667214,cover=0
- 24:[Area5<0.462054074] yes=49,no=50,missing=49,gain=1.34604979,cover=22074
- 49:[LGI5<3.15728688] yes=99,no=100,missing=100,gain=1.55157435,cover=501
- 99:leaf=0.00180778897,cover=0
- 100:leaf=0.0176426899,cover=0
- 50:[Pol<151.353775] yes=101,no=102,missing=102,gain=1.25336194,cover=21573
- 101:leaf=-6.87239299e-05,cover=0
- 102:leaf=-0.000922991545,cover=0
- 12:[PialCurv5<-0.190801308] yes=25,no=26,missing=25,gain=1.99727106,cover=24481
- 25:[LGI5<2.44006681] yes=51,no=52,missing=52,gain=1.32168102,cover=1488
- 51:[Ecc<4.40349627] yes=103,no=104,missing=103,gain=1.85506022,cover=237
- 103:leaf=-0.000770175771,cover=0
- 104:leaf=-0.00971963629,cover=0
- 52:[Pol<156.492447] yes=105,no=106,missing=105,gain=1.44694984,cover=1251
- 105:leaf=5.93393233e-05,cover=0
- 106:leaf=-0.00594501011,cover=0
- 26:[Pol<157.22821] yes=53,no=54,missing=53,gain=1.69043636,cover=22993
- 53:[Curv5<-0.115945198] yes=107,no=108,missing=107,gain=5.0331955,cover=18895
- 107:leaf=0.000731315056,cover=0
- 108:leaf=-0.00359822623,cover=0
- 54:[Curv5<-0.100392215] yes=109,no=110,missing=109,gain=7.75867796,cover=4098
- 109:leaf=0.0013422491,cover=0
- 110:leaf=0.0152418436,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=13,gain=0.654870033,cover=4584077
- 13:[LGI5<3.78836131] yes=27,no=28,missing=28,gain=0.817369044,cover=18061
- 27:[LGI5<3.50441384] yes=55,no=56,missing=56,gain=1.70210791,cover=17989
- 55:[LGI5<3.12489319] yes=111,no=112,missing=111,gain=1.44868636,cover=17887
- 111:leaf=0.000366274471,cover=0
- 112:leaf=-0.00202072808,cover=0
- 56:[Ecc<18.8860435] yes=113,no=114,missing=114,gain=0.475197673,cover=102
- 113:leaf=0.00221488788,cover=0
- 114:leaf=0.00932652783,cover=0
- 28:[LGI5<3.94193578] yes=57,no=58,missing=57,gain=0.602586269,cover=72
- 57:[Sulc0<0.662694752] yes=115,no=116,missing=115,gain=0.185700893,cover=41
- 115:leaf=-0.0102473339,cover=0
- 116:leaf=-0.000635482138,cover=0
- 58:[Sulc0<0.0770083591] yes=117,no=118,missing=117,gain=0.174760923,cover=31
- 117:leaf=-0.000867650087,cover=0
- 118:leaf=0.0117904628,cover=0
- 14:[PialArea5<1.16111541] yes=29,no=30,missing=29,gain=0.540553451,cover=4566016
- 29:[PialCurv5<-0.0779728889] yes=59,no=60,missing=59,gain=1.52282238,cover=4213516
- 59:[Curv5<-0.115945198] yes=119,no=120,missing=119,gain=29.7175808,cover=1033782
- 119:leaf=-0.000139187759,cover=0
- 120:leaf=0.000911252049,cover=0
- 60:[Curv5<-0.136312515] yes=121,no=122,missing=121,gain=18.0100861,cover=3179734
- 121:leaf=0.000549089338,cover=0
- 122:leaf=-2.17525776e-05,cover=0
- 30:[LGI5<2.67457628] yes=61,no=62,missing=62,gain=1.86704957,cover=352500
- 61:[Pol<19.2006226] yes=123,no=124,missing=123,gain=4.59211445,cover=180128
- 123:leaf=-0.000611385971,cover=0
- 124:leaf=5.47859127e-05,cover=0
- 62:[Ecc<9.0678978] yes=125,no=126,missing=125,gain=5.40807772,cover=172372
- 125:leaf=0.000448615901,cover=0
- 126:leaf=-0.000111511959,cover=0
-booster[884]:
-0:[Curv5<-0.174421206] yes=1,no=2,missing=2,gain=0.241965249,cover=5124388
- 1:[PialCurv5<-0.0914456472] yes=3,no=4,missing=3,gain=11.9621029,cover=1372388
- 3:[Ecc<2.91795349] yes=7,no=8,missing=7,gain=1.83632708,cover=1258598
- 7:[Area5<0.846071243] yes=15,no=16,missing=16,gain=1.94220924,cover=319505
- 15:[PialCurv5<-0.190801308] yes=31,no=32,missing=31,gain=2.03625894,cover=317796
- 31:[MidArea5<0.599643409] yes=63,no=64,missing=63,gain=2.41508126,cover=4171
- 63:leaf=-0.00088772329,cover=0
- 64:leaf=0.00174207974,cover=0
- 32:[Sulc0<-0.769821882] yes=65,no=66,missing=65,gain=1.78676677,cover=313625
- 65:leaf=-8.27702534e-05,cover=0
- 66:leaf=-0.000354683463,cover=0
- 16:[PialCurv5<-0.171137348] yes=33,no=34,missing=34,gain=1.49305201,cover=1709
- 33:[Curv5<-0.223784685] yes=67,no=68,missing=67,gain=0.610728264,cover=73
- 67:leaf=-0.00788670965,cover=0
- 68:leaf=0.00277689309,cover=0
- 34:[LGI5<2.82485151] yes=69,no=70,missing=70,gain=1.35128832,cover=1636
- 69:leaf=0.00170703733,cover=0
- 70:leaf=0.0151261492,cover=0
- 8:[Pol<122.504936] yes=17,no=18,missing=17,gain=2.89171839,cover=939093
- 17:[Pol<37.1539459] yes=35,no=36,missing=35,gain=6.45472145,cover=458795
- 35:[Area5<0.720017433] yes=71,no=72,missing=71,gain=4.56888723,cover=306598
- 71:leaf=0.000103828141,cover=0
- 72:leaf=-0.000304726156,cover=0
- 36:[MidArea5<0.783437908] yes=73,no=74,missing=73,gain=12.6412315,cover=152197
- 73:leaf=-3.42498788e-05,cover=0
- 74:leaf=0.000885158428,cover=0
- 18:[PialArea5<0.906120181] yes=37,no=38,missing=37,gain=4.75746822,cover=480298
- 37:[LGI5<2.73077893] yes=75,no=76,missing=75,gain=3.37494254,cover=226066
- 75:leaf=0.000332407275,cover=0
- 76:leaf=-6.3989617e-05,cover=0
- 38:[Ecc<13.4950199] yes=77,no=78,missing=77,gain=5.53422928,cover=254232
- 77:leaf=-0.000415628136,cover=0
- 78:leaf=6.06486974e-05,cover=0
- 4:[Curv5<-0.272521824] yes=9,no=10,missing=10,gain=3.29184818,cover=113790
- 9:[MidArea5<0.643286705] yes=19,no=20,missing=19,gain=2.18794489,cover=4145
- 19:[PialArea5<0.640100121] yes=39,no=40,missing=40,gain=0.902532041,cover=1871
- 39:[LGI5<3.01963663] yes=79,no=80,missing=79,gain=0.921936691,cover=1198
- 79:leaf=0.000614587159,cover=0
- 80:leaf=-0.00226847036,cover=0
- 40:[Ecc<1.73852015] yes=81,no=82,missing=82,gain=1.48518395,cover=673
- 81:leaf=-0.00304464181,cover=0
- 82:leaf=0.00297737005,cover=0
- 20:[Ecc<5.33884621] yes=41,no=42,missing=42,gain=0.823540211,cover=2274
- 41:[Ecc<3.73767829] yes=83,no=84,missing=83,gain=3.33610296,cover=736
- 83:leaf=-0.00265164487,cover=0
- 84:leaf=0.00480982661,cover=0
- 42:[LGI5<2.42065382] yes=85,no=86,missing=85,gain=1.43512487,cover=1538
- 85:leaf=-0.012177024,cover=0
- 86:leaf=-0.00232900842,cover=0
- 10:[LGI5<2.22170687] yes=21,no=22,missing=21,gain=3.36826992,cover=109645
- 21:[Ecc<1.57116413] yes=43,no=44,missing=43,gain=2.84081268,cover=3851
- 43:[Sulc0<-0.522449493] yes=87,no=88,missing=88,gain=2.11923957,cover=2015
- 87:leaf=0.00116065075,cover=0
- 88:leaf=-0.00519570289,cover=0
- 44:[Pol<62.799984] yes=89,no=90,missing=89,gain=2.14834213,cover=1836
- 89:leaf=0.000716648239,cover=0
- 90:leaf=0.00451161293,cover=0
- 22:[Area5<0.559839368] yes=45,no=46,missing=46,gain=4.2472477,cover=105794
- 45:[PialArea5<0.829066753] yes=91,no=92,missing=91,gain=3.5985806,cover=26225
- 91:leaf=0.000457473856,cover=0
- 92:leaf=-0.000728202809,cover=0
- 46:[Pol<11.2407846] yes=93,no=94,missing=94,gain=4.22566032,cover=79569
- 93:leaf=-0.000329520204,cover=0
- 94:leaf=0.000820378889,cover=0
- 2:[PialCurv5<-0.11032705] yes=5,no=6,missing=6,gain=11.8248348,cover=3752000
- 5:[PialArea5<0.82654506] yes=11,no=12,missing=11,gain=4.44667435,cover=94912
- 11:[Area5<0.713311911] yes=23,no=24,missing=24,gain=3.74346232,cover=28175
- 23:[MidArea5<0.67240268] yes=47,no=48,missing=47,gain=3.17539001,cover=25303
- 47:[Ecc<1.41371143] yes=95,no=96,missing=95,gain=2.88192487,cover=17920
- 95:leaf=0.00103068841,cover=0
- 96:leaf=-0.000488809485,cover=0
- 48:[LGI5<3.53458858] yes=97,no=98,missing=98,gain=2.15023875,cover=7383
- 97:leaf=0.00128441525,cover=0
- 98:leaf=-0.00255404203,cover=0
- 24:[LGI5<2.30180311] yes=49,no=50,missing=49,gain=1.56513381,cover=2872
- 49:[Curv5<-0.141545609] yes=99,no=100,missing=100,gain=2.1307056,cover=230
- 99:leaf=0.000207053221,cover=0
- 100:leaf=-0.00958242919,cover=0
- 50:[LGI5<2.62417936] yes=101,no=102,missing=102,gain=3.25584841,cover=2642
- 101:leaf=0.00132242986,cover=0
- 102:leaf=-0.00250021461,cover=0
- 12:[Curv5<-0.144993886] yes=25,no=26,missing=25,gain=10.2940464,cover=66737
- 25:[PialCurv5<-0.119850777] yes=51,no=52,missing=51,gain=6.05873871,cover=52233
- 51:[Pol<160.869751] yes=103,no=104,missing=103,gain=2.93326569,cover=20937
- 103:leaf=0.00137351255,cover=0
- 104:leaf=-0.000172775515,cover=0
- 52:[Area5<0.749596059] yes=105,no=106,missing=105,gain=2.71392846,cover=31296
- 105:leaf=0.000293653778,cover=0
- 106:leaf=-0.000736827962,cover=0
- 26:[LGI5<2.85285616] yes=53,no=54,missing=53,gain=4.89849091,cover=14504
- 53:[Area5<0.987501919] yes=107,no=108,missing=107,gain=4.90668297,cover=9350
- 107:leaf=0.00275031826,cover=0
- 108:leaf=-0.00802160054,cover=0
- 54:[Curv5<-0.0795110464] yes=109,no=110,missing=110,gain=7.53572083,cover=5154
- 109:leaf=0.00116182375,cover=0
- 110:leaf=-0.0073305713,cover=0
- 6:[Sulc0<-0.849334478] yes=13,no=14,missing=13,gain=3.43791533,cover=3657088
- 13:[Ecc<6.52965975] yes=27,no=28,missing=27,gain=4.6977005,cover=80277
- 27:[Ecc<3.48115921] yes=55,no=56,missing=56,gain=3.73997688,cover=70377
- 55:[Pol<130.198486] yes=111,no=112,missing=111,gain=5.42204618,cover=55461
- 111:leaf=6.39612772e-05,cover=0
- 112:leaf=-0.000972457172,cover=0
- 56:[PialArea5<1.07423365] yes=113,no=114,missing=114,gain=5.09945011,cover=14916
- 113:leaf=-1.41616183e-05,cover=0
- 114:leaf=-0.00191711506,cover=0
- 28:[Curv5<-0.0413376503] yes=57,no=58,missing=58,gain=1.36986256,cover=9900
- 57:[LGI5<3.05514836] yes=115,no=116,missing=115,gain=1.4366008,cover=9804
- 115:leaf=0.00131544878,cover=0
- 116:leaf=9.24754713e-05,cover=0
- 58:[MidArea5<0.775313437] yes=117,no=118,missing=118,gain=1.3019501,cover=96
- 117:leaf=9.46100481e-05,cover=0
- 118:leaf=0.0117574548,cover=0
- 14:[Curv5<-0.0922861248] yes=29,no=30,missing=29,gain=2.00835514,cover=3576811
- 29:[PialCurv5<-0.0441194475] yes=59,no=60,missing=59,gain=26.4479256,cover=762808
- 59:[Pol<156.492447] yes=119,no=120,missing=119,gain=6.99555969,cover=662177
- 119:leaf=-0.000282206485,cover=0
- 120:leaf=0.000122273865,cover=0
- 60:[Area5<0.654657125] yes=121,no=122,missing=121,gain=20.5197144,cover=100631
- 121:leaf=-4.21417462e-05,cover=0
- 122:leaf=0.0013858293,cover=0
- 30:[PialCurv5<-0.062031392] yes=61,no=62,missing=61,gain=34.5720253,cover=2814003
- 61:[MidArea5<0.692627788] yes=123,no=124,missing=123,gain=17.772274,cover=81058
- 123:leaf=-0.000139651223,cover=0
- 124:leaf=0.00149475224,cover=0
- 62:[Curv5<-0.0575901605] yes=125,no=126,missing=126,gain=9.65332508,cover=2732945
- 125:leaf=-0.000316469843,cover=0
- 126:leaf=5.93932782e-06,cover=0
-booster[885]:
-0:[Curv5<-0.203415334] yes=1,no=2,missing=1,gain=0.245741323,cover=5124388
- 1:[PialCurv5<-0.105644517] yes=3,no=4,missing=4,gain=4.98974228,cover=989292
- 3:[Sulc0<-0.145219594] yes=7,no=8,missing=7,gain=1.80779469,cover=879955
- 7:[Ecc<18.8860435] yes=15,no=16,missing=15,gain=1.61991262,cover=857727
- 15:[MidArea5<0.722913623] yes=31,no=32,missing=31,gain=1.38322055,cover=694110
- 31:[Pol<11.2407846] yes=63,no=64,missing=63,gain=3.3914094,cover=257049
- 63:leaf=0.000853665348,cover=0
- 64:leaf=1.18202179e-05,cover=0
- 32:[Pol<151.353775] yes=65,no=66,missing=65,gain=2.85995722,cover=437061
- 65:leaf=-2.17281831e-05,cover=0
- 66:leaf=-0.000322196604,cover=0
- 16:[Pol<176.117172] yes=33,no=34,missing=34,gain=2.43885994,cover=163617
- 33:[Pol<9.44515038] yes=67,no=68,missing=68,gain=3.51766896,cover=143123
- 67:leaf=-0.000233537867,cover=0
- 68:leaf=0.000347786758,cover=0
- 34:[Sulc0<-0.580759466] yes=69,no=70,missing=70,gain=2.33451271,cover=20494
- 69:leaf=-5.51259909e-05,cover=0
- 70:leaf=-0.00126657716,cover=0
- 8:[PialArea5<0.906120181] yes=17,no=18,missing=18,gain=3.08434224,cover=22228
- 17:[Pol<124.172195] yes=35,no=36,missing=35,gain=2.28830767,cover=16011
- 35:[LGI5<2.58517122] yes=71,no=72,missing=72,gain=1.5223093,cover=6080
- 71:leaf=-0.00122240628,cover=0
- 72:leaf=0.000999414013,cover=0
- 36:[PialArea5<0.82654506] yes=73,no=74,missing=73,gain=1.76714587,cover=9931
- 73:leaf=-0.000993933645,cover=0
- 74:leaf=0.000469115068,cover=0
- 18:[LGI5<3.268116] yes=37,no=38,missing=38,gain=2.08641052,cover=6217
- 37:[Ecc<32.6813126] yes=75,no=76,missing=75,gain=1.52851522,cover=3970
- 75:leaf=-0.00169483281,cover=0
- 76:leaf=0.000267005002,cover=0
- 38:[LGI5<3.35709596] yes=77,no=78,missing=77,gain=1.37933922,cover=2247
- 77:leaf=-0.00449053012,cover=0
- 78:leaf=-0.00180062,cover=0
- 4:[MidArea5<0.759348273] yes=9,no=10,missing=10,gain=4.36777925,cover=109337
- 9:[LGI5<2.3349762] yes=19,no=20,missing=19,gain=3.80197716,cover=51485
- 19:[PialArea5<0.839144647] yes=39,no=40,missing=39,gain=2.35099745,cover=8328
- 39:[Sulc0<-0.614971876] yes=79,no=80,missing=79,gain=2.15794373,cover=4778
- 79:leaf=0.0024325687,cover=0
- 80:leaf=0.000149896994,cover=0
- 40:[Ecc<2.91795349] yes=81,no=82,missing=81,gain=1.08854258,cover=3550
- 81:leaf=0.000466387399,cover=0
- 82:leaf=-0.00166693726,cover=0
- 20:[Ecc<0.618862808] yes=41,no=42,missing=41,gain=1.97564721,cover=43157
- 41:[LGI5<2.5379107] yes=83,no=84,missing=83,gain=3.4309845,cover=1475
- 83:leaf=0.000861935725,cover=0
- 84:leaf=0.00933962408,cover=0
- 42:[PialArea5<0.914612174] yes=85,no=86,missing=86,gain=2.68556285,cover=41682
- 85:leaf=-0.000111841728,cover=0
- 86:leaf=-0.00144303008,cover=0
- 10:[Sulc0<-0.661663771] yes=21,no=22,missing=22,gain=6.35208893,cover=57852
- 21:[Ecc<0.45941934] yes=43,no=44,missing=44,gain=2.22940016,cover=32758
- 43:[Sulc0<-0.928855538] yes=87,no=88,missing=87,gain=2.70338035,cover=1251
- 87:leaf=0.000291029341,cover=0
- 88:leaf=0.00500631379,cover=0
- 44:[Area5<0.780320704] yes=89,no=90,missing=89,gain=1.71772683,cover=31507
- 89:leaf=8.14784926e-06,cover=0
- 90:leaf=0.0016105976,cover=0
- 22:[PialCurv5<-0.0209923834] yes=45,no=46,missing=45,gain=5.45452023,cover=25094
- 45:[Ecc<3.67199802] yes=91,no=92,missing=92,gain=3.92274857,cover=24927
- 91:leaf=-0.000697283365,cover=0
- 92:leaf=0.00149526226,cover=0
- 46:[LGI5<2.59361267] yes=93,no=94,missing=94,gain=1.60946035,cover=167
- 93:leaf=0.00535285147,cover=0
- 94:leaf=-0.00954779331,cover=0
- 2:[PialCurv5<-0.132898524] yes=5,no=6,missing=5,gain=9.5702734,cover=4135096
- 5:[PialCurv5<-0.181738108] yes=11,no=12,missing=12,gain=2.6731329,cover=48490
- 11:[Sulc0<0.940059185] yes=23,no=24,missing=23,gain=1.13707614,cover=1412
- 23:[LGI5<2.39007568] yes=47,no=48,missing=47,gain=0.875799656,cover=1396
- 47:[Area5<0.659308732] yes=95,no=96,missing=96,gain=1.20134556,cover=179
- 95:leaf=-0.000722705561,cover=0
- 96:leaf=-0.00890159141,cover=0
- 48:[Ecc<15.7955055] yes=97,no=98,missing=97,gain=1.06282902,cover=1217
- 97:leaf=-4.35192014e-05,cover=0
- 98:leaf=-0.00314407842,cover=0
- 24:[PialCurv5<-0.190801308] yes=49,no=50,missing=50,gain=0.0593412519,cover=16
- 49:[Sulc0<0.966456771] yes=99,no=100,missing=100,gain=0.0164024234,cover=13
- 99:leaf=0.0060125622,cover=0
- 100:leaf=0.014168622,cover=0
- 50:[Ecc<33.2971039] yes=101,no=102,missing=102,gain=0.000433817506,cover=3
- 101:leaf=0.00462256093,cover=0
- 102:leaf=0.00160132849,cover=0
- 12:[Area5<0.609410942] yes=25,no=26,missing=26,gain=2.17604637,cover=47078
- 25:[Ecc<18.8860435] yes=51,no=52,missing=52,gain=2.13213396,cover=18007
- 51:[Ecc<9.75650311] yes=103,no=104,missing=104,gain=2.72691631,cover=16900
- 103:leaf=0.000284298207,cover=0
- 104:leaf=0.00270226575,cover=0
- 52:[Curv5<-0.171285838] yes=105,no=106,missing=106,gain=1.10209072,cover=1107
- 105:leaf=-0.00061794318,cover=0
- 106:leaf=-0.00390587631,cover=0
- 26:[MidArea5<0.930261374] yes=53,no=54,missing=53,gain=2.80900574,cover=29071
- 53:[Pol<157.965515] yes=107,no=108,missing=108,gain=2.71009159,cover=20125
- 107:leaf=0.00107194495,cover=0
- 108:leaf=0.00255304249,cover=0
- 54:[Sulc0<-0.661663771] yes=109,no=110,missing=109,gain=1.94850075,cover=8946
- 109:leaf=0.000740841613,cover=0
- 110:leaf=-0.000913418189,cover=0
- 6:[Sulc0<-1.06881595] yes=13,no=14,missing=13,gain=1.96630311,cover=4086606
- 13:[Pol<74.7525482] yes=27,no=28,missing=28,gain=3.87469387,cover=23590
- 27:[Ecc<17.0169544] yes=55,no=56,missing=56,gain=1.86047113,cover=15242
- 55:[Ecc<5.78819752] yes=111,no=112,missing=111,gain=2.51766062,cover=14572
- 111:leaf=-8.87343704e-05,cover=0
- 112:leaf=0.00215436844,cover=0
- 56:[LGI5<3.1967752] yes=113,no=114,missing=113,gain=1.35079598,cover=670
- 113:leaf=-0.00823478401,cover=0
- 114:leaf=-0.00167689554,cover=0
- 28:[LGI5<2.55302763] yes=57,no=58,missing=57,gain=2.38043833,cover=8348
- 57:[PialCurv5<-0.0965851992] yes=115,no=116,missing=116,gain=2.50862885,cover=6804
- 115:leaf=-0.00101136172,cover=0
- 116:leaf=-0.00300786435,cover=0
- 58:[Ecc<4.40349627] yes=117,no=118,missing=117,gain=3.51518369,cover=1544
- 117:leaf=0.0028369762,cover=0
- 118:leaf=-0.00193153811,cover=0
- 14:[Area5<0.453641325] yes=29,no=30,missing=29,gain=0.999328136,cover=4063016
- 29:[Ecc<13.6880245] yes=59,no=60,missing=59,gain=2.62057209,cover=38356
- 59:[LGI5<2.47264814] yes=119,no=120,missing=120,gain=3.22992039,cover=35371
- 119:leaf=2.28537046e-05,cover=0
- 120:leaf=0.00103405735,cover=0
- 60:[Ecc<18.3223667] yes=121,no=122,missing=121,gain=4.17805767,cover=2985
- 121:leaf=-0.00341723929,cover=0
- 122:leaf=0.000383530947,cover=0
- 30:[PialCurv5<-0.0779728889] yes=61,no=62,missing=62,gain=1.16785622,cover=4024660
- 61:[Curv5<-0.121808149] yes=123,no=124,missing=123,gain=29.9977322,cover=786731
- 123:leaf=-0.000187045691,cover=0
- 124:leaf=0.000733078108,cover=0
- 62:[Curv5<-0.143275946] yes=125,no=126,missing=125,gain=15.7918177,cover=3237929
- 125:leaf=0.000579218788,cover=0
- 126:leaf=-2.11880943e-05,cover=0
-booster[886]:
-0:[PialArea5<0.922987998] yes=1,no=2,missing=2,gain=0.243214071,cover=5124388
- 1:[MidArea5<0.975851595] yes=3,no=4,missing=4,gain=0.682854295,cover=3591589
- 3:[MidArea5<0.856507063] yes=7,no=8,missing=7,gain=0.766689956,cover=3589964
- 7:[Area5<0.854415178] yes=15,no=16,missing=16,gain=0.777800381,cover=3571697
- 15:[LGI5<2.6558373] yes=31,no=32,missing=31,gain=0.748523533,cover=3543395
- 31:[Pol<57.8577347] yes=63,no=64,missing=63,gain=1.83033824,cover=1528762
- 63:leaf=0.000186436053,cover=0
- 64:leaf=5.60012666e-07,cover=0
- 32:[Ecc<0.406764686] yes=65,no=66,missing=65,gain=1.971596,cover=2014633
- 65:leaf=-0.00214909459,cover=0
- 66:leaf=-2.68767071e-05,cover=0
- 16:[Sulc0<0.0608992092] yes=33,no=34,missing=34,gain=2.11568666,cover=28302
- 33:[Curv5<-0.0752395913] yes=67,no=68,missing=68,gain=5.48932934,cover=4229
- 67:leaf=0.00321450387,cover=0
- 68:leaf=-0.00158881606,cover=0
- 34:[Sulc0<0.869075775] yes=69,no=70,missing=69,gain=2.38915014,cover=24073
- 69:leaf=0.000837411848,cover=0
- 70:leaf=-0.000182249729,cover=0
- 8:[Ecc<11.1913614] yes=17,no=18,missing=17,gain=2.04540682,cover=18267
- 17:[PialCurv5<0.113078766] yes=35,no=36,missing=35,gain=2.08616066,cover=9220
- 35:[Curv5<-0.0553030409] yes=71,no=72,missing=72,gain=2.96802664,cover=7463
- 71:leaf=0.000167704813,cover=0
- 72:leaf=-0.00193616247,cover=0
- 36:[Sulc0<-0.188964635] yes=73,no=74,missing=73,gain=2.46047258,cover=1757
- 73:leaf=-0.00370665989,cover=0
- 74:leaf=0.00148923032,cover=0
- 18:[Pol<34.3003769] yes=37,no=38,missing=37,gain=2.028368,cover=9047
- 37:[Area5<0.846071243] yes=75,no=76,missing=76,gain=0.865238428,cover=1245
- 75:leaf=0.000998292933,cover=0
- 76:leaf=0.0036892218,cover=0
- 38:[Ecc<36.5542564] yes=77,no=78,missing=77,gain=3.38911128,cover=7802
- 77:leaf=0.000582221546,cover=0
- 78:leaf=-0.00169720245,cover=0
- 4:[PialCurv5<-0.0456207059] yes=9,no=10,missing=10,gain=0.700069189,cover=1625
- 9:[Ecc<3.41847086] yes=19,no=20,missing=19,gain=0.635995388,cover=91
- 19:[LGI5<2.27925944] yes=39,no=40,missing=39,gain=0.256634057,cover=81
- 39:[Ecc<1.21076584] yes=79,no=80,missing=80,gain=0.113760501,cover=35
- 79:leaf=-0.00019908922,cover=0
- 80:leaf=0.00606894726,cover=0
- 40:[Pol<114.966316] yes=81,no=82,missing=81,gain=0.317572832,cover=46
- 81:leaf=0.0020936511,cover=0
- 82:leaf=-0.00677044643,cover=0
- 20:[MidArea5<1.07671547] yes=41,no=42,missing=42,gain=0.00833916664,cover=10
- 41:leaf=-0.0157402996,cover=0
- 42:leaf=-0.00599011593,cover=0
- 10:[Curv5<-0.0343657099] yes=21,no=22,missing=21,gain=0.913857818,cover=1534
- 21:[Curv5<-0.0708468556] yes=43,no=44,missing=43,gain=0.26251781,cover=45
- 43:[LGI5<2.28518939] yes=83,no=84,missing=84,gain=0.0399684906,cover=11
- 83:leaf=0.00232862844,cover=0
- 84:leaf=0.0156498011,cover=0
- 44:[MidArea5<1.00466764] yes=85,no=86,missing=85,gain=0.0893397927,cover=34
- 85:leaf=0.00204066443,cover=0
- 86:leaf=0.00758616393,cover=0
- 22:[PialArea5<0.782997906] yes=45,no=46,missing=45,gain=0.664362788,cover=1489
- 45:[Pol<146.864227] yes=87,no=88,missing=88,gain=1.45760095,cover=432
- 87:leaf=0.00172463234,cover=0
- 88:leaf=0.0113343401,cover=0
- 46:[LGI5<2.18291569] yes=89,no=90,missing=89,gain=0.661719143,cover=1057
- 89:leaf=0.00858706888,cover=0
- 90:leaf=0.000188642225,cover=0
- 2:[Ecc<0.353712648] yes=5,no=6,missing=6,gain=0.915101588,cover=1532799
- 5:[LGI5<2.30690479] yes=11,no=12,missing=11,gain=2.17718554,cover=18853
- 11:[LGI5<2.21018219] yes=23,no=24,missing=23,gain=2.52400136,cover=5735
- 23:[PialCurv5<-0.0789950639] yes=47,no=48,missing=48,gain=0.855118215,cover=1819
- 47:[Area5<0.72514528] yes=91,no=92,missing=91,gain=1.53550661,cover=1086
- 91:leaf=7.76096058e-05,cover=0
- 92:leaf=-0.00667389436,cover=0
- 48:[Area5<0.587948382] yes=93,no=94,missing=94,gain=1.56060529,cover=733
- 93:leaf=-0.00533550978,cover=0
- 94:leaf=0.00246657059,cover=0
- 24:[Sulc0<-0.655889988] yes=49,no=50,missing=49,gain=3.82849216,cover=3916
- 49:[Area5<0.619086087] yes=95,no=96,missing=95,gain=4.32553673,cover=3496
- 95:leaf=-0.0032711674,cover=0
- 96:leaf=0.000265884039,cover=0
- 50:[LGI5<2.26652193] yes=97,no=98,missing=98,gain=1.21256495,cover=420
- 97:leaf=-0.00955199357,cover=0
- 98:leaf=-0.00407573115,cover=0
- 12:[PialCurv5<-0.0957419723] yes=25,no=26,missing=26,gain=2.1572156,cover=13118
- 25:[LGI5<2.62853003] yes=51,no=52,missing=51,gain=1.81595659,cover=6502
- 51:[Pol<56.1920547] yes=99,no=100,missing=100,gain=1.67052853,cover=6206
- 99:leaf=9.38416561e-05,cover=0
- 100:leaf=-0.00155330962,cover=0
- 52:[Sulc0<-0.53419745] yes=101,no=102,missing=102,gain=0.612654328,cover=296
- 101:leaf=0.00354075409,cover=0
- 102:leaf=-0.0114779128,cover=0
- 26:[LGI5<2.37589788] yes=53,no=54,missing=53,gain=1.30401039,cover=6616
- 53:[Sulc0<-0.714205623] yes=103,no=104,missing=103,gain=1.44047284,cover=2169
- 103:leaf=0.000492001767,cover=0
- 104:leaf=-0.00232892903,cover=0
- 54:[Curv5<-0.136312515] yes=105,no=106,missing=105,gain=1.42281437,cover=4447
- 105:leaf=0.0022525494,cover=0
- 106:leaf=0.000425010279,cover=0
- 6:[LGI5<3.58443618] yes=13,no=14,missing=14,gain=0.714856505,cover=1513946
- 13:[Ecc<2.25101852] yes=27,no=28,missing=27,gain=0.803090692,cover=1464798
- 27:[Pol<11.2407846] yes=55,no=56,missing=56,gain=4.27610111,cover=234755
- 55:[PialCurv5<-0.0940372422] yes=107,no=108,missing=107,gain=6.66594219,cover=21854
- 107:leaf=-5.43054557e-05,cover=0
- 108:leaf=-0.00205504778,cover=0
- 56:[PialCurv5<-0.131946102] yes=109,no=110,missing=110,gain=2.22868037,cover=212901
- 109:leaf=-0.000212737737,cover=0
- 110:leaf=0.000236578402,cover=0
- 28:[LGI5<2.16230083] yes=57,no=58,missing=57,gain=2.39936972,cover=1230043
- 57:[Curv5<-0.156904668] yes=111,no=112,missing=112,gain=1.87708402,cover=3759
- 111:leaf=-0.000503601041,cover=0
- 112:leaf=-0.00290745287,cover=0
- 58:[LGI5<2.25075769] yes=113,no=114,missing=113,gain=1.99822426,cover=1226284
- 113:leaf=0.000558484753,cover=0
- 114:leaf=-4.93920379e-06,cover=0
- 14:[Curv5<-0.0366821773] yes=29,no=30,missing=30,gain=2.69621277,cover=49148
- 29:[Area5<0.7084831] yes=59,no=60,missing=59,gain=3.00299406,cover=44433
- 59:[PialCurv5<-0.0456207059] yes=115,no=116,missing=116,gain=2.24855781,cover=17920
- 115:leaf=0.000458000606,cover=0
- 116:leaf=0.00300382776,cover=0
- 60:[MidArea5<0.85417223] yes=117,no=118,missing=118,gain=1.42583632,cover=26513
- 117:leaf=-0.00120092242,cover=0
- 118:leaf=-0.000108640641,cover=0
- 30:[PialCurv5<-0.0280297659] yes=61,no=62,missing=61,gain=2.50332999,cover=4715
- 61:[Pol<56.1920547] yes=119,no=120,missing=119,gain=5.8427701,cover=402
- 119:leaf=0.00992473401,cover=0
- 120:leaf=-0.00240806094,cover=0
- 62:[Sulc0<-0.101085678] yes=121,no=122,missing=121,gain=2.67080951,cover=4313
- 121:leaf=-0.000596153957,cover=0
- 122:leaf=0.00196673698,cover=0
-booster[887]:
-0:[PialArea5<0.922987998] yes=1,no=2,missing=2,gain=0.219489232,cover=5124388
- 1:[Ecc<0.295587689] yes=3,no=4,missing=3,gain=0.675679624,cover=3591589
- 3:[Area5<0.714116395] yes=7,no=8,missing=8,gain=3.46549177,cover=27409
- 7:[LGI5<2.19753051] yes=15,no=16,missing=15,gain=3.35776377,cover=25426
- 15:[LGI5<2.13090348] yes=31,no=32,missing=31,gain=2.56160474,cover=1890
- 31:[Area5<0.663893223] yes=63,no=64,missing=64,gain=2.50049758,cover=422
- 63:leaf=0.00013432953,cover=0
- 64:leaf=-0.0114775272,cover=0
- 32:[Area5<0.657483757] yes=65,no=66,missing=65,gain=3.58357525,cover=1468
- 65:leaf=0.00191001524,cover=0
- 66:leaf=0.00824388023,cover=0
- 16:[LGI5<2.33061647] yes=33,no=34,missing=33,gain=3.29934978,cover=23536
- 33:[Curv5<0.139330834] yes=67,no=68,missing=68,gain=3.59430718,cover=7845
- 67:leaf=-0.00113126182,cover=0
- 68:leaf=0.00441424036,cover=0
- 34:[LGI5<2.44319153] yes=69,no=70,missing=70,gain=4.47556305,cover=15691
- 69:leaf=0.00105745229,cover=0
- 70:leaf=-0.00065347791,cover=0
- 8:[PialCurv5<-0.0693148375] yes=17,no=18,missing=18,gain=6.11461926,cover=1983
- 17:[Sulc0<-0.667459846] yes=35,no=36,missing=35,gain=0.862735748,cover=164
- 35:[PialCurv5<-0.142826259] yes=71,no=72,missing=71,gain=1.22986388,cover=110
- 71:leaf=-0.0152598424,cover=0
- 72:leaf=-0.0017949529,cover=0
- 36:[MidArea5<0.834597051] yes=73,no=74,missing=73,gain=0.780365705,cover=54
- 73:leaf=-0.0145620322,cover=0
- 74:leaf=0.00209087855,cover=0
- 18:[Curv5<0.0146088367] yes=37,no=38,missing=37,gain=5.95045805,cover=1819
- 37:[Sulc0<-0.413983464] yes=75,no=76,missing=75,gain=5.88545513,cover=755
- 75:leaf=0.00864742603,cover=0
- 76:leaf=-0.00248491089,cover=0
- 38:[PialArea5<0.686586082] yes=77,no=78,missing=77,gain=2.90819526,cover=1064
- 77:leaf=0.00295630074,cover=0
- 78:leaf=-0.00231534173,cover=0
- 4:[MidArea5<0.791754067] yes=9,no=10,missing=10,gain=0.668054402,cover=3564180
- 9:[Area5<0.780320704] yes=19,no=20,missing=19,gain=1.12845337,cover=3297878
- 19:[PialArea5<0.782997906] yes=39,no=40,missing=39,gain=0.749668777,cover=3139430
- 39:[MidArea5<0.713920057] yes=79,no=80,missing=80,gain=1.54889369,cover=2315493
- 79:leaf=-1.06503121e-05,cover=0
- 80:leaf=-0.000152241468,cover=0
- 40:[Pol<57.0350037] yes=81,no=82,missing=81,gain=4.0095377,cover=823937
- 81:leaf=-0.000150670632,cover=0
- 82:leaf=9.85222505e-05,cover=0
- 20:[Sulc0<0.624357879] yes=41,no=42,missing=41,gain=2.10858297,cover=158448
- 41:[Curv5<0.0431617796] yes=83,no=84,missing=83,gain=2.47028041,cover=86171
- 83:leaf=-0.000245885225,cover=0
- 84:leaf=0.000427290419,cover=0
- 42:[Ecc<19.4699688] yes=85,no=86,missing=85,gain=1.83317137,cover=72277
- 85:leaf=-0.000389012828,cover=0
- 86:leaf=0.000128203887,cover=0
- 10:[LGI5<2.50608969] yes=21,no=22,missing=22,gain=2.1737895,cover=266302
- 21:[Curv5<-0.139824241] yes=43,no=44,missing=44,gain=4.52491856,cover=47404
- 43:[Ecc<0.513775289] yes=87,no=88,missing=87,gain=1.29782534,cover=5809
- 87:leaf=0.00806600135,cover=0
- 88:leaf=0.00144345814,cover=0
- 44:[Sulc0<-0.580759466] yes=89,no=90,missing=89,gain=3.43214798,cover=41595
- 89:leaf=-0.00117108307,cover=0
- 90:leaf=0.0002099454,cover=0
- 22:[Pol<141.081833] yes=45,no=46,missing=45,gain=2.1109283,cover=218898
- 45:[Pol<42.7478409] yes=91,no=92,missing=92,gain=2.68839502,cover=167511
- 91:leaf=8.11060381e-05,cover=0
- 92:leaf=-0.000363318744,cover=0
- 46:[PialCurv5<-0.0173297711] yes=93,no=94,missing=93,gain=5.78184414,cover=51387
- 93:leaf=-0.00024151821,cover=0
- 94:leaf=0.000888132316,cover=0
- 2:[Ecc<0.353712648] yes=5,no=6,missing=6,gain=0.826346397,cover=1532799
- 5:[LGI5<2.30690479] yes=11,no=12,missing=11,gain=1.96559656,cover=18853
- 11:[LGI5<2.21018219] yes=23,no=24,missing=23,gain=2.27779865,cover=5735
- 23:[PialCurv5<-0.0810050145] yes=47,no=48,missing=48,gain=0.775703609,cover=1819
- 47:[Area5<0.72514528] yes=95,no=96,missing=95,gain=1.37209928,cover=1050
- 95:leaf=2.21995924e-05,cover=0
- 96:leaf=-0.00667642942,cover=0
- 48:[LGI5<2.16230083] yes=97,no=98,missing=97,gain=1.65894604,cover=769
- 97:leaf=0.00441699754,cover=0
- 98:leaf=-0.000317173777,cover=0
- 24:[Sulc0<-0.655889988] yes=49,no=50,missing=49,gain=3.45748425,cover=3916
- 49:[Curv5<-0.0390223041] yes=99,no=100,missing=99,gain=4.2961607,cover=3496
- 99:leaf=-0.00147745071,cover=0
- 100:leaf=0.0121310288,cover=0
- 50:[MidArea5<0.975851595] yes=101,no=102,missing=101,gain=1.18329525,cover=420
- 101:leaf=-0.00688103912,cover=0
- 102:leaf=0.00231711939,cover=0
- 12:[PialCurv5<-0.0957419723] yes=25,no=26,missing=25,gain=1.94713378,cover=13118
- 25:[LGI5<2.62853003] yes=51,no=52,missing=52,gain=1.63776124,cover=6502
- 51:[Sulc0<-1.12931466] yes=103,no=104,missing=103,gain=1.63236117,cover=6206
- 103:leaf=0.0012682674,cover=0
- 104:leaf=-0.00108694867,cover=0
- 52:[Sulc0<-0.53419745] yes=105,no=106,missing=105,gain=0.559386373,cover=296
- 105:leaf=0.00336432504,cover=0
- 106:leaf=-0.0109859956,cover=0
- 26:[LGI5<2.37589788] yes=53,no=54,missing=53,gain=1.17699122,cover=6616
- 53:[Pol<134.743088] yes=107,no=108,missing=107,gain=1.40623045,cover=2169
- 107:leaf=-0.00127643102,cover=0
- 108:leaf=0.00137813075,cover=0
- 54:[Curv5<-0.119937547] yes=109,no=110,missing=110,gain=1.30312419,cover=4447
- 109:leaf=0.00188992487,cover=0
- 110:leaf=0.000173697641,cover=0
- 6:[Area5<0.846071243] yes=13,no=14,missing=13,gain=0.677468657,cover=1513946
- 13:[LGI5<3.58443618] yes=27,no=28,missing=28,gain=1.12599576,cover=1421293
- 27:[Curv5<0.049365297] yes=55,no=56,missing=55,gain=1.26438558,cover=1376239
- 55:[PialArea5<1.57955706] yes=111,no=112,missing=111,gain=1.26898789,cover=1373586
- 111:leaf=2.714929e-05,cover=0
- 112:leaf=-0.000477623485,cover=0
- 56:[Ecc<0.669936359] yes=113,no=114,missing=114,gain=3.93230772,cover=2653
- 113:leaf=0.0215969495,cover=0
- 114:leaf=-0.00123283442,cover=0
- 28:[PialArea5<1.57955706] yes=57,no=58,missing=58,gain=2.38175774,cover=45054
- 57:[Curv5<-0.0390223041] yes=115,no=116,missing=115,gain=2.2088449,cover=45016
- 115:leaf=0.000151692482,cover=0
- 116:leaf=0.00135860208,cover=0
- 58:[Ecc<8.23836613] yes=117,no=118,missing=117,gain=4.54787731,cover=38
- 117:leaf=0.0234220792,cover=0
- 118:leaf=-0.0136189377,cover=0
- 14:[Ecc<3.29132295] yes=29,no=30,missing=30,gain=1.49377704,cover=92653
- 29:[Sulc0<-0.842326522] yes=59,no=60,missing=59,gain=2.71720362,cover=9842
- 59:[LGI5<2.63733578] yes=119,no=120,missing=119,gain=2.32683802,cover=2691
- 119:leaf=0.00122959248,cover=0
- 120:leaf=0.00545719592,cover=0
- 60:[LGI5<2.3349762] yes=121,no=122,missing=121,gain=1.93786108,cover=7151
- 121:leaf=0.00143550511,cover=0
- 122:leaf=-0.000497946516,cover=0
- 30:[Curv5<-0.0642315522] yes=61,no=62,missing=61,gain=1.74729621,cover=82811
- 61:[PialArea5<1.25128293] yes=123,no=124,missing=123,gain=1.82958794,cover=66355
- 123:leaf=-0.000610799587,cover=0
- 124:leaf=-7.66158191e-05,cover=0
- 62:[Sulc0<-0.493071198] yes=125,no=126,missing=125,gain=2.98773932,cover=16456
- 125:leaf=0.00292116078,cover=0
- 126:leaf=0.000108995511,cover=0
-booster[888]:
-0:[MidArea5<1.1557827] yes=1,no=2,missing=2,gain=0.209761024,cover=5124388
- 1:[PialArea5<1.57955706] yes=3,no=4,missing=3,gain=1.192891,cover=5084355
- 3:[PialArea5<1.48916721] yes=7,no=8,missing=7,gain=0.346540928,cover=5082312
- 7:[MidArea5<1.09619975] yes=15,no=16,missing=15,gain=0.558833718,cover=5072371
- 15:[PialArea5<1.39628088] yes=31,no=32,missing=31,gain=0.384202838,cover=5041596
- 31:[Curv5<-0.203415334] yes=63,no=64,missing=63,gain=0.275076509,cover=5024122
- 63:leaf=2.37698623e-05,cover=0
- 64:leaf=-5.99888017e-06,cover=0
- 32:[PialCurv5<-0.0839454681] yes=65,no=66,missing=66,gain=3.86380911,cover=17474
- 65:leaf=7.46758087e-05,cover=0
- 66:leaf=-0.00201914017,cover=0
- 16:[Area5<0.72867924] yes=33,no=34,missing=33,gain=1.88486922,cover=30775
- 33:[PialCurv5<-0.058241725] yes=67,no=68,missing=67,gain=0.628108025,cover=358
- 67:leaf=0.00428510783,cover=0
- 68:leaf=-0.00534179015,cover=0
- 34:[PialCurv5<-0.0779728889] yes=69,no=70,missing=69,gain=1.00112951,cover=30417
- 69:leaf=1.39784779e-05,cover=0
- 70:leaf=0.000697217125,cover=0
- 8:[Ecc<3.67199802] yes=17,no=18,missing=18,gain=2.14212489,cover=9941
- 17:[Curv5<-0.0902613774] yes=35,no=36,missing=36,gain=1.84600198,cover=5911
- 35:[PialCurv5<-0.0896686092] yes=71,no=72,missing=71,gain=3.06877828,cover=5819
- 71:leaf=0.000735334004,cover=0
- 72:leaf=-0.00225822255,cover=0
- 36:[LGI5<2.49262404] yes=73,no=74,missing=73,gain=2.5692513,cover=92
- 73:leaf=0.0130441785,cover=0
- 74:leaf=-0.00461054919,cover=0
- 18:[LGI5<2.50273752] yes=37,no=38,missing=37,gain=1.78587127,cover=4030
- 37:[Ecc<7.64592981] yes=75,no=76,missing=75,gain=0.848905087,cover=763
- 75:leaf=-0.00368159451,cover=0
- 76:leaf=0.0052118185,cover=0
- 38:[Ecc<12.7231894] yes=77,no=78,missing=77,gain=1.00051451,cover=3267
- 77:leaf=-0.000459218601,cover=0
- 78:leaf=-0.00422618305,cover=0
- 4:[Area5<0.642765105] yes=9,no=10,missing=9,gain=2.33706045,cover=2043
- 9:[Pol<130.822815] yes=19,no=20,missing=20,gain=1.18850613,cover=843
- 19:[Ecc<3.35458159] yes=39,no=40,missing=39,gain=2.08057594,cover=534
- 39:[LGI5<2.50608969] yes=79,no=80,missing=80,gain=1.00717151,cover=427
- 79:leaf=0.00197352818,cover=0
- 80:leaf=-0.00381853851,cover=0
- 40:[Pol<15.1533136] yes=81,no=82,missing=81,gain=1.61272907,cover=107
- 81:leaf=-0.0120913824,cover=0
- 82:leaf=0.0101984637,cover=0
- 20:[Ecc<6.22534323] yes=41,no=42,missing=41,gain=0.81366241,cover=309
- 41:[Ecc<1.10530448] yes=83,no=84,missing=84,gain=0.994540155,cover=247
- 83:leaf=0.00778234378,cover=0
- 84:leaf=-0.00386425084,cover=0
- 42:[LGI5<2.55302763] yes=85,no=86,missing=85,gain=1.45763874,cover=62
- 85:leaf=0.022056615,cover=0
- 86:leaf=0.000316085381,cover=0
- 10:[Sulc0<-0.782470584] yes=21,no=22,missing=21,gain=1.36200452,cover=1200
- 21:[PialCurv5<-0.0868030339] yes=43,no=44,missing=43,gain=0.90741396,cover=871
- 43:[LGI5<2.50608969] yes=87,no=88,missing=87,gain=0.591619968,cover=786
- 87:leaf=-0.00429265108,cover=0
- 88:leaf=-0.00151005608,cover=0
- 44:[Curv5<-0.175970852] yes=89,no=90,missing=89,gain=0.653080225,cover=85
- 89:leaf=-0.00166715111,cover=0
- 90:leaf=-0.011337827,cover=0
- 22:[LGI5<2.8746686] yes=45,no=46,missing=45,gain=0.812400818,cover=329
- 45:[LGI5<2.44639945] yes=91,no=92,missing=91,gain=0.958414555,cover=270
- 91:leaf=0.00297335139,cover=0
- 92:leaf=-0.00323875295,cover=0
- 46:[LGI5<3.07360435] yes=93,no=94,missing=93,gain=0.816051662,cover=59
- 93:leaf=0.0104810698,cover=0
- 94:leaf=-0.00124308583,cover=0
- 2:[Area5<0.701312602] yes=5,no=6,missing=5,gain=1.0027132,cover=40033
- 5:[Ecc<2.6675415] yes=11,no=12,missing=12,gain=1.11300957,cover=1853
- 11:[Ecc<1.51801682] yes=23,no=24,missing=23,gain=1.41399384,cover=905
- 23:[PialCurv5<-0.0965851992] yes=47,no=48,missing=47,gain=0.913028538,cover=374
- 47:[Pol<125.308708] yes=95,no=96,missing=95,gain=0.810400128,cover=295
- 95:leaf=0.0044724145,cover=0
- 96:leaf=-0.0043549072,cover=0
- 48:[Curv5<-0.108295463] yes=97,no=98,missing=97,gain=0.55352658,cover=79
- 97:leaf=-0.00343747786,cover=0
- 98:leaf=0.0137726618,cover=0
- 24:[PialCurv5<-0.113441773] yes=49,no=50,missing=49,gain=1.04569817,cover=531
- 49:[Sulc0<-1.24864507] yes=99,no=100,missing=99,gain=0.86541605,cover=261
- 99:leaf=-0.00589608261,cover=0
- 100:leaf=0.00186013698,cover=0
- 50:[Curv5<-0.198884338] yes=101,no=102,missing=101,gain=0.612032413,cover=270
- 101:leaf=-0.000864587666,cover=0
- 102:leaf=-0.00574302487,cover=0
- 12:[Curv5<-0.245563462] yes=25,no=26,missing=26,gain=1.72586703,cover=948
- 25:[Ecc<3.10160303] yes=51,no=52,missing=51,gain=0.619161487,cover=119
- 51:[Area5<0.663893223] yes=103,no=104,missing=103,gain=0.229439721,cover=39
- 103:leaf=-0.00211920612,cover=0
- 104:leaf=0.00540623767,cover=0
- 52:[Pol<8.56911278] yes=105,no=106,missing=106,gain=0.486639738,cover=80
- 105:leaf=-0.0124611482,cover=0
- 106:leaf=-0.00337568228,cover=0
- 26:[Curv5<-0.125495523] yes=53,no=54,missing=53,gain=1.83747649,cover=829
- 53:[Pol<54.5053368] yes=107,no=108,missing=107,gain=1.01356506,cover=761
- 107:leaf=0.00561413309,cover=0
- 108:leaf=0.00194133155,cover=0
- 54:[Pol<152.827332] yes=109,no=110,missing=109,gain=2.9521699,cover=68
- 109:leaf=-0.012170746,cover=0
- 110:leaf=0.00928871613,cover=0
- 6:[PialArea5<1.08444798] yes=13,no=14,missing=13,gain=0.740927339,cover=38180
- 13:[Ecc<4.00532722] yes=27,no=28,missing=27,gain=0.625232995,cover=499
- 27:[LGI5<2.45602322] yes=55,no=56,missing=56,gain=0.760651827,cover=275
- 55:[LGI5<2.2730217] yes=111,no=112,missing=111,gain=0.572470963,cover=143
- 111:leaf=0.00964129996,cover=0
- 112:leaf=-0.000127909472,cover=0
- 56:[PialCurv5<0.0877920389] yes=113,no=114,missing=114,gain=0.568631411,cover=132
- 113:leaf=0.00288802432,cover=0
- 114:leaf=0.0094922455,cover=0
- 28:[LGI5<2.97899532] yes=57,no=58,missing=57,gain=1.08381057,cover=224
- 57:[Pol<105.995506] yes=115,no=116,missing=116,gain=0.451915145,cover=73
- 115:leaf=0.000659226906,cover=0
- 116:leaf=-0.00766184693,cover=0
- 58:[LGI5<2.99594808] yes=117,no=118,missing=118,gain=1.12164605,cover=151
- 117:leaf=0.0107417488,cover=0
- 118:leaf=0.000204491269,cover=0
- 14:[LGI5<2.23211861] yes=29,no=30,missing=30,gain=0.873781264,cover=37681
- 29:[Area5<0.76451689] yes=59,no=60,missing=59,gain=1.27829146,cover=562
- 59:[LGI5<2.16230083] yes=119,no=120,missing=119,gain=0.57203567,cover=166
- 119:leaf=0.00616753055,cover=0
- 120:leaf=-0.000184639401,cover=0
- 60:[PialArea5<1.57955706] yes=121,no=122,missing=121,gain=1.03947473,cover=396
- 121:leaf=-0.000944003405,cover=0
- 122:leaf=-0.00606731046,cover=0
- 30:[PialArea5<1.39628088] yes=61,no=62,missing=61,gain=0.915602803,cover=37119
- 61:[LGI5<3.78836131] yes=123,no=124,missing=123,gain=1.35617328,cover=3947
- 123:leaf=-0.00078098831,cover=0
- 124:leaf=0.00624148129,cover=0
- 62:[Curv5<-0.0343657099] yes=125,no=126,missing=125,gain=1.73667526,cover=33172
- 125:leaf=0.000195026587,cover=0
- 126:leaf=-0.00268226583,cover=0
-booster[889]:
-0:[LGI5<3.74316525] yes=1,no=2,missing=1,gain=0.20808129,cover=5124388
- 1:[LGI5<3.67381835] yes=3,no=4,missing=4,gain=0.852718711,cover=5044320
- 3:[Sulc0<1.25822949] yes=7,no=8,missing=8,gain=0.372858882,cover=5004288
- 7:[LGI5<3.56741142] yes=15,no=16,missing=15,gain=0.367522091,cover=4986825
- 15:[LGI5<3.35709596] yes=31,no=32,missing=31,gain=0.333925009,cover=4885846
- 31:[Ecc<28.7730255] yes=61,no=62,missing=61,gain=2.7801981,cover=4548031
- 61:leaf=8.74990201e-06,cover=0
- 62:leaf=-0.000133179739,cover=0
- 32:[Ecc<28.2834949] yes=63,no=64,missing=63,gain=9.46238995,cover=337815
- 63:leaf=-0.000128433923,cover=0
- 64:leaf=0.000444230827,cover=0
- 16:[Pol<50.9985542] yes=33,no=34,missing=33,gain=3.99805212,cover=100979
- 33:[LGI5<3.60428405] yes=65,no=66,missing=65,gain=5.18626785,cover=27898
- 65:leaf=-0.000386065687,cover=0
- 66:leaf=0.000994691858,cover=0
- 34:[Sulc0<0.272107065] yes=67,no=68,missing=67,gain=5.68929958,cover=73081
- 67:leaf=0.000111460628,cover=0
- 68:leaf=-0.000774740707,cover=0
- 8:[Ecc<14.28263] yes=17,no=18,missing=18,gain=1.38667297,cover=17463
- 17:[PialCurv5<0.250690639] yes=35,no=36,missing=35,gain=1.72728288,cover=773
- 35:[Pol<99.5532455] yes=69,no=70,missing=70,gain=0.696590424,cover=43
- 69:leaf=-0.000503118965,cover=0
- 70:leaf=0.0125445891,cover=0
- 36:[Pol<86.7064972] yes=71,no=72,missing=71,gain=1.31796324,cover=730
- 71:leaf=-0.0114873787,cover=0
- 72:leaf=-0.00191567116,cover=0
- 18:[Pol<40.9012032] yes=37,no=38,missing=38,gain=1.10438669,cover=16690
- 37:[Area5<0.699748635] yes=73,no=74,missing=73,gain=0.498873115,cover=548
- 73:leaf=-0.000236181702,cover=0
- 74:leaf=-0.00326275383,cover=0
- 38:[PialCurv5<0.0331302322] yes=75,no=76,missing=75,gain=1.40882897,cover=16142
- 75:leaf=0.0122614317,cover=0
- 76:leaf=0.000382549333,cover=0
- 4:[Area5<0.72867924] yes=9,no=10,missing=9,gain=4.99154282,cover=40032
- 9:[Ecc<18.3223667] yes=19,no=20,missing=20,gain=2.93744469,cover=24843
- 19:[Pol<151.353775] yes=39,no=40,missing=39,gain=1.98652494,cover=8136
- 39:[Ecc<11.1913614] yes=77,no=78,missing=77,gain=2.54992151,cover=6743
- 77:leaf=-0.00190514815,cover=0
- 78:leaf=0.000683534832,cover=0
- 40:[Sulc0<-0.237935558] yes=79,no=80,missing=79,gain=2.37418532,cover=1393
- 79:leaf=-0.00119825732,cover=0
- 80:leaf=-0.0085847443,cover=0
- 20:[PialCurv5<0.45140323] yes=41,no=42,missing=41,gain=2.49917269,cover=16707
- 41:[Pol<138.971481] yes=81,no=82,missing=81,gain=1.96382332,cover=16537
- 81:leaf=0.0014978837,cover=0
- 82:leaf=0.000345367676,cover=0
- 42:[Pol<76.1517639] yes=83,no=84,missing=83,gain=0.252298832,cover=170
- 83:leaf=-0.000313002791,cover=0
- 84:leaf=-0.00576196006,cover=0
- 10:[MidArea5<0.661389112] yes=21,no=22,missing=21,gain=3.4612124,cover=15189
- 21:[Pol<82.8478928] yes=43,no=44,missing=43,gain=1.77103698,cover=2676
- 43:[Sulc0<0.779008448] yes=85,no=86,missing=86,gain=1.43337011,cover=926
- 85:leaf=0.00274681184,cover=0
- 86:leaf=-0.00176589692,cover=0
- 44:[Ecc<17.2700901] yes=87,no=88,missing=87,gain=1.08357644,cover=1750
- 87:leaf=-5.29289937e-05,cover=0
- 88:leaf=0.00280807982,cover=0
- 22:[Sulc0<-0.00954892673] yes=45,no=46,missing=45,gain=3.81225944,cover=12513
- 45:[PialCurv5<0.000298873958] yes=89,no=90,missing=89,gain=1.87580204,cover=6262
- 89:leaf=-0.000307222712,cover=0
- 90:leaf=0.00219590985,cover=0
- 46:[Curv5<-0.024997253] yes=91,no=92,missing=91,gain=1.99574757,cover=6251
- 91:leaf=-0.00344831124,cover=0
- 92:leaf=-0.00124708563,cover=0
- 2:[Ecc<12.3665791] yes=5,no=6,missing=5,gain=1.43261576,cover=80068
- 5:[Pol<29.3809395] yes=11,no=12,missing=11,gain=2.51653337,cover=4318
- 11:[Area5<0.729573667] yes=23,no=24,missing=23,gain=2.67590714,cover=691
- 23:[Ecc<6.52965975] yes=47,no=48,missing=47,gain=1.61695862,cover=503
- 47:[Area5<0.629274011] yes=93,no=94,missing=93,gain=0.0305064917,cover=39
- 93:leaf=-0.00341064855,cover=0
- 94:leaf=-0.00694748852,cover=0
- 48:[Ecc<10.147254] yes=95,no=96,missing=96,gain=2.35704017,cover=464
- 95:leaf=0.00804428011,cover=0
- 96:leaf=0.000919733371,cover=0
- 24:[Area5<0.799647689] yes=49,no=50,missing=50,gain=2.20840216,cover=188
- 49:[Pol<15.1533136] yes=97,no=98,missing=98,gain=1.15858078,cover=176
- 97:leaf=-0.00898165442,cover=0
- 98:leaf=-0.000870226417,cover=0
- 50:[Sulc0<-1.03844893] yes=99,no=100,missing=100,gain=0.72078371,cover=12
- 99:leaf=-0.00371795753,cover=0
- 100:leaf=0.0231289417,cover=0
- 12:[Area5<0.59157455] yes=25,no=26,missing=26,gain=1.94383693,cover=3627
- 25:[Ecc<10.8716469] yes=51,no=52,missing=51,gain=2.49934888,cover=581
- 51:[Area5<0.56946665] yes=101,no=102,missing=101,gain=0.920680761,cover=215
- 101:leaf=0.00787680876,cover=0
- 102:leaf=0.00106527878,cover=0
- 52:[Pol<107.129471] yes=103,no=104,missing=103,gain=2.16633511,cover=366
- 103:leaf=0.00190099643,cover=0
- 104:leaf=-0.00587691832,cover=0
- 26:[MidArea5<0.798780084] yes=53,no=54,missing=53,gain=1.32692432,cover=3046
- 53:[Curv5<0.000893599819] yes=105,no=106,missing=106,gain=1.39278364,cover=2292
- 105:leaf=-0.0041412767,cover=0
- 106:leaf=-0.00161156047,cover=0
- 54:[Curv5<-0.26661092] yes=107,no=108,missing=107,gain=0.814707279,cover=754
- 107:leaf=0.00738589466,cover=0
- 108:leaf=-0.000534138642,cover=0
- 6:[PialCurv5<0.0285326894] yes=13,no=14,missing=13,gain=1.80551612,cover=75750
- 13:[Curv5<0.18040961] yes=27,no=28,missing=27,gain=1.5455296,cover=41402
- 27:[PialArea5<0.777740717] yes=55,no=56,missing=55,gain=1.48016417,cover=41385
- 55:[Area5<0.623097897] yes=109,no=110,missing=109,gain=5.01691341,cover=10972
- 109:leaf=0.000290237047,cover=0
- 110:leaf=-0.00184845307,cover=0
- 56:[PialCurv5<-0.0209923834] yes=111,no=112,missing=111,gain=1.65025651,cover=30413
- 111:leaf=-0.000223092138,cover=0
- 112:leaf=0.000859938387,cover=0
- 28:leaf=0.0143963071,cover=0
- 14:[PialArea5<1.10654831] yes=29,no=30,missing=29,gain=2.33801794,cover=34348
- 29:[Sulc0<-0.592216015] yes=57,no=58,missing=58,gain=2.09332275,cover=34288
- 57:[LGI5<3.84897733] yes=113,no=114,missing=113,gain=0.497456551,cover=72
- 113:leaf=-0.00121047848,cover=0
- 114:leaf=-0.0106866751,cover=0
- 58:[PialArea5<0.658944428] yes=115,no=116,missing=115,gain=2.15418077,cover=34216
- 115:leaf=8.88405793e-06,cover=0
- 116:leaf=0.00092264777,cover=0
- 30:[Pol<20.2198563] yes=59,no=60,missing=59,gain=0.563711166,cover=60
- 59:leaf=-0.00892284233,cover=0
- 60:[MidArea5<1.09619975] yes=117,no=118,missing=117,gain=0.346149683,cover=57
- 117:leaf=0.0195098966,cover=0
- 118:leaf=0.00900460407,cover=0
-booster[890]:
-0:[Curv5<-0.0320370905] yes=1,no=2,missing=1,gain=0.207123369,cover=5124388
- 1:[PialCurv5<0.110155433] yes=3,no=4,missing=3,gain=1.65523612,cover=2845137
- 3:[Sulc0<0.849368811] yes=7,no=8,missing=7,gain=1.4864825,cover=2843376
- 7:[Sulc0<0.474820405] yes=15,no=16,missing=16,gain=1.58607459,cover=2843111
- 15:[Ecc<8.87956142] yes=31,no=32,missing=31,gain=1.43126166,cover=2833824
- 31:[Sulc0<-0.00176540145] yes=61,no=62,missing=61,gain=4.86121845,cover=1806313
- 61:leaf=-2.21156024e-05,cover=0
- 62:leaf=-0.000558843545,cover=0
- 32:[Pol<38.1036148] yes=63,no=64,missing=63,gain=3.70466948,cover=1027511
- 63:leaf=-0.000103282466,cover=0
- 64:leaf=0.000102325976,cover=0
- 16:[LGI5<2.90190363] yes=33,no=34,missing=34,gain=2.86457443,cover=9287
- 33:[MidArea5<0.712433219] yes=65,no=66,missing=65,gain=3.18347168,cover=1085
- 65:leaf=0.000424745696,cover=0
- 66:leaf=0.00727977604,cover=0
- 34:[Ecc<25.5461979] yes=67,no=68,missing=67,gain=3.56788063,cover=8202
- 67:leaf=-0.00261360011,cover=0
- 68:leaf=-0.000315514277,cover=0
- 8:[PialArea5<0.696357906] yes=17,no=18,missing=17,gain=1.34493363,cover=265
- 17:[Pol<145.397461] yes=35,no=36,missing=36,gain=1.70347166,cover=236
- 35:[Ecc<29.3556995] yes=69,no=70,missing=70,gain=0.90059638,cover=229
- 69:leaf=-0.00231211353,cover=0
- 70:leaf=0.00566883897,cover=0
- 36:[Curv5<-0.39144522] yes=71,no=72,missing=72,gain=0.185707569,cover=7
- 71:leaf=0.0035107017,cover=0
- 72:leaf=0.0306596048,cover=0
- 18:[LGI5<3.47596025] yes=37,no=38,missing=37,gain=0.764867067,cover=29
- 37:[Pol<84.7687759] yes=73,no=74,missing=73,gain=0.524351239,cover=22
- 73:leaf=0.023187045,cover=0
- 74:leaf=-0.00357206049,cover=0
- 38:[Area5<0.776627541] yes=75,no=76,missing=75,gain=0.208053231,cover=7
- 75:leaf=-0.0242663268,cover=0
- 76:leaf=-0.00354086771,cover=0
- 4:[LGI5<3.78836131] yes=9,no=10,missing=10,gain=2.02753305,cover=1761
- 9:[Pol<114.432869] yes=19,no=20,missing=19,gain=2.22233558,cover=1736
- 19:[LGI5<3.15084362] yes=39,no=40,missing=39,gain=2.54433727,cover=1015
- 39:[LGI5<2.88525915] yes=77,no=78,missing=77,gain=2.27452016,cover=686
- 77:leaf=0.00288408017,cover=0
- 78:leaf=-0.00446115853,cover=0
- 40:[Pol<71.8249207] yes=79,no=80,missing=79,gain=2.46986389,cover=329
- 79:leaf=0.0118564423,cover=0
- 80:leaf=0.00308904937,cover=0
- 20:[PialArea5<0.542192638] yes=41,no=42,missing=42,gain=1.58318305,cover=721
- 41:[Curv5<-0.048490826] yes=81,no=82,missing=81,gain=0.78068924,cover=135
- 81:leaf=0.00754288957,cover=0
- 82:leaf=-0.000195944638,cover=0
- 42:[LGI5<2.30180311] yes=83,no=84,missing=83,gain=0.738667727,cover=586
- 83:leaf=0.00587565312,cover=0
- 84:leaf=-0.00194136985,cover=0
- 10:[Sulc0<0.254506379] yes=21,no=22,missing=21,gain=0.243140697,cover=25
- 21:leaf=-0.0156211918,cover=0
- 22:[Ecc<10.8716469] yes=43,no=44,missing=43,gain=0.0237145275,cover=8
- 43:[Ecc<10.569519] yes=85,no=86,missing=85,gain=0.00101926562,cover=2
- 85:leaf=0.00100566156,cover=0
- 86:leaf=-0.000607132912,cover=0
- 44:leaf=-0.00578052504,cover=0
- 2:[PialCurv5<-0.00372259994] yes=5,no=6,missing=5,gain=1.73546398,cover=2279251
- 5:[PialArea5<0.764178395] yes=11,no=12,missing=11,gain=8.50053406,cover=150118
- 11:[MidArea5<0.748662889] yes=23,no=24,missing=24,gain=4.12447453,cover=76633
- 23:[Ecc<2.42687178] yes=45,no=46,missing=45,gain=3.65764475,cover=74610
- 45:[Pol<82.2009888] yes=87,no=88,missing=87,gain=9.13497543,cover=16807
- 87:leaf=-0.00154313503,cover=0
- 88:leaf=0.00117629895,cover=0
- 46:[Sulc0<-0.188964635] yes=89,no=90,missing=89,gain=10.9308138,cover=57803
- 89:leaf=-0.00125178671,cover=0
- 90:leaf=0.000186787205,cover=0
- 24:[Pol<71.0996552] yes=47,no=48,missing=48,gain=2.23111534,cover=2023
- 47:[Pol<19.2006226] yes=91,no=92,missing=91,gain=4.1181488,cover=577
- 91:leaf=-0.00570920901,cover=0
- 92:leaf=0.00321312132,cover=0
- 48:[Ecc<0.221054599] yes=93,no=94,missing=94,gain=1.70758486,cover=1446
- 93:leaf=0.0123096099,cover=0
- 94:leaf=-0.00365328905,cover=0
- 12:[Pol<172.695618] yes=25,no=26,missing=25,gain=5.78595448,cover=73485
- 25:[Curv5<0.0574831441] yes=49,no=50,missing=49,gain=5.89899826,cover=68802
- 49:[Area5<0.732334435] yes=95,no=96,missing=95,gain=5.47913456,cover=68331
- 95:leaf=0.0011180446,cover=0
- 96:leaf=0.000217861016,cover=0
- 50:[Ecc<5.66086149] yes=97,no=98,missing=97,gain=2.81762695,cover=471
- 97:leaf=-0.0075705722,cover=0
- 98:leaf=0.000678830023,cover=0
- 26:[LGI5<2.46931005] yes=51,no=52,missing=51,gain=5.4006958,cover=4683
- 51:[Ecc<7.08616447] yes=99,no=100,missing=99,gain=2.37927175,cover=705
- 99:leaf=0.00456327805,cover=0
- 100:leaf=-0.00213682442,cover=0
- 52:[PialCurv5<-0.138158455] yes=101,no=102,missing=102,gain=2.62988901,cover=3978
- 101:leaf=0.0343938135,cover=0
- 102:leaf=-0.00190065138,cover=0
- 6:[Pol<87.3220139] yes=13,no=14,missing=13,gain=2.47926855,cover=2129133
- 13:[Sulc0<0.0850813463] yes=27,no=28,missing=28,gain=12.2954741,cover=673847
- 27:[PialCurv5<0.0308136549] yes=53,no=54,missing=53,gain=8.83594799,cover=225113
- 53:[Ecc<18.5999508] yes=103,no=104,missing=103,gain=5.30775356,cover=69049
- 103:leaf=-3.10518772e-06,cover=0
- 104:leaf=-0.00103043171,cover=0
- 54:[Area5<0.648839295] yes=105,no=106,missing=105,gain=9.36922836,cover=156064
- 105:leaf=-0.000335414923,cover=0
- 106:leaf=0.000626279856,cover=0
- 28:[PialArea5<0.609252691] yes=55,no=56,missing=55,gain=20.021637,cover=448734
- 55:[Sulc0<0.308185816] yes=107,no=108,missing=108,gain=9.7249155,cover=257310
- 107:leaf=0.000700734789,cover=0
- 108:leaf=-8.96628408e-05,cover=0
- 56:[Ecc<11.3532677] yes=109,no=110,missing=109,gain=49.6451111,cover=191424
- 109:leaf=-0.00193338131,cover=0
- 110:leaf=-0.00012517588,cover=0
- 14:[Sulc0<0.0931760818] yes=29,no=30,missing=29,gain=5.71166182,cover=1455286
- 29:[LGI5<3.51961541] yes=57,no=58,missing=57,gain=14.4475346,cover=401836
- 57:[Ecc<8.7927618] yes=111,no=112,missing=111,gain=22.7780361,cover=392949
- 111:leaf=1.81453725e-05,cover=0
- 112:leaf=-0.000943003979,cover=0
- 58:[Ecc<28.7730255] yes=113,no=114,missing=113,gain=11.537962,cover=8887
- 113:leaf=0.00138065882,cover=0
- 114:leaf=0.00851187389,cover=0
- 30:[Curv5<0.0716206133] yes=59,no=60,missing=60,gain=11.1565704,cover=1053450
- 59:[Ecc<16.7734241] yes=115,no=116,missing=115,gain=12.4378748,cover=227238
- 115:leaf=0.000692220579,cover=0
- 116:leaf=-7.3309202e-05,cover=0
- 60:[Ecc<32.0879669] yes=117,no=118,missing=117,gain=4.38954115,cover=826212
- 117:leaf=-1.89132516e-05,cover=0
- 118:leaf=0.000439042371,cover=0
-booster[891]:
-0:[LGI5<2.46263766] yes=1,no=2,missing=2,gain=0.210150048,cover=5124388
- 1:[Ecc<12.3665791] yes=3,no=4,missing=3,gain=5.89296341,cover=1209753
- 3:[Area5<0.678346932] yes=7,no=8,missing=7,gain=2.56783938,cover=1205384
- 7:[Ecc<1.51801682] yes=15,no=16,missing=16,gain=3.04993176,cover=790710
- 15:[Sulc0<-1.02305627] yes=31,no=32,missing=31,gain=1.79212785,cover=300010
- 31:[Curv5<-0.203415334] yes=63,no=64,missing=64,gain=2.7840364,cover=33937
- 63:leaf=0.000533051847,cover=0
- 64:leaf=-0.000487356738,cover=0
- 32:[Sulc0<-0.389213681] yes=65,no=66,missing=65,gain=1.76103771,cover=266073
- 65:leaf=-0.000183170792,cover=0
- 66:leaf=0.000171690161,cover=0
- 16:[PialCurv5<-0.135003537] yes=33,no=34,missing=34,gain=3.51037621,cover=490700
- 33:[Curv5<-0.0730527416] yes=67,no=68,missing=68,gain=2.72533846,cover=74992
- 67:leaf=-0.000183530152,cover=0
- 68:leaf=-0.00704500824,cover=0
- 34:[Curv5<0.0473068655] yes=69,no=70,missing=69,gain=4.86914062,cover=415708
- 69:leaf=0.000285527349,cover=0
- 70:leaf=-8.97425634e-05,cover=0
- 8:[Pol<161.595886] yes=17,no=18,missing=17,gain=8.67264938,cover=414674
- 17:[Ecc<0.567370772] yes=35,no=36,missing=35,gain=7.24674225,cover=390402
- 35:[Sulc0<-0.108384088] yes=71,no=72,missing=71,gain=5.67971897,cover=15903
- 71:leaf=0.00106971583,cover=0
- 72:leaf=-0.00373120536,cover=0
- 36:[LGI5<2.36078882] yes=73,no=74,missing=73,gain=6.07803249,cover=374499
- 73:leaf=1.21154935e-05,cover=0
- 74:leaf=-0.000393388997,cover=0
- 18:[Ecc<2.02168798] yes=37,no=38,missing=37,gain=5.38465261,cover=24272
- 37:[Curv5<-0.048490826] yes=75,no=76,missing=76,gain=3.90312433,cover=11991
- 75:leaf=-0.00109111506,cover=0
- 76:leaf=0.000763383228,cover=0
- 38:[Ecc<4.73840666] yes=77,no=78,missing=77,gain=11.1281013,cover=12281
- 77:leaf=0.00389443128,cover=0
- 78:leaf=0.000578167266,cover=0
- 4:[PialCurv5<0.297166049] yes=9,no=10,missing=9,gain=7.20432472,cover=4369
- 9:[Area5<0.706906915] yes=19,no=20,missing=19,gain=3.69694614,cover=3752
- 19:[LGI5<2.28518939] yes=39,no=40,missing=40,gain=5.50375938,cover=1864
- 39:[Ecc<26.4278679] yes=79,no=80,missing=79,gain=0.159963608,cover=174
- 79:leaf=0.00446094945,cover=0
- 80:leaf=-0.00402573822,cover=0
- 40:[Curv5<-0.256378978] yes=81,no=82,missing=82,gain=2.77916527,cover=1690
- 81:leaf=0.00131678372,cover=0
- 82:leaf=-0.00576236797,cover=0
- 20:[Pol<155.757294] yes=41,no=42,missing=41,gain=3.788867,cover=1888
- 41:[LGI5<2.3969903] yes=83,no=84,missing=83,gain=2.86223865,cover=1754
- 83:leaf=-0.00291935937,cover=0
- 84:leaf=0.00118676049,cover=0
- 42:[Curv5<-0.132798299] yes=85,no=86,missing=86,gain=2.22456074,cover=134
- 85:leaf=-0.00105558487,cover=0
- 86:leaf=-0.0142664257,cover=0
- 10:[Area5<0.759248734] yes=21,no=22,missing=21,gain=1.89328718,cover=617
- 21:[Pol<112.874634] yes=43,no=44,missing=43,gain=0.934808254,cover=535
- 43:[LGI5<2.39007568] yes=87,no=88,missing=88,gain=1.85150385,cover=437
- 87:leaf=0.00160272012,cover=0
- 88:leaf=0.00815055054,cover=0
- 44:[PialArea5<0.427728564] yes=89,no=90,missing=89,gain=0.462228924,cover=98
- 89:leaf=0.00336376764,cover=0
- 90:leaf=-0.00344051048,cover=0
- 22:[Curv5<0.128008828] yes=45,no=46,missing=45,gain=0.336169899,cover=82
- 45:[MidArea5<0.634960413] yes=91,no=92,missing=91,gain=0.0487729907,cover=10
- 91:leaf=-0.0131191611,cover=0
- 92:leaf=-0.000742807984,cover=0
- 46:[PialArea5<0.507580996] yes=93,no=94,missing=93,gain=0.170260414,cover=72
- 93:leaf=-0.00172565528,cover=0
- 94:leaf=-0.00950973853,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=5,gain=3.04959559,cover=3914635
- 5:[Curv5<0.0168606453] yes=11,no=12,missing=12,gain=4.66473961,cover=142617
- 11:[PialCurv5<-0.210138425] yes=23,no=24,missing=23,gain=2.85288978,cover=94510
- 23:[Pol<92.7492142] yes=47,no=48,missing=48,gain=10.5881491,cover=416
- 47:[Ecc<4.53598547] yes=95,no=96,missing=95,gain=2.37834597,cover=268
- 95:leaf=0.000763168733,cover=0
- 96:leaf=-0.0104613183,cover=0
- 48:[Pol<117.137611] yes=97,no=98,missing=97,gain=5.43811035,cover=148
- 97:leaf=0.0277247261,cover=0
- 98:leaf=0.0076484764,cover=0
- 24:[Area5<0.727793753] yes=49,no=50,missing=49,gain=1.85275841,cover=94094
- 49:[Area5<0.646843374] yes=99,no=100,missing=99,gain=2.07609177,cover=78102
- 99:leaf=9.9808698e-05,cover=0
- 100:leaf=-0.000440009171,cover=0
- 50:[Ecc<2.3695333] yes=101,no=102,missing=101,gain=4.01585722,cover=15992
- 101:leaf=0.00186976383,cover=0
- 102:leaf=4.20928809e-05,cover=0
- 12:[PialCurv5<0.291493237] yes=25,no=26,missing=25,gain=2.93495607,cover=48107
- 25:[Area5<0.77338779] yes=51,no=52,missing=52,gain=2.44395161,cover=38015
- 51:[Pol<87.9431763] yes=103,no=104,missing=104,gain=2.14336824,cover=34478
- 103:leaf=-6.40831931e-05,cover=0
- 104:leaf=0.000907925598,cover=0
- 52:[PialCurv5<-0.0314326771] yes=105,no=106,missing=106,gain=3.79661512,cover=3537
- 105:leaf=-0.0173348561,cover=0
- 106:leaf=0.00222371682,cover=0
- 26:[Ecc<12.3665791] yes=53,no=54,missing=53,gain=1.59312701,cover=10092
- 53:[MidArea5<0.619563401] yes=107,no=108,missing=107,gain=0.728457212,cover=9905
- 107:leaf=-0.000362684397,cover=0
- 108:leaf=0.00100147596,cover=0
- 54:[MidArea5<0.554996908] yes=109,no=110,missing=110,gain=0.664527774,cover=187
- 109:leaf=0.0067774104,cover=0
- 110:leaf=0.000652361137,cover=0
- 6:[Ecc<3.60812569] yes=13,no=14,missing=13,gain=0.809746742,cover=3772018
- 13:[Pol<93.9093552] yes=27,no=28,missing=27,gain=4.79191256,cover=352219
- 27:[Ecc<1.73852015] yes=55,no=56,missing=55,gain=6.76464272,cover=167941
- 55:[Area5<0.759248734] yes=111,no=112,missing=112,gain=5.98325253,cover=58248
- 111:leaf=0.000315251702,cover=0
- 112:leaf=-0.00156672881,cover=0
- 56:[Pol<43.7633247] yes=113,no=114,missing=113,gain=7.74393463,cover=109693
- 113:leaf=-4.47348029e-05,cover=0
- 114:leaf=-0.000887598959,cover=0
- 28:[Curv5<-0.0881721899] yes=57,no=58,missing=57,gain=4.09400511,cover=184278
- 57:[Area5<0.894858658] yes=115,no=116,missing=116,gain=4.51081419,cover=90569
- 115:leaf=-0.000168936123,cover=0
- 116:leaf=0.00399232004,cover=0
- 58:[Curv5<0.0798443258] yes=117,no=118,missing=117,gain=8.52894974,cover=93709
- 117:leaf=0.000768278551,cover=0
- 118:leaf=-0.000189654747,cover=0
- 14:[Pol<112.874634] yes=29,no=30,missing=29,gain=1.55669916,cover=3419799
- 29:[Ecc<6.76014757] yes=59,no=60,missing=59,gain=3.93950486,cover=2018740
- 59:[MidArea5<0.694149137] yes=119,no=120,missing=119,gain=13.5015049,cover=397606
- 119:leaf=-0.000202276773,cover=0
- 120:leaf=0.000399460841,cover=0
- 60:[Ecc<14.9070177] yes=121,no=122,missing=121,gain=3.06524038,cover=1621134
- 121:leaf=-7.31553882e-05,cover=0
- 122:leaf=6.4431777e-05,cover=0
- 30:[Pol<124.735107] yes=61,no=62,missing=61,gain=5.00777245,cover=1401059
- 61:[Ecc<8.7927618] yes=123,no=124,missing=123,gain=29.8046703,cover=289269
- 123:leaf=-0.000828402059,cover=0
- 124:leaf=0.000202976749,cover=0
- 62:[Ecc<9.50052643] yes=125,no=126,missing=125,gain=6.01244831,cover=1111790
- 125:leaf=0.000168163257,cover=0
- 126:leaf=-7.44814752e-05,cover=0
-booster[892]:
-0:[Curv5<-0.0226651002] yes=1,no=2,missing=2,gain=0.230843738,cover=5124388
- 1:[PialCurv5<0.157381535] yes=3,no=4,missing=3,gain=1.94735432,cover=2925481
- 3:[Sulc0<0.795422614] yes=7,no=8,missing=7,gain=1.32868457,cover=2924902
- 7:[Sulc0<0.474820405] yes=15,no=16,missing=16,gain=1.90675926,cover=2924258
- 15:[PialCurv5<0.0128733069] yes=31,no=32,missing=31,gain=1.37513614,cover=2913384
- 31:[Area5<0.626857519] yes=63,no=64,missing=63,gain=1.80817938,cover=2821837
- 63:leaf=3.65547712e-05,cover=0
- 64:leaf=-4.56849702e-05,cover=0
- 32:[Ecc<16.2597466] yes=65,no=66,missing=65,gain=14.2027569,cover=91547
- 65:leaf=-9.65886138e-05,cover=0
- 66:leaf=0.00157057063,cover=0
- 16:[Ecc<25.5461979] yes=33,no=34,missing=33,gain=2.76010847,cover=10874
- 33:[LGI5<2.81919122] yes=67,no=68,missing=68,gain=3.44579029,cover=4049
- 67:leaf=0.00127256266,cover=0
- 68:leaf=-0.00241922052,cover=0
- 34:[Area5<0.621834755] yes=69,no=70,missing=69,gain=4.88086462,cover=6825
- 69:leaf=0.00277196057,cover=0
- 70:leaf=-0.000689173234,cover=0
- 8:[PialArea5<0.605248392] yes=17,no=18,missing=18,gain=1.47796071,cover=644
- 17:[Curv5<-0.0507577434] yes=35,no=36,missing=36,gain=1.19942546,cover=409
- 35:[LGI5<3.23945832] yes=71,no=72,missing=71,gain=0.610307217,cover=198
- 71:leaf=0.0104818875,cover=0
- 72:leaf=0.00467402022,cover=0
- 36:[PialCurv5<-0.0923183635] yes=73,no=74,missing=74,gain=1.04645991,cover=211
- 73:leaf=-0.0108715286,cover=0
- 74:leaf=0.00242991117,cover=0
- 18:[Pol<79.5617371] yes=37,no=38,missing=38,gain=1.20790708,cover=235
- 37:[PialCurv5<-0.0426128618] yes=75,no=76,missing=75,gain=0.611257553,cover=25
- 75:leaf=-0.00959068444,cover=0
- 76:leaf=0.0121530527,cover=0
- 38:[Pol<146.122681] yes=77,no=78,missing=77,gain=1.43330276,cover=210
- 77:leaf=-0.00353771891,cover=0
- 78:leaf=0.00995181315,cover=0
- 4:[LGI5<2.31684756] yes=9,no=10,missing=10,gain=3.35593176,cover=579
- 9:[MidArea5<0.710933506] yes=19,no=20,missing=19,gain=1.04866982,cover=28
- 19:[LGI5<2.30180311] yes=39,no=40,missing=39,gain=0.140318036,cover=12
- 39:[Curv5<-0.0273730159] yes=79,no=80,missing=79,gain=0.0443709791,cover=11
- 79:leaf=0.00998498313,cover=0
- 80:leaf=-0.000521233713,cover=0
- 40:leaf=-0.00624272833,cover=0
- 20:[Pol<5.08026028] yes=41,no=42,missing=41,gain=0.609211922,cover=16
- 41:leaf=-0.00553295016,cover=0
- 42:[Pol<101.159882] yes=81,no=82,missing=81,gain=0.125088692,cover=15
- 81:leaf=0.0335259922,cover=0
- 82:leaf=0.01541539,cover=0
- 10:[LGI5<3.31338549] yes=21,no=22,missing=21,gain=2.61939597,cover=551
- 21:[MidArea5<0.667703152] yes=43,no=44,missing=44,gain=1.84525812,cover=454
- 43:[Pol<93.3357697] yes=83,no=84,missing=83,gain=1.18191254,cover=304
- 83:leaf=0.00713725854,cover=0
- 84:leaf=0.000487079204,cover=0
- 44:[Curv5<-0.0343657099] yes=85,no=86,missing=85,gain=0.469828963,cover=150
- 85:leaf=-0.00572892185,cover=0
- 86:leaf=0.000681290578,cover=0
- 22:[Curv5<-0.171285838] yes=45,no=46,missing=45,gain=1.90487337,cover=97
- 45:[Area5<0.719086528] yes=87,no=88,missing=88,gain=0.291803926,cover=42
- 87:leaf=0.0038079326,cover=0
- 88:leaf=-0.00534582743,cover=0
- 46:[Area5<0.695856333] yes=89,no=90,missing=90,gain=1.4388485,cover=55
- 89:leaf=0.00445625372,cover=0
- 90:leaf=0.0214539859,cover=0
- 2:[PialCurv5<0.00652291393] yes=5,no=6,missing=5,gain=2.19554305,cover=2198907
- 5:[PialArea5<0.798493028] yes=11,no=12,missing=12,gain=8.88220024,cover=160380
- 11:[Area5<0.827407002] yes=23,no=24,missing=23,gain=5.07354307,cover=100662
- 23:[LGI5<3.51961541] yes=47,no=48,missing=47,gain=3.79458117,cover=99638
- 47:[Sulc0<-0.188964635] yes=91,no=92,missing=91,gain=4.53732967,cover=94391
- 91:leaf=-0.000367721106,cover=0
- 92:leaf=0.000328560564,cover=0
- 48:[Ecc<33.9075584] yes=93,no=94,missing=93,gain=4.49748039,cover=5247
- 93:leaf=-0.00057603413,cover=0
- 94:leaf=-0.00407183031,cover=0
- 24:[PialArea5<0.472106963] yes=49,no=50,missing=49,gain=2.10575867,cover=1024
- 49:[PialCurv5<-0.062031392] yes=95,no=96,missing=96,gain=0.596374869,cover=42
- 95:leaf=-0.00944882259,cover=0
- 96:leaf=0.00920622703,cover=0
- 50:[LGI5<2.67938972] yes=97,no=98,missing=98,gain=1.64603186,cover=982
- 97:leaf=-0.00253010262,cover=0
- 98:leaf=-0.00680233398,cover=0
- 12:[Area5<0.924216449] yes=25,no=26,missing=25,gain=5.88559723,cover=59718
- 25:[Pol<172.695618] yes=51,no=52,missing=51,gain=5.99424744,cover=58666
- 51:[Curv5<-0.00633975025] yes=99,no=100,missing=100,gain=6.48719788,cover=55411
- 99:leaf=0.000416576921,cover=0
- 100:leaf=0.0015188962,cover=0
- 52:[Ecc<5.91357183] yes=101,no=102,missing=102,gain=6.90977287,cover=3255
- 101:leaf=0.00491810823,cover=0
- 102:leaf=-0.0021916097,cover=0
- 26:[Ecc<7.90440989] yes=53,no=54,missing=53,gain=2.85670638,cover=1052
- 53:[LGI5<2.35684347] yes=103,no=104,missing=103,gain=2.81602001,cover=808
- 103:leaf=-0.000394850271,cover=0
- 104:leaf=-0.00660248101,cover=0
- 54:[Pol<16.156723] yes=105,no=106,missing=105,gain=1.62536097,cover=244
- 105:leaf=0.0157504845,cover=0
- 106:leaf=0.000521276321,cover=0
- 6:[PialArea5<0.772500634] yes=13,no=14,missing=13,gain=2.65864491,cover=2038527
- 13:[PialCurv5<0.0616685152] yes=27,no=28,missing=27,gain=3.85399532,cover=1784445
- 27:[Sulc0<0.540103436] yes=55,no=56,missing=55,gain=6.40364027,cover=226639
- 55:[LGI5<3.78836131] yes=107,no=108,missing=107,gain=4.58454609,cover=210573
- 107:leaf=0.000165153484,cover=0
- 108:leaf=-0.00194270932,cover=0
- 56:[Ecc<6.58772182] yes=109,no=110,missing=109,gain=7.21480751,cover=16066
- 109:leaf=-0.00639212737,cover=0
- 110:leaf=0.00132288015,cover=0
- 28:[Area5<0.750726104] yes=57,no=58,missing=57,gain=3.00867224,cover=1557806
- 57:[PialArea5<0.643814564] yes=111,no=112,missing=111,gain=4.14518356,cover=1257718
- 111:leaf=-7.51368225e-06,cover=0
- 112:leaf=-0.000279782311,cover=0
- 58:[Sulc0<0.506771445] yes=113,no=114,missing=113,gain=5.65651321,cover=300088
- 113:leaf=0.000385809049,cover=0
- 114:leaf=-5.3139207e-05,cover=0
- 14:[Ecc<16.0247612] yes=29,no=30,missing=29,gain=12.0625153,cover=254082
- 29:[Area5<0.675895274] yes=59,no=60,missing=59,gain=10.8742599,cover=157226
- 59:[MidArea5<0.793646336] yes=115,no=116,missing=115,gain=10.9691715,cover=14146
- 115:leaf=0.00183562783,cover=0
- 116:leaf=-0.00345515134,cover=0
- 60:[Ecc<0.618862808] yes=117,no=118,missing=117,gain=7.30014801,cover=143080
- 117:leaf=-0.00307174143,cover=0
- 118:leaf=2.82589881e-05,cover=0
- 30:[Area5<0.76451689] yes=61,no=62,missing=61,gain=8.79967213,cover=96856
- 61:[Sulc0<0.110320561] yes=119,no=120,missing=119,gain=11.3351803,cover=49714
- 119:leaf=-0.00204015989,cover=0
- 120:leaf=-0.00047684391,cover=0
- 62:[Sulc0<-0.34506914] yes=121,no=122,missing=121,gain=6.23718405,cover=47142
- 121:leaf=0.00769599248,cover=0
- 122:leaf=-0.000145018508,cover=0
-booster[893]:
-0:[PialArea5<0.432214499] yes=1,no=2,missing=1,gain=0.210854784,cover=5124388
- 1:[Pol<106.604004] yes=3,no=4,missing=4,gain=0.812791348,cover=586041
- 3:[Ecc<20.3925476] yes=7,no=8,missing=7,gain=2.38759661,cover=418554
- 7:[Ecc<9.75650311] yes=15,no=16,missing=15,gain=4.3465395,cover=307869
- 15:[Pol<93.9093552] yes=31,no=32,missing=31,gain=4.67746115,cover=205171
- 31:[PialCurv5<0.212141559] yes=63,no=64,missing=63,gain=3.16762543,cover=64056
- 63:leaf=0.000910219562,cover=0
- 64:leaf=0.000161138814,cover=0
- 32:[Ecc<5.4036684] yes=65,no=66,missing=65,gain=4.90615129,cover=141115
- 65:leaf=0.00021946193,cover=0
- 66:leaf=-0.000373529969,cover=0
- 16:[Sulc0<0.795422614] yes=33,no=34,missing=33,gain=5.73234272,cover=102698
- 33:[Pol<89.1530609] yes=67,no=68,missing=67,gain=5.10004044,cover=61365
- 67:leaf=-0.000135549781,cover=0
- 68:leaf=-0.00105447602,cover=0
- 34:[Area5<0.684738636] yes=69,no=70,missing=69,gain=4.99550962,cover=41333
- 69:leaf=0.000770333398,cover=0
- 70:leaf=-0.00034786071,cover=0
- 8:[Sulc0<0.703387856] yes=17,no=18,missing=17,gain=2.16269207,cover=110685
- 17:[LGI5<3.28291535] yes=35,no=36,missing=35,gain=3.71999168,cover=15840
- 35:[Curv5<0.266060919] yes=71,no=72,missing=71,gain=2.33881569,cover=10281
- 71:leaf=0.00141203462,cover=0
- 72:leaf=-0.00353316031,cover=0
- 36:[LGI5<3.55025291] yes=73,no=74,missing=73,gain=5.24145699,cover=5559
- 73:leaf=-0.00149896077,cover=0
- 74:leaf=0.00167253881,cover=0
- 18:[LGI5<3.23225117] yes=37,no=38,missing=37,gain=2.33173752,cover=94845
- 37:[Area5<0.67915231] yes=75,no=76,missing=76,gain=2.23843694,cover=47550
- 75:leaf=-0.000563114998,cover=0
- 76:leaf=0.000135679933,cover=0
- 38:[PialCurv5<0.113078766] yes=77,no=78,missing=78,gain=5.08858871,cover=47295
- 77:leaf=0.00310668163,cover=0
- 78:leaf=0.000250875542,cover=0
- 4:[Ecc<17.7876587] yes=9,no=10,missing=9,gain=2.65166092,cover=167487
- 9:[Ecc<6.10119486] yes=19,no=20,missing=20,gain=6.06104374,cover=128355
- 19:[LGI5<3.03694534] yes=39,no=40,missing=40,gain=1.68911231,cover=66936
- 39:[LGI5<2.91823459] yes=79,no=80,missing=79,gain=1.99061954,cover=66781
- 79:leaf=-9.14857228e-05,cover=0
- 80:leaf=-0.00411395263,cover=0
- 40:[Curv5<0.151368812] yes=81,no=82,missing=81,gain=1.18238175,cover=155
- 81:leaf=0.0148485219,cover=0
- 82:leaf=0.00312479259,cover=0
- 20:[PialCurv5<0.128475845] yes=41,no=42,missing=42,gain=2.95996094,cover=61419
- 41:[Pol<163.028091] yes=83,no=84,missing=83,gain=4.17158031,cover=7934
- 83:leaf=0.000508659403,cover=0
- 84:leaf=-0.00191398954,cover=0
- 42:[Ecc<13.6880245] yes=85,no=86,missing=85,gain=3.58155346,cover=53485
- 85:leaf=0.00101112423,cover=0
- 86:leaf=0.000141427852,cover=0
- 10:[Pol<126.540802] yes=21,no=22,missing=21,gain=2.73980379,cover=39132
- 21:[Curv5<0.110890195] yes=43,no=44,missing=43,gain=3.00163436,cover=32232
- 43:[Ecc<30.959959] yes=87,no=88,missing=87,gain=5.68859196,cover=5380
- 87:leaf=0.00194194447,cover=0
- 88:leaf=-0.00139258103,cover=0
- 44:[Sulc0<0.812575758] yes=89,no=90,missing=89,gain=3.26209688,cover=26852
- 89:leaf=-0.001365965,cover=0
- 90:leaf=-0.000225206939,cover=0
- 22:[Ecc<33.9075584] yes=45,no=46,missing=45,gain=1.71112216,cover=6900
- 45:[PialCurv5<0.171042696] yes=91,no=92,missing=91,gain=1.55761147,cover=5752
- 91:leaf=0.00274413615,cover=0
- 92:leaf=0.000624872919,cover=0
- 46:[Curv5<0.114925429] yes=93,no=94,missing=93,gain=0.971567631,cover=1148
- 93:leaf=-0.00297321402,cover=0
- 94:leaf=2.98166306e-05,cover=0
- 2:[MidArea5<0.582346737] yes=5,no=6,missing=5,gain=0.531456292,cover=4538347
- 5:[LGI5<3.84897733] yes=11,no=12,missing=11,gain=1.60656905,cover=333958
- 11:[LGI5<3.21041465] yes=23,no=24,missing=23,gain=1.61828518,cover=330882
- 23:[Ecc<3.22716212] yes=47,no=48,missing=48,gain=2.40496159,cover=289014
- 47:[Sulc0<-0.690729618] yes=95,no=96,missing=95,gain=2.66101003,cover=102389
- 95:leaf=-0.000363924017,cover=0
- 96:leaf=0.000239255052,cover=0
- 48:[Sulc0<0.193122864] yes=97,no=98,missing=97,gain=3.82474375,cover=186625
- 97:leaf=-0.000418558309,cover=0
- 98:leaf=3.46558118e-05,cover=0
- 24:[Ecc<9.61991787] yes=49,no=50,missing=49,gain=4.20264196,cover=41868
- 49:[Curv5<0.0955092236] yes=99,no=100,missing=99,gain=4.16753006,cover=3198
- 99:leaf=0.00340667041,cover=0
- 100:leaf=-0.000301691849,cover=0
- 50:[LGI5<3.38720298] yes=101,no=102,missing=102,gain=2.74014068,cover=38670
- 101:leaf=0.000542432885,cover=0
- 102:leaf=-0.000301183551,cover=0
- 12:[MidArea5<0.532900333] yes=25,no=26,missing=25,gain=1.88140535,cover=3076
- 25:[Ecc<14.9070177] yes=51,no=52,missing=52,gain=1.16597021,cover=650
- 51:[PialCurv5<0.0932018384] yes=103,no=104,missing=103,gain=1.11408591,cover=162
- 103:leaf=-0.00551556284,cover=0
- 104:leaf=0.0031134279,cover=0
- 52:[Area5<0.380439579] yes=105,no=106,missing=106,gain=0.98505044,cover=488
- 105:leaf=-0.00187157828,cover=0
- 106:leaf=0.00357955997,cover=0
- 26:[Curv5<0.141257599] yes=53,no=54,missing=53,gain=1.97733331,cover=2426
- 53:[Pol<62.0115929] yes=107,no=108,missing=107,gain=1.70103359,cover=2027
- 107:leaf=0.000423192803,cover=0
- 108:leaf=-0.0031980488,cover=0
- 54:[PialCurv5<0.0666604191] yes=109,no=110,missing=109,gain=0.938508153,cover=399
- 109:leaf=0.0114135956,cover=0
- 110:leaf=0.000786752615,cover=0
- 6:[Curv5<0.143178418] yes=13,no=14,missing=14,gain=1.23489046,cover=4204389
- 13:[PialCurv5<0.336333007] yes=27,no=28,missing=27,gain=3.08958578,cover=4081505
- 27:[PialArea5<0.580179036] yes=55,no=56,missing=55,gain=1.87125635,cover=4076715
- 55:[Pol<115.563423] yes=111,no=112,missing=111,gain=7.50867081,cover=327969
- 111:leaf=-2.47516327e-05,cover=0
- 112:leaf=0.000517302135,cover=0
- 56:[PialCurv5<0.241144046] yes=113,no=114,missing=113,gain=2.31738043,cover=3748746
- 113:leaf=-8.59373085e-06,cover=0
- 114:leaf=0.000515415333,cover=0
- 28:[Pol<5.08026028] yes=57,no=58,missing=58,gain=1.98415017,cover=4790
- 57:[Curv5<0.107059956] yes=115,no=116,missing=115,gain=1.51501942,cover=26
- 115:leaf=0.0331593193,cover=0
- 116:leaf=0.00670656702,cover=0
- 58:[Ecc<0.353712648] yes=117,no=118,missing=117,gain=1.53705668,cover=4764
- 117:leaf=-0.00881991256,cover=0
- 118:leaf=0.00127825351,cover=0
- 14:[Area5<0.715747833] yes=29,no=30,missing=29,gain=2.62655401,cover=122884
- 29:[Sulc0<0.272107065] yes=59,no=60,missing=59,gain=3.19186687,cover=46829
- 59:[PialArea5<0.676429033] yes=119,no=120,missing=119,gain=2.26923037,cover=29003
- 119:leaf=-0.000257726933,cover=0
- 120:leaf=0.00246938388,cover=0
- 60:[Area5<0.663893223] yes=121,no=122,missing=121,gain=3.1731112,cover=17826
- 121:leaf=0.00286295917,cover=0
- 122:leaf=0.000463530421,cover=0
- 30:[PialCurv5<0.137877449] yes=61,no=62,missing=62,gain=2.0544548,cover=76055
- 61:[Curv5<0.169394374] yes=123,no=124,missing=123,gain=1.82326055,cover=3497
- 123:leaf=5.80910018e-05,cover=0
- 124:leaf=0.00249858852,cover=0
- 62:[PialArea5<0.550757647] yes=125,no=126,missing=126,gain=1.98667955,cover=72558
- 125:leaf=-0.000247699267,cover=0
- 126:leaf=-0.000863161345,cover=0
-booster[894]:
-0:[Curv5<-0.297558427] yes=1,no=2,missing=2,gain=0.204591513,cover=5124388
- 1:[PialCurv5<-0.10074953] yes=3,no=4,missing=3,gain=1.23664296,cover=140394
- 3:[LGI5<3.45167398] yes=7,no=8,missing=8,gain=1.0514406,cover=136772
- 7:[Pol<36.2100182] yes=15,no=16,missing=15,gain=1.10542345,cover=127313
- 15:[LGI5<3.40779543] yes=31,no=32,missing=31,gain=1.95936382,cover=47533
- 31:[LGI5<3.29780769] yes=63,no=64,missing=64,gain=1.74147558,cover=46705
- 63:leaf=-3.52581919e-05,cover=0
- 64:leaf=-0.00132416247,cover=0
- 32:[Sulc0<-0.00176540145] yes=65,no=66,missing=65,gain=2.97374535,cover=828
- 65:leaf=0.00163747114,cover=0
- 66:leaf=0.0151457191,cover=0
- 16:[LGI5<2.21018219] yes=33,no=34,missing=33,gain=1.36004746,cover=79780
- 33:[Ecc<4.07113361] yes=67,no=68,missing=68,gain=1.59008932,cover=1889
- 67:leaf=0.00077639235,cover=0
- 68:leaf=0.00424515828,cover=0
- 34:[Pol<131.443253] yes=69,no=70,missing=69,gain=1.22880781,cover=77891
- 69:leaf=0.000451286323,cover=0
- 70:leaf=4.41635748e-05,cover=0
- 8:[Ecc<6.16403294] yes=17,no=18,missing=17,gain=1.30893278,cover=9459
- 17:[Pol<161.595886] yes=35,no=36,missing=36,gain=0.130600572,cover=40
- 35:[Pol<8.56911278] yes=71,no=72,missing=71,gain=0.0369316339,cover=22
- 71:leaf=0.000147855288,cover=0
- 72:leaf=-0.00689011952,cover=0
- 36:leaf=-0.012561664,cover=0
- 18:[PialCurv5<-0.133997425] yes=37,no=38,missing=38,gain=1.13396096,cover=9419
- 37:[Pol<56.1920547] yes=73,no=74,missing=73,gain=1.09377742,cover=8776
- 73:leaf=0.000474447152,cover=0
- 74:leaf=-0.000675012649,cover=0
- 38:[Ecc<40.3354568] yes=75,no=76,missing=75,gain=3.34086609,cover=643
- 75:leaf=-0.00345095224,cover=0
- 76:leaf=0.0100103412,cover=0
- 4:[PialArea5<0.887534022] yes=9,no=10,missing=9,gain=1.32358396,cover=3622
- 9:[Ecc<24.3269672] yes=19,no=20,missing=19,gain=0.902536631,cover=2735
- 19:[Curv5<-0.331971258] yes=39,no=40,missing=39,gain=0.82660687,cover=2456
- 39:[LGI5<2.23211861] yes=77,no=78,missing=77,gain=0.765504122,cover=1616
- 77:leaf=-0.00593624404,cover=0
- 78:leaf=-0.000437481533,cover=0
- 40:[LGI5<3.42912889] yes=79,no=80,missing=80,gain=0.711003542,cover=840
- 79:leaf=0.00166798604,cover=0
- 80:leaf=-0.00402646558,cover=0
- 20:[Pol<122.504936] yes=41,no=42,missing=41,gain=1.51518524,cover=279
- 41:[Ecc<28.7730255] yes=81,no=82,missing=82,gain=0.817268133,cover=117
- 81:leaf=-0.00615056371,cover=0
- 82:leaf=0.00362211163,cover=0
- 42:[Ecc<36.5542564] yes=83,no=84,missing=83,gain=1.05006027,cover=162
- 83:leaf=-0.00905710459,cover=0
- 84:leaf=-0.000629893562,cover=0
- 10:[MidArea5<1.12090862] yes=21,no=22,missing=21,gain=0.607033491,cover=887
- 21:[PialCurv5<-0.08490628] yes=43,no=44,missing=44,gain=0.513456345,cover=867
- 43:[LGI5<2.25075769] yes=85,no=86,missing=86,gain=0.709031701,cover=521
- 85:leaf=-0.00831261557,cover=0
- 86:leaf=-0.001214255,cover=0
- 44:[LGI5<3.56741142] yes=87,no=88,missing=87,gain=0.533125162,cover=346
- 87:leaf=-0.00462808786,cover=0
- 88:leaf=0.0050721704,cover=0
- 22:[Ecc<4.73840666] yes=45,no=46,missing=45,gain=0.250505865,cover=20
- 45:[PialCurv5<-0.076943703] yes=89,no=90,missing=89,gain=0.0140142441,cover=10
- 89:leaf=0.00232198252,cover=0
- 90:leaf=0.0117433118,cover=0
- 46:[LGI5<2.60638428] yes=91,no=92,missing=91,gain=0.0360942855,cover=10
- 91:leaf=0.00245398283,cover=0
- 92:leaf=-0.00310883042,cover=0
- 2:[PialCurv5<-0.190801308] yes=5,no=6,missing=6,gain=0.344010055,cover=4983994
- 5:[Curv5<-0.192867488] yes=11,no=12,missing=11,gain=1.63250113,cover=8571
- 11:[PialArea5<1.23851824] yes=23,no=24,missing=24,gain=1.27578485,cover=7749
- 23:[Area5<0.877147377] yes=47,no=48,missing=47,gain=2.0368433,cover=7345
- 47:[Pol<174.523148] yes=93,no=94,missing=94,gain=1.42101479,cover=7210
- 93:leaf=0.000711664732,cover=0
- 94:leaf=-0.00304648001,cover=0
- 48:[Pol<160.153915] yes=95,no=96,missing=95,gain=2.58083773,cover=135
- 95:leaf=0.00411111582,cover=0
- 96:leaf=0.0249999184,cover=0
- 24:[Area5<0.808195949] yes=49,no=50,missing=49,gain=0.888148546,cover=404
- 49:[Curv5<-0.26388669] yes=97,no=98,missing=98,gain=0.64337182,cover=178
- 97:leaf=-0.00219361321,cover=0
- 98:leaf=-0.00827881228,cover=0
- 50:[Pol<12.2267933] yes=99,no=100,missing=99,gain=0.923645973,cover=226
- 99:leaf=-0.00596258417,cover=0
- 100:leaf=0.00162202644,cover=0
- 12:[Area5<0.733255386] yes=25,no=26,missing=25,gain=1.20216382,cover=822
- 25:[Sulc0<0.940059185] yes=51,no=52,missing=52,gain=0.917904079,cover=586
- 51:[PialArea5<0.81902951] yes=101,no=102,missing=102,gain=0.890753984,cover=573
- 101:leaf=-0.00235730154,cover=0
- 102:leaf=0.00175213965,cover=0
- 52:[Sulc0<0.966456771] yes=103,no=104,missing=104,gain=0.0161842704,cover=13
- 103:leaf=0.0055752336,cover=0
- 104:leaf=0.0133283511,cover=0
- 26:[Pol<4.30929279] yes=53,no=54,missing=53,gain=0.812896729,cover=236
- 53:[Ecc<9.75650311] yes=105,no=106,missing=105,gain=0.515488088,cover=18
- 105:leaf=0.0115488209,cover=0
- 106:leaf=-0.00499848044,cover=0
- 54:[LGI5<2.86927843] yes=107,no=108,missing=107,gain=0.409442425,cover=218
- 107:leaf=-0.00846867729,cover=0
- 108:leaf=-0.00393889984,cover=0
- 6:[PialCurv5<-0.164281175] yes=13,no=14,missing=13,gain=0.338043362,cover=4975423
- 13:[Curv5<-0.251844287] yes=27,no=28,missing=27,gain=2.656775,cover=57830
- 27:[Sulc0<-0.592216015] yes=55,no=56,missing=56,gain=1.92618227,cover=41351
- 55:[PialArea5<1.02076101] yes=109,no=110,missing=110,gain=1.24167359,cover=34194
- 109:leaf=-0.000331760733,cover=0
- 110:leaf=0.000418735639,cover=0
- 56:[Ecc<8.87956142] yes=111,no=112,missing=112,gain=1.62457895,cover=7157
- 111:leaf=-0.000238903551,cover=0
- 112:leaf=-0.00175510219,cover=0
- 28:[Ecc<0.406764686] yes=57,no=58,missing=57,gain=1.08613551,cover=16479
- 57:[Pol<51.9018669] yes=113,no=114,missing=113,gain=2.78184915,cover=116
- 113:leaf=0.0149676595,cover=0
- 114:leaf=-0.000868519011,cover=0
- 58:[Area5<0.610838115] yes=115,no=116,missing=115,gain=1.06513762,cover=16363
- 115:leaf=-0.00011493871,cover=0
- 116:leaf=0.000708796666,cover=0
- 14:[Curv5<-0.26661092] yes=29,no=30,missing=29,gain=0.480261892,cover=4917593
- 29:[Area5<0.689492285] yes=59,no=60,missing=60,gain=1.51527572,cover=127662
- 59:[Sulc0<-0.655889988] yes=117,no=118,missing=117,gain=1.20723426,cover=110562
- 117:leaf=-7.50826657e-05,cover=0
- 118:leaf=0.0002941454,cover=0
- 60:[PialCurv5<-0.072655201] yes=119,no=120,missing=119,gain=1.71361995,cover=17100
- 119:leaf=0.000574239297,cover=0
- 120:leaf=-0.00552380411,cover=0
- 30:[Pol<178.093033] yes=61,no=62,missing=61,gain=0.436137587,cover=4789931
- 61:[Sulc0<-0.305269122] yes=121,no=122,missing=121,gain=0.454698682,cover=4736206
- 121:leaf=-2.28341814e-05,cover=0
- 122:leaf=8.46723742e-06,cover=0
- 62:[Ecc<25.1292973] yes=123,no=124,missing=123,gain=2.89196444,cover=53725
- 123:leaf=0.000342481246,cover=0
- 124:leaf=-0.000520760135,cover=0
-booster[895]:
-0:[PialArea5<0.914612174] yes=1,no=2,missing=2,gain=0.207455516,cover=5124388
- 1:[MidArea5<0.783437908] yes=3,no=4,missing=3,gain=0.758367896,cover=3531537
- 3:[Area5<0.780320704] yes=7,no=8,missing=8,gain=1.16143548,cover=3232265
- 7:[PialCurv5<-0.123971827] yes=15,no=16,missing=15,gain=0.764928639,cover=3081881
- 15:[Curv5<-0.218969986] yes=31,no=32,missing=32,gain=2.26752353,cover=362947
- 31:[Area5<0.559839368] yes=63,no=64,missing=63,gain=1.51821947,cover=294484
- 63:leaf=0.000112293717,cover=0
- 64:leaf=-0.000114835777,cover=0
- 32:[Curv5<-0.0203319378] yes=65,no=66,missing=65,gain=2.15690279,cover=68463
- 65:leaf=0.000346895395,cover=0
- 66:leaf=-0.00272575254,cover=0
- 16:[Pol<63.605114] yes=33,no=34,missing=33,gain=1.60854173,cover=2718934
- 33:[Area5<0.65839982] yes=67,no=68,missing=67,gain=13.2367811,cover=371803
- 67:leaf=-0.000420583179,cover=0
- 68:leaf=0.000176423215,cover=0
- 34:[PialArea5<0.780359626] yes=69,no=70,missing=69,gain=3.96880913,cover=2347131
- 69:leaf=-2.97486295e-05,cover=0
- 70:leaf=0.000142544028,cover=0
- 8:[Pol<170.080093] yes=17,no=18,missing=18,gain=2.17902422,cover=150384
- 17:[Curv5<0.135532871] yes=35,no=36,missing=35,gain=1.81784344,cover=148683
- 35:[Curv5<0.0513985939] yes=71,no=72,missing=72,gain=2.4395287,cover=96439
- 71:leaf=-0.000294882251,cover=0
- 72:leaf=0.000361581362,cover=0
- 36:[PialArea5<0.559226274] yes=73,no=74,missing=73,gain=2.93852139,cover=52244
- 73:leaf=2.3195922e-05,cover=0
- 74:leaf=-0.00109090214,cover=0
- 18:[Curv5<0.0574831441] yes=37,no=38,missing=37,gain=3.6102159,cover=1701
- 37:[Ecc<7.64592981] yes=75,no=76,missing=76,gain=2.55475855,cover=816
- 75:leaf=-0.000307242648,cover=0
- 76:leaf=0.00600363873,cover=0
- 38:[LGI5<2.8746686] yes=77,no=78,missing=77,gain=3.49238634,cover=885
- 77:leaf=0.0029300903,cover=0
- 78:leaf=-0.00334722735,cover=0
- 4:[LGI5<2.50608969] yes=9,no=10,missing=10,gain=2.900316,cover=299272
- 9:[Ecc<7.64592981] yes=19,no=20,missing=19,gain=4.65729332,cover=54757
- 19:[PialCurv5<-0.0704385936] yes=39,no=40,missing=39,gain=4.05270576,cover=51041
- 39:[LGI5<2.24172258] yes=79,no=80,missing=79,gain=2.7839179,cover=8658
- 79:leaf=-0.00195198308,cover=0
- 80:leaf=0.00136990345,cover=0
- 40:[PialCurv5<0.0591915138] yes=81,no=82,missing=81,gain=4.54651737,cover=42383
- 81:leaf=-0.00041731284,cover=0
- 82:leaf=0.000714734953,cover=0
- 20:[Pol<157.22821] yes=41,no=42,missing=41,gain=4.58716869,cover=3716
- 41:[Pol<60.4070244] yes=83,no=84,missing=83,gain=1.75482559,cover=3279
- 83:leaf=-0.000726974744,cover=0
- 84:leaf=0.00299841794,cover=0
- 42:[Area5<0.814937592] yes=85,no=86,missing=85,gain=1.74358964,cover=437
- 85:leaf=-0.00179343822,cover=0
- 86:leaf=-0.0122962026,cover=0
- 10:[Ecc<22.4429302] yes=21,no=22,missing=21,gain=1.75262713,cover=244515
- 21:[Ecc<17.0169544] yes=43,no=44,missing=44,gain=6.85484457,cover=160946
- 43:[Pol<14.1659222] yes=87,no=88,missing=87,gain=4.16951513,cover=136588
- 87:leaf=-0.00105254818,cover=0
- 88:leaf=-3.37971651e-05,cover=0
- 44:[Pol<157.965515] yes=89,no=90,missing=89,gain=4.18793869,cover=24358
- 89:leaf=-0.00126568135,cover=0
- 90:leaf=0.000765190693,cover=0
- 22:[Pol<6.72755051] yes=45,no=46,missing=45,gain=3.13687372,cover=83569
- 45:[Area5<0.718244016] yes=91,no=92,missing=91,gain=4.42819309,cover=2021
- 91:leaf=-0.0010330223,cover=0
- 92:leaf=0.00379434228,cover=0
- 46:[PialCurv5<-0.0877386853] yes=93,no=94,missing=93,gain=2.5869751,cover=81548
- 93:leaf=0.000653343217,cover=0
- 94:leaf=-0.000136973147,cover=0
- 2:[Sulc0<0.110320561] yes=5,no=6,missing=6,gain=0.794171751,cover=1592851
- 5:[Area5<0.864337862] yes=11,no=12,missing=11,gain=0.898765743,cover=1537729
- 11:[LGI5<3.58443618] yes=23,no=24,missing=23,gain=0.79911989,cover=1475310
- 23:[LGI5<3.41813922] yes=47,no=48,missing=47,gain=0.938152254,cover=1430430
- 47:[LGI5<3.35709596] yes=95,no=96,missing=95,gain=1.66350567,cover=1370286
- 95:leaf=9.69458415e-06,cover=0
- 96:leaf=0.000378010125,cover=0
- 48:[Pol<16.156723] yes=97,no=98,missing=97,gain=3.01930237,cover=60144
- 97:leaf=-0.000958327786,cover=0
- 98:leaf=-2.16312583e-05,cover=0
- 24:[Pol<19.2006226] yes=49,no=50,missing=50,gain=1.75633764,cover=44880
- 49:[Ecc<17.0169544] yes=99,no=100,missing=99,gain=2.4017005,cover=8511
- 99:leaf=0.00127619028,cover=0
- 100:leaf=-0.000837781932,cover=0
- 50:[PialArea5<1.57955706] yes=101,no=102,missing=102,gain=4.23436356,cover=36369
- 101:leaf=0.000358467194,cover=0
- 102:leaf=0.0177581776,cover=0
- 12:[PialArea5<1.25128293] yes=25,no=26,missing=25,gain=2.01594353,cover=62419
- 25:[Pol<50.9985542] yes=51,no=52,missing=52,gain=2.23161697,cover=26739
- 51:[Sulc0<-1.02305627] yes=103,no=104,missing=103,gain=1.83104122,cover=10560
- 103:leaf=-0.00191454904,cover=0
- 104:leaf=0.000279158616,cover=0
- 52:[Ecc<1.73852015] yes=105,no=106,missing=106,gain=2.56477118,cover=16179
- 105:leaf=0.000871030614,cover=0
- 106:leaf=-0.00110174052,cover=0
- 26:[Pol<52.7894325] yes=53,no=54,missing=53,gain=4.13595772,cover=35680
- 53:[Ecc<3.29132295] yes=107,no=108,missing=107,gain=3.25211835,cover=25738
- 107:leaf=0.00186756742,cover=0
- 108:leaf=-0.000414156326,cover=0
- 54:[LGI5<2.93978119] yes=109,no=110,missing=109,gain=1.99804258,cover=9942
- 109:leaf=0.0015040763,cover=0
- 110:leaf=5.24429197e-05,cover=0
- 6:[Pol<170.080093] yes=13,no=14,missing=13,gain=2.34996986,cover=55122
- 13:[LGI5<3.47596025] yes=27,no=28,missing=28,gain=1.48143864,cover=53166
- 27:[PialCurv5<0.00652291393] yes=55,no=56,missing=55,gain=2.80587888,cover=46389
- 55:[Curv5<-0.00633975025] yes=111,no=112,missing=112,gain=6.006248,cover=27146
- 111:leaf=0.000293923629,cover=0
- 112:leaf=0.00330327428,cover=0
- 56:[LGI5<3.36766768] yes=113,no=114,missing=113,gain=2.43341327,cover=19243
- 113:leaf=-0.000452145701,cover=0
- 114:leaf=0.00176070258,cover=0
- 28:[PialCurv5<-0.0314326771] yes=57,no=58,missing=58,gain=6.32447004,cover=6777
- 57:[Pol<62.0115929] yes=115,no=116,missing=115,gain=3.24381948,cover=2849
- 115:leaf=0.00531864632,cover=0
- 116:leaf=-0.00130050816,cover=0
- 58:[Area5<0.744179189] yes=117,no=118,missing=117,gain=1.80139446,cover=3928
- 117:leaf=0.00439846748,cover=0
- 118:leaf=0.00171948038,cover=0
- 14:[LGI5<3.33878016] yes=29,no=30,missing=29,gain=2.30998993,cover=1956
- 29:[Ecc<38.0136108] yes=59,no=60,missing=59,gain=2.07921076,cover=1127
- 59:[MidArea5<0.818603933] yes=119,no=120,missing=120,gain=0.80862987,cover=186
- 119:leaf=-0.0122381179,cover=0
- 120:leaf=-0.00335053727,cover=0
- 60:[Area5<0.732334435] yes=121,no=122,missing=121,gain=1.44315791,cover=941
- 121:leaf=-0.000724495912,cover=0
- 122:leaf=0.00324337184,cover=0
- 30:[Curv5<-0.0642315522] yes=61,no=62,missing=62,gain=1.56598186,cover=829
- 61:[LGI5<3.39750218] yes=123,no=124,missing=123,gain=1.40529144,cover=595
- 123:leaf=-0.00781621598,cover=0
- 124:leaf=-0.00109293568,cover=0
- 62:[LGI5<3.78836131] yes=125,no=126,missing=126,gain=2.21736622,cover=234
- 125:leaf=-0.0085297022,cover=0
- 126:leaf=0.00788270216,cover=0
-booster[896]:
-0:[LGI5<2.46595764] yes=1,no=2,missing=1,gain=0.214342102,cover=5124388
- 1:[Ecc<12.3665791] yes=3,no=4,missing=4,gain=5.1381917,cover=1229769
- 3:[Area5<0.678346932] yes=7,no=8,missing=7,gain=2.24808359,cover=1225167
- 7:[Ecc<1.51801682] yes=15,no=16,missing=16,gain=2.77842927,cover=802384
- 15:[PialArea5<1.25128293] yes=31,no=32,missing=32,gain=1.70702553,cover=303133
- 31:[MidArea5<0.744108081] yes=63,no=64,missing=64,gain=1.60527563,cover=295943
- 63:leaf=-2.79881115e-05,cover=0
- 64:leaf=-0.000287254836,cover=0
- 32:[PialCurv5<-0.132898524] yes=65,no=66,missing=66,gain=1.64116704,cover=7190
- 65:leaf=-0.0013559293,cover=0
- 66:leaf=0.000959297933,cover=0
- 16:[PialCurv5<-0.131946102] yes=33,no=34,missing=34,gain=3.23255777,cover=499251
- 33:[Curv5<-0.0730527416] yes=67,no=68,missing=67,gain=2.57647181,cover=85533
- 67:leaf=-0.000158382973,cover=0
- 68:leaf=-0.00661064032,cover=0
- 34:[Curv5<0.049365297] yes=69,no=70,missing=69,gain=4.72272301,cover=413718
- 69:leaf=0.000278014661,cover=0
- 70:leaf=-9.08425936e-05,cover=0
- 8:[Pol<161.595886] yes=17,no=18,missing=18,gain=7.84518147,cover=422783
- 17:[Ecc<0.567370772] yes=35,no=36,missing=35,gain=6.43247461,cover=398026
- 35:[PialArea5<1.15332794] yes=71,no=72,missing=71,gain=5.64059353,cover=16065
- 71:leaf=0.00136630051,cover=0
- 72:leaf=-0.000788728416,cover=0
- 36:[Pol<62.0115929] yes=73,no=74,missing=73,gain=6.18412018,cover=381961
- 73:leaf=0.000206709941,cover=0
- 74:leaf=-0.000299652194,cover=0
- 18:[Ecc<2.02168798] yes=37,no=38,missing=37,gain=5.46443605,cover=24757
- 37:[Curv5<-0.0620335713] yes=75,no=76,missing=76,gain=3.20436525,cover=12124
- 75:leaf=-0.00113776047,cover=0
- 76:leaf=0.000580686261,cover=0
- 38:[Ecc<5.08081961] yes=77,no=78,missing=77,gain=10.1514921,cover=12633
- 77:leaf=0.00354756601,cover=0
- 78:leaf=0.00051156187,cover=0
- 4:[Sulc0<0.32645905] yes=9,no=10,missing=9,gain=6.78468609,cover=4602
- 9:[Curv5<-0.2435821] yes=19,no=20,missing=20,gain=4.08708096,cover=2275
- 19:[PialCurv5<-0.128275648] yes=39,no=40,missing=40,gain=1.76936889,cover=396
- 39:[Pol<7.58674097] yes=79,no=80,missing=80,gain=0.573455393,cover=317
- 79:leaf=0.00572670624,cover=0
- 80:leaf=0.00118171086,cover=0
- 40:[LGI5<2.32164335] yes=81,no=82,missing=82,gain=0.375238061,cover=79
- 81:leaf=0.00232127681,cover=0
- 82:leaf=-0.00710518006,cover=0
- 20:[MidArea5<0.765750825] yes=41,no=42,missing=41,gain=3.58472538,cover=1879
- 41:[Pol<60.4070244] yes=83,no=84,missing=83,gain=1.83223724,cover=1109
- 83:leaf=-0.0103184469,cover=0
- 84:leaf=-0.00534721045,cover=0
- 42:[Pol<168.023468] yes=85,no=86,missing=86,gain=2.42842436,cover=770
- 85:leaf=-0.00133370305,cover=0
- 86:leaf=-0.0143007282,cover=0
- 10:[PialCurv5<0.329096764] yes=21,no=22,missing=21,gain=3.14747405,cover=2327
- 21:[Area5<0.697420239] yes=43,no=44,missing=43,gain=2.56532955,cover=1886
- 43:[Area5<0.610838115] yes=87,no=88,missing=87,gain=2.3073895,cover=582
- 87:leaf=0.00663460558,cover=0
- 88:leaf=-0.0044118287,cover=0
- 44:[Ecc<15.7955055] yes=89,no=90,missing=89,gain=1.54140711,cover=1304
- 89:leaf=0.0020270606,cover=0
- 90:leaf=-0.00144956226,cover=0
- 22:[MidArea5<0.588423193] yes=45,no=46,missing=45,gain=1.35639381,cover=441
- 45:[LGI5<2.39007568] yes=91,no=92,missing=92,gain=1.07146025,cover=374
- 91:leaf=0.00205199863,cover=0
- 92:leaf=0.00747732446,cover=0
- 46:[Pol<91.5616074] yes=93,no=94,missing=93,gain=0.194650546,cover=67
- 93:leaf=0.00490528438,cover=0
- 94:leaf=-0.00344243064,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=6,gain=3.19776392,cover=3894619
- 5:[Area5<0.700531542] yes=11,no=12,missing=11,gain=3.89056468,cover=122601
- 11:[Pol<83.4982376] yes=23,no=24,missing=24,gain=5.5124402,cover=84359
- 23:[Curv5<-0.144993886] yes=47,no=48,missing=47,gain=3.39311528,cover=26273
- 47:[PialCurv5<-0.0501225069] yes=95,no=96,missing=96,gain=2.02423215,cover=15999
- 95:leaf=-0.000136809773,cover=0
- 96:leaf=0.00531678693,cover=0
- 48:[Pol<25.2957573] yes=97,no=98,missing=98,gain=2.59772539,cover=10274
- 97:leaf=0.00108722667,cover=0
- 98:leaf=-0.00151379837,cover=0
- 24:[PialCurv5<-0.210138425] yes=49,no=50,missing=49,gain=9.42522526,cover=58086
- 49:[Pol<92.1537628] yes=99,no=100,missing=100,gain=2.75786877,cover=169
- 99:leaf=-0.0006237466,cover=0
- 100:leaf=0.0152794449,cover=0
- 50:[Pol<137.578873] yes=101,no=102,missing=101,gain=4.21726704,cover=57917
- 101:leaf=0.000657491386,cover=0
- 102:leaf=-0.000211293533,cover=0
- 12:[Ecc<3.60812569] yes=25,no=26,missing=25,gain=4.45073223,cover=38242
- 25:[Ecc<0.567370772] yes=51,no=52,missing=52,gain=5.24952793,cover=15440
- 51:[Sulc0<-0.202991232] yes=103,no=104,missing=103,gain=2.60079908,cover=841
- 103:leaf=-0.00137334934,cover=0
- 104:leaf=-0.00932554808,cover=0
- 52:[Sulc0<-0.332174033] yes=105,no=106,missing=105,gain=2.54455757,cover=14599
- 105:leaf=0.000943377148,cover=0
- 106:leaf=0.00226810668,cover=0
- 26:[Ecc<7.24576569] yes=53,no=54,missing=53,gain=2.12157226,cover=22802
- 53:[PialCurv5<0.00860458333] yes=107,no=108,missing=107,gain=2.72491717,cover=16246
- 107:leaf=-0.000773768174,cover=0
- 108:leaf=0.000525028619,cover=0
- 54:[Pol<152.092255] yes=109,no=110,missing=109,gain=1.10887551,cover=6556
- 109:leaf=0.00124548387,cover=0
- 110:leaf=-0.000667851884,cover=0
- 6:[Area5<0.621834755] yes=13,no=14,missing=13,gain=0.768678129,cover=3772018
- 13:[Ecc<14.694541] yes=27,no=28,missing=27,gain=5.00124168,cover=743880
- 27:[Sulc0<-0.23104082] yes=55,no=56,missing=56,gain=6.63412619,cover=543440
- 55:[Curv5<0.153449878] yes=111,no=112,missing=111,gain=5.34366655,cover=395584
- 111:leaf=-2.93915364e-05,cover=0
- 112:leaf=0.00353383436,cover=0
- 56:[Pol<62.0115929] yes=113,no=114,missing=113,gain=8.07213688,cover=147856
- 113:leaf=-0.00215902994,cover=0
- 114:leaf=-0.000334294426,cover=0
- 28:[Pol<38.1036148] yes=57,no=58,missing=57,gain=8.37087345,cover=200440
- 57:[LGI5<3.62495422] yes=115,no=116,missing=115,gain=2.54590368,cover=54819
- 115:leaf=-0.000449000945,cover=0
- 116:leaf=0.000959866331,cover=0
- 58:[Pol<76.8473129] yes=117,no=118,missing=118,gain=12.4208832,cover=145621
- 117:leaf=0.00122636103,cover=0
- 118:leaf=0.000116559058,cover=0
- 14:[Ecc<4.87342644] yes=29,no=30,missing=30,gain=2.03412271,cover=3028138
- 29:[PialCurv5<0.216171265] yes=59,no=60,missing=59,gain=5.08910179,cover=360015
- 59:[Pol<69.6327286] yes=119,no=120,missing=119,gain=8.59455967,cover=315777
- 119:leaf=0.000120796612,cover=0
- 120:leaf=-0.000404630002,cover=0
- 60:[Area5<0.645846248] yes=121,no=122,missing=121,gain=1.64498401,cover=44238
- 121:leaf=-0.00032912902,cover=0
- 122:leaf=0.000527041091,cover=0
- 30:[LGI5<2.89660096] yes=61,no=62,missing=61,gain=2.92041492,cover=2668123
- 61:[Pol<93.3357697] yes=123,no=124,missing=123,gain=5.31523752,cover=985741
- 123:leaf=0.000225423631,cover=0
- 124:leaf=-8.99442512e-06,cover=0
- 62:[Ecc<7.85193825] yes=125,no=126,missing=125,gain=9.51856136,cover=1682382
- 125:leaf=0.000418735668,cover=0
- 126:leaf=-4.87372636e-05,cover=0
-booster[897]:
-0:[PialArea5<0.39986974] yes=1,no=2,missing=1,gain=0.2171624,cover=5124388
- 1:[Curv5<0.122410901] yes=3,no=4,missing=3,gain=0.875996888,cover=443423
- 3:[LGI5<3.70550299] yes=7,no=8,missing=8,gain=2.30244613,cover=60353
- 7:[LGI5<3.30554914] yes=15,no=16,missing=15,gain=1.57111287,cover=58702
- 15:[Ecc<32.6813126] yes=31,no=32,missing=32,gain=3.21337605,cover=49449
- 31:[Ecc<19.4699688] yes=63,no=64,missing=63,gain=5.17989159,cover=45930
- 63:leaf=0.000105744461,cover=0
- 64:leaf=0.00140216097,cover=0
- 32:[LGI5<2.8416636] yes=65,no=66,missing=65,gain=2.95572567,cover=3519
- 65:leaf=-0.00582329929,cover=0
- 66:leaf=-0.000732488057,cover=0
- 16:[Sulc0<0.74744761] yes=33,no=34,missing=33,gain=4.38495541,cover=9253
- 33:[Ecc<15.3430929] yes=67,no=68,missing=67,gain=4.81271458,cover=4191
- 67:leaf=0.0005898503,cover=0
- 68:leaf=-0.00292499294,cover=0
- 34:[LGI5<3.39750218] yes=69,no=70,missing=69,gain=2.57070327,cover=5062
- 69:leaf=-0.000859085645,cover=0
- 70:leaf=0.00145106355,cover=0
- 8:[MidArea5<0.451744556] yes=17,no=18,missing=18,gain=1.58445096,cover=1651
- 17:[Ecc<28.2834949] yes=35,no=36,missing=35,gain=1.10573816,cover=208
- 35:[Area5<0.4695113] yes=71,no=72,missing=71,gain=0.685917974,cover=173
- 71:leaf=-0.00992682483,cover=0
- 72:leaf=-0.00207067537,cover=0
- 36:[Pol<89.1530609] yes=73,no=74,missing=73,gain=0.383518398,cover=35
- 73:leaf=0.00761368452,cover=0
- 74:leaf=-0.00907394197,cover=0
- 18:[Sulc0<0.506771445] yes=37,no=38,missing=38,gain=1.11131859,cover=1443
- 37:[Area5<0.717401922] yes=75,no=76,missing=75,gain=1.41333556,cover=210
- 75:leaf=-0.00196014158,cover=0
- 76:leaf=0.0126870768,cover=0
- 38:[Curv5<0.0974604636] yes=77,no=78,missing=77,gain=1.67772722,cover=1233
- 77:leaf=0.0057793837,cover=0
- 78:leaf=0.00188450725,cover=0
- 4:[Area5<0.864337862] yes=9,no=10,missing=9,gain=0.877182305,cover=383070
- 9:[Sulc0<0.636906147] yes=19,no=20,missing=20,gain=0.871350527,cover=381737
- 19:[Ecc<10.426198] yes=39,no=40,missing=40,gain=3.39308763,cover=149870
- 39:[Area5<0.694293797] yes=79,no=80,missing=79,gain=3.26867175,cover=120555
- 79:leaf=9.55330615e-05,cover=0
- 80:leaf=0.000792577805,cover=0
- 40:[PialCurv5<0.228302389] yes=81,no=82,missing=81,gain=4.76419353,cover=29315
- 81:leaf=-0.00119380164,cover=0
- 82:leaf=0.000116408824,cover=0
- 20:[PialCurv5<0.147539601] yes=41,no=42,missing=42,gain=1.73859489,cover=231867
- 41:[Ecc<15.3430929] yes=83,no=84,missing=83,gain=1.76556933,cover=8436
- 83:leaf=0.00145335798,cover=0
- 84:leaf=-2.20703851e-06,cover=0
- 42:[Pol<139.671173] yes=85,no=86,missing=86,gain=2.06665087,cover=223431
- 85:leaf=-7.99482732e-05,cover=0
- 86:leaf=-0.0037511799,cover=0
- 10:[LGI5<3.60428405] yes=21,no=22,missing=22,gain=0.769084573,cover=1333
- 21:[LGI5<3.33878016] yes=43,no=44,missing=44,gain=0.695771098,cover=1245
- 43:[LGI5<3.10571551] yes=87,no=88,missing=88,gain=1.03620315,cover=1053
- 87:leaf=0.00211525825,cover=0
- 88:leaf=-0.00131593819,cover=0
- 44:[Pol<96.2546158] yes=89,no=90,missing=89,gain=0.48411119,cover=192
- 89:leaf=0.00548326736,cover=0
- 90:leaf=-0.00121634733,cover=0
- 22:[PialCurv5<0.265012205] yes=45,no=46,missing=45,gain=0.455037951,cover=88
- 45:[Sulc0<1.25822949] yes=91,no=92,missing=91,gain=0.263371706,cover=19
- 91:leaf=-0.0136122024,cover=0
- 92:leaf=-0.000927365676,cover=0
- 46:[LGI5<3.78836131] yes=93,no=94,missing=93,gain=0.272600919,cover=69
- 93:leaf=0.00238057948,cover=0
- 94:leaf=-0.00389871793,cover=0
- 2:[Curv5<0.186949074] yes=5,no=6,missing=6,gain=0.374041557,cover=4680965
- 5:[PialCurv5<0.394910008] yes=11,no=12,missing=12,gain=1.52913594,cover=4615026
- 11:[Curv5<0.174639657] yes=23,no=24,missing=24,gain=0.989754319,cover=4605539
- 23:[MidArea5<0.566005528] yes=47,no=48,missing=47,gain=0.951550424,cover=4573541
- 47:[PialArea5<0.764178395] yes=95,no=96,missing=95,gain=2.5785675,cover=259494
- 95:leaf=-0.00010599949,cover=0
- 96:leaf=0.00289871404,cover=0
- 48:[Sulc0<1.06550956] yes=97,no=98,missing=98,gain=0.872011364,cover=4314047
- 97:leaf=-6.10639859e-07,cover=0
- 98:leaf=0.000341141218,cover=0
- 24:[Area5<0.712503135] yes=49,no=50,missing=49,gain=2.27357507,cover=31998
- 49:[Sulc0<0.29007864] yes=99,no=100,missing=99,gain=0.890015364,cover=20111
- 99:leaf=0.000294643542,cover=0
- 100:leaf=0.000962671184,cover=0
- 50:[PialCurv5<0.101587482] yes=101,no=102,missing=102,gain=1.34964418,cover=11887
- 101:leaf=0.00361504639,cover=0
- 102:leaf=-0.000346818561,cover=0
- 12:[Pol<172.695618] yes=25,no=26,missing=26,gain=1.30408072,cover=9487
- 25:[LGI5<3.31338549] yes=51,no=52,missing=51,gain=0.822394848,cover=9324
- 51:[Curv5<0.0756113976] yes=103,no=104,missing=104,gain=0.898101807,cover=8119
- 103:leaf=-0.00326629844,cover=0
- 104:leaf=0.00044971201,cover=0
- 52:[LGI5<3.48966408] yes=105,no=106,missing=105,gain=0.928596258,cover=1205
- 105:leaf=0.0031220715,cover=0
- 106:leaf=0.000345455279,cover=0
- 26:[MidArea5<0.678623557] yes=53,no=54,missing=53,gain=1.13164949,cover=163
- 53:[Area5<0.603367925] yes=107,no=108,missing=108,gain=0.620214701,cover=146
- 107:leaf=-0.00460819574,cover=0
- 108:leaf=0.00740811974,cover=0
- 54:[Sulc0<-0.0788570642] yes=109,no=110,missing=109,gain=0.0918595791,cover=17
- 109:leaf=-0.00814808905,cover=0
- 110:leaf=0.00227166619,cover=0
- 6:[Area5<0.720865786] yes=13,no=14,missing=14,gain=2.46066499,cover=65939
- 13:[PialArea5<0.550757647] yes=27,no=28,missing=27,gain=1.8731246,cover=51732
- 27:[Sulc0<0.869075775] yes=55,no=56,missing=56,gain=1.33998001,cover=49215
- 55:[Area5<0.64983958] yes=111,no=112,missing=111,gain=1.12535894,cover=47087
- 111:leaf=0.000185054232,cover=0
- 112:leaf=-0.000306214177,cover=0
- 56:[Pol<139.671173] yes=113,no=114,missing=114,gain=1.67402315,cover=2128
- 113:leaf=0.0010871425,cover=0
- 114:leaf=0.0190875698,cover=0
- 28:[LGI5<2.95653391] yes=57,no=58,missing=57,gain=1.23719263,cover=2517
- 57:[PialCurv5<0.297166049] yes=115,no=116,missing=116,gain=0.970600724,cover=2124
- 115:leaf=0.0017105391,cover=0
- 116:leaf=-0.000501800328,cover=0
- 58:[Pol<124.172195] yes=117,no=118,missing=117,gain=3.26620984,cover=393
- 117:leaf=0.0100744516,cover=0
- 118:leaf=0.000560336921,cover=0
- 14:[PialCurv5<0.200529471] yes=29,no=30,missing=30,gain=2.61910939,cover=14207
- 29:[Ecc<2.07756257] yes=59,no=60,missing=60,gain=1.78063738,cover=1469
- 59:[Pol<103.851685] yes=119,no=120,missing=119,gain=0.415569782,cover=253
- 119:leaf=-0.00376295927,cover=0
- 120:leaf=0.000753905158,cover=0
- 60:[Pol<114.432869] yes=121,no=122,missing=121,gain=1.1818316,cover=1216
- 121:leaf=0.00315826759,cover=0
- 122:leaf=-0.000180224495,cover=0
- 30:[Pol<86.7064972] yes=61,no=62,missing=62,gain=1.65904188,cover=12738
- 61:[Curv5<0.22365725] yes=123,no=124,missing=123,gain=0.942939162,cover=2513
- 123:leaf=-0.000146263235,cover=0
- 124:leaf=0.00280292938,cover=0
- 62:[Ecc<9.50052643] yes=125,no=126,missing=126,gain=2.28958273,cover=10225
- 125:leaf=-0.000797231216,cover=0
- 126:leaf=-0.00254952745,cover=0
-booster[898]:
-0:[PialArea5<0.34410578] yes=1,no=2,missing=1,gain=0.203771204,cover=5124388
- 1:[Ecc<3.60812569] yes=3,no=4,missing=4,gain=0.634239435,cover=222961
- 3:[Area5<0.690371037] yes=7,no=8,missing=7,gain=0.593875766,cover=25572
- 7:[Sulc0<0.33585754] yes=15,no=16,missing=15,gain=0.697483718,cover=23347
- 15:[PialCurv5<0.0377402082] yes=31,no=32,missing=32,gain=0.736845493,cover=12083
- 31:[Area5<0.517926872] yes=63,no=64,missing=63,gain=1.37825644,cover=734
- 63:leaf=0.00248056534,cover=0
- 64:leaf=-0.00269824709,cover=0
- 32:[Ecc<0.221054599] yes=65,no=66,missing=65,gain=0.821723044,cover=11349
- 65:leaf=0.00361488201,cover=0
- 66:leaf=4.97787369e-05,cover=0
- 16:[Ecc<1.96654522] yes=33,no=34,missing=34,gain=0.790171623,cover=11264
- 33:[LGI5<2.49595737] yes=67,no=68,missing=67,gain=0.57027781,cover=578
- 67:leaf=-0.0030308587,cover=0
- 68:leaf=0.0012317847,cover=0
- 34:[Pol<115.563423] yes=69,no=70,missing=69,gain=0.844899178,cover=10686
- 69:leaf=-0.000520043948,cover=0
- 70:leaf=0.00227310113,cover=0
- 8:[LGI5<2.45932961] yes=17,no=18,missing=17,gain=1.70478559,cover=2225
- 17:[Ecc<0.729281187] yes=35,no=36,missing=36,gain=1.08669448,cover=1117
- 35:[Area5<0.802302957] yes=71,no=72,missing=71,gain=0.582322121,cover=88
- 71:leaf=-0.00729021803,cover=0
- 72:leaf=0.00701902201,cover=0
- 36:[PialCurv5<0.074624911] yes=73,no=74,missing=73,gain=0.734308362,cover=1029
- 73:leaf=0.00781101873,cover=0
- 74:leaf=-0.000545057876,cover=0
- 18:[Sulc0<0.33585754] yes=37,no=38,missing=38,gain=1.06924081,cover=1108
- 37:[Sulc0<0.0451717228] yes=75,no=76,missing=75,gain=0.862637162,cover=134
- 75:leaf=0.002177716,cover=0
- 76:leaf=-0.00582656404,cover=0
- 38:[Ecc<2.48523927] yes=77,no=78,missing=77,gain=1.35966659,cover=974
- 77:leaf=0.00932769384,cover=0
- 78:leaf=0.00203983416,cover=0
- 4:[LGI5<2.19753051] yes=9,no=10,missing=9,gain=0.793919683,cover=197389
- 9:[Sulc0<0.218763664] yes=19,no=20,missing=19,gain=1.21845448,cover=886
- 19:[Area5<0.494833142] yes=39,no=40,missing=40,gain=0.665251851,cover=116
- 39:[Pol<120.317558] yes=79,no=80,missing=79,gain=0.00206938386,cover=9
- 79:leaf=-0.00682008872,cover=0
- 80:leaf=-0.00252399058,cover=0
- 40:[LGI5<2.13090348] yes=81,no=82,missing=81,gain=0.200428963,cover=107
- 81:leaf=0.00932436902,cover=0
- 82:leaf=0.00476508448,cover=0
- 20:[LGI5<2.13090348] yes=41,no=42,missing=41,gain=0.958230793,cover=770
- 41:[Pol<102.778297] yes=83,no=84,missing=84,gain=0.885744631,cover=117
- 83:leaf=0.00138964318,cover=0
- 84:leaf=-0.00728366012,cover=0
- 42:[Ecc<6.92728615] yes=85,no=86,missing=85,gain=0.926304638,cover=653
- 85:leaf=0.00242221914,cover=0
- 86:leaf=-0.00266666966,cover=0
- 10:[Pol<51.9018669] yes=21,no=22,missing=22,gain=0.704558253,cover=196503
- 21:[LGI5<3.84897733] yes=43,no=44,missing=44,gain=0.974819481,cover=1342
- 43:[Pol<34.3003769] yes=87,no=88,missing=87,gain=0.701220512,cover=1293
- 87:leaf=1.35451264e-05,cover=0
- 88:leaf=0.00240220851,cover=0
- 44:[Sulc0<1.11117697] yes=89,no=90,missing=89,gain=0.277763486,cover=49
- 89:leaf=-0.00785127468,cover=0
- 90:leaf=0.000600983854,cover=0
- 22:[Curv5<0.195079193] yes=45,no=46,missing=45,gain=0.625991285,cover=195161
- 45:[Pol<174.523148] yes=91,no=92,missing=92,gain=2.25367498,cover=128814
- 91:leaf=9.45764168e-06,cover=0
- 92:leaf=-0.00390368211,cover=0
- 46:[Sulc0<-0.0172607526] yes=93,no=94,missing=93,gain=1.42718506,cover=66347
- 93:leaf=0.00309270504,cover=0
- 94:leaf=0.000168777609,cover=0
- 2:[PialCurv5<0.353309482] yes=5,no=6,missing=5,gain=0.291802466,cover=4901427
- 5:[Sulc0<1.25822949] yes=11,no=12,missing=12,gain=0.49654761,cover=4803099
- 11:[MidArea5<0.52745223] yes=23,no=24,missing=23,gain=0.393170506,cover=4795852
- 23:[PialArea5<0.672997355] yes=47,no=48,missing=47,gain=3.23913455,cover=174738
- 47:[Pol<106.604004] yes=95,no=96,missing=95,gain=1.0497725,cover=172759
- 95:leaf=-0.000204113079,cover=0
- 96:leaf=4.50454681e-05,cover=0
- 48:[MidArea5<0.518836677] yes=97,no=98,missing=98,gain=1.12612581,cover=1979
- 97:leaf=0.00311676995,cover=0
- 98:leaf=0.000730827451,cover=0
- 24:[PialArea5<0.463276565] yes=49,no=50,missing=49,gain=1.19593978,cover=4621114
- 49:[Ecc<11.6821251] yes=99,no=100,missing=100,gain=2.35750341,cover=283859
- 99:leaf=0.000239475747,cover=0
- 100:leaf=-4.89564445e-05,cover=0
- 50:[Curv5<0.133649558] yes=101,no=102,missing=101,gain=0.897673547,cover=4337255
- 101:leaf=-3.50217249e-07,cover=0
- 102:leaf=-0.000123026315,cover=0
- 12:[Pol<85.4004211] yes=25,no=26,missing=25,gain=1.62329173,cover=7247
- 25:[Ecc<41.2560654] yes=51,no=52,missing=51,gain=1.5670917,cover=3689
- 51:[Curv5<0.139330834] yes=103,no=104,missing=103,gain=1.37936831,cover=1441
- 103:leaf=0.00443356391,cover=0
- 104:leaf=0.0012363242,cover=0
- 52:[PialArea5<0.662493944] yes=105,no=106,missing=105,gain=1.01405454,cover=2248
- 105:leaf=0.000439368974,cover=0
- 106:leaf=-0.00930938777,cover=0
- 26:[Area5<0.720865786] yes=53,no=54,missing=53,gain=2.01370573,cover=3558
- 53:[PialCurv5<0.175003663] yes=107,no=108,missing=108,gain=1.9953649,cover=1042
- 107:leaf=-0.00698530674,cover=0
- 108:leaf=-0.00119571504,cover=0
- 54:[Pol<111.326981] yes=109,no=110,missing=110,gain=0.703725636,cover=2516
- 109:leaf=0.000609314244,cover=0
- 110:leaf=-0.00321038673,cover=0
- 6:[PialArea5<0.507580996] yes=13,no=14,missing=13,gain=1.17672169,cover=98328
- 13:[Sulc0<0.184694022] yes=27,no=28,missing=27,gain=1.84197688,cover=89378
- 27:[LGI5<3.01963663] yes=55,no=56,missing=56,gain=1.95056486,cover=9420
- 55:[LGI5<2.81919122] yes=111,no=112,missing=111,gain=5.43825054,cover=8520
- 111:leaf=0.000404709863,cover=0
- 112:leaf=0.00533438846,cover=0
- 56:[Area5<0.677535415] yes=113,no=114,missing=113,gain=1.78854513,cover=900
- 113:leaf=-0.0026822018,cover=0
- 114:leaf=0.00331531768,cover=0
- 28:[LGI5<3.31338549] yes=57,no=58,missing=57,gain=2.06828666,cover=79958
- 57:[Pol<109.248352] yes=115,no=116,missing=115,gain=1.79807997,cover=67737
- 115:leaf=-0.000175933659,cover=0
- 116:leaf=-0.000764320022,cover=0
- 58:[LGI5<3.47596025] yes=117,no=118,missing=118,gain=2.2421391,cover=12221
- 117:leaf=0.00110915094,cover=0
- 118:leaf=-0.000249147153,cover=0
- 14:[Curv5<0.177453667] yes=29,no=30,missing=29,gain=1.8088783,cover=8950
- 29:[Ecc<1.91022825] yes=59,no=60,missing=59,gain=1.5584569,cover=5576
- 59:[Area5<0.670794368] yes=119,no=120,missing=120,gain=1.06908154,cover=348
- 119:leaf=0.000939634279,cover=0
- 120:leaf=-0.0046406365,cover=0
- 60:[Sulc0<0.636906147] yes=121,no=122,missing=121,gain=0.931357145,cover=5228
- 121:leaf=0.000858838146,cover=0
- 122:leaf=0.00243571075,cover=0
- 30:[PialCurv5<0.426807076] yes=61,no=62,missing=61,gain=1.48721445,cover=3374
- 61:[LGI5<2.51969218] yes=123,no=124,missing=123,gain=1.18504405,cover=2713
- 123:leaf=0.000234564111,cover=0
- 124:leaf=-0.001876764,cover=0
- 62:[Pol<152.092255] yes=125,no=126,missing=126,gain=0.834813058,cover=661
- 125:leaf=0.00237614801,cover=0
- 126:leaf=-0.00278317113,cover=0
-booster[899]:
-0:[Curv5<-0.0226651002] yes=1,no=2,missing=1,gain=0.201565593,cover=5124388
- 1:[PialCurv5<0.157381535] yes=3,no=4,missing=3,gain=1.74097824,cover=2925481
- 3:[Ecc<9.27846909] yes=7,no=8,missing=7,gain=1.24753022,cover=2924902
- 7:[LGI5<3.29043651] yes=15,no=16,missing=16,gain=5.48009872,cover=1892756
- 15:[Sulc0<0.167916268] yes=31,no=32,missing=31,gain=4.01752472,cover=1868331
- 31:[MidArea5<0.505849421] yes=63,no=64,missing=63,gain=1.69988728,cover=1853933
- 63:leaf=0.000565998431,cover=0
- 64:leaf=-2.09920127e-05,cover=0
- 32:[LGI5<2.8416636] yes=65,no=66,missing=65,gain=8.72619724,cover=14398
- 65:leaf=-0.000124384882,cover=0
- 66:leaf=-0.00292783766,cover=0
- 16:[Sulc0<-0.351394534] yes=33,no=34,missing=34,gain=9.23223019,cover=24425
- 33:[Ecc<5.59685707] yes=67,no=68,missing=68,gain=3.68399382,cover=18818
- 67:leaf=-0.0040559331,cover=0
- 68:leaf=-0.000118172953,cover=0
- 34:[MidArea5<0.612316132] yes=69,no=70,missing=70,gain=4.36510754,cover=5607
- 69:leaf=0.00258921413,cover=0
- 70:leaf=-0.00293577672,cover=0
- 8:[PialArea5<0.662493944] yes=17,no=18,missing=17,gain=3.12128401,cover=1032146
- 17:[Pol<92.7492142] yes=35,no=36,missing=36,gain=3.36586308,cover=61415
- 35:[PialCurv5<-0.0347327143] yes=71,no=72,missing=71,gain=11.3799124,cover=29075
- 71:leaf=-0.000808269251,cover=0
- 72:leaf=0.00118155265,cover=0
- 36:[PialCurv5<-0.0114707183] yes=73,no=74,missing=74,gain=5.08242702,cover=32340
- 73:leaf=-0.00027990315,cover=0
- 74:leaf=-0.00169100042,cover=0
- 18:[Pol<40.9012032] yes=37,no=38,missing=37,gain=4.37992096,cover=970731
- 37:[Ecc<12.5441074] yes=75,no=76,missing=75,gain=7.82909107,cover=325375
- 75:leaf=0.000521398324,cover=0
- 76:leaf=-0.000190589126,cover=0
- 38:[Pol<104.929901] yes=77,no=78,missing=77,gain=23.8115425,cover=645356
- 77:leaf=0.000773140404,cover=0
- 78:leaf=-1.15870171e-05,cover=0
- 4:[LGI5<2.31684756] yes=9,no=10,missing=9,gain=3.06402826,cover=579
- 9:[MidArea5<0.710933506] yes=19,no=20,missing=20,gain=0.957125664,cover=28
- 19:[LGI5<2.30180311] yes=39,no=40,missing=39,gain=0.130484968,cover=12
- 39:[Curv5<-0.0273730159] yes=79,no=80,missing=80,gain=0.0402570665,cover=11
- 79:leaf=0.00953147002,cover=0
- 80:leaf=-0.000485607976,cover=0
- 40:leaf=-0.00608306844,cover=0
- 20:[Pol<5.08026028] yes=41,no=42,missing=42,gain=0.56163168,cover=16
- 41:leaf=-0.00540417759,cover=0
- 42:[Pol<101.159882] yes=81,no=82,missing=81,gain=0.108241081,cover=15
- 81:leaf=0.0319794156,cover=0
- 82:leaf=0.0148049323,cover=0
- 10:[LGI5<3.31338549] yes=21,no=22,missing=21,gain=2.31341434,cover=551
- 21:[MidArea5<0.739589095] yes=43,no=44,missing=43,gain=1.71399963,cover=454
- 43:[Pol<80.2322083] yes=83,no=84,missing=83,gain=1.08540916,cover=371
- 83:leaf=0.00740549201,cover=0
- 84:leaf=0.000530696474,cover=0
- 44:[Curv5<-0.0598238073] yes=85,no=86,missing=85,gain=0.187864304,cover=83
- 85:leaf=-0.00858004577,cover=0
- 86:leaf=-0.00369187747,cover=0
- 22:[Curv5<-0.171285838] yes=45,no=46,missing=46,gain=1.77110338,cover=97
- 45:[Area5<0.719086528] yes=87,no=88,missing=87,gain=0.2494587,cover=42
- 87:leaf=0.00335525884,cover=0
- 88:leaf=-0.00510572409,cover=0
- 46:[Area5<0.720017433] yes=89,no=90,missing=90,gain=1.29010916,cover=55
- 89:leaf=0.00756095815,cover=0
- 90:leaf=0.0232099257,cover=0
- 2:[PialCurv5<0.00652291393] yes=5,no=6,missing=5,gain=1.97952759,cover=2198907
- 5:[PialArea5<0.715215623] yes=11,no=12,missing=11,gain=7.87779808,cover=160380
- 11:[Ecc<1.85215485] yes=23,no=24,missing=24,gain=4.11957073,cover=69744
- 23:[Pol<77.5287857] yes=47,no=48,missing=47,gain=6.96577024,cover=13620
- 47:[Ecc<0.836319208] yes=91,no=92,missing=91,gain=5.91912651,cover=2525
- 91:leaf=0.000724966114,cover=0
- 92:leaf=-0.00412037456,cover=0
- 48:[Area5<0.648839295] yes=93,no=94,missing=93,gain=8.90108299,cover=11095
- 93:leaf=0.000133243826,cover=0
- 94:leaf=0.00317382626,cover=0
- 24:[Sulc0<-0.202991232] yes=49,no=50,missing=49,gain=6.98108244,cover=56124
- 49:[PialArea5<0.409017563] yes=95,no=96,missing=95,gain=3.7117672,cover=17657
- 95:leaf=-0.00657611573,cover=0
- 96:leaf=-0.00113285636,cover=0
- 50:[Sulc0<0.0850813463] yes=97,no=98,missing=97,gain=6.02822447,cover=38467
- 97:leaf=0.000615609402,cover=0
- 98:leaf=-0.000636827899,cover=0
- 12:[Pol<172.045227] yes=25,no=26,missing=26,gain=7.28277302,cover=90636
- 25:[Area5<0.924216449] yes=51,no=52,missing=51,gain=7.03593636,cover=84793
- 51:[Area5<0.539561152] yes=99,no=100,missing=99,gain=5.26859379,cover=83621
- 99:leaf=-0.00470031891,cover=0
- 100:leaf=0.000688944303,cover=0
- 52:[Ecc<7.90440989] yes=101,no=102,missing=101,gain=2.69785023,cover=1172
- 101:leaf=-0.00443401048,cover=0
- 102:leaf=0.00157051277,cover=0
- 26:[Ecc<7.1378541] yes=53,no=54,missing=54,gain=4.52859974,cover=5843
- 53:[PialCurv5<-0.0607835948] yes=103,no=104,missing=104,gain=3.12019539,cover=1440
- 103:leaf=0.0109403133,cover=0
- 104:leaf=0.000657071185,cover=0
- 54:[LGI5<2.39007568] yes=105,no=106,missing=105,gain=2.73971844,cover=4403
- 105:leaf=-0.0121282609,cover=0
- 106:leaf=-0.00186092244,cover=0
- 6:[PialArea5<0.772500634] yes=13,no=14,missing=13,gain=2.33382821,cover=2038527
- 13:[PialCurv5<0.0616685152] yes=27,no=28,missing=27,gain=3.54361033,cover=1784445
- 27:[Sulc0<0.540103436] yes=55,no=56,missing=56,gain=5.71495152,cover=226639
- 55:[LGI5<3.78836131] yes=107,no=108,missing=108,gain=4.11369848,cover=210573
- 107:leaf=0.000158461247,cover=0
- 108:leaf=-0.00183822762,cover=0
- 56:[Ecc<6.58772182] yes=109,no=110,missing=110,gain=6.52517319,cover=16066
- 109:leaf=-0.00608399045,cover=0
- 110:leaf=0.00125303178,cover=0
- 28:[Area5<0.68633163] yes=57,no=58,missing=57,gain=2.7686882,cover=1557806
- 57:[PialArea5<0.542192638] yes=111,no=112,missing=111,gain=4.30733109,cover=653946
- 111:leaf=-1.66451518e-05,cover=0
- 112:leaf=-0.000321241532,cover=0
- 58:[Sulc0<0.433680743] yes=113,no=114,missing=114,gain=7.88454294,cover=903860
- 113:leaf=0.000218348228,cover=0
- 114:leaf=-7.99835034e-05,cover=0
- 14:[Ecc<16.0247612] yes=29,no=30,missing=29,gain=10.6641378,cover=254082
- 29:[Area5<0.675895274] yes=59,no=60,missing=59,gain=9.7837677,cover=157226
- 59:[MidArea5<0.793646336] yes=115,no=116,missing=115,gain=9.8724184,cover=14146
- 115:leaf=0.00174055086,cover=0
- 116:leaf=-0.00327876466,cover=0
- 60:[Ecc<0.618862808] yes=117,no=118,missing=117,gain=6.74303722,cover=143080
- 117:leaf=-0.0029527049,cover=0
- 118:leaf=2.66602874e-05,cover=0
- 30:[Area5<0.76451689] yes=61,no=62,missing=62,gain=8.07476521,cover=96856
- 61:[Sulc0<0.101211272] yes=119,no=120,missing=119,gain=10.1746273,cover=49714
- 119:leaf=-0.001964055,cover=0
- 120:leaf=-0.000469664257,cover=0
- 62:[Sulc0<-0.34506914] yes=121,no=122,missing=121,gain=5.63824463,cover=47142
- 121:leaf=0.0073271892,cover=0
- 122:leaf=-0.000127846753,cover=0
-booster[900]:
-0:[PialArea5<0.409017563] yes=1,no=2,missing=1,gain=0.214096025,cover=5124388
- 1:[Area5<0.737164855] yes=3,no=4,missing=4,gain=0.835584164,cover=483456
- 3:[Pol<68.895668] yes=7,no=8,missing=7,gain=0.705215633,cover=419040
- 7:[LGI5<3.06122994] yes=15,no=16,missing=15,gain=2.42248869,cover=12419
- 15:[Pol<26.4235344] yes=31,no=32,missing=31,gain=1.11695075,cover=5370
- 31:[LGI5<2.58096433] yes=63,no=64,missing=64,gain=2.40190887,cover=685
- 63:leaf=-0.00186948443,cover=0
- 64:leaf=0.00408599619,cover=0
- 32:[LGI5<2.65113688] yes=65,no=66,missing=65,gain=1.11853969,cover=4685
- 65:leaf=0.000573255995,cover=0
- 66:leaf=-0.00116779923,cover=0
- 16:[Curv5<0.124281213] yes=33,no=34,missing=33,gain=3.39759755,cover=7049
- 33:[PialCurv5<0.0400940292] yes=67,no=68,missing=67,gain=2.56801271,cover=1600
- 67:leaf=-0.000626725086,cover=0
- 68:leaf=0.00411324762,cover=0
- 34:[Pol<26.4235344] yes=69,no=70,missing=69,gain=1.4135015,cover=5449
- 69:leaf=-0.00277536316,cover=0
- 70:leaf=0.000596086436,cover=0
- 8:[LGI5<3.31338549] yes=17,no=18,missing=17,gain=0.797755301,cover=406621
- 17:[Pol<91.5616074] yes=35,no=36,missing=35,gain=1.3980844,cover=352941
- 35:[PialCurv5<0.074624911] yes=71,no=72,missing=71,gain=2.82841063,cover=78094
- 71:leaf=0.00143781013,cover=0
- 72:leaf=0.000134901798,cover=0
- 36:[Curv5<-0.125495523] yes=73,no=74,missing=73,gain=1.16789031,cover=274847
- 73:leaf=0.00186695775,cover=0
- 74:leaf=-3.67695211e-05,cover=0
- 18:[PialCurv5<0.189327508] yes=37,no=38,missing=37,gain=4.76488829,cover=53680
- 37:[Sulc0<0.762988985] yes=75,no=76,missing=75,gain=5.39371443,cover=11532
- 75:leaf=-0.00208735187,cover=0
- 76:leaf=8.15251478e-05,cover=0
- 38:[Ecc<14.694541] yes=77,no=78,missing=77,gain=1.99339187,cover=42148
- 77:leaf=0.000769690552,cover=0
- 78:leaf=-0.00010552907,cover=0
- 4:[Sulc0<0.812575758] yes=9,no=10,missing=9,gain=3.15740538,cover=64416
- 9:[Curv5<0.0574831441] yes=19,no=20,missing=20,gain=1.95867205,cover=25841
- 19:[MidArea5<0.580365539] yes=39,no=40,missing=39,gain=0.455728412,cover=85
- 39:[Ecc<18.5999508] yes=79,no=80,missing=79,gain=0.51194483,cover=69
- 79:leaf=-0.00177661784,cover=0
- 80:leaf=-0.0107512325,cover=0
- 40:[Sulc0<0.779008448] yes=81,no=82,missing=81,gain=0.278493404,cover=16
- 81:leaf=-0.0160111319,cover=0
- 82:leaf=0.00636256346,cover=0
- 20:[LGI5<2.45602322] yes=41,no=42,missing=42,gain=1.58405542,cover=25756
- 41:[Pol<146.864227] yes=83,no=84,missing=83,gain=1.84312105,cover=3690
- 83:leaf=-0.000136129456,cover=0
- 84:leaf=-0.00762832863,cover=0
- 42:[Sulc0<0.528918922] yes=85,no=86,missing=85,gain=1.74632072,cover=22066
- 85:leaf=0.00178250484,cover=0
- 86:leaf=0.000608474482,cover=0
- 10:[LGI5<3.24660802] yes=21,no=22,missing=22,gain=1.84446955,cover=38575
- 21:[Curv5<0.0595101416] yes=43,no=44,missing=44,gain=1.9483639,cover=25343
- 43:[Ecc<33.9075584] yes=87,no=88,missing=87,gain=0.210821152,cover=22
- 87:leaf=-0.0163608529,cover=0
- 88:leaf=0.000421587611,cover=0
- 44:[LGI5<3.07360435] yes=89,no=90,missing=89,gain=1.24133217,cover=25321
- 89:leaf=-0.000117690048,cover=0
- 90:leaf=-0.000918458332,cover=0
- 22:[Ecc<17.7876587] yes=45,no=46,missing=46,gain=1.03615832,cover=13232
- 45:[Pol<82.8478928] yes=91,no=92,missing=91,gain=1.64592397,cover=2424
- 91:leaf=-0.0100162886,cover=0
- 92:leaf=-0.000363565137,cover=0
- 46:[PialCurv5<0.074624911] yes=93,no=94,missing=93,gain=0.916080475,cover=10808
- 93:leaf=0.0115708979,cover=0
- 94:leaf=0.000581440458,cover=0
- 2:[Curv5<0.0915888697] yes=5,no=6,missing=5,gain=0.434929639,cover=4640932
- 5:[PialCurv5<0.232516408] yes=11,no=12,missing=12,gain=1.29887462,cover=3968999
- 11:[Sulc0<0.717745602] yes=23,no=24,missing=24,gain=1.24345386,cover=3960031
- 23:[MidArea5<0.48507002] yes=47,no=48,missing=47,gain=0.66670686,cover=3917725
- 47:[PialArea5<0.617149889] yes=95,no=96,missing=95,gain=2.27667046,cover=12459
- 95:leaf=0.000234417777,cover=0
- 96:leaf=0.00382255064,cover=0
- 48:[Ecc<48.8682671] yes=97,no=98,missing=97,gain=0.566167951,cover=3905266
- 97:leaf=-7.88961927e-07,cover=0
- 98:leaf=0.000336899771,cover=0
- 24:[MidArea5<0.48507002] yes=49,no=50,missing=50,gain=2.56369972,cover=42306
- 49:[Ecc<14.694541] yes=99,no=100,missing=99,gain=2.34843254,cover=170
- 99:leaf=0.00694564078,cover=0
- 100:leaf=-0.00849506631,cover=0
- 50:[PialArea5<0.454431564] yes=101,no=102,missing=101,gain=2.28009653,cover=42136
- 101:leaf=0.00131012523,cover=0
- 102:leaf=0.000165004312,cover=0
- 12:[PialArea5<0.576038003] yes=25,no=26,missing=25,gain=4.23869753,cover=8968
- 25:[Sulc0<0.218763664] yes=51,no=52,missing=52,gain=2.15243864,cover=4498
- 51:[LGI5<2.18291569] yes=103,no=104,missing=103,gain=2.56557608,cover=1454
- 103:leaf=-0.0106917033,cover=0
- 104:leaf=0.000317174854,cover=0
- 52:[Ecc<14.28263] yes=105,no=106,missing=105,gain=2.19106388,cover=3044
- 105:leaf=-0.00396250421,cover=0
- 106:leaf=-0.00125675777,cover=0
- 26:[Ecc<0.406764686] yes=53,no=54,missing=53,gain=3.01816726,cover=4470
- 53:[LGI5<2.42399812] yes=107,no=108,missing=107,gain=0.493608236,cover=67
- 107:leaf=-0.0116257211,cover=0
- 108:leaf=0.000854435028,cover=0
- 54:[LGI5<2.34364653] yes=109,no=110,missing=109,gain=2.30017662,cover=4403
- 109:leaf=0.00420585228,cover=0
- 110:leaf=0.000286002469,cover=0
- 6:[LGI5<2.25958419] yes=13,no=14,missing=13,gain=1.47035086,cover=671933
- 13:[PialCurv5<-0.00955641083] yes=27,no=28,missing=27,gain=2.03036547,cover=22411
- 27:[Pol<143.959366] yes=55,no=56,missing=55,gain=1.2140429,cover=184
- 55:[Area5<0.509397149] yes=111,no=112,missing=112,gain=1.51933193,cover=164
- 111:leaf=0.00528711779,cover=0
- 112:leaf=-0.00891268905,cover=0
- 56:[Ecc<0.567370772] yes=113,no=114,missing=113,gain=0.706198931,cover=20
- 113:leaf=-0.0136770504,cover=0
- 114:leaf=0.00975638349,cover=0
- 28:[Pol<86.0952454] yes=57,no=58,missing=57,gain=1.29378188,cover=22227
- 57:[Area5<0.799647689] yes=115,no=116,missing=116,gain=1.27146411,cover=2377
- 115:leaf=-0.00125450909,cover=0
- 116:leaf=-0.007016866,cover=0
- 58:[Pol<155.012512] yes=117,no=118,missing=117,gain=1.2209425,cover=19850
- 117:leaf=-0.000134312999,cover=0
- 118:leaf=-0.00145637419,cover=0
- 14:[Sulc0<-0.53419745] yes=29,no=30,missing=29,gain=1.78763187,cover=649522
- 29:[LGI5<2.28518939] yes=59,no=60,missing=60,gain=4.87323666,cover=1894
- 59:[MidArea5<0.605162561] yes=119,no=120,missing=119,gain=1.97768116,cover=127
- 119:leaf=-0.00313820248,cover=0
- 120:leaf=-0.0160831679,cover=0
- 60:[LGI5<2.50608969] yes=121,no=122,missing=122,gain=2.00925088,cover=1767
- 121:leaf=0.00093759218,cover=0
- 122:leaf=0.00446203863,cover=0
- 30:[PialCurv5<-0.0395349935] yes=61,no=62,missing=61,gain=1.56512153,cover=647628
- 61:[LGI5<2.90190363] yes=123,no=124,missing=123,gain=3.00700879,cover=748
- 123:leaf=0.00500453124,cover=0
- 124:leaf=-0.00139133213,cover=0
- 62:[LGI5<2.30690479] yes=125,no=126,missing=125,gain=1.43765986,cover=646880
- 125:leaf=0.000406537438,cover=0
- 126:leaf=-4.65035992e-05,cover=0
-booster[901]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=1,gain=0.208673671,cover=5124388
- 1:[Ecc<7.08616447] yes=3,no=4,missing=4,gain=1.55396724,cover=483456
- 3:[LGI5<2.57263851] yes=7,no=8,missing=7,gain=2.78618097,cover=242370
- 7:[Pol<52.7894325] yes=15,no=16,missing=15,gain=2.48828173,cover=164642
- 15:[LGI5<2.53029394] yes=31,no=32,missing=32,gain=2.54212427,cover=66896
- 31:[Sulc0<-0.0562447868] yes=63,no=64,missing=64,gain=2.3878026,cover=59810
- 63:leaf=-0.000288191397,cover=0
- 64:leaf=0.0179256387,cover=0
- 32:[PialCurv5<-0.119053185] yes=65,no=66,missing=66,gain=1.28547263,cover=7086
- 65:leaf=0.000503634568,cover=0
- 66:leaf=0.00282729813,cover=0
- 16:[Area5<0.664770067] yes=33,no=34,missing=33,gain=4.93415403,cover=97746
- 33:[Area5<0.504816413] yes=67,no=68,missing=68,gain=1.96431088,cover=91804
- 67:leaf=-0.000111453191,cover=0
- 68:leaf=0.000351441093,cover=0
- 34:[Ecc<6.10119486] yes=69,no=70,missing=69,gain=4.32632828,cover=5942
- 69:leaf=0.00238630292,cover=0
- 70:leaf=-0.000744905556,cover=0
- 8:[Sulc0<-0.285426885] yes=17,no=18,missing=17,gain=4.82884884,cover=77728
- 17:[LGI5<3.15084362] yes=35,no=36,missing=35,gain=1.79612494,cover=75255
- 35:[MidArea5<0.619563401] yes=71,no=72,missing=71,gain=1.53172255,cover=72506
- 71:leaf=0.000348612113,cover=0
- 72:leaf=-0.000406705745,cover=0
- 36:[PialCurv5<-0.159167215] yes=73,no=74,missing=73,gain=1.64874363,cover=2749
- 73:leaf=-0.0031993289,cover=0
- 74:leaf=-0.000674636627,cover=0
- 18:[LGI5<2.73077893] yes=37,no=38,missing=37,gain=3.4006505,cover=2473
- 37:[Ecc<6.76014757] yes=75,no=76,missing=75,gain=2.79467964,cover=1300
- 75:leaf=0.002451204,cover=0
- 76:leaf=0.00820201915,cover=0
- 38:[Curv5<-0.331971258] yes=77,no=78,missing=77,gain=1.74207115,cover=1173
- 77:leaf=-0.0030880922,cover=0
- 78:leaf=0.00115015917,cover=0
- 4:[PialArea5<0.861938] yes=9,no=10,missing=10,gain=1.55927479,cover=241086
- 9:[Ecc<9.27846909] yes=19,no=20,missing=19,gain=2.32100821,cover=117519
- 19:[PialCurv5<-0.190801308] yes=39,no=40,missing=39,gain=1.61069846,cover=30082
- 39:[MidArea5<0.653349936] yes=79,no=80,missing=79,gain=2.99503493,cover=4619
- 79:leaf=0.00024116486,cover=0
- 80:leaf=0.00287012989,cover=0
- 40:[MidArea5<0.63161242] yes=81,no=82,missing=81,gain=2.30359101,cover=25463
- 81:leaf=0.00088085077,cover=0
- 82:leaf=-0.000125274557,cover=0
- 20:[Area5<0.554568231] yes=41,no=42,missing=41,gain=2.66265392,cover=87437
- 41:[Pol<22.2436924] yes=83,no=84,missing=83,gain=2.60156989,cover=32534
- 83:leaf=-0.000481910625,cover=0
- 84:leaf=0.000504108437,cover=0
- 42:[Pol<7.58674097] yes=85,no=86,missing=86,gain=3.4615097,cover=54903
- 85:leaf=0.00108021032,cover=0
- 86:leaf=-0.000462022348,cover=0
- 10:[Pol<146.122681] yes=21,no=22,missing=21,gain=2.85938835,cover=123567
- 21:[Pol<18.1680222] yes=43,no=44,missing=44,gain=6.34628534,cover=73802
- 43:[LGI5<2.79683423] yes=87,no=88,missing=87,gain=1.40151989,cover=35126
- 87:leaf=-0.000871395809,cover=0
- 88:leaf=7.66665253e-05,cover=0
- 44:[Ecc<19.7764034] yes=89,no=90,missing=90,gain=3.81112385,cover=38676
- 89:leaf=0.000719227421,cover=0
- 90:leaf=0.00237519108,cover=0
- 22:[Ecc<11.1913614] yes=45,no=46,missing=45,gain=7.79077625,cover=49765
- 45:[LGI5<2.23211861] yes=91,no=92,missing=91,gain=1.22757769,cover=10144
- 91:leaf=-0.00588503992,cover=0
- 92:leaf=-0.00121817319,cover=0
- 46:[LGI5<2.91278505] yes=93,no=94,missing=93,gain=1.99910092,cover=39621
- 93:leaf=0.00114749128,cover=0
- 94:leaf=0.000125246981,cover=0
- 2:[PialCurv5<-0.149745584] yes=5,no=6,missing=6,gain=1.3529377,cover=4640932
- 5:[Curv5<-0.234010845] yes=11,no=12,missing=11,gain=2.38774538,cover=56855
- 11:[Ecc<6.81643343] yes=23,no=24,missing=23,gain=0.964759767,cover=19894
- 23:[MidArea5<0.689589858] yes=47,no=48,missing=47,gain=1.0793798,cover=10037
- 47:[Ecc<1.85215485] yes=95,no=96,missing=95,gain=0.452778488,cover=3240
- 95:leaf=-0.000651003676,cover=0
- 96:leaf=0.00061204558,cover=0
- 48:[Sulc0<-0.420901269] yes=97,no=98,missing=97,gain=0.836924314,cover=6797
- 97:leaf=-0.000989534426,cover=0
- 98:leaf=0.00275152712,cover=0
- 24:[Sulc0<-0.493071198] yes=49,no=50,missing=50,gain=0.969948947,cover=9857
- 49:[Area5<0.894858658] yes=99,no=100,missing=99,gain=0.776871502,cover=7965
- 99:leaf=0.000470384868,cover=0
- 100:leaf=-0.00266303285,cover=0
- 50:[Pol<42.7478409] yes=101,no=102,missing=102,gain=1.30337477,cover=1892
- 101:leaf=0.00319234701,cover=0
- 102:leaf=-0.00129186676,cover=0
- 12:[PialArea5<1.28208315] yes=25,no=26,missing=25,gain=1.63669109,cover=36961
- 25:[Ecc<21.0377083] yes=51,no=52,missing=51,gain=1.87673664,cover=34877
- 51:[Ecc<10.426198] yes=103,no=104,missing=103,gain=2.30989456,cover=30783
- 103:leaf=0.000491166778,cover=0
- 104:leaf=0.0016263118,cover=0
- 52:[Curv5<-0.179045901] yes=105,no=106,missing=106,gain=2.13176537,cover=4094
- 105:leaf=0.000101515492,cover=0
- 106:leaf=-0.00281807105,cover=0
- 26:[Ecc<1.68457866] yes=53,no=54,missing=53,gain=2.62419367,cover=2084
- 53:[LGI5<2.56078315] yes=107,no=108,missing=108,gain=2.78271437,cover=166
- 107:leaf=-0.00336354203,cover=0
- 108:leaf=-0.0187970921,cover=0
- 54:[Pol<165.239029] yes=109,no=110,missing=109,gain=2.25127268,cover=1918
- 109:leaf=-0.000810055237,cover=0
- 110:leaf=0.0061558201,cover=0
- 6:[Area5<0.380439579] yes=13,no=14,missing=14,gain=0.556179404,cover=4584077
- 13:[LGI5<3.12489319] yes=27,no=28,missing=27,gain=1.01435208,cover=7355
- 27:[LGI5<2.49595737] yes=55,no=56,missing=56,gain=0.947929442,cover=6992
- 55:[LGI5<2.33929968] yes=111,no=112,missing=111,gain=0.745179355,cover=5016
- 111:leaf=0.000863140158,cover=0
- 112:leaf=-0.00036041328,cover=0
- 56:[LGI5<2.72552347] yes=113,no=114,missing=113,gain=0.990615606,cover=1976
- 113:leaf=0.00232072361,cover=0
- 114:leaf=-1.73542776e-05,cover=0
- 28:[Ecc<13.4950199] yes=57,no=58,missing=57,gain=1.46651101,cover=363
- 57:[Pol<84.7687759] yes=115,no=116,missing=116,gain=3.04792547,cover=107
- 115:leaf=0.00974174868,cover=0
- 116:leaf=-0.00724862888,cover=0
- 58:[LGI5<3.4634192] yes=117,no=118,missing=117,gain=1.2351377,cover=256
- 117:leaf=-0.00615096325,cover=0
- 118:leaf=0.00192472187,cover=0
- 14:[Sulc0<-0.285426885] yes=29,no=30,missing=29,gain=0.579886496,cover=4576722
- 29:[Ecc<8.11897564] yes=59,no=60,missing=59,gain=3.47937417,cover=1927622
- 59:[LGI5<2.84729719] yes=119,no=120,missing=119,gain=6.07127047,cover=1352889
- 119:leaf=-1.74075085e-05,cover=0
- 120:leaf=0.000352177507,cover=0
- 60:[Curv5<-0.0686563179] yes=121,no=122,missing=121,gain=12.7243366,cover=574733
- 121:leaf=-3.88618246e-05,cover=0
- 122:leaf=-0.000732342829,cover=0
- 30:[Pol<160.153915] yes=61,no=62,missing=61,gain=3.04813242,cover=2649100
- 61:[Area5<0.525751591] yes=123,no=124,missing=124,gain=1.93002808,cover=2521790
- 123:leaf=-0.000313674158,cover=0
- 124:leaf=2.60038596e-05,cover=0
- 62:[Area5<0.673304081] yes=125,no=126,missing=125,gain=5.01258278,cover=127310
- 125:leaf=-0.000613834593,cover=0
- 126:leaf=2.62841477e-05,cover=0
-booster[902]:
-0:[LGI5<2.46595764] yes=1,no=2,missing=2,gain=0.197012141,cover=5124388
- 1:[Ecc<12.5441074] yes=3,no=4,missing=4,gain=4.62288332,cover=1229769
- 3:[Area5<0.678346932] yes=7,no=8,missing=7,gain=2.14641237,cover=1225407
- 7:[Ecc<1.51801682] yes=15,no=16,missing=15,gain=2.46290731,cover=802478
- 15:[Sulc0<-1.02305627] yes=31,no=32,missing=32,gain=1.60983729,cover=303133
- 31:[Curv5<-0.203415334] yes=63,no=64,missing=63,gain=2.49909377,cover=34241
- 63:leaf=0.000506352517,cover=0
- 64:leaf=-0.00045622536,cover=0
- 32:[Sulc0<-0.389213681] yes=65,no=66,missing=65,gain=1.68546569,cover=268892
- 65:leaf=-0.000170947489,cover=0
- 66:leaf=0.000174181696,cover=0
- 16:[PialCurv5<-0.131946102] yes=33,no=34,missing=33,gain=2.95921803,cover=499345
- 33:[Curv5<-0.0730527416] yes=67,no=68,missing=67,gain=2.32452965,cover=85537
- 67:leaf=-0.000151981352,cover=0
- 68:leaf=-0.00628065551,cover=0
- 34:[Curv5<0.049365297] yes=69,no=70,missing=69,gain=4.26935291,cover=413808
- 69:leaf=0.000264957664,cover=0
- 70:leaf=-8.57052437e-05,cover=0
- 8:[Pol<161.595886] yes=17,no=18,missing=17,gain=7.05387497,cover=422929
- 17:[Ecc<0.567370772] yes=35,no=36,missing=35,gain=5.90772533,cover=398163
- 35:[Sulc0<-0.108384088] yes=71,no=72,missing=71,gain=5.51985836,cover=16065
- 71:leaf=0.000976373558,cover=0
- 72:leaf=-0.00371368905,cover=0
- 36:[PialCurv5<0.107261039] yes=73,no=74,missing=73,gain=6.11892557,cover=382098
- 73:leaf=-0.000336385972,cover=0
- 74:leaf=8.64300746e-05,cover=0
- 18:[Ecc<2.02168798] yes=37,no=38,missing=37,gain=4.86607218,cover=24766
- 37:[Curv5<-0.048490826] yes=75,no=76,missing=75,gain=2.91038036,cover=12124
- 75:leaf=-0.000980583485,cover=0
- 76:leaf=0.000611998315,cover=0
- 38:[Ecc<4.73840666] yes=77,no=78,missing=77,gain=9.25439453,cover=12642
- 77:leaf=0.00352479634,cover=0
- 78:leaf=0.000540024077,cover=0
- 4:[Sulc0<0.610343635] yes=9,no=10,missing=9,gain=6.1264329,cover=4362
- 9:[Curv5<-0.26661092] yes=19,no=20,missing=20,gain=2.59849072,cover=3224
- 19:[PialCurv5<-0.128275648] yes=39,no=40,missing=40,gain=1.48595226,cover=253
- 39:[Ecc<29.3556995] yes=79,no=80,missing=79,gain=0.471691251,cover=216
- 79:leaf=0.0051336172,cover=0
- 80:leaf=-7.70968545e-05,cover=0
- 40:[Sulc0<-0.481185079] yes=81,no=82,missing=82,gain=0.216596305,cover=37
- 81:leaf=-0.00218965742,cover=0
- 82:leaf=-0.0100948717,cover=0
- 20:[Sulc0<0.184694022] yes=41,no=42,missing=41,gain=2.85059929,cover=2971
- 41:[PialArea5<0.744910836] yes=83,no=84,missing=83,gain=4.02330112,cover=1558
- 83:leaf=-0.00816432945,cover=0
- 84:leaf=-0.0028070535,cover=0
- 42:[LGI5<2.40037155] yes=85,no=86,missing=86,gain=2.48882389,cover=1413
- 85:leaf=-0.00372402184,cover=0
- 86:leaf=0.000474093715,cover=0
- 10:[PialCurv5<0.329096764] yes=21,no=22,missing=22,gain=0.97861135,cover=1138
- 21:[Area5<0.690371037] yes=43,no=44,missing=43,gain=1.66390324,cover=778
- 43:[PialCurv5<0.250690639] yes=87,no=88,missing=87,gain=0.968582273,cover=150
- 87:leaf=-0.00710551068,cover=0
- 88:leaf=0.00130015309,cover=0
- 44:[Ecc<16.7734241] yes=89,no=90,missing=89,gain=0.704380095,cover=628
- 89:leaf=0.00285291602,cover=0
- 90:leaf=-0.000668123481,cover=0
- 22:[MidArea5<0.574335396] yes=45,no=46,missing=45,gain=1.1035713,cover=360
- 45:[MidArea5<0.489716202] yes=91,no=92,missing=92,gain=0.6125772,cover=291
- 91:leaf=0.00218351698,cover=0
- 92:leaf=0.00688287709,cover=0
- 46:[Curv5<0.126145482] yes=93,no=94,missing=93,gain=0.144644946,cover=69
- 93:leaf=0.0113562588,cover=0
- 94:leaf=-0.00235779188,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=5,gain=2.86819363,cover=3894619
- 5:[Area5<0.700531542] yes=11,no=12,missing=12,gain=3.45826983,cover=122601
- 11:[Pol<75.4512405] yes=23,no=24,missing=23,gain=5.06920195,cover=84359
- 23:[Curv5<-0.144993886] yes=47,no=48,missing=48,gain=4.8450489,cover=22583
- 47:[Pol<62.0115929] yes=95,no=96,missing=95,gain=2.62771988,cover=15203
- 95:leaf=-0.000311120966,cover=0
- 96:leaf=0.00169676729,cover=0
- 48:[Pol<26.4235344] yes=97,no=98,missing=98,gain=3.58407402,cover=7380
- 97:leaf=0.000975557894,cover=0
- 98:leaf=-0.00209364831,cover=0
- 24:[PialCurv5<-0.210138425] yes=49,no=50,missing=50,gain=7.62597942,cover=61776
- 49:[Pol<92.1537628] yes=99,no=100,missing=99,gain=3.39618683,cover=182
- 99:leaf=-0.00107386964,cover=0
- 100:leaf=0.0144953281,cover=0
- 50:[Pol<137.578873] yes=101,no=102,missing=102,gain=3.34995747,cover=61594
- 101:leaf=0.000558557978,cover=0
- 102:leaf=-0.000200422393,cover=0
- 12:[Ecc<3.48115921] yes=25,no=26,missing=25,gain=4.03703451,cover=38242
- 25:[Ecc<0.567370772] yes=51,no=52,missing=52,gain=4.8051157,cover=14754
- 51:[Sulc0<-0.258417875] yes=103,no=104,missing=104,gain=2.35178661,cover=841
- 103:leaf=-0.00116497779,cover=0
- 104:leaf=-0.00812849589,cover=0
- 52:[Curv5<-0.130991504] yes=105,no=106,missing=106,gain=2.29091358,cover=13913
- 105:leaf=0.000463207456,cover=0
- 106:leaf=0.00190200773,cover=0
- 26:[Ecc<7.24576569] yes=53,no=54,missing=54,gain=1.8194648,cover=23488
- 53:[PialCurv5<0.010724308] yes=107,no=108,missing=107,gain=2.41283059,cover=16932
- 107:leaf=-0.000676661148,cover=0
- 108:leaf=0.000519136083,cover=0
- 54:[Pol<152.092255] yes=109,no=110,missing=109,gain=0.984968185,cover=6556
- 109:leaf=0.00117807311,cover=0
- 110:leaf=-0.000625200744,cover=0
- 6:[Ecc<3.60812569] yes=13,no=14,missing=14,gain=0.657239854,cover=3772018
- 13:[Pol<93.9093552] yes=27,no=28,missing=27,gain=4.38942432,cover=352219
- 27:[Ecc<1.68457866] yes=55,no=56,missing=55,gain=6.1644516,cover=167941
- 55:[Area5<0.761842728] yes=111,no=112,missing=111,gain=5.79560947,cover=55635
- 111:leaf=0.000322457723,cover=0
- 112:leaf=-0.00162747956,cover=0
- 56:[Area5<0.737164855] yes=113,no=114,missing=113,gain=7.14809895,cover=112306
- 113:leaf=-0.000693316106,cover=0
- 114:leaf=0.000232665334,cover=0
- 28:[Curv5<-0.0816265643] yes=57,no=58,missing=57,gain=3.69622827,cover=184278
- 57:[Area5<0.894858658] yes=115,no=116,missing=115,gain=4.34503984,cover=93129
- 115:leaf=-0.000149945277,cover=0
- 116:leaf=0.00381267117,cover=0
- 58:[Curv5<0.0635297745] yes=117,no=118,missing=117,gain=8.45841789,cover=91149
- 117:leaf=0.000825492025,cover=0
- 118:leaf=-0.000138345713,cover=0
- 14:[Area5<0.598585367] yes=29,no=30,missing=30,gain=1.38047242,cover=3419799
- 29:[Ecc<12.5441074] yes=59,no=60,missing=59,gain=5.75038862,cover=418403
- 59:[Sulc0<-0.258417875] yes=119,no=120,missing=120,gain=5.21727848,cover=263675
- 119:leaf=-7.87086246e-05,cover=0
- 120:leaf=-0.000566375384,cover=0
- 60:[PialArea5<0.721636832] yes=121,no=122,missing=121,gain=4.18725061,cover=154728
- 121:leaf=-0.000130607965,cover=0
- 122:leaf=0.000393079274,cover=0
- 30:[LGI5<2.89660096] yes=61,no=62,missing=61,gain=2.07991266,cover=3001396
- 61:[Pol<93.3357697] yes=123,no=124,missing=123,gain=6.54129601,cover=1210597
- 123:leaf=0.000198468639,cover=0
- 124:leaf=-3.57587669e-05,cover=0
- 62:[Ecc<4.60336304] yes=125,no=126,missing=126,gain=4.57043791,cover=1790799
- 125:leaf=-0.00136074307,cover=0
- 126:leaf=-1.31349416e-05,cover=0
-booster[903]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.209357575,cover=5124388
- 1:[Ecc<38.7725143] yes=3,no=4,missing=3,gain=0.370897353,cover=20016
- 3:[Ecc<12.3665791] yes=7,no=8,missing=8,gain=0.701672435,cover=18812
- 7:[LGI5<3.38720298] yes=15,no=16,missing=15,gain=0.596480727,cover=13370
- 15:[LGI5<2.98459172] yes=31,no=32,missing=32,gain=1.02544367,cover=13285
- 31:[Ecc<8.55626965] yes=63,no=64,missing=63,gain=1.46657348,cover=12534
- 63:leaf=0.000121634104,cover=0
- 64:leaf=-0.00167256501,cover=0
- 32:[Ecc<7.90440989] yes=65,no=66,missing=66,gain=1.59155321,cover=751
- 65:leaf=-0.00308155338,cover=0
- 66:leaf=0.00291361823,cover=0
- 16:[PialCurv5<0.45140323] yes=33,no=34,missing=34,gain=0.540194988,cover=85
- 33:[PialCurv5<0.137877449] yes=67,no=68,missing=67,gain=0.203136861,cover=73
- 67:leaf=-0.00587751437,cover=0
- 68:leaf=-0.000425582606,cover=0
- 34:leaf=-0.0135407178,cover=0
- 8:[LGI5<2.98459172] yes=17,no=18,missing=17,gain=1.03935289,cover=5442
- 17:[PialArea5<0.245474651] yes=35,no=36,missing=35,gain=1.52911007,cover=1343
- 35:[Curv5<0.124281213] yes=69,no=70,missing=70,gain=1.39534092,cover=601
- 69:leaf=-0.00235102116,cover=0
- 70:leaf=0.00471661473,cover=0
- 36:[Ecc<18.0513744] yes=71,no=72,missing=71,gain=2.01723552,cover=742
- 71:leaf=-0.00255918084,cover=0
- 72:leaf=0.00268646725,cover=0
- 18:[Curv5<0.204311207] yes=37,no=38,missing=37,gain=0.942173302,cover=4099
- 37:[Ecc<28.2834949] yes=73,no=74,missing=74,gain=1.3171072,cover=2598
- 73:leaf=0.000387008942,cover=0
- 74:leaf=-0.00218358892,cover=0
- 38:[Sulc0<0.890415967] yes=75,no=76,missing=75,gain=2.16494608,cover=1501
- 75:leaf=-0.00115768076,cover=0
- 76:leaf=0.0027635484,cover=0
- 4:[LGI5<3.15084362] yes=9,no=10,missing=10,gain=1.36412561,cover=1204
- 9:[LGI5<2.97342348] yes=19,no=20,missing=19,gain=1.43479764,cover=671
- 19:[PialCurv5<0.212141559] yes=39,no=40,missing=40,gain=0.805936694,cover=395
- 39:[LGI5<2.94529939] yes=77,no=78,missing=77,gain=0.638749838,cover=51
- 77:leaf=0.0014730338,cover=0
- 78:leaf=0.0131727709,cover=0
- 40:[Pol<24.282547] yes=79,no=80,missing=80,gain=0.926178098,cover=344
- 79:leaf=0.0202463474,cover=0
- 80:leaf=-0.00143626786,cover=0
- 20:[Pol<43.7633247] yes=41,no=42,missing=41,gain=0.744491816,cover=276
- 41:[PialCurv5<0.353309482] yes=81,no=82,missing=82,gain=0.164381608,cover=14
- 81:leaf=0.0147316456,cover=0
- 82:leaf=0.00256009004,cover=0
- 42:[LGI5<3.01384926] yes=83,no=84,missing=83,gain=1.01285625,cover=262
- 83:leaf=-0.0118207587,cover=0
- 84:leaf=-0.0039865966,cover=0
- 10:[Area5<0.554568231] yes=21,no=22,missing=22,gain=1.40474427,cover=533
- 21:[Ecc<42.1016579] yes=43,no=44,missing=43,gain=0.371666968,cover=254
- 43:[LGI5<3.55025291] yes=85,no=86,missing=86,gain=0.352499187,cover=84
- 85:leaf=-0.00224510697,cover=0
- 86:leaf=-0.00965358689,cover=0
- 44:[LGI5<3.38720298] yes=87,no=88,missing=87,gain=0.46610564,cover=170
- 87:leaf=-0.00201879465,cover=0
- 88:leaf=0.00346416119,cover=0
- 22:[PialCurv5<0.493508637] yes=45,no=46,missing=45,gain=0.709340453,cover=279
- 45:[Pol<92.7492142] yes=89,no=90,missing=89,gain=0.833177745,cover=242
- 89:leaf=0.00120990165,cover=0
- 90:leaf=0.00869228411,cover=0
- 46:[LGI5<3.42912889] yes=91,no=92,missing=91,gain=1.00832677,cover=37
- 91:leaf=0.016225867,cover=0
- 92:leaf=-0.000616162259,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.243846461,cover=5104372
- 5:[Curv5<0.15992938] yes=11,no=12,missing=12,gain=1.21368241,cover=10549
- 11:[PialCurv5<0.232516408] yes=23,no=24,missing=23,gain=1.0194329,cover=1641
- 23:[Ecc<15.121048] yes=47,no=48,missing=47,gain=2.16518259,cover=774
- 47:[Curv5<0.110890195] yes=93,no=94,missing=94,gain=0.864392996,cover=346
- 93:leaf=-0.00655154279,cover=0
- 94:leaf=0.00329825259,cover=0
- 48:[Pol<86.0952454] yes=95,no=96,missing=95,gain=1.31658506,cover=428
- 95:leaf=0.000746026752,cover=0
- 96:leaf=-0.00491886679,cover=0
- 24:[Ecc<11.5171156] yes=49,no=50,missing=50,gain=1.14530516,cover=867
- 49:[PialCurv5<0.45140323] yes=97,no=98,missing=97,gain=1.15057683,cover=261
- 97:leaf=-0.00127162051,cover=0
- 98:leaf=0.0152493138,cover=0
- 50:[Ecc<18.0513744] yes=99,no=100,missing=99,gain=1.48320794,cover=606
- 99:leaf=0.00754443323,cover=0
- 100:leaf=0.00190476817,cover=0
- 12:[Area5<0.625618935] yes=25,no=26,missing=25,gain=1.07402825,cover=8908
- 25:[Ecc<12.5441074] yes=51,no=52,missing=52,gain=0.744066,cover=1175
- 51:[Ecc<12.1917515] yes=101,no=102,missing=102,gain=0.49821493,cover=875
- 101:leaf=-0.00126630254,cover=0
- 102:leaf=0.00996408239,cover=0
- 52:[LGI5<2.90190363] yes=103,no=104,missing=104,gain=0.498607278,cover=300
- 103:leaf=0.00063571491,cover=0
- 104:leaf=-0.0049103843,cover=0
- 26:[LGI5<3.09872246] yes=53,no=54,missing=53,gain=0.853053868,cover=7733
- 53:[LGI5<3.01384926] yes=105,no=106,missing=105,gain=2.45495462,cover=5536
- 105:leaf=-0.000230654259,cover=0
- 106:leaf=0.00371152232,cover=0
- 54:[LGI5<3.16380119] yes=107,no=108,missing=107,gain=0.815014839,cover=2197
- 107:leaf=-0.00390015426,cover=0
- 108:leaf=-0.000759837916,cover=0
- 6:[PialArea5<0.317611694] yes=13,no=14,missing=14,gain=0.239056483,cover=5093823
- 13:[Ecc<0.836319208] yes=27,no=28,missing=28,gain=0.719461799,cover=112817
- 27:[PialCurv5<0.280504435] yes=55,no=56,missing=55,gain=1.67757463,cover=1643
- 55:[LGI5<2.32613516] yes=109,no=110,missing=110,gain=1.41536045,cover=1191
- 109:leaf=-6.34368262e-05,cover=0
- 110:leaf=-0.00352362962,cover=0
- 56:[Ecc<0.221054599] yes=111,no=112,missing=111,gain=0.802983522,cover=452
- 111:leaf=0.0126301423,cover=0
- 112:leaf=0.00121874479,cover=0
- 28:[PialCurv5<0.0616685152] yes=57,no=58,missing=57,gain=1.02459264,cover=111174
- 57:[Ecc<1.10530448] yes=113,no=114,missing=113,gain=1.96388054,cover=1835
- 113:leaf=0.00986399688,cover=0
- 114:leaf=0.000947222521,cover=0
- 58:[Sulc0<0.0451717228] yes=115,no=116,missing=115,gain=0.69488591,cover=109339
- 115:leaf=0.0011751143,cover=0
- 116:leaf=5.31785445e-05,cover=0
- 14:[PialArea5<0.849116743] yes=29,no=30,missing=29,gain=0.232472345,cover=4981006
- 29:[MidArea5<0.922174513] yes=59,no=60,missing=59,gain=1.12595272,cover=2882182
- 59:[Pol<170.749283] yes=117,no=118,missing=118,gain=1.07063413,cover=2880348
- 117:leaf=-1.86523102e-05,cover=0
- 118:leaf=0.000123235135,cover=0
- 60:[Ecc<42.9490852] yes=119,no=120,missing=120,gain=1.03470874,cover=1834
- 119:leaf=0.00152913097,cover=0
- 120:leaf=-0.00343180983,cover=0
- 30:[LGI5<2.13090348] yes=61,no=62,missing=62,gain=1.19129336,cover=2098824
- 61:[MidArea5<0.786720097] yes=121,no=122,missing=121,gain=4.71950436,cover=7588
- 121:leaf=-0.00200957013,cover=0
- 122:leaf=0.000499858696,cover=0
- 62:[Area5<0.476400614] yes=123,no=124,missing=123,gain=1.04590201,cover=2091236
- 123:leaf=0.000261772773,cover=0
- 124:leaf=8.13539737e-06,cover=0
-booster[904]:
-0:[MidArea5<0.439916283] yes=1,no=2,missing=1,gain=0.198500082,cover=5124388
- 1:[Area5<0.642765105] yes=3,no=4,missing=3,gain=1.50157201,cover=40033
- 3:[PialArea5<0.511941612] yes=7,no=8,missing=7,gain=0.505222857,cover=38398
- 7:[Ecc<4.33753681] yes=15,no=16,missing=15,gain=0.437776923,cover=38032
- 15:[Sulc0<0.995960534] yes=31,no=32,missing=31,gain=0.405597448,cover=11614
- 31:[LGI5<2.4272728] yes=63,no=64,missing=63,gain=0.450772226,cover=11528
- 63:leaf=4.89812301e-05,cover=0
- 64:leaf=-0.000576786406,cover=0
- 32:[Area5<0.621834755] yes=65,no=66,missing=65,gain=0.145870417,cover=86
- 65:leaf=0.00422194274,cover=0
- 66:leaf=-0.000792808016,cover=0
- 16:[Sulc0<0.762988985] yes=33,no=34,missing=34,gain=0.658187151,cover=26418
- 33:[Pol<63.605114] yes=67,no=68,missing=68,gain=0.778731644,cover=12960
- 67:leaf=-0.00110650947,cover=0
- 68:leaf=0.000496559369,cover=0
- 34:[Ecc<11.3532677] yes=69,no=70,missing=69,gain=1.09588528,cover=13458
- 69:leaf=-0.00062759791,cover=0
- 70:leaf=0.000285121321,cover=0
- 8:[LGI5<2.26652193] yes=17,no=18,missing=17,gain=0.343890905,cover=366
- 17:[Pol<68.895668] yes=35,no=36,missing=36,gain=0.0518191531,cover=40
- 35:[Pol<41.8258972] yes=71,no=72,missing=71,gain=0.029886568,cover=17
- 71:leaf=-0.0028877249,cover=0
- 72:leaf=0.00122569106,cover=0
- 36:[PialCurv5<-0.210138425] yes=73,no=74,missing=74,gain=0.0158355385,cover=23
- 73:leaf=-0.00162484124,cover=0
- 74:leaf=-0.00478831399,cover=0
- 18:[Curv5<-0.200394869] yes=37,no=38,missing=37,gain=0.19086045,cover=326
- 37:[Ecc<7.24576569] yes=75,no=76,missing=75,gain=0.435321093,cover=253
- 75:leaf=0.0013025162,cover=0
- 76:leaf=0.00550685776,cover=0
- 38:[Ecc<20.3925476] yes=77,no=78,missing=77,gain=0.187594473,cover=73
- 77:leaf=0.00115394837,cover=0
- 78:leaf=-0.00620249752,cover=0
- 4:[Ecc<8.70817566] yes=9,no=10,missing=9,gain=0.6498667,cover=1635
- 9:[Curv5<0.137416571] yes=19,no=20,missing=20,gain=0.489690542,cover=624
- 19:[Ecc<0.513775289] yes=39,no=40,missing=39,gain=0.0950036943,cover=4
- 39:leaf=0.000510025013,cover=0
- 40:leaf=-0.0162292067,cover=0
- 20:[Curv5<0.20983994] yes=41,no=42,missing=41,gain=0.395318747,cover=620
- 41:[Sulc0<0.762988985] yes=79,no=80,missing=80,gain=0.813003302,cover=271
- 79:leaf=0.00789359119,cover=0
- 80:leaf=0.00224809162,cover=0
- 42:[Pol<105.995506] yes=81,no=82,missing=81,gain=0.387787312,cover=349
- 81:leaf=0.00284940423,cover=0
- 82:leaf=-0.000936328142,cover=0
- 10:[PialCurv5<0.185672894] yes=21,no=22,missing=21,gain=0.553946435,cover=1011
- 21:[PialCurv5<0.141046807] yes=43,no=44,missing=44,gain=0.461858302,cover=102
- 43:[LGI5<3.26095963] yes=83,no=84,missing=83,gain=0.478628516,cover=56
- 83:leaf=0.00448110653,cover=0
- 84:leaf=-0.0046526459,cover=0
- 44:[Pol<89.1530609] yes=85,no=86,missing=86,gain=0.579310715,cover=46
- 85:leaf=0.00132681942,cover=0
- 86:leaf=-0.0103125898,cover=0
- 22:[LGI5<2.81919122] yes=45,no=46,missing=45,gain=0.6757617,cover=909
- 45:[Pol<101.159882] yes=87,no=88,missing=87,gain=0.38478446,cover=93
- 87:leaf=-0.00422342261,cover=0
- 88:leaf=0.00431406265,cover=0
- 46:[Sulc0<0.636906147] yes=89,no=90,missing=89,gain=0.733564615,cover=816
- 89:leaf=-0.00352597097,cover=0
- 90:leaf=0.00209419383,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=6,gain=0.369977266,cover=5084355
- 5:[Area5<0.675895274] yes=11,no=12,missing=11,gain=1.18359566,cover=6203
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=23,gain=0.57070744,cover=2737
- 23:[Ecc<2.91795349] yes=47,no=48,missing=48,gain=0.332439244,cover=2546
- 47:[LGI5<2.26652193] yes=91,no=92,missing=91,gain=0.873364925,cover=98
- 91:leaf=-0.00721158832,cover=0
- 92:leaf=0.00426972192,cover=0
- 48:[Pol<90.9627914] yes=93,no=94,missing=94,gain=0.398270369,cover=2448
- 93:leaf=6.10182542e-05,cover=0
- 94:leaf=-0.00143602293,cover=0
- 24:[LGI5<3.15728688] yes=49,no=50,missing=49,gain=0.156764746,cover=191
- 49:[LGI5<3.13786864] yes=95,no=96,missing=96,gain=0.397199094,cover=80
- 95:leaf=-0.00387994945,cover=0
- 96:leaf=-0.013548824,cover=0
- 50:[PialCurv5<0.45140323] yes=97,no=98,missing=97,gain=0.295796067,cover=111
- 97:leaf=-0.00392191671,cover=0
- 98:leaf=0.00218228111,cover=0
- 12:[MidArea5<0.460721314] yes=25,no=26,missing=25,gain=0.835141718,cover=3466
- 25:[Ecc<20.0856266] yes=51,no=52,missing=52,gain=0.633537769,cover=1332
- 51:[LGI5<2.86381269] yes=99,no=100,missing=100,gain=0.626993895,cover=805
- 99:leaf=0.00100561872,cover=0
- 100:leaf=0.00388769549,cover=0
- 52:[Ecc<24.7238369] yes=101,no=102,missing=101,gain=0.600409091,cover=527
- 101:leaf=-0.00383421453,cover=0
- 102:leaf=0.000629192975,cover=0
- 26:[Area5<0.719086528] yes=53,no=54,missing=53,gain=0.743464053,cover=2134
- 53:[Curv5<0.149355054] yes=103,no=104,missing=104,gain=0.547679901,cover=1219
- 103:leaf=0.00155481591,cover=0
- 104:leaf=-0.00160180149,cover=0
- 54:[Ecc<36.5542564] yes=105,no=106,missing=105,gain=1.20835936,cover=915
- 105:leaf=0.00207672245,cover=0
- 106:leaf=-0.00168588886,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=13,gain=0.217745334,cover=5078152
- 13:[LGI5<3.67381835] yes=27,no=28,missing=27,gain=1.2608645,cover=18514
- 27:[PialArea5<1.00930154] yes=55,no=56,missing=55,gain=1.16118097,cover=18290
- 55:[Ecc<1.15906882] yes=107,no=108,missing=108,gain=1.29070616,cover=17429
- 107:leaf=-0.00185027148,cover=0
- 108:leaf=0.000390961679,cover=0
- 56:[Ecc<3.80337262] yes=109,no=110,missing=109,gain=1.38112354,cover=861
- 109:leaf=-0.00590068428,cover=0
- 110:leaf=-0.000647884735,cover=0
- 28:[LGI5<3.74316525] yes=57,no=58,missing=58,gain=0.750944972,cover=224
- 57:[Ecc<12.0179253] yes=111,no=112,missing=112,gain=0.415019274,cover=130
- 111:leaf=-0.000455481902,cover=0
- 112:leaf=-0.00743038207,cover=0
- 58:[Pol<58.6768646] yes=113,no=114,missing=114,gain=0.230739668,cover=94
- 113:leaf=-0.00229835254,cover=0
- 114:leaf=0.00264307368,cover=0
- 14:[Sulc0<-1.19305253] yes=29,no=30,missing=30,gain=0.211918816,cover=5059638
- 29:[Area5<0.678346932] yes=59,no=60,missing=60,gain=1.33839631,cover=39529
- 59:[Curv5<-0.20189926] yes=115,no=116,missing=115,gain=1.98812866,cover=27407
- 115:leaf=-0.000178713701,cover=0
- 116:leaf=-0.00169301301,cover=0
- 60:[Curv5<-0.319950402] yes=117,no=118,missing=118,gain=1.85322809,cover=12122
- 117:leaf=-0.00295436592,cover=0
- 118:leaf=0.000437755574,cover=0
- 30:[LGI5<2.22170687] yes=61,no=62,missing=62,gain=0.338418156,cover=5020109
- 61:[Area5<0.692729533] yes=119,no=120,missing=119,gain=2.1260066,cover=115248
- 119:leaf=0.000196312889,cover=0
- 120:leaf=-0.000328146009,cover=0
- 62:[LGI5<2.25958419] yes=121,no=122,missing=121,gain=0.942678869,cover=4904861
- 121:leaf=-0.000172137559,cover=0
- 122:leaf=7.18490639e-07,cover=0
-booster[905]:
-0:[PialArea5<0.498393416] yes=1,no=2,missing=2,gain=0.19368878,cover=5124388
- 1:[Pol<110.287491] yes=3,no=4,missing=3,gain=1.33523941,cover=886707
- 3:[Ecc<22.0897732] yes=7,no=8,missing=7,gain=2.54235315,cover=664318
- 7:[Ecc<10.426198] yes=15,no=16,missing=16,gain=3.47920036,cover=515913
- 15:[Pol<87.3220139] yes=31,no=32,missing=31,gain=3.89192653,cover=357650
- 31:[Area5<0.626857519] yes=63,no=64,missing=63,gain=4.07922077,cover=58538
- 63:leaf=-0.000274891237,cover=0
- 64:leaf=0.000653526688,cover=0
- 32:[Curv5<0.0716206133] yes=65,no=66,missing=65,gain=4.05541563,cover=299112
- 65:leaf=-0.000991242356,cover=0
- 66:leaf=-1.71631546e-05,cover=0
- 16:[Sulc0<0.732260227] yes=33,no=34,missing=33,gain=5.44942141,cover=158263
- 33:[Pol<86.0952454] yes=67,no=68,missing=68,gain=4.84845543,cover=87031
- 67:leaf=-7.84763179e-05,cover=0
- 68:leaf=-0.000837615982,cover=0
- 34:[Area5<0.67507118] yes=69,no=70,missing=69,gain=7.98753929,cover=71232
- 69:leaf=0.00081031688,cover=0
- 70:leaf=-0.000312407967,cover=0
- 8:[Area5<0.675895274] yes=17,no=18,missing=18,gain=2.17492986,cover=148405
- 17:[PialCurv5<0.113078766] yes=35,no=36,missing=35,gain=3.41583538,cover=49467
- 35:[LGI5<3.25380015] yes=71,no=72,missing=71,gain=4.03602791,cover=6905
- 71:leaf=-0.000178329137,cover=0
- 72:leaf=0.00224841177,cover=0
- 36:[Pol<53.6550331] yes=73,no=74,missing=73,gain=2.50831604,cover=42562
- 73:leaf=0.00152213045,cover=0
- 74:leaf=-0.000352136791,cover=0
- 18:[LGI5<3.67381835] yes=37,no=38,missing=37,gain=1.65295243,cover=98938
- 37:[Sulc0<0.272107065] yes=75,no=76,missing=76,gain=1.26056814,cover=90816
- 75:leaf=0.00194038288,cover=0
- 76:leaf=0.000221908238,cover=0
- 38:[PialCurv5<0.0218105931] yes=77,no=78,missing=78,gain=2.03820634,cover=8122
- 77:leaf=-0.009625935,cover=0
- 78:leaf=0.00104581099,cover=0
- 4:[Sulc0<1.11117697] yes=9,no=10,missing=10,gain=2.96841192,cover=222389
- 9:[Ecc<34.5416374] yes=19,no=20,missing=19,gain=2.1391902,cover=219961
- 19:[LGI5<2.53029394] yes=39,no=40,missing=40,gain=2.73420668,cover=211513
- 39:[LGI5<2.32613516] yes=79,no=80,missing=79,gain=1.47332883,cover=73501
- 79:leaf=0.000272017787,cover=0
- 80:leaf=-0.000215763255,cover=0
- 40:[PialCurv5<0.241144046] yes=81,no=82,missing=81,gain=3.14519405,cover=138012
- 81:leaf=0.000538348861,cover=0
- 82:leaf=6.06004614e-05,cover=0
- 20:[LGI5<2.99594808] yes=41,no=42,missing=41,gain=2.96404886,cover=8448
- 41:[LGI5<2.90731096] yes=83,no=84,missing=83,gain=4.02512503,cover=1557
- 83:leaf=-0.00100342999,cover=0
- 84:leaf=0.00409571081,cover=0
- 42:[Pol<136.095428] yes=85,no=86,missing=86,gain=2.57105875,cover=6891
- 85:leaf=-0.00146575668,cover=0
- 86:leaf=0.0013308964,cover=0
- 10:[PialCurv5<0.224192142] yes=21,no=22,missing=21,gain=2.09506392,cover=2428
- 21:[Ecc<23.1745358] yes=43,no=44,missing=43,gain=1.92886305,cover=559
- 43:[Curv5<0.107059956] yes=87,no=88,missing=87,gain=1.73279119,cover=63
- 87:leaf=-0.022787312,cover=0
- 88:leaf=-0.00571295526,cover=0
- 44:[LGI5<3.60428405] yes=89,no=90,missing=89,gain=1.97134066,cover=496
- 89:leaf=-0.000602399698,cover=0
- 90:leaf=-0.00700616837,cover=0
- 22:[Ecc<32.0879669] yes=45,no=46,missing=45,gain=1.76750541,cover=1869
- 45:[PialArea5<0.301675379] yes=91,no=92,missing=91,gain=0.995810509,cover=1069
- 91:leaf=0.00186717545,cover=0
- 92:leaf=-0.00271609123,cover=0
- 46:[Area5<0.672473609] yes=93,no=94,missing=93,gain=0.633258104,cover=800
- 93:leaf=0.00373017904,cover=0
- 94:leaf=0.000253498874,cover=0
- 2:[Sulc0<0.869075775] yes=5,no=6,missing=5,gain=0.843356371,cover=4237681
- 5:[Curv5<0.083802022] yes=11,no=12,missing=12,gain=0.972679615,cover=4209750
- 11:[PialCurv5<0.175003663] yes=23,no=24,missing=24,gain=0.90852952,cover=3817818
- 23:[Curv5<0.00319097727] yes=47,no=48,missing=47,gain=0.806504667,cover=3788522
- 47:[Sulc0<0.624357879] yes=95,no=96,missing=95,gain=1.54922354,cover=3125760
- 95:leaf=-5.72051977e-06,cover=0
- 96:leaf=-0.00094705302,cover=0
- 48:[Pol<87.3220139] yes=97,no=98,missing=97,gain=5.99804592,cover=662762
- 97:leaf=-0.000114345938,cover=0
- 98:leaf=0.000188333375,cover=0
- 24:[LGI5<2.38303256] yes=49,no=50,missing=50,gain=4.08069515,cover=29296
- 49:[Ecc<0.406764686] yes=99,no=100,missing=99,gain=2.99701476,cover=3674
- 99:leaf=-0.00512369862,cover=0
- 100:leaf=0.00160013756,cover=0
- 50:[Area5<0.683164001] yes=101,no=102,missing=101,gain=2.81361294,cover=25622
- 101:leaf=-0.00127654907,cover=0
- 102:leaf=-0.000146148246,cover=0
- 12:[Area5<0.877147377] yes=25,no=26,missing=25,gain=2.35277462,cover=391932
- 25:[Ecc<18.8860435] yes=51,no=52,missing=52,gain=2.30032825,cover=382944
- 51:[Pol<76.1517639] yes=103,no=104,missing=103,gain=2.6557312,cover=311466
- 103:leaf=0.000400953606,cover=0
- 104:leaf=-8.95310077e-05,cover=0
- 52:[Pol<158.709351] yes=105,no=106,missing=105,gain=7.83732557,cover=71478
- 105:leaf=-0.000409684144,cover=0
- 106:leaf=0.00473535713,cover=0
- 26:[Ecc<6.47151232] yes=53,no=54,missing=53,gain=3.02387953,cover=8988
- 53:[LGI5<2.66988635] yes=107,no=108,missing=108,gain=2.59264565,cover=5173
- 107:leaf=0.000205860502,cover=0
- 108:leaf=-0.00462112529,cover=0
- 54:[Ecc<12.9325523] yes=109,no=110,missing=109,gain=3.87409639,cover=3815
- 109:leaf=0.00406460837,cover=0
- 110:leaf=0.000671847665,cover=0
- 6:[Pol<106.604004] yes=13,no=14,missing=13,gain=4.54011297,cover=27931
- 13:[LGI5<3.1967752] yes=27,no=28,missing=28,gain=2.66365266,cover=21949
- 27:[PialCurv5<0.185672894] yes=55,no=56,missing=55,gain=2.41069651,cover=7504
- 55:[Ecc<11.0302963] yes=111,no=112,missing=112,gain=2.62687087,cover=3068
- 111:leaf=-0.00367726455,cover=0
- 112:leaf=0.00216986774,cover=0
- 56:[PialCurv5<0.493508637] yes=113,no=114,missing=113,gain=1.51180899,cover=4436
- 113:leaf=-9.65253203e-05,cover=0
- 114:leaf=0.0163600948,cover=0
- 28:[Ecc<14.694541] yes=57,no=58,missing=57,gain=5.6619091,cover=14445
- 57:[Pol<82.8478928] yes=115,no=116,missing=115,gain=3.51388884,cover=601
- 115:leaf=-0.0203696769,cover=0
- 116:leaf=-0.00423545297,cover=0
- 58:[Area5<0.642765105] yes=117,no=118,missing=117,gain=2.79382157,cover=13844
- 117:leaf=-0.00550240977,cover=0
- 118:leaf=-0.000157845512,cover=0
- 14:[Ecc<23.1745358] yes=29,no=30,missing=29,gain=2.14408922,cover=5982
- 29:[Ecc<10.426198] yes=59,no=60,missing=60,gain=2.18744683,cover=1531
- 59:[LGI5<2.73077893] yes=119,no=120,missing=119,gain=0.495318174,cover=322
- 119:leaf=0.000377257966,cover=0
- 120:leaf=0.00474901497,cover=0
- 60:[LGI5<3.23945832] yes=121,no=122,missing=121,gain=1.38619661,cover=1209
- 121:leaf=-0.00260872091,cover=0
- 122:leaf=0.000797031273,cover=0
- 30:[PialArea5<0.621054947] yes=61,no=62,missing=61,gain=1.87389851,cover=4451
- 61:[Curv5<0.18040961] yes=123,no=124,missing=123,gain=1.56881428,cover=3768
- 123:leaf=0.00149523688,cover=0
- 124:leaf=0.0108903078,cover=0
- 62:[LGI5<3.60428405] yes=125,no=126,missing=126,gain=1.56665754,cover=683
- 125:leaf=0.00543834688,cover=0
- 126:leaf=-0.00135087117,cover=0
-booster[906]:
-0:[PialArea5<0.390391022] yes=1,no=2,missing=2,gain=0.197137013,cover=5124388
- 1:[Curv5<0.120553598] yes=3,no=4,missing=3,gain=0.857229829,cover=403112
- 3:[LGI5<3.70550299] yes=7,no=8,missing=7,gain=1.49098408,cover=47398
- 7:[LGI5<3.30554914] yes=15,no=16,missing=15,gain=1.33675873,cover=46065
- 15:[Ecc<32.6813126] yes=31,no=32,missing=31,gain=2.54128051,cover=38716
- 31:[Ecc<19.4699688] yes=63,no=64,missing=64,gain=5.14595556,cover=35983
- 63:leaf=9.9070734e-05,cover=0
- 64:leaf=0.00154773577,cover=0
- 32:[PialCurv5<0.265012205] yes=65,no=66,missing=65,gain=1.92865849,cover=2733
- 65:leaf=-0.000510631711,cover=0
- 66:leaf=-0.00385598955,cover=0
- 16:[Ecc<15.3430929] yes=33,no=34,missing=34,gain=3.87375259,cover=7349
- 33:[Pol<100.090813] yes=67,no=68,missing=68,gain=1.73686838,cover=1872
- 67:leaf=0.000456398557,cover=0
- 68:leaf=0.00368978758,cover=0
- 34:[Ecc<24.7238369] yes=69,no=70,missing=69,gain=5.72227001,cover=5477
- 69:leaf=-0.00260794116,cover=0
- 70:leaf=0.000632176118,cover=0
- 8:[PialCurv5<0.113078766] yes=17,no=18,missing=17,gain=1.66035128,cover=1333
- 17:[Ecc<28.2834949] yes=35,no=36,missing=35,gain=2.27096725,cover=345
- 35:[Pol<125.881905] yes=71,no=72,missing=71,gain=0.341140866,cover=233
- 71:leaf=-0.00411257334,cover=0
- 72:leaf=0.0130076408,cover=0
- 36:[LGI5<3.78836131] yes=73,no=74,missing=73,gain=1.6797502,cover=112
- 73:leaf=0.0108734583,cover=0
- 74:leaf=-0.00129895273,cover=0
- 18:[Sulc0<1.06550956] yes=37,no=38,missing=37,gain=1.0703187,cover=988
- 37:[Ecc<19.170145] yes=75,no=76,missing=75,gain=0.972899914,cover=827
- 75:leaf=0.00172652851,cover=0
- 76:leaf=0.00518252281,cover=0
- 38:[Area5<0.603367925] yes=77,no=78,missing=77,gain=1.480425,cover=161
- 77:leaf=-0.0205102228,cover=0
- 78:leaf=0.000354516815,cover=0
- 4:[Area5<0.771817088] yes=9,no=10,missing=9,gain=0.872540593,cover=355714
- 9:[Ecc<34.5416374] yes=19,no=20,missing=19,gain=0.831058443,cover=338066
- 19:[Ecc<13.8847265] yes=39,no=40,missing=39,gain=1.57775486,cover=308142
- 39:[Sulc0<1.02827847] yes=79,no=80,missing=79,gain=2.35687613,cover=221657
- 79:leaf=6.9738664e-05,cover=0
- 80:leaf=-0.00073650555,cover=0
- 40:[Pol<124.735107] yes=81,no=82,missing=81,gain=2.98712754,cover=86485
- 81:leaf=-0.000283266389,cover=0
- 82:leaf=0.00107673544,cover=0
- 20:[Curv5<0.186949074] yes=41,no=42,missing=41,gain=2.93052626,cover=29924
- 41:[Area5<0.691945016] yes=83,no=84,missing=83,gain=1.47367156,cover=16925
- 83:leaf=-0.000688699074,cover=0
- 84:leaf=0.000246082695,cover=0
- 42:[Curv5<0.245671451] yes=85,no=86,missing=86,gain=1.39871287,cover=12999
- 85:leaf=0.00109442452,cover=0
- 86:leaf=-0.000124753235,cover=0
- 10:[Sulc0<0.795422614] yes=21,no=22,missing=21,gain=0.867277861,cover=17648
- 21:[LGI5<2.61550069] yes=43,no=44,missing=43,gain=1.26669312,cover=4841
- 43:[Pol<101.695656] yes=87,no=88,missing=87,gain=0.626313329,cover=1641
- 87:leaf=-0.00135969312,cover=0
- 88:leaf=0.000619074504,cover=0
- 44:[PialCurv5<0.493508637] yes=89,no=90,missing=89,gain=0.629169226,cover=3200
- 89:leaf=0.0015751496,cover=0
- 90:leaf=-0.00490170438,cover=0
- 22:[MidArea5<0.648438752] yes=45,no=46,missing=45,gain=0.537786841,cover=12807
- 45:[Ecc<42.1016579] yes=91,no=92,missing=91,gain=0.445848823,cover=12620
- 91:leaf=0.00021143326,cover=0
- 92:leaf=-0.000661209517,cover=0
- 46:[Pol<105.995506] yes=93,no=94,missing=93,gain=0.472849369,cover=187
- 93:leaf=0.0033976601,cover=0
- 94:leaf=-0.0073193172,cover=0
- 2:[Curv5<0.199476883] yes=5,no=6,missing=6,gain=0.318903655,cover=4721276
- 5:[PialCurv5<0.409174502] yes=11,no=12,missing=11,gain=0.993931711,cover=4673836
- 11:[Curv5<0.171955615] yes=23,no=24,missing=23,gain=0.513561547,cover=4663955
- 23:[MidArea5<0.566005528] yes=47,no=48,missing=47,gain=1.06145155,cover=4593803
- 47:[PialArea5<0.758763015] yes=95,no=96,missing=95,gain=2.36133957,cover=278710
- 95:leaf=-0.000108112406,cover=0
- 96:leaf=0.00228688889,cover=0
- 48:[PialArea5<0.550757647] yes=97,no=98,missing=97,gain=0.952034533,cover=4315093
- 97:leaf=7.53358399e-05,cover=0
- 98:leaf=-6.02254386e-06,cover=0
- 24:[Area5<0.712503135] yes=49,no=50,missing=49,gain=4.04972649,cover=70152
- 49:[Ecc<32.6813126] yes=99,no=100,missing=99,gain=1.42145371,cover=45170
- 99:leaf=0.000359249912,cover=0
- 100:leaf=0.00184704852,cover=0
- 50:[PialCurv5<0.164156988] yes=101,no=102,missing=102,gain=1.92320275,cover=24982
- 101:leaf=0.00135787029,cover=0
- 102:leaf=-0.000489949423,cover=0
- 12:[Pol<176.970428] yes=25,no=26,missing=26,gain=1.21067834,cover=9881
- 25:[PialArea5<0.436710119] yes=51,no=52,missing=52,gain=1.06970668,cover=9779
- 51:[Pol<109.248352] yes=103,no=104,missing=103,gain=0.678493023,cover=4918
- 103:leaf=0.000273748214,cover=0
- 104:leaf=-0.00105924951,cover=0
- 52:[Curv5<0.137416571] yes=105,no=106,missing=106,gain=1.10592532,cover=4861
- 105:leaf=-0.00115670008,cover=0
- 106:leaf=0.00123588613,cover=0
- 26:[Area5<0.600206077] yes=53,no=54,missing=54,gain=0.331668139,cover=102
- 53:leaf=-0.00857241638,cover=0
- 54:[MidArea5<0.521771789] yes=107,no=108,missing=107,gain=0.986505508,cover=99
- 107:leaf=0.0308822822,cover=0
- 108:leaf=0.00533650396,cover=0
- 6:[PialCurv5<0.160740122] yes=13,no=14,missing=14,gain=1.34562826,cover=47440
- 13:[PialArea5<0.445556581] yes=27,no=28,missing=27,gain=1.37531638,cover=3887
- 27:[LGI5<3.94193578] yes=55,no=56,missing=56,gain=0.768998742,cover=1703
- 55:[Pol<173.942612] yes=109,no=110,missing=109,gain=0.66427201,cover=1691
- 109:leaf=-6.41282459e-05,cover=0
- 110:leaf=-0.0033341255,cover=0
- 56:[Ecc<19.4699688] yes=111,no=112,missing=111,gain=0.0364727974,cover=12
- 111:leaf=0.0125865107,cover=0
- 112:leaf=0.00124064682,cover=0
- 28:[Ecc<8.17402458] yes=57,no=58,missing=57,gain=1.83854604,cover=2184
- 57:[Ecc<0.406764686] yes=113,no=114,missing=114,gain=0.988552213,cover=1657
- 113:leaf=0.00933837797,cover=0
- 114:leaf=0.000596034748,cover=0
- 58:[Ecc<9.0678978] yes=115,no=116,missing=115,gain=1.55964017,cover=527
- 115:leaf=0.00879961718,cover=0
- 116:leaf=0.00255861203,cover=0
- 14:[Area5<0.489361584] yes=29,no=30,missing=30,gain=1.92052865,cover=43553
- 29:[Pol<123.059357] yes=59,no=60,missing=59,gain=0.780252814,cover=41
- 59:[Ecc<1.31300318] yes=117,no=118,missing=117,gain=0.14035511,cover=17
- 117:leaf=8.993745e-05,cover=0
- 118:leaf=0.0194553863,cover=0
- 60:[LGI5<3.01384926] yes=119,no=120,missing=119,gain=0.323795319,cover=24
- 119:leaf=0.00623190915,cover=0
- 120:leaf=-0.0114292903,cover=0
- 30:[Sulc0<-0.43309778] yes=61,no=62,missing=61,gain=1.66266942,cover=43512
- 61:[Ecc<0.669936359] yes=121,no=122,missing=121,gain=1.60018957,cover=239
- 121:leaf=-0.00870030839,cover=0
- 122:leaf=-0.000516587868,cover=0
- 62:[Area5<0.687926829] yes=123,no=124,missing=123,gain=1.25122941,cover=43273
- 123:leaf=-7.23090989e-06,cover=0
- 124:leaf=-0.000576237508,cover=0
-booster[907]:
-0:[PialArea5<0.360595763] yes=1,no=2,missing=1,gain=0.188345596,cover=5124388
- 1:[Ecc<3.48115921] yes=3,no=4,missing=4,gain=0.585242629,cover=283012
- 3:[LGI5<2.50273752] yes=7,no=8,missing=7,gain=1.19711828,cover=30648
- 7:[Sulc0<0.110320561] yes=15,no=16,missing=15,gain=1.02531946,cover=22913
- 15:[Pol<114.966316] yes=31,no=32,missing=31,gain=1.32716501,cover=8704
- 31:[PialCurv5<0.00236006663] yes=63,no=64,missing=64,gain=3.18222952,cover=3589
- 63:leaf=-0.00624008244,cover=0
- 64:leaf=0.00112984085,cover=0
- 32:[Area5<0.687926829] yes=65,no=66,missing=66,gain=1.47656322,cover=5115
- 65:leaf=-0.000265753741,cover=0
- 66:leaf=-0.00462767249,cover=0
- 16:[Ecc<1.68457866] yes=33,no=34,missing=34,gain=1.58609033,cover=14209
- 33:[Pol<102.241241] yes=67,no=68,missing=67,gain=1.38480997,cover=1095
- 67:leaf=-0.00368802296,cover=0
- 68:leaf=8.80261869e-05,cover=0
- 34:[Pol<115.563423] yes=69,no=70,missing=69,gain=0.889051795,cover=13114
- 69:leaf=-0.000532727572,cover=0
- 70:leaf=0.00178694667,cover=0
- 8:[LGI5<2.51629615] yes=17,no=18,missing=17,gain=2.26917744,cover=7735
- 17:[PialCurv5<0.343960524] yes=35,no=36,missing=35,gain=3.18780851,cover=1076
- 35:[Area5<0.683164001] yes=71,no=72,missing=71,gain=0.872158349,cover=482
- 71:leaf=-0.00138528494,cover=0
- 72:leaf=0.00468583358,cover=0
- 36:[Area5<0.548651993] yes=73,no=74,missing=73,gain=10.4178753,cover=594
- 73:leaf=0.0395475887,cover=0
- 74:leaf=0.00367663801,cover=0
- 18:[Area5<0.532936037] yes=37,no=38,missing=37,gain=0.806290209,cover=6659
- 37:[LGI5<2.74134016] yes=75,no=76,missing=75,gain=0.872551858,cover=242
- 75:leaf=-0.00399414776,cover=0
- 76:leaf=0.00465528248,cover=0
- 38:[Curv5<0.049365297] yes=77,no=78,missing=78,gain=0.829427123,cover=6417
- 77:leaf=0.00722263474,cover=0
- 78:leaf=8.81844026e-05,cover=0
- 4:[Sulc0<0.40262419] yes=9,no=10,missing=9,gain=0.979213238,cover=252364
- 9:[Area5<0.653711498] yes=19,no=20,missing=20,gain=1.4506104,cover=20221
- 19:[LGI5<2.16230083] yes=39,no=40,missing=39,gain=1.38364458,cover=13702
- 39:[Sulc0<0.167916268] yes=79,no=80,missing=79,gain=1.19236147,cover=193
- 79:leaf=0.00902919006,cover=0
- 80:leaf=0.00104034506,cover=0
- 40:[LGI5<2.25958419] yes=81,no=82,missing=81,gain=1.32414389,cover=13509
- 81:leaf=-0.00175280252,cover=0
- 82:leaf=0.000182266376,cover=0
- 20:[Curv5<0.0974604636] yes=41,no=42,missing=42,gain=3.98991966,cover=6519
- 41:[Pol<89.1530609] yes=83,no=84,missing=84,gain=1.25473285,cover=402
- 83:leaf=-0.000201454532,cover=0
- 84:leaf=-0.00596663309,cover=0
- 42:[LGI5<2.44006681] yes=85,no=86,missing=85,gain=2.14402199,cover=6117
- 85:leaf=0.00291058957,cover=0
- 86:leaf=0.000775214343,cover=0
- 10:[Curv5<0.195079193] yes=21,no=22,missing=21,gain=0.784304857,cover=232143
- 21:[LGI5<2.41354537] yes=43,no=44,missing=43,gain=3.20727992,cover=159695
- 43:[Curv5<0.157731384] yes=87,no=88,missing=87,gain=1.81025696,cover=7158
- 87:leaf=-0.0022338822,cover=0
- 88:leaf=-0.000521652808,cover=0
- 44:[PialCurv5<0.394910008] yes=89,no=90,missing=89,gain=2.16196847,cover=152537
- 89:leaf=9.39058882e-05,cover=0
- 90:leaf=-0.000472409272,cover=0
- 22:[Ecc<33.9075584] yes=45,no=46,missing=45,gain=1.47286606,cover=72448
- 45:[LGI5<2.66052985] yes=91,no=92,missing=91,gain=3.141078,cover=62335
- 91:leaf=0.000421247125,cover=0
- 92:leaf=-0.000289260352,cover=0
- 46:[Curv5<0.245671451] yes=93,no=94,missing=93,gain=1.88868046,cover=10113
- 93:leaf=0.00117263512,cover=0
- 94:leaf=-0.0003270733,cover=0
- 2:[Curv5<0.0896491781] yes=5,no=6,missing=6,gain=0.292024791,cover=4841376
- 5:[PialCurv5<0.232516408] yes=11,no=12,missing=11,gain=1.09018362,cover=3966472
- 11:[Sulc0<0.586347759] yes=23,no=24,missing=23,gain=1.362216,cover=3957650
- 23:[MidArea5<0.48507002] yes=47,no=48,missing=47,gain=0.955554247,cover=3861450
- 47:[PialArea5<0.617149889] yes=95,no=96,missing=96,gain=1.98440695,cover=15900
- 95:leaf=0.000290542957,cover=0
- 96:leaf=0.00362669351,cover=0
- 48:[PialArea5<0.458904862] yes=97,no=98,missing=98,gain=1.07195365,cover=3845550
- 97:leaf=-0.000316774705,cover=0
- 98:leaf=6.71547241e-07,cover=0
- 24:[Ecc<4.46987629] yes=49,no=50,missing=49,gain=3.40872669,cover=96200
- 49:[Curv5<0.0257103238] yes=99,no=100,missing=100,gain=1.04470778,cover=61
- 99:leaf=0.00595346792,cover=0
- 100:leaf=-0.0138629172,cover=0
- 50:[Area5<0.720865786] yes=101,no=102,missing=101,gain=3.30828619,cover=96139
- 101:leaf=0.000478878617,cover=0
- 102:leaf=-0.000108287924,cover=0
- 12:[Sulc0<0.218763664] yes=25,no=26,missing=25,gain=2.94889593,cover=8822
- 25:[Ecc<0.406764686] yes=51,no=52,missing=52,gain=2.09623456,cover=3935
- 51:[PialArea5<0.498393416] yes=103,no=104,missing=103,gain=1.89776444,cover=124
- 103:leaf=0.00515913637,cover=0
- 104:leaf=-0.00930050295,cover=0
- 52:[LGI5<3.74316525] yes=105,no=106,missing=105,gain=1.62651324,cover=3811
- 105:leaf=0.000774999498,cover=0
- 106:leaf=-0.0100540807,cover=0
- 26:[PialArea5<0.702764034] yes=53,no=54,missing=54,gain=3.4626472,cover=4887
- 53:[Ecc<14.694541] yes=107,no=108,missing=107,gain=2.44663906,cover=4536
- 107:leaf=-0.00300540635,cover=0
- 108:leaf=-0.000674608571,cover=0
- 54:[Area5<0.827407002] yes=109,no=110,missing=109,gain=0.580382824,cover=351
- 109:leaf=0.00411385112,cover=0
- 110:leaf=-0.00237909937,cover=0
- 6:[Ecc<1.10530448] yes=13,no=14,missing=13,gain=1.8154906,cover=874904
- 13:[PialCurv5<0.116372027] yes=27,no=28,missing=27,gain=5.51645851,cover=21963
- 27:[Pol<143.959366] yes=55,no=56,missing=56,gain=4.29553652,cover=4606
- 55:[Pol<84.1277542] yes=111,no=112,missing=111,gain=3.04503655,cover=2042
- 111:leaf=-0.00234259502,cover=0
- 112:leaf=0.00152295595,cover=0
- 56:[Pol<163.830338] yes=113,no=114,missing=113,gain=2.59869385,cover=2564
- 113:leaf=-0.00542930653,cover=0
- 114:leaf=-0.00214088918,cover=0
- 28:[Sulc0<-0.364187956] yes=57,no=58,missing=57,gain=4.31635284,cover=17357
- 57:[PialCurv5<0.220156521] yes=115,no=116,missing=116,gain=2.45152617,cover=3648
- 115:leaf=-0.000713364454,cover=0
- 116:leaf=-0.00349818217,cover=0
- 58:[LGI5<2.40692019] yes=117,no=118,missing=117,gain=2.35951114,cover=13709
- 117:leaf=0.000890046824,cover=0
- 118:leaf=-0.000441205775,cover=0
- 14:[Sulc0<-0.557882011] yes=29,no=30,missing=30,gain=3.5505712,cover=852941
- 29:[LGI5<2.36078882] yes=59,no=60,missing=59,gain=2.70296407,cover=986
- 59:[PialArea5<0.427728564] yes=119,no=120,missing=119,gain=2.18918467,cover=281
- 119:leaf=0.00923129451,cover=0
- 120:leaf=-0.00302101928,cover=0
- 60:[LGI5<2.83602357] yes=121,no=122,missing=121,gain=3.63490057,cover=705
- 121:leaf=0.00660505285,cover=0
- 122:leaf=-0.00188079977,cover=0
- 30:[Pol<131.443253] yes=61,no=62,missing=61,gain=2.15132499,cover=851955
- 61:[Ecc<14.0810061] yes=123,no=124,missing=123,gain=2.99625778,cover=780561
- 123:leaf=2.3145918e-05,cover=0
- 124:leaf=-0.000186467776,cover=0
- 62:[Sulc0<-0.357752919] yes=125,no=126,missing=125,gain=8.67076969,cover=71394
- 125:leaf=0.00284580467,cover=0
- 126:leaf=0.000125715698,cover=0
-booster[908]:
-0:[PialArea5<0.454431564] yes=1,no=2,missing=1,gain=0.182913929,cover=5124388
- 1:[Curv5<0.049365297] yes=3,no=4,missing=4,gain=1.2476368,cover=686124
- 3:[Area5<0.661233962] yes=7,no=8,missing=7,gain=4.30824566,cover=21250
- 7:[Ecc<0.836319208] yes=15,no=16,missing=15,gain=3.14607167,cover=17644
- 15:[LGI5<2.35279679] yes=31,no=32,missing=32,gain=2.66077614,cover=1967
- 31:[LGI5<2.18291569] yes=63,no=64,missing=63,gain=3.47976232,cover=1013
- 63:leaf=-0.00797789078,cover=0
- 64:leaf=0.000961925194,cover=0
- 32:[Sulc0<-0.0788570642] yes=65,no=66,missing=65,gain=3.72375631,cover=954
- 65:leaf=-0.00431684591,cover=0
- 66:leaf=0.0152527839,cover=0
- 16:[PialCurv5<0.137877449] yes=33,no=34,missing=33,gain=2.48428154,cover=15677
- 33:[Sulc0<0.15957281] yes=67,no=68,missing=67,gain=2.50080609,cover=13856
- 67:leaf=0.000661986065,cover=0
- 68:leaf=-0.00068162079,cover=0
- 34:[LGI5<3.4634192] yes=69,no=70,missing=69,gain=1.84164357,cover=1821
- 69:leaf=0.00145700481,cover=0
- 70:leaf=0.00717383344,cover=0
- 8:[LGI5<3.01963663] yes=17,no=18,missing=18,gain=1.65360308,cover=3606
- 17:[LGI5<2.63733578] yes=35,no=36,missing=35,gain=4.96278334,cover=1765
- 35:[Pol<65.8802414] yes=71,no=72,missing=71,gain=3.48162746,cover=804
- 71:leaf=-0.0147375539,cover=0
- 72:leaf=-0.00274291565,cover=0
- 36:[Ecc<8.29616165] yes=73,no=74,missing=73,gain=7.6549015,cover=961
- 73:leaf=0.0107318023,cover=0
- 74:leaf=-0.00058453728,cover=0
- 18:[Ecc<24.3269672] yes=37,no=38,missing=37,gain=2.91000938,cover=1841
- 37:[Ecc<16.5318356] yes=75,no=76,missing=75,gain=4.44258785,cover=1326
- 75:leaf=-0.00152665039,cover=0
- 76:leaf=-0.00733162556,cover=0
- 38:[LGI5<3.15728688] yes=77,no=78,missing=77,gain=1.60219657,cover=515
- 77:leaf=-0.00471557211,cover=0
- 78:leaf=0.00178538996,cover=0
- 4:[Curv5<0.113010712] yes=9,no=10,missing=9,gain=1.35015297,cover=664874
- 9:[PialCurv5<0.232516408] yes=19,no=20,missing=19,gain=5.28664398,cover=85390
- 19:[Sulc0<0.56283927] yes=39,no=40,missing=40,gain=4.06031084,cover=72272
- 39:[Pol<87.9431763] yes=79,no=80,missing=79,gain=3.99717951,cover=36677
- 79:leaf=0.000863952679,cover=0
- 80:leaf=-0.000302755245,cover=0
- 40:[LGI5<2.49934268] yes=81,no=82,missing=82,gain=5.25501633,cover=35595
- 81:leaf=-0.00285242125,cover=0
- 82:leaf=0.000871596043,cover=0
- 20:[LGI5<3.51961541] yes=41,no=42,missing=41,gain=3.37921596,cover=13118
- 41:[LGI5<2.19753051] yes=83,no=84,missing=83,gain=3.11589479,cover=12034
- 83:leaf=-0.0105393045,cover=0
- 84:leaf=-0.000875074067,cover=0
- 42:[Area5<0.839165807] yes=85,no=86,missing=86,gain=0.628801584,cover=1084
- 85:leaf=0.00209097029,cover=0
- 86:leaf=-0.00993933436,cover=0
- 10:[Sulc0<0.624357879] yes=21,no=22,missing=21,gain=1.38066351,cover=579484
- 21:[Area5<0.69896996] yes=43,no=44,missing=44,gain=5.14849615,cover=257211
- 43:[Ecc<9.75650311] yes=87,no=88,missing=87,gain=2.8627634,cover=197122
- 87:leaf=6.57239943e-05,cover=0
- 88:leaf=-0.000414164737,cover=0
- 44:[Ecc<9.50052643] yes=89,no=90,missing=89,gain=2.14011478,cover=60089
- 89:leaf=0.00072523969,cover=0
- 90:leaf=0.000104476923,cover=0
- 22:[Ecc<7.59607029] yes=45,no=46,missing=45,gain=2.51864505,cover=322273
- 45:[Curv5<0.190557376] yes=91,no=92,missing=91,gain=4.46048737,cover=60024
- 91:leaf=-0.000808207318,cover=0
- 92:leaf=5.51760677e-05,cover=0
- 46:[Pol<101.159882] yes=93,no=94,missing=93,gain=2.74209714,cover=262249
- 93:leaf=-0.00011172636,cover=0
- 94:leaf=0.000227467608,cover=0
- 2:[PialCurv5<0.409174502] yes=5,no=6,missing=6,gain=0.712272704,cover=4438264
- 5:[Curv5<0.135532871] yes=11,no=12,missing=11,gain=0.726938963,cover=4432440
- 11:[PialCurv5<0.336333007] yes=23,no=24,missing=23,gain=1.78184068,cover=4255457
- 23:[MidArea5<0.588423193] yes=47,no=48,missing=47,gain=0.819391906,cover=4252635
- 47:[Curv5<0.069626309] yes=95,no=96,missing=95,gain=2.58732867,cover=259202
- 95:leaf=6.70654708e-06,cover=0
- 96:leaf=-0.000352774689,cover=0
- 48:[PialArea5<0.580179036] yes=97,no=98,missing=97,gain=2.18991256,cover=3993433
- 97:leaf=0.000142365316,cover=0
- 98:leaf=-5.49188644e-06,cover=0
- 24:[Ecc<0.353712648] yes=49,no=50,missing=49,gain=1.42892158,cover=2822
- 49:[Area5<0.641697526] yes=99,no=100,missing=100,gain=0.111079931,cover=26
- 99:leaf=-0.00195124268,cover=0
- 100:leaf=-0.0115437508,cover=0
- 50:[Area5<0.63275224] yes=101,no=102,missing=101,gain=0.922963142,cover=2796
- 101:leaf=-0.00136472599,cover=0
- 102:leaf=0.00166738534,cover=0
- 12:[Area5<0.715747833] yes=25,no=26,missing=26,gain=2.89438605,cover=176983
- 25:[Sulc0<0.244668111] yes=51,no=52,missing=51,gain=3.65878987,cover=96322
- 51:[LGI5<2.68420529] yes=103,no=104,missing=103,gain=2.86997366,cover=56350
- 103:leaf=-0.000377575256,cover=0
- 104:leaf=0.000460486248,cover=0
- 52:[Area5<0.645846248] yes=105,no=106,missing=106,gain=4.08449078,cover=39972
- 105:leaf=0.00169717323,cover=0
- 106:leaf=0.00024281221,cover=0
- 26:[PialCurv5<0.119354174] yes=53,no=54,missing=54,gain=1.53962374,cover=80661
- 53:[Curv5<0.162240714] yes=107,no=108,missing=108,gain=1.32060194,cover=2938
- 107:leaf=0.000111352325,cover=0
- 108:leaf=0.00243316288,cover=0
- 54:[Sulc0<-0.457356662] yes=109,no=110,missing=110,gain=1.57485914,cover=77723
- 109:leaf=0.00485697901,cover=0
- 110:leaf=-0.000376852782,cover=0
- 6:[Curv5<0.204311207] yes=13,no=14,missing=13,gain=1.38113546,cover=5824
- 13:[Sulc0<0.383163035] yes=27,no=28,missing=28,gain=0.942443371,cover=4048
- 27:[LGI5<3.51961541] yes=55,no=56,missing=55,gain=0.866171956,cover=1930
- 55:[Pol<175.068527] yes=111,no=112,missing=111,gain=0.547435164,cover=1898
- 111:leaf=0.000195322442,cover=0
- 112:leaf=0.00394372037,cover=0
- 56:[Curv5<0.174639657] yes=113,no=114,missing=113,gain=0.134965003,cover=32
- 113:leaf=-0.00974649563,cover=0
- 114:leaf=-0.00225612125,cover=0
- 28:[PialArea5<0.559226274] yes=57,no=58,missing=58,gain=1.16333032,cover=2118
- 57:[Area5<0.72690624] yes=115,no=116,missing=115,gain=0.730126619,cover=1923
- 115:leaf=0.00225313357,cover=0
- 116:leaf=0.000283748843,cover=0
- 58:[Ecc<8.11897564] yes=117,no=118,missing=117,gain=0.902492046,cover=195
- 117:leaf=0.0102289747,cover=0
- 118:leaf=0.00301207369,cover=0
- 14:[Pol<71.0996552] yes=29,no=30,missing=30,gain=0.500734806,cover=1776
- 29:[PialArea5<0.550757647] yes=59,no=60,missing=59,gain=0.937695146,cover=65
- 59:[Ecc<1.10530448] yes=119,no=120,missing=120,gain=0.406387061,cover=62
- 119:leaf=-0.00931512844,cover=0
- 120:leaf=0.00347808935,cover=0
- 60:leaf=0.0271474067,cover=0
- 30:[Area5<0.636136949] yes=61,no=62,missing=61,gain=0.626719832,cover=1711
- 61:[Sulc0<0.308185816] yes=121,no=122,missing=121,gain=0.357965171,cover=372
- 121:leaf=0.000264187605,cover=0
- 122:leaf=0.00414934987,cover=0
- 62:[LGI5<2.31192279] yes=123,no=124,missing=124,gain=0.792683899,cover=1339
- 123:leaf=0.00157353713,cover=0
- 124:leaf=-0.00179920183,cover=0
-booster[909]:
-0:[LGI5<3.74316525] yes=1,no=2,missing=1,gain=0.186982676,cover=5124388
- 1:[LGI5<3.64692807] yes=3,no=4,missing=4,gain=0.729031563,cover=5044320
- 3:[LGI5<3.56741142] yes=7,no=8,missing=8,gain=0.454320729,cover=4983994
- 7:[Area5<0.720017433] yes=15,no=16,missing=15,gain=0.360977322,cover=4901425
- 15:[Ecc<23.1745358] yes=31,no=32,missing=31,gain=1.99337006,cover=3379341
- 31:[Ecc<10.569519] yes=63,no=64,missing=63,gain=2.97340345,cover=2996722
- 63:leaf=-1.96067595e-05,cover=0
- 64:leaf=0.00010375413,cover=0
- 32:[LGI5<3.00812316] yes=65,no=66,missing=65,gain=4.82141304,cover=382619
- 65:leaf=-0.000402471982,cover=0
- 66:leaf=-5.72645058e-06,cover=0
- 16:[Pol<141.801834] yes=33,no=34,missing=33,gain=3.47540426,cover=1522084
- 33:[Curv5<0.0344051942] yes=67,no=68,missing=67,gain=4.43859529,cover=1283506
- 67:leaf=-9.52307746e-05,cover=0
- 68:leaf=9.17029101e-05,cover=0
- 34:[Sulc0<-0.569364369] yes=69,no=70,missing=69,gain=5.50362778,cover=238578
- 69:leaf=-0.000172323606,cover=0
- 70:leaf=0.000352882256,cover=0
- 8:[Ecc<32.6813126] yes=17,no=18,missing=17,gain=2.74691987,cover=82569
- 17:[PialCurv5<-0.181738108] yes=35,no=36,missing=36,gain=2.63222384,cover=60136
- 35:[PialArea5<0.559226274] yes=71,no=72,missing=71,gain=1.0177803,cover=820
- 71:leaf=-0.00800706446,cover=0
- 72:leaf=-0.00215893961,cover=0
- 36:[Ecc<7.90440989] yes=73,no=74,missing=73,gain=2.3177309,cover=59316
- 73:leaf=0.00340212695,cover=0
- 74:leaf=6.82993195e-05,cover=0
- 18:[PialCurv5<-0.190801308] yes=37,no=38,missing=38,gain=1.95182371,cover=22433
- 37:[Ecc<41.2560654] yes=75,no=76,missing=75,gain=0.423432469,cover=106
- 75:leaf=0.007419392,cover=0
- 76:leaf=-0.00154804962,cover=0
- 38:[Pol<18.1680222] yes=77,no=78,missing=77,gain=1.88745379,cover=22327
- 77:leaf=-0.00184875203,cover=0
- 78:leaf=-0.000449374871,cover=0
- 4:[PialCurv5<0.426807076] yes=9,no=10,missing=9,gain=2.98049688,cover=60326
- 9:[Ecc<10.569519] yes=19,no=20,missing=20,gain=2.68671751,cover=59853
- 19:[Pol<139.671173] yes=39,no=40,missing=40,gain=4.97601938,cover=2242
- 39:[Area5<0.626857519] yes=79,no=80,missing=79,gain=1.56408763,cover=2081
- 79:leaf=0.000882115215,cover=0
- 80:leaf=-0.0027679631,cover=0
- 40:[PialArea5<0.89274627] yes=81,no=82,missing=81,gain=1.0214088,cover=161
- 81:leaf=0.0122111449,cover=0
- 82:leaf=0.0038980064,cover=0
- 20:[Pol<147.599014] yes=41,no=42,missing=41,gain=2.88159466,cover=57611
- 41:[Area5<0.748478889] yes=83,no=84,missing=83,gain=3.85075068,cover=43875
- 83:leaf=0.000773625274,cover=0
- 84:leaf=-0.00025152482,cover=0
- 42:[PialArea5<1.11947823] yes=85,no=86,missing=86,gain=3.84410787,cover=13736
- 85:leaf=-0.000652545423,cover=0
- 86:leaf=0.00203558872,cover=0
- 10:[Sulc0<0.506771445] yes=21,no=22,missing=21,gain=0.800297737,cover=473
- 21:[Pol<119.777687] yes=43,no=44,missing=43,gain=0.0659436882,cover=17
- 43:leaf=0.00973567646,cover=0
- 44:[Pol<125.881905] yes=87,no=88,missing=87,gain=0.00331247598,cover=9
- 87:leaf=0.00399414403,cover=0
- 88:leaf=0.00148087263,cover=0
- 22:[Pol<73.3354874] yes=45,no=46,missing=45,gain=0.351462603,cover=456
- 45:[LGI5<3.70550299] yes=89,no=90,missing=89,gain=0.16351369,cover=54
- 89:leaf=-0.00155642862,cover=0
- 90:leaf=0.00580134662,cover=0
- 46:[PialArea5<0.338250697] yes=91,no=92,missing=91,gain=0.302935123,cover=402
- 91:leaf=-0.00301763462,cover=0
- 92:leaf=-0.00583788939,cover=0
- 2:[Ecc<20.3925476] yes=5,no=6,missing=5,gain=1.29164004,cover=80068
- 5:[Area5<0.623097897] yes=11,no=12,missing=11,gain=2.29282188,cover=31378
- 11:[Pol<70.3717499] yes=23,no=24,missing=23,gain=2.5078826,cover=7631
- 23:[Ecc<11.0302963] yes=47,no=48,missing=47,gain=2.37727547,cover=3033
- 47:[Area5<0.593548477] yes=93,no=94,missing=93,gain=1.40259969,cover=327
- 93:leaf=0.00658232206,cover=0
- 94:leaf=4.26569386e-05,cover=0
- 48:[Curv5<-0.185332045] yes=95,no=96,missing=95,gain=1.56510687,cover=2706
- 95:leaf=0.000296010141,cover=0
- 96:leaf=-0.00215739245,cover=0
- 24:[Curv5<-0.225438625] yes=49,no=50,missing=49,gain=4.26049614,cover=4598
- 49:[LGI5<3.84897733] yes=97,no=98,missing=98,gain=0.955349982,cover=1378
- 97:leaf=-0.00248277304,cover=0
- 98:leaf=0.000149121261,cover=0
- 50:[Ecc<12.5441074] yes=99,no=100,missing=99,gain=2.31139374,cover=3220
- 99:leaf=-0.000712617708,cover=0
- 100:leaf=0.00278392457,cover=0
- 12:[Area5<0.822840035] yes=25,no=26,missing=26,gain=2.6736815,cover=23747
- 25:[Ecc<11.6821251] yes=51,no=52,missing=52,gain=1.26937532,cover=21948
- 51:[Sulc0<-0.413983464] yes=101,no=102,missing=101,gain=2.05050707,cover=2269
- 101:leaf=-0.000219707727,cover=0
- 102:leaf=-0.00323390192,cover=0
- 52:[Pol<51.9018669] yes=103,no=104,missing=104,gain=1.36512208,cover=19679
- 103:leaf=-0.00138208398,cover=0
- 104:leaf=-0.000371733302,cover=0
- 26:[LGI5<3.78836131] yes=53,no=54,missing=54,gain=1.30898368,cover=1799
- 53:[Ecc<16.0247612] yes=105,no=106,missing=105,gain=1.62538636,cover=552
- 105:leaf=0.00189084245,cover=0
- 106:leaf=-0.00352834235,cover=0
- 54:[PialArea5<1.39628088] yes=107,no=108,missing=107,gain=0.69513917,cover=1247
- 107:leaf=0.00258893147,cover=0
- 108:leaf=-0.00122778944,cover=0
- 6:[Area5<0.66824472] yes=13,no=14,missing=13,gain=2.43731523,cover=48690
- 13:[Sulc0<-0.101085678] yes=27,no=28,missing=27,gain=4.69382572,cover=15287
- 27:[Pol<163.028091] yes=55,no=56,missing=55,gain=2.93397689,cover=6202
- 55:[Curv5<0.0365542509] yes=109,no=110,missing=109,gain=3.18064117,cover=3613
- 109:leaf=0.00189893728,cover=0
- 110:leaf=-0.0046357885,cover=0
- 56:[MidArea5<0.882454634] yes=111,no=112,missing=111,gain=3.35384893,cover=2589
- 111:leaf=-0.000862624904,cover=0
- 112:leaf=0.0154257091,cover=0
- 28:[Pol<62.0115929] yes=57,no=58,missing=57,gain=4.5948,cover=9085
- 57:[PialCurv5<-0.062031392] yes=113,no=114,missing=114,gain=3.25782919,cover=2447
- 113:leaf=0.00456559146,cover=0
- 114:leaf=-0.000168020037,cover=0
- 58:[PialCurv5<0.175003663] yes=115,no=116,missing=115,gain=4.59883785,cover=6638
- 115:leaf=-0.00266465382,cover=0
- 116:leaf=0.000266049843,cover=0
- 14:[Pol<19.2006226] yes=29,no=30,missing=30,gain=2.20055962,cover=33403
- 29:[MidArea5<0.858873606] yes=59,no=60,missing=59,gain=1.26766288,cover=2795
- 59:[PialArea5<0.949094117] yes=117,no=118,missing=118,gain=1.25406528,cover=1247
- 117:leaf=-0.00145270757,cover=0
- 118:leaf=-0.00555727025,cover=0
- 60:[Sulc0<0.0770083591] yes=119,no=120,missing=119,gain=1.50258636,cover=1548
- 119:leaf=-0.000464248529,cover=0
- 120:leaf=0.00596317789,cover=0
- 30:[Ecc<46.7494621] yes=61,no=62,missing=61,gain=0.945480347,cover=30608
- 61:[Pol<123.059357] yes=121,no=122,missing=122,gain=0.933494329,cover=29040
- 121:leaf=0.000307334296,cover=0
- 122:leaf=0.000904738146,cover=0
- 62:[Curv5<0.0431617796] yes=123,no=124,missing=123,gain=1.13295746,cover=1568
- 123:leaf=-0.00238207122,cover=0
- 124:leaf=0.000356334931,cover=0
-booster[910]:
-0:[PialArea5<0.906120181] yes=1,no=2,missing=2,gain=0.217303455,cover=5124388
- 1:[PialCurv5<-0.123971827] yes=3,no=4,missing=3,gain=0.775136769,cover=3468986
- 3:[Curv5<-0.218969986] yes=7,no=8,missing=7,gain=1.74287391,cover=371798
- 7:[Area5<0.404548973] yes=15,no=16,missing=15,gain=1.54820132,cover=298852
- 15:[LGI5<2.26652193] yes=31,no=32,missing=31,gain=1.04371178,cover=19022
- 31:[LGI5<2.18291569] yes=63,no=64,missing=63,gain=1.25259376,cover=2662
- 63:leaf=0.000360799953,cover=0
- 64:leaf=-0.00203530281,cover=0
- 32:[MidArea5<0.52745223] yes=65,no=66,missing=65,gain=1.06618392,cover=16360
- 65:leaf=0.000280894776,cover=0
- 66:leaf=-0.000570158125,cover=0
- 16:[Area5<0.559839368] yes=33,no=34,missing=33,gain=2.12137222,cover=279830
- 33:[Ecc<2.6675415] yes=67,no=68,missing=67,gain=1.90361655,cover=128739
- 67:leaf=-0.000103154525,cover=0
- 68:leaf=0.000314082892,cover=0
- 34:[LGI5<2.19753051] yes=69,no=70,missing=69,gain=3.48240447,cover=151091
- 69:leaf=0.00296041067,cover=0
- 70:leaf=-0.000108675078,cover=0
- 8:[Area5<0.713311911] yes=17,no=18,missing=17,gain=3.10201049,cover=72946
- 17:[Area5<0.517926872] yes=35,no=36,missing=35,gain=3.06243968,cover=65831
- 35:[Ecc<4.67068386] yes=71,no=72,missing=71,gain=1.78754568,cover=22532
- 71:leaf=0.000257755717,cover=0
- 72:leaf=-0.000663371058,cover=0
- 36:[LGI5<2.24172258] yes=73,no=74,missing=73,gain=2.89251041,cover=43299
- 73:leaf=-0.00128057972,cover=0
- 74:leaf=0.00072066026,cover=0
- 18:[Curv5<-0.148390457] yes=37,no=38,missing=37,gain=3.09469104,cover=7115
- 37:[Ecc<7.4459548] yes=75,no=76,missing=76,gain=1.91217577,cover=5864
- 75:leaf=-0.001475267,cover=0
- 76:leaf=0.000424616737,cover=0
- 38:[Pol<150.62207] yes=77,no=78,missing=78,gain=3.9231472,cover=1251
- 77:leaf=-0.00439799391,cover=0
- 78:leaf=0.00250434573,cover=0
- 4:[Curv5<0.0146088367] yes=9,no=10,missing=9,gain=1.06008363,cover=3097188
- 9:[Area5<0.729573667] yes=19,no=20,missing=20,gain=3.81577158,cover=1251126
- 19:[Pol<66.6374893] yes=39,no=40,missing=40,gain=2.93064404,cover=1089126
- 39:[Ecc<5.85121489] yes=79,no=80,missing=79,gain=11.3917274,cover=270032
- 79:leaf=0.0002891162,cover=0
- 80:leaf=-0.000394831179,cover=0
- 40:[Pol<116.093399] yes=81,no=82,missing=81,gain=7.66748762,cover=819094
- 81:leaf=0.000256727537,cover=0
- 82:leaf=-7.32527842e-05,cover=0
- 20:[Pol<57.0350037] yes=41,no=42,missing=42,gain=4.0398612,cover=162000
- 41:[Ecc<2.19188094] yes=83,no=84,missing=84,gain=4.18297577,cover=31729
- 83:leaf=-0.00200445997,cover=0
- 84:leaf=0.000376257318,cover=0
- 42:[Curv5<-0.136312515] yes=85,no=86,missing=86,gain=6.03746128,cover=130271
- 85:leaf=0.000594642595,cover=0
- 86:leaf=-0.000516895845,cover=0
- 10:[PialCurv5<0.0495097227] yes=21,no=22,missing=22,gain=2.68902993,cover=1846062
- 21:[PialCurv5<-0.0133872591] yes=43,no=44,missing=43,gain=4.7982111,cover=184148
- 43:[Sulc0<-0.292069882] yes=87,no=88,missing=88,gain=4.30700779,cover=22077
- 87:leaf=-0.00152499869,cover=0
- 88:leaf=-2.496253e-05,cover=0
- 44:[Pol<122.504936] yes=89,no=90,missing=89,gain=4.22755289,cover=162071
- 89:leaf=0.00012450722,cover=0
- 90:leaf=0.000692454982,cover=0
- 22:[PialArea5<0.715215623] yes=45,no=46,missing=45,gain=3.65479183,cover=1661914
- 45:[Area5<0.68633163] yes=91,no=92,missing=91,gain=3.46080017,cover=1483734
- 91:leaf=-7.291769e-05,cover=0
- 92:leaf=8.11788996e-05,cover=0
- 46:[PialCurv5<0.122354448] yes=93,no=94,missing=93,gain=6.47394753,cover=178180
- 93:leaf=-0.000411299901,cover=0
- 94:leaf=0.00026300695,cover=0
- 2:[Ecc<11.1913614] yes=5,no=6,missing=6,gain=0.892058969,cover=1655402
- 5:[LGI5<3.09872246] yes=11,no=12,missing=12,gain=3.42661405,cover=1135851
- 11:[Pol<102.241241] yes=23,no=24,missing=23,gain=1.73104322,cover=1063952
- 23:[Pol<74.0505524] yes=47,no=48,missing=47,gain=6.21799278,cover=618770
- 47:[PialCurv5<-0.00171623251] yes=95,no=96,missing=95,gain=5.47988462,cover=554277
- 95:leaf=-1.76391477e-05,cover=0
- 96:leaf=0.000827690994,cover=0
- 48:[LGI5<2.82485151] yes=97,no=98,missing=97,gain=14.798274,cover=64493
- 97:leaf=0.00033399128,cover=0
- 98:leaf=0.00343711977,cover=0
- 24:[Ecc<3.80337262] yes=49,no=50,missing=49,gain=7.00724411,cover=445182
- 49:[LGI5<2.51969218] yes=99,no=100,missing=99,gain=6.2066803,cover=158486
- 99:leaf=0.000389239722,cover=0
- 100:leaf=-0.000325028988,cover=0
- 50:[Ecc<7.39671755] yes=101,no=102,missing=101,gain=6.33439493,cover=286696
- 101:leaf=-0.000395531591,cover=0
- 102:leaf=8.77293496e-05,cover=0
- 12:[Sulc0<-0.332174033] yes=25,no=26,missing=25,gain=5.77487564,cover=71899
- 25:[Pol<61.2046547] yes=51,no=52,missing=51,gain=2.5925591,cover=56439
- 51:[Sulc0<-0.420901269] yes=103,no=104,missing=104,gain=3.13108015,cover=39594
- 103:leaf=-0.000204513359,cover=0
- 104:leaf=-0.00189988059,cover=0
- 52:[Pol<155.757294] yes=105,no=106,missing=105,gain=3.30325222,cover=16845
- 105:leaf=0.00108983275,cover=0
- 106:leaf=-0.000311054086,cover=0
- 26:[Pol<79.5617371] yes=53,no=54,missing=53,gain=7.98482609,cover=15460
- 53:[Sulc0<-0.0326132737] yes=107,no=108,missing=108,gain=5.25323868,cover=6635
- 107:leaf=-0.00186325796,cover=0
- 108:leaf=-0.00557065196,cover=0
- 54:[PialCurv5<-0.0680129603] yes=109,no=110,missing=110,gain=9.05340862,cover=8825
- 109:leaf=-0.00211780891,cover=0
- 110:leaf=0.00113261945,cover=0
- 6:[Pol<175.643188] yes=13,no=14,missing=13,gain=3.08815432,cover=519551
- 13:[Pol<40.9012032] yes=27,no=28,missing=28,gain=4.41479969,cover=478204
- 27:[Area5<0.802302957] yes=55,no=56,missing=55,gain=4.38609886,cover=221839
- 55:[Sulc0<0.610343635] yes=111,no=112,missing=111,gain=4.78662729,cover=184785
- 111:leaf=-0.000160692332,cover=0
- 112:leaf=0.0226505194,cover=0
- 56:[LGI5<2.5379107] yes=113,no=114,missing=113,gain=2.77909374,cover=37054
- 113:leaf=-0.0049936343,cover=0
- 114:leaf=0.000472688436,cover=0
- 28:[Pol<134.081207] yes=57,no=58,missing=57,gain=9.52972221,cover=256365
- 57:[Area5<0.731406808] yes=115,no=116,missing=115,gain=13.6078291,cover=67545
- 115:leaf=0.00159922987,cover=0
- 116:leaf=0.000158716881,cover=0
- 58:[Sulc0<-0.439186513] yes=117,no=118,missing=117,gain=3.99594641,cover=188820
- 117:leaf=0.000342154672,cover=0
- 118:leaf=-0.000126200874,cover=0
- 14:[LGI5<3.08610082] yes=29,no=30,missing=29,gain=3.0253005,cover=41347
- 29:[Ecc<15.121048] yes=59,no=60,missing=60,gain=1.68789291,cover=12874
- 59:[PialArea5<1.13904655] yes=119,no=120,missing=120,gain=3.75730085,cover=2153
- 119:leaf=-0.000739649637,cover=0
- 120:leaf=-0.00513063278,cover=0
- 60:[Curv5<-0.0390223041] yes=121,no=122,missing=122,gain=1.62231803,cover=10721
- 121:leaf=-0.000806801138,cover=0
- 122:leaf=0.0038794768,cover=0
- 30:[Sulc0<-0.463317156] yes=61,no=62,missing=61,gain=1.96098745,cover=28473
- 61:[PialCurv5<-0.0715543851] yes=123,no=124,missing=123,gain=1.10876322,cover=19982
- 123:leaf=8.96044803e-05,cover=0
- 124:leaf=0.00133955386,cover=0
- 62:[Ecc<33.2971039] yes=125,no=126,missing=125,gain=4.05298424,cover=8491
- 125:leaf=-0.00195360812,cover=0
- 126:leaf=0.00025314407,cover=0
-booster[911]:
-0:[Pol<29.3809395] yes=1,no=2,missing=2,gain=0.254163772,cover=5124388
- 1:[PialCurv5<0.125401646] yes=3,no=4,missing=3,gain=2.86947942,cover=626073
- 3:[Curv5<0.0452247933] yes=7,no=8,missing=7,gain=3.49022794,cover=619347
- 7:[PialCurv5<0.0262785293] yes=15,no=16,missing=15,gain=6.42569733,cover=607373
- 15:[Sulc0<0.29007864] yes=31,no=32,missing=31,gain=6.12214947,cover=589571
- 31:[Ecc<15.3430929] yes=63,no=64,missing=63,gain=2.9038167,cover=583886
- 63:leaf=0.000119765522,cover=0
- 64:leaf=-0.000112977265,cover=0
- 32:[PialCurv5<0.00236006663] yes=65,no=66,missing=66,gain=2.42095041,cover=5685
- 65:leaf=0.00264755171,cover=0
- 66:leaf=0.000578824605,cover=0
- 16:[Area5<0.771817088] yes=33,no=34,missing=33,gain=3.31611967,cover=17802
- 33:[Curv5<-0.0530214235] yes=67,no=68,missing=67,gain=2.90546989,cover=13518
- 67:leaf=-0.00386046316,cover=0
- 68:leaf=-0.00108608149,cover=0
- 34:[Ecc<10.2861843] yes=69,no=70,missing=69,gain=2.09929538,cover=4284
- 69:leaf=-0.00167196174,cover=0
- 70:leaf=0.000921346538,cover=0
- 8:[Ecc<15.3430929] yes=17,no=18,missing=17,gain=4.46628284,cover=11974
- 17:[Sulc0<-0.166708246] yes=35,no=36,missing=35,gain=3.26838374,cover=5746
- 35:[Area5<0.551487505] yes=71,no=72,missing=71,gain=2.36704397,cover=4402
- 71:leaf=-0.00753169972,cover=0
- 72:leaf=0.000706306775,cover=0
- 36:[MidArea5<0.692627788] yes=73,no=74,missing=73,gain=3.45146179,cover=1344
- 73:leaf=-0.00390094309,cover=0
- 74:leaf=0.0016693956,cover=0
- 18:[PialCurv5<0.0591915138] yes=37,no=38,missing=37,gain=6.37875843,cover=6228
- 37:[PialCurv5<-0.00763805071] yes=75,no=76,missing=75,gain=5.21322441,cover=1742
- 75:leaf=-0.00643027434,cover=0
- 76:leaf=0.00507062254,cover=0
- 38:[Curv5<0.0857537538] yes=77,no=78,missing=77,gain=4.21439552,cover=4486
- 77:leaf=0.000118718359,cover=0
- 78:leaf=0.00418294361,cover=0
- 4:[Curv5<0.083802022] yes=9,no=10,missing=9,gain=2.76123047,cover=6726
- 9:[PialCurv5<0.224192142] yes=19,no=20,missing=19,gain=1.79570961,cover=1944
- 19:[Ecc<9.17092323] yes=39,no=40,missing=39,gain=1.52244711,cover=1789
- 39:[LGI5<2.46595764] yes=79,no=80,missing=79,gain=3.4872489,cover=748
- 79:leaf=0.000621140527,cover=0
- 80:leaf=-0.00691772019,cover=0
- 40:[MidArea5<0.703235805] yes=81,no=82,missing=81,gain=1.40045989,cover=1041
- 81:leaf=-0.00338272727,cover=0
- 82:leaf=0.000320235442,cover=0
- 20:[LGI5<2.40363431] yes=41,no=42,missing=41,gain=1.38644147,cover=155
- 41:[MidArea5<0.610527694] yes=83,no=84,missing=83,gain=0.606624126,cover=14
- 83:leaf=0.0252779275,cover=0
- 84:leaf=0.00396790309,cover=0
- 42:[Area5<0.792350233] yes=85,no=86,missing=85,gain=1.21654081,cover=141
- 85:leaf=0.000229969388,cover=0
- 86:leaf=0.0282028802,cover=0
- 10:[Sulc0<0.890415967] yes=21,no=22,missing=21,gain=2.10361314,cover=4782
- 21:[PialArea5<0.903379142] yes=43,no=44,missing=43,gain=1.74565101,cover=4150
- 43:[PialArea5<0.658944428] yes=87,no=88,missing=87,gain=1.56027639,cover=4143
- 87:leaf=0.000419388816,cover=0
- 88:leaf=-0.00230416586,cover=0
- 44:[Ecc<0.669936359] yes=89,no=90,missing=89,gain=0.483286142,cover=7
- 89:leaf=0.028127674,cover=0
- 90:leaf=-0.0048782588,cover=0
- 22:[Curv5<0.169394374] yes=45,no=46,missing=45,gain=0.838594437,cover=632
- 45:[Ecc<39.5502243] yes=91,no=92,missing=91,gain=0.350811958,cover=409
- 91:leaf=-0.00668068696,cover=0
- 92:leaf=-0.00342496741,cover=0
- 46:[Area5<0.648839295] yes=93,no=94,missing=93,gain=0.391797751,cover=223
- 93:leaf=0.0030620615,cover=0
- 94:leaf=-0.00176436268,cover=0
- 2:[MidArea5<1.04683805] yes=5,no=6,missing=5,gain=0.963577151,cover=4498315
- 5:[Curv5<-0.222158164] yes=11,no=12,missing=12,gain=0.989636064,cover=4412072
- 11:[Area5<0.702101529] yes=23,no=24,missing=23,gain=6.21911335,cover=519542
- 23:[PialCurv5<-0.132898524] yes=47,no=48,missing=48,gain=2.19264269,cover=461311
- 47:[MidArea5<0.659801304] yes=95,no=96,missing=96,gain=2.42759109,cover=279289
- 95:leaf=0.000128267391,cover=0
- 96:leaf=-0.000190672174,cover=0
- 48:[LGI5<2.27925944] yes=97,no=98,missing=97,gain=2.65353894,cover=182022
- 97:leaf=0.000739692419,cover=0
- 98:leaf=7.11189932e-05,cover=0
- 24:[Pol<156.492447] yes=49,no=50,missing=49,gain=5.07728958,cover=58231
- 49:[Ecc<3.10160303] yes=99,no=100,missing=99,gain=3.74828529,cover=34792
- 99:leaf=-0.000483733049,cover=0
- 100:leaf=0.00111836137,cover=0
- 50:[Sulc0<-0.195981219] yes=101,no=102,missing=101,gain=2.28349805,cover=23439
- 101:leaf=8.78473948e-05,cover=0
- 102:leaf=-0.00219223928,cover=0
- 12:[PialCurv5<-0.142826259] yes=25,no=26,missing=26,gain=3.38357162,cover=3892530
- 25:[Ecc<21.7409172] yes=51,no=52,missing=51,gain=2.3440969,cover=31009
- 51:[Ecc<9.38688755] yes=103,no=104,missing=103,gain=4.3034153,cover=27946
- 103:leaf=0.000363963161,cover=0
- 104:leaf=0.00200309861,cover=0
- 52:[LGI5<3.1767621] yes=105,no=106,missing=106,gain=1.86340475,cover=3063
- 105:leaf=0.000804896641,cover=0
- 106:leaf=-0.00175068399,cover=0
- 26:[PialCurv5<-0.0632625744] yes=53,no=54,missing=53,gain=2.09701371,cover=3861521
- 53:[Curv5<-0.0983823985] yes=107,no=108,missing=107,gain=28.066927,cover=1014274
- 107:leaf=-0.000162804005,cover=0
- 108:leaf=0.000773682201,cover=0
- 54:[Curv5<-0.117843308] yes=109,no=110,missing=109,gain=35.1198425,cover=2847247
- 109:leaf=0.000892844168,cover=0
- 110:leaf=-3.28325623e-05,cover=0
- 6:[LGI5<2.87999082] yes=13,no=14,missing=13,gain=1.98307228,cover=86243
- 13:[Ecc<7.59607029] yes=27,no=28,missing=28,gain=3.72639489,cover=59562
- 27:[PialArea5<1.4350239] yes=55,no=56,missing=55,gain=2.56671762,cover=51628
- 55:[LGI5<2.51629615] yes=111,no=112,missing=111,gain=1.8698554,cover=27067
- 111:leaf=0.000939415884,cover=0
- 112:leaf=0.000107231368,cover=0
- 56:[Ecc<3.80337262] yes=113,no=114,missing=114,gain=3.80140305,cover=24561
- 113:leaf=0.000369012472,cover=0
- 114:leaf=-0.000879338419,cover=0
- 28:[Area5<0.72690624] yes=57,no=58,missing=57,gain=6.22916174,cover=7934
- 57:[Pol<168.718765] yes=115,no=116,missing=116,gain=2.5043335,cover=433
- 115:leaf=0.00273104757,cover=0
- 116:leaf=0.0104306592,cover=0
- 58:[Pol<161.595886] yes=117,no=118,missing=117,gain=9.10159683,cover=7501
- 117:leaf=0.00242985599,cover=0
- 118:leaf=-0.00111787801,cover=0
- 14:[LGI5<3.1900804] yes=29,no=30,missing=29,gain=3.00190639,cover=26681
- 29:[Pol<157.22821] yes=59,no=60,missing=59,gain=2.13439441,cover=16138
- 59:[Pol<95.6227875] yes=119,no=120,missing=119,gain=2.59216213,cover=11363
- 119:leaf=-0.000623384898,cover=0
- 120:leaf=0.00128552958,cover=0
- 60:[PialArea5<1.33957577] yes=121,no=122,missing=121,gain=1.87240648,cover=4775
- 121:leaf=-0.000331227347,cover=0
- 122:leaf=-0.0023423282,cover=0
- 30:[Ecc<6.41291761] yes=61,no=62,missing=61,gain=2.87300134,cover=10543
- 61:[Area5<0.759248734] yes=123,no=124,missing=123,gain=2.89375496,cover=235
- 123:leaf=0.0164654832,cover=0
- 124:leaf=0.00298900669,cover=0
- 62:[Ecc<32.0879669] yes=125,no=126,missing=125,gain=1.46493983,cover=10308
- 125:leaf=0.000123039616,cover=0
- 126:leaf=0.00201561931,cover=0
-booster[912]:
-0:[Pol<29.3809395] yes=1,no=2,missing=2,gain=0.229453549,cover=5124388
- 1:[PialCurv5<0.125401646] yes=3,no=4,missing=3,gain=2.58732796,cover=626073
- 3:[Curv5<0.0452247933] yes=7,no=8,missing=7,gain=3.14973307,cover=619347
- 7:[PialCurv5<0.01500447] yes=15,no=16,missing=15,gain=5.81618881,cover=607373
- 15:[Sulc0<0.345196545] yes=31,no=32,missing=32,gain=7.39527416,cover=583022
- 31:[Sulc0<0.101211272] yes=63,no=64,missing=63,gain=2.41171622,cover=580480
- 63:leaf=2.75589264e-05,cover=0
- 64:leaf=0.000717505696,cover=0
- 32:[LGI5<3.14439583] yes=65,no=66,missing=65,gain=3.54938126,cover=2542
- 65:leaf=0.00479794806,cover=0
- 66:leaf=0.00104438886,cover=0
- 16:[Area5<0.77338779] yes=33,no=34,missing=33,gain=3.42839289,cover=24351
- 33:[Curv5<-0.0530214235] yes=67,no=68,missing=68,gain=2.88023663,cover=18671
- 67:leaf=-0.00302213756,cover=0
- 68:leaf=-0.000864434638,cover=0
- 34:[MidArea5<0.707922041] yes=69,no=70,missing=70,gain=2.33986139,cover=5680
- 69:leaf=-0.0103201168,cover=0
- 70:leaf=0.00043814705,cover=0
- 8:[Ecc<15.3430929] yes=17,no=18,missing=17,gain=4.03126717,cover=11974
- 17:[Sulc0<-0.166708246] yes=35,no=36,missing=35,gain=2.94973445,cover=5746
- 35:[Area5<0.551487505] yes=71,no=72,missing=72,gain=2.13857484,cover=4402
- 71:leaf=-0.00715934858,cover=0
- 72:leaf=0.000671001209,cover=0
- 36:[PialCurv5<0.0567538291] yes=73,no=74,missing=73,gain=3.22078848,cover=1344
- 73:leaf=-0.00514527224,cover=0
- 74:leaf=-0.000155243426,cover=0
- 18:[PialCurv5<0.0591915138] yes=37,no=38,missing=38,gain=5.75654411,cover=6228
- 37:[LGI5<3.58443618] yes=75,no=76,missing=76,gain=4.8829546,cover=1742
- 75:leaf=0.00536844181,cover=0
- 76:leaf=-0.00163764961,cover=0
- 38:[Curv5<0.0857537538] yes=77,no=78,missing=78,gain=3.80402446,cover=4486
- 77:leaf=0.000112783302,cover=0
- 78:leaf=0.00397406751,cover=0
- 4:[Curv5<0.083802022] yes=9,no=10,missing=9,gain=2.48940539,cover=6726
- 9:[PialCurv5<0.241144046] yes=19,no=20,missing=19,gain=1.64383221,cover=1944
- 19:[LGI5<2.35684347] yes=39,no=40,missing=39,gain=1.56800985,cover=1839
- 39:[PialCurv5<0.189327508] yes=79,no=80,missing=80,gain=1.58109581,cover=109
- 79:leaf=0.000886054884,cover=0
- 80:leaf=0.0201253649,cover=0
- 40:[LGI5<2.87999082] yes=81,no=82,missing=81,gain=2.64127922,cover=1730
- 81:leaf=-0.00614689058,cover=0
- 82:leaf=-0.00188610051,cover=0
- 20:[Pol<11.2407846] yes=41,no=42,missing=41,gain=1.14383662,cover=105
- 41:[LGI5<3.31338549] yes=83,no=84,missing=84,gain=1.97530186,cover=51
- 83:leaf=0.00290345168,cover=0
- 84:leaf=0.0249692239,cover=0
- 42:[MidArea5<0.606966078] yes=85,no=86,missing=85,gain=0.557095706,cover=54
- 85:leaf=0.00926372875,cover=0
- 86:leaf=-0.00376731274,cover=0
- 10:[Sulc0<0.915739596] yes=21,no=22,missing=21,gain=1.90528107,cover=4782
- 21:[PialArea5<0.903379142] yes=43,no=44,missing=43,gain=1.59741318,cover=4177
- 43:[LGI5<3.67381835] yes=87,no=88,missing=87,gain=1.49345505,cover=4170
- 87:leaf=-0.000253773265,cover=0
- 88:leaf=0.00347788935,cover=0
- 44:[Ecc<0.669936359] yes=89,no=90,missing=89,gain=0.446525335,cover=7
- 89:leaf=0.0269221999,cover=0
- 90:leaf=-0.00475630164,cover=0
- 22:[Curv5<0.169394374] yes=45,no=46,missing=45,gain=0.827510595,cover=605
- 45:[Ecc<39.5502243] yes=91,no=92,missing=91,gain=0.357190609,cover=387
- 91:leaf=-0.00670508621,cover=0
- 92:leaf=-0.00334156677,cover=0
- 46:[Area5<0.648839295] yes=93,no=94,missing=93,gain=0.374985188,cover=218
- 93:leaf=0.00313586625,cover=0
- 94:leaf=-0.00166137947,cover=0
- 2:[Curv5<-0.203415334] yes=5,no=6,missing=6,gain=0.88340205,cover=4498315
- 5:[Area5<0.706906915] yes=11,no=12,missing=11,gain=5.4197793,cover=710202
- 11:[PialCurv5<-0.0957419723] yes=23,no=24,missing=23,gain=4.08223629,cover=609559
- 23:[Pol<79.5617371] yes=47,no=48,missing=47,gain=2.63971043,cover=570963
- 47:[Ecc<18.3223667] yes=95,no=96,missing=96,gain=4.9923811,cover=141329
- 95:leaf=0.000104543149,cover=0
- 96:leaf=0.00233284291,cover=0
- 48:[Pol<97.3566132] yes=97,no=98,missing=97,gain=2.66408396,cover=429634
- 97:leaf=-0.000738081231,cover=0
- 98:leaf=-7.97445609e-05,cover=0
- 24:[LGI5<2.22170687] yes=49,no=50,missing=49,gain=3.24285436,cover=38596
- 49:[LGI5<2.16230083] yes=99,no=100,missing=100,gain=3.03443623,cover=1645
- 99:leaf=-0.000626415422,cover=0
- 100:leaf=0.00406206213,cover=0
- 50:[Curv5<-0.254102558] yes=101,no=102,missing=102,gain=2.13812923,cover=36951
- 101:leaf=-0.000471672567,cover=0
- 102:leaf=0.000559503271,cover=0
- 12:[Pol<157.22821] yes=25,no=26,missing=25,gain=6.08584881,cover=100643
- 25:[PialCurv5<-0.120663248] yes=51,no=52,missing=52,gain=5.72716713,cover=64006
- 51:[Ecc<3.10160303] yes=103,no=104,missing=104,gain=5.69157362,cover=45280
- 103:leaf=-0.00104776153,cover=0
- 104:leaf=0.000597661419,cover=0
- 52:[LGI5<3.38720298] yes=105,no=106,missing=105,gain=6.30391407,cover=18726
- 105:leaf=0.00168184342,cover=0
- 106:leaf=-0.00175724074,cover=0
- 26:[MidArea5<0.745626688] yes=53,no=54,missing=54,gain=3.06767297,cover=36637
- 53:[Ecc<20.7119312] yes=107,no=108,missing=107,gain=8.35687447,cover=313
- 107:leaf=0.014373186,cover=0
- 108:leaf=-0.00214159046,cover=0
- 54:[Ecc<4.33753681] yes=109,no=110,missing=109,gain=2.83259153,cover=36324
- 109:leaf=0.00215231674,cover=0
- 110:leaf=-0.000253256003,cover=0
- 6:[PialCurv5<-0.136031076] yes=13,no=14,missing=14,gain=5.13143349,cover=3788113
- 13:[LGI5<3.53458858] yes=27,no=28,missing=28,gain=2.14552498,cover=27765
- 27:[Area5<0.596935391] yes=55,no=56,missing=55,gain=2.55364323,cover=26632
- 55:[Sulc0<-0.0862998366] yes=111,no=112,missing=111,gain=0.840420485,cover=11479
- 111:leaf=0.000270612189,cover=0
- 112:leaf=-0.00212988723,cover=0
- 56:[Pol<157.965515] yes=113,no=114,missing=113,gain=2.61674881,cover=15153
- 113:leaf=0.000808561046,cover=0
- 114:leaf=0.0023415375,cover=0
- 28:[Curv5<-0.130991504] yes=57,no=58,missing=58,gain=2.24653435,cover=1133
- 57:[Pol<165.944183] yes=115,no=116,missing=115,gain=0.728832424,cover=971
- 115:leaf=8.96889251e-05,cover=0
- 116:leaf=-0.00346573442,cover=0
- 58:[Pol<153.554306] yes=117,no=118,missing=118,gain=1.60900831,cover=162
- 117:leaf=-0.00484422874,cover=0
- 118:leaf=-0.0191903953,cover=0
- 14:[Sulc0<-0.956550419] yes=29,no=30,missing=29,gain=2.7831893,cover=3760348
- 29:[PialArea5<0.730471373] yes=59,no=60,missing=60,gain=3.05355549,cover=50022
- 59:[LGI5<2.65113688] yes=119,no=120,missing=120,gain=3.31992912,cover=1212
- 119:leaf=0.00146530161,cover=0
- 120:leaf=0.0130835623,cover=0
- 60:[Area5<0.720017433] yes=121,no=122,missing=121,gain=2.52124763,cover=48810
- 121:leaf=-0.000611098425,cover=0
- 122:leaf=0.000353875395,cover=0
- 30:[Pol<68.895668] yes=61,no=62,missing=61,gain=2.25258112,cover=3710326
- 61:[Ecc<14.9070177] yes=123,no=124,missing=123,gain=13.1785479,cover=712217
- 123:leaf=-0.000269568263,cover=0
- 124:leaf=0.000169221254,cover=0
- 62:[Area5<0.674147427] yes=125,no=126,missing=125,gain=4.24674749,cover=2998109
- 125:leaf=7.58387177e-05,cover=0
- 126:leaf=-4.48611936e-05,cover=0
-booster[913]:
-0:[Pol<5.08026028] yes=1,no=2,missing=2,gain=0.223821849,cover=5124388
- 1:[Ecc<11.1913614] yes=3,no=4,missing=3,gain=2.46981096,cover=120099
- 3:[Area5<0.719086528] yes=7,no=8,missing=8,gain=3.12226748,cover=61247
- 7:[Sulc0<0.0931760818] yes=15,no=16,missing=15,gain=1.99173748,cover=35894
- 15:[LGI5<3.70550299] yes=31,no=32,missing=31,gain=1.9094348,cover=35707
- 31:[LGI5<3.10571551] yes=63,no=64,missing=63,gain=2.03284001,cover=35641
- 63:leaf=0.000308661722,cover=0
- 64:leaf=-0.000779939524,cover=0
- 32:[LGI5<3.84897733] yes=65,no=66,missing=65,gain=1.50829089,cover=66
- 65:leaf=0.0116004245,cover=0
- 66:leaf=-0.00962783862,cover=0
- 16:[Curv5<0.0407969989] yes=33,no=34,missing=34,gain=1.78097379,cover=187
- 33:[Ecc<8.35574818] yes=67,no=68,missing=67,gain=1.08135581,cover=36
- 67:leaf=-0.0207545143,cover=0
- 68:leaf=-0.00228524208,cover=0
- 34:[PialCurv5<0.224192142] yes=69,no=70,missing=70,gain=0.661077619,cover=151
- 69:leaf=-0.00501031615,cover=0
- 70:leaf=0.00185248407,cover=0
- 8:[PialArea5<0.903379142] yes=17,no=18,missing=17,gain=5.71770096,cover=25353
- 17:[Ecc<8.23836613] yes=35,no=36,missing=35,gain=4.5368681,cover=6802
- 35:[Sulc0<0.235979095] yes=71,no=72,missing=72,gain=2.19713783,cover=3583
- 71:leaf=-0.00298019685,cover=0
- 72:leaf=-0.0277366769,cover=0
- 36:[LGI5<2.67938972] yes=73,no=74,missing=74,gain=1.86232078,cover=3219
- 73:leaf=0.00573595567,cover=0
- 74:leaf=-0.000690160727,cover=0
- 18:[Area5<0.768806875] yes=37,no=38,missing=37,gain=1.41270602,cover=18551
- 37:[Curv5<-0.150053754] yes=75,no=76,missing=75,gain=2.56796741,cover=7768
- 75:leaf=-0.000284977636,cover=0
- 76:leaf=0.00161484559,cover=0
- 38:[PialArea5<1.07926941] yes=77,no=78,missing=77,gain=3.43011117,cover=10783
- 77:leaf=-0.00186433794,cover=0
- 78:leaf=8.55903927e-05,cover=0
- 4:[Curv5<-0.12365336] yes=9,no=10,missing=9,gain=3.18659306,cover=58852
- 9:[MidArea5<0.753228784] yes=19,no=20,missing=19,gain=2.2540226,cover=42585
- 19:[Ecc<25.981123] yes=39,no=40,missing=40,gain=2.72134876,cover=10285
- 39:[Area5<0.740087628] yes=79,no=80,missing=79,gain=0.967586994,cover=4318
- 79:leaf=0.00172863097,cover=0
- 80:leaf=-0.00814225432,cover=0
- 40:[Area5<0.601796865] yes=81,no=82,missing=81,gain=2.06282234,cover=5967
- 81:leaf=-0.00056879106,cover=0
- 82:leaf=0.0014814022,cover=0
- 20:[Area5<0.509397149] yes=41,no=42,missing=42,gain=2.71509719,cover=32300
- 41:[Ecc<20.7119312] yes=83,no=84,missing=84,gain=2.69399333,cover=33
- 83:leaf=-0.0253396817,cover=0
- 84:leaf=0.00338811683,cover=0
- 42:[Ecc<44.7855835] yes=85,no=86,missing=85,gain=1.20122671,cover=32267
- 85:leaf=-0.000200061477,cover=0
- 86:leaf=0.00102937617,cover=0
- 10:[Area5<0.705328763] yes=21,no=22,missing=21,gain=3.82067347,cover=16267
- 21:[LGI5<3.78836131] yes=43,no=44,missing=44,gain=1.92560577,cover=6519
- 43:[PialArea5<0.952096343] yes=87,no=88,missing=87,gain=1.5625031,cover=6392
- 87:leaf=-0.000273813203,cover=0
- 88:leaf=0.00181233161,cover=0
- 44:[Sulc0<-0.15955846] yes=89,no=90,missing=89,gain=0.822819352,cover=127
- 89:leaf=-0.00809208956,cover=0
- 90:leaf=0.00195161381,cover=0
- 22:[Sulc0<-0.217071146] yes=45,no=46,missing=45,gain=3.52372646,cover=9748
- 45:[Ecc<17.0169544] yes=91,no=92,missing=92,gain=4.26824188,cover=5738
- 91:leaf=0.00126058387,cover=0
- 92:leaf=0.00407906296,cover=0
- 46:[PialArea5<0.961681247] yes=93,no=94,missing=93,gain=6.6956377,cover=4010
- 93:leaf=0.00244219205,cover=0
- 94:leaf=-0.00164317642,cover=0
- 2:[Curv5<-0.297558427] yes=5,no=6,missing=6,gain=0.323131055,cover=5004289
- 5:[PialCurv5<-0.117370568] yes=11,no=12,missing=11,gain=1.34726202,cover=132396
- 11:[Ecc<46.7494621] yes=23,no=24,missing=24,gain=1.02818096,cover=124701
- 23:[LGI5<3.4634192] yes=47,no=48,missing=47,gain=0.873978853,cover=124063
- 47:[Area5<0.404548973] yes=95,no=96,missing=96,gain=0.876813889,cover=115771
- 95:leaf=-0.000380307436,cover=0
- 96:leaf=0.000176658607,cover=0
- 48:[PialCurv5<-0.133997425] yes=97,no=98,missing=98,gain=1.14766526,cover=8292
- 97:leaf=-0.000256205851,cover=0
- 98:leaf=-0.00295710214,cover=0
- 24:[LGI5<3.78836131] yes=49,no=50,missing=49,gain=2.39537811,cover=638
- 49:[Pol<170.749283] yes=99,no=100,missing=99,gain=1.47271931,cover=623
- 99:leaf=0.00440748548,cover=0
- 100:leaf=-0.000663623214,cover=0
- 50:[MidArea5<0.626464844] yes=101,no=102,missing=101,gain=0.00706636906,cover=15
- 101:leaf=-0.00469470629,cover=0
- 102:leaf=-0.0175049752,cover=0
- 12:[MidArea5<0.765750825] yes=25,no=26,missing=25,gain=1.16827106,cover=7695
- 25:[Pol<49.2074432] yes=51,no=52,missing=51,gain=0.991030157,cover=5931
- 51:[Pol<45.5953903] yes=103,no=104,missing=104,gain=2.471627,cover=1549
- 103:leaf=0.000345810782,cover=0
- 104:leaf=0.00867016613,cover=0
- 52:[LGI5<2.83041978] yes=105,no=106,missing=105,gain=1.17992079,cover=4382
- 105:leaf=9.22485706e-05,cover=0
- 106:leaf=-0.00156663451,cover=0
- 26:[Pol<6.72755051] yes=53,no=54,missing=53,gain=0.664766312,cover=1764
- 53:[Ecc<8.41855335] yes=107,no=108,missing=107,gain=0.412317157,cover=37
- 107:leaf=0.00819331221,cover=0
- 108:leaf=-0.00306894723,cover=0
- 54:[Area5<0.782137334] yes=109,no=110,missing=109,gain=0.597810745,cover=1727
- 109:leaf=-0.00162487943,cover=0
- 110:leaf=-0.00590614183,cover=0
- 6:[PialArea5<1.01305103] yes=13,no=14,missing=13,gain=0.375406206,cover=4871893
- 13:[PialCurv5<-0.0632625744] yes=27,no=28,missing=27,gain=0.989666998,cover=3971140
- 27:[Curv5<-0.0963523984] yes=55,no=56,missing=55,gain=20.6967087,cover=1172128
- 55:[Sulc0<-0.0862998366] yes=111,no=112,missing=112,gain=4.97342873,cover=1101010
- 111:leaf=-7.64427168e-05,cover=0
- 112:leaf=-0.000539148925,cover=0
- 56:[PialArea5<0.775119185] yes=113,no=114,missing=113,gain=17.2796955,cover=71118
- 113:leaf=-0.000116509967,cover=0
- 114:leaf=0.0014570005,cover=0
- 28:[Curv5<-0.12365336] yes=57,no=58,missing=57,gain=24.4056606,cover=2799012
- 57:[Area5<0.576076329] yes=115,no=116,missing=115,gain=20.841135,cover=81817
- 115:leaf=-0.000358025311,cover=0
- 116:leaf=0.00138092414,cover=0
- 58:[Curv5<-0.0553030409] yes=117,no=118,missing=117,gain=6.90296841,cover=2717195
- 117:leaf=-0.00023356812,cover=0
- 118:leaf=9.91932393e-06,cover=0
- 14:[PialCurv5<-0.00372259994] yes=29,no=30,missing=30,gain=1.78848517,cover=900753
- 29:[Curv5<-0.0156469513] yes=59,no=60,missing=59,gain=4.99762917,cover=868155
- 59:[Pol<42.7478409] yes=119,no=120,missing=119,gain=1.47264886,cover=864990
- 119:leaf=-5.02122457e-05,cover=0
- 120:leaf=8.37068292e-05,cover=0
- 60:[Area5<0.683950484] yes=121,no=122,missing=122,gain=3.61050797,cover=3165
- 121:leaf=-0.00518128602,cover=0
- 122:leaf=0.0024172368,cover=0
- 30:[Area5<0.692729533] yes=61,no=62,missing=61,gain=10.8635511,cover=32598
- 61:[Ecc<2.91795349] yes=123,no=124,missing=124,gain=4.24520969,cover=2667
- 123:leaf=-0.00083495368,cover=0
- 124:leaf=-0.00494957529,cover=0
- 62:[Ecc<1.62447274] yes=125,no=126,missing=125,gain=2.85919833,cover=29931
- 125:leaf=-0.00187450706,cover=0
- 126:leaf=6.63778046e-05,cover=0
-booster[914]:
-0:[Pol<28.4081879] yes=1,no=2,missing=2,gain=0.211651072,cover=5124388
- 1:[PialCurv5<0.125401646] yes=3,no=4,missing=3,gain=2.50483084,cover=606058
- 3:[Curv5<0.0452247933] yes=7,no=8,missing=7,gain=2.59393811,cover=599620
- 7:[PialCurv5<0.0447484925] yes=15,no=16,missing=15,gain=5.59900188,cover=588426
- 15:[Curv5<-0.207981065] yes=31,no=32,missing=31,gain=2.57901335,cover=579235
- 31:[LGI5<2.72552347] yes=63,no=64,missing=63,gain=1.97367573,cover=257283
- 63:leaf=-0.000244399591,cover=0
- 64:leaf=3.83255283e-05,cover=0
- 32:[PialCurv5<-0.132898524] yes=65,no=66,missing=65,gain=4.44371271,cover=321952
- 65:leaf=0.00101820496,cover=0
- 66:leaf=9.84901199e-05,cover=0
- 16:[Area5<0.77338779] yes=33,no=34,missing=33,gain=2.3746829,cover=9191
- 33:[Curv5<-0.0320370905] yes=67,no=68,missing=67,gain=1.74838018,cover=7134
- 67:leaf=-0.00371770537,cover=0
- 68:leaf=-0.00133787503,cover=0
- 34:[Curv5<-0.0773924068] yes=69,no=70,missing=69,gain=2.22041655,cover=2057
- 69:leaf=0.0140336845,cover=0
- 70:leaf=9.9812125e-05,cover=0
- 8:[Ecc<15.5679035] yes=17,no=18,missing=17,gain=3.64462566,cover=11194
- 17:[Sulc0<-0.166708246] yes=35,no=36,missing=35,gain=2.65276003,cover=5658
- 35:[Area5<0.564792395] yes=71,no=72,missing=71,gain=1.68436885,cover=4335
- 71:leaf=-0.0056105447,cover=0
- 72:leaf=0.000656800927,cover=0
- 36:[MidArea5<0.692627788] yes=73,no=74,missing=73,gain=3.12009001,cover=1323
- 73:leaf=-0.0036107474,cover=0
- 74:leaf=0.00173471344,cover=0
- 18:[PialCurv5<0.064168714] yes=37,no=38,missing=37,gain=5.50286961,cover=5536
- 37:[PialCurv5<-0.00763805071] yes=75,no=76,missing=75,gain=4.65755558,cover=1919
- 75:leaf=-0.006702994,cover=0
- 76:leaf=0.00443994021,cover=0
- 38:[Curv5<0.0857537538] yes=77,no=78,missing=77,gain=3.22878408,cover=3617
- 77:leaf=-0.000154466019,cover=0
- 78:leaf=0.00369739835,cover=0
- 4:[Curv5<0.081820026] yes=9,no=10,missing=9,gain=2.27672291,cover=6438
- 9:[PialCurv5<0.224192142] yes=19,no=20,missing=19,gain=1.96425772,cover=1788
- 19:[LGI5<2.35684347] yes=39,no=40,missing=39,gain=1.26455116,cover=1649
- 39:[MidArea5<0.576365113] yes=79,no=80,missing=79,gain=1.43262506,cover=95
- 79:leaf=-0.0105930474,cover=0
- 80:leaf=0.00540499389,cover=0
- 40:[Ecc<9.17092323] yes=81,no=82,missing=81,gain=2.05569363,cover=1554
- 81:leaf=-0.00554720452,cover=0
- 82:leaf=-0.00182392879,cover=0
- 20:[LGI5<2.40363431] yes=41,no=42,missing=42,gain=1.07591319,cover=139
- 41:[MidArea5<0.610527694] yes=83,no=84,missing=83,gain=0.560667276,cover=14
- 83:leaf=0.0238132346,cover=0
- 84:leaf=0.00341624278,cover=0
- 42:[Area5<0.750726104] yes=85,no=86,missing=85,gain=1.05828178,cover=125
- 85:leaf=0.000200918454,cover=0
- 86:leaf=0.0158131607,cover=0
- 10:[Sulc0<0.890415967] yes=21,no=22,missing=21,gain=1.72233295,cover=4650
- 21:[PialArea5<0.903379142] yes=43,no=44,missing=43,gain=1.46642029,cover=4042
- 43:[PialArea5<0.658944428] yes=87,no=88,missing=87,gain=1.75695777,cover=4035
- 87:leaf=0.000397004507,cover=0
- 88:leaf=-0.00253533828,cover=0
- 44:[Ecc<0.669936359] yes=89,no=90,missing=90,gain=0.41460681,cover=7
- 89:leaf=0.0257814229,cover=0
- 90:leaf=-0.00467776647,cover=0
- 22:[Curv5<0.166947007] yes=45,no=46,missing=45,gain=0.642572522,cover=608
- 45:[Pol<10.3232107] yes=91,no=92,missing=92,gain=0.353414774,cover=384
- 91:leaf=-0.00134722132,cover=0
- 92:leaf=-0.00493145641,cover=0
- 46:[Area5<0.648839295] yes=93,no=94,missing=93,gain=0.353964031,cover=224
- 93:leaf=0.00277732895,cover=0
- 94:leaf=-0.00183531118,cover=0
- 2:[Curv5<-0.203415334] yes=5,no=6,missing=6,gain=0.930164933,cover=4518330
- 5:[PialCurv5<-0.0990834236] yes=11,no=12,missing=11,gain=4.90018129,cover=717540
- 11:[Area5<0.706906915] yes=23,no=24,missing=23,gain=4.09124422,cover=663161
- 23:[Pol<78.8803177] yes=47,no=48,missing=47,gain=2.8349061,cover=565864
- 47:[Ecc<18.8860435] yes=95,no=96,missing=95,gain=5.63489485,cover=143126
- 95:leaf=0.000112155933,cover=0
- 96:leaf=0.00262766681,cover=0
- 48:[Pol<165.944183] yes=97,no=98,missing=97,gain=2.5981226,cover=422738
- 97:leaf=-0.000186657286,cover=0
- 98:leaf=8.38764681e-05,cover=0
- 24:[Pol<157.22821] yes=49,no=50,missing=49,gain=4.42922497,cover=97297
- 49:[Ecc<3.10160303] yes=99,no=100,missing=100,gain=4.85585308,cover=62249
- 99:leaf=-0.000539976347,cover=0
- 100:leaf=0.000740390504,cover=0
- 50:[PialArea5<0.699586272] yes=101,no=102,missing=101,gain=2.88854623,cover=35048
- 101:leaf=0.0109149581,cover=0
- 102:leaf=-0.000157653369,cover=0
- 12:[MidArea5<0.757804036] yes=25,no=26,missing=25,gain=3.84167051,cover=54379
- 25:[LGI5<2.3349762] yes=51,no=52,missing=51,gain=2.91669726,cover=30280
- 51:[PialArea5<0.816499233] yes=103,no=104,missing=103,gain=2.30954361,cover=4837
- 103:leaf=0.00222528144,cover=0
- 104:leaf=2.4943889e-05,cover=0
- 52:[Sulc0<0.126604497] yes=105,no=106,missing=105,gain=2.0168364,cover=25443
- 105:leaf=2.6740614e-05,cover=0
- 106:leaf=-0.00187155174,cover=0
- 26:[PialCurv5<-0.0209923834] yes=53,no=54,missing=53,gain=4.60826397,cover=24099
- 53:[Sulc0<-0.592216015] yes=107,no=108,missing=107,gain=4.3330946,cover=23950
- 107:leaf=0.000442619523,cover=0
- 108:leaf=0.00179990195,cover=0
- 54:[LGI5<2.73077893] yes=109,no=110,missing=109,gain=1.75894403,cover=149
- 109:leaf=-0.00128849584,cover=0
- 110:leaf=-0.0123066213,cover=0
- 6:[PialCurv5<-0.14160423] yes=13,no=14,missing=14,gain=4.63258791,cover=3800790
- 13:[PialArea5<0.872134149] yes=27,no=28,missing=28,gain=3.56430054,cover=16686
- 27:[Ecc<3.35458159] yes=55,no=56,missing=55,gain=2.30575705,cover=9545
- 55:[Area5<0.404548973] yes=111,no=112,missing=111,gain=2.54944396,cover=2766
- 111:leaf=-0.00181524921,cover=0
- 112:leaf=0.00211743615,cover=0
- 56:[Pol<125.881905] yes=113,no=114,missing=114,gain=4.12351036,cover=6779
- 113:leaf=-0.00161707762,cover=0
- 114:leaf=0.000853007368,cover=0
- 28:[Curv5<-0.00141534733] yes=57,no=58,missing=58,gain=3.13214302,cover=7141
- 57:[Curv5<-0.186853081] yes=115,no=116,missing=115,gain=2.07986212,cover=7127
- 115:leaf=0.000851093035,cover=0
- 116:leaf=0.00257052272,cover=0
- 58:[PialArea5<0.952096343] yes=117,no=118,missing=117,gain=0.0106122494,cover=14
- 117:leaf=0.0276584476,cover=0
- 118:leaf=0.0151278423,cover=0
- 14:[Sulc0<-0.956550419] yes=29,no=30,missing=29,gain=2.49359608,cover=3784104
- 29:[PialArea5<0.730471373] yes=59,no=60,missing=60,gain=2.51593137,cover=52295
- 59:[LGI5<2.65113688] yes=119,no=120,missing=119,gain=3.29455876,cover=1282
- 119:leaf=0.00123092846,cover=0
- 120:leaf=0.0126217846,cover=0
- 60:[Ecc<7.4459548] yes=121,no=122,missing=121,gain=2.5618751,cover=51013
- 121:leaf=-0.000512642204,cover=0
- 122:leaf=0.000871973869,cover=0
- 30:[Pol<68.895668] yes=61,no=62,missing=61,gain=2.07270527,cover=3731809
- 61:[Ecc<6.41291761] yes=123,no=124,missing=123,gain=11.3910599,cover=726884
- 123:leaf=0.00018576697,cover=0
- 124:leaf=-0.000231202837,cover=0
- 62:[Area5<0.674147427] yes=125,no=126,missing=125,gain=4.00449324,cover=3004925
- 125:leaf=7.4089985e-05,cover=0
- 126:leaf=-4.29611973e-05,cover=0
-booster[915]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=1,gain=0.205121279,cover=5124388
- 1:[PialCurv5<-0.144106165] yes=3,no=4,missing=4,gain=1.27465308,cover=483456
- 3:[LGI5<2.41354537] yes=7,no=8,missing=7,gain=1.49871397,cover=271373
- 7:[Area5<0.631603718] yes=15,no=16,missing=15,gain=2.04421568,cover=42784
- 15:[LGI5<2.33061647] yes=31,no=32,missing=32,gain=1.60949254,cover=35689
- 31:[LGI5<2.30180311] yes=63,no=64,missing=63,gain=1.59991145,cover=18489
- 63:leaf=-0.000406170264,cover=0
- 64:leaf=0.000678087352,cover=0
- 32:[MidArea5<0.975851595] yes=65,no=66,missing=66,gain=1.46211672,cover=17200
- 65:leaf=-0.000786816177,cover=0
- 66:leaf=-0.00847969111,cover=0
- 16:[Pol<81.5476837] yes=33,no=34,missing=33,gain=3.85612965,cover=7095
- 33:[PialCurv5<-0.190801308] yes=67,no=68,missing=68,gain=1.46189356,cover=4773
- 67:leaf=0.0024523125,cover=0
- 68:leaf=-0.000623390719,cover=0
- 34:[Ecc<3.73767829] yes=69,no=70,missing=70,gain=3.58587503,cover=2322
- 69:leaf=0.00514639867,cover=0
- 70:leaf=0.000852001365,cover=0
- 8:[Area5<0.521939099] yes=17,no=18,missing=17,gain=2.58062887,cover=228589
- 17:[PialArea5<1.05055559] yes=35,no=36,missing=36,gain=1.650244,cover=46559
- 35:[Area5<0.380439579] yes=71,no=72,missing=71,gain=1.34310603,cover=45838
- 71:leaf=-0.000546817901,cover=0
- 72:leaf=0.000458649214,cover=0
- 36:[Area5<0.404548973] yes=73,no=74,missing=74,gain=0.697885275,cover=721
- 73:leaf=0.00448646303,cover=0
- 74:leaf=-0.00239819312,cover=0
- 18:[PialArea5<0.813682437] yes=37,no=38,missing=37,gain=2.39108038,cover=182030
- 37:[Pol<12.2267933] yes=75,no=76,missing=75,gain=1.47500896,cover=53503
- 75:leaf=0.000358303252,cover=0
- 76:leaf=-0.000452286331,cover=0
- 38:[Sulc0<-0.34506914] yes=77,no=78,missing=77,gain=2.05237007,cover=128527
- 77:leaf=8.72018936e-05,cover=0
- 78:leaf=-0.0008413748,cover=0
- 4:[Area5<0.483568966] yes=9,no=10,missing=10,gain=2.13598299,cover=212083
- 9:[LGI5<3.64692807] yes=19,no=20,missing=19,gain=0.965152144,cover=33862
- 19:[PialArea5<0.559226274] yes=39,no=40,missing=39,gain=1.01028287,cover=33728
- 39:[Ecc<7.08616447] yes=79,no=80,missing=80,gain=1.25889635,cover=1347
- 79:leaf=0.000334280543,cover=0
- 80:leaf=-0.0028064053,cover=0
- 40:[Sulc0<-0.305269122] yes=81,no=82,missing=82,gain=1.03215671,cover=32381
- 81:leaf=-0.000257004838,cover=0
- 82:leaf=0.0012525639,cover=0
- 20:[Pol<160.153915] yes=41,no=42,missing=41,gain=1.59192288,cover=134
- 41:[Ecc<20.0856266] yes=83,no=84,missing=83,gain=0.800098658,cover=93
- 83:leaf=0.00360900583,cover=0
- 84:leaf=0.0130681144,cover=0
- 42:[Pol<164.532394] yes=85,no=86,missing=85,gain=0.090803951,cover=41
- 85:leaf=0.000565942144,cover=0
- 86:leaf=-0.00528856879,cover=0
- 10:[Ecc<0.729281187] yes=21,no=22,missing=21,gain=2.35331821,cover=178221
- 21:[PialArea5<0.672997355] yes=43,no=44,missing=43,gain=2.87873626,cover=7348
- 43:[Curv5<-0.350989401] yes=87,no=88,missing=88,gain=1.40292811,cover=109
- 87:leaf=-0.00484177051,cover=0
- 88:leaf=0.0113481926,cover=0
- 44:[Pol<37.1539459] yes=89,no=90,missing=89,gain=1.49696779,cover=7239
- 89:leaf=8.06647149e-05,cover=0
- 90:leaf=0.00154336134,cover=0
- 22:[Pol<57.0350037] yes=45,no=46,missing=45,gain=1.72041953,cover=170873
- 45:[LGI5<2.3865335] yes=91,no=92,missing=91,gain=2.03534865,cover=75368
- 91:leaf=-0.000677793636,cover=0
- 92:leaf=7.90267004e-05,cover=0
- 46:[Pol<114.432869] yes=93,no=94,missing=93,gain=5.06581497,cover=95505
- 93:leaf=0.00130374113,cover=0
- 94:leaf=0.000163762772,cover=0
- 2:[PialCurv5<-0.154837668] yes=5,no=6,missing=5,gain=1.08827066,cover=4640932
- 5:[MidArea5<0.958388984] yes=11,no=12,missing=12,gain=1.51942635,cover=36028
- 11:[Area5<0.610838115] yes=23,no=24,missing=23,gain=1.77692306,cover=32095
- 23:[Ecc<21.7409172] yes=47,no=48,missing=47,gain=1.08317411,cover=14082
- 47:[Ecc<9.38688755] yes=95,no=96,missing=96,gain=2.08053637,cover=13060
- 95:leaf=-0.000130691129,cover=0
- 96:leaf=0.0019228505,cover=0
- 48:[LGI5<2.93978119] yes=97,no=98,missing=97,gain=1.27582693,cover=1022
- 97:leaf=0.00382547989,cover=0
- 98:leaf=-0.00217619026,cover=0
- 24:[Curv5<-0.146701202] yes=49,no=50,missing=49,gain=1.88509679,cover=18013
- 49:[Curv5<-0.22713457] yes=99,no=100,missing=99,gain=2.40052652,cover=17151
- 99:leaf=0.000276860403,cover=0
- 100:leaf=0.00146292266,cover=0
- 50:[Pol<157.22821] yes=101,no=102,missing=101,gain=4.60364628,cover=862
- 101:leaf=-0.00314310379,cover=0
- 102:leaf=0.00687969429,cover=0
- 12:[Ecc<0.999059319] yes=25,no=26,missing=25,gain=2.2093358,cover=3933
- 25:[LGI5<2.53428411] yes=51,no=52,missing=52,gain=2.34202409,cover=51
- 51:[LGI5<2.52671862] yes=103,no=104,missing=103,gain=0.197236598,cover=32
- 103:leaf=-0.00331224501,cover=0
- 104:leaf=0.0129662575,cover=0
- 52:[Curv5<-0.158538193] yes=105,no=106,missing=106,gain=0.32605648,cover=19
- 105:leaf=-0.0154405851,cover=0
- 106:leaf=-0.0316638462,cover=0
- 26:[Pol<34.3003769] yes=53,no=54,missing=53,gain=1.86316109,cover=3882
- 53:[Curv5<-0.153417632] yes=107,no=108,missing=108,gain=1.57446671,cover=2451
- 107:leaf=0.000138273448,cover=0
- 108:leaf=0.00928388815,cover=0
- 54:[LGI5<2.63733578] yes=109,no=110,missing=109,gain=1.75221944,cover=1431
- 109:leaf=-6.88334985e-05,cover=0
- 110:leaf=-0.00357658579,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=0.609608054,cover=4604904
- 13:[LGI5<3.78836131] yes=27,no=28,missing=27,gain=0.728847623,cover=18639
- 27:[LGI5<3.50441384] yes=55,no=56,missing=55,gain=1.37765551,cover=18558
- 55:[LGI5<3.12489319] yes=111,no=112,missing=111,gain=1.11067235,cover=18449
- 111:leaf=0.000342999265,cover=0
- 112:leaf=-0.00172485225,cover=0
- 56:[PialCurv5<-0.116576619] yes=113,no=114,missing=114,gain=0.533651352,cover=109
- 113:leaf=-0.000366198132,cover=0
- 114:leaf=0.00781740807,cover=0
- 28:[LGI5<3.94193578] yes=57,no=58,missing=57,gain=0.560265601,cover=81
- 57:[Ecc<13.8847265] yes=115,no=116,missing=115,gain=0.19386065,cover=44
- 115:leaf=-0.00302286493,cover=0
- 116:leaf=-0.0103988824,cover=0
- 58:[Ecc<18.8860435] yes=117,no=118,missing=117,gain=0.172337919,cover=37
- 117:leaf=-0.000645381107,cover=0
- 118:leaf=0.0144236479,cover=0
- 14:[Curv5<-0.066452302] yes=29,no=30,missing=29,gain=0.540916026,cover=4586265
- 29:[PialCurv5<-0.0227819066] yes=59,no=60,missing=59,gain=7.45861292,cover=2005435
- 59:[Sulc0<-0.00954892673] yes=119,no=120,missing=119,gain=3.43807364,cover=1911858
- 119:leaf=-3.17129925e-05,cover=0
- 120:leaf=-0.000334973884,cover=0
- 60:[Area5<0.669950843] yes=121,no=122,missing=121,gain=15.3756371,cover=93577
- 121:leaf=-0.000167823629,cover=0
- 122:leaf=0.00112092658,cover=0
- 30:[PialCurv5<-0.0363363102] yes=61,no=62,missing=61,gain=8.91824436,cover=2580830
- 61:[Ecc<14.9070177] yes=123,no=124,missing=123,gain=12.269125,cover=125214
- 123:leaf=0.000146592167,cover=0
- 124:leaf=0.00131547789,cover=0
- 62:[Curv5<-0.0530214235] yes=125,no=126,missing=125,gain=7.21461344,cover=2455616
- 125:leaf=-0.000505719567,cover=0
- 126:leaf=2.50623475e-06,cover=0
-booster[916]:
-0:[Pol<5.08026028] yes=1,no=2,missing=2,gain=0.189246446,cover=5124388
- 1:[Ecc<11.0302963] yes=3,no=4,missing=3,gain=2.16628885,cover=120099
- 3:[Area5<0.719086528] yes=7,no=8,missing=7,gain=2.98176646,cover=60877
- 7:[LGI5<3.70550299] yes=15,no=16,missing=15,gain=1.99954033,cover=35685
- 15:[LGI5<3.10571551] yes=31,no=32,missing=31,gain=1.71819699,cover=35621
- 31:[Ecc<6.03867722] yes=63,no=64,missing=63,gain=3.51657486,cover=30663
- 63:leaf=-0.000176188594,cover=0
- 64:leaf=0.000912440591,cover=0
- 32:[Curv5<-0.319950402] yes=65,no=66,missing=66,gain=1.42182291,cover=4958
- 65:leaf=-0.00488464907,cover=0
- 66:leaf=-0.000560117129,cover=0
- 16:[LGI5<3.84897733] yes=33,no=34,missing=33,gain=0.937621117,cover=64
- 33:[Ecc<7.29654455] yes=67,no=68,missing=67,gain=0.421294212,cover=57
- 67:leaf=-0.00241405377,cover=0
- 68:leaf=0.0123363296,cover=0
- 34:[Curv5<-0.048490826] yes=69,no=70,missing=69,gain=0.271793008,cover=7
- 69:leaf=0.0101479981,cover=0
- 70:leaf=-0.0115149869,cover=0
- 8:[PialArea5<0.95820266] yes=17,no=18,missing=17,gain=5.32169151,cover=25192
- 17:[Ecc<8.17402458] yes=35,no=36,missing=35,gain=4.14620304,cover=8639
- 35:[LGI5<2.67938972] yes=71,no=72,missing=72,gain=2.17647743,cover=4711
- 71:leaf=-0.000927878369,cover=0
- 72:leaf=-0.00327348709,cover=0
- 36:[Curv5<-0.0179657843] yes=73,no=74,missing=73,gain=2.13532662,cover=3928
- 73:leaf=0.000854001672,cover=0
- 74:leaf=-0.00147978077,cover=0
- 18:[LGI5<2.62853003] yes=37,no=38,missing=37,gain=1.18361557,cover=16553
- 37:[Sulc0<-0.202991232] yes=75,no=76,missing=76,gain=1.7891916,cover=5363
- 75:leaf=-0.000744868361,cover=0
- 76:leaf=0.00808522385,cover=0
- 38:[PialArea5<1.0952065] yes=77,no=78,missing=77,gain=1.3632803,cover=11190
- 77:leaf=-0.000454287016,cover=0
- 78:leaf=0.000683873484,cover=0
- 4:[Curv5<-0.12365336] yes=9,no=10,missing=10,gain=2.80358553,cover=59222
- 9:[MidArea5<0.753228784] yes=19,no=20,missing=20,gain=1.97666276,cover=42703
- 19:[Ecc<26.874506] yes=39,no=40,missing=39,gain=2.40230751,cover=10318
- 39:[LGI5<2.5453887] yes=79,no=80,missing=79,gain=0.990000725,cover=4613
- 79:leaf=0.00784441549,cover=0
- 80:leaf=0.00142917072,cover=0
- 40:[LGI5<2.90190363] yes=81,no=82,missing=81,gain=1.86037147,cover=5705
- 81:leaf=0.001599335,cover=0
- 82:leaf=-0.00052332622,cover=0
- 20:[Area5<0.509397149] yes=41,no=42,missing=41,gain=2.45952821,cover=32385
- 41:[Ecc<20.7119312] yes=83,no=84,missing=83,gain=2.44028211,cover=33
- 83:leaf=-0.0241185632,cover=0
- 84:leaf=0.00322314142,cover=0
- 42:[Ecc<44.7855835] yes=85,no=86,missing=85,gain=1.08380294,cover=32352
- 85:leaf=-0.000191303596,cover=0
- 86:leaf=0.000976390147,cover=0
- 10:[Area5<0.69896996] yes=21,no=22,missing=21,gain=3.49672079,cover=16519
- 21:[LGI5<2.58517122] yes=43,no=44,missing=44,gain=1.46851099,cover=5953
- 43:[Area5<0.644818127] yes=87,no=88,missing=87,gain=1.01140845,cover=29
- 87:leaf=0.00630487362,cover=0
- 88:leaf=-0.0158054233,cover=0
- 44:[LGI5<2.69973111] yes=89,no=90,missing=89,gain=1.82607591,cover=5924
- 89:leaf=0.00624096673,cover=0
- 90:leaf=-0.000204643744,cover=0
- 22:[Sulc0<-0.188964635] yes=45,no=46,missing=45,gain=2.76695442,cover=10566
- 45:[Ecc<17.0169544] yes=91,no=92,missing=92,gain=4.77072334,cover=6513
- 91:leaf=0.00096682302,cover=0
- 92:leaf=0.00376257603,cover=0
- 46:[PialArea5<0.943111241] yes=93,no=94,missing=93,gain=6.08373022,cover=4053
- 93:leaf=0.00243052468,cover=0
- 94:leaf=-0.00145274086,cover=0
- 2:[Curv5<-0.297558427] yes=5,no=6,missing=6,gain=0.307582021,cover=5004289
- 5:[PialCurv5<-0.117370568] yes=11,no=12,missing=11,gain=1.2446897,cover=132396
- 11:[Ecc<46.7494621] yes=23,no=24,missing=23,gain=0.930712461,cover=124701
- 23:[LGI5<2.24172258] yes=47,no=48,missing=48,gain=0.90927428,cover=124063
- 47:[Area5<0.462054074] yes=95,no=96,missing=95,gain=1.7493304,cover=4033
- 95:leaf=-0.000362870866,cover=0
- 96:leaf=0.00174123258,cover=0
- 48:[LGI5<2.37953305] yes=97,no=98,missing=97,gain=0.755686402,cover=120030
- 97:leaf=-0.000299255596,cover=0
- 98:leaf=0.000118982105,cover=0
- 24:[LGI5<3.78836131] yes=49,no=50,missing=50,gain=2.17552614,cover=638
- 49:[Pol<170.749283] yes=99,no=100,missing=99,gain=1.32961524,cover=623
- 99:leaf=0.00419419771,cover=0
- 100:leaf=-0.00062425941,cover=0
- 50:[MidArea5<0.626464844] yes=101,no=102,missing=102,gain=0.00461685658,cover=15
- 101:leaf=-0.00456698844,cover=0
- 102:leaf=-0.0166710448,cover=0
- 12:[MidArea5<0.765750825] yes=25,no=26,missing=26,gain=1.07310462,cover=7695
- 25:[Pol<49.2074432] yes=51,no=52,missing=51,gain=0.904145122,cover=5931
- 51:[Pol<45.5953903] yes=103,no=104,missing=103,gain=2.22088957,cover=1549
- 103:leaf=0.000332855765,cover=0
- 104:leaf=0.00822369102,cover=0
- 52:[Pol<74.0505524] yes=105,no=106,missing=105,gain=1.14991391,cover=4382
- 105:leaf=-0.00230357051,cover=0
- 106:leaf=-0.000205857476,cover=0
- 26:[Ecc<0.889730632] yes=53,no=54,missing=53,gain=0.614370704,cover=1764
- 53:[Area5<0.648839295] yes=107,no=108,missing=108,gain=0.726516128,cover=128
- 107:leaf=-0.00312128942,cover=0
- 108:leaf=-0.0128195332,cover=0
- 54:[Ecc<11.0302963] yes=109,no=110,missing=109,gain=0.818975925,cover=1636
- 109:leaf=-0.000692508649,cover=0
- 110:leaf=-0.00323081319,cover=0
- 6:[Sulc0<-0.319176674] yes=13,no=14,missing=13,gain=0.372434556,cover=4871893
- 13:[LGI5<3.35709596] yes=27,no=28,missing=27,gain=2.23803163,cover=2119597
- 27:[Ecc<11.6821251] yes=55,no=56,missing=56,gain=6.56114435,cover=1965325
- 55:[LGI5<2.91278505] yes=111,no=112,missing=111,gain=3.85980105,cover=1675150
- 111:leaf=-2.17181205e-05,cover=0
- 112:leaf=0.00022538293,cover=0
- 56:[PialArea5<0.651661396] yes=113,no=114,missing=113,gain=12.2087965,cover=290175
- 113:leaf=-0.00241624424,cover=0
- 114:leaf=-0.000204554599,cover=0
- 28:[MidArea5<0.594104469] yes=57,no=58,missing=57,gain=3.04066586,cover=154272
- 57:[Ecc<10.2861843] yes=115,no=116,missing=115,gain=6.08546305,cover=2285
- 115:leaf=0.00702479621,cover=0
- 116:leaf=0.00065601588,cover=0
- 58:[Ecc<6.10119486] yes=117,no=118,missing=118,gain=2.56390834,cover=151987
- 117:leaf=-0.00337822526,cover=0
- 118:leaf=0.00014886471,cover=0
- 14:[Pol<162.313202] yes=29,no=30,missing=30,gain=2.49335146,cover=2752296
- 29:[Pol<7.58674097] yes=59,no=60,missing=60,gain=1.60997689,cover=2618698
- 59:[Ecc<5.66086149] yes=119,no=120,missing=119,gain=2.42869043,cover=7459
- 119:leaf=-0.00347231957,cover=0
- 120:leaf=-0.000418978801,cover=0
- 60:[PialArea5<1.57955706] yes=121,no=122,missing=121,gain=1.41959357,cover=2611239
- 121:leaf=2.19327103e-05,cover=0
- 122:leaf=-0.00275593391,cover=0
- 30:[Area5<0.67507118] yes=61,no=62,missing=61,gain=3.6751647,cover=133598
- 61:[Ecc<41.2560654] yes=123,no=124,missing=123,gain=6.61184502,cover=57111
- 123:leaf=-0.000684038561,cover=0
- 124:leaf=0.00111615984,cover=0
- 62:[Ecc<7.18838644] yes=125,no=126,missing=125,gain=5.96725368,cover=76487
- 125:leaf=-0.00129196828,cover=0
- 126:leaf=0.000172661341,cover=0
-booster[917]:
-0:[Pol<28.4081879] yes=1,no=2,missing=2,gain=0.18859081,cover=5124388
- 1:[Sulc0<0.795422614] yes=3,no=4,missing=4,gain=2.26441908,cover=606058
- 3:[Curv5<-0.207981065] yes=7,no=8,missing=8,gain=1.83383417,cover=605121
- 7:[LGI5<3.58443618] yes=15,no=16,missing=16,gain=1.75011253,cover=257345
- 15:[Area5<0.664770067] yes=31,no=32,missing=31,gain=1.63058186,cover=249208
- 31:[Ecc<11.6821251] yes=63,no=64,missing=63,gain=2.59568763,cover=143077
- 63:leaf=0.000193095519,cover=0
- 64:leaf=-0.000239834379,cover=0
- 32:[Ecc<20.7119312] yes=65,no=66,missing=65,gain=4.74551153,cover=106131
- 65:leaf=-0.000409589615,cover=0
- 66:leaf=0.000428765983,cover=0
- 16:[Sulc0<0.0931760818] yes=33,no=34,missing=33,gain=1.86268318,cover=8137
- 33:[Curv5<-0.350989401] yes=67,no=68,missing=68,gain=1.44076896,cover=8065
- 67:leaf=-0.00233442895,cover=0
- 68:leaf=0.000868251256,cover=0
- 34:[LGI5<3.78836131] yes=69,no=70,missing=69,gain=0.50115025,cover=72
- 69:leaf=-0.00949620549,cover=0
- 70:leaf=0.000488517224,cover=0
- 8:[PialCurv5<-0.132898524] yes=17,no=18,missing=17,gain=4.21401405,cover=347776
- 17:[Curv5<-0.108295463] yes=35,no=36,missing=35,gain=3.68742752,cover=13717
- 35:[Ecc<0.406764686] yes=71,no=72,missing=71,gain=1.91811562,cover=13466
- 71:leaf=0.00673721358,cover=0
- 72:leaf=0.00101283519,cover=0
- 36:[MidArea5<0.67240268] yes=73,no=74,missing=74,gain=1.97824645,cover=251
- 73:leaf=0.0032102596,cover=0
- 74:leaf=-0.00739956647,cover=0
- 18:[Area5<0.607942343] yes=37,no=38,missing=37,gain=4.54178762,cover=334059
- 37:[PialCurv5<-0.00763805071] yes=75,no=76,missing=75,gain=2.80639386,cover=36778
- 75:leaf=-0.000330232404,cover=0
- 76:leaf=-0.00198914809,cover=0
- 38:[PialArea5<1.01690364] yes=77,no=78,missing=77,gain=4.25136042,cover=297281
- 77:leaf=0.000312677672,cover=0
- 78:leaf=-6.61458689e-05,cover=0
- 4:[LGI5<2.74668789] yes=9,no=10,missing=10,gain=1.05105639,cover=937
- 9:[Ecc<39.5502243] yes=19,no=20,missing=19,gain=0.77081573,cover=50
- 19:[LGI5<2.69973111] yes=39,no=40,missing=39,gain=0.252072483,cover=20
- 39:[Ecc<30.959959] yes=79,no=80,missing=80,gain=0.350189507,cover=13
- 79:leaf=0.00654739002,cover=0
- 80:leaf=-0.0111613972,cover=0
- 40:[Area5<0.695070922] yes=81,no=82,missing=81,gain=0.0899950266,cover=7
- 81:leaf=0.00961335283,cover=0
- 82:leaf=-0.000809807796,cover=0
- 20:[Curv5<0.177453667] yes=41,no=42,missing=41,gain=0.728179336,cover=30
- 41:[PialCurv5<0.122354448] yes=83,no=84,missing=83,gain=0.273456454,cover=18
- 83:leaf=-0.00127887132,cover=0
- 84:leaf=0.0176624488,cover=0
- 42:[Ecc<42.1016579] yes=85,no=86,missing=85,gain=0.128379047,cover=12
- 85:leaf=0.00905584078,cover=0
- 86:leaf=-0.00261315168,cover=0
- 10:[Curv5<0.120553598] yes=21,no=22,missing=21,gain=0.815411091,cover=887
- 21:[Ecc<45.751255] yes=43,no=44,missing=43,gain=0.965228081,cover=373
- 43:[Curv5<0.0407969989] yes=87,no=88,missing=88,gain=0.439180851,cover=251
- 87:leaf=0.00410948694,cover=0
- 88:leaf=-0.00677741412,cover=0
- 44:[PialCurv5<0.141046807] yes=89,no=90,missing=90,gain=0.780207634,cover=122
- 89:leaf=0.00405382644,cover=0
- 90:leaf=-0.00409053871,cover=0
- 22:[PialCurv5<0.157381535] yes=45,no=46,missing=45,gain=0.477687657,cover=514
- 45:[PialCurv5<0.0044251224] yes=91,no=92,missing=92,gain=0.39197439,cover=46
- 91:leaf=-0.00564134354,cover=0
- 92:leaf=0.00554408412,cover=0
- 46:[LGI5<3.67381835] yes=93,no=94,missing=94,gain=0.408161163,cover=468
- 93:leaf=-0.00162741193,cover=0
- 94:leaf=-0.00776323676,cover=0
- 2:[Curv5<-0.223784685] yes=5,no=6,missing=6,gain=0.85480243,cover=4518330
- 5:[Area5<0.701312602] yes=11,no=12,missing=11,gain=4.23809481,cover=519449
- 11:[PialCurv5<-0.109546423] yes=23,no=24,missing=24,gain=1.90694201,cover=454340
- 23:[Pol<76.8473129] yes=47,no=48,missing=47,gain=1.83121514,cover=407642
- 47:[Ecc<7.24576569] yes=95,no=96,missing=95,gain=4.63051319,cover=99699
- 95:leaf=-4.9548511e-05,cover=0
- 96:leaf=0.000723827572,cover=0
- 48:[PialArea5<1.48916721] yes=97,no=98,missing=97,gain=1.76528549,cover=307943
- 97:leaf=-8.79837462e-05,cover=0
- 98:leaf=-0.00348461792,cover=0
- 24:[LGI5<2.27925944] yes=49,no=50,missing=49,gain=2.98098612,cover=46698
- 49:[Curv5<-0.331971258] yes=99,no=100,missing=99,gain=2.03444195,cover=4491
- 99:leaf=-0.00387001829,cover=0
- 100:leaf=0.00173933792,cover=0
- 50:[Sulc0<-0.557882011] yes=101,no=102,missing=101,gain=3.28236961,cover=42207
- 101:leaf=-0.000209506237,cover=0
- 102:leaf=0.000680592668,cover=0
- 12:[Pol<156.492447] yes=25,no=26,missing=25,gain=3.97401476,cover=65109
- 25:[Ecc<3.10160303] yes=51,no=52,missing=51,gain=3.48661232,cover=40308
- 51:[MidArea5<0.882454634] yes=103,no=104,missing=103,gain=2.27131748,cover=5531
- 103:leaf=0.0015632537,cover=0
- 104:leaf=-0.000941489358,cover=0
- 52:[LGI5<2.6558373] yes=105,no=106,missing=105,gain=5.57001019,cover=34777
- 105:leaf=0.00192221184,cover=0
- 106:leaf=0.000524019531,cover=0
- 26:[Ecc<6.52965975] yes=53,no=54,missing=53,gain=2.03363729,cover=24801
- 53:[Area5<0.924216449] yes=107,no=108,missing=107,gain=5.32461691,cover=2616
- 107:leaf=0.000959022727,cover=0
- 108:leaf=0.0185016263,cover=0
- 54:[Ecc<9.27846909] yes=109,no=110,missing=109,gain=2.29535842,cover=22185
- 109:leaf=-0.001558688,cover=0
- 110:leaf=-2.62685189e-05,cover=0
- 6:[PialCurv5<-0.142826259] yes=13,no=14,missing=14,gain=2.09664965,cover=3998881
- 13:[Ecc<21.7409172] yes=27,no=28,missing=27,gain=2.03294945,cover=34462
- 27:[Ecc<9.38688755] yes=55,no=56,missing=55,gain=3.51581836,cover=31131
- 55:[Curv5<-0.191348091] yes=111,no=112,missing=111,gain=3.37357378,cover=25621
- 111:leaf=-8.95384292e-05,cover=0
- 112:leaf=0.00120837253,cover=0
- 56:[Pol<126.540802] yes=113,no=114,missing=113,gain=4.72414303,cover=5510
- 113:leaf=0.000150696709,cover=0
- 114:leaf=0.00307934242,cover=0
- 28:[Pol<150.62207] yes=57,no=58,missing=57,gain=1.59758735,cover=3331
- 57:[Pol<106.604004] yes=115,no=116,missing=115,gain=3.13702631,cover=1511
- 115:leaf=-0.00390620832,cover=0
- 116:leaf=0.00160699186,cover=0
- 58:[Sulc0<0.272107065] yes=117,no=118,missing=117,gain=3.87214804,cover=1820
- 117:leaf=-0.00197290233,cover=0
- 118:leaf=0.0277873613,cover=0
- 14:[Area5<0.603367925] yes=29,no=30,missing=30,gain=1.51601934,cover=3964419
- 29:[Ecc<6.2938199] yes=59,no=60,missing=59,gain=5.15676832,cover=629431
- 59:[Curv5<-0.144993886] yes=119,no=120,missing=119,gain=4.79261446,cover=425211
- 119:leaf=-2.97730439e-05,cover=0
- 120:leaf=0.000307610229,cover=0
- 60:[Ecc<17.0169544] yes=121,no=122,missing=121,gain=9.85096073,cover=204220
- 121:leaf=-0.000349945301,cover=0
- 122:leaf=0.000453251938,cover=0
- 30:[PialCurv5<0.000298873958] yes=61,no=62,missing=61,gain=4.82474327,cover=3334988
- 61:[PialArea5<1.05969977] yes=123,no=124,missing=123,gain=5.45927382,cover=1334922
- 123:leaf=-0.000165900376,cover=0
- 124:leaf=5.76601851e-05,cover=0
- 62:[Curv5<-0.0620335713] yes=125,no=126,missing=126,gain=12.3444586,cover=2000066
- 125:leaf=0.00108476344,cover=0
- 126:leaf=6.4663468e-06,cover=0
-booster[918]:
-0:[PialArea5<0.841635466] yes=1,no=2,missing=1,gain=0.20296675,cover=5124388
- 1:[Pol<170.749283] yes=3,no=4,missing=3,gain=1.04044461,cover=2965514
- 3:[LGI5<2.13090348] yes=7,no=8,missing=8,gain=1.46568489,cover=2828568
- 7:[MidArea5<0.721430659] yes=15,no=16,missing=16,gain=2.67680597,cover=11319
- 15:[Ecc<5.72519016] yes=31,no=32,missing=31,gain=2.53119349,cover=10359
- 31:[PialCurv5<-0.0957419723] yes=63,no=64,missing=63,gain=2.07589579,cover=9543
- 63:leaf=-0.000698127667,cover=0
- 64:leaf=0.000983791309,cover=0
- 32:[PialCurv5<0.154069737] yes=65,no=66,missing=65,gain=2.03278422,cover=816
- 65:leaf=-0.000304083747,cover=0
- 66:leaf=-0.00539007923,cover=0
- 16:[Ecc<0.567370772] yes=33,no=34,missing=34,gain=3.31787014,cover=960
- 33:[PialCurv5<-0.103163145] yes=67,no=68,missing=68,gain=1.39326918,cover=64
- 67:leaf=0.0211268868,cover=0
- 68:leaf=-0.00958280172,cover=0
- 34:[Sulc0<-0.285426885] yes=69,no=70,missing=69,gain=2.1678977,cover=896
- 69:leaf=0.00588697242,cover=0
- 70:leaf=0.000874010555,cover=0
- 8:[Ecc<0.406764686] yes=17,no=18,missing=18,gain=1.51633596,cover=2817249
- 17:[LGI5<2.3349762] yes=35,no=36,missing=35,gain=2.51538801,cover=34609
- 35:[LGI5<2.31192279] yes=71,no=72,missing=71,gain=5.35260201,cover=13704
- 71:leaf=0.000231426631,cover=0
- 72:leaf=-0.00240265997,cover=0
- 36:[LGI5<2.43054438] yes=73,no=74,missing=74,gain=4.80423832,cover=20905
- 73:leaf=0.00140019169,cover=0
- 74:leaf=-0.00011600268,cover=0
- 18:[Sulc0<-0.407819748] yes=37,no=38,missing=37,gain=2.00549126,cover=2782640
- 37:[Area5<0.711689949] yes=75,no=76,missing=76,gain=5.71101665,cover=502236
- 75:leaf=-6.60728183e-05,cover=0
- 76:leaf=-0.000733129156,cover=0
- 38:[LGI5<2.21018219] yes=77,no=78,missing=77,gain=1.77349687,cover=2280404
- 77:leaf=-0.000441820594,cover=0
- 78:leaf=2.95618793e-06,cover=0
- 4:[Area5<0.698189139] yes=9,no=10,missing=9,gain=4.0531497,cover=136946
- 9:[Curv5<-0.136312515] yes=19,no=20,missing=19,gain=3.68229103,cover=106400
- 19:[Sulc0<-0.00954892673] yes=39,no=40,missing=40,gain=5.33584738,cover=35628
- 39:[Ecc<23.9349174] yes=79,no=80,missing=79,gain=6.38942242,cover=35141
- 79:leaf=0.000695792492,cover=0
- 80:leaf=-0.000895796169,cover=0
- 40:[Ecc<37.2796402] yes=81,no=82,missing=82,gain=3.16721487,cover=487
- 81:leaf=-0.00664507225,cover=0
- 82:leaf=0.00690607307,cover=0
- 20:[LGI5<3.1833725] yes=41,no=42,missing=41,gain=5.13836145,cover=70772
- 41:[PialArea5<0.605248392] yes=83,no=84,missing=83,gain=4.57122421,cover=63214
- 83:leaf=4.5378747e-05,cover=0
- 84:leaf=-0.000805027317,cover=0
- 42:[Sulc0<-0.557882011] yes=85,no=86,missing=85,gain=3.74835849,cover=7558
- 85:leaf=0.00424691616,cover=0
- 86:leaf=0.000621348794,cover=0
- 10:[PialCurv5<0.0666604191] yes=21,no=22,missing=21,gain=6.37229586,cover=30546
- 21:[MidArea5<0.725911021] yes=43,no=44,missing=43,gain=5.84755421,cover=16995
- 43:[Ecc<0.729281187] yes=87,no=88,missing=88,gain=3.80400085,cover=7912
- 87:leaf=-0.00197306601,cover=0
- 88:leaf=0.00255518942,cover=0
- 44:[Ecc<18.8860435] yes=89,no=90,missing=89,gain=2.24258637,cover=9083
- 89:leaf=6.11471696e-05,cover=0
- 90:leaf=0.00216749613,cover=0
- 22:[Ecc<21.3640327] yes=45,no=46,missing=45,gain=4.3193512,cover=13551
- 45:[LGI5<2.90190363] yes=91,no=92,missing=91,gain=2.87457466,cover=13058
- 91:leaf=0.000379969133,cover=0
- 92:leaf=-0.00110388023,cover=0
- 46:[Sulc0<0.272107065] yes=93,no=94,missing=93,gain=4.42461777,cover=493
- 93:leaf=0.00793537032,cover=0
- 94:leaf=-0.0019363258,cover=0
- 2:[LGI5<2.13090348] yes=5,no=6,missing=5,gain=1.07514596,cover=2158874
- 5:[MidArea5<0.80754292] yes=11,no=12,missing=11,gain=4.15271711,cover=7865
- 11:[Ecc<0.729281187] yes=23,no=24,missing=23,gain=5.62556982,cover=4335
- 23:[Pol<36.2100182] yes=47,no=48,missing=48,gain=2.93439198,cover=797
- 47:[Ecc<0.513775289] yes=95,no=96,missing=95,gain=1.41039407,cover=196
- 95:leaf=-0.00409802003,cover=0
- 96:leaf=0.00435268041,cover=0
- 48:[Pol<165.944183] yes=97,no=98,missing=97,gain=1.85263729,cover=601
- 97:leaf=-0.00839842204,cover=0
- 98:leaf=-0.00105021009,cover=0
- 24:[Pol<130.822815] yes=49,no=50,missing=49,gain=3.17286825,cover=3538
- 49:[Ecc<6.16403294] yes=99,no=100,missing=99,gain=1.91431141,cover=1962
- 99:leaf=0.000258792541,cover=0
- 100:leaf=0.00797393918,cover=0
- 50:[PialCurv5<-0.0133872591] yes=101,no=102,missing=102,gain=3.11992431,cover=1576
- 101:leaf=-0.00202312367,cover=0
- 102:leaf=-0.0148451598,cover=0
- 12:[Ecc<0.513775289] yes=25,no=26,missing=25,gain=2.2594409,cover=3530
- 25:[Area5<0.600206077] yes=51,no=52,missing=51,gain=3.8840096,cover=377
- 51:[Curv5<-0.207981065] yes=103,no=104,missing=103,gain=0.201219559,cover=69
- 103:leaf=-0.000873963465,cover=0
- 104:leaf=-0.00764370942,cover=0
- 52:[Area5<0.756765008] yes=105,no=106,missing=105,gain=1.42591572,cover=308
- 105:leaf=0.00596285705,cover=0
- 106:leaf=0.0218663849,cover=0
- 26:[Area5<0.646843374] yes=53,no=54,missing=53,gain=1.71094882,cover=3153
- 53:[Pol<12.2267933] yes=107,no=108,missing=107,gain=1.06752241,cover=1121
- 107:leaf=0.00772241224,cover=0
- 108:leaf=0.00142513227,cover=0
- 54:[Ecc<1.41371143] yes=109,no=110,missing=109,gain=2.77834344,cover=2032
- 109:leaf=-0.00430777669,cover=0
- 110:leaf=0.000319886138,cover=0
- 6:[Area5<0.814937592] yes=13,no=14,missing=13,gain=1.05633903,cover=2151009
- 13:[Sulc0<0.869075775] yes=27,no=28,missing=28,gain=1.80182242,cover=1970211
- 27:[Pol<51.9018669] yes=55,no=56,missing=55,gain=1.31533527,cover=1970192
- 55:[Sulc0<0.574602425] yes=111,no=112,missing=112,gain=3.94894481,cover=729461
- 111:leaf=-3.14174358e-05,cover=0
- 112:leaf=0.00562215922,cover=0
- 56:[Ecc<12.5441074] yes=113,no=114,missing=113,gain=5.16664457,cover=1240731
- 113:leaf=-2.76657534e-06,cover=0
- 114:leaf=0.000233997358,cover=0
- 28:[Pol<45.5953903] yes=57,no=58,missing=57,gain=0.313823223,cover=19
- 57:leaf=0.0266588908,cover=0
- 58:[LGI5<3.45167398] yes=115,no=116,missing=115,gain=0.115308404,cover=15
- 115:leaf=0.011595468,cover=0
- 116:leaf=-0.00329396734,cover=0
- 14:[Pol<62.0115929] yes=29,no=30,missing=29,gain=1.85088062,cover=180798
- 29:[Ecc<0.943656743] yes=59,no=60,missing=59,gain=3.25331712,cover=100784
- 59:[Sulc0<-0.702361405] yes=117,no=118,missing=118,gain=2.66555047,cover=800
- 117:leaf=-0.000934745593,cover=0
- 118:leaf=-0.00692112744,cover=0
- 60:[PialCurv5<-0.0819871053] yes=119,no=120,missing=119,gain=2.65692329,cover=99984
- 119:leaf=-0.000133882815,cover=0
- 120:leaf=0.000398291362,cover=0
- 30:[Pol<127.728462] yes=61,no=62,missing=61,gain=3.31775331,cover=80014
- 61:[LGI5<2.37224698] yes=121,no=122,missing=121,gain=8.66040993,cover=31694
- 121:leaf=0.0012660576,cover=0
- 122:leaf=-0.00103013753,cover=0
- 62:[Pol<153.554306] yes=123,no=124,missing=123,gain=2.14896011,cover=48320
- 123:leaf=0.00034126229,cover=0
- 124:leaf=-0.000327850081,cover=0
-booster[919]:
-0:[LGI5<3.74316525] yes=1,no=2,missing=1,gain=0.197629765,cover=5124388
- 1:[LGI5<3.70550299] yes=3,no=4,missing=4,gain=0.664441288,cover=5044320
- 3:[Sulc0<0.383163035] yes=7,no=8,missing=7,gain=0.346338153,cover=5024305
- 7:[Curv5<0.151368812] yes=15,no=16,missing=15,gain=1.90900111,cover=4068664
- 15:[PialCurv5<0.185672894] yes=31,no=32,missing=32,gain=5.05301619,cover=3910628
- 31:[LGI5<3.35709596] yes=63,no=64,missing=63,gain=1.4462446,cover=3780987
- 63:leaf=-6.43866224e-06,cover=0
- 64:leaf=0.000106147119,cover=0
- 32:[LGI5<3.16380119] yes=65,no=66,missing=66,gain=4.75996876,cover=129641
- 65:leaf=0.000211626058,cover=0
- 66:leaf=0.00116510445,cover=0
- 16:[Ecc<5.66086149] yes=33,no=34,missing=33,gain=3.00451088,cover=158036
- 33:[LGI5<2.83041978] yes=67,no=68,missing=68,gain=3.22912931,cover=110463
- 67:leaf=-4.90407874e-05,cover=0
- 68:leaf=0.00257078116,cover=0
- 34:[Pol<153.554306] yes=69,no=70,missing=69,gain=6.32945633,cover=47573
- 69:leaf=-0.000872327015,cover=0
- 70:leaf=0.000387971959,cover=0
- 8:[Pol<90.9627914] yes=17,no=18,missing=17,gain=4.69724274,cover=955641
- 17:[Curv5<0.162240714] yes=35,no=36,missing=35,gain=7.9892149,cover=312105
- 35:[Ecc<10.8716469] yes=71,no=72,missing=71,gain=12.2439089,cover=242156
- 71:leaf=-0.00101701776,cover=0
- 72:leaf=-0.00014022387,cover=0
- 36:[Sulc0<0.68960917] yes=73,no=74,missing=74,gain=3.71274018,cover=69949
- 73:leaf=0.000852971512,cover=0
- 74:leaf=5.10843529e-05,cover=0
- 18:[LGI5<3.58443618] yes=37,no=38,missing=38,gain=9.39574337,cover=643536
- 37:[PialCurv5<0.15079549] yes=75,no=76,missing=75,gain=4.639009,cover=625655
- 75:leaf=0.000319659594,cover=0
- 76:leaf=4.3412665e-06,cover=0
- 38:[Ecc<15.7955055] yes=77,no=78,missing=78,gain=5.38956547,cover=17881
- 77:leaf=0.000873609446,cover=0
- 78:leaf=-0.0014655533,cover=0
- 4:[Pol<147.599014] yes=9,no=10,missing=9,gain=1.41127992,cover=20015
- 9:[Pol<113.394409] yes=19,no=20,missing=20,gain=3.0324645,cover=15514
- 19:[Area5<0.573932528] yes=39,no=40,missing=39,gain=3.13245821,cover=11602
- 39:[Pol<40.9012032] yes=79,no=80,missing=80,gain=1.54923582,cover=575
- 79:leaf=7.41403801e-06,cover=0
- 80:leaf=0.0055227587,cover=0
- 40:[Ecc<12.7231894] yes=81,no=82,missing=81,gain=2.66888237,cover=11027
- 81:leaf=-0.00249063317,cover=0
- 82:leaf=0.000172007072,cover=0
- 20:[PialCurv5<-0.0668589398] yes=41,no=42,missing=42,gain=3.3182826,cover=3912
- 41:[Curv5<-0.048490826] yes=83,no=84,missing=83,gain=1.37989271,cover=942
- 83:leaf=-0.00071264233,cover=0
- 84:leaf=-0.0247700494,cover=0
- 42:[Ecc<14.694541] yes=85,no=86,missing=86,gain=2.82037544,cover=2970
- 85:leaf=-0.000934811775,cover=0
- 86:leaf=0.00322145456,cover=0
- 10:[Ecc<11.5171156] yes=21,no=22,missing=22,gain=2.02051735,cover=4501
- 21:[PialArea5<0.869586051] yes=43,no=44,missing=43,gain=0.54409194,cover=56
- 43:[Sulc0<-0.481185079] yes=87,no=88,missing=87,gain=0.222710609,cover=33
- 87:leaf=0.0151903629,cover=0
- 88:leaf=0.00482535874,cover=0
- 44:[Area5<0.709272623] yes=89,no=90,missing=89,gain=0.634790003,cover=23
- 89:leaf=-0.00797398947,cover=0
- 90:leaf=0.00866360869,cover=0
- 22:[Ecc<28.7730255] yes=45,no=46,missing=45,gain=1.81162107,cover=4445
- 45:[Curv5<-0.117843308] yes=91,no=92,missing=92,gain=2.37987447,cover=3047
- 91:leaf=-0.00053735025,cover=0
- 92:leaf=-0.00387450168,cover=0
- 46:[Curv5<-0.00141534733] yes=93,no=94,missing=93,gain=2.10330248,cover=1398
- 93:leaf=0.00029613584,cover=0
- 94:leaf=0.0073269452,cover=0
- 2:[Sulc0<0.392869562] yes=5,no=6,missing=5,gain=1.28362846,cover=80068
- 5:[Pol<93.9093552] yes=11,no=12,missing=11,gain=2.1575706,cover=53593
- 11:[PialArea5<0.753297985] yes=23,no=24,missing=24,gain=3.14269185,cover=24326
- 23:[Pol<49.2074432] yes=47,no=48,missing=47,gain=2.41596413,cover=8985
- 47:[Area5<0.731406808] yes=95,no=96,missing=95,gain=2.54951501,cover=3639
- 95:leaf=0.00015743429,cover=0
- 96:leaf=-0.0040192334,cover=0
- 48:[Ecc<18.8860435] yes=97,no=98,missing=97,gain=4.63102627,cover=5346
- 97:leaf=-0.000640701677,cover=0
- 98:leaf=-0.00359590887,cover=0
- 24:[Sulc0<-0.0172607526] yes=49,no=50,missing=50,gain=5.81904125,cover=15341
- 49:[Pol<73.3354874] yes=99,no=100,missing=100,gain=2.43703604,cover=12630
- 99:leaf=-0.000533633225,cover=0
- 100:leaf=-0.0103925336,cover=0
- 50:[Area5<0.730491161] yes=101,no=102,missing=101,gain=3.27826977,cover=2711
- 101:leaf=0.003793607,cover=0
- 102:leaf=0.000312582561,cover=0
- 12:[Sulc0<0.118391842] yes=25,no=26,missing=25,gain=2.231951,cover=29267
- 25:[Pol<135.419098] yes=51,no=52,missing=52,gain=4.84712648,cover=22480
- 51:[Ecc<12.5441074] yes=103,no=104,missing=103,gain=2.25732088,cover=2471
- 103:leaf=-0.00108929106,cover=0
- 104:leaf=0.0030532924,cover=0
- 52:[LGI5<3.84897733] yes=105,no=106,missing=105,gain=2.25078654,cover=20009
- 105:leaf=-0.000504999538,cover=0
- 106:leaf=0.000556878746,cover=0
- 26:[MidArea5<0.84962827] yes=53,no=54,missing=53,gain=1.92263746,cover=6787
- 53:[PialCurv5<0.0285326894] yes=107,no=108,missing=107,gain=1.82147503,cover=6106
- 107:leaf=-0.00187414908,cover=0
- 108:leaf=-0.00014704089,cover=0
- 54:[Pol<166.64444] yes=109,no=110,missing=109,gain=1.32514834,cover=681
- 109:leaf=0.00266086846,cover=0
- 110:leaf=-0.00379322912,cover=0
- 6:[PialCurv5<-0.0515215881] yes=13,no=14,missing=13,gain=2.27755165,cover=26475
- 13:[Area5<0.630444467] yes=27,no=28,missing=27,gain=3.75123,cover=370
- 27:[Pol<20.2198563] yes=55,no=56,missing=55,gain=1.8290112,cover=130
- 55:leaf=-0.0238820855,cover=0
- 56:[Ecc<22.0897732] yes=111,no=112,missing=111,gain=0.628045738,cover=125
- 111:leaf=-0.00658225641,cover=0
- 112:leaf=0.00551181985,cover=0
- 28:[LGI5<3.84897733] yes=57,no=58,missing=57,gain=1.02789497,cover=240
- 57:[Area5<0.751858592] yes=113,no=114,missing=113,gain=0.452712178,cover=83
- 113:leaf=-0.000833203725,cover=0
- 114:leaf=-0.00962254405,cover=0
- 58:[LGI5<3.94193578] yes=115,no=116,missing=115,gain=0.910476208,cover=157
- 115:leaf=-0.0129397018,cover=0
- 116:leaf=-0.00510331383,cover=0
- 14:[Curv5<0.0386843979] yes=29,no=30,missing=29,gain=2.64689708,cover=26105
- 29:[Area5<0.720017433] yes=59,no=60,missing=60,gain=3.67783976,cover=3079
- 59:[Pol<166.64444] yes=117,no=118,missing=117,gain=3.13591576,cover=1883
- 117:leaf=0.00325512257,cover=0
- 118:leaf=-0.0142406495,cover=0
- 60:[PialArea5<0.89536339] yes=119,no=120,missing=119,gain=4.07299805,cover=1196
- 119:leaf=-0.00185359479,cover=0
- 120:leaf=0.00588763459,cover=0
- 30:[PialCurv5<0.0447484925] yes=61,no=62,missing=62,gain=2.1139009,cover=23026
- 61:[Area5<0.712503135] yes=121,no=122,missing=121,gain=1.95163202,cover=471
- 121:leaf=-0.000740544463,cover=0
- 122:leaf=-0.00738456473,cover=0
- 62:[PialArea5<0.640100121] yes=123,no=124,missing=124,gain=2.31723976,cover=22555
- 123:leaf=-4.91351893e-05,cover=0
- 124:leaf=0.00145458884,cover=0
-booster[920]:
-0:[LGI5<3.16380119] yes=1,no=2,missing=2,gain=0.214499682,cover=5124388
- 1:[Area5<0.727793753] yes=3,no=4,missing=3,gain=1.03395307,cover=4035012
- 3:[Pol<18.1680222] yes=7,no=8,missing=7,gain=3.08576894,cover=3007091
- 7:[Ecc<2.48523927] yes=15,no=16,missing=15,gain=4.4072814,cover=207669
- 15:[PialCurv5<-0.102360219] yes=31,no=32,missing=31,gain=4.82541656,cover=65484
- 31:[Sulc0<-0.332174033] yes=63,no=64,missing=63,gain=1.49987602,cover=41751
- 63:leaf=0.000144446036,cover=0
- 64:leaf=0.00569651276,cover=0
- 32:[PialArea5<0.984361112] yes=65,no=66,missing=65,gain=3.43159151,cover=23733
- 65:leaf=-0.000238462497,cover=0
- 66:leaf=-0.00146432838,cover=0
- 16:[Ecc<15.7955055] yes=33,no=34,missing=33,gain=6.42999792,cover=142185
- 33:[Sulc0<0.0294309072] yes=67,no=68,missing=67,gain=6.13487625,cover=89921
- 67:leaf=0.000615713303,cover=0
- 68:leaf=-0.0058272942,cover=0
- 34:[Sulc0<0.176289052] yes=69,no=70,missing=69,gain=3.17132902,cover=52264
- 69:leaf=-0.000191895408,cover=0
- 70:leaf=0.00170502707,cover=0
- 8:[Pol<68.895668] yes=17,no=18,missing=18,gain=2.82472849,cover=2799422
- 17:[Ecc<6.52965975] yes=35,no=36,missing=35,gain=10.4158621,cover=570747
- 35:[Area5<0.669950843] yes=71,no=72,missing=71,gain=5.10320854,cover=355620
- 71:leaf=-7.86553937e-05,cover=0
- 72:leaf=0.0003370388,cover=0
- 36:[Ecc<10.8716469] yes=73,no=74,missing=73,gain=15.8433619,cover=215127
- 73:leaf=-0.00090854516,cover=0
- 74:leaf=-3.7124104e-05,cover=0
- 18:[PialArea5<0.758763015] yes=37,no=38,missing=37,gain=3.80781388,cover=2228675
- 37:[Sulc0<0.0931760818] yes=75,no=76,missing=75,gain=3.34225273,cover=1270573
- 75:leaf=-0.000142254503,cover=0
- 76:leaf=2.04228199e-05,cover=0
- 38:[Pol<93.3357697] yes=77,no=78,missing=77,gain=14.6334066,cover=958102
- 77:leaf=0.000591600081,cover=0
- 78:leaf=3.14388308e-06,cover=0
- 4:[Ecc<6.47151232] yes=9,no=10,missing=9,gain=4.11589766,cover=1027921
- 9:[Pol<117.137611] yes=19,no=20,missing=19,gain=5.40010214,cover=395449
- 19:[PialCurv5<-0.0133872591] yes=39,no=40,missing=40,gain=6.97554398,cover=310453
- 39:[Ecc<2.3695333] yes=79,no=80,missing=79,gain=3.12664771,cover=169711
- 79:leaf=0.000212753643,cover=0
- 80:leaf=-0.000309461087,cover=0
- 40:[Pol<72.6247101] yes=81,no=82,missing=81,gain=29.4355564,cover=140742
- 81:leaf=0.0019702306,cover=0
- 82:leaf=-3.01508353e-05,cover=0
- 20:[PialArea5<1.18617713] yes=41,no=42,missing=41,gain=11.2484093,cover=84996
- 41:[Ecc<4.07113361] yes=83,no=84,missing=83,gain=12.8062801,cover=73096
- 83:leaf=-1.35298487e-05,cover=0
- 84:leaf=-0.00133737491,cover=0
- 42:[Pol<141.081833] yes=85,no=86,missing=86,gain=11.6730614,cover=11900
- 85:leaf=-0.00221980293,cover=0
- 86:leaf=0.00175725389,cover=0
- 10:[Pol<124.735107] yes=21,no=22,missing=22,gain=4.04885817,cover=632472
- 21:[Curv5<0.164550796] yes=43,no=44,missing=43,gain=2.52801371,cover=459685
- 43:[Curv5<0.0431617796] yes=87,no=88,missing=87,gain=4.18097687,cover=430518
- 87:leaf=-6.16955149e-05,cover=0
- 88:leaf=0.000251205958,cover=0
- 44:[Pol<93.3357697] yes=89,no=90,missing=89,gain=3.23226023,cover=29167
- 89:leaf=0.000192141495,cover=0
- 90:leaf=-0.00086791534,cover=0
- 22:[Ecc<9.88196182] yes=45,no=46,missing=45,gain=10.6471252,cover=172787
- 45:[Sulc0<-0.43309778] yes=91,no=92,missing=92,gain=29.3228512,cover=59339
- 91:leaf=-0.000192148189,cover=0
- 92:leaf=0.00203248928,cover=0
- 46:[PialArea5<1.20515823] yes=93,no=94,missing=93,gain=6.35562515,cover=113448
- 93:leaf=0.000163692093,cover=0
- 94:leaf=-0.00118383893,cover=0
- 2:[Ecc<5.33884621] yes=5,no=6,missing=5,gain=2.99414015,cover=1089376
- 5:[LGI5<3.26095963] yes=11,no=12,missing=12,gain=2.04813385,cover=2117
- 11:[PialCurv5<-0.151339546] yes=23,no=24,missing=24,gain=1.48075676,cover=1379
- 23:[Sulc0<-0.903383076] yes=47,no=48,missing=47,gain=1.06343305,cover=130
- 47:[Area5<0.740087628] yes=95,no=96,missing=95,gain=0.134853855,cover=61
- 95:leaf=-0.00137760176,cover=0
- 96:leaf=0.0118351132,cover=0
- 48:[PialArea5<0.900697351] yes=97,no=98,missing=97,gain=0.718641043,cover=69
- 97:leaf=-0.00216983538,cover=0
- 98:leaf=-0.0133435447,cover=0
- 24:[Area5<0.727793753] yes=49,no=50,missing=49,gain=1.92529941,cover=1249
- 49:[Pol<25.2957573] yes=99,no=100,missing=99,gain=1.7771219,cover=878
- 99:leaf=-0.00203106715,cover=0
- 100:leaf=0.00268746493,cover=0
- 50:[LGI5<3.17022181] yes=101,no=102,missing=101,gain=0.33494401,cover=371
- 101:leaf=0.00168694928,cover=0
- 102:leaf=-0.00369651779,cover=0
- 12:[PialArea5<1.14602101] yes=25,no=26,missing=25,gain=3.46855545,cover=738
- 25:[Pol<149.072266] yes=51,no=52,missing=52,gain=1.84497166,cover=571
- 51:[Curv5<-0.225438625] yes=103,no=104,missing=104,gain=0.6098876,cover=380
- 103:leaf=0.00134143606,cover=0
- 104:leaf=-0.00461050589,cover=0
- 52:[PialCurv5<-0.0965851992] yes=105,no=106,missing=106,gain=1.25178099,cover=191
- 105:leaf=-0.00615792768,cover=0
- 106:leaf=-0.0143841505,cover=0
- 26:[Curv5<-0.183827445] yes=53,no=54,missing=53,gain=0.817185581,cover=167
- 53:[PialCurv5<-0.11422696] yes=107,no=108,missing=107,gain=0.44963932,cover=110
- 107:leaf=0.00370970159,cover=0
- 108:leaf=0.014462878,cover=0
- 54:[Ecc<5.08081961] yes=109,no=110,missing=109,gain=0.184683397,cover=57
- 109:leaf=-0.0042728656,cover=0
- 110:leaf=0.00194564112,cover=0
- 6:[Pol<164.532394] yes=13,no=14,missing=13,gain=2.27277899,cover=1087259
- 13:[Pol<131.443253] yes=27,no=28,missing=27,gain=3.39407587,cover=965956
- 27:[Sulc0<0.254506379] yes=55,no=56,missing=55,gain=6.05586672,cover=755876
- 55:[Pol<65.1286774] yes=111,no=112,missing=111,gain=22.0788536,cover=387255
- 111:leaf=-5.39144967e-05,cover=0
- 112:leaf=0.000859379943,cover=0
- 56:[Curv5<-0.125495523] yes=113,no=114,missing=114,gain=5.89997292,cover=368621
- 113:leaf=-0.00218631211,cover=0
- 114:leaf=-0.000117764903,cover=0
- 28:[Curv5<0.0452247933] yes=57,no=58,missing=57,gain=15.7408152,cover=210080
- 57:[Ecc<27.327179] yes=115,no=116,missing=115,gain=14.3585796,cover=183145
- 115:leaf=-0.000680961821,cover=0
- 116:leaf=0.000277744926,cover=0
- 58:[PialCurv5<0.0771882981] yes=117,no=118,missing=117,gain=16.0812588,cover=26935
- 117:leaf=0.00376368943,cover=0
- 118:leaf=0.000386245316,cover=0
- 14:[PialCurv5<-0.0487009101] yes=29,no=30,missing=29,gain=3.34393454,cover=121303
- 29:[Ecc<23.9349174] yes=59,no=60,missing=59,gain=4.38027239,cover=95420
- 59:[Curv5<-0.0708468556] yes=119,no=120,missing=120,gain=4.37022114,cover=48398
- 119:leaf=0.000453623768,cover=0
- 120:leaf=-0.0029112699,cover=0
- 60:[Curv5<-0.171285838] yes=121,no=122,missing=122,gain=2.19778872,cover=47022
- 121:leaf=-7.13336412e-05,cover=0
- 122:leaf=-0.000820901245,cover=0
- 30:[Ecc<16.0247612] yes=61,no=62,missing=61,gain=12.1299515,cover=25883
- 61:[Area5<0.731406808] yes=123,no=124,missing=124,gain=4.35784006,cover=16755
- 123:leaf=0.000389872497,cover=0
- 124:leaf=-0.00141559553,cover=0
- 62:[Sulc0<0.218763664] yes=125,no=126,missing=125,gain=10.7671623,cover=9128
- 125:leaf=0.00309988181,cover=0
- 126:leaf=-0.000973094371,cover=0
-booster[921]:
-0:[Area5<0.584141672] yes=1,no=2,missing=2,gain=0.202567264,cover=5124388
- 1:[PialArea5<0.597118378] yes=3,no=4,missing=4,gain=1.80958724,cover=826517
- 3:[PialCurv5<-0.0501225069] yes=7,no=8,missing=7,gain=1.70831406,cover=124986
- 7:[PialCurv5<-0.128275648] yes=15,no=16,missing=15,gain=2.30350447,cover=27016
- 15:[Curv5<-0.156904668] yes=31,no=32,missing=31,gain=2.05667138,cover=11947
- 31:[Ecc<0.295587689] yes=63,no=64,missing=64,gain=1.28020084,cover=11293
- 63:leaf=0.00889925659,cover=0
- 64:leaf=-0.000175379813,cover=0
- 32:[Ecc<6.10119486] yes=65,no=66,missing=65,gain=4.0765152,cover=654
- 65:leaf=0.00655815518,cover=0
- 66:leaf=-0.00133142609,cover=0
- 16:[Ecc<1.62447274] yes=33,no=34,missing=33,gain=2.45369053,cover=15069
- 33:[Pol<149.072266] yes=67,no=68,missing=68,gain=2.33925009,cover=4757
- 67:leaf=0.000645153166,cover=0
- 68:leaf=-0.0019536945,cover=0
- 34:[Ecc<35.195137] yes=69,no=70,missing=69,gain=2.12598133,cover=10312
- 69:leaf=-0.00151379721,cover=0
- 70:leaf=0.0017765807,cover=0
- 8:[Curv5<0.0322575867] yes=17,no=18,missing=17,gain=3.09859324,cover=97970
- 17:[Pol<6.72755051] yes=35,no=36,missing=35,gain=2.29343748,cover=33949
- 35:[LGI5<2.78495932] yes=71,no=72,missing=72,gain=1.14705539,cover=180
- 71:leaf=-0.00143672293,cover=0
- 72:leaf=-0.00942159537,cover=0
- 36:[LGI5<2.13090348] yes=73,no=74,missing=73,gain=2.10273361,cover=33769
- 73:leaf=0.00388072804,cover=0
- 74:leaf=0.000316450401,cover=0
- 18:[Ecc<0.513775289] yes=37,no=38,missing=38,gain=2.16405106,cover=64021
- 37:[LGI5<2.40363431] yes=75,no=76,missing=75,gain=1.96354461,cover=3299
- 75:leaf=0.00201620604,cover=0
- 76:leaf=-0.00045792092,cover=0
- 38:[Sulc0<0.354630351] yes=77,no=78,missing=77,gain=2.76909208,cover=60722
- 77:leaf=-0.000627392961,cover=0
- 78:leaf=5.2802654e-05,cover=0
- 4:[Curv5<-0.0860676765] yes=9,no=10,missing=9,gain=3.35289001,cover=701531
- 9:[PialCurv5<-0.0347327143] yes=19,no=20,missing=19,gain=4.86278629,cover=637191
- 19:[Curv5<-0.106344692] yes=39,no=40,missing=39,gain=3.15756989,cover=621166
- 39:[Sulc0<-0.522449493] yes=79,no=80,missing=79,gain=2.55246997,cover=600438
- 79:leaf=7.36608126e-05,cover=0
- 80:leaf=-0.000179145718,cover=0
- 40:[Sulc0<-0.769821882] yes=81,no=82,missing=81,gain=2.88124299,cover=20728
- 81:leaf=-0.000807223201,cover=0
- 82:leaf=0.000886820431,cover=0
- 20:[PialArea5<0.839144647] yes=41,no=42,missing=41,gain=6.76953268,cover=16025
- 41:[Pol<138.276962] yes=83,no=84,missing=83,gain=4.49121237,cover=13334
- 83:leaf=0.000226347474,cover=0
- 84:leaf=-0.00176986703,cover=0
- 42:[Ecc<4.33753681] yes=85,no=86,missing=85,gain=2.0032835,cover=2691
- 85:leaf=-0.00208342657,cover=0
- 86:leaf=-0.00491275871,cover=0
- 10:[Pol<62.0115929] yes=21,no=22,missing=21,gain=10.3866081,cover=64340
- 21:[PialArea5<0.928637981] yes=43,no=44,missing=44,gain=6.87683821,cover=9367
- 43:[Curv5<-0.0156469513] yes=87,no=88,missing=88,gain=5.83428574,cover=8924
- 87:leaf=-0.000195746572,cover=0
- 88:leaf=-0.00338040898,cover=0
- 44:[Ecc<6.81643343] yes=89,no=90,missing=90,gain=4.39739513,cover=443
- 89:leaf=-0.00439517386,cover=0
- 90:leaf=-0.0160530899,cover=0
- 22:[Sulc0<-0.53419745] yes=45,no=46,missing=46,gain=8.82903194,cover=54973
- 45:[Ecc<5.14592695] yes=91,no=92,missing=91,gain=3.81391358,cover=13622
- 91:leaf=-0.000165243095,cover=0
- 92:leaf=-0.00295603019,cover=0
- 46:[Pol<147.599014] yes=93,no=94,missing=93,gain=10.0006752,cover=41351
- 93:leaf=0.00143855379,cover=0
- 94:leaf=-0.000433933194,cover=0
- 2:[Ecc<1.15906882] yes=5,no=6,missing=5,gain=1.06073165,cover=4297871
- 5:[Sulc0<-0.528458416] yes=11,no=12,missing=12,gain=2.64682412,cover=204503
- 11:[PialCurv5<-0.0607835948] yes=23,no=24,missing=23,gain=5.76355791,cover=130545
- 23:[PialArea5<0.712173045] yes=47,no=48,missing=48,gain=5.10959387,cover=87775
- 47:[MidArea5<0.580365539] yes=95,no=96,missing=95,gain=4.34002495,cover=2782
- 95:leaf=-0.00481207808,cover=0
- 96:leaf=0.00247673132,cover=0
- 48:[PialArea5<0.987776101] yes=97,no=98,missing=97,gain=7.7581625,cover=84993
- 97:leaf=-0.000903725566,cover=0
- 98:leaf=8.54340105e-05,cover=0
- 24:[Area5<0.697420239] yes=49,no=50,missing=50,gain=6.59293509,cover=42770
- 49:[Curv5<-0.0983823985] yes=99,no=100,missing=99,gain=6.90215302,cover=31352
- 99:leaf=0.00160411687,cover=0
- 100:leaf=-0.000249931356,cover=0
- 50:[Pol<64.3762589] yes=101,no=102,missing=102,gain=6.89255142,cover=11418
- 101:leaf=-0.000583723071,cover=0
- 102:leaf=0.00224018702,cover=0
- 12:[Curv5<-0.115945198] yes=25,no=26,missing=25,gain=3.72553825,cover=73958
- 25:[MidArea5<0.753228784] yes=51,no=52,missing=51,gain=6.08047247,cover=5500
- 51:[LGI5<2.27925944] yes=103,no=104,missing=103,gain=3.7844286,cover=2291
- 103:leaf=-0.00820568576,cover=0
- 104:leaf=-0.00268014916,cover=0
- 52:[MidArea5<0.866550922] yes=105,no=106,missing=105,gain=2.62557602,cover=3209
- 105:leaf=-0.0010846369,cover=0
- 106:leaf=0.00211296137,cover=0
- 26:[PialCurv5<-0.0923183635] yes=53,no=54,missing=54,gain=2.65304351,cover=68458
- 53:[PialArea5<1.1257062] yes=107,no=108,missing=107,gain=6.96024799,cover=384
- 107:leaf=0.00531675015,cover=0
- 108:leaf=-0.0274192933,cover=0
- 54:[LGI5<2.37953305] yes=109,no=110,missing=110,gain=2.78463769,cover=68074
- 109:leaf=6.45603795e-05,cover=0
- 110:leaf=-0.000576434075,cover=0
- 6:[Pol<28.4081879] yes=13,no=14,missing=13,gain=1.24099147,cover=4093368
- 13:[Curv5<-0.204921171] yes=27,no=28,missing=28,gain=2.78303933,cover=486459
- 27:[Ecc<21.0377083] yes=55,no=56,missing=56,gain=3.04223299,cover=189699
- 55:[Area5<0.664770067] yes=111,no=112,missing=111,gain=1.84641087,cover=143924
- 111:leaf=4.1365005e-05,cover=0
- 112:leaf=-0.000327192451,cover=0
- 56:[Pol<14.1659222] yes=113,no=114,missing=113,gain=6.17710447,cover=45775
- 113:leaf=-6.07881921e-05,cover=0
- 114:leaf=0.0012668561,cover=0
- 28:[Ecc<15.5679035] yes=57,no=58,missing=57,gain=4.67865086,cover=296760
- 57:[Area5<0.760524631] yes=115,no=116,missing=115,gain=12.9804277,cover=169295
- 115:leaf=0.000639074715,cover=0
- 116:leaf=-0.000305651949,cover=0
- 58:[Area5<0.685542226] yes=117,no=118,missing=117,gain=9.53928089,cover=127465
- 117:leaf=-0.000763135205,cover=0
- 118:leaf=0.000207939287,cover=0
- 14:[Sulc0<-0.632113814] yes=29,no=30,missing=29,gain=2.49617219,cover=3606909
- 29:[Curv5<-0.0530214235] yes=59,no=60,missing=59,gain=6.49982643,cover=485385
- 59:[LGI5<3.02536297] yes=119,no=120,missing=120,gain=5.2270503,cover=474841
- 119:leaf=-0.00018279934,cover=0
- 120:leaf=0.000200531795,cover=0
- 60:[Ecc<7.4459548] yes=121,no=122,missing=122,gain=4.17442036,cover=10544
- 121:leaf=-0.000900453713,cover=0
- 122:leaf=-0.00358324358,cover=0
- 30:[LGI5<3.3215456] yes=61,no=62,missing=61,gain=2.68015552,cover=3121524
- 61:[Curv5<-0.211220503] yes=123,no=124,missing=124,gain=4.73318434,cover=2661143
- 123:leaf=0.000345677108,cover=0
- 124:leaf=1.28129395e-05,cover=0
- 62:[Ecc<25.981123] yes=125,no=126,missing=125,gain=6.39338064,cover=460381
- 125:leaf=-0.00026387276,cover=0
- 126:leaf=0.000113124159,cover=0
-booster[922]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=2,gain=0.20985426,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=4,gain=0.437060565,cover=5064338
- 3:[LGI5<3.16380119] yes=7,no=8,missing=8,gain=0.20810324,cover=5048039
- 7:[Area5<0.729573667] yes=15,no=16,missing=15,gain=1.07648814,cover=3967136
- 15:[Ecc<25.5461979] yes=31,no=32,missing=31,gain=2.72513509,cover=3018309
- 31:[Ecc<14.9070177] yes=63,no=64,missing=63,gain=5.23247671,cover=2842482
- 63:leaf=-1.73705303e-05,cover=0
- 64:leaf=0.000236844833,cover=0
- 32:[Area5<0.689492285] yes=65,no=66,missing=65,gain=4.1587553,cover=175827
- 65:leaf=-0.000387497334,cover=0
- 66:leaf=0.000115776587,cover=0
- 16:[Ecc<6.47151232] yes=33,no=34,missing=33,gain=3.89348936,cover=948827
- 33:[Pol<117.668175] yes=67,no=68,missing=68,gain=6.4990077,cover=349782
- 67:leaf=3.28667957e-05,cover=0
- 68:leaf=-0.000488775317,cover=0
- 34:[Pol<124.735107] yes=69,no=70,missing=69,gain=4.4858017,cover=599045
- 69:leaf=4.51707274e-05,cover=0
- 70:leaf=0.000352514558,cover=0
- 8:[Ecc<5.33884621] yes=17,no=18,missing=17,gain=2.5356698,cover=1080903
- 17:[Sulc0<-0.856543541] yes=35,no=36,missing=36,gain=2.31719851,cover=1979
- 35:[Curv5<-0.275784403] yes=71,no=72,missing=71,gain=1.68063438,cover=556
- 71:leaf=-0.00407769997,cover=0
- 72:leaf=0.00243175612,cover=0
- 36:[Pol<149.795395] yes=73,no=74,missing=74,gain=3.44014454,cover=1423
- 73:leaf=-0.00171038439,cover=0
- 74:leaf=-0.00806482974,cover=0
- 18:[Pol<164.532394] yes=37,no=38,missing=37,gain=2.02565646,cover=1078924
- 37:[Pol<131.443253] yes=75,no=76,missing=75,gain=3.16080761,cover=959003
- 75:leaf=7.25600194e-06,cover=0
- 76:leaf=-0.000212621249,cover=0
- 38:[PialCurv5<-0.0426128618] yes=77,no=78,missing=78,gain=3.14708471,cover=119921
- 77:leaf=4.86730278e-05,cover=0
- 78:leaf=0.000687342312,cover=0
- 4:[PialCurv5<-0.0868030339] yes=9,no=10,missing=10,gain=3.44259453,cover=16299
- 9:[Curv5<-0.0922861248] yes=19,no=20,missing=20,gain=2.2080996,cover=13616
- 19:[Curv5<-0.212755695] yes=39,no=40,missing=39,gain=1.67909086,cover=13551
- 39:[Area5<0.695070922] yes=79,no=80,missing=79,gain=1.28489411,cover=5320
- 79:leaf=2.71354984e-05,cover=0
- 80:leaf=-0.00157132174,cover=0
- 40:[Sulc0<-0.603582025] yes=81,no=82,missing=81,gain=1.44625521,cover=8231
- 81:leaf=0.000764618744,cover=0
- 82:leaf=-0.00153852743,cover=0
- 20:[PialCurv5<-0.0886472985] yes=41,no=42,missing=41,gain=1.27244711,cover=65
- 41:[Pol<39.0368156] yes=83,no=84,missing=83,gain=0.795763016,cover=56
- 83:leaf=-0.0241620559,cover=0
- 84:leaf=-0.00871347263,cover=0
- 42:[Ecc<6.10119486] yes=85,no=86,missing=85,gain=0.324951291,cover=9
- 85:leaf=0.0167544764,cover=0
- 86:leaf=-0.00107270281,cover=0
- 10:[Sulc0<-0.745069146] yes=21,no=22,missing=21,gain=1.0177381,cover=2683
- 21:[Curv5<-0.0413376503] yes=43,no=44,missing=43,gain=2.31403065,cover=1423
- 43:[LGI5<2.23211861] yes=87,no=88,missing=88,gain=1.40603065,cover=1418
- 87:leaf=0.0023672767,cover=0
- 88:leaf=-0.00340691069,cover=0
- 44:[Pol<52.7894325] yes=89,no=90,missing=89,gain=0.923115849,cover=5
- 89:leaf=0.0420649312,cover=0
- 90:leaf=0.000306844711,cover=0
- 22:[Pol<132.083344] yes=45,no=46,missing=45,gain=1.5212872,cover=1260
- 45:[LGI5<2.33929968] yes=91,no=92,missing=91,gain=1.00935018,cover=769
- 91:leaf=-0.00424159272,cover=0
- 92:leaf=0.00121380296,cover=0
- 46:[Ecc<5.91357183] yes=93,no=94,missing=93,gain=1.51457155,cover=491
- 93:leaf=-0.00618061004,cover=0
- 94:leaf=-0.000585326517,cover=0
- 2:[Area5<0.631603718] yes=5,no=6,missing=5,gain=0.791236401,cover=60050
- 5:[Pol<9.44515038] yes=11,no=12,missing=12,gain=0.636676848,cover=544
- 11:[LGI5<2.34364653] yes=23,no=24,missing=23,gain=0.336715102,cover=44
- 23:[Curv5<-0.141545609] yes=47,no=48,missing=47,gain=0.0803231597,cover=14
- 47:[Sulc0<-1.24864507] yes=95,no=96,missing=95,gain=0.0398032367,cover=11
- 95:leaf=0.00150406954,cover=0
- 96:leaf=-0.00764503051,cover=0
- 48:leaf=-0.0166148543,cover=0
- 24:[Ecc<2.8577323] yes=49,no=50,missing=49,gain=0.228592589,cover=30
- 49:[Area5<0.545738399] yes=97,no=98,missing=97,gain=0.138969451,cover=22
- 97:leaf=-0.00818126556,cover=0
- 98:leaf=0.00338813174,cover=0
- 50:leaf=-0.00737605244,cover=0
- 12:[Pol<139.671173] yes=25,no=26,missing=25,gain=0.705658078,cover=500
- 25:[PialCurv5<-0.0974217355] yes=51,no=52,missing=52,gain=0.45778048,cover=292
- 51:[Sulc0<-1.19305253] yes=99,no=100,missing=99,gain=0.545456171,cover=256
- 99:leaf=0.00868697651,cover=0
- 100:leaf=0.00230972096,cover=0
- 52:[Ecc<3.10160303] yes=101,no=102,missing=102,gain=0.289296627,cover=36
- 101:leaf=0.00533513771,cover=0
- 102:leaf=0.0147660701,cover=0
- 26:[PialCurv5<-0.113441773] yes=53,no=54,missing=53,gain=0.504585624,cover=208
- 53:[Sulc0<-1.15707839] yes=103,no=104,missing=103,gain=0.385979712,cover=101
- 103:leaf=-0.00532232923,cover=0
- 104:leaf=0.00393117359,cover=0
- 54:[Pol<171.401581] yes=105,no=106,missing=105,gain=0.476036072,cover=107
- 105:leaf=-0.00346732745,cover=0
- 106:leaf=0.00588689884,cover=0
- 6:[PialArea5<1.04617453] yes=13,no=14,missing=13,gain=0.67524296,cover=59506
- 13:[Pol<114.966316] yes=27,no=28,missing=28,gain=0.430603862,cover=584
- 27:[Curv5<0.157731384] yes=55,no=56,missing=55,gain=0.232331395,cover=354
- 55:[PialArea5<0.874648154] yes=107,no=108,missing=107,gain=0.351557434,cover=322
- 107:leaf=-0.00299961795,cover=0
- 108:leaf=0.00108992902,cover=0
- 56:[PialCurv5<0.113078766] yes=109,no=110,missing=109,gain=0.116068751,cover=32
- 109:leaf=0.0118136844,cover=0
- 110:leaf=0.00327023538,cover=0
- 28:[PialCurv5<0.236826599] yes=57,no=58,missing=57,gain=0.78869915,cover=230
- 57:[PialCurv5<-0.00171623251] yes=111,no=112,missing=112,gain=0.674377799,cover=201
- 111:leaf=-0.00131797662,cover=0
- 112:leaf=0.00597142428,cover=0
- 58:[Ecc<2.31110334] yes=113,no=114,missing=113,gain=0.0975382179,cover=29
- 113:leaf=0.000510174024,cover=0
- 114:leaf=-0.00587698352,cover=0
- 14:[Sulc0<0.649594426] yes=29,no=30,missing=30,gain=0.769102752,cover=58922
- 29:[LGI5<2.61063838] yes=59,no=60,missing=59,gain=0.703835964,cover=58882
- 59:[Ecc<3.54469991] yes=115,no=116,missing=115,gain=1.83030748,cover=24321
- 115:leaf=0.000206834622,cover=0
- 116:leaf=-0.000681011006,cover=0
- 60:[PialCurv5<-0.148241684] yes=117,no=118,missing=117,gain=1.67399263,cover=34561
- 117:leaf=-0.00117081695,cover=0
- 118:leaf=0.000296321901,cover=0
- 30:[Pol<103.851685] yes=61,no=62,missing=62,gain=0.713955164,cover=40
- 61:[Sulc0<0.830503881] yes=119,no=120,missing=119,gain=0.258724451,cover=23
- 119:leaf=0.00818432309,cover=0
- 120:leaf=-0.00373283005,cover=0
- 62:[PialArea5<1.13904655] yes=121,no=122,missing=122,gain=0.0988887548,cover=17
- 121:leaf=-0.00785744842,cover=0
- 122:leaf=-0.0175989047,cover=0
-booster[923]:
-0:[Area5<0.587948382] yes=1,no=2,missing=1,gain=0.203366086,cover=5124388
- 1:[PialArea5<0.621054947] yes=3,no=4,missing=4,gain=1.95622027,cover=866690
- 3:[PialCurv5<-0.0515215881] yes=7,no=8,missing=8,gain=1.97202826,cover=154118
- 7:[PialCurv5<-0.125671759] yes=15,no=16,missing=15,gain=2.73767304,cover=37632
- 15:[Curv5<-0.148390457] yes=31,no=32,missing=31,gain=2.58161283,cover=16921
- 31:[Ecc<0.295587689] yes=63,no=64,missing=64,gain=1.47297537,cover=16100
- 63:leaf=0.00696449308,cover=0
- 64:leaf=-0.000154095804,cover=0
- 32:[Pol<148.336472] yes=65,no=66,missing=65,gain=4.96322155,cover=821
- 65:leaf=0.00134446484,cover=0
- 66:leaf=0.0134995077,cover=0
- 16:[Ecc<1.62447274] yes=33,no=34,missing=33,gain=2.32191944,cover=20711
- 33:[LGI5<2.16230083] yes=67,no=68,missing=67,gain=2.21754575,cover=6663
- 67:leaf=-0.00318979216,cover=0
- 68:leaf=0.000195863147,cover=0
- 34:[Ecc<32.0879669] yes=69,no=70,missing=69,gain=2.63257599,cover=14048
- 69:leaf=-0.00137754506,cover=0
- 70:leaf=0.00149673223,cover=0
- 8:[Curv5<0.0386843979] yes=17,no=18,missing=17,gain=2.9071033,cover=116486
- 17:[Pol<6.72755051] yes=35,no=36,missing=36,gain=2.51413584,cover=46688
- 35:[Ecc<11.6821251] yes=71,no=72,missing=71,gain=1.09209228,cover=267
- 71:leaf=-0.00649597868,cover=0
- 72:leaf=0.000695673574,cover=0
- 36:[Pol<145.397461] yes=73,no=74,missing=73,gain=2.43601131,cover=46421
- 73:leaf=0.000474040076,cover=0
- 74:leaf=-0.000439240597,cover=0
- 18:[Ecc<0.513775289] yes=37,no=38,missing=38,gain=2.10714364,cover=69798
- 37:[Sulc0<0.345196545] yes=75,no=76,missing=75,gain=1.93685508,cover=3452
- 75:leaf=0.00106499402,cover=0
- 76:leaf=-0.0126348035,cover=0
- 38:[Sulc0<0.354630351] yes=77,no=78,missing=77,gain=2.40559387,cover=66346
- 77:leaf=-0.000574286503,cover=0
- 78:leaf=3.15440884e-05,cover=0
- 4:[Curv5<-0.136312515] yes=9,no=10,missing=10,gain=3.58992767,cover=712572
- 9:[Ecc<12.1917515] yes=19,no=20,missing=19,gain=3.37744451,cover=568769
- 19:[Sulc0<-0.43309778] yes=39,no=40,missing=39,gain=7.36553717,cover=489114
- 39:[MidArea5<0.49446398] yes=79,no=80,missing=79,gain=2.3060658,cover=440005
- 79:leaf=0.00306099746,cover=0
- 80:leaf=1.19321603e-05,cover=0
- 40:[LGI5<3.42912889] yes=81,no=82,missing=82,gain=7.07347965,cover=49109
- 81:leaf=-0.000560399669,cover=0
- 82:leaf=-0.00585154677,cover=0
- 20:[Pol<25.2957573] yes=41,no=42,missing=42,gain=3.89663959,cover=79655
- 41:[PialArea5<1.14602101] yes=83,no=84,missing=83,gain=1.79926038,cover=26188
- 83:leaf=-0.000241179703,cover=0
- 84:leaf=0.00370577467,cover=0
- 42:[Pol<140.372742] yes=85,no=86,missing=85,gain=8.03803253,cover=53467
- 85:leaf=0.00155263231,cover=0
- 86:leaf=0.000173421009,cover=0
- 10:[Pol<60.4070244] yes=21,no=22,missing=22,gain=8.76648235,cover=143803
- 21:[Ecc<3.29132295] yes=43,no=44,missing=43,gain=8.18232155,cover=23642
- 43:[PialCurv5<0.0471153036] yes=87,no=88,missing=87,gain=3.53468323,cover=10449
- 87:leaf=0.000607355672,cover=0
- 88:leaf=-0.00477088755,cover=0
- 44:[Ecc<15.3430929] yes=89,no=90,missing=89,gain=9.49593735,cover=13193
- 89:leaf=-0.00250522769,cover=0
- 90:leaf=0.00024206574,cover=0
- 22:[Pol<147.599014] yes=45,no=46,missing=45,gain=9.69677258,cover=120161
- 45:[Ecc<1.68457866] yes=91,no=92,missing=91,gain=8.06570816,cover=80426
- 91:leaf=7.22007535e-05,cover=0
- 92:leaf=0.00112884992,cover=0
- 46:[Ecc<2.79805064] yes=93,no=94,missing=93,gain=10.1435566,cover=39735
- 93:leaf=0.000607706083,cover=0
- 94:leaf=-0.000990041881,cover=0
- 2:[LGI5<2.46263766] yes=5,no=6,missing=6,gain=0.972453356,cover=4257698
- 5:[Ecc<15.7955055] yes=11,no=12,missing=12,gain=4.17021799,cover=826968
- 11:[Ecc<0.353712648] yes=23,no=24,missing=24,gain=2.86032057,cover=825319
- 23:[Sulc0<-0.574995995] yes=47,no=48,missing=47,gain=5.33805275,cover=28480
- 47:[PialArea5<0.920147538] yes=95,no=96,missing=95,gain=11.7379961,cover=17766
- 95:leaf=0.00243669865,cover=0
- 96:leaf=-0.000154767738,cover=0
- 48:[LGI5<2.13090348] yes=97,no=98,missing=97,gain=2.83928967,cover=10714
- 97:leaf=-0.00825147983,cover=0
- 98:leaf=-0.000352432398,cover=0
- 24:[LGI5<2.4272728] yes=49,no=50,missing=50,gain=2.39852929,cover=796839
- 49:[Ecc<11.1913614] yes=99,no=100,missing=100,gain=4.43693542,cover=637130
- 99:leaf=-1.3541493e-05,cover=0
- 100:leaf=-0.00200829376,cover=0
- 50:[Ecc<8.17402458] yes=101,no=102,missing=101,gain=5.54531765,cover=159709
- 101:leaf=-0.000306678703,cover=0
- 102:leaf=0.00104358781,cover=0
- 12:[PialCurv5<0.270000219] yes=25,no=26,missing=25,gain=4.93374491,cover=1649
- 25:[Area5<0.694293797] yes=51,no=52,missing=51,gain=1.73234558,cover=1404
- 51:[LGI5<2.33929968] yes=103,no=104,missing=104,gain=2.83292627,cover=424
- 103:leaf=0.00319010625,cover=0
- 104:leaf=-0.00811068248,cover=0
- 52:[Curv5<0.120553598] yes=105,no=106,missing=106,gain=1.1400075,cover=980
- 105:leaf=-0.00334426505,cover=0
- 106:leaf=0.00109272287,cover=0
- 26:[Area5<0.754342616] yes=53,no=54,missing=53,gain=0.279883146,cover=245
- 53:[LGI5<2.44958925] yes=107,no=108,missing=107,gain=0.312600136,cover=232
- 107:leaf=0.00365785253,cover=0
- 108:leaf=0.00927120354,cover=0
- 54:[PialCurv5<0.285888344] yes=109,no=110,missing=109,gain=0.06224389,cover=13
- 109:leaf=0.000303736335,cover=0
- 110:leaf=-0.00632295851,cover=0
- 6:[LGI5<2.48603988] yes=13,no=14,missing=13,gain=1.87365973,cover=3430730
- 13:[Area5<0.701312602] yes=27,no=28,missing=28,gain=3.42680573,cover=108279
- 27:[Pol<81.5476837] yes=55,no=56,missing=55,gain=3.84947157,cover=64368
- 55:[Curv5<-0.129194111] yes=111,no=112,missing=112,gain=4.90995026,cover=19465
- 111:leaf=3.62419705e-05,cover=0
- 112:leaf=-0.00158696237,cover=0
- 56:[PialCurv5<-0.210138425] yes=113,no=114,missing=114,gain=3.32096338,cover=44903
- 113:leaf=0.012742782,cover=0
- 114:leaf=0.00021938968,cover=0
- 28:[Ecc<3.48115921] yes=57,no=58,missing=57,gain=3.89613199,cover=43911
- 57:[Ecc<0.513775289] yes=115,no=116,missing=116,gain=5.11884975,cover=16967
- 115:leaf=-0.00260819122,cover=0
- 116:leaf=0.00134680094,cover=0
- 58:[Ecc<7.24576569] yes=117,no=118,missing=117,gain=2.12793064,cover=26944
- 117:leaf=-9.54733623e-05,cover=0
- 118:leaf=0.00089876214,cover=0
- 14:[Ecc<3.35458159] yes=29,no=30,missing=29,gain=2.43012261,cover=3322451
- 29:[PialCurv5<0.0171581414] yes=59,no=60,missing=59,gain=3.68132234,cover=224877
- 59:[Pol<56.1920547] yes=119,no=120,missing=119,gain=4.07259178,cover=147272
- 119:leaf=-5.87528575e-06,cover=0
- 120:leaf=-0.00053611648,cover=0
- 60:[Area5<0.709272623] yes=121,no=122,missing=122,gain=8.12693691,cover=77605
- 121:leaf=-0.000293623772,cover=0
- 122:leaf=0.000752648688,cover=0
- 30:[LGI5<2.89660096] yes=61,no=62,missing=61,gain=1.85269475,cover=3097574
- 61:[Pol<136.792099] yes=123,no=124,missing=124,gain=5.47271061,cover=1271261
- 123:leaf=5.50244749e-06,cover=0
- 124:leaf=0.000261745852,cover=0
- 62:[Ecc<4.27275372] yes=125,no=126,missing=126,gain=5.19664478,cover=1826313
- 125:leaf=-0.00168594904,cover=0
- 126:leaf=-1.59005831e-05,cover=0
-booster[924]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=1,gain=0.197290704,cover=5124388
- 1:[Ecc<7.08616447] yes=3,no=4,missing=4,gain=1.17745805,cover=483456
- 3:[LGI5<2.57263851] yes=7,no=8,missing=7,gain=2.53935337,cover=242370
- 7:[Area5<0.894858658] yes=15,no=16,missing=16,gain=2.28979278,cover=164642
- 15:[PialCurv5<-0.133997425] yes=31,no=32,missing=31,gain=2.17347836,cover=164434
- 31:[LGI5<2.47264814] yes=63,no=64,missing=63,gain=2.65434361,cover=110070
- 63:leaf=-0.000227549026,cover=0
- 64:leaf=0.000313551078,cover=0
- 32:[Area5<0.529385149] yes=65,no=66,missing=65,gain=3.10776377,cover=54364
- 65:leaf=-9.12176474e-05,cover=0
- 66:leaf=0.000666915264,cover=0
- 16:[Pol<156.492447] yes=33,no=34,missing=34,gain=2.57517624,cover=208
- 33:[Pol<43.7633247] yes=67,no=68,missing=67,gain=0.863274932,cover=192
- 67:leaf=0.00122854824,cover=0
- 68:leaf=0.00831621047,cover=0
- 34:[Ecc<6.76014757] yes=69,no=70,missing=69,gain=0.0997581482,cover=16
- 69:leaf=0.0249786694,cover=0
- 70:leaf=0.00387424231,cover=0
- 8:[Sulc0<-0.285426885] yes=17,no=18,missing=17,gain=4.37273788,cover=77728
- 17:[LGI5<3.15084362] yes=35,no=36,missing=36,gain=1.52539468,cover=75255
- 35:[PialCurv5<-0.130995557] yes=71,no=72,missing=72,gain=1.46319723,cover=72506
- 71:leaf=-0.000192889405,cover=0
- 72:leaf=-0.000748802675,cover=0
- 36:[PialCurv5<-0.159167215] yes=73,no=74,missing=73,gain=1.42826486,cover=2749
- 73:leaf=-0.00296693109,cover=0
- 74:leaf=-0.000617113139,cover=0
- 18:[LGI5<2.73077893] yes=37,no=38,missing=37,gain=3.05388308,cover=2473
- 37:[Sulc0<-0.0862998366] yes=75,no=76,missing=76,gain=2.61292696,cover=1300
- 75:leaf=0.0022719556,cover=0
- 76:leaf=0.00771460403,cover=0
- 38:[Curv5<-0.331971258] yes=77,no=78,missing=77,gain=1.55206895,cover=1173
- 77:leaf=-0.00290062791,cover=0
- 78:leaf=0.00109982479,cover=0
- 4:[LGI5<3.29043651] yes=9,no=10,missing=9,gain=1.37041521,cover=241086
- 9:[Sulc0<0.383163035] yes=19,no=20,missing=19,gain=1.21339869,cover=178750
- 19:[Pol<171.401581] yes=39,no=40,missing=39,gain=1.12213945,cover=178465
- 39:[PialCurv5<-0.125671759] yes=79,no=80,missing=80,gain=1.31250882,cover=158487
- 79:leaf=0.000162505239,cover=0
- 80:leaf=0.000541247951,cover=0
- 40:[Sulc0<-0.516633809] yes=81,no=82,missing=81,gain=1.88782275,cover=19978
- 81:leaf=7.455796e-05,cover=0
- 82:leaf=-0.00113924104,cover=0
- 20:[Pol<100.628822] yes=41,no=42,missing=41,gain=4.10314846,cover=285
- 41:[LGI5<2.84729719] yes=83,no=84,missing=84,gain=1.21055317,cover=79
- 83:leaf=0.00118953839,cover=0
- 84:leaf=-0.0153955473,cover=0
- 42:[PialCurv5<-0.210138425] yes=85,no=86,missing=85,gain=0.988467216,cover=206
- 85:leaf=0.00831456203,cover=0
- 86:leaf=-0.000899754756,cover=0
- 10:[PialCurv5<-0.062031392] yes=21,no=22,missing=21,gain=1.99131489,cover=62336
- 21:[Sulc0<-0.609302223] yes=43,no=44,missing=43,gain=1.32272243,cover=61976
- 43:[PialArea5<0.869586051] yes=87,no=88,missing=87,gain=2.10095382,cover=43080
- 87:leaf=-0.000317848346,cover=0
- 88:leaf=0.000386745698,cover=0
- 44:[PialArea5<0.89274627] yes=89,no=90,missing=89,gain=2.17059946,cover=18896
- 89:leaf=-5.63844187e-05,cover=0
- 90:leaf=-0.00120925566,cover=0
- 22:[PialArea5<0.621054947] yes=45,no=46,missing=45,gain=2.18032432,cover=360
- 45:[Ecc<14.694541] yes=91,no=92,missing=92,gain=1.27972913,cover=185
- 91:leaf=-0.00833408814,cover=0
- 92:leaf=0.00204844563,cover=0
- 46:[Ecc<40.3354568] yes=93,no=94,missing=93,gain=1.16071701,cover=175
- 93:leaf=-0.00600035256,cover=0
- 94:leaf=-0.0173779353,cover=0
- 2:[PialCurv5<-0.154837668] yes=5,no=6,missing=5,gain=0.933721483,cover=4640932
- 5:[Curv5<-0.119937547] yes=11,no=12,missing=11,gain=1.45614171,cover=36028
- 11:[MidArea5<0.95319289] yes=23,no=24,missing=23,gain=1.34855223,cover=35080
- 23:[Area5<0.613672853] yes=47,no=48,missing=48,gain=1.59141278,cover=30989
- 47:[Ecc<21.7409172] yes=95,no=96,missing=95,gain=0.945186436,cover=13973
- 95:leaf=0.00012910644,cover=0
- 96:leaf=-0.00152820104,cover=0
- 48:[Ecc<4.33753681] yes=97,no=98,missing=97,gain=1.95307231,cover=17016
- 97:leaf=0.00180572167,cover=0
- 98:leaf=0.00047069983,cover=0
- 24:[Pol<34.3003769] yes=49,no=50,missing=49,gain=1.56036818,cover=4091
- 49:[MidArea5<1.21578133] yes=99,no=100,missing=99,gain=0.954816282,cover=2581
- 99:leaf=0.000473423483,cover=0
- 100:leaf=-0.00313999993,cover=0
- 50:[Sulc0<-0.828605771] yes=101,no=102,missing=101,gain=1.48749208,cover=1510
- 101:leaf=-0.000201454546,cover=0
- 102:leaf=-0.003341262,cover=0
- 12:[Pol<157.22821] yes=25,no=26,missing=25,gain=2.49764752,cover=948
- 25:[PialArea5<0.683221579] yes=51,no=52,missing=51,gain=3.82734251,cover=799
- 51:[Area5<0.758003652] yes=103,no=104,missing=103,gain=2.03790474,cover=441
- 103:leaf=-0.000328450755,cover=0
- 104:leaf=0.017847389,cover=0
- 52:[Curv5<-0.0816265643] yes=105,no=106,missing=106,gain=1.63094568,cover=358
- 105:leaf=-0.00403113849,cover=0
- 106:leaf=-0.0110522276,cover=0
- 26:[Area5<0.600206077] yes=53,no=54,missing=53,gain=4.44065237,cover=149
- 53:[Curv5<-0.114048101] yes=107,no=108,missing=108,gain=0.200915694,cover=32
- 107:leaf=0.00231228094,cover=0
- 108:leaf=-0.0130123571,cover=0
- 54:[Ecc<6.76014757] yes=109,no=110,missing=109,gain=7.63200569,cover=117
- 109:leaf=0.0249480158,cover=0
- 110:leaf=-0.00121593487,cover=0
- 6:[Area5<0.404548973] yes=13,no=14,missing=14,gain=0.570439577,cover=4604904
- 13:[LGI5<2.45281005] yes=27,no=28,missing=27,gain=0.674488664,cover=18639
- 27:[Pol<58.6768646] yes=55,no=56,missing=56,gain=1.32525527,cover=11446
- 55:[PialArea5<0.798493028] yes=111,no=112,missing=111,gain=1.0459621,cover=1544
- 111:leaf=0.000363031722,cover=0
- 112:leaf=0.00303609436,cover=0
- 56:[Curv5<-0.0686563179] yes=113,no=114,missing=114,gain=0.974164665,cover=9902
- 113:leaf=-0.000123741032,cover=0
- 114:leaf=-0.00454844395,cover=0
- 28:[LGI5<2.72552347] yes=57,no=58,missing=57,gain=1.39774072,cover=7193
- 57:[Pol<52.7894325] yes=115,no=116,missing=115,gain=1.91598463,cover=4701
- 115:leaf=-0.0021713241,cover=0
- 116:leaf=0.00146346528,cover=0
- 58:[Pol<125.308708] yes=117,no=118,missing=117,gain=1.12796235,cover=2492
- 117:leaf=0.000336978032,cover=0
- 118:leaf=-0.00206311606,cover=0
- 14:[PialArea5<1.16111541] yes=29,no=30,missing=29,gain=0.462798476,cover=4586265
- 29:[Sulc0<-0.469276249] yes=59,no=60,missing=59,gain=0.977761567,cover=4230975
- 59:[Ecc<4.73840666] yes=119,no=120,missing=119,gain=5.04272604,cover=1110392
- 119:leaf=4.83651093e-05,cover=0
- 120:leaf=-0.000165235295,cover=0
- 60:[Ecc<0.999059319] yes=121,no=122,missing=122,gain=1.82361138,cover=3120583
- 121:leaf=-0.000260988454,cover=0
- 122:leaf=8.98944381e-06,cover=0
- 30:[PialCurv5<-0.072655201] yes=61,no=62,missing=62,gain=2.03170419,cover=355290
- 61:[Sulc0<-0.420901269] yes=123,no=124,missing=124,gain=2.87534285,cover=287921
- 123:leaf=0.000159581265,cover=0
- 124:leaf=-0.000362872699,cover=0
- 62:[Area5<0.745235085] yes=125,no=126,missing=125,gain=15.0562515,cover=67369
- 125:leaf=-0.00129729474,cover=0
- 126:leaf=0.000309899886,cover=0
-booster[925]:
-0:[PialArea5<0.422649235] yes=1,no=2,missing=2,gain=0.188665792,cover=5124388
- 1:[Area5<0.737164855] yes=3,no=4,missing=4,gain=0.765700161,cover=543506
- 3:[Sulc0<0.110320561] yes=7,no=8,missing=7,gain=0.851523519,cover=467049
- 7:[PialCurv5<0.315450013] yes=15,no=16,missing=15,gain=1.60007012,cover=42687
- 15:[Curv5<0.190557376] yes=31,no=32,missing=31,gain=1.64341974,cover=35445
- 31:[Pol<142.520569] yes=63,no=64,missing=63,gain=3.00500131,cover=27999
- 63:leaf=0.000667828368,cover=0
- 64:leaf=-0.00039426639,cover=0
- 32:[Area5<0.536314785] yes=65,no=66,missing=65,gain=2.48643494,cover=7446
- 65:leaf=-0.00403195666,cover=0
- 66:leaf=-0.000339837337,cover=0
- 16:[Pol<140.372742] yes=33,no=34,missing=33,gain=2.10345602,cover=7242
- 33:[Ecc<0.783076942] yes=67,no=68,missing=68,gain=1.54614675,cover=4730
- 67:leaf=0.00305388006,cover=0
- 68:leaf=-2.1018499e-05,cover=0
- 34:[Ecc<2.79805064] yes=69,no=70,missing=70,gain=3.64464808,cover=2512
- 69:leaf=0.000463879958,cover=0
- 70:leaf=0.004330914,cover=0
- 8:[Ecc<1.31300318] yes=17,no=18,missing=18,gain=0.857246816,cover=424362
- 17:[LGI5<2.50273752] yes=35,no=36,missing=35,gain=2.4688561,cover=1403
- 35:[Curv5<0.190557376] yes=71,no=72,missing=71,gain=2.55941105,cover=1236
- 71:leaf=-0.00617010007,cover=0
- 72:leaf=-0.0007745279,cover=0
- 36:[Area5<0.691945016] yes=73,no=74,missing=74,gain=1.31684566,cover=167
- 73:leaf=0.00265469658,cover=0
- 74:leaf=0.0155647499,cover=0
- 18:[Curv5<0.049365297] yes=37,no=38,missing=37,gain=0.745486498,cover=422959
- 37:[Ecc<8.35574818] yes=75,no=76,missing=75,gain=2.13881278,cover=6960
- 75:leaf=0.00171937793,cover=0
- 76:leaf=-0.000868539442,cover=0
- 38:[Curv5<0.113010712] yes=77,no=78,missing=77,gain=0.826368809,cover=415999
- 77:leaf=0.000206688754,cover=0
- 78:leaf=-2.83601985e-05,cover=0
- 4:[Sulc0<0.732260227] yes=9,no=10,missing=9,gain=3.14398098,cover=76457
- 9:[LGI5<2.45932961] yes=19,no=20,missing=20,gain=2.83130407,cover=23188
- 19:[Curv5<0.0798443258] yes=39,no=40,missing=40,gain=3.68492079,cover=4042
- 39:[Area5<0.745235085] yes=79,no=80,missing=80,gain=0.859867096,cover=43
- 79:leaf=-0.00257201586,cover=0
- 80:leaf=-0.018974958,cover=0
- 40:[Pol<139.671173] yes=81,no=82,missing=81,gain=1.75364804,cover=3999
- 81:leaf=-0.000204073192,cover=0
- 82:leaf=-0.0064958469,cover=0
- 20:[Pol<114.966316] yes=41,no=42,missing=42,gain=1.38734818,cover=19146
- 41:[Curv5<0.0935273841] yes=83,no=84,missing=84,gain=1.68127966,cover=17547
- 83:leaf=-0.00189771957,cover=0
- 84:leaf=0.000874986348,cover=0
- 42:[PialCurv5<0.0932018384] yes=85,no=86,missing=85,gain=1.73066854,cover=1599
- 85:leaf=0.00787909981,cover=0
- 86:leaf=0.00183551607,cover=0
- 10:[LGI5<3.23225117] yes=21,no=22,missing=21,gain=1.77812517,cover=53269
- 21:[Curv5<0.0595101416] yes=43,no=44,missing=43,gain=1.57479477,cover=35585
- 43:[PialCurv5<0.0128733069] yes=87,no=88,missing=88,gain=1.05399859,cover=34
- 87:leaf=0.0141771082,cover=0
- 88:leaf=-0.0136299375,cover=0
- 44:[LGI5<3.07360435] yes=89,no=90,missing=89,gain=1.51697135,cover=35551
- 89:leaf=-5.5293418e-05,cover=0
- 90:leaf=-0.000840068155,cover=0
- 22:[Ecc<11.1913614] yes=45,no=46,missing=45,gain=1.40533423,cover=17684
- 45:[Pol<99.0100403] yes=91,no=92,missing=91,gain=1.09269428,cover=696
- 91:leaf=-0.00387391821,cover=0
- 92:leaf=8.74348261e-05,cover=0
- 46:[PialCurv5<0.275165707] yes=93,no=94,missing=93,gain=0.987648129,cover=16988
- 93:leaf=0.00104306336,cover=0
- 94:leaf=0.000212436542,cover=0
- 2:[Curv5<0.0857537538] yes=5,no=6,missing=6,gain=0.550122023,cover=4580882
- 5:[PialCurv5<0.189327508] yes=11,no=12,missing=11,gain=1.34392977,cover=3906576
- 11:[Sulc0<0.649594426] yes=23,no=24,missing=23,gain=1.17466366,cover=3880666
- 23:[Area5<0.924216449] yes=47,no=48,missing=47,gain=0.681162477,cover=3828890
- 47:[MidArea5<1.21578133] yes=95,no=96,missing=95,gain=0.651081383,cover=3799275
- 95:leaf=3.92350876e-06,cover=0
- 96:leaf=0.000419902528,cover=0
- 48:[PialArea5<1.57955706] yes=97,no=98,missing=98,gain=1.48958313,cover=29615
- 97:leaf=-0.000384945743,cover=0
- 98:leaf=0.0006070729,cover=0
- 24:[Pol<140.372742] yes=49,no=50,missing=49,gain=2.0794816,cover=51776
- 49:[PialCurv5<0.000298873958] yes=99,no=100,missing=99,gain=2.24786258,cover=50957
- 99:leaf=-0.00166018622,cover=0
- 100:leaf=0.000339789229,cover=0
- 50:[Area5<0.593548477] yes=101,no=102,missing=102,gain=2.44046736,cover=819
- 101:leaf=0.0150067359,cover=0
- 102:leaf=-0.00268325163,cover=0
- 12:[MidArea5<0.680376351] yes=25,no=26,missing=26,gain=2.9044199,cover=25910
- 25:[LGI5<2.16230083] yes=51,no=52,missing=51,gain=1.60427284,cover=16811
- 51:[Pol<103.851685] yes=103,no=104,missing=103,gain=1.72645116,cover=121
- 103:leaf=-0.0123089245,cover=0
- 104:leaf=-0.000404456485,cover=0
- 52:[Ecc<5.97554874] yes=105,no=106,missing=105,gain=1.70118928,cover=16690
- 105:leaf=0.000168808736,cover=0
- 106:leaf=-0.000995025854,cover=0
- 26:[LGI5<2.33929968] yes=53,no=54,missing=53,gain=1.74526143,cover=9099
- 53:[LGI5<2.32613516] yes=107,no=108,missing=108,gain=1.48861861,cover=653
- 107:leaf=0.0019904736,cover=0
- 108:leaf=0.00948443543,cover=0
- 54:[Sulc0<-0.188964635] yes=109,no=110,missing=109,gain=1.85086823,cover=8446
- 109:leaf=-0.00173800404,cover=0
- 110:leaf=0.000458603259,cover=0
- 6:[Ecc<1.15906882] yes=13,no=14,missing=13,gain=1.24608982,cover=674306
- 13:[PialCurv5<0.113078766] yes=27,no=28,missing=27,gain=5.47728205,cover=18247
- 27:[Pol<144.670364] yes=55,no=56,missing=56,gain=5.58293009,cover=3906
- 55:[PialCurv5<0.0128733069] yes=111,no=112,missing=111,gain=4.67228937,cover=1924
- 111:leaf=-0.00708638737,cover=0
- 112:leaf=0.00068666396,cover=0
- 56:[Area5<0.808195949] yes=113,no=114,missing=113,gain=2.0781374,cover=1982
- 113:leaf=-0.00441159541,cover=0
- 114:leaf=0.00200221664,cover=0
- 28:[Sulc0<-0.292069882] yes=57,no=58,missing=57,gain=3.07205391,cover=14341
- 57:[PialCurv5<0.212141559] yes=115,no=116,missing=115,gain=3.44237471,cover=5305
- 115:leaf=-2.82341334e-05,cover=0
- 116:leaf=-0.00270476169,cover=0
- 58:[Sulc0<0.0372688323] yes=117,no=118,missing=118,gain=2.36136365,cover=9036
- 117:leaf=0.000937359058,cover=0
- 118:leaf=-0.00117184222,cover=0
- 14:[Sulc0<-0.298712492] yes=29,no=30,missing=29,gain=2.88591933,cover=656059
- 29:[Pol<127.728462] yes=59,no=60,missing=59,gain=8.78989601,cover=15509
- 59:[Pol<73.3354874] yes=119,no=120,missing=119,gain=8.00764751,cover=9931
- 119:leaf=0.00173064589,cover=0
- 120:leaf=-0.00126845716,cover=0
- 60:[Ecc<7.59607029] yes=121,no=122,missing=121,gain=19.5049629,cover=5578
- 121:leaf=0.00502431626,cover=0
- 122:leaf=-0.00089741702,cover=0
- 30:[PialCurv5<-0.0410871245] yes=61,no=62,missing=62,gain=1.86248136,cover=640550
- 61:[Pol<153.554306] yes=123,no=124,missing=123,gain=2.66027546,cover=660
- 123:leaf=0.0006386764,cover=0
- 124:leaf=0.00772938645,cover=0
- 62:[LGI5<2.48603988] yes=125,no=126,missing=125,gain=1.46830821,cover=639890
- 125:leaf=8.6180713e-05,cover=0
- 126:leaf=-9.40266327e-05,cover=0
-booster[926]:
-0:[PialArea5<0.349780142] yes=1,no=2,missing=1,gain=0.181771785,cover=5124388
- 1:[Ecc<3.60812569] yes=3,no=4,missing=4,gain=0.536916137,cover=242979
- 3:[Area5<0.690371037] yes=7,no=8,missing=8,gain=0.536767483,cover=28063
- 7:[Sulc0<0.308185816] yes=15,no=16,missing=15,gain=0.747490406,cover=25469
- 15:[PialCurv5<0.0331302322] yes=31,no=32,missing=32,gain=0.610481203,cover=12636
- 31:[Area5<0.517926872] yes=63,no=64,missing=63,gain=1.29282534,cover=749
- 63:leaf=0.00235388847,cover=0
- 64:leaf=-0.0025071241,cover=0
- 32:[Ecc<0.221054599] yes=65,no=66,missing=65,gain=0.77456367,cover=11887
- 65:leaf=0.00335478759,cover=0
- 66:leaf=7.65285149e-05,cover=0
- 16:[PialCurv5<0.24610664] yes=33,no=34,missing=33,gain=0.9040066,cover=12833
- 33:[LGI5<2.45281005] yes=67,no=68,missing=68,gain=1.02770579,cover=1941
- 67:leaf=-0.00269328523,cover=0
- 68:leaf=-0.000390538218,cover=0
- 34:[Pol<115.563423] yes=69,no=70,missing=69,gain=0.74159503,cover=10892
- 69:leaf=-0.000400713179,cover=0
- 70:leaf=0.0019165047,cover=0
- 8:[Pol<70.3717499] yes=17,no=18,missing=18,gain=1.64959621,cover=2594
- 17:[Curv5<0.116796501] yes=35,no=36,missing=36,gain=1.28180456,cover=48
- 35:[PialCurv5<0.15079549] yes=71,no=72,missing=71,gain=0.261759758,cover=10
- 71:leaf=-0.0146953911,cover=0
- 72:leaf=-0.0356108062,cover=0
- 36:[Area5<0.710077047] yes=73,no=74,missing=73,gain=0.323916078,cover=38
- 73:leaf=0.00129299203,cover=0
- 74:leaf=-0.00790026784,cover=0
- 18:[Pol<86.7064972] yes=37,no=38,missing=37,gain=1.74372661,cover=2546
- 37:[LGI5<2.53428411] yes=75,no=76,missing=75,gain=0.50053072,cover=53
- 75:leaf=0.0114489114,cover=0
- 76:leaf=-0.00255951588,cover=0
- 38:[LGI5<2.39007568] yes=77,no=78,missing=77,gain=1.15094209,cover=2493
- 77:leaf=-0.00120797742,cover=0
- 78:leaf=0.00117725157,cover=0
- 4:[Sulc0<0.383163035] yes=9,no=10,missing=9,gain=0.785145283,cover=214916
- 9:[Pol<99.5532455] yes=19,no=20,missing=19,gain=1.19207621,cover=13149
- 19:[Ecc<5.59685707] yes=39,no=40,missing=39,gain=2.88353682,cover=5059
- 39:[LGI5<2.74668789] yes=79,no=80,missing=80,gain=1.08264351,cover=1154
- 79:leaf=0.00279721501,cover=0
- 80:leaf=0.00857823715,cover=0
- 40:[Sulc0<0.0850813463] yes=81,no=82,missing=81,gain=1.29842806,cover=3905
- 81:leaf=-0.00188992638,cover=0
- 82:leaf=0.00075948477,cover=0
- 20:[Curv5<0.110890195] yes=41,no=42,missing=41,gain=1.44126213,cover=8090
- 41:[Curv5<-0.156904668] yes=83,no=84,missing=83,gain=1.52765226,cover=805
- 83:leaf=0.00168612122,cover=0
- 84:leaf=-0.00324446196,cover=0
- 42:[Area5<0.548651993] yes=85,no=86,missing=85,gain=1.32349002,cover=7285
- 85:leaf=-0.00213953154,cover=0
- 86:leaf=0.000475791516,cover=0
- 10:[Pol<102.778297] yes=21,no=22,missing=21,gain=0.804056525,cover=201767
- 21:[Ecc<7.03401423] yes=43,no=44,missing=43,gain=1.56907892,cover=140318
- 43:[Sulc0<0.779008448] yes=87,no=88,missing=87,gain=1.9252212,cover=20560
- 87:leaf=0.000725394464,cover=0
- 88:leaf=-0.000299790467,cover=0
- 44:[Ecc<19.4699688] yes=89,no=90,missing=89,gain=1.29999757,cover=119758
- 89:leaf=-0.000225932905,cover=0
- 90:leaf=0.000109953216,cover=0
- 22:[Ecc<6.52965975] yes=45,no=46,missing=45,gain=1.73575306,cover=61449
- 45:[Curv5<0.195079193] yes=91,no=92,missing=92,gain=1.72808552,cover=20178
- 91:leaf=-0.000892981538,cover=0
- 92:leaf=0.000117656018,cover=0
- 46:[Ecc<17.0169544] yes=93,no=94,missing=93,gain=4.27632523,cover=41271
- 93:leaf=0.000822141592,cover=0
- 94:leaf=-0.000206281358,cover=0
- 2:[PialCurv5<0.353309482] yes=5,no=6,missing=5,gain=0.292984396,cover=4881409
- 5:[Sulc0<1.11117697] yes=11,no=12,missing=12,gain=0.544633031,cover=4788483
- 11:[Ecc<33.9075584] yes=23,no=24,missing=23,gain=0.520205021,cover=4763868
- 23:[Pol<103.31839] yes=47,no=48,missing=47,gain=0.690368295,cover=4430369
- 47:[Ecc<14.9070177] yes=95,no=96,missing=96,gain=8.30771255,cover=2211553
- 95:leaf=-2.81590019e-05,cover=0
- 96:leaf=0.000207353412,cover=0
- 48:[Ecc<17.2700901] yes=97,no=98,missing=97,gain=8.18193531,cover=2218816
- 97:leaf=2.61026671e-05,cover=0
- 98:leaf=-0.000231776954,cover=0
- 24:[Pol<116.093399] yes=49,no=50,missing=49,gain=6.20525885,cover=333499
- 49:[PialCurv5<-0.0395349935] yes=99,no=100,missing=100,gain=8.07252598,cover=210366
- 99:leaf=0.000296012149,cover=0
- 100:leaf=-0.000410314795,cover=0
- 50:[Pol<148.336472] yes=101,no=102,missing=101,gain=6.35108757,cover=123133
- 101:leaf=0.000643438951,cover=0
- 102:leaf=-8.44990354e-05,cover=0
- 12:[Ecc<19.7764034] yes=25,no=26,missing=26,gain=3.75692034,cover=24615
- 25:[PialCurv5<0.116372027] yes=51,no=52,missing=51,gain=8.0661993,cover=1893
- 51:[Pol<93.3357697] yes=103,no=104,missing=103,gain=2.71824169,cover=52
- 103:leaf=-0.0296229366,cover=0
- 104:leaf=-0.0056547476,cover=0
- 52:[Pol<111.846848] yes=105,no=106,missing=106,gain=2.33554077,cover=1841
- 105:leaf=-0.00103505305,cover=0
- 106:leaf=-0.0114064654,cover=0
- 26:[PialCurv5<0.265012205] yes=53,no=54,missing=53,gain=2.40693617,cover=22722
- 53:[Pol<111.326981] yes=107,no=108,missing=107,gain=2.43385005,cover=12471
- 107:leaf=0.00105727441,cover=0
- 108:leaf=-0.00185739459,cover=0
- 54:[Curv5<0.120553598] yes=109,no=110,missing=109,gain=1.60968304,cover=10251
- 109:leaf=-0.00288771698,cover=0
- 110:leaf=-1.14431859e-05,cover=0
- 6:[Area5<0.64784193] yes=13,no=14,missing=13,gain=1.12666428,cover=92926
- 13:[Curv5<0.133649558] yes=27,no=28,missing=27,gain=1.83207941,cover=16608
- 27:[MidArea5<0.584310353] yes=55,no=56,missing=55,gain=1.42042887,cover=708
- 55:[LGI5<2.19753051] yes=111,no=112,missing=111,gain=0.508452892,cover=570
- 111:leaf=0.0145410625,cover=0
- 112:leaf=-0.00342462515,cover=0
- 56:[LGI5<2.43692279] yes=113,no=114,missing=113,gain=1.24689674,cover=138
- 113:leaf=-0.00672488241,cover=0
- 114:leaf=0.00478495425,cover=0
- 28:[PialArea5<0.636387587] yes=57,no=58,missing=58,gain=1.06484306,cover=15900
- 57:[Sulc0<0.443755656] yes=115,no=116,missing=115,gain=0.72182256,cover=15858
- 115:leaf=0.000105825384,cover=0
- 116:leaf=0.000799086876,cover=0
- 58:[Ecc<8.29616165] yes=117,no=118,missing=118,gain=0.576446414,cover=42
- 117:leaf=0.00447970675,cover=0
- 118:leaf=0.0176232588,cover=0
- 14:[Curv5<0.15992938] yes=29,no=30,missing=30,gain=1.89616168,cover=76318
- 29:[PialArea5<0.463276565] yes=59,no=60,missing=59,gain=1.40251136,cover=15993
- 59:[LGI5<3.26095963] yes=119,no=120,missing=120,gain=1.38082767,cover=10733
- 119:leaf=-0.000342122599,cover=0
- 120:leaf=0.000968086533,cover=0
- 60:[Ecc<1.85215485] yes=121,no=122,missing=122,gain=1.68170047,cover=5260
- 121:leaf=-0.00381021551,cover=0
- 122:leaf=0.00114813703,cover=0
- 30:[Pol<109.248352] yes=61,no=62,missing=62,gain=1.13172364,cover=60325
- 61:[Ecc<18.5999508] yes=123,no=124,missing=123,gain=0.845024884,cover=44188
- 123:leaf=-0.000306651433,cover=0
- 124:leaf=0.000177828231,cover=0
- 62:[Sulc0<0.184694022] yes=125,no=126,missing=126,gain=1.87315702,cover=16137
- 125:leaf=0.000596781087,cover=0
- 126:leaf=-0.000889173651,cover=0
-booster[927]:
-0:[PialArea5<0.485325813] yes=1,no=2,missing=1,gain=0.178298786,cover=5124388
- 1:[Pol<57.0350037] yes=3,no=4,missing=3,gain=1.14425349,cover=826518
- 3:[LGI5<3.1767621] yes=7,no=8,missing=8,gain=1.97374392,cover=14384
- 7:[Area5<0.63275224] yes=15,no=16,missing=15,gain=1.4667908,cover=8671
- 15:[Curv5<0.00780903921] yes=31,no=32,missing=32,gain=1.35779881,cover=2804
- 31:[PialCurv5<0.0495097227] yes=63,no=64,missing=63,gain=2.05111909,cover=920
- 63:leaf=2.57716201e-05,cover=0
- 64:leaf=-0.00893714745,cover=0
- 32:[Ecc<42.9490852] yes=65,no=66,missing=65,gain=1.70356512,cover=1884
- 65:leaf=0.002239472,cover=0
- 66:leaf=-0.00246207323,cover=0
- 16:[Ecc<2.25101852] yes=33,no=34,missing=34,gain=2.1324687,cover=5867
- 33:[PialCurv5<0.208232641] yes=67,no=68,missing=67,gain=2.25788283,cover=830
- 67:leaf=-0.00484474935,cover=0
- 68:leaf=0.000525776064,cover=0
- 34:[LGI5<2.34802985] yes=69,no=70,missing=69,gain=2.81167269,cover=5037
- 69:leaf=0.0125095835,cover=0
- 70:leaf=-0.000185357727,cover=0
- 8:[Pol<39.9674568] yes=17,no=18,missing=18,gain=2.27917886,cover=5713
- 17:[Sulc0<1.11117697] yes=35,no=36,missing=35,gain=2.0389533,cover=2067
- 35:[LGI5<3.84897733] yes=71,no=72,missing=71,gain=2.61948109,cover=1615
- 71:leaf=0.00151278439,cover=0
- 72:leaf=-0.00422810949,cover=0
- 36:[Curv5<0.183586344] yes=73,no=74,missing=73,gain=0.776441216,cover=452
- 73:leaf=-0.00477162935,cover=0
- 74:leaf=-0.000529991172,cover=0
- 18:[Ecc<38.7725143] yes=37,no=38,missing=37,gain=2.34253025,cover=3646
- 37:[PialCurv5<0.24610664] yes=75,no=76,missing=75,gain=2.64898205,cover=1644
- 75:leaf=0.00436636526,cover=0
- 76:leaf=-0.000565831142,cover=0
- 38:[PialCurv5<0.24610664] yes=77,no=78,missing=77,gain=3.55188656,cover=2002
- 77:leaf=-0.00121345709,cover=0
- 78:leaf=0.00300214021,cover=0
- 4:[Sulc0<-0.87967056] yes=9,no=10,missing=10,gain=1.5008086,cover=812134
- 9:[Area5<0.453641325] yes=19,no=20,missing=19,gain=1.48461425,cover=127
- 19:[Ecc<0.783076942] yes=39,no=40,missing=40,gain=0.35928762,cover=60
- 39:[Pol<106.604004] yes=79,no=80,missing=79,gain=0.0619728565,cover=13
- 79:leaf=0.00969641935,cover=0
- 80:leaf=0.00242327782,cover=0
- 40:[LGI5<2.47631311] yes=81,no=82,missing=82,gain=0.0652046055,cover=47
- 81:leaf=2.62734138e-05,cover=0
- 82:leaf=-0.00377883692,cover=0
- 20:[PialCurv5<-0.0632625744] yes=41,no=42,missing=41,gain=1.11818457,cover=67
- 41:[LGI5<2.29656005] yes=83,no=84,missing=83,gain=0.329967022,cover=32
- 83:leaf=0.000964956009,cover=0
- 84:leaf=0.0186913442,cover=0
- 42:[Ecc<1.10530448] yes=85,no=86,missing=86,gain=0.391656697,cover=35
- 85:leaf=0.00695196539,cover=0
- 86:leaf=-0.005138963,cover=0
- 10:[Pol<109.248352] yes=21,no=22,missing=21,gain=1.30931115,cover=812007
- 21:[Ecc<20.3925476] yes=43,no=44,missing=43,gain=1.56012154,cover=594946
- 43:[Ecc<10.426198] yes=87,no=88,missing=88,gain=3.41622543,cover=452231
- 87:leaf=1.65179481e-05,cover=0
- 88:leaf=-0.000286427938,cover=0
- 44:[Area5<0.683950484] yes=89,no=90,missing=89,gain=2.79120731,cover=142715
- 89:leaf=-0.000152495893,cover=0
- 90:leaf=0.000298879633,cover=0
- 22:[Sulc0<1.06550956] yes=45,no=46,missing=45,gain=2.81345558,cover=217061
- 45:[LGI5<2.52671862] yes=91,no=92,missing=91,gain=2.14261317,cover=212658
- 91:leaf=-8.03989315e-05,cover=0
- 92:leaf=0.000256050727,cover=0
- 46:[Ecc<42.1016579] yes=93,no=94,missing=93,gain=1.44321847,cover=4403
- 93:leaf=-0.0015612907,cover=0
- 94:leaf=0.000779851514,cover=0
- 2:[Sulc0<0.995960534] yes=5,no=6,missing=5,gain=0.79006803,cover=4297870
- 5:[Curv5<0.099404186] yes=11,no=12,missing=11,gain=0.920734525,cover=4284455
- 11:[MidArea5<0.612316132] yes=23,no=24,missing=23,gain=0.631320834,cover=3959387
- 23:[LGI5<2.63290954] yes=47,no=48,missing=47,gain=2.5561595,cover=328030
- 47:[Sulc0<0.126604497] yes=95,no=96,missing=95,gain=3.83347058,cover=184951
- 95:leaf=-1.10193687e-05,cover=0
- 96:leaf=0.000811854668,cover=0
- 48:[LGI5<3.1967752] yes=97,no=98,missing=97,gain=3.82486534,cover=143079
- 97:leaf=-0.000392061978,cover=0
- 98:leaf=0.000173330278,cover=0
- 24:[PialArea5<0.617149889] yes=49,no=50,missing=49,gain=2.87032914,cover=3631357
- 49:[Ecc<37.2796402] yes=99,no=100,missing=99,gain=7.99065495,cover=174280
- 99:leaf=0.000301849563,cover=0
- 100:leaf=-0.000982326223,cover=0
- 50:[Curv5<0.0473068655] yes=101,no=102,missing=101,gain=2.33171511,cover=3457077
- 101:leaf=8.98668532e-06,cover=0
- 102:leaf=-0.000147833241,cover=0
- 12:[Ecc<20.3925476] yes=25,no=26,missing=26,gain=2.49760556,cover=325068
- 25:[Area5<0.729573667] yes=51,no=52,missing=51,gain=2.42121458,cover=271757
- 51:[LGI5<2.70478106] yes=103,no=104,missing=103,gain=5.15742636,cover=164247
- 103:leaf=-0.000105632374,cover=0
- 104:leaf=0.000485369761,cover=0
- 52:[Area5<0.854415178] yes=105,no=106,missing=105,gain=2.71046686,cover=107510
- 105:leaf=-0.000283837377,cover=0
- 106:leaf=0.000635866949,cover=0
- 26:[Sulc0<0.20153527] yes=53,no=54,missing=54,gain=4.50902557,cover=53311
- 53:[Pol<157.22821] yes=107,no=108,missing=107,gain=4.4548254,cover=3831
- 107:leaf=0.000749939005,cover=0
- 108:leaf=0.00703016156,cover=0
- 54:[Curv5<0.149355054] yes=109,no=110,missing=109,gain=2.67559576,cover=49480
- 109:leaf=-0.000659296114,cover=0
- 110:leaf=0.00049510895,cover=0
- 6:[Ecc<25.5461979] yes=13,no=14,missing=13,gain=1.85816371,cover=13415
- 13:[LGI5<3.45167398] yes=27,no=28,missing=27,gain=1.98774207,cover=2211
- 27:[Curv5<0.141257599] yes=55,no=56,missing=55,gain=1.33910549,cover=1427
- 55:[PialCurv5<0.000298873958] yes=111,no=112,missing=111,gain=1.08773863,cover=1035
- 111:leaf=-0.0146199856,cover=0
- 112:leaf=-0.000586423033,cover=0
- 56:[PialCurv5<0.131570891] yes=113,no=114,missing=113,gain=1.02822804,cover=392
- 113:leaf=0.0232127663,cover=0
- 114:leaf=0.00232640165,cover=0
- 28:[Area5<0.715747833] yes=57,no=58,missing=57,gain=1.49663067,cover=784
- 57:[LGI5<3.78836131] yes=115,no=116,missing=116,gain=0.911929131,cover=152
- 115:leaf=-0.00424691988,cover=0
- 116:leaf=-0.0122305397,cover=0
- 58:[MidArea5<0.681940854] yes=117,no=118,missing=117,gain=1.43767452,cover=632
- 117:leaf=0.000372095121,cover=0
- 118:leaf=-0.00439908868,cover=0
- 14:[Pol<87.3220139] yes=29,no=30,missing=29,gain=1.95373178,cover=11204
- 29:[LGI5<3.62495422] yes=59,no=60,missing=60,gain=2.42178726,cover=6279
- 59:[LGI5<3.45167398] yes=119,no=120,missing=119,gain=2.84316897,cover=5137
- 119:leaf=0.000303807086,cover=0
- 120:leaf=-0.00235226215,cover=0
- 60:[PialCurv5<0.0567538291] yes=121,no=122,missing=122,gain=3.39743972,cover=1142
- 121:leaf=-0.0182969626,cover=0
- 122:leaf=0.00249891984,cover=0
- 30:[Area5<0.877147377] yes=61,no=62,missing=61,gain=1.59629655,cover=4925
- 61:[PialArea5<0.605248392] yes=123,no=124,missing=124,gain=2.81781292,cover=4085
- 123:leaf=0.00140819349,cover=0
- 124:leaf=0.00626877183,cover=0
- 62:[LGI5<3.42912889] yes=125,no=126,missing=125,gain=1.54638803,cover=840
- 125:leaf=0.00122268929,cover=0
- 126:leaf=-0.00312004867,cover=0
-booster[928]:
-0:[Area5<0.587948382] yes=1,no=2,missing=2,gain=0.176142633,cover=5124388
- 1:[PialArea5<0.621054947] yes=3,no=4,missing=3,gain=1.76075947,cover=866690
- 3:[PialCurv5<-0.0515215881] yes=7,no=8,missing=8,gain=1.80257082,cover=154118
- 7:[PialCurv5<-0.125671759] yes=15,no=16,missing=16,gain=2.45155883,cover=37632
- 15:[Curv5<-0.148390457] yes=31,no=32,missing=31,gain=2.34494972,cover=16921
- 31:[Ecc<0.295587689] yes=63,no=64,missing=63,gain=1.33300114,cover=16100
- 63:leaf=0.00662118057,cover=0
- 64:leaf=-0.000150733918,cover=0
- 32:[Pol<148.336472] yes=65,no=66,missing=65,gain=4.52445412,cover=821
- 65:leaf=0.00127503381,cover=0
- 66:leaf=0.0128803477,cover=0
- 16:[Area5<0.404548973] yes=33,no=34,missing=34,gain=2.23521328,cover=20711
- 33:[LGI5<3.09872246] yes=67,no=68,missing=68,gain=1.06970263,cover=2262
- 67:leaf=0.00116190454,cover=0
- 68:leaf=-0.00179059058,cover=0
- 34:[LGI5<2.2730217] yes=69,no=70,missing=69,gain=2.42721748,cover=18449
- 69:leaf=-0.00262039131,cover=0
- 70:leaf=-0.000779591617,cover=0
- 8:[Curv5<0.0322575867] yes=17,no=18,missing=17,gain=2.67985177,cover=116486
- 17:[Pol<6.72755051] yes=35,no=36,missing=36,gain=2.22087336,cover=44260
- 35:[Sulc0<-0.451341361] yes=71,no=72,missing=71,gain=1.06626606,cover=257
- 71:leaf=-0.00762004917,cover=0
- 72:leaf=-0.00117988256,cover=0
- 36:[LGI5<2.13090348] yes=73,no=74,missing=73,gain=1.95555484,cover=44003
- 73:leaf=0.00330248848,cover=0
- 74:leaf=0.000260985573,cover=0
- 18:[Ecc<0.513775289] yes=37,no=38,missing=37,gain=2.08854914,cover=72226
- 37:[LGI5<2.24172258] yes=75,no=76,missing=75,gain=1.94538665,cover=3654
- 75:leaf=0.0036002018,cover=0
- 76:leaf=0.000440743839,cover=0
- 38:[Pol<117.668175] yes=77,no=78,missing=78,gain=2.18806672,cover=68572
- 77:leaf=-0.000115658353,cover=0
- 78:leaf=-0.000755535904,cover=0
- 4:[Curv5<-0.130991504] yes=9,no=10,missing=9,gain=3.24739838,cover=712572
- 9:[Ecc<12.3665791] yes=19,no=20,missing=20,gain=3.01911974,cover=580045
- 19:[Sulc0<-0.426983118] yes=39,no=40,missing=39,gain=6.83751774,cover=500375
- 39:[MidArea5<0.49446398] yes=79,no=80,missing=79,gain=2.20255733,cover=450376
- 79:leaf=0.00295216287,cover=0
- 80:leaf=1.45706481e-05,cover=0
- 40:[LGI5<3.42912889] yes=81,no=82,missing=82,gain=5.84894419,cover=49999
- 81:leaf=-0.00053457747,cover=0
- 82:leaf=-0.00524138054,cover=0
- 20:[Pol<26.4235344] yes=41,no=42,missing=42,gain=3.64968061,cover=79670
- 41:[PialArea5<1.14602101] yes=83,no=84,missing=84,gain=1.77033103,cover=26766
- 83:leaf=-0.00023028774,cover=0
- 84:leaf=0.00365160475,cover=0
- 42:[Pol<140.372742] yes=85,no=86,missing=85,gain=7.84006405,cover=52904
- 85:leaf=0.00154131069,cover=0
- 86:leaf=0.000163185803,cover=0
- 10:[Ecc<6.35379457] yes=21,no=22,missing=22,gain=8.69307613,cover=132527
- 21:[Ecc<0.669936359] yes=43,no=44,missing=43,gain=7.33566189,cover=93805
- 43:[PialCurv5<-0.00955641083] yes=87,no=88,missing=87,gain=3.75995183,cover=16173
- 87:leaf=-9.97922252e-05,cover=0
- 88:leaf=-0.00218346505,cover=0
- 44:[Pol<51.9018669] yes=89,no=90,missing=90,gain=7.4673748,cover=77632
- 89:leaf=-0.000915707264,cover=0
- 90:leaf=0.000884307723,cover=0
- 22:[PialCurv5<0.00236006663] yes=45,no=46,missing=46,gain=7.00934315,cover=38722
- 45:[Pol<146.122681] yes=91,no=92,missing=91,gain=5.82236052,cover=31767
- 91:leaf=0.000332013908,cover=0
- 92:leaf=-0.00127512042,cover=0
- 46:[Pol<119.248337] yes=93,no=94,missing=94,gain=5.18725109,cover=6955
- 93:leaf=-0.000423764548,cover=0
- 94:leaf=-0.00315470062,cover=0
- 2:[LGI5<2.46263766] yes=5,no=6,missing=5,gain=0.897069037,cover=4257698
- 5:[Ecc<15.7955055] yes=11,no=12,missing=12,gain=3.75443006,cover=826968
- 11:[Ecc<0.353712648] yes=23,no=24,missing=24,gain=2.64098144,cover=825319
- 23:[Sulc0<-0.574995995] yes=47,no=48,missing=47,gain=4.68470764,cover=28480
- 47:[PialArea5<0.851613045] yes=95,no=96,missing=96,gain=10.6809959,cover=17766
- 95:leaf=0.00270910561,cover=0
- 96:leaf=8.25460229e-05,cover=0
- 48:[Area5<0.694293797] yes=97,no=98,missing=97,gain=2.60855389,cover=10714
- 97:leaf=-0.000889154267,cover=0
- 98:leaf=0.000842269452,cover=0
- 24:[Sulc0<-0.332174033] yes=49,no=50,missing=49,gain=2.32359791,cover=796839
- 49:[Ecc<4.8056078] yes=99,no=100,missing=100,gain=11.3847303,cover=403045
- 99:leaf=-2.82377932e-05,cover=0
- 100:leaf=-0.000739742944,cover=0
- 50:[Pol<114.432869] yes=101,no=102,missing=101,gain=5.08675766,cover=393794
- 101:leaf=-9.70640467e-05,cover=0
- 102:leaf=0.000291586359,cover=0
- 12:[PialCurv5<0.280504435] yes=25,no=26,missing=25,gain=4.45559502,cover=1649
- 25:[Area5<0.713311911] yes=51,no=52,missing=51,gain=1.61775064,cover=1425
- 51:[LGI5<2.33929968] yes=103,no=104,missing=104,gain=3.10207319,cover=581
- 103:leaf=0.00231306022,cover=0
- 104:leaf=-0.00719656795,cover=0
- 52:[Curv5<0.114925429] yes=105,no=106,missing=105,gain=1.38309383,cover=844
- 105:leaf=-0.00325930351,cover=0
- 106:leaf=0.00135227002,cover=0
- 26:[Area5<0.749596059] yes=53,no=54,missing=53,gain=0.294705033,cover=224
- 53:[LGI5<2.44958925] yes=107,no=108,missing=108,gain=0.310637593,cover=213
- 107:leaf=0.00378779694,cover=0
- 108:leaf=0.00969278067,cover=0
- 54:[LGI5<2.34802985] yes=109,no=110,missing=109,gain=0.0831770524,cover=11
- 109:leaf=0.00186187273,cover=0
- 110:leaf=-0.00659473566,cover=0
- 6:[LGI5<2.48283219] yes=13,no=14,missing=14,gain=1.66950572,cover=3430730
- 13:[Ecc<0.45941934] yes=27,no=28,missing=28,gain=3.87264299,cover=93042
- 27:[Sulc0<-0.258417875] yes=55,no=56,missing=55,gain=4.00549793,cover=2642
- 55:[PialCurv5<-0.0737633556] yes=111,no=112,missing=112,gain=2.15384293,cover=2359
- 111:leaf=-0.00279661012,cover=0
- 112:leaf=0.000271332188,cover=0
- 56:[Curv5<0.00546095846] yes=113,no=114,missing=113,gain=3.79690886,cover=283
- 113:leaf=-0.021175405,cover=0
- 114:leaf=-0.0048492169,cover=0
- 28:[Curv5<-0.0366821773] yes=57,no=58,missing=58,gain=2.98929071,cover=90400
- 57:[PialCurv5<-0.0737633556] yes=115,no=116,missing=115,gain=2.02118921,cover=43872
- 115:leaf=0.000228763703,cover=0
- 116:leaf=-0.000478888483,cover=0
- 58:[PialCurv5<-0.0868030339] yes=117,no=118,missing=117,gain=11.595974,cover=46528
- 117:leaf=0.0216543674,cover=0
- 118:leaf=0.000520803791,cover=0
- 14:[Ecc<3.35458159] yes=29,no=30,missing=29,gain=2.02443075,cover=3337688
- 29:[PialCurv5<0.0171581414] yes=59,no=60,missing=59,gain=4.0716114,cover=230985
- 59:[Pol<56.1920547] yes=119,no=120,missing=120,gain=3.83167458,cover=151220
- 119:leaf=-7.46343312e-06,cover=0
- 120:leaf=-0.000515074877,cover=0
- 60:[Area5<0.709272623] yes=121,no=122,missing=121,gain=7.86115265,cover=79765
- 121:leaf=-0.000255021412,cover=0
- 122:leaf=0.000759591989,cover=0
- 30:[LGI5<2.89660096] yes=61,no=62,missing=61,gain=1.64587545,cover=3106703
- 61:[Pol<92.1537628] yes=123,no=124,missing=123,gain=5.56271505,cover=1280390
- 123:leaf=0.000175826965,cover=0
- 124:leaf=-3.4803641e-05,cover=0
- 62:[Ecc<4.27275372] yes=125,no=126,missing=125,gain=4.70917797,cover=1826313
- 125:leaf=-0.00160431524,cover=0
- 126:leaf=-1.45240729e-05,cover=0
-booster[929]:
-0:[PialArea5<0.849116743] yes=1,no=2,missing=1,gain=0.189827457,cover=5124388
- 1:[MidArea5<0.922174513] yes=3,no=4,missing=3,gain=0.955583632,cover=3025564
- 3:[Ecc<0.221054599] yes=7,no=8,missing=8,gain=0.863452792,cover=3023730
- 7:[LGI5<2.19753051] yes=15,no=16,missing=16,gain=3.13372922,cover=10973
- 15:[Area5<0.453641325] yes=31,no=32,missing=31,gain=1.62505531,cover=821
- 31:[PialCurv5<-0.0982506946] yes=59,no=60,missing=59,gain=1.63712692,cover=101
- 59:leaf=0.0042609931,cover=0
- 60:leaf=-0.00838521309,cover=0
- 32:[Sulc0<-0.271910518] yes=61,no=62,missing=61,gain=1.73871326,cover=720
- 61:leaf=0.00480163051,cover=0
- 62:leaf=-0.00634901086,cover=0
- 16:[LGI5<2.23211861] yes=33,no=34,missing=33,gain=2.96048856,cover=10152
- 33:[Area5<0.735260904] yes=63,no=64,missing=64,gain=2.68427014,cover=439
- 63:leaf=-0.00321446965,cover=0
- 64:leaf=-0.0294466205,cover=0
- 34:[MidArea5<0.644943953] yes=65,no=66,missing=66,gain=2.6255188,cover=9713
- 65:leaf=-0.000403974904,cover=0
- 66:leaf=0.00124233437,cover=0
- 8:[MidArea5<0.770541191] yes=17,no=18,missing=18,gain=0.856841803,cover=3012757
- 17:[Area5<0.76451689] yes=35,no=36,missing=35,gain=1.3348856,cover=2861848
- 35:[Pol<172.695618] yes=67,no=68,missing=67,gain=0.732151747,cover=2643362
- 67:leaf=-1.94947115e-05,cover=0
- 68:leaf=0.000112269168,cover=0
- 36:[Sulc0<0.649594426] yes=69,no=70,missing=69,gain=2.78552961,cover=218486
- 69:leaf=0.000267374882,cover=0
- 70:leaf=-9.40202081e-05,cover=0
- 18:[Sulc0<0.0689564943] yes=37,no=38,missing=38,gain=1.41576862,cover=150909
- 37:[Ecc<33.2971039] yes=71,no=72,missing=71,gain=2.45479846,cover=76332
- 71:leaf=-3.26867666e-05,cover=0
- 72:leaf=0.00142005784,cover=0
- 38:[Pol<141.801834] yes=73,no=74,missing=73,gain=2.70040917,cover=74577
- 73:leaf=-0.000375754811,cover=0
- 74:leaf=0.00067770289,cover=0
- 4:[Ecc<42.9490852] yes=9,no=10,missing=9,gain=0.9287287,cover=1834
- 9:[Pol<62.0115929] yes=19,no=20,missing=19,gain=0.767872095,cover=1723
- 19:[LGI5<3.51961541] yes=39,no=40,missing=40,gain=0.862164259,cover=22
- 39:[Sulc0<0.995960534] yes=75,no=76,missing=75,gain=0.0656462312,cover=8
- 75:leaf=-0.00491956202,cover=0
- 76:leaf=0.0040674312,cover=0
- 40:leaf=0.0175783802,cover=0
- 20:[PialCurv5<-0.0487009101] yes=41,no=42,missing=42,gain=0.543792367,cover=1701
- 41:[LGI5<2.64191389] yes=77,no=78,missing=77,gain=1.43501711,cover=105
- 77:leaf=-0.000294955797,cover=0
- 78:leaf=-0.0202011503,cover=0
- 42:[Curv5<-0.0179657843] yes=79,no=80,missing=79,gain=0.804075837,cover=1596
- 79:leaf=0.00658091391,cover=0
- 80:leaf=0.00127479283,cover=0
- 10:[PialArea5<0.636387587] yes=21,no=22,missing=21,gain=0.642198682,cover=111
- 21:[Pol<76.8473129] yes=43,no=44,missing=44,gain=0.0821745247,cover=14
- 43:[Ecc<47.7892265] yes=81,no=82,missing=81,gain=0.0109290322,cover=3
- 81:leaf=-0.00348693435,cover=0
- 82:leaf=0.00132392242,cover=0
- 44:leaf=0.00826813933,cover=0
- 22:[LGI5<3.25380015] yes=45,no=46,missing=45,gain=0.952909708,cover=97
- 45:[PialCurv5<0.216171265] yes=83,no=84,missing=83,gain=0.335088015,cover=16
- 83:leaf=-0.0180857312,cover=0
- 84:leaf=0.00255252118,cover=0
- 46:[Sulc0<1.11117697] yes=85,no=86,missing=85,gain=0.179611966,cover=81
- 85:leaf=-0.00461473688,cover=0
- 86:leaf=7.60321491e-05,cover=0
- 2:[MidArea5<0.608749926] yes=5,no=6,missing=5,gain=1.02235329,cover=2098824
- 5:[Sulc0<-0.667459846] yes=11,no=12,missing=11,gain=0.389115453,cover=159
- 11:[LGI5<2.48283219] yes=23,no=24,missing=24,gain=0.592807651,cover=148
- 23:[PialArea5<0.864470184] yes=47,no=48,missing=47,gain=0.343514353,cover=122
- 47:[LGI5<2.45281005] yes=87,no=88,missing=87,gain=0.17938219,cover=97
- 87:leaf=0.00255809771,cover=0
- 88:leaf=-0.00398593256,cover=0
- 48:[Pol<126.540802] yes=89,no=90,missing=89,gain=0.17910254,cover=25
- 89:leaf=0.0125054866,cover=0
- 90:leaf=0.00377441733,cover=0
- 24:[Pol<130.822815] yes=49,no=50,missing=50,gain=0.268274188,cover=26
- 49:[Ecc<3.54469991] yes=91,no=92,missing=91,gain=0.000637965393,cover=5
- 91:leaf=0.00103006605,cover=0
- 92:leaf=-0.000192588574,cover=0
- 50:[MidArea5<0.606966078] yes=93,no=94,missing=93,gain=0.14540422,cover=21
- 93:leaf=0.0154255917,cover=0
- 94:leaf=0.00257787714,cover=0
- 12:[PialCurv5<-0.149745584] yes=25,no=26,missing=25,gain=0.0201201215,cover=11
- 25:leaf=-0.00142522098,cover=0
- 26:leaf=-0.0062329038,cover=0
- 6:[LGI5<2.13090348] yes=13,no=14,missing=13,gain=0.977302194,cover=2098665
- 13:[MidArea5<0.786720097] yes=27,no=28,missing=27,gain=3.93999648,cover=7588
- 27:[Ecc<0.783076942] yes=51,no=52,missing=51,gain=4.03594446,cover=3369
- 51:[Pol<38.1036148] yes=95,no=96,missing=95,gain=3.86836481,cover=640
- 95:leaf=0.00116364029,cover=0
- 96:leaf=-0.00769667188,cover=0
- 52:[Ecc<6.92728615] yes=97,no=98,missing=97,gain=1.95708454,cover=2729
- 97:leaf=-0.00117515423,cover=0
- 98:leaf=0.00871326122,cover=0
- 28:[Area5<0.818724692] yes=53,no=54,missing=54,gain=1.40600348,cover=4219
- 53:[Curv5<-0.143275946] yes=99,no=100,missing=99,gain=0.974735856,cover=4062
- 99:leaf=0.000857106992,cover=0
- 100:leaf=-0.000761340081,cover=0
- 54:[Sulc0<-0.856543541] yes=101,no=102,missing=102,gain=0.87370348,cover=157
- 101:leaf=0.0017521627,cover=0
- 102:leaf=0.00926236529,cover=0
- 14:[Area5<0.794681609] yes=29,no=30,missing=29,gain=0.927036643,cover=2091077
- 29:[Sulc0<0.68960917] yes=55,no=56,missing=55,gain=1.81758547,cover=1829709
- 55:[Pol<52.7894325] yes=103,no=104,missing=103,gain=1.56248105,cover=1829543
- 103:leaf=-3.40043443e-05,cover=0
- 104:leaf=6.13470329e-05,cover=0
- 56:[LGI5<3.29780769] yes=105,no=106,missing=105,gain=3.67559624,cover=166
- 105:leaf=0.0124430945,cover=0
- 106:leaf=-0.00237447233,cover=0
- 30:[Curv5<-0.222158164] yes=57,no=58,missing=58,gain=1.86167681,cover=261368
- 57:[PialArea5<1.15332794] yes=107,no=108,missing=108,gain=2.74943924,cover=24893
- 107:leaf=-0.000347171066,cover=0
- 108:leaf=0.000740358548,cover=0
- 58:[PialCurv5<-0.105644517] yes=109,no=110,missing=109,gain=1.82990742,cover=236475
- 109:leaf=-0.000369545247,cover=0
- 110:leaf=-4.11425062e-05,cover=0
-booster[930]:
-0:[PialArea5<0.38075453] yes=1,no=2,missing=2,gain=0.193990067,cover=5124388
- 1:[Curv5<0.15992938] yes=3,no=4,missing=3,gain=0.729297101,cover=363078
- 3:[Sulc0<0.433680743] yes=7,no=8,missing=7,gain=1.45674133,cover=137872
- 7:[Curv5<0.128008828] yes=15,no=16,missing=16,gain=2.90856314,cover=23483
- 15:[Area5<0.754342616] yes=31,no=32,missing=31,gain=1.4650476,cover=12781
- 31:[Area5<0.661233962] yes=63,no=64,missing=63,gain=2.01717758,cover=12663
- 63:leaf=0.000286330556,cover=0
- 64:leaf=-0.00117375248,cover=0
- 32:[LGI5<2.30690479] yes=65,no=66,missing=65,gain=2.76089525,cover=118
- 65:leaf=-0.01847413,cover=0
- 66:leaf=0.00786592904,cover=0
- 16:[Pol<102.241241] yes=33,no=34,missing=33,gain=3.37752295,cover=10702
- 33:[Ecc<8.35574818] yes=67,no=68,missing=67,gain=1.97503185,cover=4992
- 67:leaf=0.00281889248,cover=0
- 68:leaf=0.000768281694,cover=0
- 34:[LGI5<2.27925944] yes=69,no=70,missing=70,gain=1.40935063,cover=5710
- 69:leaf=-0.00177392352,cover=0
- 70:leaf=0.000564894523,cover=0
- 8:[LGI5<2.41724968] yes=17,no=18,missing=17,gain=5.31168699,cover=114389
- 17:[LGI5<2.29656005] yes=35,no=36,missing=36,gain=5.60146904,cover=3702
- 35:[Sulc0<0.74744761] yes=71,no=72,missing=71,gain=5.69709873,cover=737
- 71:leaf=0.000440088072,cover=0
- 72:leaf=0.0138022676,cover=0
- 36:[Area5<0.740087628] yes=73,no=74,missing=73,gain=1.76759434,cover=2965
- 73:leaf=-0.00318812695,cover=0
- 74:leaf=0.0008694891,cover=0
- 18:[Pol<102.778297] yes=37,no=38,missing=37,gain=2.93671775,cover=110687
- 37:[Area5<0.687129855] yes=75,no=76,missing=75,gain=1.81024849,cover=74633
- 75:leaf=-0.000311455718,cover=0
- 76:leaf=0.000181036885,cover=0
- 38:[Ecc<15.7955055] yes=77,no=78,missing=78,gain=4.22739363,cover=36054
- 77:leaf=0.00107894931,cover=0
- 78:leaf=-8.5088177e-06,cover=0
- 4:[PialCurv5<0.285888344] yes=9,no=10,missing=9,gain=1.5365386,cover=225206
- 9:[Ecc<7.1378541] yes=19,no=20,missing=19,gain=1.10414243,cover=71209
- 19:[Ecc<3.48115921] yes=39,no=40,missing=40,gain=2.28121233,cover=31935
- 39:[PialArea5<0.245474651] yes=79,no=80,missing=80,gain=1.07933497,cover=11721
- 79:leaf=0.00211260631,cover=0
- 80:leaf=-0.000635314151,cover=0
- 40:[Pol<96.8070755] yes=81,no=82,missing=81,gain=3.28784847,cover=20214
- 81:leaf=0.00161311857,cover=0
- 82:leaf=1.14924533e-05,cover=0
- 20:[LGI5<2.82485151] yes=41,no=42,missing=41,gain=2.5783453,cover=39274
- 41:[Pol<93.9093552] yes=83,no=84,missing=83,gain=2.09286356,cover=12516
- 83:leaf=-0.000203178526,cover=0
- 84:leaf=-0.00151878688,cover=0
- 42:[Ecc<7.64592981] yes=85,no=86,missing=86,gain=1.82025337,cover=26758
- 85:leaf=-0.00317377946,cover=0
- 86:leaf=-5.71659293e-05,cover=0
- 10:[Pol<157.965515] yes=21,no=22,missing=21,gain=1.65573096,cover=153997
- 21:[PialCurv5<0.426807076] yes=43,no=44,missing=43,gain=1.125705,cover=151394
- 43:[Area5<0.877147377] yes=87,no=88,missing=87,gain=0.802928746,cover=107844
- 87:leaf=0.00012632765,cover=0
- 88:leaf=0.00264644087,cover=0
- 44:[Curv5<0.20983994] yes=89,no=90,missing=89,gain=1.91461945,cover=43550
- 89:leaf=-0.000571652141,cover=0
- 90:leaf=0.000104455816,cover=0
- 22:[LGI5<3.34776258] yes=45,no=46,missing=45,gain=1.71446347,cover=2603
- 45:[Sulc0<0.184694022] yes=91,no=92,missing=92,gain=1.87420583,cover=2537
- 91:leaf=0.00242668553,cover=0
- 92:leaf=-0.000523964991,cover=0
- 46:[Sulc0<0.254506379] yes=93,no=94,missing=93,gain=0.438864112,cover=66
- 93:leaf=-0.00837664027,cover=0
- 94:leaf=0.002362845,cover=0
- 2:[Curv5<0.0896491781] yes=5,no=6,missing=6,gain=0.343289793,cover=4761310
- 5:[PialCurv5<0.189327508] yes=11,no=12,missing=11,gain=1.00417316,cover=3961257
- 11:[Sulc0<0.830503881] yes=23,no=24,missing=23,gain=1.46656358,cover=3927091
- 23:[Curv5<0.0191024225] yes=47,no=48,missing=47,gain=0.739547193,cover=3911199
- 47:[PialArea5<0.632563293] yes=95,no=96,missing=95,gain=2.98090911,cover=3283415
- 95:leaf=-0.000209151985,cover=0
- 96:leaf=5.40382507e-06,cover=0
- 48:[PialCurv5<0.0400940292] yes=97,no=98,missing=97,gain=5.03881693,cover=627784
- 97:leaf=0.000359389436,cover=0
- 98:leaf=-1.21182311e-05,cover=0
- 24:[Area5<0.600206077] yes=49,no=50,missing=50,gain=3.40299463,cover=15892
- 49:[Pol<86.0952454] yes=99,no=100,missing=99,gain=3.6444962,cover=707
- 99:leaf=-0.00735174865,cover=0
- 100:leaf=-1.03963675e-05,cover=0
- 50:[MidArea5<0.554996908] yes=101,no=102,missing=101,gain=1.7646296,cover=15185
- 101:leaf=0.00213646097,cover=0
- 102:leaf=0.000448420004,cover=0
- 12:[MidArea5<0.701709926] yes=25,no=26,missing=25,gain=3.40711021,cover=34166
- 25:[LGI5<2.16230083] yes=51,no=52,missing=52,gain=2.4171474,cover=25952
- 51:[Pol<103.851685] yes=103,no=104,missing=103,gain=1.99800348,cover=184
- 103:leaf=-0.0117582763,cover=0
- 104:leaf=-0.00133208302,cover=0
- 52:[LGI5<2.38303256] yes=105,no=106,missing=105,gain=2.03293753,cover=25768
- 105:leaf=0.000818953034,cover=0
- 106:leaf=-0.000655314885,cover=0
- 26:[PialArea5<0.900697351] yes=53,no=54,missing=53,gain=1.17858243,cover=8214
- 53:[LGI5<3.62495422] yes=107,no=108,missing=107,gain=1.08903289,cover=7792
- 107:leaf=0.000857182429,cover=0
- 108:leaf=-0.00284519675,cover=0
- 54:[Sulc0<0.110320561] yes=109,no=110,missing=109,gain=0.517556489,cover=422
- 109:leaf=-0.00272972346,cover=0
- 110:leaf=0.00195572106,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=14,gain=1.45738304,cover=800053
- 13:[LGI5<2.96218491] yes=27,no=28,missing=27,gain=6.79616499,cover=350410
- 27:[Pol<87.3220139] yes=55,no=56,missing=55,gain=2.67634106,cover=343829
- 55:[Area5<0.644818127] yes=111,no=112,missing=111,gain=4.27375078,cover=57158
- 111:leaf=-0.000490221835,cover=0
- 112:leaf=0.000554880535,cover=0
- 56:[PialCurv5<0.134718806] yes=113,no=114,missing=113,gain=4.26499701,cover=286671
- 113:leaf=-0.000473649707,cover=0
- 114:leaf=3.86917054e-05,cover=0
- 28:[PialCurv5<0.171042696] yes=57,no=58,missing=57,gain=4.82718468,cover=6581
- 57:[LGI5<3.33878016] yes=115,no=116,missing=116,gain=4.22615147,cover=2371
- 115:leaf=0.00296362536,cover=0
- 116:leaf=0.0128360484,cover=0
- 58:[Sulc0<-0.370474488] yes=117,no=118,missing=118,gain=1.97689939,cover=4210
- 117:leaf=0.0108161932,cover=0
- 118:leaf=0.000503623625,cover=0
- 14:[Pol<93.3357697] yes=29,no=30,missing=29,gain=2.76813269,cover=449643
- 29:[Pol<48.3047981] yes=59,no=60,missing=60,gain=3.43187952,cover=172455
- 59:[PialCurv5<0.113078766] yes=119,no=120,missing=119,gain=4.21531391,cover=13627
- 119:leaf=0.0021825463,cover=0
- 120:leaf=4.91390638e-05,cover=0
- 60:[Sulc0<1.11117697] yes=121,no=122,missing=121,gain=4.11624479,cover=158828
- 121:leaf=-0.00039379808,cover=0
- 122:leaf=0.000504818454,cover=0
- 30:[Sulc0<0.29007864] yes=61,no=62,missing=61,gain=6.38717842,cover=277188
- 61:[LGI5<3.17022181] yes=123,no=124,missing=123,gain=12.5507793,cover=53245
- 123:leaf=-0.00100257096,cover=0
- 124:leaf=0.000655337237,cover=0
- 62:[Ecc<13.3064203] yes=125,no=126,missing=125,gain=8.01302147,cover=223943
- 125:leaf=0.000499080983,cover=0
- 126:leaf=-0.000114944974,cover=0
-booster[931]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=2,gain=0.191641197,cover=5124388
- 1:[Area5<0.666510165] yes=3,no=4,missing=4,gain=1.12929261,cover=60049
- 3:[PialArea5<0.563414931] yes=7,no=8,missing=8,gain=0.632835209,cover=58818
- 7:[LGI5<3.78836131] yes=15,no=16,missing=16,gain=0.457845241,cover=58672
- 15:[LGI5<3.42912889] yes=31,no=32,missing=31,gain=0.822824895,cover=58142
- 31:[LGI5<3.31338549] yes=61,no=62,missing=61,gain=1.30043244,cover=55151
- 61:leaf=7.25183709e-05,cover=0
- 62:leaf=-0.00107745384,cover=0
- 32:[Curv5<-0.230516881] yes=63,no=64,missing=64,gain=0.872530103,cover=2991
- 63:leaf=-0.00259884889,cover=0
- 64:leaf=0.0010800031,cover=0
- 16:[Ecc<15.121048] yes=33,no=34,missing=34,gain=1.56584179,cover=530
- 33:[Curv5<0.128008828] yes=65,no=66,missing=65,gain=0.394609511,cover=84
- 65:leaf=-0.00301285181,cover=0
- 66:leaf=0.00626727287,cover=0
- 34:[Pol<33.3267784] yes=67,no=68,missing=68,gain=0.474770904,cover=446
- 67:leaf=0.00650112331,cover=0
- 68:leaf=-0.0028802387,cover=0
- 8:[Curv5<-0.211220503] yes=17,no=18,missing=17,gain=0.226008594,cover=146
- 17:[LGI5<2.26652193] yes=35,no=36,missing=36,gain=0.12534821,cover=118
- 35:[Ecc<0.889730632] yes=69,no=70,missing=69,gain=0.0662935525,cover=20
- 69:leaf=0.00391392456,cover=0
- 70:leaf=-0.00167510507,cover=0
- 36:[PialCurv5<-0.171137348] yes=71,no=72,missing=72,gain=0.151937127,cover=98
- 71:leaf=0.00325309089,cover=0
- 72:leaf=0.00732925301,cover=0
- 18:[Curv5<-0.160152137] yes=37,no=38,missing=37,gain=0.110670939,cover=28
- 37:[PialArea5<0.571868718] yes=73,no=74,missing=73,gain=0.0179768205,cover=18
- 73:leaf=-0.00445932848,cover=0
- 74:leaf=-0.00119285705,cover=0
- 38:[Pol<62.799984] yes=75,no=76,missing=75,gain=0.0570055246,cover=10
- 75:leaf=3.9810795e-05,cover=0
- 76:leaf=0.00727525959,cover=0
- 4:[LGI5<2.26652193] yes=9,no=10,missing=10,gain=0.689603806,cover=1231
- 9:[LGI5<2.24172258] yes=19,no=20,missing=19,gain=0.0951216221,cover=18
- 19:[Pol<100.090813] yes=39,no=40,missing=39,gain=0.00750029925,cover=4
- 39:leaf=0.00111964939,cover=0
- 40:leaf=-0.00246692705,cover=0
- 20:leaf=-0.0097031733,cover=0
- 10:[Sulc0<1.25822949] yes=21,no=22,missing=21,gain=0.550219059,cover=1213
- 21:[LGI5<2.92358446] yes=41,no=42,missing=41,gain=0.361359835,cover=1017
- 41:[Ecc<8.97079182] yes=77,no=78,missing=77,gain=1.23900473,cover=544
- 77:leaf=0.00284977467,cover=0
- 78:leaf=-0.00238467171,cover=0
- 42:[PialCurv5<0.362132162] yes=79,no=80,missing=80,gain=0.450789452,cover=473
- 79:leaf=0.00440218812,cover=0
- 80:leaf=0.00120558392,cover=0
- 22:[Pol<80.8913651] yes=43,no=44,missing=43,gain=0.952678323,cover=196
- 43:[PialCurv5<0.204323933] yes=81,no=82,missing=81,gain=0.734384775,cover=79
- 81:leaf=0.00963634904,cover=0
- 82:leaf=-0.00642391387,cover=0
- 44:[Ecc<40.3354568] yes=83,no=84,missing=84,gain=0.278247952,cover=117
- 83:leaf=-0.000509329431,cover=0
- 84:leaf=0.00436325325,cover=0
- 2:[Curv5<0.245671451] yes=5,no=6,missing=6,gain=0.246183395,cover=5064339
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=12,gain=0.359866202,cover=5040068
- 11:[PialCurv5<0.45140323] yes=23,no=24,missing=24,gain=0.371837258,cover=5030532
- 23:[PialArea5<0.338250697] yes=45,no=46,missing=46,gain=0.368015677,cover=5016380
- 45:[Ecc<0.729281187] yes=85,no=86,missing=86,gain=1.39517975,cover=131338
- 85:leaf=-0.00164540915,cover=0
- 86:leaf=9.78190947e-05,cover=0
- 46:[PialCurv5<0.362132162] yes=87,no=88,missing=87,gain=0.385288775,cover=4885042
- 87:leaf=-6.66319181e-07,cover=0
- 88:leaf=-0.0001185113,cover=0
- 24:[Curv5<0.177453667] yes=47,no=48,missing=48,gain=0.791531324,cover=14152
- 47:[Ecc<19.7764034] yes=89,no=90,missing=89,gain=1.110888,cover=2369
- 89:leaf=-0.000112433991,cover=0
- 90:leaf=0.00227653957,cover=0
- 48:[Sulc0<0.649594426] yes=91,no=92,missing=92,gain=0.758360565,cover=11783
- 91:leaf=0.000150648048,cover=0
- 92:leaf=-0.000704195525,cover=0
- 12:[Ecc<2.91795349] yes=25,no=26,missing=25,gain=1.04200447,cover=9536
- 25:[Curv5<0.169394374] yes=49,no=50,missing=50,gain=0.928189039,cover=726
- 49:[Ecc<1.91022825] yes=93,no=94,missing=94,gain=0.448966384,cover=65
- 93:leaf=0.000693271752,cover=0
- 94:leaf=-0.00753841409,cover=0
- 50:[Sulc0<-0.047846999] yes=95,no=96,missing=95,gain=0.476753712,cover=661
- 95:leaf=0.00475910539,cover=0
- 96:leaf=0.00181199051,cover=0
- 26:[Pol<138.971481] yes=51,no=52,missing=51,gain=0.729930818,cover=8810
- 51:[Pol<116.093399] yes=97,no=98,missing=98,gain=1.22050595,cover=8501
- 97:leaf=0.000246949116,cover=0
- 98:leaf=-0.00195265375,cover=0
- 52:[LGI5<2.8746686] yes=99,no=100,missing=99,gain=2.37017679,cover=309
- 99:leaf=0.0107873036,cover=0
- 100:leaf=0.000221112699,cover=0
- 6:[PialArea5<0.267248243] yes=13,no=14,missing=13,gain=0.59171325,cover=24271
- 13:[Ecc<2.6675415] yes=27,no=28,missing=28,gain=0.330095828,cover=738
- 27:[LGI5<2.42065382] yes=53,no=54,missing=53,gain=0.464047432,cover=50
- 53:[Curv5<0.266060919] yes=101,no=102,missing=101,gain=0.088578023,cover=31
- 101:leaf=-0.00508777751,cover=0
- 102:leaf=0.000432695873,cover=0
- 54:[Ecc<2.13501525] yes=103,no=104,missing=103,gain=0.0684455633,cover=19
- 103:leaf=-0.000333090633,cover=0
- 104:leaf=0.00925514661,cover=0
- 28:[PialCurv5<0.131570891] yes=55,no=56,missing=55,gain=0.286430657,cover=688
- 55:[Pol<87.9431763] yes=105,no=106,missing=106,gain=0.18519339,cover=21
- 105:leaf=0.00185092934,cover=0
- 106:leaf=-0.00963521656,cover=0
- 56:[LGI5<3.62495422] yes=107,no=108,missing=108,gain=0.295206428,cover=667
- 107:leaf=-0.00140098669,cover=0
- 108:leaf=-0.00612668833,cover=0
- 14:[Pol<51.9018669] yes=29,no=30,missing=29,gain=0.478832096,cover=23533
- 29:[MidArea5<0.55041182] yes=57,no=58,missing=58,gain=0.834363818,cover=235
- 57:[PialArea5<0.355263293] yes=109,no=110,missing=109,gain=0.321991622,cover=197
- 109:leaf=0.00262197549,cover=0
- 110:leaf=-0.00142057135,cover=0
- 58:[LGI5<2.34364653] yes=111,no=112,missing=111,gain=0.728150845,cover=38
- 111:leaf=0.0249764267,cover=0
- 112:leaf=0.00569517165,cover=0
- 30:[LGI5<2.36467862] yes=59,no=60,missing=60,gain=0.501205087,cover=23298
- 59:[Sulc0<-0.244882882] yes=113,no=114,missing=113,gain=1.02803993,cover=5303
- 113:leaf=-0.00360154151,cover=0
- 114:leaf=-0.000406278676,cover=0
- 60:[LGI5<3.09244633] yes=115,no=116,missing=115,gain=0.624694169,cover=17995
- 115:leaf=0.000117175281,cover=0
- 116:leaf=-0.000679864257,cover=0
-booster[932]:
-0:[PialArea5<0.511941612] yes=1,no=2,missing=1,gain=0.188444123,cover=5124388
- 1:[Pol<53.6550331] yes=3,no=4,missing=3,gain=1.54834628,cover=949259
- 3:[LGI5<3.1967752] yes=7,no=8,missing=7,gain=2.79059482,cover=15484
- 7:[Sulc0<-0.166708246] yes=15,no=16,missing=16,gain=1.31314957,cover=9865
- 15:[LGI5<2.19753051] yes=31,no=32,missing=31,gain=1.85853612,cover=3632
- 31:[Area5<0.567154288] yes=63,no=64,missing=63,gain=1.88189387,cover=196
- 63:leaf=0.00312648714,cover=0
- 64:leaf=-0.00731292833,cover=0
- 32:[LGI5<2.24172258] yes=65,no=66,missing=66,gain=5.62700081,cover=3436
- 65:leaf=0.0102519859,cover=0
- 66:leaf=0.000591198623,cover=0
- 16:[Curv5<0.133649558] yes=33,no=34,missing=33,gain=2.62417006,cover=6233
- 33:[LGI5<2.90190363] yes=67,no=68,missing=67,gain=2.79199457,cover=3018
- 67:leaf=-0.00349940243,cover=0
- 68:leaf=-0.000339037913,cover=0
- 34:[Ecc<4.13769388] yes=69,no=70,missing=69,gain=1.25941801,cover=3215
- 69:leaf=-0.00151407183,cover=0
- 70:leaf=0.00103409297,cover=0
- 8:[Ecc<19.7764034] yes=17,no=18,missing=18,gain=3.18453312,cover=5619
- 17:[Area5<0.720865786] yes=35,no=36,missing=35,gain=2.4739511,cover=1049
- 35:[Ecc<8.87956142] yes=71,no=72,missing=71,gain=1.23921335,cover=951
- 71:leaf=0.000649940048,cover=0
- 72:leaf=-0.00315554487,cover=0
- 36:[LGI5<3.50441384] yes=73,no=74,missing=73,gain=2.62145877,cover=98
- 73:leaf=0.0111950468,cover=0
- 74:leaf=-0.00731884176,cover=0
- 18:[LGI5<3.41813922] yes=37,no=38,missing=37,gain=3.10190392,cover=4570
- 37:[PialCurv5<0.131570891] yes=75,no=76,missing=75,gain=8.00578403,cover=1902
- 75:leaf=0.00904810801,cover=0
- 76:leaf=0.0016146627,cover=0
- 38:[Sulc0<0.167916268] yes=77,no=78,missing=78,gain=1.43593431,cover=2668
- 77:leaf=0.00316991261,cover=0
- 78:leaf=0.00028883107,cover=0
- 4:[Sulc0<-0.788856506] yes=9,no=10,missing=9,gain=1.72141838,cover=933775
- 9:[Pol<88.5531387] yes=19,no=20,missing=20,gain=2.26370406,cover=580
- 19:[LGI5<2.13090348] yes=39,no=40,missing=39,gain=0.707217097,cover=116
- 39:[Curv5<0.143178418] yes=79,no=80,missing=80,gain=0.0280535519,cover=18
- 79:leaf=0.00368457218,cover=0
- 80:leaf=0.00851170719,cover=0
- 40:[Curv5<-0.130991504] yes=81,no=82,missing=81,gain=0.720706701,cover=98
- 81:leaf=-0.00231391494,cover=0
- 82:leaf=-0.0116442908,cover=0
- 20:[Pol<121.397697] yes=41,no=42,missing=41,gain=2.09889722,cover=464
- 41:[LGI5<2.31192279] yes=83,no=84,missing=84,gain=2.03136921,cover=167
- 83:leaf=0.00180977944,cover=0
- 84:leaf=0.0131300138,cover=0
- 42:[MidArea5<0.521771789] yes=85,no=86,missing=85,gain=0.717362285,cover=297
- 85:leaf=-0.000129354477,cover=0
- 86:leaf=0.00494414894,cover=0
- 10:[Curv5<0.0452247933] yes=21,no=22,missing=21,gain=1.56557155,cover=933195
- 21:[Area5<0.682363749] yes=43,no=44,missing=43,gain=7.69173813,cover=47435
- 43:[Ecc<0.999059319] yes=87,no=88,missing=87,gain=2.63613701,cover=41546
- 87:leaf=-0.00107955106,cover=0
- 88:leaf=0.000121199548,cover=0
- 44:[Pol<152.092255] yes=89,no=90,missing=89,gain=3.67653465,cover=5889
- 89:leaf=-0.0024168361,cover=0
- 90:leaf=0.00145858165,cover=0
- 22:[Sulc0<-0.43309778] yes=45,no=46,missing=45,gain=2.55604029,cover=885760
- 45:[PialCurv5<-0.0227819066] yes=91,no=92,missing=92,gain=3.15698957,cover=6568
- 91:leaf=-0.00429728208,cover=0
- 92:leaf=0.00123413338,cover=0
- 46:[Area5<0.607942343] yes=93,no=94,missing=93,gain=1.87136114,cover=879192
- 93:leaf=-0.000188691149,cover=0
- 94:leaf=4.3607728e-05,cover=0
- 2:[PialCurv5<0.371846795] yes=5,no=6,missing=6,gain=0.74627769,cover=4175129
- 5:[Curv5<0.101325236] yes=11,no=12,missing=12,gain=0.903918147,cover=4169949
- 11:[MidArea5<0.612316132] yes=23,no=24,missing=23,gain=0.891408265,cover=3928012
- 23:[PialCurv5<0.113078766] yes=47,no=48,missing=47,gain=2.94030738,cover=289501
- 47:[Sulc0<0.940059185] yes=95,no=96,missing=96,gain=1.75457919,cover=260821
- 95:leaf=-2.69132579e-05,cover=0
- 96:leaf=-0.00401561847,cover=0
- 48:[Ecc<6.22534323] yes=97,no=98,missing=98,gain=4.88038731,cover=28680
- 97:leaf=0.000242854745,cover=0
- 98:leaf=-0.00109139702,cover=0
- 24:[PialArea5<0.617149889] yes=49,no=50,missing=49,gain=3.04755473,cover=3638511
- 49:[Ecc<37.2796402] yes=99,no=100,missing=100,gain=6.69242954,cover=175907
- 99:leaf=0.000300622545,cover=0
- 100:leaf=-0.000841733185,cover=0
- 50:[Sulc0<0.762988985] yes=101,no=102,missing=101,gain=2.52131367,cover=3462604
- 101:leaf=-5.34832361e-06,cover=0
- 102:leaf=0.000816783868,cover=0
- 12:[Area5<0.598585367] yes=25,no=26,missing=26,gain=3.2901957,cover=241937
- 25:[Sulc0<0.433680743] yes=51,no=52,missing=52,gain=1.79680324,cover=3150
- 51:[PialCurv5<0.0695191324] yes=103,no=104,missing=103,gain=1.55222452,cover=3027
- 103:leaf=-0.00137815252,cover=0
- 104:leaf=0.00174866233,cover=0
- 52:[Pol<117.137611] yes=105,no=106,missing=106,gain=1.19401073,cover=123
- 105:leaf=0.0107296864,cover=0
- 106:leaf=0.000158778275,cover=0
- 26:[PialCurv5<-0.0779728889] yes=53,no=54,missing=54,gain=2.18190145,cover=238787
- 53:[Pol<152.827332] yes=107,no=108,missing=107,gain=5.86755419,cover=39
- 107:leaf=-0.0091692023,cover=0
- 108:leaf=0.0289305896,cover=0
- 54:[PialCurv5<-0.00569582684] yes=109,no=110,missing=109,gain=2.18439341,cover=238748
- 109:leaf=-0.00311048701,cover=0
- 110:leaf=-0.000114591872,cover=0
- 6:[Sulc0<0.218763664] yes=13,no=14,missing=14,gain=1.54017079,cover=5180
- 13:[LGI5<2.21018219] yes=27,no=28,missing=27,gain=0.868892252,cover=2267
- 27:[Sulc0<-0.426983118] yes=55,no=56,missing=55,gain=0.468815744,cover=75
- 55:leaf=-0.0087435497,cover=0
- 56:[Sulc0<0.101211272] yes=111,no=112,missing=112,gain=0.560492754,cover=70
- 111:leaf=0.00745264674,cover=0
- 112:leaf=-0.0067588971,cover=0
- 28:[MidArea5<0.710933506] yes=57,no=58,missing=58,gain=0.725226998,cover=2192
- 57:[Ecc<1.15906882] yes=113,no=114,missing=113,gain=0.728306234,cover=1988
- 113:leaf=-0.00347428024,cover=0
- 114:leaf=1.3903059e-05,cover=0
- 58:[Ecc<32.6813126] yes=115,no=116,missing=115,gain=0.401592135,cover=204
- 115:leaf=-0.00382544519,cover=0
- 116:leaf=0.00766630983,cover=0
- 14:[PialArea5<0.676429033] yes=29,no=30,missing=30,gain=1.28710961,cover=2913
- 29:[Area5<0.750726104] yes=59,no=60,missing=59,gain=0.787216902,cover=2806
- 59:[Sulc0<0.717745602] yes=117,no=118,missing=118,gain=1.33774948,cover=1835
- 117:leaf=0.00114043604,cover=0
- 118:leaf=0.0047128438,cover=0
- 60:[LGI5<2.49595737] yes=119,no=120,missing=119,gain=0.439347416,cover=971
- 119:leaf=0.0021334698,cover=0
- 120:leaf=-0.000530961493,cover=0
- 30:[Area5<0.778322995] yes=61,no=62,missing=61,gain=1.14210439,cover=107
- 61:[Sulc0<0.662694752] yes=121,no=122,missing=122,gain=0.928348064,cover=59
- 121:leaf=0.00832271017,cover=0
- 122:leaf=0.0254297312,cover=0
- 62:[LGI5<2.41022825] yes=123,no=124,missing=123,gain=0.11869505,cover=48
- 123:leaf=0.00356820109,cover=0
- 124:leaf=-0.00132691802,cover=0
-booster[933]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.191250131,cover=5124388
- 1:[LGI5<3.53458858] yes=3,no=4,missing=3,gain=0.368922889,cover=20016
- 3:[LGI5<3.42912889] yes=7,no=8,missing=8,gain=1.2650497,cover=19313
- 7:[LGI5<3.31338549] yes=15,no=16,missing=16,gain=0.497970134,cover=18720
- 15:[Ecc<37.2796402] yes=31,no=32,missing=31,gain=0.795510292,cover=17759
- 31:[LGI5<2.91278505] yes=61,no=62,missing=62,gain=1.31126833,cover=16729
- 61:leaf=3.26162699e-05,cover=0
- 62:leaf=0.00110505428,cover=0
- 32:[LGI5<3.15084362] yes=63,no=64,missing=64,gain=0.664649606,cover=1030
- 63:leaf=-0.0019725489,cover=0
- 64:leaf=0.000828541757,cover=0
- 16:[Pol<76.1517639] yes=33,no=34,missing=34,gain=1.77197504,cover=961
- 33:[Curv5<0.266060919] yes=65,no=66,missing=65,gain=1.97757959,cover=141
- 65:leaf=0.000982164289,cover=0
- 66:leaf=0.0151149258,cover=0
- 34:[Pol<144.670364] yes=67,no=68,missing=68,gain=1.30250752,cover=820
- 67:leaf=-0.00212606508,cover=0
- 68:leaf=0.0138358269,cover=0
- 8:[PialCurv5<0.157381535] yes=17,no=18,missing=18,gain=0.895490289,cover=593
- 17:[Curv5<0.186949074] yes=35,no=36,missing=35,gain=0.853063166,cover=108
- 35:[PialArea5<0.267248243] yes=69,no=70,missing=69,gain=0.755209625,cover=88
- 69:leaf=0.00832850765,cover=0
- 70:leaf=-0.00217305846,cover=0
- 36:[LGI5<3.4634192] yes=71,no=72,missing=71,gain=0.0709428191,cover=20
- 71:leaf=-0.0124178967,cover=0
- 72:leaf=-0.00431474065,cover=0
- 18:[PialCurv5<0.204323933] yes=37,no=38,missing=37,gain=1.6526289,cover=485
- 37:[PialArea5<0.245474651] yes=73,no=74,missing=73,gain=3.24103403,cover=93
- 73:leaf=0.0166566577,cover=0
- 74:leaf=-0.00238301745,cover=0
- 38:[Pol<110.811417] yes=75,no=76,missing=75,gain=1.86672211,cover=392
- 75:leaf=0.0010104113,cover=0
- 76:leaf=0.0146380085,cover=0
- 4:[Ecc<42.9490852] yes=9,no=10,missing=10,gain=0.80990243,cover=703
- 9:[Sulc0<1.06550956] yes=19,no=20,missing=20,gain=1.03553426,cover=656
- 19:[Area5<0.576076329] yes=39,no=40,missing=39,gain=0.77739954,cover=519
- 39:[Ecc<26.874506] yes=77,no=78,missing=77,gain=0.580516338,cover=414
- 77:leaf=-0.000567675452,cover=0
- 78:leaf=0.00363196991,cover=0
- 40:[Ecc<17.0169544] yes=79,no=80,missing=79,gain=0.616855085,cover=105
- 79:leaf=0.00273085316,cover=0
- 80:leaf=-0.00629213965,cover=0
- 20:[Pol<20.2198563] yes=41,no=42,missing=42,gain=0.223630309,cover=137
- 41:leaf=0.0117654568,cover=0
- 42:[Ecc<16.2597466] yes=81,no=82,missing=82,gain=0.142263532,cover=136
- 81:leaf=0.00576549163,cover=0
- 82:leaf=-0.00569623802,cover=0
- 10:[LGI5<3.58443618] yes=21,no=22,missing=22,gain=0.174533308,cover=47
- 21:leaf=-0.00685382122,cover=0
- 22:[Area5<0.562355936] yes=43,no=44,missing=44,gain=0.0869012475,cover=45
- 43:[Curv5<0.233002663] yes=83,no=84,missing=83,gain=0.056100443,cover=19
- 83:leaf=0.0041008289,cover=0
- 84:leaf=-0.00353088579,cover=0
- 44:[PialCurv5<0.309146255] yes=85,no=86,missing=85,gain=0.159505665,cover=26
- 85:leaf=0.00380084408,cover=0
- 86:leaf=0.0119115626,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.236201867,cover=5104372
- 5:[Curv5<0.15992938] yes=11,no=12,missing=12,gain=1.09263146,cover=10549
- 11:[LGI5<3.67381835] yes=23,no=24,missing=23,gain=0.94799614,cover=1641
- 23:[PialCurv5<0.232516408] yes=45,no=46,missing=46,gain=0.607272506,cover=1568
- 45:[Ecc<15.121048] yes=87,no=88,missing=87,gain=1.40814829,cover=729
- 87:leaf=0.00247350126,cover=0
- 88:leaf=-0.00192243233,cover=0
- 46:[Ecc<11.5171156] yes=89,no=90,missing=90,gain=1.1104629,cover=839
- 89:leaf=-0.000580671302,cover=0
- 90:leaf=0.00334562105,cover=0
- 24:[PialCurv5<0.212141559] yes=47,no=48,missing=47,gain=0.444412053,cover=73
- 47:[Curv5<0.131767005] yes=91,no=92,missing=92,gain=0.0993826389,cover=42
- 91:leaf=-0.0108798658,cover=0
- 92:leaf=-0.00548957614,cover=0
- 48:[Area5<0.712503135] yes=93,no=94,missing=93,gain=0.126315087,cover=31
- 93:leaf=0.00187542348,cover=0
- 94:leaf=-0.00507046795,cover=0
- 12:[Ecc<8.97079182] yes=25,no=26,missing=26,gain=0.953630269,cover=8908
- 25:[Sulc0<0.762988985] yes=49,no=50,missing=50,gain=0.790231049,cover=4295
- 49:[LGI5<2.71502113] yes=95,no=96,missing=95,gain=1.45055735,cover=1766
- 95:leaf=0.000214427986,cover=0
- 96:leaf=0.00392115861,cover=0
- 50:[Ecc<2.8577323] yes=97,no=98,missing=98,gain=0.667552888,cover=2529
- 97:leaf=0.00535501121,cover=0
- 98:leaf=-0.000598602172,cover=0
- 26:[LGI5<2.60212255] yes=51,no=52,missing=51,gain=1.09821105,cover=4613
- 51:[PialCurv5<0.297166049] yes=99,no=100,missing=99,gain=0.550416231,cover=186
- 99:leaf=-0.0108201243,cover=0
- 100:leaf=-0.00347133586,cover=0
- 52:[Area5<0.657483757] yes=101,no=102,missing=102,gain=1.01004803,cover=4427
- 101:leaf=-0.00174416846,cover=0
- 102:leaf=-0.000194381762,cover=0
- 6:[PialArea5<0.292306483] yes=13,no=14,missing=13,gain=0.227062508,cover=5093823
- 13:[LGI5<3.02536297] yes=27,no=28,missing=27,gain=0.565573215,cover=53744
- 27:[Sulc0<1.16950965] yes=53,no=54,missing=54,gain=0.859191716,cover=36306
- 53:[Curv5<0.0452247933] yes=103,no=104,missing=104,gain=0.806500852,cover=35211
- 103:leaf=-0.00778027764,cover=0
- 104:leaf=3.9946066e-05,cover=0
- 54:[Curv5<0.22365725] yes=105,no=106,missing=105,gain=0.242474198,cover=1095
- 105:leaf=-0.00183609431,cover=0
- 106:leaf=-0.000151458196,cover=0
- 28:[LGI5<3.12489319] yes=55,no=56,missing=55,gain=0.98338747,cover=17438
- 55:[PialCurv5<0.275165707] yes=107,no=108,missing=107,gain=2.63474083,cover=3599
- 107:leaf=0.00288349343,cover=0
- 108:leaf=6.20714127e-05,cover=0
- 56:[Ecc<8.70817566] yes=109,no=110,missing=109,gain=1.49471426,cover=13839
- 109:leaf=-0.00345179811,cover=0
- 110:leaf=0.000219697322,cover=0
- 14:[PialArea5<0.849116743] yes=29,no=30,missing=29,gain=0.211614236,cover=5040079
- 29:[MidArea5<0.914227545] yes=57,no=58,missing=58,gain=0.87058413,cover=2941255
- 57:[Pol<178.093033] yes=111,no=112,missing=111,gain=0.825302303,cover=2939224
- 111:leaf=-1.2826803e-05,cover=0
- 112:leaf=0.00030030802,cover=0
- 58:[Ecc<41.2560654] yes=113,no=114,missing=113,gain=0.737412274,cover=2031
- 113:leaf=0.00129787263,cover=0
- 114:leaf=-0.00229137857,cover=0
- 30:[MidArea5<0.608749926] yes=59,no=60,missing=59,gain=0.927194595,cover=2098824
- 59:[Sulc0<-0.667459846] yes=115,no=116,missing=115,gain=0.354605377,cover=159
- 115:leaf=0.00446465425,cover=0
- 116:leaf=-0.00454254588,cover=0
- 60:[LGI5<2.13090348] yes=117,no=118,missing=118,gain=0.881572783,cover=2098665
- 117:leaf=-0.000527283875,cover=0
- 118:leaf=1.25914639e-05,cover=0
-booster[934]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=2,gain=0.185150966,cover=5124388
- 1:[Area5<0.666510165] yes=3,no=4,missing=3,gain=1.0112195,cover=60049
- 3:[PialArea5<0.533624351] yes=7,no=8,missing=8,gain=0.584528029,cover=58818
- 7:[Pol<175.643188] yes=15,no=16,missing=15,gain=0.437722147,cover=58399
- 15:[LGI5<3.78836131] yes=31,no=32,missing=32,gain=0.4137218,cover=57631
- 31:[LGI5<3.42912889] yes=63,no=64,missing=63,gain=0.75286603,cover=57111
- 63:leaf=-1.42635054e-06,cover=0
- 64:leaf=0.000814241532,cover=0
- 32:[Ecc<15.121048] yes=65,no=66,missing=66,gain=1.42119288,cover=520
- 65:leaf=0.00467343675,cover=0
- 66:leaf=-0.00249812356,cover=0
- 16:[Sulc0<0.433680743] yes=33,no=34,missing=33,gain=0.584492743,cover=768
- 33:[Sulc0<-0.487093836] yes=67,no=68,missing=67,gain=0.383085966,cover=743
- 67:leaf=-0.00221941993,cover=0
- 68:leaf=0.0018312952,cover=0
- 34:[Area5<0.619086087] yes=69,no=70,missing=69,gain=0.0980005562,cover=25
- 69:leaf=-0.00801234599,cover=0
- 70:leaf=-0.000942718994,cover=0
- 8:[Ecc<7.29654455] yes=17,no=18,missing=18,gain=0.426350534,cover=419
- 17:[PialCurv5<-0.164281175] yes=35,no=36,missing=35,gain=0.354131937,cover=279
- 35:[Sulc0<-0.522449493] yes=71,no=72,missing=72,gain=0.202049404,cover=121
- 71:leaf=0.000412471971,cover=0
- 72:leaf=-0.00373326614,cover=0
- 36:[PialCurv5<-0.154837668] yes=73,no=74,missing=73,gain=0.280317336,cover=158
- 73:leaf=0.00720063969,cover=0
- 74:leaf=0.00141451345,cover=0
- 18:[PialCurv5<-0.0789950639] yes=37,no=38,missing=38,gain=0.295095801,cover=140
- 37:[Pol<55.3432045] yes=75,no=76,missing=75,gain=0.231973112,cover=135
- 75:leaf=-0.00101473229,cover=0
- 76:leaf=0.00455217157,cover=0
- 38:leaf=0.0151057793,cover=0
- 4:[LGI5<2.2730217] yes=9,no=10,missing=10,gain=0.627786279,cover=1231
- 9:[LGI5<2.24172258] yes=19,no=20,missing=19,gain=0.073322475,cover=20
- 19:[Pol<100.090813] yes=39,no=40,missing=39,gain=0.00711975479,cover=4
- 39:leaf=0.00109968591,cover=0
- 40:leaf=-0.00239329948,cover=0
- 20:[Pol<108.715256] yes=41,no=42,missing=42,gain=0.024004817,cover=16
- 41:leaf=-0.00923124794,cover=0
- 42:leaf=-0.00206461153,cover=0
- 10:[Ecc<18.0513744] yes=21,no=22,missing=21,gain=0.509815574,cover=1211
- 21:[Curv5<0.155577481] yes=43,no=44,missing=44,gain=0.349673629,cover=663
- 43:[LGI5<3.23945832] yes=77,no=78,missing=77,gain=0.774226367,cover=52
- 77:leaf=0.00907682348,cover=0
- 78:leaf=-0.0071586133,cover=0
- 44:[LGI5<2.88525915] yes=79,no=80,missing=80,gain=0.458287477,cover=611
- 79:leaf=0.00131610071,cover=0
- 80:leaf=0.00427441951,cover=0
- 22:[LGI5<3.1767621] yes=45,no=46,missing=45,gain=0.643701851,cover=548
- 45:[LGI5<3.09872246] yes=81,no=82,missing=81,gain=1.81577015,cover=276
- 81:leaf=0.000650513335,cover=0
- 82:leaf=-0.0101323454,cover=0
- 46:[LGI5<3.30554914] yes=83,no=84,missing=83,gain=0.510951579,cover=272
- 83:leaf=0.00546248117,cover=0
- 84:leaf=0.000785704993,cover=0
- 2:[Curv5<0.245671451] yes=5,no=6,missing=6,gain=0.219331771,cover=5064339
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=0.321086109,cover=5040068
- 11:[PialCurv5<0.45140323] yes=23,no=24,missing=24,gain=0.341686428,cover=5030532
- 23:[PialArea5<0.365779996] yes=47,no=48,missing=47,gain=0.310058028,cover=5016380
- 47:[Ecc<0.943656743] yes=85,no=86,missing=86,gain=0.990864575,cover=219937
- 85:leaf=-0.000833947212,cover=0
- 86:leaf=7.05160419e-05,cover=0
- 48:[PialCurv5<0.362132162] yes=87,no=88,missing=88,gain=0.42390877,cover=4796443
- 87:leaf=-1.23780978e-06,cover=0
- 88:leaf=-0.000142031073,cover=0
- 24:[PialArea5<0.418112278] yes=49,no=50,missing=49,gain=0.738537073,cover=14152
- 49:[Ecc<38.7725143] yes=89,no=90,missing=89,gain=0.78392905,cover=11889
- 89:leaf=-0.000523917261,cover=0
- 90:leaf=0.000967788685,cover=0
- 50:[Curv5<0.216179401] yes=91,no=92,missing=92,gain=1.16507053,cover=2263
- 91:leaf=0.00120653433,cover=0
- 92:leaf=-0.00147564965,cover=0
- 12:[Sulc0<0.995960534] yes=25,no=26,missing=26,gain=0.979403496,cover=9536
- 25:[Pol<104.38549] yes=51,no=52,missing=51,gain=1.42834377,cover=7098
- 51:[Area5<0.625618935] yes=93,no=94,missing=93,gain=1.01936102,cover=4349
- 93:leaf=0.00295071281,cover=0
- 94:leaf=0.000824604358,cover=0
- 52:[Pol<138.971481] yes=95,no=96,missing=95,gain=1.23760021,cover=2749
- 95:leaf=-0.000754995854,cover=0
- 96:leaf=0.00219649053,cover=0
- 26:[LGI5<2.83041978] yes=53,no=54,missing=53,gain=0.369064063,cover=2438
- 53:[Ecc<8.17402458] yes=97,no=98,missing=98,gain=0.635577142,cover=589
- 97:leaf=-0.000124784448,cover=0
- 98:leaf=-0.00341417454,cover=0
- 54:[LGI5<2.90731096] yes=99,no=100,missing=99,gain=2.35760617,cover=1849
- 99:leaf=0.00432012836,cover=0
- 100:leaf=-0.000927464047,cover=0
- 6:[Area5<0.65839982] yes=13,no=14,missing=14,gain=0.535992444,cover=24271
- 13:[Sulc0<-0.338601172] yes=27,no=28,missing=28,gain=0.889952958,cover=17034
- 27:[Ecc<0.783076942] yes=55,no=56,missing=55,gain=0.449818134,cover=213
- 55:[PialCurv5<0.208232641] yes=101,no=102,missing=102,gain=0.325055122,cover=88
- 101:leaf=-0.000292953424,cover=0
- 102:leaf=-0.00754742417,cover=0
- 56:[PialCurv5<0.297166049] yes=103,no=104,missing=103,gain=0.220583409,cover=125
- 103:leaf=0.00057755434,cover=0
- 104:leaf=-0.0036338435,cover=0
- 28:[LGI5<3.21727777] yes=57,no=58,missing=57,gain=0.837763488,cover=16821
- 57:[Ecc<8.6295805] yes=105,no=106,missing=105,gain=0.810590744,cover=15511
- 105:leaf=2.15003092e-05,cover=0
- 106:leaf=0.00119887828,cover=0
- 58:[Ecc<8.48579407] yes=107,no=108,missing=107,gain=1.08275843,cover=1310
- 107:leaf=0.00590246683,cover=0
- 108:leaf=-0.00146173465,cover=0
- 14:[Pol<62.0115929] yes=29,no=30,missing=30,gain=0.658302665,cover=7237
- 29:[PialArea5<0.413606972] yes=59,no=60,missing=59,gain=0.920860767,cover=113
- 59:[PialCurv5<0.303062648] yes=109,no=110,missing=109,gain=0.3705616,cover=89
- 109:leaf=-0.00605365355,cover=0
- 110:leaf=0.00233137095,cover=0
- 60:[PialCurv5<0.255337358] yes=111,no=112,missing=111,gain=0.442798615,cover=24
- 111:leaf=0.0238931905,cover=0
- 112:leaf=0.00750547647,cover=0
- 30:[Ecc<0.353712648] yes=61,no=62,missing=62,gain=0.50424087,cover=7124
- 61:[PialCurv5<0.297166049] yes=113,no=114,missing=113,gain=0.557544172,cover=28
- 113:leaf=0.0131862536,cover=0
- 114:leaf=-0.000646763307,cover=0
- 62:[Ecc<1.85215485] yes=115,no=116,missing=115,gain=0.568415523,cover=7096
- 115:leaf=-0.00219497085,cover=0
- 116:leaf=-0.000472965621,cover=0
-booster[935]:
-0:[Area5<0.587948382] yes=1,no=2,missing=1,gain=0.182147026,cover=5124388
- 1:[PialArea5<0.584843099] yes=3,no=4,missing=4,gain=1.52022541,cover=866690
- 3:[PialCurv5<-0.0395349935] yes=7,no=8,missing=7,gain=1.37719047,cover=125077
- 7:[Pol<24.282547] yes=15,no=16,missing=16,gain=2.0423069,cover=25873
- 15:[Curv5<-0.292340577] yes=31,no=32,missing=31,gain=1.6270709,cover=1900
- 31:[Ecc<3.22716212] yes=63,no=64,missing=64,gain=2.17279005,cover=1325
- 63:leaf=0.00633990159,cover=0
- 64:leaf=-0.000513412349,cover=0
- 32:[LGI5<2.60212255] yes=65,no=66,missing=65,gain=1.10428476,cover=575
- 65:leaf=0.000853576174,cover=0
- 66:leaf=0.00526877027,cover=0
- 16:[Ecc<7.64592981] yes=33,no=34,missing=34,gain=2.10435557,cover=23973
- 33:[LGI5<2.2730217] yes=67,no=68,missing=67,gain=1.69486713,cover=13638
- 67:leaf=-0.00146913982,cover=0
- 68:leaf=5.89806077e-05,cover=0
- 34:[LGI5<3.01384926] yes=69,no=70,missing=69,gain=1.91888714,cover=10335
- 69:leaf=-0.00189968012,cover=0
- 70:leaf=-0.000526509364,cover=0
- 8:[Curv5<0.0322575867] yes=17,no=18,missing=17,gain=2.71568823,cover=99204
- 17:[LGI5<2.13090348] yes=35,no=36,missing=35,gain=1.49482656,cover=29248
- 35:[PialCurv5<0.0171581414] yes=71,no=72,missing=72,gain=3.7344389,cover=357
- 71:leaf=-0.00048232876,cover=0
- 72:leaf=0.0100079738,cover=0
- 36:[Pol<7.58674097] yes=73,no=74,missing=74,gain=1.34576309,cover=28891
- 73:leaf=-0.00416637026,cover=0
- 74:leaf=0.000335168646,cover=0
- 18:[Ecc<0.513775289] yes=37,no=38,missing=37,gain=1.81720102,cover=69956
- 37:[LGI5<2.24172258] yes=75,no=76,missing=75,gain=2.28138971,cover=3514
- 75:leaf=0.00382811087,cover=0
- 76:leaf=0.00033207034,cover=0
- 38:[PialCurv5<0.0331302322] yes=77,no=78,missing=78,gain=2.50690961,cover=66442
- 77:leaf=-0.00146811421,cover=0
- 78:leaf=-0.00020375743,cover=0
- 4:[Curv5<-0.0860676765] yes=9,no=10,missing=10,gain=3.36399865,cover=741613
- 9:[PialCurv5<-0.0379593484] yes=19,no=20,missing=19,gain=3.66718721,cover=667711
- 19:[Curv5<-0.121808149] yes=39,no=40,missing=40,gain=2.97605801,cover=647710
- 39:[Sulc0<-0.522449493] yes=79,no=80,missing=79,gain=2.42468572,cover=602864
- 79:leaf=5.49666402e-05,cover=0
- 80:leaf=-0.000193355489,cover=0
- 40:[Sulc0<-0.8873595] yes=81,no=82,missing=82,gain=2.36639667,cover=44846
- 81:leaf=-0.00115119317,cover=0
- 82:leaf=0.000509832054,cover=0
- 20:[PialArea5<0.839144647] yes=41,no=42,missing=41,gain=6.76314163,cover=20001
- 41:[Ecc<15.3430929] yes=83,no=84,missing=84,gain=5.26429176,cover=16552
- 83:leaf=-0.000534511055,cover=0
- 84:leaf=0.00241433131,cover=0
- 42:[Ecc<4.20590305] yes=85,no=86,missing=86,gain=2.2703104,cover=3449
- 85:leaf=-0.00165226555,cover=0
- 86:leaf=-0.0042897095,cover=0
- 10:[Pol<64.3762589] yes=21,no=22,missing=22,gain=9.19586277,cover=73902
- 21:[PialArea5<0.946096778] yes=43,no=44,missing=43,gain=6.35124254,cover=11954
- 43:[Curv5<-0.0296960976] yes=87,no=88,missing=87,gain=5.04541683,cover=11510
- 87:leaf=1.24478029e-05,cover=0
- 88:leaf=-0.00226926943,cover=0
- 44:[Ecc<7.18838644] yes=89,no=90,missing=89,gain=4.2355957,cover=444
- 89:leaf=-0.00407163939,cover=0
- 90:leaf=-0.0156584196,cover=0
- 22:[Pol<146.864227] yes=45,no=46,missing=45,gain=8.02437973,cover=61948
- 45:[Sulc0<-0.487093836] yes=91,no=92,missing=92,gain=9.92089653,cover=43576
- 91:leaf=-0.000461877848,cover=0
- 92:leaf=0.00137667812,cover=0
- 46:[Ecc<7.64592981] yes=93,no=94,missing=93,gain=6.52321911,cover=18372
- 93:leaf=0.000138625663,cover=0
- 94:leaf=-0.00247206097,cover=0
- 2:[LGI5<2.46263766] yes=5,no=6,missing=5,gain=0.812385559,cover=4257698
- 5:[Ecc<15.7955055] yes=11,no=12,missing=11,gain=3.34920645,cover=826968
- 11:[LGI5<2.4272728] yes=23,no=24,missing=23,gain=2.38096642,cover=825319
- 23:[Ecc<11.1913614] yes=47,no=48,missing=47,gain=4.01927662,cover=662217
- 47:[Pol<160.869751] yes=95,no=96,missing=96,gain=2.71884799,cover=659418
- 95:leaf=-2.61669229e-05,cover=0
- 96:leaf=0.000326985319,cover=0
- 48:[Sulc0<0.56283927] yes=97,no=98,missing=97,gain=6.21720886,cover=2799
- 97:leaf=-0.00352342962,cover=0
- 98:leaf=0.00150990835,cover=0
- 24:[Ecc<8.23836613] yes=49,no=50,missing=50,gain=4.97823429,cover=163102
- 49:[Pol<65.1286774] yes=99,no=100,missing=99,gain=5.42548943,cover=155544
- 99:leaf=0.000270975026,cover=0
- 100:leaf=-0.00043559965,cover=0
- 50:[MidArea5<0.658196807] yes=101,no=102,missing=102,gain=2.37693429,cover=7558
- 101:leaf=9.11998577e-05,cover=0
- 102:leaf=0.00186828675,cover=0
- 12:[PialCurv5<0.270000219] yes=25,no=26,missing=25,gain=4.04792356,cover=1649
- 25:[Curv5<-0.232248098] yes=51,no=52,missing=51,gain=1.61394548,cover=1404
- 51:[PialCurv5<-0.11578764] yes=103,no=104,missing=104,gain=0.566202581,cover=206
- 103:leaf=0.00173361413,cover=0
- 104:leaf=-0.00615591928,cover=0
- 52:[Area5<0.715747833] yes=105,no=106,missing=105,gain=2.43013287,cover=1198
- 105:leaf=-0.00680697476,cover=0
- 106:leaf=-0.00220304797,cover=0
- 26:[Sulc0<0.586347759] yes=53,no=54,missing=53,gain=0.248703003,cover=245
- 53:[LGI5<2.41724968] yes=107,no=108,missing=108,gain=0.548294544,cover=42
- 107:leaf=0.00385552994,cover=0
- 108:leaf=0.0174113661,cover=0
- 54:[Area5<0.741095543] yes=109,no=110,missing=109,gain=0.386790872,cover=203
- 109:leaf=0.00357296318,cover=0
- 110:leaf=-0.0037775368,cover=0
- 6:[LGI5<2.48603988] yes=13,no=14,missing=14,gain=1.4957782,cover=3430730
- 13:[Area5<0.701312602] yes=27,no=28,missing=28,gain=3.04381061,cover=108279
- 27:[Pol<89.1530609] yes=55,no=56,missing=55,gain=3.4586277,cover=64368
- 55:[Pol<37.1539459] yes=111,no=112,missing=111,gain=3.63894415,cover=23278
- 111:leaf=0.000426989835,cover=0
- 112:leaf=-0.00093070697,cover=0
- 56:[Pol<137.578873] yes=113,no=114,missing=113,gain=3.60494232,cover=41090
- 113:leaf=0.000579902378,cover=0
- 114:leaf=-0.000411090878,cover=0
- 28:[Ecc<3.48115921] yes=57,no=58,missing=57,gain=3.54726219,cover=43911
- 57:[Ecc<0.567370772] yes=115,no=116,missing=116,gain=4.43249941,cover=16967
- 115:leaf=-0.00220733671,cover=0
- 116:leaf=0.00127542194,cover=0
- 58:[Ecc<7.24576569] yes=117,no=118,missing=117,gain=1.91640556,cover=26944
- 117:leaf=-0.00010652229,cover=0
- 118:leaf=0.000837004103,cover=0
- 14:[Ecc<3.35458159] yes=29,no=30,missing=29,gain=2.03598905,cover=3322451
- 29:[LGI5<2.51629615] yes=59,no=60,missing=59,gain=3.59519339,cover=224877
- 59:[Area5<0.736205518] yes=119,no=120,missing=120,gain=3.97541714,cover=52011
- 119:leaf=-1.34616948e-06,cover=0
- 120:leaf=0.00108408881,cover=0
- 60:[LGI5<3.00812316] yes=121,no=122,missing=122,gain=3.32241964,cover=172866
- 121:leaf=-0.000271522091,cover=0
- 122:leaf=0.00255364925,cover=0
- 30:[LGI5<2.89660096] yes=61,no=62,missing=62,gain=1.48343205,cover=3097574
- 61:[Pol<136.792099] yes=123,no=124,missing=123,gain=5.06731129,cover=1271261
- 123:leaf=1.5953409e-06,cover=0
- 124:leaf=0.000248165336,cover=0
- 62:[Ecc<4.60336304] yes=125,no=126,missing=125,gain=4.32802629,cover=1826313
- 125:leaf=-0.00121765863,cover=0
- 126:leaf=-1.28699703e-05,cover=0
-booster[936]:
-0:[MidArea5<0.439916283] yes=1,no=2,missing=2,gain=0.199861929,cover=5124388
- 1:[Area5<0.642765105] yes=3,no=4,missing=3,gain=1.30387497,cover=40033
- 3:[PialArea5<0.511941612] yes=7,no=8,missing=7,gain=0.458838791,cover=38398
- 7:[Ecc<4.33753681] yes=15,no=16,missing=15,gain=0.390835375,cover=38032
- 15:[PialCurv5<-0.210138425] yes=31,no=32,missing=31,gain=0.370254517,cover=11614
- 31:[Curv5<-0.292340577] yes=63,no=64,missing=64,gain=0.901376307,cover=147
- 63:leaf=-0.00141882838,cover=0
- 64:leaf=-0.0147687113,cover=0
- 32:[Curv5<0.108977526] yes=65,no=66,missing=65,gain=0.408088148,cover=11467
- 65:leaf=0.000699494209,cover=0
- 66:leaf=-0.000276038103,cover=0
- 16:[Sulc0<0.762988985] yes=33,no=34,missing=34,gain=0.537491679,cover=26418
- 33:[Pol<63.605114] yes=67,no=68,missing=68,gain=0.796024978,cover=12960
- 67:leaf=-0.00114826858,cover=0
- 68:leaf=0.000472492975,cover=0
- 34:[Ecc<11.3532677] yes=69,no=70,missing=69,gain=0.974378288,cover=13458
- 69:leaf=-0.000574720441,cover=0
- 70:leaf=0.000285912916,cover=0
- 8:[LGI5<2.26652193] yes=17,no=18,missing=18,gain=0.303724319,cover=366
- 17:[Pol<68.895668] yes=35,no=36,missing=35,gain=0.0426412001,cover=40
- 35:[Pol<41.8258972] yes=71,no=72,missing=71,gain=0.0267486963,cover=17
- 71:leaf=-0.00276374561,cover=0
- 72:leaf=0.00112830405,cover=0
- 36:[PialCurv5<-0.210138425] yes=73,no=74,missing=73,gain=0.0172055215,cover=23
- 73:leaf=-0.00129829568,cover=0
- 74:leaf=-0.00449434249,cover=0
- 18:[Curv5<-0.200394869] yes=37,no=38,missing=38,gain=0.170088649,cover=326
- 37:[Ecc<7.24576569] yes=75,no=76,missing=75,gain=0.397450268,cover=253
- 75:leaf=0.00123091182,cover=0
- 76:leaf=0.00524805207,cover=0
- 38:[Ecc<20.3925476] yes=77,no=78,missing=77,gain=0.167304486,cover=73
- 77:leaf=0.00111071754,cover=0
- 78:leaf=-0.00583657622,cover=0
- 4:[Ecc<8.55626965] yes=9,no=10,missing=9,gain=0.563211679,cover=1635
- 9:[Curv5<0.137416571] yes=19,no=20,missing=19,gain=0.45488286,cover=597
- 19:[Ecc<0.513775289] yes=39,no=40,missing=40,gain=0.0887012482,cover=4
- 39:leaf=0.000489336264,cover=0
- 40:leaf=-0.0156883635,cover=0
- 20:[Ecc<6.58772182] yes=41,no=42,missing=42,gain=0.423434377,cover=593
- 41:[Sulc0<0.624357879] yes=79,no=80,missing=79,gain=0.309693873,cover=360
- 79:leaf=0.0035854762,cover=0
- 80:leaf=0.000580469903,cover=0
- 42:[Sulc0<0.762988985] yes=81,no=82,missing=81,gain=0.894220829,cover=233
- 81:leaf=0.0105138142,cover=0
- 82:leaf=0.00288742688,cover=0
- 10:[Curv5<0.169394374] yes=21,no=22,missing=21,gain=0.579724193,cover=1038
- 21:[LGI5<3.67381835] yes=43,no=44,missing=43,gain=0.503079236,cover=209
- 43:[Pol<76.8473129] yes=83,no=84,missing=83,gain=0.437513709,cover=197
- 83:leaf=-0.00210105604,cover=0
- 84:leaf=0.00468430715,cover=0
- 44:[Sulc0<1.25822949] yes=85,no=86,missing=85,gain=0.0617321879,cover=12
- 85:leaf=-0.00749976886,cover=0
- 86:leaf=0.00310795917,cover=0
- 22:[Sulc0<0.940059185] yes=45,no=46,missing=45,gain=0.583464801,cover=829
- 45:[Pol<109.773643] yes=87,no=88,missing=87,gain=0.306186378,cover=269
- 87:leaf=-0.00214535533,cover=0
- 88:leaf=0.00479908148,cover=0
- 46:[LGI5<3.13786864] yes=89,no=90,missing=89,gain=0.46747461,cover=560
- 89:leaf=0.00256399787,cover=0
- 90:leaf=-0.000321703963,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.3753829,cover=5084355
- 5:[Area5<0.677535415] yes=11,no=12,missing=11,gain=1.04871213,cover=6203
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=24,gain=0.552914739,cover=2898
- 23:[Pol<90.9627914] yes=47,no=48,missing=47,gain=0.369653702,cover=2690
- 47:[PialCurv5<0.285888344] yes=91,no=92,missing=91,gain=0.555902958,cover=638
- 91:leaf=0.00153980532,cover=0
- 92:leaf=-0.00141378818,cover=0
- 48:[LGI5<3.48966408] yes=93,no=94,missing=93,gain=0.997877479,cover=2052
- 93:leaf=-0.00142244052,cover=0
- 94:leaf=0.00469589001,cover=0
- 24:[Ecc<47.7892265] yes=49,no=50,missing=49,gain=0.149850845,cover=208
- 49:[Ecc<8.55626965] yes=95,no=96,missing=96,gain=0.156918764,cover=184
- 95:leaf=0.00489499466,cover=0
- 96:leaf=-0.00426850608,cover=0
- 50:[Area5<0.664770067] yes=97,no=98,missing=97,gain=0.172855049,cover=24
- 97:leaf=0.00391810946,cover=0
- 98:leaf=-0.00426001754,cover=0
- 12:[MidArea5<0.460721314] yes=25,no=26,missing=25,gain=0.873238087,cover=3305
- 25:[Ecc<20.3925476] yes=51,no=52,missing=51,gain=0.618798196,cover=1173
- 51:[Curv5<0.155577481] yes=99,no=100,missing=99,gain=0.691476226,cover=690
- 99:leaf=0.00684513478,cover=0
- 100:leaf=0.00172302092,cover=0
- 52:[Ecc<24.7238369] yes=101,no=102,missing=101,gain=0.46687609,cover=483
- 101:leaf=-0.00360209867,cover=0
- 102:leaf=0.000620675331,cover=0
- 26:[Area5<0.702883124] yes=53,no=54,missing=53,gain=0.694534302,cover=2132
- 53:[Curv5<0.137416571] yes=103,no=104,missing=104,gain=0.40520823,cover=711
- 103:leaf=0.00269039138,cover=0
- 104:leaf=-0.00198372966,cover=0
- 54:[Ecc<36.5542564] yes=105,no=106,missing=106,gain=0.835080802,cover=1421
- 105:leaf=0.00108242093,cover=0
- 106:leaf=-0.00151778944,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=13,gain=0.213243678,cover=5078152
- 13:[LGI5<3.67381835] yes=27,no=28,missing=27,gain=1.11398125,cover=18514
- 27:[Area5<0.676715076] yes=55,no=56,missing=55,gain=1.10356379,cover=18290
- 55:[Ecc<1.15906882] yes=107,no=108,missing=108,gain=1.12170732,cover=17019
- 107:leaf=-0.00165362435,cover=0
- 108:leaf=0.000401685538,cover=0
- 56:[Sulc0<-0.516633809] yes=109,no=110,missing=109,gain=1.10197639,cover=1271
- 109:leaf=-0.000224338422,cover=0
- 110:leaf=-0.00340961968,cover=0
- 28:[LGI5<3.74316525] yes=57,no=58,missing=57,gain=0.69102329,cover=224
- 57:[Ecc<12.0179253] yes=111,no=112,missing=111,gain=0.378779769,cover=130
- 111:leaf=-0.000383665756,cover=0
- 112:leaf=-0.0070450264,cover=0
- 58:[Pol<58.6768646] yes=113,no=114,missing=113,gain=0.201041922,cover=94
- 113:leaf=-0.00207341043,cover=0
- 114:leaf=0.00253900886,cover=0
- 14:[PialCurv5<-0.167439327] yes=29,no=30,missing=29,gain=0.207531288,cover=5059638
- 29:[Sulc0<-0.407819748] yes=59,no=60,missing=59,gain=2.47672415,cover=105305
- 59:[Area5<0.380439579] yes=115,no=116,missing=115,gain=2.05646849,cover=94136
- 115:leaf=-0.00157434458,cover=0
- 116:leaf=4.7458172e-05,cover=0
- 60:[Ecc<3.03937531] yes=117,no=118,missing=117,gain=1.67378616,cover=11169
- 117:leaf=0.00390394381,cover=0
- 118:leaf=-0.00085442065,cover=0
- 30:[Curv5<-0.272521824] yes=61,no=62,missing=61,gain=0.794003248,cover=4954333
- 61:[Area5<0.753010809] yes=119,no=120,missing=120,gain=1.69357812,cover=165360
- 119:leaf=7.88183606e-05,cover=0
- 120:leaf=0.000980245299,cover=0
- 62:[Area5<0.589787364] yes=121,no=122,missing=121,gain=0.328932375,cover=4788973
- 121:leaf=2.82601086e-05,cover=0
- 122:leaf=-8.70719487e-06,cover=0
-booster[937]:
-0:[PialArea5<0.516320646] yes=1,no=2,missing=2,gain=0.201238006,cover=5124388
- 1:[Pol<121.397697] yes=3,no=4,missing=3,gain=1.52902508,cover=969275
- 3:[Ecc<0.783076942] yes=7,no=8,missing=8,gain=2.90236497,cover=847060
- 7:[LGI5<2.29656005] yes=15,no=16,missing=15,gain=4.33644962,cover=5271
- 15:[Area5<0.638344944] yes=31,no=32,missing=31,gain=3.96182275,cover=1784
- 31:[LGI5<2.25075769] yes=63,no=64,missing=64,gain=3.64485431,cover=1105
- 63:leaf=0.0031954057,cover=0
- 64:leaf=-0.00275520957,cover=0
- 32:[Sulc0<-0.53419745] yes=65,no=66,missing=65,gain=3.55713654,cover=679
- 65:leaf=-0.0122592421,cover=0
- 66:leaf=-0.0022830118,cover=0
- 16:[Area5<0.740087628] yes=33,no=34,missing=33,gain=7.31484652,cover=3487
- 33:[LGI5<2.37953305] yes=67,no=68,missing=67,gain=4.99474525,cover=3398
- 67:leaf=0.00459322473,cover=0
- 68:leaf=0.000494301261,cover=0
- 34:[LGI5<2.41354537] yes=69,no=70,missing=69,gain=3.61581898,cover=89
- 69:leaf=0.0258656181,cover=0
- 70:leaf=0.0056348322,cover=0
- 8:[PialCurv5<0.0824522972] yes=17,no=18,missing=17,gain=2.28012323,cover=841789
- 17:[Pol<90.9627914] yes=35,no=36,missing=35,gain=7.72219181,cover=63245
- 35:[LGI5<3.48966408] yes=71,no=72,missing=71,gain=5.49619102,cover=32532
- 71:leaf=0.000443155499,cover=0
- 72:leaf=-0.00181561301,cover=0
- 36:[Ecc<1.10530448] yes=73,no=74,missing=74,gain=5.29082775,cover=30713
- 73:leaf=0.00352328061,cover=0
- 74:leaf=-0.000966026739,cover=0
- 18:[Sulc0<0.0372688323] yes=37,no=38,missing=37,gain=1.45537114,cover=778544
- 37:[Ecc<2.6675415] yes=75,no=76,missing=75,gain=4.06081486,cover=35498
- 75:leaf=0.000218428657,cover=0
- 76:leaf=-0.000851622317,cover=0
- 38:[Curv5<0.081820026] yes=77,no=78,missing=77,gain=2.90447831,cover=743046
- 77:leaf=0.000453474611,cover=0
- 78:leaf=4.78446827e-06,cover=0
- 4:[Ecc<1.05247808] yes=9,no=10,missing=9,gain=2.46998811,cover=122215
- 9:[Area5<0.735260904] yes=19,no=20,missing=19,gain=4.26192665,cover=23042
- 19:[LGI5<2.34802985] yes=39,no=40,missing=39,gain=3.31255388,cover=22556
- 39:[Ecc<0.513775289] yes=79,no=80,missing=79,gain=4.29148245,cover=9966
- 79:leaf=0.0015364273,cover=0
- 80:leaf=-0.000538510852,cover=0
- 40:[Curv5<-0.00402251538] yes=81,no=82,missing=81,gain=4.48782825,cover=12590
- 81:leaf=-0.00372592802,cover=0
- 82:leaf=-0.000423175487,cover=0
- 20:[PialCurv5<0.15079549] yes=41,no=42,missing=41,gain=3.78931618,cover=486
- 41:[MidArea5<0.689589858] yes=83,no=84,missing=83,gain=5.13585281,cover=327
- 83:leaf=-0.011768708,cover=0
- 84:leaf=0.00232887059,cover=0
- 42:[Curv5<0.110890195] yes=85,no=86,missing=85,gain=2.5828712,cover=159
- 85:leaf=0.014380184,cover=0
- 86:leaf=-0.00168364251,cover=0
- 10:[Sulc0<-0.271910518] yes=21,no=22,missing=21,gain=6.63209057,cover=99173
- 21:[Ecc<7.59607029] yes=43,no=44,missing=43,gain=6.19898987,cover=10473
- 43:[Ecc<1.62447274] yes=87,no=88,missing=88,gain=4.69199944,cover=6126
- 87:leaf=0.0008382909,cover=0
- 88:leaf=0.00365509652,cover=0
- 44:[Curv5<0.131767005] yes=89,no=90,missing=89,gain=2.59975219,cover=4347
- 89:leaf=-0.000521719281,cover=0
- 90:leaf=0.00270074746,cover=0
- 22:[LGI5<2.16230083] yes=45,no=46,missing=46,gain=1.93035293,cover=88700
- 45:[Curv5<0.0574831441] yes=91,no=92,missing=92,gain=2.6824193,cover=530
- 91:leaf=0.0101126051,cover=0
- 92:leaf=0.00133938692,cover=0
- 46:[LGI5<2.35684347] yes=93,no=94,missing=93,gain=2.36278987,cover=88170
- 93:leaf=-0.000859259104,cover=0
- 94:leaf=0.000202925483,cover=0
- 2:[Sulc0<0.869075775] yes=5,no=6,missing=5,gain=0.82653904,cover=4155113
- 5:[Curv5<0.0574831441] yes=11,no=12,missing=12,gain=1.00479484,cover=4133132
- 11:[PialCurv5<0.144311354] yes=23,no=24,missing=24,gain=1.07945764,cover=3582296
- 23:[Sulc0<0.551384151] yes=47,no=48,missing=48,gain=1.55538821,cover=3560092
- 47:[PialCurv5<0.0959877223] yes=95,no=96,missing=95,gain=0.980011106,cover=3525601
- 95:leaf=-1.56482918e-06,cover=0
- 96:leaf=0.000188773804,cover=0
- 48:[Area5<0.755546272] yes=97,no=98,missing=97,gain=4.42579126,cover=34491
- 97:leaf=0.000723664183,cover=0
- 98:leaf=-0.000495559187,cover=0
- 24:[Ecc<3.54469991] yes=49,no=50,missing=49,gain=3.2203207,cover=22204
- 49:[Ecc<1.31300318] yes=99,no=100,missing=99,gain=3.3170352,cover=4167
- 99:leaf=-0.00121199922,cover=0
- 100:leaf=0.00184642978,cover=0
- 50:[MidArea5<0.757804036] yes=101,no=102,missing=101,gain=3.19264269,cover=18037
- 101:leaf=-0.000976154755,cover=0
- 102:leaf=0.000658296223,cover=0
- 12:[Pol<57.8577347] yes=25,no=26,missing=26,gain=2.90351582,cover=550836
- 25:[Area5<0.765896857] yes=51,no=52,missing=51,gain=4.76349926,cover=51327
- 51:[Sulc0<-0.115756653] yes=103,no=104,missing=103,gain=3.97128844,cover=36160
- 103:leaf=0.000975366333,cover=0
- 104:leaf=-0.000298092462,cover=0
- 52:[PialCurv5<0.141046807] yes=105,no=106,missing=105,gain=4.40020514,cover=15167
- 105:leaf=0.00151826616,cover=0
- 106:leaf=-0.000460494688,cover=0
- 26:[Ecc<18.0513744] yes=53,no=54,missing=53,gain=3.21199799,cover=499509
- 53:[PialCurv5<0.125401646] yes=107,no=108,missing=107,gain=3.53225517,cover=405744
- 107:leaf=-0.000249048666,cover=0
- 108:leaf=6.1602128e-05,cover=0
- 54:[Pol<126.540802] yes=109,no=110,missing=110,gain=14.984663,cover=93765
- 109:leaf=-0.000808810641,cover=0
- 110:leaf=0.000540265755,cover=0
- 6:[Pol<108.184875] yes=13,no=14,missing=13,gain=3.90551186,cover=21981
- 13:[Area5<0.644818127] yes=27,no=28,missing=27,gain=1.87475646,cover=17942
- 27:[Curv5<0.114925429] yes=55,no=56,missing=55,gain=2.89742398,cover=361
- 55:[Pol<84.7687759] yes=111,no=112,missing=111,gain=1.88996935,cover=324
- 111:leaf=-0.00937201921,cover=0
- 112:leaf=-0.00168468512,cover=0
- 56:[Pol<92.7492142] yes=113,no=114,missing=113,gain=0.700848579,cover=37
- 113:leaf=0.0138438735,cover=0
- 114:leaf=-0.00103923038,cover=0
- 28:[Ecc<15.5679035] yes=57,no=58,missing=57,gain=2.04127359,cover=17581
- 57:[LGI5<3.1900804] yes=115,no=116,missing=116,gain=3.24896908,cover=1305
- 115:leaf=0.000353803101,cover=0
- 116:leaf=-0.0046732612,cover=0
- 58:[Ecc<37.2796402] yes=117,no=118,missing=117,gain=1.47921383,cover=16276
- 117:leaf=0.000769925944,cover=0
- 118:leaf=-0.000195551664,cover=0
- 14:[Ecc<27.327179] yes=29,no=30,missing=30,gain=1.70993567,cover=4039
- 29:[Curv5<0.0857537538] yes=59,no=60,missing=59,gain=0.972238243,cover=1345
- 59:[LGI5<3.23225117] yes=119,no=120,missing=119,gain=1.25238323,cover=315
- 119:leaf=-0.00430555176,cover=0
- 120:leaf=0.00246253493,cover=0
- 60:[Ecc<10.426198] yes=121,no=122,missing=121,gain=0.715870857,cover=1030
- 121:leaf=0.00407832535,cover=0
- 122:leaf=0.000429601932,cover=0
- 30:[Curv5<0.18040961] yes=61,no=62,missing=62,gain=1.38147545,cover=2694
- 61:[PialCurv5<-0.0173297711] yes=123,no=124,missing=124,gain=1.27697563,cover=2655
- 123:leaf=0.0133270239,cover=0
- 124:leaf=0.00218235934,cover=0
- 62:[LGI5<3.11198854] yes=125,no=126,missing=125,gain=0.545407534,cover=39
- 125:leaf=0.0202432703,cover=0
- 126:leaf=0.00726141175,cover=0
-booster[938]:
-0:[PialArea5<0.555011809] yes=1,no=2,missing=2,gain=0.185726613,cover=5124388
- 1:[Curv5<0.0344051942] yes=3,no=4,missing=3,gain=2.11349487,cover=1149702
- 3:[Area5<0.682363749] yes=7,no=8,missing=7,gain=8.38400555,cover=79279
- 7:[LGI5<2.22170687] yes=15,no=16,missing=16,gain=3.02849913,cover=69477
- 15:[Pol<147.599014] yes=31,no=32,missing=31,gain=4.32832956,cover=2650
- 31:[PialCurv5<-0.0748331472] yes=63,no=64,missing=64,gain=3.52121353,cover=2043
- 63:leaf=-0.00181747903,cover=0
- 64:leaf=0.00366872246,cover=0
- 32:[Area5<0.584141672] yes=65,no=66,missing=65,gain=2.89094782,cover=607
- 65:leaf=-0.00528223347,cover=0
- 66:leaf=0.0016286053,cover=0
- 16:[LGI5<3.07360435] yes=33,no=34,missing=33,gain=3.66850615,cover=66827
- 33:[LGI5<2.2730217] yes=67,no=68,missing=67,gain=2.67920494,cover=47548
- 67:leaf=-0.00205622776,cover=0
- 68:leaf=-0.000257813022,cover=0
- 34:[PialCurv5<0.0354230702] yes=69,no=70,missing=69,gain=2.58776188,cover=19279
- 69:leaf=-1.11048703e-05,cover=0
- 70:leaf=0.00116414158,cover=0
- 8:[Pol<150.62207] yes=17,no=18,missing=17,gain=8.14484692,cover=9802
- 17:[Pol<71.0996552] yes=35,no=36,missing=35,gain=6.1825943,cover=8484
- 35:[LGI5<2.46595764] yes=71,no=72,missing=71,gain=6.49778461,cover=1360
- 71:leaf=-0.00716929091,cover=0
- 72:leaf=0.00239420473,cover=0
- 36:[Ecc<0.783076942] yes=73,no=74,missing=73,gain=4.10477066,cover=7124
- 73:leaf=0.00483047776,cover=0
- 74:leaf=-0.00294753769,cover=0
- 18:[Curv5<-0.151772231] yes=37,no=38,missing=37,gain=4.26582956,cover=1318
- 37:[LGI5<2.80803919] yes=75,no=76,missing=75,gain=0.456623554,cover=11
- 75:leaf=0.0377089195,cover=0
- 76:leaf=0.0103604859,cover=0
- 38:[Area5<0.720865786] yes=77,no=78,missing=77,gain=2.37371254,cover=1307
- 77:leaf=4.0097646e-05,cover=0
- 78:leaf=0.00438689534,cover=0
- 4:[Area5<0.623097897] yes=9,no=10,missing=9,gain=2.76630855,cover=1070423
- 9:[Curv5<0.169394374] yes=19,no=20,missing=20,gain=3.6651082,cover=164706
- 19:[PialArea5<0.480917931] yes=39,no=40,missing=39,gain=3.01590538,cover=85937
- 39:[Curv5<0.0798443258] yes=79,no=80,missing=80,gain=3.076087,cover=61386
- 79:leaf=0.00048078,cover=0
- 80:leaf=-0.000377342891,cover=0
- 40:[Pol<164.532394] yes=81,no=82,missing=81,gain=1.99855995,cover=24551
- 81:leaf=-0.000995949144,cover=0
- 82:leaf=0.00051505788,cover=0
- 20:[LGI5<2.35684347] yes=41,no=42,missing=42,gain=1.46703875,cover=78769
- 41:[LGI5<2.29656005] yes=83,no=84,missing=83,gain=1.2808454,cover=14802
- 83:leaf=6.23078886e-05,cover=0
- 84:leaf=-0.0008734648,cover=0
- 42:[MidArea5<0.489716202] yes=85,no=86,missing=86,gain=1.79473042,cover=63967
- 85:leaf=4.81381721e-05,cover=0
- 86:leaf=0.000666414155,cover=0
- 10:[Sulc0<0.32645905] yes=21,no=22,missing=21,gain=4.31576967,cover=905717
- 21:[Curv5<0.147363082] yes=43,no=44,missing=43,gain=8.39921188,cover=221369
- 43:[Pol<95.6227875] yes=87,no=88,missing=87,gain=8.49150467,cover=130046
- 87:leaf=0.00101176789,cover=0
- 88:leaf=0.000188191072,cover=0
- 44:[Pol<117.668175] yes=89,no=90,missing=89,gain=2.21747923,cover=91323
- 89:leaf=-0.000270018674,cover=0
- 90:leaf=0.000263091089,cover=0
- 22:[Pol<104.929901] yes=45,no=46,missing=45,gain=3.16326928,cover=684348
- 45:[PialCurv5<0.119354174] yes=91,no=92,missing=91,gain=4.25041866,cover=446306
- 91:leaf=-0.000619328057,cover=0
- 92:leaf=-2.67980631e-05,cover=0
- 46:[PialCurv5<0.185672894] yes=93,no=94,missing=93,gain=7.20777607,cover=238042
- 93:leaf=0.000624056149,cover=0
- 94:leaf=-6.02447471e-06,cover=0
- 2:[Curv5<0.177453667] yes=5,no=6,missing=5,gain=1.33487856,cover=3974686
- 5:[Curv5<0.0595101416] yes=11,no=12,missing=12,gain=1.62815511,cover=3968001
- 11:[PialCurv5<0.131570891] yes=23,no=24,missing=23,gain=1.56447494,cover=3553345
- 23:[Sulc0<0.495946974] yes=47,no=48,missing=47,gain=1.87870121,cover=3520221
- 47:[PialCurv5<0.0959877223] yes=95,no=96,missing=95,gain=1.36629713,cover=3470124
- 95:leaf=-5.66873553e-07,cover=0
- 96:leaf=0.000247429678,cover=0
- 48:[Pol<143.959366] yes=97,no=98,missing=97,gain=4.49374628,cover=50097
- 97:leaf=0.000417444826,cover=0
- 98:leaf=-0.00181183347,cover=0
- 24:[Area5<0.669950843] yes=49,no=50,missing=49,gain=4.5019474,cover=33124
- 49:[Ecc<5.33884621] yes=99,no=100,missing=99,gain=3.80141068,cover=9120
- 99:leaf=-6.63221435e-05,cover=0
- 100:leaf=-0.00213938928,cover=0
- 50:[Ecc<3.10160303] yes=101,no=102,missing=101,gain=5.58306789,cover=24004
- 101:leaf=0.00207659579,cover=0
- 102:leaf=-0.000261042704,cover=0
- 12:[PialCurv5<-0.00171623251] yes=25,no=26,missing=25,gain=3.50830674,cover=414656
- 25:[Ecc<5.53207445] yes=51,no=52,missing=51,gain=4.75806808,cover=3477
- 51:[PialArea5<0.699586272] yes=103,no=104,missing=104,gain=2.57448769,cover=1383
- 103:leaf=-0.00230811234,cover=0
- 104:leaf=-0.00678479625,cover=0
- 52:[LGI5<2.92358446] yes=105,no=106,missing=105,gain=4.5498209,cover=2094
- 105:leaf=0.00223095505,cover=0
- 106:leaf=-0.00243074633,cover=0
- 26:[Area5<0.580209434] yes=53,no=54,missing=53,gain=3.74647141,cover=411179
- 53:[PialArea5<0.640100121] yes=107,no=108,missing=108,gain=2.89062142,cover=2313
- 107:leaf=0.00107461552,cover=0
- 108:leaf=0.00561886141,cover=0
- 54:[Ecc<0.221054599] yes=109,no=110,missing=110,gain=3.93168116,cover=408866
- 109:leaf=-0.00481655728,cover=0
- 110:leaf=-9.29428497e-05,cover=0
- 6:[PialCurv5<0.280504435] yes=13,no=14,missing=13,gain=2.86110258,cover=6685
- 13:[Sulc0<0.40262419] yes=27,no=28,missing=28,gain=1.45995569,cover=3809
- 27:[PialArea5<0.624898493] yes=55,no=56,missing=56,gain=0.917481422,cover=3384
- 55:[Area5<0.620557249] yes=111,no=112,missing=111,gain=0.439281166,cover=2335
- 111:leaf=0.00315487641,cover=0
- 112:leaf=0.000507630641,cover=0
- 56:[Pol<164.532394] yes=113,no=114,missing=113,gain=0.664068937,cover=1049
- 113:leaf=0.00285531115,cover=0
- 114:leaf=-0.00171432574,cover=0
- 28:[LGI5<3.35709596] yes=57,no=58,missing=57,gain=0.767254353,cover=425
- 57:[Area5<0.706906915] yes=115,no=116,missing=115,gain=0.824957132,cover=355
- 115:leaf=0.0102733159,cover=0
- 116:leaf=0.00411097938,cover=0
- 58:[Pol<86.0952454] yes=117,no=118,missing=117,gain=0.445989251,cover=70
- 117:leaf=0.00615790533,cover=0
- 118:leaf=-0.00277140155,cover=0
- 14:[PialCurv5<0.426807076] yes=29,no=30,missing=29,gain=1.30309474,cover=2876
- 29:[LGI5<2.53029394] yes=59,no=60,missing=59,gain=0.963963926,cover=2659
- 59:[Area5<0.700531542] yes=119,no=120,missing=119,gain=0.710814357,cover=1258
- 119:leaf=0.00189005525,cover=0
- 120:leaf=-0.00062921358,cover=0
- 60:[LGI5<2.91278505] yes=121,no=122,missing=121,gain=1.35763073,cover=1401
- 121:leaf=-0.00290128193,cover=0
- 122:leaf=0.000311757642,cover=0
- 30:[LGI5<2.66988635] yes=61,no=62,missing=61,gain=0.469528615,cover=217
- 61:[Area5<0.607942343] yes=123,no=124,missing=123,gain=0.435265839,cover=110
- 123:leaf=0.009160541,cover=0
- 124:leaf=-0.000268035714,cover=0
- 62:[Sulc0<0.101211272] yes=125,no=126,missing=125,gain=1.04458439,cover=107
- 125:leaf=-0.00164020772,cover=0
- 126:leaf=0.00890478399,cover=0
-booster[939]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=2,gain=0.197092712,cover=5124388
- 1:[Area5<0.674147427] yes=3,no=4,missing=3,gain=0.885806561,cover=60049
- 3:[PialArea5<0.563414931] yes=7,no=8,missing=8,gain=0.548394024,cover=59315
- 7:[Pol<175.643188] yes=15,no=16,missing=15,gain=0.387471467,cover=59169
- 15:[LGI5<2.31192279] yes=31,no=32,missing=31,gain=0.425109446,cover=58395
- 31:[PialCurv5<0.147539601] yes=61,no=62,missing=61,gain=0.913547039,cover=4978
- 61:leaf=-0.00147732208,cover=0
- 62:leaf=2.84902289e-05,cover=0
- 32:[PialCurv5<0.15079549] yes=63,no=64,missing=63,gain=0.912817955,cover=53417
- 63:leaf=0.000503716408,cover=0
- 64:leaf=-1.51055528e-05,cover=0
- 16:[Sulc0<0.433680743] yes=33,no=34,missing=33,gain=0.533525825,cover=774
- 33:[Ecc<8.35574818] yes=65,no=66,missing=65,gain=0.372112393,cover=749
- 65:leaf=0.00197615451,cover=0
- 66:leaf=-0.000790128426,cover=0
- 34:[Area5<0.619086087] yes=67,no=68,missing=67,gain=0.0887856185,cover=25
- 67:leaf=-0.00765214581,cover=0
- 68:leaf=-0.00091928395,cover=0
- 8:[Curv5<-0.225438625] yes=17,no=18,missing=17,gain=0.202558756,cover=146
- 17:[LGI5<2.26652193] yes=35,no=36,missing=36,gain=0.119779229,cover=111
- 35:[Ecc<0.889730632] yes=69,no=70,missing=69,gain=0.0604222193,cover=20
- 69:leaf=0.00374131999,cover=0
- 70:leaf=-0.00159457547,cover=0
- 36:[Pol<136.095428] yes=71,no=72,missing=72,gain=0.124395549,cover=91
- 71:leaf=0.0036526171,cover=0
- 72:leaf=0.00783345755,cover=0
- 18:[PialCurv5<-0.120663248] yes=37,no=38,missing=37,gain=0.0998307243,cover=35
- 37:[Curv5<-0.160152137] yes=73,no=74,missing=73,gain=0.0457978249,cover=30
- 73:leaf=-0.00248373696,cover=0
- 74:leaf=0.00175487867,cover=0
- 38:leaf=0.00571329799,cover=0
- 4:[Ecc<10.147254] yes=9,no=10,missing=9,gain=0.382095873,cover=734
- 9:[Curv5<0.186949074] yes=19,no=20,missing=19,gain=0.755182981,cover=284
- 19:[PialCurv5<0.343960524] yes=39,no=40,missing=39,gain=0.333123207,cover=90
- 39:[Ecc<4.46987629] yes=75,no=76,missing=76,gain=0.3155303,cover=61
- 75:leaf=-0.000161764357,cover=0
- 76:leaf=0.0104582822,cover=0
- 40:[Pol<84.7687759] yes=77,no=78,missing=77,gain=0.120640598,cover=29
- 77:leaf=-0.00722036744,cover=0
- 78:leaf=0.00343357818,cover=0
- 20:[Curv5<0.216179401] yes=41,no=42,missing=41,gain=0.401868165,cover=194
- 41:[LGI5<2.80803919] yes=79,no=80,missing=80,gain=0.334071726,cover=110
- 79:leaf=-0.00197344902,cover=0
- 80:leaf=0.00458554598,cover=0
- 42:[Area5<0.680766582] yes=81,no=82,missing=81,gain=0.211420417,cover=84
- 81:leaf=0.00124907331,cover=0
- 82:leaf=0.00630501239,cover=0
- 10:[Curv5<0.120553598] yes=21,no=22,missing=22,gain=0.274087191,cover=450
- 21:leaf=-0.00891926978,cover=0
- 22:[PialCurv5<0.382664889] yes=43,no=44,missing=43,gain=0.310631216,cover=444
- 43:[Curv5<0.190557376] yes=83,no=84,missing=84,gain=0.440661371,cover=253
- 83:leaf=0.000682985352,cover=0
- 84:leaf=0.00506470352,cover=0
- 44:[LGI5<3.15728688] yes=85,no=86,missing=85,gain=0.235022187,cover=191
- 85:leaf=-0.00210907171,cover=0
- 86:leaf=0.00138684583,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.208415151,cover=5064339
- 5:[Area5<0.690371037] yes=11,no=12,missing=11,gain=0.908517361,cover=3639
- 11:[Sulc0<0.676033437] yes=23,no=24,missing=24,gain=0.480706096,cover=1477
- 23:[Curv5<0.143178418] yes=45,no=46,missing=45,gain=0.657775402,cover=219
- 45:[PialCurv5<0.141046807] yes=87,no=88,missing=87,gain=0.538972259,cover=15
- 87:leaf=0.0266300235,cover=0
- 88:leaf=0.00483574066,cover=0
- 46:[LGI5<2.2730217] yes=89,no=90,missing=89,gain=0.505712509,cover=204
- 89:leaf=-0.00749694277,cover=0
- 90:leaf=0.000870342366,cover=0
- 24:[Pol<109.248352] yes=47,no=48,missing=47,gain=0.391994476,cover=1258
- 47:[PialCurv5<0.128475845] yes=91,no=92,missing=91,gain=0.376903296,cover=1176
- 91:leaf=-0.00571244396,cover=0
- 92:leaf=-0.0017293694,cover=0
- 48:[PialCurv5<0.426807076] yes=93,no=94,missing=93,gain=0.186816379,cover=82
- 93:leaf=0.00274419272,cover=0
- 94:leaf=-0.00327724032,cover=0
- 12:[MidArea5<0.460721314] yes=25,no=26,missing=25,gain=0.692130208,cover=2162
- 25:[Ecc<14.694541] yes=49,no=50,missing=49,gain=0.31782192,cover=323
- 49:[Ecc<11.8489361] yes=95,no=96,missing=95,gain=0.469807386,cover=146
- 95:leaf=0.00307404716,cover=0
- 96:leaf=0.0119722337,cover=0
- 50:[Area5<0.709272623] yes=97,no=98,missing=97,gain=0.262163699,cover=177
- 97:leaf=-0.000775167369,cover=0
- 98:leaf=0.00307197054,cover=0
- 26:[Pol<71.0996552] yes=51,no=52,missing=51,gain=0.409836322,cover=1839
- 51:[Pol<60.4070244] yes=99,no=100,missing=99,gain=0.616873026,cover=144
- 99:leaf=0.00080627267,cover=0
- 100:leaf=-0.00571836578,cover=0
- 52:[LGI5<2.38303256] yes=101,no=102,missing=101,gain=0.37174049,cover=1695
- 101:leaf=-0.00378277339,cover=0
- 102:leaf=0.000256944855,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=13,gain=0.176918834,cover=5060700
- 13:[PialCurv5<-0.164281175] yes=27,no=28,missing=27,gain=0.977153301,cover=18235
- 27:[LGI5<2.24172258] yes=53,no=54,missing=54,gain=0.97623086,cover=13422
- 53:[Pol<12.2267933] yes=103,no=104,missing=103,gain=1.05872846,cover=225
- 103:leaf=0.0156475268,cover=0
- 104:leaf=0.0026423547,cover=0
- 54:[LGI5<2.30690479] yes=105,no=106,missing=105,gain=1.49681985,cover=13197
- 105:leaf=-0.00313826883,cover=0
- 106:leaf=0.000400021265,cover=0
- 28:[Area5<0.462054074] yes=55,no=56,missing=55,gain=0.896157682,cover=4813
- 55:[Pol<145.397461] yes=107,no=108,missing=107,gain=0.93055439,cover=994
- 107:leaf=-0.00250706333,cover=0
- 108:leaf=0.00147614104,cover=0
- 56:[Ecc<29.8764286] yes=109,no=110,missing=109,gain=1.13751483,cover=3819
- 109:leaf=-0.000409763743,cover=0
- 110:leaf=0.00235993648,cover=0
- 14:[PialArea5<0.937250912] yes=29,no=30,missing=29,gain=0.199478149,cover=5042465
- 29:[PialCurv5<-0.164281175] yes=57,no=58,missing=57,gain=0.740360737,cover=3611390
- 57:[Area5<0.380439579] yes=111,no=112,missing=111,gain=2.02957726,cover=90774
- 111:leaf=-0.001547163,cover=0
- 112:leaf=-0.000108631059,cover=0
- 58:[Curv5<-0.269494504] yes=113,no=114,missing=113,gain=2.0697279,cover=3520616
- 113:leaf=0.00021482374,cover=0
- 114:leaf=-1.06934276e-05,cover=0
- 30:[Ecc<0.295587689] yes=59,no=60,missing=59,gain=0.788028896,cover=1431075
- 59:[LGI5<2.78495932] yes=115,no=116,missing=115,gain=1.96849513,cover=11660
- 115:leaf=-0.000443879981,cover=0
- 116:leaf=0.00821585301,cover=0
- 60:[MidArea5<0.805760801] yes=117,no=118,missing=117,gain=0.852222502,cover=1419415
- 117:leaf=0.000121293902,cover=0
- 118:leaf=3.30501211e-06,cover=0
-booster[940]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=1,gain=0.182990357,cover=5124388
- 1:[PialCurv5<0.493508637] yes=3,no=4,missing=4,gain=0.337866127,cover=20016
- 3:[Curv5<0.266060919] yes=7,no=8,missing=7,gain=0.619543254,cover=16037
- 7:[LGI5<2.56865931] yes=15,no=16,missing=15,gain=0.615572274,cover=12872
- 15:[Curv5<0.120553598] yes=31,no=32,missing=32,gain=0.712534308,cover=4408
- 31:[Ecc<4.46987629] yes=63,no=64,missing=63,gain=1.16592717,cover=1040
- 63:leaf=0.000706690655,cover=0
- 64:leaf=0.00433134986,cover=0
- 32:[PialArea5<0.309935868] yes=65,no=66,missing=66,gain=0.877002358,cover=3368
- 65:leaf=0.000569518888,cover=0
- 66:leaf=-0.00236722548,cover=0
- 16:[LGI5<2.64191389] yes=33,no=34,missing=33,gain=1.82783675,cover=8464
- 33:[Sulc0<0.118391842] yes=67,no=68,missing=67,gain=2.38171577,cover=758
- 67:leaf=-0.00841028523,cover=0
- 68:leaf=-0.0010833476,cover=0
- 34:[Pol<177.360886] yes=69,no=70,missing=70,gain=0.656257331,cover=7706
- 69:leaf=0.000163975768,cover=0
- 70:leaf=0.0109993098,cover=0
- 8:[LGI5<3.1833725] yes=17,no=18,missing=17,gain=1.08612108,cover=3165
- 17:[Pol<95.6227875] yes=35,no=36,missing=35,gain=1.16565442,cover=2889
- 35:[PialCurv5<0.353309482] yes=71,no=72,missing=71,gain=1.45012736,cover=570
- 71:leaf=0.00420456845,cover=0
- 72:leaf=-0.000833347091,cover=0
- 36:[LGI5<2.24172258] yes=73,no=74,missing=74,gain=0.79190582,cover=2319
- 73:leaf=-0.00497020362,cover=0
- 74:leaf=-0.000584795373,cover=0
- 18:[Pol<80.2322083] yes=37,no=38,missing=38,gain=0.274683356,cover=276
- 37:[Pol<66.6374893] yes=75,no=76,missing=75,gain=0.155609369,cover=71
- 75:leaf=-0.00118617329,cover=0
- 76:leaf=-0.00733222812,cover=0
- 38:[LGI5<3.37729335] yes=77,no=78,missing=78,gain=0.392436683,cover=205
- 77:leaf=-0.00435729697,cover=0
- 78:leaf=0.000118980584,cover=0
- 4:[Ecc<41.2560654] yes=9,no=10,missing=9,gain=0.717439592,cover=3979
- 9:[Ecc<25.1292973] yes=19,no=20,missing=20,gain=1.34980512,cover=3726
- 19:[LGI5<3.15728688] yes=39,no=40,missing=39,gain=1.02058458,cover=3097
- 39:[LGI5<2.97899532] yes=79,no=80,missing=80,gain=1.43584681,cover=2751
- 79:leaf=0.000358752703,cover=0
- 80:leaf=0.00542185316,cover=0
- 40:[LGI5<3.35709596] yes=81,no=82,missing=81,gain=2.38996434,cover=346
- 81:leaf=-0.00629103696,cover=0
- 82:leaf=0.00200181012,cover=0
- 20:[Ecc<29.3556995] yes=41,no=42,missing=41,gain=1.75042748,cover=629
- 41:[Sulc0<1.25822949] yes=83,no=84,missing=84,gain=4.10350275,cover=181
- 83:leaf=0.00446677767,cover=0
- 84:leaf=0.0296678487,cover=0
- 42:[Area5<0.494833142] yes=85,no=86,missing=85,gain=2.12099123,cover=448
- 85:leaf=0.00685598189,cover=0
- 86:leaf=-0.000907447131,cover=0
- 10:[Area5<0.607942343] yes=21,no=22,missing=22,gain=1.2866962,cover=253
- 21:[Area5<0.56946665] yes=43,no=44,missing=43,gain=0.573943853,cover=220
- 43:[Sulc0<1.02827847] yes=87,no=88,missing=87,gain=0.66446197,cover=164
- 87:leaf=0.00282121706,cover=0
- 88:leaf=-0.00400630711,cover=0
- 44:[Pol<76.1517639] yes=89,no=90,missing=89,gain=0.850867033,cover=56
- 89:leaf=-0.0129318712,cover=0
- 90:leaf=-0.00053566409,cover=0
- 22:[LGI5<3.1833725] yes=45,no=46,missing=45,gain=1.31806493,cover=33
- 45:[Area5<0.66211915] yes=91,no=92,missing=91,gain=0.17441155,cover=21
- 91:leaf=0.00137248635,cover=0
- 92:leaf=-0.0101201283,cover=0
- 46:[Pol<93.9093552] yes=93,no=94,missing=93,gain=0.453126192,cover=12
- 93:leaf=0.0235603955,cover=0
- 94:leaf=-0.00156956911,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.223746315,cover=5104372
- 5:[Area5<0.625618935] yes=11,no=12,missing=11,gain=1.0191443,cover=10549
- 11:[PialCurv5<0.144311354] yes=23,no=24,missing=24,gain=0.684656382,cover=1317
- 23:[Ecc<1.15906882] yes=47,no=48,missing=47,gain=0.443309128,cover=103
- 47:[LGI5<2.45602322] yes=95,no=96,missing=96,gain=0.144626379,cover=25
- 95:leaf=-0.00122533331,cover=0
- 96:leaf=-0.0101568243,cover=0
- 48:[Ecc<20.0856266] yes=97,no=98,missing=97,gain=0.556268215,cover=78
- 97:leaf=0.00592198083,cover=0
- 98:leaf=-0.00582782505,cover=0
- 24:[Ecc<9.50052643] yes=49,no=50,missing=50,gain=0.407764554,cover=1214
- 49:[Pol<96.2546158] yes=99,no=100,missing=99,gain=0.389663786,cover=769
- 99:leaf=0.00100150274,cover=0
- 100:leaf=-0.00174719736,cover=0
- 50:[Curv5<0.108977526] yes=101,no=102,missing=102,gain=0.373639345,cover=445
- 101:leaf=0.0105993673,cover=0
- 102:leaf=-0.00321481051,cover=0
- 12:[Ecc<18.0513744] yes=25,no=26,missing=25,gain=0.898737788,cover=9232
- 25:[Curv5<0.155577481] yes=51,no=52,missing=51,gain=0.963606596,cover=5874
- 51:[LGI5<3.0310638] yes=103,no=104,missing=104,gain=1.0139699,cover=605
- 103:leaf=0.000686779036,cover=0
- 104:leaf=0.00495487684,cover=0
- 52:[LGI5<3.41813922] yes=105,no=106,missing=105,gain=0.86776334,cover=5269
- 105:leaf=-1.55460402e-05,cover=0
- 106:leaf=0.00336673786,cover=0
- 26:[LGI5<2.60212255] yes=53,no=54,missing=54,gain=1.11971045,cover=3358
- 53:[PialCurv5<0.144311354] yes=107,no=108,missing=107,gain=0.221427798,cover=59
- 107:leaf=-0.0149356602,cover=0
- 108:leaf=-0.00603053998,cover=0
- 54:[Sulc0<0.662694752] yes=109,no=110,missing=109,gain=1.10884297,cover=3299
- 109:leaf=-0.00546400901,cover=0
- 110:leaf=-0.000402065139,cover=0
- 6:[PialArea5<0.292306483] yes=13,no=14,missing=13,gain=0.211201325,cover=5093823
- 13:[Sulc0<-0.0936657563] yes=27,no=28,missing=27,gain=0.553444386,cover=53744
- 27:[Sulc0<-0.312649339] yes=55,no=56,missing=56,gain=0.716138601,cover=917
- 55:[LGI5<2.32613516] yes=111,no=112,missing=111,gain=0.676555634,cover=377
- 111:leaf=0.00236708997,cover=0
- 112:leaf=-0.00190695748,cover=0
- 56:[PialCurv5<0.0285326894] yes=113,no=114,missing=113,gain=0.989764333,cover=540
- 113:leaf=-0.0101823574,cover=0
- 114:leaf=-0.00170138467,cover=0
- 28:[Curv5<0.0452247933] yes=57,no=58,missing=57,gain=0.493607581,cover=52827
- 57:[LGI5<2.76298451] yes=115,no=116,missing=115,gain=0.86432749,cover=68
- 115:leaf=-0.0152025586,cover=0
- 116:leaf=-0.00125929923,cover=0
- 58:[PialCurv5<0.074624911] yes=117,no=118,missing=118,gain=0.429198772,cover=52759
- 117:leaf=0.00121825002,cover=0
- 118:leaf=0.000106551677,cover=0
- 14:[LGI5<3.94193578] yes=29,no=30,missing=30,gain=0.166307479,cover=5040079
- 29:[LGI5<3.64692807] yes=59,no=60,missing=59,gain=0.209455743,cover=5020388
- 59:[LGI5<3.56741142] yes=119,no=120,missing=119,gain=0.419023037,cover=4901752
- 119:leaf=-2.7653553e-07,cover=0
- 120:leaf=-0.000114524206,cover=0
- 60:[Ecc<17.2700901] yes=121,no=122,missing=121,gain=3.72375989,cover=118636
- 121:leaf=-0.000415695366,cover=0
- 122:leaf=0.000228277713,cover=0
- 30:[Ecc<14.9070177] yes=61,no=62,missing=62,gain=1.3925482,cover=19691
- 61:[Sulc0<0.0451717228] yes=123,no=124,missing=123,gain=1.14462483,cover=2223
- 123:leaf=8.46632101e-05,cover=0
- 124:leaf=0.0023902047,cover=0
- 62:[Pol<118.712891] yes=125,no=126,missing=125,gain=1.06513071,cover=17468
- 125:leaf=-0.000644673826,cover=0
- 126:leaf=0.000141209603,cover=0
-booster[941]:
-0:[PialArea5<0.432214499] yes=1,no=2,missing=1,gain=0.173408553,cover=5124388
- 1:[Sulc0<-0.609302223] yes=3,no=4,missing=4,gain=0.792232454,cover=586041
- 3:[Pol<128.951508] yes=7,no=8,missing=7,gain=1.20455384,cover=1102
- 7:[Pol<113.394409] yes=15,no=16,missing=16,gain=2.08237076,cover=506
- 15:[Ecc<0.618862808] yes=31,no=32,missing=31,gain=2.16258168,cover=372
- 31:[Ecc<0.513775289] yes=63,no=64,missing=63,gain=1.70550823,cover=68
- 63:leaf=-0.00483725592,cover=0
- 64:leaf=-0.0232241899,cover=0
- 32:[PialCurv5<0.175003663] yes=65,no=66,missing=66,gain=1.07552683,cover=304
- 65:leaf=-0.000459772127,cover=0
- 66:leaf=0.0110159926,cover=0
- 16:[MidArea5<0.49446398] yes=33,no=34,missing=33,gain=2.27329636,cover=134
- 33:[Curv5<0.0635297745] yes=67,no=68,missing=68,gain=0.630316317,cover=93
- 67:leaf=-0.000355011085,cover=0
- 68:leaf=0.0108212633,cover=0
- 34:[PialCurv5<0.0128733069] yes=69,no=70,missing=69,gain=1.17167616,cover=41
- 69:leaf=-0.000480912917,cover=0
- 70:leaf=0.0198191591,cover=0
- 8:[LGI5<2.21018219] yes=17,no=18,missing=17,gain=1.01177895,cover=596
- 17:[Ecc<0.783076942] yes=35,no=36,missing=35,gain=1.39501429,cover=75
- 35:[PialCurv5<0.0666604191] yes=71,no=72,missing=71,gain=0.516000509,cover=56
- 71:leaf=-0.0151393432,cover=0
- 72:leaf=-0.00421185279,cover=0
- 36:[Ecc<1.10530448] yes=73,no=74,missing=73,gain=0.0685497522,cover=19
- 73:leaf=0.00154309941,cover=0
- 74:leaf=0.00845604949,cover=0
- 18:[LGI5<2.25075769] yes=37,no=38,missing=37,gain=1.32185483,cover=521
- 37:[PialCurv5<-0.0715543851] yes=75,no=76,missing=76,gain=0.413548976,cover=79
- 75:leaf=-0.00634609768,cover=0
- 76:leaf=0.00510343583,cover=0
- 38:[LGI5<2.2730217] yes=77,no=78,missing=77,gain=1.33438885,cover=442
- 77:leaf=-0.0091419993,cover=0
- 78:leaf=-0.00185416068,cover=0
- 4:[Sulc0<0.118391842] yes=9,no=10,missing=9,gain=0.97254926,cover=584939
- 9:[MidArea5<0.603350997] yes=19,no=20,missing=19,gain=1.43942916,cover=50274
- 19:[PialCurv5<0.336333007] yes=39,no=40,missing=40,gain=1.12274194,cover=50141
- 39:[Curv5<0.199476883] yes=79,no=80,missing=79,gain=1.32564044,cover=43294
- 79:leaf=0.000287708332,cover=0
- 80:leaf=-0.000432478701,cover=0
- 40:[LGI5<3.01384926] yes=81,no=82,missing=81,gain=1.70423961,cover=6847
- 81:leaf=0.00105314946,cover=0
- 82:leaf=-0.00217078021,cover=0
- 20:[Ecc<14.28263] yes=41,no=42,missing=41,gain=1.12275517,cover=133
- 41:[PialCurv5<0.0519027263] yes=83,no=84,missing=84,gain=0.839946032,cover=117
- 83:leaf=0.00315408083,cover=0
- 84:leaf=-0.00843275897,cover=0
- 42:[Sulc0<0.0372688323] yes=85,no=86,missing=85,gain=0.236672759,cover=16
- 85:leaf=0.000802951399,cover=0
- 86:leaf=0.0127301514,cover=0
- 10:[Pol<173.32489] yes=21,no=22,missing=21,gain=1.05857432,cover=534665
- 21:[Ecc<1.31300318] yes=43,no=44,missing=43,gain=0.951085865,cover=532355
- 43:[LGI5<2.51629615] yes=87,no=88,missing=87,gain=2.52879095,cover=1311
- 87:leaf=-0.00212756987,cover=0
- 88:leaf=0.00471225521,cover=0
- 44:[Area5<0.433531314] yes=89,no=90,missing=89,gain=0.780349433,cover=531044
- 89:leaf=0.00136522844,cover=0
- 90:leaf=1.35895025e-05,cover=0
- 22:[Curv5<0.166947007] yes=45,no=46,missing=45,gain=4.47906542,cover=2310
- 45:[Ecc<6.64552498] yes=91,no=92,missing=91,gain=1.44143105,cover=271
- 91:leaf=0.00421533035,cover=0
- 92:leaf=-0.00824723113,cover=0
- 46:[LGI5<2.92895722] yes=93,no=94,missing=93,gain=1.09688771,cover=2039
- 93:leaf=0.000877522223,cover=0
- 94:leaf=-0.00144136662,cover=0
- 2:[Curv5<0.083802022] yes=5,no=6,missing=5,gain=0.416712463,cover=4538347
- 5:[PialCurv5<0.182067633] yes=11,no=12,missing=11,gain=1.10480809,cover=3883098
- 11:[Sulc0<0.636906147] yes=23,no=24,missing=23,gain=1.05238843,cover=3854384
- 23:[Area5<0.987501919] yes=47,no=48,missing=48,gain=0.635557771,cover=3802592
- 47:[MidArea5<1.21578133] yes=95,no=96,missing=96,gain=0.768835664,cover=3788714
- 95:leaf=2.10923577e-06,cover=0
- 96:leaf=0.00039220808,cover=0
- 48:[Ecc<43.8470497] yes=97,no=98,missing=98,gain=1.46051192,cover=13878
- 97:leaf=-0.000277240091,cover=0
- 98:leaf=-0.00484843319,cover=0
- 24:[Curv5<0.00319097727] yes=49,no=50,missing=49,gain=2.05221844,cover=51792
- 49:[Pol<87.3220139] yes=99,no=100,missing=99,gain=2.16607571,cover=4798
- 99:leaf=0.00115088362,cover=0
- 100:leaf=-0.00134745694,cover=0
- 50:[PialCurv5<0.00236006663] yes=101,no=102,missing=101,gain=3.22561908,cover=46994
- 101:leaf=-0.00353425858,cover=0
- 102:leaf=0.000374063704,cover=0
- 12:[MidArea5<0.667703152] yes=25,no=26,missing=25,gain=2.7760663,cover=28714
- 25:[LGI5<3.58443618] yes=51,no=52,missing=52,gain=1.15469837,cover=16427
- 51:[Sulc0<0.118391842] yes=103,no=104,missing=103,gain=1.58589697,cover=15698
- 103:leaf=-0.000136848248,cover=0
- 104:leaf=-0.00119042804,cover=0
- 52:[Curv5<0.0100963581] yes=105,no=106,missing=106,gain=1.30369031,cover=729
- 105:leaf=-0.011381398,cover=0
- 106:leaf=0.00156544708,cover=0
- 26:[LGI5<2.34364653] yes=53,no=54,missing=53,gain=2.19684243,cover=12287
- 53:[Ecc<7.79996967] yes=107,no=108,missing=108,gain=2.11269212,cover=943
- 107:leaf=0.00311228959,cover=0
- 108:leaf=-0.00788076688,cover=0
- 54:[LGI5<2.92358446] yes=109,no=110,missing=109,gain=2.4234345,cover=11344
- 109:leaf=-0.000505098607,cover=0
- 110:leaf=0.000998814241,cover=0
- 6:[Pol<6.72755051] yes=13,no=14,missing=13,gain=1.56881154,cover=655249
- 13:[PialCurv5<0.0471153036] yes=27,no=28,missing=27,gain=2.04234123,cover=2839
- 27:[LGI5<2.83041978] yes=55,no=56,missing=56,gain=1.08962059,cover=376
- 55:[LGI5<2.53428411] yes=111,no=112,missing=111,gain=2.69783878,cover=87
- 111:leaf=-0.0154033825,cover=0
- 112:leaf=0.00509932172,cover=0
- 56:[Sulc0<0.0451717228] yes=113,no=114,missing=113,gain=0.468791008,cover=289
- 113:leaf=-0.00651420513,cover=0
- 114:leaf=0.00373769854,cover=0
- 28:[Ecc<12.7231894] yes=57,no=58,missing=57,gain=0.979440928,cover=2463
- 57:[Curv5<0.162240714] yes=115,no=116,missing=116,gain=1.12687671,cover=1805
- 115:leaf=-0.00174315542,cover=0
- 116:leaf=0.0021460217,cover=0
- 58:[Sulc0<0.40262419] yes=117,no=118,missing=117,gain=1.46695662,cover=658
- 117:leaf=0.00228363904,cover=0
- 118:leaf=-0.00324126822,cover=0
- 14:[Pol<38.1036148] yes=29,no=30,missing=30,gain=2.19528794,cover=652410
- 29:[PialCurv5<0.167567819] yes=59,no=60,missing=59,gain=3.21878386,cover=7384
- 59:[Ecc<2.07756257] yes=119,no=120,missing=119,gain=4.46178436,cover=5326
- 119:leaf=-0.00259905215,cover=0
- 120:leaf=0.00198518764,cover=0
- 60:[LGI5<2.45602322] yes=121,no=122,missing=121,gain=1.62207496,cover=2058
- 121:leaf=0.00237956783,cover=0
- 122:leaf=-0.00146497798,cover=0
- 30:[PialCurv5<0.167567819] yes=61,no=62,missing=61,gain=1.58487844,cover=645026
- 61:[Pol<118.712891] yes=123,no=124,missing=123,gain=5.14421082,cover=227540
- 123:leaf=-0.000299342064,cover=0
- 124:leaf=0.000230091624,cover=0
- 62:[Ecc<5.14592695] yes=125,no=126,missing=125,gain=3.43381977,cover=417486
- 125:leaf=0.000249876612,cover=0
- 126:leaf=-7.38257877e-05,cover=0
-booster[942]:
-0:[PialArea5<0.537928462] yes=1,no=2,missing=2,gain=0.175641209,cover=5124388
- 1:[Pol<82.8478928] yes=3,no=4,missing=3,gain=1.67529118,cover=1069358
- 3:[Sulc0<0.717745602] yes=7,no=8,missing=7,gain=3.88963199,cover=172840
- 7:[Curv5<-0.141545609] yes=15,no=16,missing=16,gain=3.92247105,cover=108977
- 15:[Pol<47.409153] yes=31,no=32,missing=32,gain=2.21697474,cover=4666
- 31:[LGI5<3.58443618] yes=63,no=64,missing=64,gain=1.63337421,cover=1660
- 63:leaf=0.000852522848,cover=0
- 64:leaf=-0.00492453761,cover=0
- 32:[Area5<0.542713821] yes=65,no=66,missing=66,gain=2.06217766,cover=3006
- 65:leaf=-0.00112900825,cover=0
- 66:leaf=-0.00415343558,cover=0
- 16:[Ecc<2.31110334] yes=33,no=34,missing=33,gain=3.64937592,cover=104311
- 33:[LGI5<2.16230083] yes=67,no=68,missing=68,gain=1.71399212,cover=9804
- 67:leaf=-0.00288951281,cover=0
- 68:leaf=-0.000328693539,cover=0
- 34:[Ecc<3.8768425] yes=69,no=70,missing=69,gain=6.57095337,cover=94507
- 69:leaf=0.00309421727,cover=0
- 70:leaf=0.000433807261,cover=0
- 8:[PialCurv5<0.01500447] yes=17,no=18,missing=18,gain=2.22881961,cover=63863
- 17:[LGI5<3.17022181] yes=35,no=36,missing=35,gain=3.13719845,cover=379
- 35:[PialCurv5<-0.190801308] yes=71,no=72,missing=71,gain=2.41325521,cover=153
- 71:leaf=0.00740482984,cover=0
- 72:leaf=-0.0117586907,cover=0
- 36:[LGI5<3.28291535] yes=73,no=74,missing=73,gain=3.70297909,cover=226
- 73:leaf=0.00916438177,cover=0
- 74:leaf=-0.00454398151,cover=0
- 18:[Ecc<32.6813126] yes=37,no=38,missing=37,gain=1.97627175,cover=63484
- 37:[Pol<62.799984] yes=75,no=76,missing=75,gain=4.82438231,cover=24358
- 75:leaf=0.00341304368,cover=0
- 76:leaf=7.17171133e-05,cover=0
- 38:[Curv5<0.0778492987] yes=77,no=78,missing=78,gain=2.95714951,cover=39126
- 77:leaf=0.00200857106,cover=0
- 78:leaf=-0.000426758605,cover=0
- 4:[Sulc0<-0.864702106] yes=9,no=10,missing=9,gain=3.19168377,cover=896518
- 9:[Area5<0.404548973] yes=19,no=20,missing=19,gain=1.88481474,cover=316
- 19:[Pol<106.604004] yes=39,no=40,missing=39,gain=0.241066247,cover=77
- 39:[PialArea5<0.39522177] yes=79,no=80,missing=80,gain=0.0349662006,cover=19
- 79:leaf=-0.000159680843,cover=0
- 80:leaf=-0.00720984628,cover=0
- 40:[LGI5<2.56467891] yes=81,no=82,missing=81,gain=0.238767311,cover=58
- 81:leaf=0.00225803163,cover=0
- 82:leaf=-0.00428738631,cover=0
- 20:[Pol<116.093399] yes=41,no=42,missing=41,gain=2.17494345,cover=239
- 41:[Ecc<1.41371143] yes=83,no=84,missing=83,gain=0.999132633,cover=87
- 83:leaf=0.0157721024,cover=0
- 84:leaf=0.00112194323,cover=0
- 42:[PialArea5<0.529292643] yes=85,no=86,missing=85,gain=0.407128096,cover=152
- 85:leaf=0.00222060224,cover=0
- 86:leaf=0.00867128652,cover=0
- 10:[Pol<114.966316] yes=21,no=22,missing=21,gain=2.14554596,cover=896202
- 21:[PialCurv5<0.104427323] yes=43,no=44,missing=43,gain=6.39070225,cover=681307
- 43:[LGI5<3.3215456] yes=87,no=88,missing=87,gain=7.16597176,cover=64148
- 87:leaf=-0.0003495212,cover=0
- 88:leaf=-0.00208008126,cover=0
- 44:[Ecc<21.7409172] yes=89,no=90,missing=89,gain=2.53186798,cover=617159
- 89:leaf=-4.91801002e-05,cover=0
- 90:leaf=0.000228438046,cover=0
- 22:[Area5<0.607942343] yes=45,no=46,missing=45,gain=2.63437939,cover=214895
- 45:[Ecc<7.24576569] yes=91,no=92,missing=91,gain=3.10859394,cover=45216
- 91:leaf=6.31376606e-05,cover=0
- 92:leaf=-0.00083591108,cover=0
- 46:[PialCurv5<0.175003663] yes=93,no=94,missing=93,gain=3.70855594,cover=169679
- 93:leaf=0.000522729883,cover=0
- 94:leaf=3.82356775e-05,cover=0
- 2:[Sulc0<0.966456771] yes=5,no=6,missing=5,gain=0.973077595,cover=4055030
- 5:[Curv5<0.0896491781] yes=11,no=12,missing=12,gain=1.01573408,cover=4047628
- 11:[MidArea5<0.460721314] yes=23,no=24,missing=23,gain=0.759103894,cover=3798351
- 23:[PialArea5<0.588969886] yes=47,no=48,missing=48,gain=0.487020791,cover=703
- 47:[Ecc<7.34691238] yes=95,no=96,missing=96,gain=0.452375412,cover=587
- 95:leaf=8.34998937e-05,cover=0
- 96:leaf=0.00303717959,cover=0
- 48:[PialCurv5<-0.161598593] yes=97,no=98,missing=98,gain=0.352008939,cover=116
- 97:leaf=0.00187945331,cover=0
- 98:leaf=0.00740885828,cover=0
- 24:[MidArea5<0.612316132] yes=49,no=50,missing=49,gain=0.729774952,cover=3797648
- 49:[PialCurv5<0.0193316489] yes=99,no=100,missing=99,gain=4.21762753,cover=242245
- 99:leaf=2.42621882e-05,cover=0
- 100:leaf=-0.000486984354,cover=0
- 50:[PialArea5<0.601145923] yes=101,no=102,missing=101,gain=2.33836555,cover=3555403
- 101:leaf=0.000258791784,cover=0
- 102:leaf=-4.69405762e-07,cover=0
- 12:[Area5<0.598585367] yes=25,no=26,missing=26,gain=3.84558821,cover=249277
- 25:[PialCurv5<0.0567538291] yes=51,no=52,missing=51,gain=2.059834,cover=2747
- 51:[Ecc<0.513775289] yes=103,no=104,missing=103,gain=1.2283591,cover=411
- 103:leaf=-0.0142796477,cover=0
- 104:leaf=-0.000918844249,cover=0
- 52:[PialArea5<0.640100121] yes=105,no=106,missing=105,gain=2.95421219,cover=2336
- 105:leaf=0.00169539044,cover=0
- 106:leaf=0.00731319143,cover=0
- 26:[PialCurv5<0.0193316489] yes=53,no=54,missing=53,gain=2.44817924,cover=246530
- 53:[Ecc<1.41371143] yes=107,no=108,missing=107,gain=2.94925928,cover=2083
- 107:leaf=-0.00824614149,cover=0
- 108:leaf=-0.00127850391,cover=0
- 54:[Area5<0.733255386] yes=109,no=110,missing=109,gain=2.53264761,cover=244447
- 109:leaf=4.45648802e-05,cover=0
- 110:leaf=-0.000277598941,cover=0
- 6:[Pol<99.5532455] yes=13,no=14,missing=13,gain=2.1079154,cover=7402
- 13:[MidArea5<0.599643409] yes=27,no=28,missing=27,gain=1.32937908,cover=5284
- 27:[Area5<0.548651993] yes=55,no=56,missing=56,gain=1.64800465,cover=86
- 55:[PialCurv5<-0.0133872591] yes=111,no=112,missing=111,gain=0.253267735,cover=24
- 111:leaf=-0.00283932057,cover=0
- 112:leaf=0.00804474298,cover=0
- 56:[Curv5<0.0778492987] yes=113,no=114,missing=113,gain=1.34367919,cover=62
- 113:leaf=-0.0144423293,cover=0
- 114:leaf=0.00254975492,cover=0
- 28:[Curv5<0.0407969989] yes=57,no=58,missing=58,gain=1.45798099,cover=5198
- 57:[Ecc<38.7725143] yes=115,no=116,missing=115,gain=1.43697858,cover=168
- 115:leaf=-0.000451490196,cover=0
- 116:leaf=0.00882267114,cover=0
- 58:[Area5<0.864337862] yes=117,no=118,missing=117,gain=1.06347537,cover=5030
- 117:leaf=0.000523583964,cover=0
- 118:leaf=-0.000994194648,cover=0
- 14:[Ecc<25.981123] yes=29,no=30,missing=29,gain=1.53553867,cover=2118
- 29:[LGI5<3.40779543] yes=59,no=60,missing=60,gain=0.660976231,cover=552
- 59:[MidArea5<0.724402428] yes=119,no=120,missing=120,gain=0.758108497,cover=376
- 119:leaf=-0.000712309964,cover=0
- 120:leaf=0.00409893459,cover=0
- 60:[PialCurv5<0.113078766] yes=121,no=122,missing=121,gain=0.476082206,cover=176
- 121:leaf=-0.00960672926,cover=0
- 122:leaf=-0.00187105907,cover=0
- 30:[PialCurv5<0.175003663] yes=61,no=62,missing=61,gain=1.23333931,cover=1566
- 61:[LGI5<3.07984829] yes=123,no=124,missing=124,gain=1.32721376,cover=835
- 123:leaf=-0.000544857641,cover=0
- 124:leaf=0.00488160644,cover=0
- 62:[Curv5<0.183586344] yes=125,no=126,missing=126,gain=0.907620192,cover=731
- 125:leaf=0.000932530791,cover=0
- 126:leaf=0.0129771037,cover=0
-booster[943]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=2,gain=0.175065517,cover=5124388
- 1:[Area5<0.666510165] yes=3,no=4,missing=4,gain=0.829091847,cover=60049
- 3:[PialArea5<0.563414931] yes=7,no=8,missing=7,gain=0.476196229,cover=58818
- 7:[Pol<160.153915] yes=15,no=16,missing=15,gain=0.36969611,cover=58672
- 15:[Pol<141.081833] yes=31,no=32,missing=32,gain=1.43174803,cover=56216
- 31:[PialCurv5<0.15079549] yes=63,no=64,missing=63,gain=0.8584764,cover=54819
- 63:leaf=0.000477265188,cover=0
- 64:leaf=-3.00255433e-05,cover=0
- 32:[Curv5<0.22365725] yes=65,no=66,missing=65,gain=1.210145,cover=1397
- 65:leaf=-0.00210515643,cover=0
- 66:leaf=0.00237491122,cover=0
- 16:[PialCurv5<0.200529471] yes=33,no=34,missing=34,gain=0.870501876,cover=2456
- 33:[LGI5<3.26095963] yes=67,no=68,missing=67,gain=1.12493742,cover=1299
- 67:leaf=-0.000557484047,cover=0
- 68:leaf=0.00650878856,cover=0
- 34:[Sulc0<0.636906147] yes=69,no=70,missing=69,gain=0.691770315,cover=1157
- 69:leaf=0.00183893822,cover=0
- 70:leaf=-0.0061230748,cover=0
- 8:[Curv5<-0.225438625] yes=17,no=18,missing=17,gain=0.183989882,cover=146
- 17:[LGI5<2.26652193] yes=35,no=36,missing=35,gain=0.105071902,cover=111
- 35:[Ecc<0.889730632] yes=71,no=72,missing=71,gain=0.0555718206,cover=20
- 71:leaf=0.00357124815,cover=0
- 72:leaf=-0.00154564378,cover=0
- 36:[Sulc0<-0.0637059584] yes=73,no=74,missing=73,gain=0.115956426,cover=91
- 73:leaf=0.00494176196,cover=0
- 74:leaf=-0.00406972924,cover=0
- 18:[PialCurv5<-0.120663248] yes=37,no=38,missing=37,gain=0.0937539712,cover=35
- 37:[Curv5<-0.160152137] yes=75,no=76,missing=75,gain=0.0388060957,cover=30
- 75:leaf=-0.00241423328,cover=0
- 76:leaf=0.00149389904,cover=0
- 38:leaf=0.00547169056,cover=0
- 4:[LGI5<2.2730217] yes=9,no=10,missing=10,gain=0.554095984,cover=1231
- 9:[LGI5<2.24172258] yes=19,no=20,missing=19,gain=0.0666281283,cover=20
- 19:[Pol<100.090813] yes=39,no=40,missing=39,gain=0.00689671235,cover=4
- 39:leaf=0.00113266904,cover=0
- 40:leaf=-0.00229747291,cover=0
- 20:[Pol<108.715256] yes=41,no=42,missing=41,gain=0.0208559334,cover=16
- 41:leaf=-0.00873412658,cover=0
- 42:leaf=-0.00199681125,cover=0
- 10:[Sulc0<1.25822949] yes=21,no=22,missing=21,gain=0.430217505,cover=1211
- 21:[LGI5<2.92358446] yes=43,no=44,missing=43,gain=0.31025207,cover=1015
- 43:[Ecc<8.97079182] yes=77,no=78,missing=78,gain=1.03746176,cover=542
- 77:leaf=0.00250891387,cover=0
- 78:leaf=-0.00228434848,cover=0
- 44:[LGI5<3.21727777] yes=79,no=80,missing=79,gain=0.389495015,cover=473
- 79:leaf=0.00412982283,cover=0
- 80:leaf=0.00123486156,cover=0
- 22:[Pol<80.8913651] yes=45,no=46,missing=46,gain=0.833390176,cover=196
- 45:[PialCurv5<0.204323933] yes=81,no=82,missing=82,gain=0.640138865,cover=79
- 81:leaf=0.00899814256,cover=0
- 82:leaf=-0.00599615695,cover=0
- 46:[Ecc<40.3354568] yes=83,no=84,missing=83,gain=0.256588399,cover=117
- 83:leaf=-0.00053302903,cover=0
- 84:leaf=0.00414540293,cover=0
- 2:[Curv5<0.266060919] yes=5,no=6,missing=6,gain=0.200340256,cover=5064339
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=12,gain=0.312021703,cover=5054441
- 11:[PialCurv5<0.45140323] yes=23,no=24,missing=24,gain=0.387445539,cover=5043258
- 23:[PialArea5<0.331288606] yes=47,no=48,missing=47,gain=0.256152391,cover=5027892
- 47:[Ecc<0.729281187] yes=85,no=86,missing=85,gain=1.22183621,cover=115484
- 85:leaf=-0.00170593231,cover=0
- 86:leaf=8.80901571e-05,cover=0
- 48:[PialCurv5<0.382664889] yes=87,no=88,missing=87,gain=0.324736089,cover=4912408
- 87:leaf=-8.2423395e-07,cover=0
- 88:leaf=-0.000130474262,cover=0
- 24:[Sulc0<-0.115756653] yes=49,no=50,missing=50,gain=0.837233543,cover=15366
- 49:[LGI5<2.39007568] yes=89,no=90,missing=89,gain=0.698404372,cover=267
- 89:leaf=0.00567402784,cover=0
- 90:leaf=0.000450819556,cover=0
- 50:[Curv5<0.177453667] yes=91,no=92,missing=92,gain=0.559841037,cover=15099
- 91:leaf=0.00041839364,cover=0
- 92:leaf=-0.000429807522,cover=0
- 12:[Ecc<2.6675415] yes=25,no=26,missing=25,gain=1.72794211,cover=11183
- 25:[Sulc0<0.485350072] yes=51,no=52,missing=52,gain=1.17161393,cover=792
- 51:[LGI5<2.29656005] yes=93,no=94,missing=93,gain=0.88663435,cover=725
- 93:leaf=0.00519536948,cover=0
- 94:leaf=0.000986657687,cover=0
- 52:[Pol<88.5531387] yes=95,no=96,missing=95,gain=1.02957058,cover=67
- 95:leaf=0.0199442636,cover=0
- 96:leaf=0.00525978161,cover=0
- 26:[Sulc0<0.995960534] yes=53,no=54,missing=53,gain=0.737845898,cover=10391
- 53:[Ecc<19.170145] yes=97,no=98,missing=97,gain=1.41378951,cover=7668
- 97:leaf=0.000111081863,cover=0
- 98:leaf=0.00233328599,cover=0
- 54:[LGI5<2.83041978] yes=99,no=100,missing=99,gain=0.395221323,cover=2723
- 99:leaf=-0.00164542871,cover=0
- 100:leaf=-0.000263066322,cover=0
- 6:[LGI5<2.36851335] yes=13,no=14,missing=13,gain=0.587338328,cover=9898
- 13:[Ecc<7.69572639] yes=27,no=28,missing=27,gain=0.700255752,cover=2546
- 27:[Sulc0<-0.210027173] yes=55,no=56,missing=55,gain=0.579996586,cover=2528
- 55:[Ecc<1.51801682] yes=101,no=102,missing=101,gain=0.511697233,cover=195
- 101:leaf=-0.00580042088,cover=0
- 102:leaf=-0.000637040008,cover=0
- 56:[Ecc<4.27275372] yes=103,no=104,missing=104,gain=0.333715409,cover=2333
- 103:leaf=-0.000388489279,cover=0
- 104:leaf=-0.00177393982,cover=0
- 28:[Area5<0.593548477] yes=57,no=58,missing=57,gain=0.147925079,cover=18
- 57:leaf=-0.00584368734,cover=0
- 58:[PialArea5<0.267248243] yes=105,no=106,missing=105,gain=0.0034122467,cover=17
- 105:leaf=0.00400676718,cover=0
- 106:leaf=0.010293155,cover=0
- 14:[PialCurv5<0.182067633] yes=29,no=30,missing=29,gain=0.700657189,cover=7352
- 29:[Ecc<0.353712648] yes=59,no=60,missing=59,gain=1.64576697,cover=375
- 59:[MidArea5<0.498434067] yes=107,no=108,missing=108,gain=0.342781544,cover=13
- 107:leaf=0.00813943241,cover=0
- 108:leaf=0.0260032304,cover=0
- 60:[LGI5<3.33014965] yes=109,no=110,missing=109,gain=1.30825436,cover=362
- 109:leaf=0.00082313345,cover=0
- 110:leaf=0.015908204,cover=0
- 30:[Area5<0.827407002] yes=61,no=62,missing=62,gain=0.545393586,cover=6977
- 61:[MidArea5<0.559431195] yes=111,no=112,missing=111,gain=0.478190631,cover=6907
- 111:leaf=-0.000175704321,cover=0
- 112:leaf=0.00153138489,cover=0
- 62:[PialCurv5<0.297166049] yes=113,no=114,missing=114,gain=0.539534628,cover=70
- 113:leaf=-0.00103301916,cover=0
- 114:leaf=-0.0100385631,cover=0
-booster[944]:
-0:[MidArea5<0.439916283] yes=1,no=2,missing=2,gain=0.162675872,cover=5124388
- 1:[Area5<0.642765105] yes=3,no=4,missing=3,gain=1.14395082,cover=40033
- 3:[PialArea5<0.511941612] yes=7,no=8,missing=7,gain=0.391800851,cover=38398
- 7:[Ecc<4.33753681] yes=15,no=16,missing=15,gain=0.334832281,cover=38032
- 15:[Sulc0<0.995960534] yes=31,no=32,missing=31,gain=0.368815482,cover=11614
- 31:[LGI5<2.4272728] yes=63,no=64,missing=64,gain=0.419403285,cover=11528
- 63:leaf=7.12728361e-05,cover=0
- 64:leaf=-0.00053232559,cover=0
- 32:[Area5<0.630444467] yes=65,no=66,missing=65,gain=0.134955525,cover=86
- 65:leaf=0.00387769006,cover=0
- 66:leaf=-0.0015481055,cover=0
- 16:[Pol<82.2009888] yes=33,no=34,missing=33,gain=0.520771444,cover=26418
- 33:[LGI5<2.44319153] yes=67,no=68,missing=68,gain=1.38661444,cover=4201
- 67:leaf=0.00572250457,cover=0
- 68:leaf=-0.000517565524,cover=0
- 34:[PialArea5<0.309935868] yes=69,no=70,missing=69,gain=0.709101021,cover=22217
- 69:leaf=0.000104992359,cover=0
- 70:leaf=0.000892461219,cover=0
- 8:[LGI5<2.26652193] yes=17,no=18,missing=18,gain=0.253188848,cover=366
- 17:[Pol<68.895668] yes=35,no=36,missing=35,gain=0.039338924,cover=40
- 35:[Pol<41.8258972] yes=71,no=72,missing=71,gain=0.0249143094,cover=17
- 71:leaf=-0.0025545368,cover=0
- 72:leaf=0.00119998946,cover=0
- 36:[Ecc<0.889730632] yes=73,no=74,missing=73,gain=0.0148496255,cover=23
- 73:leaf=-0.00598336849,cover=0
- 74:leaf=-0.00252315518,cover=0
- 18:[Pol<65.1286774] yes=37,no=38,missing=38,gain=0.172931671,cover=326
- 37:[PialCurv5<-0.181738108] yes=75,no=76,missing=75,gain=0.182651877,cover=102
- 75:leaf=-0.00203164574,cover=0
- 76:leaf=0.00221044314,cover=0
- 38:[PialCurv5<-0.0982506946] yes=77,no=78,missing=77,gain=0.224642158,cover=224
- 77:leaf=0.00357328588,cover=0
- 78:leaf=-0.000816531887,cover=0
- 4:[Ecc<8.70817566] yes=9,no=10,missing=9,gain=0.503547907,cover=1635
- 9:[Curv5<0.137416571] yes=19,no=20,missing=20,gain=0.416061759,cover=624
- 19:[Ecc<0.513775289] yes=39,no=40,missing=39,gain=0.0817175508,cover=4
- 39:leaf=0.000447428232,cover=0
- 40:leaf=-0.0151010128,cover=0
- 20:[Curv5<0.20983994] yes=41,no=42,missing=41,gain=0.341002226,cover=620
- 41:[Sulc0<0.762988985] yes=79,no=80,missing=79,gain=0.643570542,cover=271
- 79:leaf=0.00704740128,cover=0
- 80:leaf=0.00202421006,cover=0
- 42:[Pol<105.995506] yes=81,no=82,missing=81,gain=0.35736987,cover=349
- 81:leaf=0.00253040623,cover=0
- 82:leaf=-0.00110242306,cover=0
- 10:[PialCurv5<0.185672894] yes=21,no=22,missing=21,gain=0.465955973,cover=1011
- 21:[PialCurv5<0.15079549] yes=43,no=44,missing=44,gain=0.442017853,cover=102
- 43:[LGI5<3.26095963] yes=83,no=84,missing=83,gain=0.40027374,cover=60
- 83:leaf=0.00380830164,cover=0
- 84:leaf=-0.00429469673,cover=0
- 44:[Pol<89.1530609] yes=85,no=86,missing=86,gain=0.498278141,cover=42
- 85:leaf=0.000940426835,cover=0
- 86:leaf=-0.0102943135,cover=0
- 22:[PialCurv5<0.315450013] yes=45,no=46,missing=45,gain=0.611030996,cover=909
- 45:[LGI5<2.80803919] yes=87,no=88,missing=88,gain=0.568747401,cover=352
- 87:leaf=-0.00417104317,cover=0
- 88:leaf=0.00327361259,cover=0
- 46:[Curv5<0.157731384] yes=89,no=90,missing=89,gain=0.432004929,cover=557
- 89:leaf=0.00632672617,cover=0
- 90:leaf=-0.000273673446,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.343983948,cover=5084355
- 5:[Area5<0.677535415] yes=11,no=12,missing=11,gain=0.914756894,cover=6203
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=24,gain=0.480371833,cover=2898
- 23:[Pol<90.9627914] yes=47,no=48,missing=47,gain=0.350187242,cover=2690
- 47:[PialCurv5<0.285888344] yes=91,no=92,missing=91,gain=0.497937024,cover=638
- 91:leaf=0.00148722145,cover=0
- 92:leaf=-0.0013081542,cover=0
- 48:[LGI5<3.48966408] yes=93,no=94,missing=94,gain=0.885000348,cover=2052
- 93:leaf=-0.00135233102,cover=0
- 94:leaf=0.00440961169,cover=0
- 24:[Area5<0.648839295] yes=49,no=50,missing=49,gain=0.147567391,cover=208
- 49:[Ecc<48.8682671] yes=95,no=96,missing=95,gain=0.0252513289,cover=19
- 95:leaf=-0.00806575641,cover=0
- 96:leaf=-0.00134512782,cover=0
- 50:[PialCurv5<0.493508637] yes=97,no=98,missing=97,gain=0.141723633,cover=189
- 97:leaf=-0.00345826638,cover=0
- 98:leaf=0.000328149792,cover=0
- 12:[MidArea5<0.460721314] yes=25,no=26,missing=26,gain=0.718392491,cover=3305
- 25:[Ecc<20.3925476] yes=51,no=52,missing=51,gain=0.504572809,cover=1173
- 51:[Curv5<0.155577481] yes=99,no=100,missing=99,gain=0.588442564,cover=690
- 99:leaf=0.00627222518,cover=0
- 100:leaf=0.00154738664,cover=0
- 52:[Ecc<24.7238369] yes=101,no=102,missing=101,gain=0.409212142,cover=483
- 101:leaf=-0.00336823729,cover=0
- 102:leaf=0.00058516633,cover=0
- 26:[Area5<0.719086528] yes=53,no=54,missing=53,gain=0.628716469,cover=2132
- 53:[Curv5<0.149355054] yes=103,no=104,missing=104,gain=0.423830986,cover=1217
- 103:leaf=0.00133185752,cover=0
- 104:leaf=-0.00145299092,cover=0
- 54:[Ecc<36.5542564] yes=105,no=106,missing=105,gain=1.01711392,cover=915
- 105:leaf=0.00191045203,cover=0
- 106:leaf=-0.00154159451,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=13,gain=0.18157436,cover=5078152
- 13:[LGI5<3.67381835] yes=27,no=28,missing=27,gain=0.980267882,cover=18514
- 27:[PialArea5<1.00930154] yes=55,no=56,missing=55,gain=1.02770233,cover=18290
- 55:[Ecc<1.15906882] yes=107,no=108,missing=108,gain=1.07166505,cover=17429
- 107:leaf=-0.00168433716,cover=0
- 108:leaf=0.00035788471,cover=0
- 56:[Ecc<3.80337262] yes=109,no=110,missing=109,gain=1.23596621,cover=861
- 109:leaf=-0.00558115263,cover=0
- 110:leaf=-0.000612053438,cover=0
- 28:[LGI5<3.74316525] yes=57,no=58,missing=58,gain=0.630258381,cover=224
- 57:[Ecc<12.0179253] yes=111,no=112,missing=111,gain=0.34969461,cover=130
- 111:leaf=-0.000285009184,cover=0
- 112:leaf=-0.00668220595,cover=0
- 58:[Pol<57.8577347] yes=113,no=114,missing=114,gain=0.174144998,cover=94
- 113:leaf=-0.00222045626,cover=0
- 114:leaf=0.00204236596,cover=0
- 14:[Sulc0<-1.19305253] yes=29,no=30,missing=29,gain=0.188012332,cover=5059638
- 29:[PialCurv5<-0.121481076] yes=59,no=60,missing=60,gain=1.23709738,cover=39529
- 59:[MidArea5<0.851890504] yes=115,no=116,missing=116,gain=1.55988681,cover=30217
- 115:leaf=-0.000259436405,cover=0
- 116:leaf=0.000468597747,cover=0
- 60:[Pol<141.801834] yes=117,no=118,missing=118,gain=1.1499064,cover=9312
- 117:leaf=-0.00035199002,cover=0
- 118:leaf=-0.00179464801,cover=0
- 30:[LGI5<2.22170687] yes=61,no=62,missing=61,gain=0.271402419,cover=5020109
- 61:[Area5<0.684738636] yes=119,no=120,missing=119,gain=1.83104157,cover=115248
- 119:leaf=0.000188259321,cover=0
- 120:leaf=-0.000277370331,cover=0
- 62:[LGI5<2.25958419] yes=121,no=122,missing=121,gain=0.874752343,cover=4904861
- 121:leaf=-0.000165620993,cover=0
- 122:leaf=8.90908666e-07,cover=0
-booster[945]:
-0:[PialArea5<0.559226274] yes=1,no=2,missing=1,gain=0.158850938,cover=5124388
- 1:[Curv5<0.0344051942] yes=3,no=4,missing=4,gain=2.12294626,cover=1169719
- 3:[Area5<0.682363749] yes=7,no=8,missing=7,gain=8.07947159,cover=83893
- 7:[LGI5<2.22170687] yes=15,no=16,missing=16,gain=2.94918895,cover=73332
- 15:[Pol<147.599014] yes=31,no=32,missing=31,gain=3.71750426,cover=2811
- 31:[Pol<96.8070755] yes=63,no=64,missing=63,gain=3.49055815,cover=2166
- 63:leaf=0.000119982476,cover=0
- 64:leaf=0.00420410605,cover=0
- 32:[Area5<0.584141672] yes=65,no=66,missing=65,gain=2.64548016,cover=645
- 65:leaf=-0.004725229,cover=0
- 66:leaf=0.00169227633,cover=0
- 16:[LGI5<3.07984829] yes=33,no=34,missing=33,gain=3.34147978,cover=70521
- 33:[Area5<0.587948382] yes=67,no=68,missing=68,gain=2.41813231,cover=50591
- 67:leaf=-2.07914109e-05,cover=0
- 68:leaf=-0.000719610776,cover=0
- 34:[PialCurv5<0.0354230702] yes=69,no=70,missing=69,gain=2.74183893,cover=19930
- 69:leaf=-4.67227292e-05,cover=0
- 70:leaf=0.00114436215,cover=0
- 8:[Pol<150.62207] yes=17,no=18,missing=17,gain=7.99208927,cover=10561
- 17:[Pol<71.0996552] yes=35,no=36,missing=35,gain=5.27564812,cover=9122
- 35:[LGI5<2.46595764] yes=71,no=72,missing=71,gain=6.07942104,cover=1487
- 71:leaf=-0.00674052397,cover=0
- 72:leaf=0.0020380686,cover=0
- 36:[Sulc0<0.966456771] yes=73,no=74,missing=74,gain=3.41636276,cover=7635
- 73:leaf=-0.00272526825,cover=0
- 74:leaf=0.00603708811,cover=0
- 18:[Curv5<-0.151772231] yes=37,no=38,missing=38,gain=3.78963971,cover=1439
- 37:[Ecc<8.35574818] yes=75,no=76,missing=75,gain=0.33934021,cover=12
- 75:leaf=0.00975560118,cover=0
- 76:leaf=0.0335648619,cover=0
- 38:[LGI5<2.91823459] yes=77,no=78,missing=77,gain=2.31411695,cover=1427
- 77:leaf=5.63504254e-05,cover=0
- 78:leaf=0.00416645361,cover=0
- 4:[Area5<0.623097897] yes=9,no=10,missing=10,gain=2.48837566,cover=1085826
- 9:[Curv5<0.169394374] yes=19,no=20,missing=19,gain=3.26574659,cover=165886
- 19:[Pol<173.32489] yes=39,no=40,missing=39,gain=2.53247261,cover=87061
- 39:[PialArea5<0.480917931] yes=79,no=80,missing=80,gain=2.7492094,cover=82917
- 79:leaf=-0.000228784615,cover=0
- 80:leaf=-0.00086053781,cover=0
- 40:[PialCurv5<0.185672894] yes=81,no=82,missing=82,gain=2.74240994,cover=4144
- 81:leaf=0.00156698527,cover=0
- 82:leaf=-0.00145996502,cover=0
- 20:[LGI5<2.35684347] yes=41,no=42,missing=41,gain=1.32794273,cover=78825
- 41:[LGI5<2.29656005] yes=83,no=84,missing=83,gain=1.14609683,cover=14814
- 83:leaf=5.71415876e-05,cover=0
- 84:leaf=-0.000827739772,cover=0
- 42:[MidArea5<0.489716202] yes=85,no=86,missing=85,gain=1.62926781,cover=64011
- 85:leaf=4.57698952e-05,cover=0
- 86:leaf=0.000634223572,cover=0
- 10:[Sulc0<0.454035848] yes=21,no=22,missing=21,gain=3.96713066,cover=919940
- 21:[Pol<84.1277542] yes=43,no=44,missing=43,gain=6.53211784,cover=331101
- 43:[LGI5<2.21018219] yes=87,no=88,missing=88,gain=5.96058941,cover=60891
- 87:leaf=-0.00349937915,cover=0
- 88:leaf=0.000731988985,cover=0
- 44:[Ecc<8.41855335] yes=89,no=90,missing=89,gain=6.29614353,cover=270210
- 89:leaf=0.000245917792,cover=0
- 90:leaf=-0.000299378764,cover=0
- 22:[Ecc<2.6675415] yes=45,no=46,missing=46,gain=2.44294333,cover=588839
- 45:[LGI5<2.59361267] yes=91,no=92,missing=91,gain=3.73114157,cover=2866
- 91:leaf=0.0022734541,cover=0
- 92:leaf=-0.00248048059,cover=0
- 46:[Ecc<6.81643343] yes=93,no=94,missing=93,gain=3.27038956,cover=585973
- 93:leaf=-0.000315408426,cover=0
- 94:leaf=2.89762229e-05,cover=0
- 2:[Curv5<0.177453667] yes=5,no=6,missing=6,gain=1.45279825,cover=3954669
- 5:[Curv5<0.107059956] yes=11,no=12,missing=11,gain=1.57384443,cover=3948506
- 11:[PialCurv5<0.24610664] yes=23,no=24,missing=23,gain=1.73899508,cover=3834735
- 23:[Sulc0<0.732260227] yes=47,no=48,missing=47,gain=1.12395537,cover=3827771
- 47:[Curv5<0.0554658733] yes=95,no=96,missing=95,gain=1.36182642,cover=3803742
- 95:leaf=4.54254996e-06,cover=0
- 96:leaf=-0.000107298816,cover=0
- 48:[Ecc<21.7409172] yes=97,no=98,missing=98,gain=5.53603172,cover=24029
- 97:leaf=-0.00130897283,cover=0
- 98:leaf=0.000688387721,cover=0
- 24:[Ecc<0.406764686] yes=49,no=50,missing=50,gain=1.96112609,cover=6964
- 49:[Curv5<0.0896491781] yes=99,no=100,missing=99,gain=0.819078684,cover=88
- 99:leaf=-0.0104483655,cover=0
- 100:leaf=-0.000610337534,cover=0
- 50:[LGI5<2.34364653] yes=101,no=102,missing=101,gain=2.07515502,cover=6876
- 101:leaf=0.00380706345,cover=0
- 102:leaf=0.000625918736,cover=0
- 12:[Area5<0.738135278] yes=25,no=26,missing=25,gain=4.21338081,cover=113771
- 25:[PialArea5<0.693130434] yes=51,no=52,missing=51,gain=2.73962021,cover=59511
- 51:[PialCurv5<-0.0441194475] yes=103,no=104,missing=104,gain=2.61163235,cover=55056
- 103:leaf=0.0132842055,cover=0
- 104:leaf=-4.14746773e-06,cover=0
- 52:[Ecc<10.0121937] yes=105,no=106,missing=105,gain=2.33588052,cover=4455
- 105:leaf=0.00186931982,cover=0
- 106:leaf=-0.000982457655,cover=0
- 26:[LGI5<2.3969903] yes=53,no=54,missing=53,gain=2.809443,cover=54260
- 53:[Ecc<2.02168798] yes=107,no=108,missing=108,gain=1.48318827,cover=6876
- 107:leaf=-0.00102055212,cover=0
- 108:leaf=0.000806481403,cover=0
- 54:[Sulc0<-0.644343197] yes=109,no=110,missing=110,gain=2.01397324,cover=47384
- 109:leaf=0.0207478758,cover=0
- 110:leaf=-0.000649911293,cover=0
- 6:[PialCurv5<0.280504435] yes=13,no=14,missing=13,gain=2.57456732,cover=6163
- 13:[Sulc0<0.40262419] yes=27,no=28,missing=28,gain=1.24687386,cover=3529
- 27:[PialArea5<0.628734469] yes=55,no=56,missing=56,gain=0.695910931,cover=3137
- 55:[MidArea5<0.673991144] yes=111,no=112,missing=111,gain=0.549089074,cover=2150
- 111:leaf=0.00120600173,cover=0
- 112:leaf=-0.000790116785,cover=0
- 56:[Ecc<33.9075584] yes=113,no=114,missing=113,gain=0.643056631,cover=987
- 113:leaf=0.0025303911,cover=0
- 114:leaf=-0.0109201921,cover=0
- 28:[Area5<0.776627541] yes=57,no=58,missing=57,gain=0.800732613,cover=392
- 57:[PialArea5<0.601145923] yes=115,no=116,missing=116,gain=0.71724534,cover=156
- 115:leaf=0.00483842148,cover=0
- 116:leaf=0.0123560475,cover=0
- 58:[LGI5<3.78836131] yes=117,no=118,missing=117,gain=0.354050934,cover=236
- 117:leaf=0.00298985536,cover=0
- 118:leaf=-0.00432829419,cover=0
- 14:[PialCurv5<0.426807076] yes=29,no=30,missing=29,gain=1.26303375,cover=2634
- 29:[LGI5<2.53029394] yes=59,no=60,missing=60,gain=0.943770707,cover=2440
- 59:[Sulc0<-0.401674598] yes=119,no=120,missing=119,gain=0.587162495,cover=1159
- 119:leaf=-0.00580914458,cover=0
- 120:leaf=0.000510566868,cover=0
- 60:[LGI5<2.91278505] yes=121,no=122,missing=121,gain=0.959792256,cover=1281
- 121:leaf=-0.00273713679,cover=0
- 122:leaf=8.03225994e-05,cover=0
- 30:[LGI5<2.66988635] yes=61,no=62,missing=62,gain=0.410478115,cover=194
- 61:[Area5<0.607942343] yes=123,no=124,missing=123,gain=0.34859401,cover=100
- 123:leaf=0.00852504559,cover=0
- 124:leaf=2.38273624e-05,cover=0
- 62:[Sulc0<0.101211272] yes=125,no=126,missing=125,gain=0.822463393,cover=94
- 125:leaf=-0.00100881222,cover=0
- 126:leaf=0.00896870717,cover=0
-booster[946]:
-0:[Curv5<-0.0320370905] yes=1,no=2,missing=2,gain=0.162231788,cover=5124388
- 1:[PialCurv5<0.110155433] yes=3,no=4,missing=4,gain=1.33737922,cover=2845137
- 3:[Ecc<47.7892265] yes=7,no=8,missing=7,gain=1.27987111,cover=2843376
- 7:[Sulc0<0.263311565] yes=15,no=16,missing=15,gain=1.59893298,cover=2829312
- 15:[PialCurv5<0.00860458333] yes=31,no=32,missing=32,gain=1.07691956,cover=2789399
- 31:[Curv5<-0.112134233] yes=61,no=62,missing=61,gain=1.55205083,cover=2718106
- 61:leaf=9.30429178e-06,cover=0
- 62:leaf=-7.9637226e-05,cover=0
- 32:[Area5<0.648839295] yes=63,no=64,missing=64,gain=11.3121595,cover=71293
- 63:leaf=-0.000575503043,cover=0
- 64:leaf=0.000706631981,cover=0
- 16:[Curv5<-0.129194111] yes=33,no=34,missing=33,gain=4.31999779,cover=39913
- 33:[PialArea5<0.718622029] yes=65,no=66,missing=65,gain=3.85798693,cover=7916
- 65:leaf=-0.00264335028,cover=0
- 66:leaf=-0.000413437578,cover=0
- 34:[Ecc<16.2597466] yes=67,no=68,missing=67,gain=5.08726978,cover=31997
- 67:leaf=-0.000988489366,cover=0
- 68:leaf=0.000364506064,cover=0
- 8:[LGI5<3.53458858] yes=17,no=18,missing=17,gain=1.38839626,cover=14064
- 17:[Sulc0<0.272107065] yes=35,no=36,missing=35,gain=1.6467793,cover=12131
- 35:[LGI5<2.85285616] yes=69,no=70,missing=69,gain=1.03430915,cover=9367
- 69:leaf=-0.000858909858,cover=0
- 70:leaf=0.000577258121,cover=0
- 36:[Pol<153.554306] yes=71,no=72,missing=71,gain=3.21330309,cover=2764
- 71:leaf=0.000885759946,cover=0
- 72:leaf=0.00515052583,cover=0
- 18:[Area5<0.648839295] yes=37,no=38,missing=37,gain=1.53618348,cover=1933
- 37:[PialArea5<0.934356034] yes=73,no=74,missing=74,gain=1.97465944,cover=629
- 73:leaf=0.000428257044,cover=0
- 74:leaf=0.0107850768,cover=0
- 38:[PialArea5<1.10654831] yes=75,no=76,missing=76,gain=1.42445242,cover=1304
- 75:leaf=-0.00218204176,cover=0
- 76:leaf=0.00462809298,cover=0
- 4:[LGI5<3.78836131] yes=9,no=10,missing=9,gain=1.79763281,cover=1761
- 9:[Pol<114.432869] yes=19,no=20,missing=19,gain=1.7421459,cover=1736
- 19:[LGI5<3.15084362] yes=39,no=40,missing=40,gain=1.94098949,cover=1015
- 39:[LGI5<2.88525915] yes=77,no=78,missing=77,gain=1.99049389,cover=686
- 77:leaf=0.00267595402,cover=0
- 78:leaf=-0.00419534417,cover=0
- 40:[MidArea5<0.518836677] yes=79,no=80,missing=80,gain=2.32097054,cover=329
- 79:leaf=0.000388073444,cover=0
- 80:leaf=0.00915705226,cover=0
- 20:[PialArea5<0.542192638] yes=41,no=42,missing=41,gain=1.39233053,cover=721
- 41:[Curv5<-0.048490826] yes=81,no=82,missing=81,gain=0.711804807,cover=135
- 81:leaf=0.00717888726,cover=0
- 82:leaf=-0.000210234895,cover=0
- 42:[LGI5<2.30180311] yes=83,no=84,missing=83,gain=0.626904964,cover=586
- 83:leaf=0.00544037065,cover=0
- 84:leaf=-0.00176086591,cover=0
- 10:[Sulc0<0.254506379] yes=21,no=22,missing=21,gain=0.211333871,cover=25
- 21:leaf=-0.0147470338,cover=0
- 22:[Ecc<10.8716469] yes=43,no=44,missing=43,gain=0.0198341534,cover=8
- 43:[Ecc<10.569519] yes=85,no=86,missing=85,gain=0.00127023389,cover=2
- 85:leaf=0.000957435404,cover=0
- 86:leaf=-0.000826191914,cover=0
- 44:leaf=-0.00551532162,cover=0
- 2:[Pol<158.709351] yes=5,no=6,missing=5,gain=1.9036808,cover=2279251
- 5:[Pol<141.081833] yes=11,no=12,missing=12,gain=6.31220627,cover=2146078
- 11:[Ecc<0.783076942] yes=23,no=24,missing=23,gain=4.19547176,cover=2061386
- 23:[Pol<71.8249207] yes=45,no=46,missing=45,gain=7.27384615,cover=24240
- 45:[MidArea5<0.694149137] yes=87,no=88,missing=87,gain=5.57276154,cover=6811
- 87:leaf=0.000305473135,cover=0
- 88:leaf=-0.00270720478,cover=0
- 46:[Area5<0.665633082] yes=89,no=90,missing=89,gain=8.2805233,cover=17429
- 89:leaf=0.000335467834,cover=0
- 90:leaf=0.00257426803,cover=0
- 24:[Sulc0<-0.401674598] yes=47,no=48,missing=47,gain=7.53041935,cover=2037146
- 47:[Pol<70.3717499] yes=91,no=92,missing=91,gain=22.1579437,cover=54778
- 91:leaf=0.000455978006,cover=0
- 92:leaf=-0.00155623863,cover=0
- 48:[PialCurv5<-0.00955641083] yes=93,no=94,missing=93,gain=6.25747395,cover=1982368
- 93:leaf=0.000468542334,cover=0
- 94:leaf=-5.14513431e-06,cover=0
- 12:[Ecc<1.05247808] yes=25,no=26,missing=26,gain=10.3429661,cover=84692
- 25:[LGI5<2.77946544] yes=49,no=50,missing=49,gain=3.42436314,cover=13149
- 49:[Sulc0<-0.828605771] yes=95,no=96,missing=95,gain=2.64057636,cover=13088
- 95:leaf=-0.00846822094,cover=0
- 96:leaf=-0.000723110919,cover=0
- 50:[LGI5<2.91278505] yes=97,no=98,missing=98,gain=0.369244099,cover=61
- 97:leaf=-0.0138312252,cover=0
- 98:leaf=-0.000665401574,cover=0
- 26:[Sulc0<-0.123243913] yes=51,no=52,missing=51,gain=11.9898577,cover=71543
- 51:[Curv5<0.0798443258] yes=99,no=100,missing=100,gain=11.0367107,cover=21561
- 99:leaf=0.00121853105,cover=0
- 100:leaf=0.00452225422,cover=0
- 52:[LGI5<3.34776258] yes=101,no=102,missing=101,gain=11.9675446,cover=49982
- 101:leaf=-0.000159450166,cover=0
- 102:leaf=0.00169648824,cover=0
- 6:[Ecc<19.4699688] yes=13,no=14,missing=13,gain=13.4149704,cover=133173
- 13:[Ecc<7.69572639] yes=27,no=28,missing=27,gain=15.2018719,cover=125645
- 27:[LGI5<3.3215456] yes=53,no=54,missing=53,gain=19.968298,cover=55915
- 53:[Sulc0<-0.0936657563] yes=103,no=104,missing=104,gain=18.7289696,cover=55801
- 103:leaf=0.000653237163,cover=0
- 104:leaf=-0.00194304809,cover=0
- 54:[Ecc<7.34691238] yes=105,no=106,missing=105,gain=4.03334618,cover=114
- 105:leaf=0.0270830542,cover=0
- 106:leaf=0.00615565246,cover=0
- 28:[Pol<171.401581] yes=55,no=56,missing=55,gain=15.2528496,cover=69730
- 55:[Area5<0.640637577] yes=107,no=108,missing=107,gain=12.2763519,cover=23016
- 107:leaf=-0.00425222097,cover=0
- 108:leaf=-0.00128891598,cover=0
- 56:[PialArea5<0.718622029] yes=109,no=110,missing=109,gain=4.7860322,cover=46714
- 109:leaf=2.82655674e-05,cover=0
- 110:leaf=-0.0011292249,cover=0
- 14:[Sulc0<0.373583466] yes=29,no=30,missing=30,gain=12.8124866,cover=7528
- 29:[Curv5<0.0386843979] yes=57,no=58,missing=58,gain=6.2295742,cover=5935
- 57:[Area5<0.717401922] yes=111,no=112,missing=111,gain=4.20655251,cover=4245
- 111:leaf=0.000178362869,cover=0
- 112:leaf=0.0033425875,cover=0
- 58:[PialArea5<0.851613045] yes=113,no=114,missing=113,gain=3.28311539,cover=1690
- 113:leaf=0.00603765203,cover=0
- 114:leaf=-0.00369342952,cover=0
- 30:[PialArea5<0.790770054] yes=59,no=60,missing=60,gain=3.05694032,cover=1593
- 59:[Ecc<27.327179] yes=115,no=116,missing=116,gain=1.77102602,cover=1193
- 115:leaf=-0.00742122484,cover=0
- 116:leaf=-0.000270617631,cover=0
- 60:[Sulc0<0.443755656] yes=117,no=118,missing=118,gain=1.78595829,cover=400
- 117:leaf=-0.00170881487,cover=0
- 118:leaf=-0.00855843909,cover=0
-booster[947]:
-0:[LGI5<3.74316525] yes=1,no=2,missing=2,gain=0.167636961,cover=5124388
- 1:[LGI5<3.67381835] yes=3,no=4,missing=3,gain=0.595929444,cover=5044320
- 3:[Sulc0<1.25822949] yes=7,no=8,missing=8,gain=0.247283652,cover=5004288
- 7:[Ecc<17.5281601] yes=15,no=16,missing=16,gain=0.267336369,cover=4986825
- 15:[Sulc0<1.16950965] yes=31,no=32,missing=31,gain=1.57420313,cover=3902310
- 31:[Pol<82.8478928] yes=63,no=64,missing=63,gain=1.44353032,cover=3899956
- 63:leaf=-3.54479416e-05,cover=0
- 64:leaf=2.82489e-05,cover=0
- 32:[PialCurv5<0.144311354] yes=65,no=66,missing=66,gain=7.93861103,cover=2354
- 65:leaf=-0.0256390553,cover=0
- 66:leaf=-0.000940788828,cover=0
- 16:[Pol<101.695656] yes=33,no=34,missing=33,gain=6.55041265,cover=1084515
- 33:[Ecc<30.4150848] yes=67,no=68,missing=67,gain=8.50693035,cover=595602
- 67:leaf=0.00025980905,cover=0
- 68:leaf=-0.000119898912,cover=0
- 34:[Ecc<29.3556995] yes=69,no=70,missing=69,gain=9.4366951,cover=488913
- 69:leaf=-0.000343004765,cover=0
- 70:leaf=0.000103086371,cover=0
- 8:[Curv5<0.147363082] yes=17,no=18,missing=17,gain=1.11468422,cover=17463
- 17:[PialCurv5<0.167567819] yes=35,no=36,missing=36,gain=2.2341404,cover=3841
- 35:[Pol<80.8913651] yes=71,no=72,missing=71,gain=1.72250676,cover=516
- 71:leaf=0.00102658372,cover=0
- 72:leaf=-0.00476388633,cover=0
- 36:[PialArea5<0.636387587] yes=73,no=74,missing=73,gain=1.3789928,cover=3325
- 73:leaf=0.00153876259,cover=0
- 74:leaf=-0.00691404287,cover=0
- 18:[MidArea5<0.92614764] yes=37,no=38,missing=37,gain=1.09318221,cover=13622
- 37:[Ecc<16.7734241] yes=75,no=76,missing=75,gain=0.829906166,cover=13593
- 75:leaf=-0.00156900368,cover=0
- 76:leaf=5.44358008e-05,cover=0
- 38:[LGI5<3.23945832] yes=77,no=78,missing=77,gain=0.657006741,cover=29
- 77:leaf=0.0139806764,cover=0
- 78:leaf=-0.00247723539,cover=0
- 4:[Area5<0.72867924] yes=9,no=10,missing=10,gain=4.29473209,cover=40032
- 9:[Ecc<18.3223667] yes=19,no=20,missing=20,gain=2.49181581,cover=24843
- 19:[Pol<155.012512] yes=39,no=40,missing=39,gain=1.70838845,cover=8136
- 39:[Ecc<11.0302963] yes=79,no=80,missing=79,gain=1.75798523,cover=6930
- 79:leaf=-0.00164552708,cover=0
- 80:leaf=0.00052970153,cover=0
- 40:[Sulc0<-0.401674598] yes=81,no=82,missing=81,gain=1.94471252,cover=1206
- 81:leaf=-0.0010167734,cover=0
- 82:leaf=-0.00666550035,cover=0
- 20:[Curv5<0.0574831441] yes=41,no=42,missing=42,gain=2.39318275,cover=16707
- 41:[Pol<139.671173] yes=83,no=84,missing=83,gain=4.57444096,cover=11483
- 83:leaf=0.0022778518,cover=0
- 84:leaf=0.000276478764,cover=0
- 42:[Ecc<33.2971039] yes=85,no=86,missing=86,gain=2.14889479,cover=5224
- 85:leaf=-0.000718008028,cover=0
- 86:leaf=0.00138102681,cover=0
- 10:[MidArea5<0.661389112] yes=21,no=22,missing=21,gain=3.00088882,cover=15189
- 21:[Pol<82.8478928] yes=43,no=44,missing=43,gain=1.6433475,cover=2676
- 43:[Sulc0<0.779008448] yes=87,no=88,missing=88,gain=1.27413118,cover=926
- 87:leaf=0.00252094446,cover=0
- 88:leaf=-0.00173377607,cover=0
- 44:[Ecc<10.7180347] yes=89,no=90,missing=89,gain=0.968195677,cover=1750
- 89:leaf=-0.00498454412,cover=0
- 90:leaf=0.00214980659,cover=0
- 22:[Sulc0<-0.00954892673] yes=45,no=46,missing=46,gain=3.42879415,cover=12513
- 45:[Pol<12.2267933] yes=91,no=92,missing=91,gain=1.70919359,cover=6262
- 91:leaf=0.0023411212,cover=0
- 92:leaf=-0.000262590824,cover=0
- 46:[Sulc0<0.966456771] yes=93,no=94,missing=93,gain=1.81902266,cover=6251
- 93:leaf=-0.00183783739,cover=0
- 94:leaf=0.00175044953,cover=0
- 2:[Sulc0<0.392869562] yes=5,no=6,missing=5,gain=1.26729214,cover=80068
- 5:[Pol<93.9093552] yes=11,no=12,missing=11,gain=1.91341484,cover=53593
- 11:[PialArea5<0.767178178] yes=23,no=24,missing=23,gain=2.91747761,cover=24326
- 23:[Area5<0.601796865] yes=47,no=48,missing=48,gain=2.36403513,cover=9606
- 47:[Ecc<12.1917515] yes=95,no=96,missing=95,gain=1.58410752,cover=2608
- 95:leaf=0.00435538869,cover=0
- 96:leaf=-0.000286104449,cover=0
- 48:[PialCurv5<0.0567538291] yes=97,no=98,missing=97,gain=2.82038116,cover=6998
- 97:leaf=-0.00266032852,cover=0
- 98:leaf=-0.000651068112,cover=0
- 24:[Sulc0<-0.0788570642] yes=49,no=50,missing=49,gain=5.62209797,cover=14720
- 49:[Pol<60.4070244] yes=99,no=100,missing=100,gain=1.95092344,cover=11725
- 99:leaf=-0.000482209696,cover=0
- 100:leaf=-0.00442287233,cover=0
- 50:[PialCurv5<-0.0515215881] yes=101,no=102,missing=101,gain=3.79206514,cover=2995
- 101:leaf=0.00589387864,cover=0
- 102:leaf=0.00105580746,cover=0
- 12:[Sulc0<0.118391842] yes=25,no=26,missing=25,gain=2.07868862,cover=29267
- 25:[Pol<133.406311] yes=51,no=52,missing=52,gain=4.33289146,cover=22480
- 51:[Ecc<26.4278679] yes=103,no=104,missing=103,gain=2.45776367,cover=2031
- 103:leaf=0.00326296058,cover=0
- 104:leaf=-0.001436866,cover=0
- 52:[LGI5<3.84897733] yes=105,no=106,missing=105,gain=2.02362847,cover=20449
- 105:leaf=-0.000448782375,cover=0
- 106:leaf=0.000547143689,cover=0
- 26:[MidArea5<0.84962827] yes=53,no=54,missing=53,gain=1.75862455,cover=6787
- 53:[Pol<130.198486] yes=107,no=108,missing=107,gain=1.77619791,cover=6106
- 107:leaf=-2.14381489e-05,cover=0
- 108:leaf=-0.00173750741,cover=0
- 54:[Pol<168.718765] yes=109,no=110,missing=109,gain=1.20830035,cover=681
- 109:leaf=0.00244981865,cover=0
- 110:leaf=-0.00420282176,cover=0
- 6:[Sulc0<1.16950965] yes=13,no=14,missing=13,gain=2.1989584,cover=26475
- 13:[PialCurv5<-0.0441194475] yes=27,no=28,missing=28,gain=2.34223223,cover=23214
- 27:[Area5<0.630444467] yes=55,no=56,missing=55,gain=3.60273933,cover=454
- 55:[Pol<20.2198563] yes=111,no=112,missing=112,gain=1.02808166,cover=144
- 111:leaf=-0.0141375652,cover=0
- 112:leaf=0.00433873059,cover=0
- 56:[LGI5<3.84897733] yes=113,no=114,missing=114,gain=1.31360006,cover=310
- 113:leaf=-0.00187906378,cover=0
- 114:leaf=-0.00865567103,cover=0
- 28:[PialArea5<0.89536339] yes=57,no=58,missing=58,gain=3.26032066,cover=22760
- 57:[Ecc<20.7119312] yes=115,no=116,missing=115,gain=1.45548832,cover=22465
- 115:leaf=-0.000203049145,cover=0
- 116:leaf=0.000660057529,cover=0
- 58:[Sulc0<0.915739596] yes=117,no=118,missing=117,gain=1.6833849,cover=295
- 117:leaf=0.00693722302,cover=0
- 118:leaf=-0.00542120077,cover=0
- 14:[Pol<101.159882] yes=29,no=30,missing=30,gain=2.39076138,cover=3261
- 29:[Area5<0.648839295] yes=59,no=60,missing=59,gain=2.02992821,cover=2680
- 59:[PialCurv5<0.220156521] yes=119,no=120,missing=119,gain=1.66181803,cover=293
- 119:leaf=-0.0113539565,cover=0
- 120:leaf=-0.00227971491,cover=0
- 60:[PialArea5<0.839144647] yes=121,no=122,missing=121,gain=0.877719939,cover=2387
- 121:leaf=0.000242128808,cover=0
- 122:leaf=-0.00680759642,cover=0
- 30:[Pol<130.198486] yes=61,no=62,missing=61,gain=1.05897307,cover=581
- 61:[Curv5<0.0615303926] yes=123,no=124,missing=124,gain=0.55117178,cover=566
- 123:leaf=0.0109190606,cover=0
- 124:leaf=-0.00441588275,cover=0
- 62:[Ecc<36.5542564] yes=125,no=126,missing=125,gain=0.0255152583,cover=15
- 125:leaf=0.000526502728,cover=0
- 126:leaf=0.0093374392,cover=0
-booster[948]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=1,gain=0.157463983,cover=5124388
- 1:[Area5<0.666510165] yes=3,no=4,missing=4,gain=0.714711666,cover=60049
- 3:[PialArea5<0.546516836] yes=7,no=8,missing=7,gain=0.425151855,cover=58818
- 7:[LGI5<3.78836131] yes=15,no=16,missing=16,gain=0.354086429,cover=58531
- 15:[LGI5<3.42912889] yes=31,no=32,missing=31,gain=0.628217816,cover=58005
- 31:[LGI5<3.31338549] yes=63,no=64,missing=63,gain=1.099648,cover=55019
- 63:leaf=6.90499364e-05,cover=0
- 64:leaf=-0.000988487736,cover=0
- 32:[Curv5<-0.217408031] yes=65,no=66,missing=65,gain=0.781059563,cover=2986
- 65:leaf=-0.00248766341,cover=0
- 66:leaf=0.000964812119,cover=0
- 16:[Ecc<15.121048] yes=33,no=34,missing=34,gain=1.25762498,cover=526
- 33:[Sulc0<0.624357879] yes=67,no=68,missing=67,gain=0.37240988,cover=84
- 67:leaf=0.00036408985,cover=0
- 68:leaf=0.00709965592,cover=0
- 34:[LGI5<3.84897733] yes=69,no=70,missing=69,gain=0.40934968,cover=442
- 69:leaf=-0.00399462087,cover=0
- 70:leaf=-0.00093387824,cover=0
- 8:[LGI5<2.45932961] yes=17,no=18,missing=17,gain=0.311341733,cover=287
- 17:[Curv5<-0.204921171] yes=35,no=36,missing=35,gain=0.201372996,cover=139
- 35:[Pol<103.31839] yes=71,no=72,missing=72,gain=0.133823842,cover=106
- 71:leaf=-0.000617553655,cover=0
- 72:leaf=0.00292699574,cover=0
- 36:[Ecc<2.48523927] yes=73,no=74,missing=73,gain=0.0480981618,cover=33
- 73:leaf=-0.0016959653,cover=0
- 74:leaf=-0.00583944563,cover=0
- 18:[Sulc0<-0.808473051] yes=37,no=38,missing=37,gain=0.386480689,cover=148
- 37:[LGI5<3.1833725] yes=75,no=76,missing=75,gain=0.11106652,cover=19
- 75:leaf=0.0112926764,cover=0
- 76:leaf=-0.000764689816,cover=0
- 38:[PialCurv5<-0.0800075978] yes=77,no=78,missing=77,gain=0.152738422,cover=129
- 77:leaf=0.00217187218,cover=0
- 78:leaf=0.0111565748,cover=0
- 4:[LGI5<2.2730217] yes=9,no=10,missing=10,gain=0.499598324,cover=1231
- 9:[LGI5<2.24172258] yes=19,no=20,missing=19,gain=0.0596401989,cover=20
- 19:[Pol<100.090813] yes=39,no=40,missing=39,gain=0.00669462839,cover=4
- 39:leaf=0.0011069139,cover=0
- 40:leaf=-0.00227392907,cover=0
- 20:[Pol<108.715256] yes=41,no=42,missing=41,gain=0.018967092,cover=16
- 41:leaf=-0.00831855554,cover=0
- 42:leaf=-0.00189829676,cover=0
- 10:[Sulc0<1.25822949] yes=21,no=22,missing=21,gain=0.375375211,cover=1211
- 21:[LGI5<2.92895722] yes=43,no=44,missing=44,gain=0.280276299,cover=1015
- 43:[Ecc<9.38688755] yes=79,no=80,missing=80,gain=0.992618799,cover=547
- 79:leaf=0.00229117111,cover=0
- 80:leaf=-0.00253234152,cover=0
- 44:[PialCurv5<0.362132162] yes=81,no=82,missing=81,gain=0.374460578,cover=468
- 81:leaf=0.00378840114,cover=0
- 82:leaf=0.000867704221,cover=0
- 22:[Pol<80.8913651] yes=45,no=46,missing=45,gain=0.754388511,cover=196
- 45:[PialCurv5<0.204323933] yes=83,no=84,missing=83,gain=0.57690078,cover=79
- 83:leaf=0.00853979494,cover=0
- 84:leaf=-0.00569472415,cover=0
- 46:[PialCurv5<0.228302389] yes=85,no=86,missing=85,gain=0.247511253,cover=117
- 85:leaf=-0.00658850232,cover=0
- 86:leaf=0.00254527526,cover=0
- 2:[Curv5<0.233002663] yes=5,no=6,missing=5,gain=0.196521118,cover=5064339
- 5:[PialCurv5<0.493508637] yes=11,no=12,missing=11,gain=0.19172062,cover=5024219
- 11:[PialCurv5<0.45140323] yes=23,no=24,missing=23,gain=0.201493815,cover=5016285
- 23:[PialArea5<0.390391022] yes=47,no=48,missing=47,gain=0.319968581,cover=5003432
- 47:[Curv5<0.199476883] yes=87,no=88,missing=88,gain=1.01051474,cover=304011
- 87:leaf=1.21443472e-05,cover=0
- 88:leaf=0.000270660181,cover=0
- 48:[Curv5<0.190557376] yes=89,no=90,missing=89,gain=0.653941393,cover=4699421
- 89:leaf=-1.22410313e-06,cover=0
- 90:leaf=-0.000182342934,cover=0
- 24:[PialArea5<0.418112278] yes=49,no=50,missing=49,gain=0.930268288,cover=12853
- 49:[Ecc<38.7725143] yes=91,no=92,missing=91,gain=0.626625657,cover=10758
- 91:leaf=-0.000498672889,cover=0
- 92:leaf=0.000904738263,cover=0
- 50:[LGI5<3.47596025] yes=93,no=94,missing=94,gain=0.571199834,cover=2095
- 93:leaf=0.00101031596,cover=0
- 94:leaf=-0.00201372057,cover=0
- 12:[Curv5<0.155577481] yes=25,no=26,missing=25,gain=1.03429186,cover=7934
- 25:[Pol<3.6072247] yes=51,no=52,missing=52,gain=0.955154598,cover=459
- 51:leaf=0.0222969931,cover=0
- 52:[PialArea5<0.665998757] yes=95,no=96,missing=95,gain=0.567282259,cover=456
- 95:leaf=-0.00319112092,cover=0
- 96:leaf=0.00107607688,cover=0
- 26:[Sulc0<0.849368811] yes=53,no=54,missing=53,gain=0.978228271,cover=7475
- 53:[Ecc<20.3925476] yes=97,no=98,missing=97,gain=1.20146108,cover=4029
- 97:leaf=0.000716920884,cover=0
- 98:leaf=0.00466474565,cover=0
- 54:[PialArea5<0.472106963] yes=99,no=100,missing=100,gain=1.11137414,cover=3446
- 99:leaf=-0.000333377538,cover=0
- 100:leaf=0.00766435405,cover=0
- 6:[LGI5<3.64692807] yes=13,no=14,missing=13,gain=0.906939983,cover=40120
- 13:[LGI5<3.44046211] yes=27,no=28,missing=27,gain=1.04917622,cover=39425
- 27:[LGI5<3.21727777] yes=55,no=56,missing=56,gain=0.982897341,cover=38623
- 55:[Area5<0.663893223] yes=101,no=102,missing=101,gain=0.934078097,cover=36396
- 101:leaf=0.000105141233,cover=0
- 102:leaf=-0.000456595997,cover=0
- 56:[Area5<0.700531542] yes=103,no=104,missing=103,gain=1.39352453,cover=2227
- 103:leaf=-0.00180465856,cover=0
- 104:leaf=0.00120157446,cover=0
- 28:[Sulc0<0.74744761] yes=57,no=58,missing=58,gain=0.978463173,cover=802
- 57:[Sulc0<0.210163057] yes=105,no=106,missing=105,gain=1.23760164,cover=105
- 105:leaf=-0.00393314706,cover=0
- 106:leaf=0.00903720874,cover=0
- 58:[LGI5<3.60428405] yes=107,no=108,missing=108,gain=0.777498901,cover=697
- 107:leaf=0.00194534974,cover=0
- 108:leaf=-0.00199922244,cover=0
- 14:[LGI5<3.70550299] yes=29,no=30,missing=29,gain=0.493350983,cover=695
- 29:[Area5<0.696645021] yes=59,no=60,missing=60,gain=0.158464313,cover=117
- 59:[PialCurv5<0.134718806] yes=109,no=110,missing=109,gain=0.0981801152,cover=101
- 109:leaf=-0.000285748771,cover=0
- 110:leaf=-0.00468559982,cover=0
- 60:[PialCurv5<0.493508637] yes=111,no=112,missing=111,gain=0.0332568884,cover=16
- 111:leaf=-0.0110361064,cover=0
- 112:leaf=-0.00458023464,cover=0
- 30:[Ecc<21.7409172] yes=61,no=62,missing=61,gain=0.284564793,cover=578
- 61:[LGI5<3.78836131] yes=113,no=114,missing=114,gain=0.189993352,cover=70
- 113:leaf=-0.00298170722,cover=0
- 114:leaf=0.00308370846,cover=0
- 62:[PialArea5<0.281252682] yes=115,no=116,missing=116,gain=0.2533108,cover=508
- 115:leaf=-0.00516980141,cover=0
- 116:leaf=-0.00134475634,cover=0
-booster[949]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=1,gain=0.155494854,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=4,gain=0.402447224,cover=5064338
- 3:[LGI5<2.16230083] yes=7,no=8,missing=8,gain=0.197478354,cover=5048039
- 7:[Area5<0.784037054] yes=15,no=16,missing=15,gain=1.63506186,cover=39591
- 15:[Pol<45.5953903] yes=31,no=32,missing=32,gain=1.5446651,cover=38621
- 31:[Ecc<3.29132295] yes=63,no=64,missing=64,gain=6.46170521,cover=5475
- 63:leaf=0.00114110392,cover=0
- 64:leaf=-0.00499653677,cover=0
- 32:[Pol<99.5532455] yes=65,no=66,missing=65,gain=1.64702749,cover=33146
- 65:leaf=-0.000769696257,cover=0
- 66:leaf=-3.14228964e-05,cover=0
- 16:[Pol<92.7492142] yes=33,no=34,missing=33,gain=2.67366934,cover=970
- 33:[Pol<82.2009888] yes=67,no=68,missing=67,gain=2.03853011,cover=557
- 67:leaf=0.00202061958,cover=0
- 68:leaf=0.00843096431,cover=0
- 34:[Ecc<1.10530448] yes=69,no=70,missing=69,gain=1.51869404,cover=413
- 69:leaf=-0.00969761424,cover=0
- 70:leaf=-6.13158991e-05,cover=0
- 8:[LGI5<2.22170687] yes=17,no=18,missing=17,gain=0.462213635,cover=5008448
- 17:[Area5<0.685542226] yes=35,no=36,missing=35,gain=2.89563608,cover=79065
- 35:[PialCurv5<-0.0644776821] yes=71,no=72,missing=72,gain=2.13542557,cover=60800
- 71:leaf=3.74997362e-05,cover=0
- 72:leaf=0.000639120641,cover=0
- 36:[Pol<130.822815] yes=73,no=74,missing=73,gain=7.34646797,cover=18265
- 73:leaf=-0.000926843204,cover=0
- 74:leaf=0.00159784593,cover=0
- 18:[LGI5<2.26652193] yes=37,no=38,missing=37,gain=0.88554734,cover=4929383
- 37:[Pol<35.2629585] yes=75,no=76,missing=76,gain=3.24180031,cover=101231
- 75:leaf=0.000707182742,cover=0
- 76:leaf=-0.000241208356,cover=0
- 38:[LGI5<2.27925944] yes=77,no=78,missing=78,gain=0.331415653,cover=4828152
- 77:leaf=0.000146411869,cover=0
- 78:leaf=6.92964022e-07,cover=0
- 4:[PialCurv5<-0.0800075978] yes=9,no=10,missing=10,gain=3.04226422,cover=16299
- 9:[Curv5<-0.066452302] yes=19,no=20,missing=20,gain=1.51331818,cover=14470
- 19:[PialCurv5<-0.148241684] yes=39,no=40,missing=39,gain=1.40314746,cover=14447
- 39:[Sulc0<-0.987509191] yes=79,no=80,missing=79,gain=1.07188141,cover=634
- 79:leaf=-0.000398738834,cover=0
- 80:leaf=-0.00452404609,cover=0
- 40:[Sulc0<-0.130613819] yes=81,no=82,missing=82,gain=1.26709139,cover=13813
- 81:leaf=0.000104096252,cover=0
- 82:leaf=0.014182928,cover=0
- 20:[LGI5<2.54917789] yes=41,no=42,missing=42,gain=0.634064674,cover=23
- 41:[Ecc<1.96654522] yes=83,no=84,missing=83,gain=0.0792799592,cover=10
- 83:leaf=-0.00731234346,cover=0
- 84:leaf=0.0010635904,cover=0
- 42:[Ecc<5.53207445] yes=85,no=86,missing=86,gain=0.280078888,cover=13
- 85:leaf=-0.0240644421,cover=0
- 86:leaf=-0.00629271287,cover=0
- 10:[Pol<31.3444195] yes=21,no=22,missing=21,gain=1.37039876,cover=1829
- 21:[Ecc<0.669936359] yes=43,no=44,missing=44,gain=1.21607018,cover=388
- 43:[Area5<0.68633163] yes=87,no=88,missing=87,gain=0.968834877,cover=42
- 87:leaf=0.0124667902,cover=0
- 88:leaf=-0.00280160247,cover=0
- 44:[LGI5<2.44958925] yes=89,no=90,missing=89,gain=1.98831177,cover=346
- 89:leaf=-0.010067747,cover=0
- 90:leaf=-0.00242232229,cover=0
- 22:[Pol<132.083344] yes=45,no=46,missing=46,gain=1.65531886,cover=1441
- 45:[Pol<50.1003532] yes=91,no=92,missing=91,gain=1.08323729,cover=875
- 91:leaf=-0.00226031477,cover=0
- 92:leaf=0.00133150758,cover=0
- 46:[Pol<146.864227] yes=93,no=94,missing=93,gain=0.960387945,cover=566
- 93:leaf=-0.00771529321,cover=0
- 94:leaf=-0.00253423303,cover=0
- 2:[Area5<0.650824547] yes=5,no=6,missing=5,gain=0.728196681,cover=60050
- 5:[Pol<12.2267933] yes=11,no=12,missing=12,gain=0.869716525,cover=968
- 11:[LGI5<2.32613516] yes=23,no=24,missing=23,gain=0.471724242,cover=115
- 23:[Ecc<0.783076942] yes=47,no=48,missing=47,gain=0.167473555,cover=31
- 47:leaf=-0.0156268384,cover=0
- 48:[Sulc0<-1.24864507] yes=95,no=96,missing=95,gain=0.0581509769,cover=26
- 95:leaf=0.000608006143,cover=0
- 96:leaf=-0.00658536283,cover=0
- 24:[LGI5<2.53428411] yes=49,no=50,missing=49,gain=0.858213961,cover=84
- 49:[Curv5<-0.16496937] yes=97,no=98,missing=97,gain=0.378083348,cover=61
- 97:leaf=0.00507624401,cover=0
- 98:leaf=-0.00327122211,cover=0
- 50:[Sulc0<-1.08640325] yes=99,no=100,missing=99,gain=0.302459121,cover=23
- 99:leaf=-0.0130243702,cover=0
- 100:leaf=-0.00127467269,cover=0
- 12:[Pol<141.801834] yes=25,no=26,missing=25,gain=1.23922348,cover=853
- 25:[Ecc<3.29132295] yes=51,no=52,missing=51,gain=1.18526053,cover=549
- 51:[PialCurv5<-0.103163145] yes=101,no=102,missing=101,gain=0.726761341,cover=423
- 101:leaf=0.00328673283,cover=0
- 102:leaf=-0.00156055193,cover=0
- 52:[LGI5<2.32613516] yes=103,no=104,missing=103,gain=0.938387156,cover=126
- 103:leaf=-0.000997847295,cover=0
- 104:leaf=0.00977380574,cover=0
- 26:[Sulc0<-0.644343197] yes=53,no=54,missing=53,gain=0.540470898,cover=304
- 53:[Sulc0<-0.788856506] yes=105,no=106,missing=105,gain=0.744177222,cover=262
- 105:leaf=-0.0011746888,cover=0
- 106:leaf=0.00512336614,cover=0
- 54:[Area5<0.601796865] yes=107,no=108,missing=107,gain=0.0831212401,cover=42
- 107:leaf=-0.00158694328,cover=0
- 108:leaf=-0.00698380172,cover=0
- 6:[PialArea5<1.57955706] yes=13,no=14,missing=13,gain=0.641263008,cover=59082
- 13:[Area5<0.924216449] yes=27,no=28,missing=27,gain=2.02339959,cover=40535
- 27:[Pol<160.153915] yes=55,no=56,missing=56,gain=1.36124909,cover=26791
- 55:[Pol<74.0505524] yes=109,no=110,missing=110,gain=3.31378531,cover=23789
- 109:leaf=0.000384083862,cover=0
- 110:leaf=0.00266392296,cover=0
- 56:[Ecc<5.97554874] yes=111,no=112,missing=112,gain=5.73748636,cover=3002
- 111:leaf=0.00411880529,cover=0
- 112:leaf=-0.00159686059,cover=0
- 28:[Pol<55.3432045] yes=57,no=58,missing=57,gain=1.46669459,cover=13744
- 57:[Curv5<-0.279226273] yes=113,no=114,missing=113,gain=1.0102222,cover=7713
- 113:leaf=0.00406744657,cover=0
- 114:leaf=-0.000848216005,cover=0
- 58:[Pol<114.432869] yes=115,no=116,missing=115,gain=0.999222755,cover=6031
- 115:leaf=0.00117101835,cover=0
- 116:leaf=-0.000194535751,cover=0
- 14:[MidArea5<1.21578133] yes=29,no=30,missing=29,gain=5.94489622,cover=18547
- 29:[LGI5<3.60428405] yes=59,no=60,missing=60,gain=3.33845329,cover=5691
- 59:[Area5<0.758003652] yes=117,no=118,missing=117,gain=2.74606419,cover=5664
- 117:leaf=-0.000892774377,cover=0
- 118:leaf=-0.00329236244,cover=0
- 60:[Ecc<8.23836613] yes=119,no=120,missing=119,gain=1.63286948,cover=27
- 119:leaf=0.0207236223,cover=0
- 120:leaf=-0.0115872957,cover=0
- 30:[Sulc0<-0.43309778] yes=61,no=62,missing=62,gain=3.35274649,cover=12856
- 61:[Ecc<0.221054599] yes=121,no=122,missing=121,gain=1.87989545,cover=11952
- 121:leaf=-0.0222120639,cover=0
- 122:leaf=0.000649061461,cover=0
- 62:[PialCurv5<-0.126528949] yes=123,no=124,missing=123,gain=1.25528097,cover=904
- 123:leaf=-0.00863467436,cover=0
- 124:leaf=-0.00195397367,cover=0
-booster[950]:
-0:[MidArea5<1.1557827] yes=1,no=2,missing=2,gain=0.156947136,cover=5124388
- 1:[PialArea5<1.57955706] yes=3,no=4,missing=3,gain=1.11267006,cover=5084355
- 3:[PialArea5<1.48916721] yes=7,no=8,missing=7,gain=0.341505051,cover=5082312
- 7:[MidArea5<1.09619975] yes=15,no=16,missing=15,gain=0.476067752,cover=5072371
- 15:[PialArea5<1.39628088] yes=31,no=32,missing=31,gain=0.352557212,cover=5041596
- 31:[LGI5<2.6558373] yes=63,no=64,missing=63,gain=0.23925522,cover=5024122
- 63:leaf=1.23798673e-05,cover=0
- 64:leaf=-9.65132767e-06,cover=0
- 32:[PialCurv5<-0.0839454681] yes=65,no=66,missing=66,gain=3.15112734,cover=17474
- 65:leaf=5.46925767e-05,cover=0
- 66:leaf=-0.00183618662,cover=0
- 16:[Area5<0.72867924] yes=33,no=34,missing=34,gain=1.75217557,cover=30775
- 33:[Ecc<1.57116413] yes=67,no=68,missing=67,gain=0.614993691,cover=358
- 67:leaf=-0.00150936854,cover=0
- 68:leaf=0.0044923895,cover=0
- 34:[PialCurv5<-0.0779728889] yes=69,no=70,missing=69,gain=0.877606571,cover=30417
- 69:leaf=9.19043669e-06,cover=0
- 70:leaf=0.000648891553,cover=0
- 8:[Ecc<3.67199802] yes=17,no=18,missing=18,gain=1.92089987,cover=9941
- 17:[Area5<0.784037054] yes=35,no=36,missing=35,gain=1.73561335,cover=5911
- 35:[Curv5<-0.108295463] yes=71,no=72,missing=71,gain=2.11315084,cover=5684
- 71:leaf=0.000265836483,cover=0
- 72:leaf=0.00543642836,cover=0
- 36:[Pol<11.2407846] yes=73,no=74,missing=73,gain=0.687602878,cover=227
- 73:leaf=-0.00899509899,cover=0
- 74:leaf=-0.00246887188,cover=0
- 18:[LGI5<2.50273752] yes=37,no=38,missing=37,gain=1.5706358,cover=4030
- 37:[Ecc<7.64592981] yes=75,no=76,missing=75,gain=0.735409498,cover=763
- 75:leaf=-0.00347456825,cover=0
- 76:leaf=0.0048036892,cover=0
- 38:[Area5<0.737164855] yes=77,no=78,missing=77,gain=0.98400557,cover=3267
- 77:leaf=7.06924257e-05,cover=0
- 78:leaf=-0.00169132405,cover=0
- 4:[Area5<0.670794368] yes=9,no=10,missing=9,gain=2.02449179,cover=2043
- 9:[Sulc0<-0.815117955] yes=19,no=20,missing=20,gain=1.26462722,cover=1337
- 19:[Pol<155.757294] yes=39,no=40,missing=39,gain=1.53955209,cover=937
- 39:[PialCurv5<-0.10074953] yes=79,no=80,missing=79,gain=1.21254802,cover=775
- 79:leaf=0.00088377978,cover=0
- 80:leaf=-0.00407102192,cover=0
- 40:[Area5<0.586059749] yes=81,no=82,missing=82,gain=0.513863206,cover=162
- 81:leaf=0.00057130697,cover=0
- 82:leaf=-0.00675063347,cover=0
- 20:[Sulc0<-0.644343197] yes=41,no=42,missing=41,gain=0.924525261,cover=400
- 41:[Curv5<-0.172863677] yes=83,no=84,missing=83,gain=1.16953588,cover=293
- 83:leaf=0.00125915918,cover=0
- 84:leaf=0.00774026522,cover=0
- 42:[LGI5<2.84729719] yes=85,no=86,missing=85,gain=0.682990313,cover=107
- 85:leaf=-0.00389713724,cover=0
- 86:leaf=0.00527858082,cover=0
- 10:[Sulc0<-0.574995995] yes=21,no=22,missing=22,gain=1.03083563,cover=706
- 21:[LGI5<2.23211861] yes=43,no=44,missing=43,gain=0.771222353,cover=673
- 43:[Pol<30.3635597] yes=87,no=88,missing=87,gain=0.179688692,cover=35
- 87:leaf=5.20616777e-05,cover=0
- 88:leaf=0.00713070249,cover=0
- 44:[LGI5<2.52320862] yes=89,no=90,missing=89,gain=0.582884312,cover=638
- 89:leaf=-0.00548068294,cover=0
- 90:leaf=-0.00241980422,cover=0
- 22:[Ecc<1.26157856] yes=45,no=46,missing=45,gain=0.447288185,cover=33
- 45:leaf=0.02095652,cover=0
- 46:[PialCurv5<-0.117370568] yes=91,no=92,missing=91,gain=0.232599527,cover=30
- 91:leaf=-0.0084707858,cover=0
- 92:leaf=0.00451410981,cover=0
- 2:[Area5<0.701312602] yes=5,no=6,missing=5,gain=0.879075587,cover=40033
- 5:[Ecc<2.6675415] yes=11,no=12,missing=12,gain=1.01425254,cover=1853
- 11:[Ecc<1.51801682] yes=23,no=24,missing=23,gain=1.28440893,cover=905
- 23:[PialCurv5<-0.0965851992] yes=47,no=48,missing=47,gain=0.790009677,cover=374
- 47:[Pol<125.308708] yes=93,no=94,missing=93,gain=0.698952556,cover=295
- 93:leaf=0.00418163836,cover=0
- 94:leaf=-0.00401671184,cover=0
- 48:[Curv5<-0.108295463] yes=95,no=96,missing=95,gain=0.50779283,cover=79
- 95:leaf=-0.00320436596,cover=0
- 96:leaf=0.0132769076,cover=0
- 24:[PialCurv5<-0.113441773] yes=49,no=50,missing=49,gain=0.900758564,cover=531
- 49:[Sulc0<-1.24864507] yes=97,no=98,missing=98,gain=0.769140422,cover=261
- 97:leaf=-0.00563887646,cover=0
- 98:leaf=0.00167303567,cover=0
- 50:[Sulc0<-0.757337272] yes=99,no=100,missing=99,gain=0.631642342,cover=270
- 99:leaf=-0.00464047864,cover=0
- 100:leaf=0.00212182361,cover=0
- 12:[PialCurv5<-0.125671759] yes=25,no=26,missing=26,gain=1.52534723,cover=948
- 25:[Pol<8.56911278] yes=51,no=52,missing=52,gain=0.838825285,cover=207
- 51:[Pol<2.97048163] yes=101,no=102,missing=101,gain=0.108784914,cover=23
- 101:leaf=-0.0150188804,cover=0
- 102:leaf=-0.00696782535,cover=0
- 52:[Ecc<3.10160303] yes=103,no=104,missing=103,gain=0.430370241,cover=184
- 103:leaf=0.00418839743,cover=0
- 104:leaf=-0.00161382544,cover=0
- 26:[Curv5<-0.125495523] yes=53,no=54,missing=53,gain=1.78618169,cover=741
- 53:[Curv5<-0.209697157] yes=105,no=106,missing=106,gain=0.912100792,cover=673
- 105:leaf=0.00171691866,cover=0
- 106:leaf=0.00554366922,cover=0
- 54:[Pol<156.492447] yes=107,no=108,missing=107,gain=2.62907028,cover=68
- 107:leaf=-0.0106040584,cover=0
- 108:leaf=0.0105706519,cover=0
- 6:[LGI5<2.23211861] yes=13,no=14,missing=14,gain=0.650543332,cover=38180
- 13:[Area5<0.727793753] yes=27,no=28,missing=28,gain=1.0915432,cover=575
- 27:[Sulc0<-0.947149038] yes=55,no=56,missing=55,gain=0.541136682,cover=59
- 55:[LGI5<2.22170687] yes=109,no=110,missing=110,gain=0.46885404,cover=41
- 109:leaf=0.00356682949,cover=0
- 110:leaf=-0.0115149235,cover=0
- 56:[PialCurv5<-0.0704385936] yes=111,no=112,missing=111,gain=0.2482692,cover=18
- 111:leaf=0.0142282536,cover=0
- 112:leaf=-0.00109978323,cover=0
- 28:[Ecc<0.669936359] yes=57,no=58,missing=58,gain=1.24659145,cover=516
- 57:[Curv5<-0.163374811] yes=113,no=114,missing=114,gain=0.647582531,cover=36
- 113:leaf=0.0100082858,cover=0
- 114:leaf=-0.00553823868,cover=0
- 58:[PialArea5<1.57955706] yes=115,no=116,missing=115,gain=1.34071004,cover=480
- 115:leaf=-0.000206909303,cover=0
- 116:leaf=-0.00549986167,cover=0
- 14:[Ecc<2.8577323] yes=29,no=30,missing=29,gain=0.753495634,cover=37605
- 29:[Pol<147.599014] yes=59,no=60,missing=59,gain=3.23236179,cover=6439
- 59:[Curv5<-0.192867488] yes=117,no=118,missing=117,gain=2.92445326,cover=6044
- 117:leaf=-0.000738879608,cover=0
- 118:leaf=0.0016118458,cover=0
- 60:[LGI5<2.70988083] yes=119,no=120,missing=119,gain=4.6884284,cover=395
- 119:leaf=-0.00487934565,cover=0
- 120:leaf=0.0236354265,cover=0
- 30:[LGI5<2.50944686] yes=61,no=62,missing=61,gain=1.20441556,cover=31166
- 61:[Pol<54.5053368] yes=121,no=122,missing=121,gain=1.64755678,cover=4880
- 121:leaf=-0.00143303606,cover=0
- 122:leaf=0.00048567052,cover=0
- 62:[Area5<0.924216449] yes=123,no=124,missing=123,gain=1.5854187,cover=26286
- 123:leaf=0.000456629321,cover=0
- 124:leaf=-0.000323725806,cover=0
-booster[951]:
-0:[LGI5<3.94193578] yes=1,no=2,missing=1,gain=0.154538482,cover=5124388
- 1:[Sulc0<-1.19305253] yes=3,no=4,missing=4,gain=0.159811407,cover=5104371
- 3:[Area5<0.681571782] yes=7,no=8,missing=7,gain=1.2921586,cover=39726
- 7:[Curv5<-0.20189926] yes=15,no=16,missing=16,gain=1.7924931,cover=28106
- 15:[LGI5<2.50608969] yes=31,no=32,missing=31,gain=1.54657936,cover=25688
- 31:[Area5<0.621834755] yes=63,no=64,missing=63,gain=1.36988735,cover=16261
- 63:leaf=0.000395443378,cover=0
- 64:leaf=-0.00067403604,cover=0
- 32:[PialCurv5<-0.145424455] yes=65,no=66,missing=66,gain=1.07522964,cover=9427
- 65:leaf=-0.000268600619,cover=0
- 66:leaf=-0.00138065882,cover=0
- 16:[LGI5<2.50608969] yes=33,no=34,missing=33,gain=1.62311482,cover=2418
- 33:[Ecc<3.8768425] yes=67,no=68,missing=67,gain=1.35593724,cover=1987
- 67:leaf=-0.00255771168,cover=0
- 68:leaf=0.00240491051,cover=0
- 34:[Area5<0.580209434] yes=69,no=70,missing=69,gain=0.738428831,cover=431
- 69:leaf=-0.00212422479,cover=0
- 70:leaf=0.00247903983,cover=0
- 8:[PialCurv5<-0.175695807] yes=17,no=18,missing=17,gain=1.49998164,cover=11620
- 17:[Curv5<-0.292340577] yes=35,no=36,missing=35,gain=0.994410455,cover=1038
- 35:[PialArea5<0.955112517] yes=71,no=72,missing=71,gain=0.685998201,cover=537
- 71:leaf=-0.00505258376,cover=0
- 72:leaf=-0.00143064384,cover=0
- 36:[Area5<0.758003652] yes=73,no=74,missing=73,gain=1.03162241,cover=501
- 73:leaf=-0.00217165775,cover=0
- 74:leaf=0.0023578126,cover=0
- 18:[PialArea5<1.16911256] yes=37,no=38,missing=37,gain=1.28135574,cover=10582
- 37:[Sulc0<-1.24864507] yes=75,no=76,missing=75,gain=1.78667593,cover=4024
- 75:leaf=0.00229867827,cover=0
- 76:leaf=0.00019128964,cover=0
- 38:[Area5<0.780320704] yes=77,no=78,missing=77,gain=1.6240406,cover=6558
- 77:leaf=-0.000443514262,cover=0
- 78:leaf=0.00124887226,cover=0
- 4:[MidArea5<1.1557827] yes=9,no=10,missing=10,gain=0.221265882,cover=5064645
- 9:[PialArea5<1.57955706] yes=19,no=20,missing=20,gain=0.911138952,cover=5026510
- 19:[PialArea5<1.48916721] yes=39,no=40,missing=40,gain=0.33380273,cover=5024668
- 39:[MidArea5<1.12090862] yes=79,no=80,missing=79,gain=0.337410778,cover=5015513
- 79:leaf=7.0034406e-07,cover=0
- 80:leaf=0.000250258861,cover=0
- 40:[Ecc<3.67199802] yes=81,no=82,missing=81,gain=2.17628813,cover=9155
- 81:leaf=0.000364345353,cover=0
- 82:leaf=-0.00119410455,cover=0
- 20:[Area5<0.670794368] yes=41,no=42,missing=41,gain=1.64054763,cover=1842
- 41:[Sulc0<-0.815117955] yes=83,no=84,missing=83,gain=1.20742345,cover=1210
- 83:leaf=-0.00114179438,cover=0
- 84:leaf=0.00221224851,cover=0
- 42:[Sulc0<-0.574995995] yes=85,no=86,missing=85,gain=0.94365859,cover=632
- 85:leaf=-0.00362876966,cover=0
- 86:leaf=0.0049520866,cover=0
- 10:[Area5<0.72690624] yes=21,no=22,missing=21,gain=1.0943538,cover=38135
- 21:[Ecc<8.55626965] yes=43,no=44,missing=44,gain=2.13315535,cover=2863
- 43:[PialCurv5<-0.102360219] yes=87,no=88,missing=87,gain=2.01110554,cover=2791
- 87:leaf=0.00183968525,cover=0
- 88:leaf=-0.000960924779,cover=0
- 44:[LGI5<3.0310638] yes=89,no=90,missing=89,gain=3.69954515,cover=72
- 89:leaf=0.0237691514,cover=0
- 90:leaf=0.000606829708,cover=0
- 22:[LGI5<2.22170687] yes=45,no=46,missing=46,gain=1.15825474,cover=35272
- 45:[Curv5<0.0146088367] yes=91,no=92,missing=91,gain=1.23861158,cover=370
- 91:leaf=-0.00353476102,cover=0
- 92:leaf=0.00759894541,cover=0
- 46:[PialCurv5<-0.108766198] yes=93,no=94,missing=94,gain=0.712882042,cover=34902
- 93:leaf=-0.000187468555,cover=0
- 94:leaf=0.000269416079,cover=0
- 2:[Ecc<14.9070177] yes=5,no=6,missing=5,gain=1.25400543,cover=20017
- 5:[Sulc0<0.0451717228] yes=11,no=12,missing=12,gain=0.9678545,cover=2256
- 11:[Ecc<11.8489361] yes=23,no=24,missing=23,gain=1.33657801,cover=1310
- 23:[Pol<33.3267784] yes=47,no=48,missing=48,gain=1.36395705,cover=312
- 47:[MidArea5<0.826556206] yes=95,no=96,missing=95,gain=1.04596972,cover=83
- 95:leaf=0.0111037595,cover=0
- 96:leaf=-0.00294586597,cover=0
- 48:[PialArea5<0.624898493] yes=97,no=98,missing=97,gain=0.387446016,cover=229
- 97:leaf=-0.00230452721,cover=0
- 98:leaf=0.00223033666,cover=0
- 24:[Area5<0.770300686] yes=49,no=50,missing=50,gain=0.630352855,cover=998
- 49:[PialArea5<0.859420419] yes=99,no=100,missing=99,gain=0.632936001,cover=952
- 99:leaf=-0.00146959675,cover=0
- 100:leaf=0.00122872554,cover=0
- 50:[Curv5<-0.161761403] yes=101,no=102,missing=102,gain=0.473068535,cover=46
- 101:leaf=-0.00258217193,cover=0
- 102:leaf=-0.0131384972,cover=0
- 12:[PialCurv5<0.0495097227] yes=25,no=26,missing=25,gain=2.29663587,cover=946
- 25:[Curv5<-0.0133169871] yes=51,no=52,missing=52,gain=1.74014664,cover=154
- 51:[PialArea5<0.772500634] yes=103,no=104,missing=103,gain=0.894667029,cover=83
- 103:leaf=-0.00124194648,cover=0
- 104:leaf=0.00936375465,cover=0
- 52:[PialArea5<0.705942631] yes=105,no=106,missing=106,gain=1.60833168,cover=71
- 105:leaf=0.00828344747,cover=0
- 106:leaf=0.0248125698,cover=0
- 26:[Pol<102.241241] yes=53,no=54,missing=53,gain=0.811322808,cover=792
- 53:[Area5<0.706906915] yes=107,no=108,missing=107,gain=0.377978504,cover=220
- 107:leaf=-0.00375200412,cover=0
- 108:leaf=0.00039943619,cover=0
- 54:[Sulc0<0.33585754] yes=109,no=110,missing=110,gain=0.965004563,cover=572
- 109:leaf=-0.00188397092,cover=0
- 110:leaf=0.00314687449,cover=0
- 6:[Pol<5.90224934] yes=13,no=14,missing=13,gain=0.956928253,cover=17761
- 13:[Area5<0.811441243] yes=27,no=28,missing=27,gain=1.75895345,cover=303
- 27:[Sulc0<-0.108384088] yes=55,no=56,missing=55,gain=0.760478258,cover=252
- 55:[Ecc<20.3925476] yes=111,no=112,missing=112,gain=0.368750632,cover=193
- 111:leaf=-0.000825218856,cover=0
- 112:leaf=0.00402513612,cover=0
- 56:[Area5<0.66824472] yes=113,no=114,missing=114,gain=0.503080845,cover=59
- 113:leaf=0.00202366523,cover=0
- 114:leaf=0.0121441195,cover=0
- 28:[Sulc0<-0.0788570642] yes=57,no=58,missing=57,gain=0.143475771,cover=51
- 57:[Ecc<39.5502243] yes=115,no=116,missing=115,gain=0.205282032,cover=43
- 115:leaf=-0.0049646222,cover=0
- 116:leaf=-0.0134591898,cover=0
- 58:[Sulc0<0.373583466] yes=117,no=118,missing=117,gain=0.0414248258,cover=8
- 117:leaf=0.00415990222,cover=0
- 118:leaf=-0.00241069705,cover=0
- 14:[Pol<118.712891] yes=29,no=30,missing=29,gain=1.08545494,cover=17458
- 29:[Sulc0<0.244668111] yes=59,no=60,missing=59,gain=1.42667282,cover=9692
- 59:[PialCurv5<-0.0173297711] yes=119,no=120,missing=119,gain=2.51873541,cover=4436
- 119:leaf=-0.000301593711,cover=0
- 120:leaf=-0.00270646811,cover=0
- 60:[Area5<0.584141672] yes=121,no=122,missing=122,gain=1.53754115,cover=5256
- 121:leaf=0.00432883855,cover=0
- 122:leaf=-0.000287811388,cover=0
- 30:[PialArea5<0.81902951] yes=61,no=62,missing=61,gain=1.16146672,cover=7766
- 61:[Area5<0.667375207] yes=123,no=124,missing=123,gain=0.84907347,cover=3379
- 123:leaf=-0.00016154426,cover=0
- 124:leaf=0.00145597418,cover=0
- 62:[MidArea5<0.751701534] yes=125,no=126,missing=125,gain=1.21408296,cover=4387
- 125:leaf=-0.00257678679,cover=0
- 126:leaf=-0.000102912709,cover=0
-booster[952]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.151938885,cover=5124388
- 1:[LGI5<3.53458858] yes=3,no=4,missing=3,gain=0.338391662,cover=20016
- 3:[LGI5<3.42912889] yes=7,no=8,missing=7,gain=1.05266142,cover=19313
- 7:[PialCurv5<0.493508637] yes=15,no=16,missing=15,gain=0.39111498,cover=18720
- 15:[LGI5<3.38720298] yes=31,no=32,missing=32,gain=0.656391025,cover=14961
- 31:[LGI5<3.37729335] yes=61,no=62,missing=61,gain=0.843979359,cover=14755
- 61:leaf=1.16617666e-05,cover=0
- 62:leaf=0.00600377424,cover=0
- 32:[Ecc<32.6813126] yes=63,no=64,missing=63,gain=1.49209774,cover=206
- 63:leaf=-0.00667315582,cover=0
- 64:leaf=0.001837302,cover=0
- 16:[LGI5<3.37729335] yes=33,no=34,missing=33,gain=0.949559033,cover=3759
- 33:[LGI5<3.33014965] yes=65,no=66,missing=66,gain=2.07818246,cover=3714
- 65:leaf=0.000738646078,cover=0
- 66:leaf=-0.00488927728,cover=0
- 34:[Curv5<0.266060919] yes=67,no=68,missing=67,gain=1.84514749,cover=45
- 67:leaf=-0.0116330553,cover=0
- 68:leaf=0.0127255842,cover=0
- 8:[Pol<82.2009888] yes=17,no=18,missing=17,gain=0.797278762,cover=593
- 17:[LGI5<3.48966408] yes=35,no=36,missing=35,gain=1.4957757,cover=121
- 35:[Ecc<19.7764034] yes=69,no=70,missing=69,gain=0.478163719,cover=88
- 69:leaf=0.00217379164,cover=0
- 70:leaf=-0.00667429855,cover=0
- 36:[Sulc0<1.02827847] yes=71,no=72,missing=71,gain=0.142810166,cover=33
- 71:leaf=-0.00220496207,cover=0
- 72:leaf=0.00858807564,cover=0
- 18:[Sulc0<0.915739596] yes=37,no=38,missing=37,gain=1.50279534,cover=472
- 37:[PialCurv5<0.426807076] yes=73,no=74,missing=73,gain=1.7049948,cover=251
- 73:leaf=-0.00156666175,cover=0
- 74:leaf=0.00859128591,cover=0
- 38:[PialCurv5<0.204323933] yes=75,no=76,missing=75,gain=4.32928753,cover=221
- 75:leaf=0.0183422305,cover=0
- 76:leaf=0.00215194933,cover=0
- 4:[Ecc<42.9490852] yes=9,no=10,missing=10,gain=0.745871603,cover=703
- 9:[Sulc0<1.06550956] yes=19,no=20,missing=19,gain=0.885589957,cover=656
- 19:[Area5<0.576076329] yes=39,no=40,missing=39,gain=0.704743326,cover=519
- 39:[Ecc<26.874506] yes=77,no=78,missing=78,gain=0.525315464,cover=414
- 77:leaf=-0.000586299924,cover=0
- 78:leaf=0.00340861431,cover=0
- 40:[Ecc<17.0169544] yes=79,no=80,missing=79,gain=0.548307955,cover=105
- 79:leaf=0.00249075075,cover=0
- 80:leaf=-0.00601826003,cover=0
- 20:[Pol<20.2198563] yes=41,no=42,missing=42,gain=0.207718968,cover=137
- 41:leaf=0.0114636067,cover=0
- 42:[Ecc<16.2597466] yes=81,no=82,missing=82,gain=0.127666354,cover=136
- 81:leaf=0.00550892157,cover=0
- 82:leaf=-0.00533976499,cover=0
- 10:[LGI5<3.58443618] yes=21,no=22,missing=22,gain=0.163185149,cover=47
- 21:leaf=-0.00666696811,cover=0
- 22:[PialCurv5<0.309146255] yes=43,no=44,missing=44,gain=0.0698713064,cover=45
- 43:[Ecc<47.7892265] yes=83,no=84,missing=83,gain=0.0400393456,cover=26
- 83:leaf=0.00472639268,cover=0
- 84:leaf=-0.000192903492,cover=0
- 44:[Area5<0.562355936] yes=85,no=86,missing=86,gain=0.14897126,cover=19
- 85:leaf=0.00187198073,cover=0
- 86:leaf=0.0112351505,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.230524898,cover=5104372
- 5:[Area5<0.625618935] yes=11,no=12,missing=11,gain=0.898179173,cover=10549
- 11:[PialCurv5<0.175003663] yes=23,no=24,missing=24,gain=0.618583679,cover=1317
- 23:[Ecc<1.31300318] yes=45,no=46,missing=45,gain=0.406667352,cover=151
- 45:[Curv5<0.151368812] yes=87,no=88,missing=87,gain=0.150444821,cover=31
- 87:leaf=0.000380804151,cover=0
- 88:leaf=-0.00650430238,cover=0
- 46:[Ecc<3.35458159] yes=89,no=90,missing=89,gain=0.619718969,cover=120
- 89:leaf=0.0173239,cover=0
- 90:leaf=0.00196048315,cover=0
- 24:[Ecc<9.50052643] yes=47,no=48,missing=48,gain=0.446509123,cover=1166
- 47:[Pol<96.2546158] yes=91,no=92,missing=91,gain=0.380579561,cover=743
- 91:leaf=0.00105949736,cover=0
- 92:leaf=-0.00169416482,cover=0
- 48:[Curv5<0.0655679703] yes=93,no=94,missing=94,gain=0.318612933,cover=423
- 93:leaf=0.0132038957,cover=0
- 94:leaf=-0.00324909994,cover=0
- 12:[Ecc<18.0513744] yes=25,no=26,missing=25,gain=0.77616322,cover=9232
- 25:[Curv5<0.155577481] yes=49,no=50,missing=49,gain=0.838369608,cover=5874
- 49:[LGI5<3.0310638] yes=95,no=96,missing=95,gain=0.904916644,cover=605
- 95:leaf=0.000603385852,cover=0
- 96:leaf=0.00463527022,cover=0
- 50:[LGI5<3.41813922] yes=97,no=98,missing=97,gain=0.744253933,cover=5269
- 97:leaf=-3.27355483e-05,cover=0
- 98:leaf=0.0030996094,cover=0
- 26:[Sulc0<0.662694752] yes=51,no=52,missing=51,gain=1.00714517,cover=3358
- 51:[Area5<0.680766582] yes=99,no=100,missing=99,gain=0.32244885,cover=118
- 99:leaf=-0.00748359179,cover=0
- 100:leaf=-0.00217868434,cover=0
- 52:[LGI5<2.60212255] yes=101,no=102,missing=101,gain=1.0248009,cover=3240
- 101:leaf=-0.00739564374,cover=0
- 102:leaf=-0.000385091495,cover=0
- 6:[PialArea5<0.292306483] yes=13,no=14,missing=13,gain=0.182903111,cover=5093823
- 13:[Sulc0<-0.0936657563] yes=27,no=28,missing=28,gain=0.523191392,cover=53744
- 27:[Sulc0<-0.312649339] yes=53,no=54,missing=53,gain=0.645944118,cover=917
- 53:[LGI5<2.32613516] yes=103,no=104,missing=103,gain=0.610800207,cover=377
- 103:leaf=0.00221970864,cover=0
- 104:leaf=-0.0018412905,cover=0
- 54:[Ecc<1.46579576] yes=105,no=106,missing=105,gain=0.925613284,cover=540
- 105:leaf=-0.00320882653,cover=0
- 106:leaf=0.00202478538,cover=0
- 28:[Curv5<0.0452247933] yes=55,no=56,missing=56,gain=0.443272918,cover=52827
- 55:[LGI5<2.76298451] yes=107,no=108,missing=107,gain=0.782793403,cover=68
- 107:leaf=-0.014452246,cover=0
- 108:leaf=-0.00118332356,cover=0
- 56:[LGI5<3.02536297] yes=109,no=110,missing=109,gain=0.402745336,cover=52759
- 109:leaf=2.06701498e-05,cover=0
- 110:leaf=0.000314593985,cover=0
- 14:[Curv5<0.126145482] yes=29,no=30,missing=29,gain=0.16368407,cover=5040079
- 29:[Sulc0<0.995960534] yes=57,no=58,missing=57,gain=1.08613682,cover=4350875
- 57:[Ecc<33.9075584] yes=111,no=112,missing=111,gain=1.01241314,cover=4327010
- 111:leaf=7.36070797e-06,cover=0
- 112:leaf=-8.70888034e-05,cover=0
- 58:[PialCurv5<0.270000219] yes=113,no=114,missing=113,gain=4.24818134,cover=23865
- 113:leaf=0.000599413237,cover=0
- 114:leaf=-0.00136932137,cover=0
- 30:[PialCurv5<0.0932018384] yes=59,no=60,missing=59,gain=1.72332847,cover=689204
- 59:[Ecc<1.10530448] yes=115,no=116,missing=115,gain=2.6072855,cover=19803
- 115:leaf=-0.00164094754,cover=0
- 116:leaf=0.000594445097,cover=0
- 60:[PialCurv5<0.220156521] yes=117,no=118,missing=117,gain=1.9050312,cover=669401
- 117:leaf=-0.000178425355,cover=0
- 118:leaf=1.31317565e-05,cover=0
-booster[953]:
-0:[Curv5<-0.0179657843] yes=1,no=2,missing=1,gain=0.149870872,cover=5124388
- 1:[Sulc0<0.474820405] yes=3,no=4,missing=4,gain=1.2954452,cover=2965514
- 3:[PialCurv5<0.0240441076] yes=7,no=8,missing=7,gain=1.6034236,cover=2952830
- 7:[Area5<0.660333693] yes=15,no=16,missing=15,gain=1.62571955,cover=2880822
- 15:[Curv5<-0.0773924068] yes=31,no=32,missing=31,gain=5.1124835,cover=1460510
- 31:[Ecc<45.751255] yes=63,no=64,missing=64,gain=1.90566671,cover=1319736
- 63:leaf=-9.26947632e-06,cover=0
- 64:leaf=0.000747315527,cover=0
- 32:[Pol<60.4070244] yes=65,no=66,missing=65,gain=8.31300163,cover=140774
- 65:leaf=-0.000486024248,cover=0
- 66:leaf=0.000497385045,cover=0
- 16:[Curv5<-0.108295463] yes=33,no=34,missing=33,gain=5.70182753,cover=1420312
- 33:[PialCurv5<-0.0515215881] yes=67,no=68,missing=67,gain=39.234314,cover=927313
- 67:leaf=-4.4321132e-05,cover=0
- 68:leaf=0.00157214084,cover=0
- 34:[PialCurv5<-0.0715543851] yes=69,no=70,missing=69,gain=32.5284195,cover=492999
- 69:leaf=0.00102762773,cover=0
- 70:leaf=-0.000322306005,cover=0
- 8:[Ecc<17.0169544] yes=17,no=18,missing=17,gain=15.7476215,cover=72008
- 17:[MidArea5<0.741105855] yes=35,no=36,missing=35,gain=11.3800955,cover=61385
- 35:[Ecc<4.33753681] yes=71,no=72,missing=71,gain=6.31498671,cover=36712
- 71:leaf=0.00022027563,cover=0
- 72:leaf=-0.00113893836,cover=0
- 36:[LGI5<2.35279679] yes=73,no=74,missing=73,gain=6.79070425,cover=24673
- 73:leaf=0.00300169154,cover=0
- 74:leaf=0.000445035286,cover=0
- 18:[Pol<97.9094925] yes=37,no=38,missing=37,gain=12.6378288,cover=10623
- 37:[Pol<33.3267784] yes=75,no=76,missing=75,gain=10.0548248,cover=4947
- 75:leaf=-0.00101295114,cover=0
- 76:leaf=0.00489626033,cover=0
- 38:[PialArea5<0.782997906] yes=77,no=78,missing=77,gain=5.84644365,cover=5676
- 77:leaf=-0.00114352594,cover=0
- 78:leaf=0.00206815498,cover=0
- 4:[Ecc<25.5461979] yes=9,no=10,missing=9,gain=3.21279311,cover=12684
- 9:[LGI5<2.80803919] yes=19,no=20,missing=20,gain=2.96317339,cover=4768
- 19:[Pol<86.0952454] yes=39,no=40,missing=39,gain=2.30398774,cover=889
- 39:[PialArea5<0.360595763] yes=79,no=80,missing=79,gain=1.4457978,cover=185
- 79:leaf=-0.0206889827,cover=0
- 80:leaf=-0.00271123555,cover=0
- 40:[LGI5<2.67457628] yes=81,no=82,missing=82,gain=2.02085519,cover=704
- 81:leaf=0.000255012623,cover=0
- 82:leaf=0.00575867575,cover=0
- 20:[Pol<99.0100403] yes=41,no=42,missing=42,gain=2.15877724,cover=3879
- 41:[Curv5<-0.161761403] yes=83,no=84,missing=84,gain=5.7559247,cover=2209
- 83:leaf=-0.0128901154,cover=0
- 84:leaf=-0.000554072554,cover=0
- 42:[Ecc<20.7119312] yes=85,no=86,missing=85,gain=2.66866207,cover=1670
- 85:leaf=-0.00469332375,cover=0
- 86:leaf=-0.000172495595,cover=0
- 10:[LGI5<2.99035311] yes=21,no=22,missing=22,gain=5.17269802,cover=7916
- 21:[PialArea5<0.974509239] yes=43,no=44,missing=43,gain=2.36303425,cover=732
- 43:[MidArea5<0.653349936] yes=87,no=88,missing=88,gain=1.15285063,cover=683
- 87:leaf=0.00234779529,cover=0
- 88:leaf=0.00654944917,cover=0
- 44:[LGI5<2.8416636] yes=89,no=90,missing=89,gain=1.1325525,cover=49
- 89:leaf=-0.0168926101,cover=0
- 90:leaf=-0.000974756142,cover=0
- 22:[Area5<0.625618935] yes=45,no=46,missing=45,gain=5.71454573,cover=7184
- 45:[Pol<156.492447] yes=91,no=92,missing=91,gain=2.8397007,cover=1436
- 91:leaf=0.00212617847,cover=0
- 92:leaf=0.0151776103,cover=0
- 46:[Pol<87.3220139] yes=93,no=94,missing=93,gain=4.3852129,cover=5748
- 93:leaf=0.00326059945,cover=0
- 94:leaf=-0.00145363004,cover=0
- 2:[Sulc0<-0.808473051] yes=5,no=6,missing=6,gain=1.81559503,cover=2158874
- 5:[Ecc<5.91357183] yes=11,no=12,missing=11,gain=1.58405483,cover=1012
- 11:[LGI5<2.73607373] yes=23,no=24,missing=24,gain=2.77390313,cover=917
- 23:[Ecc<2.42687178] yes=47,no=48,missing=47,gain=1.72295558,cover=885
- 47:[Ecc<0.669936359] yes=95,no=96,missing=95,gain=2.75258875,cover=703
- 95:leaf=-0.00016019406,cover=0
- 96:leaf=-0.00641423929,cover=0
- 48:[Pol<93.9093552] yes=97,no=98,missing=97,gain=1.73036015,cover=182
- 97:leaf=0.0061295717,cover=0
- 98:leaf=-0.00374292373,cover=0
- 24:[Pol<48.3047981] yes=49,no=50,missing=49,gain=0.594250202,cover=32
- 49:[Ecc<5.53207445] yes=99,no=100,missing=99,gain=0.0446715355,cover=26
- 99:leaf=-0.0214087162,cover=0
- 100:leaf=-0.0103391809,cover=0
- 50:[Ecc<1.91022825] yes=101,no=102,missing=101,gain=0.0418021008,cover=6
- 101:leaf=0.00273205852,cover=0
- 102:leaf=-0.00490141427,cover=0
- 12:[Sulc0<-0.872199774] yes=25,no=26,missing=25,gain=1.12740231,cover=95
- 25:[Area5<0.753010809] yes=51,no=52,missing=51,gain=0.68938756,cover=23
- 51:[Pol<5.90224934] yes=103,no=104,missing=103,gain=0.223436147,cover=16
- 103:leaf=-0.00432719616,cover=0
- 104:leaf=0.0095992526,cover=0
- 52:leaf=0.0255548656,cover=0
- 26:[LGI5<3.51961541] yes=53,no=54,missing=53,gain=0.295959085,cover=72
- 53:[MidArea5<0.811158717] yes=105,no=106,missing=105,gain=0.335473597,cover=54
- 105:leaf=0.000747105456,cover=0
- 106:leaf=0.0105298348,cover=0
- 54:[MidArea5<0.730430186] yes=107,no=108,missing=107,gain=0.11742501,cover=18
- 107:leaf=-0.001068454,cover=0
- 108:leaf=-0.00914378744,cover=0
- 6:[PialCurv5<0.00860458333] yes=13,no=14,missing=13,gain=1.89024615,cover=2157862
- 13:[PialArea5<0.790770054] yes=27,no=28,missing=27,gain=8.06378555,cover=148783
- 27:[MidArea5<0.767348528] yes=55,no=56,missing=55,gain=4.20762682,cover=94514
- 55:[Ecc<0.729281187] yes=109,no=110,missing=109,gain=3.46216774,cover=92400
- 109:leaf=0.00100983039,cover=0
- 110:leaf=-0.000134237082,cover=0
- 56:[PialCurv5<-0.00763805071] yes=111,no=112,missing=111,gain=1.76786184,cover=2114
- 111:leaf=-0.0035427988,cover=0
- 112:leaf=-0.000617389276,cover=0
- 28:[Area5<0.924216449] yes=57,no=58,missing=58,gain=4.88308144,cover=54269
- 57:[Pol<173.942612] yes=113,no=114,missing=113,gain=3.95917511,cover=53305
- 113:leaf=0.000830191362,cover=0
- 114:leaf=-0.00116892939,cover=0
- 58:[Ecc<8.01039791] yes=115,no=116,missing=115,gain=2.00745249,cover=964
- 115:leaf=-0.00404099422,cover=0
- 116:leaf=0.00152821036,cover=0
- 14:[PialArea5<0.772500634] yes=29,no=30,missing=29,gain=2.34224343,cover=2009079
- 29:[PialCurv5<0.0616685152] yes=59,no=60,missing=60,gain=3.09562588,cover=1769930
- 59:[Sulc0<0.540103436] yes=117,no=118,missing=118,gain=5.32258511,cover=214561
- 117:leaf=0.000126333733,cover=0
- 118:leaf=0.00108432432,cover=0
- 60:[Area5<0.750726104] yes=119,no=120,missing=119,gain=2.760427,cover=1555369
- 119:leaf=-3.89942106e-05,cover=0
- 120:leaf=0.000129837208,cover=0
- 30:[Ecc<16.0247612] yes=61,no=62,missing=61,gain=9.76222897,cover=239149
- 61:[Area5<0.675895274] yes=121,no=122,missing=121,gain=9.10840511,cover=146883
- 121:leaf=0.0014008109,cover=0
- 122:leaf=-1.49995631e-05,cover=0
- 62:[Area5<0.76451689] yes=123,no=124,missing=123,gain=7.45430851,cover=92266
- 123:leaf=-0.000994555186,cover=0
- 124:leaf=-9.5621006e-05,cover=0
-booster[954]:
-0:[Curv5<-0.297558427] yes=1,no=2,missing=2,gain=0.152151138,cover=5124388
- 1:[LGI5<2.58096433] yes=3,no=4,missing=3,gain=0.95850563,cover=140394
- 3:[Area5<0.504816413] yes=7,no=8,missing=7,gain=2.05435348,cover=47294
- 7:[LGI5<2.31192279] yes=15,no=16,missing=15,gain=1.00494194,cover=20202
- 15:[Pol<65.8802414] yes=31,no=32,missing=31,gain=0.978213429,cover=5445
- 31:[Sulc0<-0.79536891] yes=63,no=64,missing=63,gain=2.16534758,cover=1899
- 63:leaf=-0.000763839111,cover=0
- 64:leaf=-0.00488614058,cover=0
- 32:[LGI5<2.25958419] yes=65,no=66,missing=65,gain=0.998294771,cover=3546
- 65:leaf=0.000432733767,cover=0
- 66:leaf=-0.00128742994,cover=0
- 16:[Pol<118.712891] yes=33,no=34,missing=33,gain=1.61755693,cover=14757
- 33:[Pol<56.1920547] yes=67,no=68,missing=68,gain=1.36716199,cover=6345
- 67:leaf=6.95918498e-05,cover=0
- 68:leaf=0.00156710634,cover=0
- 34:[Ecc<9.75650311] yes=69,no=70,missing=70,gain=1.04119623,cover=8412
- 69:leaf=-0.000313938945,cover=0
- 70:leaf=-0.00460254401,cover=0
- 8:[Pol<84.7687759] yes=17,no=18,missing=17,gain=1.7813859,cover=27092
- 17:[LGI5<2.47264814] yes=35,no=36,missing=35,gain=2.31611156,cover=15709
- 35:[Ecc<3.94116735] yes=71,no=72,missing=72,gain=1.94974482,cover=10082
- 71:leaf=7.68550817e-05,cover=0
- 72:leaf=-0.00163596368,cover=0
- 36:[Ecc<1.46579576] yes=73,no=74,missing=73,gain=4.11278725,cover=5627
- 73:leaf=-0.00201883866,cover=0
- 74:leaf=0.00159429188,cover=0
- 18:[Pol<122.504936] yes=37,no=38,missing=37,gain=2.04250002,cover=11383
- 37:[LGI5<2.36467862] yes=75,no=76,missing=75,gain=2.46540403,cover=1746
- 75:leaf=-0.000384627812,cover=0
- 76:leaf=0.00376292132,cover=0
- 38:[LGI5<2.31684756] yes=77,no=78,missing=77,gain=2.29389715,cover=9637
- 77:leaf=0.00243399921,cover=0
- 78:leaf=0.00036498133,cover=0
- 4:[LGI5<2.62853003] yes=9,no=10,missing=9,gain=1.39260495,cover=93100
- 9:[Ecc<3.35458159] yes=19,no=20,missing=20,gain=2.33355498,cover=5894
- 19:[Pol<5.08026028] yes=39,no=40,missing=39,gain=1.76968133,cover=1352
- 39:[Curv5<-0.350989401] yes=79,no=80,missing=79,gain=1.96180391,cover=78
- 79:leaf=0.0160796233,cover=0
- 80:leaf=0.000311729935,cover=0
- 40:[PialCurv5<-0.107211173] yes=81,no=82,missing=81,gain=1.08483863,cover=1274
- 81:leaf=0.000934776384,cover=0
- 82:leaf=-0.00551177235,cover=0
- 20:[Ecc<18.3223667] yes=41,no=42,missing=41,gain=1.52858901,cover=4542
- 41:[MidArea5<0.460721314] yes=83,no=84,missing=84,gain=1.14912295,cover=4291
- 83:leaf=-0.00663449382,cover=0
- 84:leaf=-0.00098439795,cover=0
- 42:[Ecc<43.8470497] yes=85,no=86,missing=85,gain=0.511293173,cover=251
- 85:leaf=-0.00579401059,cover=0
- 86:leaf=0.00226400117,cover=0
- 10:[Area5<0.504816413] yes=21,no=22,missing=21,gain=1.07906377,cover=87206
- 21:[LGI5<3.23225117] yes=43,no=44,missing=43,gain=1.81828952,cover=16494
- 43:[Pol<9.44515038] yes=87,no=88,missing=87,gain=1.41883063,cover=12820
- 87:leaf=-0.000843389833,cover=0
- 88:leaf=0.000838447304,cover=0
- 44:[Pol<60.4070244] yes=89,no=90,missing=89,gain=2.25193453,cover=3674
- 89:leaf=-0.00209578685,cover=0
- 90:leaf=0.000421545323,cover=0
- 22:[Ecc<46.7494621] yes=45,no=46,missing=45,gain=1.3881017,cover=70712
- 45:[Sulc0<-0.426983118] yes=91,no=92,missing=91,gain=1.57477117,cover=69864
- 91:leaf=8.47529736e-06,cover=0
- 92:leaf=-0.000616216916,cover=0
- 46:[LGI5<3.78836131] yes=93,no=94,missing=93,gain=1.97442806,cover=848
- 93:leaf=0.00226475694,cover=0
- 94:leaf=-0.0154739199,cover=0
- 2:[PialCurv5<-0.190801308] yes=5,no=6,missing=6,gain=0.294927627,cover=4983994
- 5:[Curv5<-0.225438625] yes=11,no=12,missing=11,gain=1.54042101,cover=8571
- 11:[Area5<0.877147377] yes=23,no=24,missing=23,gain=0.964223266,cover=7024
- 23:[PialArea5<0.974509239] yes=47,no=48,missing=47,gain=1.03683281,cover=6827
- 47:[MidArea5<0.502218068] yes=95,no=96,missing=96,gain=0.885715604,cover=5293
- 95:leaf=-0.00236870791,cover=0
- 96:leaf=0.00096832338,cover=0
- 48:[Pol<126.540802] yes=97,no=98,missing=97,gain=1.59202003,cover=1534
- 97:leaf=5.00755268e-05,cover=0
- 98:leaf=-0.00440631574,cover=0
- 24:[PialArea5<1.14602101] yes=49,no=50,missing=49,gain=1.75866568,cover=197
- 49:[Pol<20.2198563] yes=99,no=100,missing=99,gain=2.00403547,cover=99
- 99:leaf=0.00251532719,cover=0
- 100:leaf=0.0168658402,cover=0
- 50:[Sulc0<-0.776109517] yes=101,no=102,missing=101,gain=0.378388405,cover=98
- 101:leaf=-0.0042421082,cover=0
- 102:leaf=0.00197202968,cover=0
- 12:[Sulc0<0.940059185] yes=25,no=26,missing=25,gain=1.03197396,cover=1547
- 25:[LGI5<2.44006681] yes=51,no=52,missing=51,gain=0.879461527,cover=1534
- 51:[Ecc<4.40349627] yes=103,no=104,missing=104,gain=1.51740849,cover=247
- 103:leaf=-0.000629566028,cover=0
- 104:leaf=-0.00854999665,cover=0
- 52:[Pol<159.435425] yes=105,no=106,missing=105,gain=1.25050664,cover=1287
- 105:leaf=-0.000310631556,cover=0
- 106:leaf=-0.00648601446,cover=0
- 26:[Sulc0<0.966456771] yes=53,no=54,missing=53,gain=0.00626945496,cover=13
- 53:leaf=0.00616109697,cover=0
- 54:leaf=0.0135177448,cover=0
- 6:[PialCurv5<-0.153030112] yes=13,no=14,missing=13,gain=0.344258159,cover=4975423
- 13:[Curv5<-0.22713457] yes=27,no=28,missing=27,gain=4.37837458,cover=138769
- 27:[Sulc0<-0.401674598] yes=55,no=56,missing=56,gain=2.1718092,cover=119614
- 55:[Ecc<3.03937531] yes=107,no=108,missing=107,gain=2.65768456,cover=111458
- 107:leaf=-0.000585477508,cover=0
- 108:leaf=-2.21209757e-06,cover=0
- 56:[Pol<54.5053368] yes=109,no=110,missing=110,gain=3.20026541,cover=8156
- 109:leaf=0.00201995554,cover=0
- 110:leaf=-0.00130643218,cover=0
- 28:[MidArea5<0.677069247] yes=57,no=58,missing=58,gain=1.47694492,cover=19155
- 57:[Ecc<4.33753681] yes=111,no=112,missing=111,gain=1.34219122,cover=5565
- 111:leaf=0.000938265875,cover=0
- 112:leaf=-0.000665332598,cover=0
- 58:[Curv5<-0.0203319378] yes=113,no=114,missing=113,gain=2.35083485,cover=13590
- 113:leaf=0.0009295583,cover=0
- 114:leaf=-0.01542925,cover=0
- 14:[Curv5<-0.241649449] yes=29,no=30,missing=29,gain=0.929901183,cover=4836654
- 29:[Sulc0<-0.569364369] yes=59,no=60,missing=59,gain=2.88919282,cover=272269
- 59:[Area5<0.653711498] yes=115,no=116,missing=115,gain=1.6314044,cover=214007
- 115:leaf=-8.11234422e-05,cover=0
- 116:leaf=0.000226192453,cover=0
- 60:[Ecc<3.54469991] yes=117,no=118,missing=118,gain=2.38851213,cover=58262
- 117:leaf=-0.000804716197,cover=0
- 118:leaf=0.000487113517,cover=0
- 30:[Area5<0.404548973] yes=61,no=62,missing=62,gain=0.504917443,cover=4564385
- 61:[LGI5<2.45281005] yes=119,no=120,missing=119,gain=0.640545845,cover=17640
- 119:leaf=2.20814927e-05,cover=0
- 120:leaf=0.000640417973,cover=0
- 62:[PialArea5<1.22674179] yes=121,no=122,missing=121,gain=0.493383914,cover=4546745
- 121:leaf=-9.91035358e-06,cover=0
- 122:leaf=6.53249517e-05,cover=0
-booster[955]:
-0:[Curv5<0.00546095846] yes=1,no=2,missing=2,gain=0.161304116,cover=5124388
- 1:[Sulc0<0.966456771] yes=3,no=4,missing=3,gain=1.69661605,cover=3168182
- 3:[Sulc0<0.624357879] yes=7,no=8,missing=8,gain=1.76177156,cover=3167984
- 7:[PialArea5<0.712173045] yes=15,no=16,missing=15,gain=1.28257036,cover=3161767
- 15:[Pol<168.718765] yes=31,no=32,missing=32,gain=2.50436449,cover=367089
- 31:[Area5<0.694293797] yes=63,no=64,missing=64,gain=3.45579076,cover=341252
- 63:leaf=-7.35166468e-05,cover=0
- 64:leaf=-0.000582376029,cover=0
- 32:[LGI5<2.65113688] yes=65,no=66,missing=66,gain=4.11363983,cover=25837
- 65:leaf=-0.000181472715,cover=0
- 66:leaf=0.00108857942,cover=0
- 16:[PialCurv5<0.0354230702] yes=33,no=34,missing=33,gain=5.76823378,cover=2794678
- 33:[MidArea5<0.535488486] yes=67,no=68,missing=67,gain=2.60466671,cover=2732028
- 67:leaf=0.00297722756,cover=0
- 68:leaf=-5.74161186e-06,cover=0
- 34:[LGI5<3.30554914] yes=69,no=70,missing=69,gain=8.66229057,cover=62650
- 69:leaf=0.000275852071,cover=0
- 70:leaf=0.00217109313,cover=0
- 8:[Pol<99.5532455] yes=17,no=18,missing=18,gain=1.46209335,cover=6217
- 17:[PialCurv5<-0.0957419723] yes=35,no=36,missing=35,gain=3.40967631,cover=2525
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=71,gain=1.75980544,cover=56
- 71:leaf=0.00465901103,cover=0
- 72:leaf=-0.0165600367,cover=0
- 36:[LGI5<3.84897733] yes=73,no=74,missing=74,gain=2.92961478,cover=2469
- 73:leaf=8.40725479e-05,cover=0
- 74:leaf=0.0111794481,cover=0
- 18:[Curv5<-0.185332045] yes=37,no=38,missing=38,gain=1.93868113,cover=3692
- 37:[LGI5<3.35709596] yes=75,no=76,missing=75,gain=0.845896602,cover=110
- 75:leaf=0.000202468116,cover=0
- 76:leaf=0.00897944439,cover=0
- 38:[Ecc<21.7409172] yes=77,no=78,missing=77,gain=1.38825512,cover=3582
- 77:leaf=-0.00369355874,cover=0
- 78:leaf=-0.00120082963,cover=0
- 4:[Pol<77.5287857] yes=9,no=10,missing=9,gain=1.00848949,cover=198
- 9:[PialCurv5<-0.0297427773] yes=19,no=20,missing=19,gain=0.550690651,cover=65
- 19:[PialArea5<0.533624351] yes=39,no=40,missing=39,gain=0.693950772,cover=13
- 39:[Curv5<-0.0816265643] yes=79,no=80,missing=80,gain=0.127248287,cover=12
- 79:leaf=0.0118686352,cover=0
- 80:leaf=0.0268251486,cover=0
- 40:leaf=-0.0124792634,cover=0
- 20:[Pol<57.8577347] yes=41,no=42,missing=42,gain=0.708872437,cover=52
- 41:[PialCurv5<0.0354230702] yes=81,no=82,missing=81,gain=0.479404807,cover=16
- 81:leaf=-0.00880243909,cover=0
- 82:leaf=0.00763529027,cover=0
- 42:[PialCurv5<0.074624911] yes=83,no=84,missing=83,gain=0.256456017,cover=36
- 83:leaf=0.0136669269,cover=0
- 84:leaf=0.00406312663,cover=0
- 10:[Area5<0.643796742] yes=21,no=22,missing=21,gain=0.827214956,cover=133
- 21:[Ecc<45.751255] yes=43,no=44,missing=43,gain=0.520856321,cover=47
- 43:[Ecc<28.7730255] yes=85,no=86,missing=85,gain=0.160380945,cover=29
- 85:leaf=-0.00358421518,cover=0
- 86:leaf=0.00380775891,cover=0
- 44:[Curv5<-0.0439181365] yes=87,no=88,missing=88,gain=0.820408583,cover=18
- 87:leaf=0.0011816615,cover=0
- 88:leaf=-0.0195034053,cover=0
- 22:[PialArea5<0.624898493] yes=45,no=46,missing=46,gain=0.888916433,cover=86
- 45:[Ecc<29.3556995] yes=89,no=90,missing=89,gain=0.661787271,cover=74
- 89:leaf=-0.00302841817,cover=0
- 90:leaf=0.00918333884,cover=0
- 46:[Ecc<16.2597466] yes=91,no=92,missing=92,gain=0.116023421,cover=12
- 91:leaf=0.00271523814,cover=0
- 92:leaf=-0.00926629547,cover=0
- 2:[PialCurv5<0.0285326894] yes=5,no=6,missing=5,gain=2.03226304,cover=1956206
- 5:[PialArea5<0.669517875] yes=11,no=12,missing=12,gain=7.98470402,cover=138545
- 11:[Ecc<2.02168798] yes=23,no=24,missing=23,gain=2.98983455,cover=64900
- 23:[Pol<78.8803177] yes=47,no=48,missing=47,gain=6.38998079,cover=12296
- 47:[Ecc<0.836319208] yes=93,no=94,missing=93,gain=4.33070564,cover=2149
- 93:leaf=0.000666255131,cover=0
- 94:leaf=-0.00388327288,cover=0
- 48:[Area5<0.646843374] yes=95,no=96,missing=95,gain=7.04860306,cover=10147
- 95:leaf=5.87409413e-05,cover=0
- 96:leaf=0.00282820384,cover=0
- 24:[Pol<82.2009888] yes=49,no=50,missing=49,gain=6.25708199,cover=52604
- 49:[Sulc0<0.662694752] yes=97,no=98,missing=98,gain=6.51593256,cover=16639
- 97:leaf=0.000628455076,cover=0
- 98:leaf=-0.00448220177,cover=0
- 50:[Pol<114.966316] yes=99,no=100,missing=99,gain=5.68915701,cover=35965
- 99:leaf=-0.00144347618,cover=0
- 100:leaf=-0.000178525443,cover=0
- 12:[Sulc0<-0.152423486] yes=25,no=26,missing=26,gain=10.5748158,cover=73645
- 25:[PialCurv5<-0.0280297659] yes=51,no=52,missing=51,gain=4.75371838,cover=26974
- 51:[PialArea5<0.981038809] yes=101,no=102,missing=101,gain=2.89495993,cover=3564
- 101:leaf=-0.00229360396,cover=0
- 102:leaf=0.00374597986,cover=0
- 52:[LGI5<3.30554914] yes=103,no=104,missing=103,gain=3.01250124,cover=23410
- 103:leaf=0.000186464531,cover=0
- 104:leaf=-0.00194630993,cover=0
- 26:[Pol<163.830338] yes=53,no=54,missing=53,gain=6.96079636,cover=46671
- 53:[Curv5<0.0191024225] yes=105,no=106,missing=106,gain=6.96759224,cover=45582
- 105:leaf=0.000536578591,cover=0
- 106:leaf=0.00177786278,cover=0
- 54:[LGI5<2.3865335] yes=107,no=108,missing=108,gain=2.27831221,cover=1089
- 107:leaf=-0.0172927603,cover=0
- 108:leaf=-0.00257419422,cover=0
- 6:[PialArea5<0.744910836] yes=13,no=14,missing=13,gain=3.39072752,cover=1817661
- 13:[PialCurv5<0.0771882981] yes=27,no=28,missing=27,gain=3.49719357,cover=1615635
- 27:[Ecc<5.53207445] yes=55,no=56,missing=55,gain=5.67206097,cover=184929
- 55:[Pol<72.6247101] yes=109,no=110,missing=110,gain=5.31412935,cover=55413
- 109:leaf=0.00135930115,cover=0
- 110:leaf=-0.000351369294,cover=0
- 56:[Area5<0.645846248] yes=111,no=112,missing=111,gain=7.89971924,cover=129516
- 111:leaf=-0.000395609386,cover=0
- 112:leaf=0.000597064267,cover=0
- 28:[Ecc<46.7494621] yes=57,no=58,missing=57,gain=2.29637575,cover=1430706
- 57:[Pol<8.56911278] yes=113,no=114,missing=114,gain=2.62010932,cover=1408255
- 113:leaf=-0.00115149992,cover=0
- 114:leaf=6.94905339e-06,cover=0
- 58:[Curv5<0.166947007] yes=115,no=116,missing=115,gain=1.58818579,cover=22451
- 115:leaf=-0.000754456443,cover=0
- 116:leaf=0.000207162448,cover=0
- 14:[Ecc<15.3430929] yes=29,no=30,missing=29,gain=6.63584614,cover=202026
- 29:[Pol<61.2046547] yes=59,no=60,missing=59,gain=7.22559404,cover=121421
- 59:[Pol<23.2745647] yes=117,no=118,missing=118,gain=3.4802494,cover=7492
- 117:leaf=-0.000182898162,cover=0
- 118:leaf=0.00221489207,cover=0
- 60:[Area5<0.655598104] yes=119,no=120,missing=119,gain=7.84023571,cover=113929
- 119:leaf=0.00206427579,cover=0
- 120:leaf=-0.000142271136,cover=0
- 30:[Pol<141.081833] yes=61,no=62,missing=61,gain=8.1701231,cover=80605
- 61:[Area5<0.743131101] yes=121,no=122,missing=121,gain=7.40415859,cover=71085
- 121:leaf=-0.00145656092,cover=0
- 122:leaf=-0.000372517243,cover=0
- 62:[LGI5<3.34776258] yes=123,no=124,missing=124,gain=4.07388592,cover=9520
- 123:leaf=0.000185871831,cover=0
- 124:leaf=0.00249415659,cover=0
-booster[956]:
-0:[PialArea5<0.413606972] yes=1,no=2,missing=2,gain=0.150569916,cover=5124388
- 1:[Curv5<0.0615303926] yes=3,no=4,missing=3,gain=0.73656106,cover=503473
- 3:[MidArea5<0.545424342] yes=7,no=8,missing=7,gain=5.02570009,cover=12885
- 7:[Area5<0.548651993] yes=15,no=16,missing=16,gain=1.43583632,cover=12217
- 15:[Ecc<33.2971039] yes=31,no=32,missing=31,gain=1.23859179,cover=4065
- 31:[Pol<82.8478928] yes=63,no=64,missing=63,gain=1.07010698,cover=3845
- 63:leaf=-0.000434688292,cover=0
- 64:leaf=0.00139739655,cover=0
- 32:[Curv5<-0.0366821773] yes=65,no=66,missing=65,gain=1.07754123,cover=220
- 65:leaf=-0.000253334816,cover=0
- 66:leaf=-0.00744782528,cover=0
- 16:[Ecc<21.0377083] yes=33,no=34,missing=34,gain=1.60825849,cover=8152
- 33:[LGI5<3.34776258] yes=67,no=68,missing=67,gain=2.22165012,cover=6433
- 67:leaf=-0.000519965251,cover=0
- 68:leaf=-0.00338743301,cover=0
- 34:[PialCurv5<0.280504435] yes=69,no=70,missing=69,gain=1.65506315,cover=1719
- 69:leaf=0.00112152728,cover=0
- 70:leaf=-0.00829602126,cover=0
- 8:[LGI5<2.30690479] yes=17,no=18,missing=18,gain=1.65709686,cover=668
- 17:[PialCurv5<0.101587482] yes=35,no=36,missing=35,gain=0.468632698,cover=34
- 35:[PialArea5<0.39986974] yes=71,no=72,missing=71,gain=0.424902976,cover=21
- 71:leaf=-0.0012881076,cover=0
- 72:leaf=-0.0155764548,cover=0
- 36:[Ecc<2.25101852] yes=73,no=74,missing=73,gain=0.0750703812,cover=13
- 73:leaf=-0.0250657741,cover=0
- 74:leaf=-0.0100344112,cover=0
- 18:[Pol<121.948479] yes=37,no=38,missing=37,gain=0.951755047,cover=634
- 37:[Pol<94.4799194] yes=75,no=76,missing=76,gain=1.08588839,cover=581
- 75:leaf=-0.00284080277,cover=0
- 76:leaf=-0.00729407603,cover=0
- 38:[Curv5<0.0407969989] yes=77,no=78,missing=77,gain=0.739387155,cover=53
- 77:leaf=-0.00563343195,cover=0
- 78:leaf=0.00657679979,cover=0
- 4:[Curv5<0.118689038] yes=9,no=10,missing=9,gain=1.24569881,cover=490588
- 9:[PialCurv5<0.224192142] yes=19,no=20,missing=19,gain=2.36082935,cover=54757
- 19:[Sulc0<0.540103436] yes=39,no=40,missing=40,gain=3.13978124,cover=40268
- 39:[LGI5<2.74668789] yes=79,no=80,missing=79,gain=3.20179963,cover=17088
- 79:leaf=0.000538406894,cover=0
- 80:leaf=-0.000843726855,cover=0
- 40:[Pol<68.895668] yes=81,no=82,missing=81,gain=3.12244368,cover=23180
- 81:leaf=0.00371731981,cover=0
- 82:leaf=0.000719607749,cover=0
- 20:[LGI5<2.39356947] yes=41,no=42,missing=41,gain=2.23274374,cover=14489
- 41:[Ecc<0.513775289] yes=83,no=84,missing=84,gain=2.51562309,cover=433
- 83:leaf=0.00619583717,cover=0
- 84:leaf=-0.00525839813,cover=0
- 42:[Pol<95.050293] yes=85,no=86,missing=86,gain=1.98868906,cover=14056
- 85:leaf=-0.000889159215,cover=0
- 86:leaf=0.000319398241,cover=0
- 10:[PialCurv5<-0.0330938511] yes=21,no=22,missing=21,gain=1.07278049,cover=435831
- 21:[Sulc0<0.812575758] yes=43,no=44,missing=43,gain=1.67255819,cover=611
- 43:[Pol<83.4982376] yes=87,no=88,missing=87,gain=1.12401628,cover=544
- 87:leaf=0.00211614161,cover=0
- 88:leaf=-0.00400798116,cover=0
- 44:[Pol<63.605114] yes=89,no=90,missing=90,gain=0.475323081,cover=67
- 89:leaf=-0.00560022192,cover=0
- 90:leaf=0.0068656886,cover=0
- 22:[Sulc0<0.474820405] yes=45,no=46,missing=45,gain=0.860573053,cover=435220
- 45:[Area5<0.664770067] yes=91,no=92,missing=91,gain=4.07564306,cover=104827
- 91:leaf=-8.04346637e-05,cover=0
- 92:leaf=0.000585856149,cover=0
- 46:[Curv5<0.190557376] yes=93,no=94,missing=93,gain=1.50753534,cover=330393
- 93:leaf=-0.000102029087,cover=0
- 94:leaf=0.000127353458,cover=0
- 2:[Curv5<0.0915888697] yes=5,no=6,missing=6,gain=0.354289502,cover=4620915
- 5:[Sulc0<1.11117697] yes=11,no=12,missing=12,gain=1.13498616,cover=3966578
- 11:[Sulc0<0.915739596] yes=23,no=24,missing=23,gain=0.923194587,cover=3965310
- 23:[PialCurv5<0.189327508] yes=47,no=48,missing=47,gain=0.518505931,cover=3957570
- 47:[Curv5<0.0191024225] yes=95,no=96,missing=95,gain=0.757929742,cover=3923025
- 95:leaf=-5.81418499e-06,cover=0
- 96:leaf=5.36011248e-05,cover=0
- 48:[MidArea5<0.69566375] yes=97,no=98,missing=97,gain=2.98189235,cover=34545
- 97:leaf=-0.000479414681,cover=0
- 98:leaf=0.000556621759,cover=0
- 24:[Area5<0.818724692] yes=49,no=50,missing=49,gain=1.92784691,cover=7740
- 49:[MidArea5<0.675531864] yes=99,no=100,missing=99,gain=2.1671524,cover=6979
- 99:leaf=0.000426208338,cover=0
- 100:leaf=0.00283546071,cover=0
- 50:[Pol<107.129471] yes=101,no=102,missing=101,gain=2.17081738,cover=761
- 101:leaf=-0.00278154085,cover=0
- 102:leaf=0.00569765642,cover=0
- 12:[Ecc<30.4150848] yes=25,no=26,missing=25,gain=4.71491051,cover=1268
- 25:[PialCurv5<0.144311354] yes=51,no=52,missing=51,gain=2.26177788,cover=307
- 51:[Pol<93.3357697] yes=103,no=104,missing=103,gain=0.584792614,cover=140
- 103:leaf=-0.0179352295,cover=0
- 104:leaf=-0.00972689223,cover=0
- 52:[Pol<111.326981] yes=105,no=106,missing=105,gain=0.743570864,cover=167
- 105:leaf=-0.00216001435,cover=0
- 106:leaf=-0.0178132188,cover=0
- 26:[LGI5<3.84897733] yes=53,no=54,missing=53,gain=2.25487638,cover=961
- 53:[Area5<0.667375207] yes=107,no=108,missing=107,gain=1.53088629,cover=880
- 107:leaf=-0.00484743016,cover=0
- 108:leaf=0.000494383217,cover=0
- 54:[Area5<0.724280655] yes=109,no=110,missing=110,gain=0.737056971,cover=81
- 109:leaf=0.0109445192,cover=0
- 110:leaf=8.01064816e-05,cover=0
- 6:[Ecc<1.15906882] yes=13,no=14,missing=13,gain=1.1932255,cover=654337
- 13:[Sulc0<-0.364187956] yes=27,no=28,missing=27,gain=4.38955402,cover=17587
- 27:[LGI5<2.21018219] yes=55,no=56,missing=56,gain=2.01052713,cover=4552
- 55:[LGI5<2.18291569] yes=111,no=112,missing=111,gain=8.52109051,cover=528
- 111:leaf=-0.0058784564,cover=0
- 112:leaf=0.0068631107,cover=0
- 56:[Pol<131.443253] yes=113,no=114,missing=114,gain=3.19820547,cover=4024
- 113:leaf=-5.17147892e-05,cover=0
- 114:leaf=-0.00310240453,cover=0
- 28:[PialCurv5<0.107261039] yes=57,no=58,missing=57,gain=2.41904688,cover=13035
- 57:[LGI5<2.18291569] yes=115,no=116,missing=116,gain=1.01721215,cover=1766
- 115:leaf=-0.0066760676,cover=0
- 116:leaf=-0.00140633842,cover=0
- 58:[Area5<0.72690624] yes=117,no=118,missing=117,gain=2.06561136,cover=11269
- 117:leaf=0.000573533529,cover=0
- 118:leaf=-0.00134176377,cover=0
- 14:[Sulc0<-0.557882011] yes=29,no=30,missing=29,gain=2.70804334,cover=636750
- 29:[LGI5<2.36078882] yes=59,no=60,missing=60,gain=2.35763335,cover=845
- 59:[Ecc<2.25101852] yes=119,no=120,missing=119,gain=1.34583032,cover=217
- 119:leaf=-0.00492268428,cover=0
- 120:leaf=0.0030609949,cover=0
- 60:[LGI5<2.83602357] yes=121,no=122,missing=121,gain=3.88851881,cover=628
- 121:leaf=0.00654316042,cover=0
- 122:leaf=-0.00268867612,cover=0
- 30:[Sulc0<-0.298712492] yes=61,no=62,missing=61,gain=1.54128551,cover=635905
- 61:[Pol<127.728462] yes=123,no=124,missing=124,gain=7.27338791,cover=12936
- 123:leaf=-0.000381642807,cover=0
- 124:leaf=0.0020857302,cover=0
- 62:[Ecc<1.46579576] yes=125,no=126,missing=125,gain=1.46854234,cover=622969
- 125:leaf=0.000759765448,cover=0
- 126:leaf=-4.80346716e-05,cover=0
-booster[957]:
-0:[PialArea5<0.559226274] yes=1,no=2,missing=1,gain=0.152269512,cover=5124388
- 1:[Pol<116.093399] yes=3,no=4,missing=4,gain=1.95917428,cover=1169719
- 3:[PialCurv5<0.0495097227] yes=7,no=8,missing=7,gain=3.05503631,cover=936459
- 7:[Pol<95.6227875] yes=15,no=16,missing=15,gain=4.75425673,cover=61532
- 15:[LGI5<3.48966408] yes=31,no=32,missing=31,gain=5.17722034,cover=41845
- 31:[LGI5<3.268116] yes=63,no=64,missing=63,gain=5.07879496,cover=38409
- 63:leaf=-0.00010394118,cover=0
- 64:leaf=0.00164987729,cover=0
- 32:[Pol<73.3354874] yes=65,no=66,missing=65,gain=8.78805542,cover=3436
- 65:leaf=-8.1821403e-05,cover=0
- 66:leaf=-0.00540232565,cover=0
- 16:[Ecc<1.57116413] yes=33,no=34,missing=33,gain=9.36316872,cover=19687
- 33:[Curv5<0.0615303926] yes=67,no=68,missing=68,gain=6.0428896,cover=2856
- 67:leaf=0.0007548047,cover=0
- 68:leaf=0.0075649838,cover=0
- 34:[Curv5<-0.0156469513] yes=69,no=70,missing=69,gain=4.31127262,cover=16831
- 69:leaf=-0.000173807814,cover=0
- 70:leaf=-0.00194989354,cover=0
- 8:[Sulc0<-0.0172607526] yes=17,no=18,missing=17,gain=2.19971657,cover=874927
- 17:[Ecc<2.6675415] yes=35,no=36,missing=35,gain=5.58731222,cover=45094
- 35:[Ecc<0.669936359] yes=71,no=72,missing=71,gain=1.86923671,cover=25463
- 71:leaf=0.00145444612,cover=0
- 72:leaf=1.47465034e-05,cover=0
- 36:[Pol<82.8478928] yes=73,no=74,missing=74,gain=10.0414095,cover=19631
- 73:leaf=0.000164233788,cover=0
- 74:leaf=-0.00209734682,cover=0
- 18:[Curv5<0.081820026] yes=37,no=38,missing=38,gain=4.00928354,cover=829833
- 37:[LGI5<3.62495422] yes=75,no=76,missing=76,gain=4.5172224,cover=71884
- 75:leaf=0.000294656085,cover=0
- 76:leaf=0.0021642074,cover=0
- 38:[Area5<0.786000133] yes=77,no=78,missing=77,gain=1.88858843,cover=757949
- 77:leaf=-2.9673256e-05,cover=0
- 78:leaf=0.000277749408,cover=0
- 4:[Area5<0.619086087] yes=9,no=10,missing=10,gain=3.02008295,cover=233260
- 9:[Ecc<7.24576569] yes=19,no=20,missing=19,gain=5.71776867,cover=60967
- 19:[LGI5<2.92358446] yes=39,no=40,missing=40,gain=6.9333396,cover=41226
- 39:[LGI5<2.52320862] yes=79,no=80,missing=79,gain=3.98603153,cover=40691
- 79:leaf=-0.000173062246,cover=0
- 80:leaf=0.000988504966,cover=0
- 40:[Sulc0<-0.0713235363] yes=81,no=82,missing=81,gain=6.61465263,cover=535
- 81:leaf=0.0105885305,cover=0
- 82:leaf=-0.000649978174,cover=0
- 20:[LGI5<2.52320862] yes=41,no=42,missing=42,gain=6.50709152,cover=19741
- 41:[LGI5<2.37953305] yes=83,no=84,missing=83,gain=3.15033531,cover=1025
- 83:leaf=0.00128654053,cover=0
- 84:leaf=-0.00600756425,cover=0
- 42:[PialArea5<0.507580996] yes=85,no=86,missing=85,gain=4.29305363,cover=18716
- 85:leaf=-0.000123298043,cover=0
- 86:leaf=-0.00174516567,cover=0
- 10:[Curv5<-0.169727564] yes=21,no=22,missing=21,gain=5.46573734,cover=172293
- 21:[Sulc0<-0.202991232] yes=43,no=44,missing=43,gain=6.03534985,cover=388
- 43:[Ecc<5.72519016] yes=87,no=88,missing=88,gain=2.04109383,cover=153
- 87:leaf=0.000123344231,cover=0
- 88:leaf=0.016278347,cover=0
- 44:[Pol<125.308708] yes=89,no=90,missing=89,gain=0.407031804,cover=235
- 89:leaf=0.0030838314,cover=0
- 90:leaf=-0.00106918428,cover=0
- 22:[PialCurv5<0.171042696] yes=45,no=46,missing=45,gain=3.78209043,cover=171905
- 45:[Pol<162.313202] yes=91,no=92,missing=91,gain=7.91562986,cover=66471
- 91:leaf=0.000902500877,cover=0
- 92:leaf=-0.000274461228,cover=0
- 46:[Sulc0<1.02827847] yes=93,no=94,missing=93,gain=2.03173184,cover=105434
- 93:leaf=8.63128371e-05,cover=0
- 94:leaf=-0.0013892228,cover=0
- 2:[Curv5<0.177453667] yes=5,no=6,missing=6,gain=1.33885276,cover=3954669
- 5:[Curv5<0.0534323379] yes=11,no=12,missing=11,gain=1.39740229,cover=3948506
- 11:[Area5<0.814937592] yes=23,no=24,missing=23,gain=1.07145584,cover=3498925
- 23:[Sulc0<0.345196545] yes=47,no=48,missing=47,gain=1.24881327,cover=3308796
- 47:[Pol<118.191307] yes=95,no=96,missing=95,gain=1.23106503,cover=3197683
- 95:leaf=3.44909568e-05,cover=0
- 96:leaf=-2.77345225e-05,cover=0
- 48:[Area5<0.767325044] yes=97,no=98,missing=97,gain=5.68483305,cover=111113
- 97:leaf=0.000341489125,cover=0
- 98:leaf=-0.000597771897,cover=0
- 24:[LGI5<2.13090348] yes=49,no=50,missing=50,gain=1.72922909,cover=190129
- 49:[PialArea5<0.718622029] yes=99,no=100,missing=99,gain=0.826806545,cover=233
- 99:leaf=-0.00320136547,cover=0
- 100:leaf=0.00537094008,cover=0
- 50:[LGI5<3.09244633] yes=101,no=102,missing=101,gain=1.71054757,cover=189896
- 101:leaf=-0.000222222283,cover=0
- 102:leaf=9.58951641e-05,cover=0
- 12:[Area5<0.697420239] yes=25,no=26,missing=25,gain=3.87565613,cover=449581
- 25:[Sulc0<0.676033437] yes=51,no=52,missing=51,gain=6.81990957,cover=116091
- 51:[PialCurv5<0.141046807] yes=103,no=104,missing=103,gain=5.79318762,cover=113156
- 103:leaf=-0.000694999821,cover=0
- 104:leaf=3.35654877e-05,cover=0
- 52:[PialArea5<0.643814564] yes=105,no=106,missing=105,gain=4.1694088,cover=2935
- 105:leaf=0.00134437683,cover=0
- 106:leaf=0.00713882921,cover=0
- 26:[Pol<56.1920547] yes=53,no=54,missing=53,gain=4.78813171,cover=333490
- 53:[PialCurv5<0.0720715299] yes=107,no=108,missing=107,gain=7.33252954,cover=39458
- 107:leaf=0.00193802721,cover=0
- 108:leaf=0.00018850698,cover=0
- 54:[PialArea5<0.665998757] yes=109,no=110,missing=109,gain=4.91276884,cover=294032
- 109:leaf=0.000104483137,cover=0
- 110:leaf=-0.000308817776,cover=0
- 6:[PialCurv5<0.285888344] yes=13,no=14,missing=13,gain=2.32177067,cover=6163
- 13:[Sulc0<0.40262419] yes=27,no=28,missing=28,gain=1.09926081,cover=3647
- 27:[PialArea5<0.628734469] yes=55,no=56,missing=55,gain=0.677607417,cover=3249
- 55:[MidArea5<0.673991144] yes=111,no=112,missing=112,gain=0.508342505,cover=2226
- 111:leaf=0.00111616799,cover=0
- 112:leaf=-0.00078463211,cover=0
- 56:[Ecc<33.9075584] yes=113,no=114,missing=113,gain=0.610329628,cover=1023
- 113:leaf=0.00241033453,cover=0
- 114:leaf=-0.0106903883,cover=0
- 28:[Area5<0.776627541] yes=57,no=58,missing=57,gain=0.643692732,cover=398
- 57:[PialArea5<0.593058109] yes=115,no=116,missing=116,gain=0.728145838,cover=162
- 115:leaf=0.00387083529,cover=0
- 116:leaf=0.0108908182,cover=0
- 58:[LGI5<3.78836131] yes=117,no=118,missing=117,gain=0.309186876,cover=236
- 117:leaf=0.00284071802,cover=0
- 118:leaf=-0.00399901252,cover=0
- 14:[PialCurv5<0.426807076] yes=29,no=30,missing=29,gain=1.15670979,cover=2516
- 29:[LGI5<2.53029394] yes=59,no=60,missing=59,gain=0.705100894,cover=2322
- 59:[Sulc0<-0.395407349] yes=119,no=120,missing=120,gain=0.582134128,cover=1091
- 119:leaf=-0.00590174925,cover=0
- 120:leaf=0.000397348689,cover=0
- 60:[LGI5<3.00812316] yes=121,no=122,missing=122,gain=0.775561452,cover=1231
- 121:leaf=-0.00233504036,cover=0
- 122:leaf=0.000480522605,cover=0
- 30:[LGI5<2.66988635] yes=61,no=62,missing=61,gain=0.367460132,cover=194
- 61:[Area5<0.607942343] yes=123,no=124,missing=123,gain=0.312218249,cover=100
- 123:leaf=0.00806405768,cover=0
- 124:leaf=1.86538145e-05,cover=0
- 62:[Sulc0<0.101211272] yes=125,no=126,missing=125,gain=0.742718935,cover=94
- 125:leaf=-0.000985580729,cover=0
- 126:leaf=0.0084951492,cover=0
-booster[958]:
-0:[LGI5<3.16380119] yes=1,no=2,missing=2,gain=0.153787628,cover=5124388
- 1:[Area5<0.729573667] yes=3,no=4,missing=3,gain=0.915958881,cover=4035012
- 3:[Ecc<25.5461979] yes=7,no=8,missing=7,gain=2.44671273,cover=3036584
- 7:[Ecc<13.6880245] yes=15,no=16,missing=15,gain=4.60034895,cover=2860734
- 15:[Pol<35.2629585] yes=31,no=32,missing=31,gain=7.31168795,cover=2594144
- 31:[Curv5<-0.235803962] yes=63,no=64,missing=64,gain=6.48613119,cover=280289
- 63:leaf=-0.000110831592,cover=0
- 64:leaf=0.000396212243,cover=0
- 32:[Pol<74.7525482] yes=65,no=66,missing=66,gain=9.06165409,cover=2313855
- 65:leaf=-0.000256950909,cover=0
- 66:leaf=-8.1276022e-07,cover=0
- 16:[Pol<50.1003532] yes=33,no=34,missing=33,gain=15.5566559,cover=266590
- 33:[Pol<13.2006302] yes=67,no=68,missing=67,gain=9.83770752,cover=59667
- 67:leaf=0.000427341525,cover=0
- 68:leaf=-0.000950540532,cover=0
- 34:[Pol<77.5287857] yes=69,no=70,missing=69,gain=41.5771561,cover=206923
- 69:leaf=0.00192848674,cover=0
- 70:leaf=7.5168311e-05,cover=0
- 8:[Pol<151.353775] yes=17,no=18,missing=17,gain=4.04249859,cover=175850
- 17:[Pol<124.172195] yes=35,no=36,missing=35,gain=5.56495857,cover=141456
- 35:[Area5<0.67915231] yes=71,no=72,missing=72,gain=5.06647062,cover=120854
- 71:leaf=-0.00051384751,cover=0
- 72:leaf=0.000134033762,cover=0
- 36:[PialArea5<0.769840837] yes=73,no=74,missing=73,gain=8.15715218,cover=20602
- 73:leaf=-0.000140999007,cover=0
- 74:leaf=0.00188214332,cover=0
- 18:[Sulc0<-0.145219594] yes=37,no=38,missing=37,gain=7.87408829,cover=34394
- 37:[Sulc0<-0.684786558] yes=75,no=76,missing=75,gain=2.74275374,cover=22817
- 75:leaf=0.000938289333,cover=0
- 76:leaf=-0.000416773662,cover=0
- 38:[Ecc<38.7725143] yes=77,no=78,missing=77,gain=8.41848469,cover=11577
- 77:leaf=-0.00304105226,cover=0
- 78:leaf=-0.000342890096,cover=0
- 4:[Sulc0<-0.319176674] yes=9,no=10,missing=10,gain=3.82225204,cover=998428
- 9:[Ecc<23.1745358] yes=19,no=20,missing=19,gain=6.54626226,cover=380377
- 19:[Pol<66.6374893] yes=39,no=40,missing=39,gain=3.97538519,cover=364867
- 39:[PialCurv5<-0.0245349593] yes=79,no=80,missing=79,gain=12.0614395,cover=215420
- 79:leaf=-8.2989478e-05,cover=0
- 80:leaf=0.00142948423,cover=0
- 40:[Pol<137.578873] yes=81,no=82,missing=81,gain=13.9358568,cover=149447
- 81:leaf=-0.000886876776,cover=0
- 82:leaf=9.13563272e-05,cover=0
- 20:[Curv5<-0.066452302] yes=41,no=42,missing=41,gain=4.78815079,cover=15510
- 41:[Pol<175.068527] yes=83,no=84,missing=83,gain=2.48413992,cover=15243
- 83:leaf=0.00109312579,cover=0
- 84:leaf=-0.000632133451,cover=0
- 42:[Pol<22.2436924] yes=85,no=86,missing=86,gain=4.03081703,cover=267
- 85:leaf=0.019231528,cover=0
- 86:leaf=0.00430672336,cover=0
- 10:[Curv5<-0.0983823985] yes=21,no=22,missing=21,gain=4.91741848,cover=618051
- 21:[Ecc<18.8860435] yes=43,no=44,missing=43,gain=9.18716621,cover=54447
- 43:[PialCurv5<-0.0487009101] yes=87,no=88,missing=88,gain=9.45803738,cover=36134
- 87:leaf=0.000699157768,cover=0
- 88:leaf=0.00296502537,cover=0
- 44:[Pol<144.670364] yes=89,no=90,missing=89,gain=3.02133083,cover=18313
- 89:leaf=0.000281779881,cover=0
- 90:leaf=-0.00100360147,cover=0
- 22:[Ecc<0.669936359] yes=45,no=46,missing=46,gain=3.13791466,cover=563604
- 45:[Area5<0.924216449] yes=91,no=92,missing=92,gain=3.55705595,cover=1783
- 91:leaf=-0.00285061426,cover=0
- 92:leaf=0.00394087425,cover=0
- 46:[Ecc<3.41847086] yes=93,no=94,missing=93,gain=4.03720093,cover=561821
- 93:leaf=0.000472583022,cover=0
- 94:leaf=3.91821159e-05,cover=0
- 2:[Ecc<5.33884621] yes=5,no=6,missing=5,gain=2.38557363,cover=1089376
- 5:[LGI5<3.26095963] yes=11,no=12,missing=12,gain=1.79337788,cover=2117
- 11:[PialCurv5<-0.151339546] yes=23,no=24,missing=23,gain=1.28269482,cover=1379
- 23:[Sulc0<-0.911647499] yes=47,no=48,missing=48,gain=0.978076696,cover=130
- 47:[Curv5<-0.2435821] yes=95,no=96,missing=95,gain=0.207345366,cover=56
- 95:leaf=-0.00124126195,cover=0
- 96:leaf=0.00941126607,cover=0
- 48:[PialArea5<0.900697351] yes=97,no=98,missing=98,gain=0.771637917,cover=74
- 97:leaf=-0.00181637576,cover=0
- 98:leaf=-0.0126571124,cover=0
- 24:[Area5<0.727793753] yes=49,no=50,missing=49,gain=1.71336222,cover=1249
- 49:[Pol<25.2957573] yes=99,no=100,missing=99,gain=1.67820609,cover=878
- 99:leaf=-0.00192197436,cover=0
- 100:leaf=0.00266341842,cover=0
- 50:[Sulc0<-1.06881595] yes=101,no=102,missing=101,gain=0.344369292,cover=371
- 101:leaf=-0.00922186859,cover=0
- 102:leaf=-0.00259703328,cover=0
- 12:[PialArea5<1.14602101] yes=25,no=26,missing=25,gain=3.03545284,cover=738
- 25:[Pol<149.072266] yes=51,no=52,missing=52,gain=1.5143671,cover=571
- 51:[Curv5<-0.225438625] yes=103,no=104,missing=103,gain=0.554445982,cover=380
- 103:leaf=0.00136884744,cover=0
- 104:leaf=-0.00430478528,cover=0
- 52:[PialCurv5<-0.0965851992] yes=105,no=106,missing=106,gain=1.08799553,cover=191
- 105:leaf=-0.00557582127,cover=0
- 106:leaf=-0.0132408515,cover=0
- 26:[Curv5<-0.183827445] yes=53,no=54,missing=53,gain=0.754638016,cover=167
- 53:[PialArea5<1.48916721] yes=107,no=108,missing=107,gain=0.431552231,cover=110
- 107:leaf=0.00684819464,cover=0
- 108:leaf=0.000228357152,cover=0
- 54:[Area5<0.691945016] yes=109,no=110,missing=109,gain=0.170106113,cover=57
- 109:leaf=-0.00918598939,cover=0
- 110:leaf=-0.00129184278,cover=0
- 6:[Sulc0<0.29007864] yes=13,no=14,missing=14,gain=2.05655837,cover=1087259
- 13:[PialCurv5<0.0616685152] yes=27,no=28,missing=27,gain=9.78112698,cover=700995
- 27:[Pol<131.443253] yes=55,no=56,missing=55,gain=2.15699649,cover=622156
- 55:[Pol<62.799984] yes=111,no=112,missing=111,gain=9.83197498,cover=347891
- 111:leaf=-7.6577322e-05,cover=0
- 112:leaf=0.000595662452,cover=0
- 56:[Sulc0<-0.325671464] yes=113,no=114,missing=114,gain=12.6337748,cover=274265
- 113:leaf=0.000176392627,cover=0
- 114:leaf=-0.000505071832,cover=0
- 28:[Curv5<0.0257103238] yes=57,no=58,missing=57,gain=4.00470352,cover=78839
- 57:[Pol<130.198486] yes=115,no=116,missing=115,gain=3.78740692,cover=11188
- 115:leaf=0.002222321,cover=0
- 116:leaf=0.000358761055,cover=0
- 58:[PialArea5<0.651661396] yes=117,no=118,missing=117,gain=5.99162722,cover=67651
- 117:leaf=0.00082945294,cover=0
- 118:leaf=-0.000119931523,cover=0
- 14:[Pol<43.7633247] yes=29,no=30,missing=30,gain=5.26592588,cover=386264
- 29:[LGI5<3.35709596] yes=59,no=60,missing=59,gain=3.99629045,cover=23215
- 59:[Area5<0.483568966] yes=119,no=120,missing=120,gain=3.7459929,cover=10460
- 119:leaf=-0.0269236919,cover=0
- 120:leaf=-6.70291047e-05,cover=0
- 60:[LGI5<3.41813922] yes=121,no=122,missing=121,gain=7.42758465,cover=12755
- 121:leaf=0.00362711027,cover=0
- 122:leaf=0.000613713171,cover=0
- 30:[PialCurv5<0.255337358] yes=61,no=62,missing=61,gain=4.99084568,cover=363049
- 61:[Sulc0<0.703387856] yes=123,no=124,missing=123,gain=5.31896973,cover=258206
- 123:leaf=-0.00044411156,cover=0
- 124:leaf=2.6387861e-05,cover=0
- 62:[Pol<54.5053368] yes=125,no=126,missing=125,gain=3.65147233,cover=104843
- 125:leaf=0.00316505809,cover=0
- 126:leaf=0.00010943511,cover=0
-booster[959]:
-0:[PialArea5<0.841635466] yes=1,no=2,missing=1,gain=0.17935054,cover=5124388
- 1:[Area5<0.808195949] yes=3,no=4,missing=3,gain=0.977519274,cover=2965514
- 3:[MidArea5<0.715439677] yes=7,no=8,missing=8,gain=1.01065302,cover=2868070
- 7:[Ecc<44.7855835] yes=15,no=16,missing=15,gain=1.3982017,cover=2356808
- 15:[Area5<0.7084831] yes=31,no=32,missing=31,gain=1.20727587,cover=2312253
- 31:[PialArea5<0.739180207] yes=63,no=64,missing=63,gain=1.72663355,cover=1769957
- 63:leaf=-3.86226675e-05,cover=0
- 64:leaf=8.53560268e-05,cover=0
- 32:[Curv5<0.0322575867] yes=65,no=66,missing=65,gain=6.30475569,cover=542296
- 65:leaf=-0.000558913162,cover=0
- 66:leaf=0.000117296251,cover=0
- 16:[Pol<158.709351] yes=33,no=34,missing=33,gain=2.20346594,cover=44555
- 33:[Curv5<0.162240714] yes=67,no=68,missing=67,gain=2.26440406,cover=42070
- 67:leaf=-0.000556845218,cover=0
- 68:leaf=0.000329457835,cover=0
- 34:[LGI5<2.78495932] yes=69,no=70,missing=70,gain=2.39030838,cover=2485
- 69:leaf=-0.00632727984,cover=0
- 70:leaf=0.00148972357,cover=0
- 8:[Pol<154.27803] yes=17,no=18,missing=17,gain=3.20437503,cover=511262
- 17:[Sulc0<0.966456771] yes=35,no=36,missing=35,gain=3.07851338,cover=450633
- 35:[LGI5<3.0310638] yes=71,no=72,missing=72,gain=3.18451381,cover=450330
- 71:leaf=-2.67766918e-05,cover=0
- 72:leaf=-0.000303927314,cover=0
- 36:[Pol<54.5053368] yes=73,no=74,missing=73,gain=1.82601547,cover=303
- 73:leaf=0.0122722639,cover=0
- 74:leaf=0.00285250391,cover=0
- 18:[Sulc0<-0.00176540145] yes=37,no=38,missing=38,gain=2.56496859,cover=60629
- 37:[Ecc<8.70817566] yes=75,no=76,missing=75,gain=2.54267073,cover=53411
- 75:leaf=0.000836818188,cover=0
- 76:leaf=0.000121093915,cover=0
- 38:[Ecc<7.39671755] yes=77,no=78,missing=77,gain=9.97677708,cover=7218
- 77:leaf=-0.0100867106,cover=0
- 78:leaf=-0.000255323568,cover=0
- 4:[Ecc<6.22534323] yes=9,no=10,missing=9,gain=1.89810371,cover=97444
- 9:[Pol<40.9012032] yes=19,no=20,missing=20,gain=3.57328439,cover=20249
- 19:[PialCurv5<-0.145424455] yes=39,no=40,missing=39,gain=0.953778744,cover=364
- 39:[Sulc0<-0.801933944] yes=79,no=80,missing=80,gain=0.746361494,cover=16
- 79:leaf=0.000600263069,cover=0
- 80:leaf=0.025347326,cover=0
- 40:[LGI5<2.84729719] yes=81,no=82,missing=82,gain=1.12688923,cover=348
- 81:leaf=-0.0070194127,cover=0
- 82:leaf=0.000552154379,cover=0
- 20:[Pol<80.8913651] yes=41,no=42,missing=41,gain=2.412359,cover=19885
- 41:[LGI5<2.35684347] yes=83,no=84,missing=84,gain=6.5067668,cover=1415
- 83:leaf=-0.0033736669,cover=0
- 84:leaf=0.00401623966,cover=0
- 42:[Ecc<3.73767829] yes=85,no=86,missing=85,gain=2.82819867,cover=18470
- 85:leaf=0.000102074519,cover=0
- 86:leaf=-0.00120067364,cover=0
- 10:[PialCurv5<0.24610664] yes=21,no=22,missing=21,gain=2.77562666,cover=77195
- 21:[Ecc<33.9075584] yes=43,no=44,missing=43,gain=2.68083858,cover=54094
- 43:[Area5<0.894858658] yes=87,no=88,missing=88,gain=2.32680321,cover=37534
- 87:leaf=0.000562634028,cover=0
- 88:leaf=0.00190273509,cover=0
- 44:[Pol<4.30929279] yes=89,no=90,missing=90,gain=1.29444373,cover=16560
- 89:leaf=0.00967278332,cover=0
- 90:leaf=-9.32620533e-05,cover=0
- 22:[Curv5<0.18040961] yes=45,no=46,missing=45,gain=1.38754964,cover=23101
- 45:[PialArea5<0.324585885] yes=91,no=92,missing=92,gain=1.01077485,cover=19577
- 91:leaf=0.00244144606,cover=0
- 92:leaf=-8.57223786e-05,cover=0
- 46:[PialArea5<0.404493898] yes=93,no=94,missing=93,gain=1.65732133,cover=3524
- 93:leaf=-4.34832282e-06,cover=0
- 94:leaf=-0.00217313808,cover=0
- 2:[LGI5<2.13090348] yes=5,no=6,missing=6,gain=0.806232452,cover=2158874
- 5:[MidArea5<0.80754292] yes=11,no=12,missing=11,gain=3.45181417,cover=7865
- 11:[Ecc<0.729281187] yes=23,no=24,missing=23,gain=4.74722052,cover=4335
- 23:[Pol<22.2436924] yes=47,no=48,missing=48,gain=2.36631727,cover=797
- 47:[Ecc<0.513775289] yes=95,no=96,missing=95,gain=0.879671931,cover=130
- 95:leaf=-0.00291468506,cover=0
- 96:leaf=0.00525252847,cover=0
- 48:[Pol<171.401581] yes=97,no=98,missing=97,gain=1.4709034,cover=667
- 97:leaf=-0.00693982979,cover=0
- 98:leaf=0.000617891492,cover=0
- 24:[Pol<130.822815] yes=49,no=50,missing=49,gain=2.87202573,cover=3538
- 49:[Ecc<6.16403294] yes=99,no=100,missing=100,gain=1.66361856,cover=1962
- 99:leaf=0.000315300917,cover=0
- 100:leaf=0.00750762597,cover=0
- 50:[PialCurv5<-0.0133872591] yes=101,no=102,missing=101,gain=2.80781579,cover=1576
- 101:leaf=-0.00186315831,cover=0
- 102:leaf=-0.0140267378,cover=0
- 12:[Ecc<0.513775289] yes=25,no=26,missing=25,gain=2.05672002,cover=3530
- 25:[Area5<0.598585367] yes=51,no=52,missing=51,gain=3.52874303,cover=377
- 51:[Curv5<-0.180574343] yes=103,no=104,missing=104,gain=0.258190036,cover=66
- 103:leaf=-0.0033696366,cover=0
- 104:leaf=-0.00975872204,cover=0
- 52:[PialCurv5<-0.111109555] yes=105,no=106,missing=105,gain=1.30719423,cover=311
- 105:leaf=-0.000532002188,cover=0
- 106:leaf=0.00789228361,cover=0
- 26:[Area5<0.67507118] yes=53,no=54,missing=53,gain=1.5269165,cover=3153
- 53:[Pol<12.2267933] yes=107,no=108,missing=107,gain=1.08709013,cover=1566
- 107:leaf=0.00610324834,cover=0
- 108:leaf=0.000989577034,cover=0
- 54:[Ecc<1.51801682] yes=109,no=110,missing=109,gain=2.70414758,cover=1587
- 109:leaf=-0.00491172913,cover=0
- 110:leaf=0.000202201307,cover=0
- 6:[Area5<0.788037419] yes=13,no=14,missing=13,gain=0.863514006,cover=2151009
- 13:[Sulc0<0.68960917] yes=27,no=28,missing=27,gain=1.90472364,cover=1852780
- 27:[Pol<55.3432045] yes=55,no=56,missing=55,gain=1.57717931,cover=1852614
- 55:[PialCurv5<0.000298873958] yes=111,no=112,missing=112,gain=3.45785046,cover=717539
- 111:leaf=-8.82081622e-06,cover=0
- 112:leaf=-0.000531551428,cover=0
- 56:[Pol<120.317558] yes=113,no=114,missing=113,gain=6.45488787,cover=1135075
- 113:leaf=0.000254119892,cover=0
- 114:leaf=-1.21731218e-05,cover=0
- 28:[Pol<57.8577347] yes=57,no=58,missing=57,gain=2.79639268,cover=166
- 57:[Sulc0<0.703387856] yes=115,no=116,missing=116,gain=0.328741074,cover=27
- 115:leaf=0.0102384137,cover=0
- 116:leaf=0.0237713307,cover=0
- 58:[LGI5<3.29780769] yes=117,no=118,missing=117,gain=1.66447771,cover=139
- 117:leaf=0.00790012255,cover=0
- 118:leaf=-0.00297287363,cover=0
- 14:[Curv5<-0.222158164] yes=29,no=30,missing=29,gain=1.86272562,cover=298229
- 29:[PialArea5<1.11947823] yes=59,no=60,missing=59,gain=2.28580141,cover=28043
- 59:[Pol<15.1533136] yes=119,no=120,missing=120,gain=1.55092621,cover=9051
- 119:leaf=-0.00137752586,cover=0
- 120:leaf=7.75741719e-05,cover=0
- 60:[LGI5<3.47596025] yes=121,no=122,missing=121,gain=1.73473454,cover=18992
- 121:leaf=0.000743732904,cover=0
- 122:leaf=-0.00143443712,cover=0
- 30:[PialCurv5<-0.105644517] yes=61,no=62,missing=62,gain=1.93637824,cover=270186
- 61:[Curv5<-0.141545609] yes=123,no=124,missing=123,gain=3.41644454,cover=61322
- 123:leaf=-0.000442367018,cover=0
- 124:leaf=0.00121273741,cover=0
- 62:[Curv5<-0.179045901] yes=125,no=126,missing=125,gain=5.77127028,cover=208864
- 125:leaf=0.00114601327,cover=0
- 126:leaf=-9.24274063e-05,cover=0
-booster[960]:
-0:[PialArea5<0.864470184] yes=1,no=2,missing=1,gain=0.162509233,cover=5124388
- 1:[Ecc<0.221054599] yes=3,no=4,missing=4,gain=0.740789771,cover=3148166
- 3:[LGI5<2.19753051] yes=7,no=8,missing=7,gain=2.91290188,cover=11549
- 7:[Area5<0.453641325] yes=15,no=16,missing=15,gain=1.49326301,cover=855
- 15:[PialCurv5<-0.0982506946] yes=31,no=32,missing=31,gain=1.51254773,cover=101
- 31:[Curv5<-0.220549613] yes=63,no=64,missing=64,gain=0.339203179,cover=47
- 63:leaf=0.00128696067,cover=0
- 64:leaf=0.0105814505,cover=0
- 32:[Sulc0<-0.463317156] yes=65,no=66,missing=65,gain=0.350661159,cover=54
- 65:leaf=-0.00896178838,cover=0
- 66:leaf=0.00924892072,cover=0
- 16:[Sulc0<-0.244882882] yes=33,no=34,missing=33,gain=1.5395298,cover=754
- 33:[PialArea5<0.636387587] yes=67,no=68,missing=67,gain=1.46159363,cover=723
- 67:leaf=0.00742898462,cover=0
- 68:leaf=0.00273937616,cover=0
- 34:[PialCurv5<0.0771882981] yes=69,no=70,missing=69,gain=1.13352799,cover=31
- 69:leaf=-0.0168210622,cover=0
- 70:leaf=0.00193605293,cover=0
- 8:[LGI5<2.23211861] yes=17,no=18,missing=17,gain=2.42603517,cover=10694
- 17:[PialArea5<0.580179036] yes=35,no=36,missing=36,gain=2.14573169,cover=465
- 35:[Area5<0.700531542] yes=71,no=72,missing=71,gain=1.41899407,cover=113
- 71:leaf=0.000524595263,cover=0
- 72:leaf=0.0175265837,cover=0
- 36:[Sulc0<-0.557882011] yes=73,no=74,missing=74,gain=3.38393712,cover=352
- 73:leaf=-0.0018914612,cover=0
- 74:leaf=-0.0123708863,cover=0
- 18:[Area5<0.557224929] yes=37,no=38,missing=37,gain=2.49238563,cover=10229
- 37:[LGI5<2.56467891] yes=75,no=76,missing=76,gain=3.00879955,cover=3699
- 75:leaf=-0.00106728135,cover=0
- 76:leaf=0.0049493704,cover=0
- 38:[LGI5<2.43692279] yes=77,no=78,missing=77,gain=6.64101982,cover=6530
- 77:leaf=0.00204623374,cover=0
- 78:leaf=-0.00133286545,cover=0
- 4:[Area5<0.797084928] yes=9,no=10,missing=9,gain=0.742799044,cover=3136617
- 9:[MidArea5<0.791754067] yes=19,no=20,missing=20,gain=1.03071856,cover=2998352
- 19:[PialCurv5<-0.103163145] yes=39,no=40,missing=39,gain=0.764304876,cover=2947852
- 39:[Area5<0.601796865] yes=79,no=80,missing=79,gain=3.39156365,cover=424652
- 79:leaf=-4.45285368e-05,cover=0
- 80:leaf=0.000258682237,cover=0
- 40:[Area5<0.536314785] yes=81,no=82,missing=81,gain=1.93319297,cover=2523200
- 81:leaf=0.000159224888,cover=0
- 82:leaf=-3.10253563e-05,cover=0
- 20:[LGI5<2.62417936] yes=41,no=42,missing=42,gain=2.03740597,cover=50500
- 41:[PialCurv5<-0.0456207059] yes=83,no=84,missing=83,gain=2.12435246,cover=13394
- 83:leaf=0.00165033934,cover=0
- 84:leaf=-7.82671691e-07,cover=0
- 42:[LGI5<3.34776258] yes=85,no=86,missing=85,gain=1.21047282,cover=37106
- 85:leaf=-0.000580560358,cover=0
- 86:leaf=0.000107891196,cover=0
- 10:[Ecc<6.22534323] yes=21,no=22,missing=21,gain=1.72262466,cover=138265
- 21:[Pol<26.4235344] yes=43,no=44,missing=43,gain=3.16672802,cover=28092
- 43:[LGI5<2.35279679] yes=87,no=88,missing=88,gain=1.55266833,cover=501
- 87:leaf=0.00600894308,cover=0
- 88:leaf=-0.00493338658,cover=0
- 44:[Pol<79.5617371] yes=89,no=90,missing=89,gain=3.40237713,cover=27591
- 89:leaf=0.00168175902,cover=0
- 90:leaf=-0.000339295686,cover=0
- 22:[Sulc0<0.506771445] yes=45,no=46,missing=45,gain=2.73856974,cover=110173
- 45:[PialCurv5<0.0262785293] yes=91,no=92,missing=91,gain=3.90761757,cover=43514
- 91:leaf=-0.000390908594,cover=0
- 92:leaf=0.000753725995,cover=0
- 46:[LGI5<3.07360435] yes=93,no=94,missing=93,gain=1.78498387,cover=66659
- 93:leaf=0.000314136938,cover=0
- 94:leaf=-0.000215635329,cover=0
- 2:[MidArea5<0.617595136] yes=5,no=6,missing=6,gain=1.06880093,cover=1976222
- 5:[Ecc<2.6050899] yes=11,no=12,missing=11,gain=0.415115118,cover=138
- 11:[LGI5<2.35279679] yes=23,no=24,missing=23,gain=0.681321859,cover=82
- 23:[Pol<80.8913651] yes=47,no=48,missing=47,gain=0.113038555,cover=30
- 47:[Curv5<-0.303613424] yes=95,no=96,missing=96,gain=0.0653594658,cover=14
- 95:leaf=-0.00141511206,cover=0
- 96:leaf=0.0057515786,cover=0
- 48:[LGI5<2.28518939] yes=97,no=98,missing=97,gain=0.105654046,cover=16
- 97:leaf=0.000642602681,cover=0
- 98:leaf=-0.00755433086,cover=0
- 24:[Pol<116.615585] yes=49,no=50,missing=49,gain=0.4037323,cover=52
- 49:[PialCurv5<-0.133997425] yes=99,no=100,missing=99,gain=0.25728792,cover=11
- 99:leaf=-0.00632740511,cover=0
- 100:leaf=0.00780206406,cover=0
- 50:[LGI5<2.41354537] yes=101,no=102,missing=101,gain=0.0585882664,cover=41
- 101:leaf=0.00860355608,cover=0
- 102:leaf=0.0140121551,cover=0
- 12:[LGI5<2.49595737] yes=25,no=26,missing=25,gain=0.177125856,cover=56
- 25:[Sulc0<-0.93782407] yes=51,no=52,missing=51,gain=0.0620693862,cover=45
- 51:[Pol<24.282547] yes=103,no=104,missing=103,gain=0.0231026076,cover=24
- 103:leaf=0.0058112978,cover=0
- 104:leaf=0.000198075184,cover=0
- 52:[Curv5<-0.223784685] yes=105,no=106,missing=105,gain=0.0248565525,cover=21
- 105:leaf=0.00503234565,cover=0
- 106:leaf=0.000100818281,cover=0
- 26:[Pol<132.742767] yes=53,no=54,missing=53,gain=0.0228382275,cover=11
- 53:[Pol<118.191307] yes=107,no=108,missing=107,gain=0.000195629895,cover=4
- 107:leaf=-0.00214794884,cover=0
- 108:leaf=-0.00778094539,cover=0
- 54:[PialCurv5<-0.146805272] yes=109,no=110,missing=109,gain=0.000682743266,cover=7
- 109:leaf=-0.00119319686,cover=0
- 110:leaf=-0.00281181931,cover=0
- 6:[Ecc<0.221054599] yes=13,no=14,missing=13,gain=0.82805723,cover=1976084
- 13:[Pol<65.8802414] yes=27,no=28,missing=28,gain=1.53211522,cover=8467
- 27:[Curv5<-0.0507577434] yes=55,no=56,missing=55,gain=1.69391251,cover=3175
- 55:[PialCurv5<-0.0737633556] yes=111,no=112,missing=112,gain=1.40232885,cover=3036
- 111:leaf=7.39874449e-05,cover=0
- 112:leaf=0.00269655837,cover=0
- 56:[Area5<0.763170242] yes=113,no=114,missing=113,gain=1.07555652,cover=139
- 113:leaf=-0.00742924679,cover=0
- 114:leaf=0.00282617845,cover=0
- 28:[Pol<119.777687] yes=57,no=58,missing=57,gain=1.79045272,cover=5292
- 57:[PialCurv5<-0.0715543851] yes=115,no=116,missing=115,gain=1.12806511,cover=2480
- 115:leaf=-0.00267547113,cover=0
- 116:leaf=-0.00034180464,cover=0
- 58:[LGI5<2.48283219] yes=117,no=118,missing=117,gain=1.05516183,cover=2812
- 117:leaf=-0.000605859328,cover=0
- 118:leaf=0.00187046325,cover=0
- 14:[Area5<0.476400614] yes=29,no=30,missing=29,gain=0.847233176,cover=1967617
- 29:[Sulc0<-0.420901269] yes=59,no=60,missing=59,gain=2.11737967,cover=35065
- 59:[Curv5<-0.22713457] yes=119,no=120,missing=120,gain=1.41054046,cover=34303
- 119:leaf=2.58562213e-05,cover=0
- 120:leaf=0.000670626003,cover=0
- 60:[LGI5<3.1900804] yes=121,no=122,missing=121,gain=2.28484726,cover=762
- 121:leaf=-0.00291744131,cover=0
- 122:leaf=0.0107385758,cover=0
- 30:[Curv5<-0.0730527416] yes=61,no=62,missing=61,gain=0.856158018,cover=1932552
- 61:[PialCurv5<-0.0347327143] yes=123,no=124,missing=123,gain=11.4903145,cover=1596067
- 123:leaf=-3.10242867e-05,cover=0
- 124:leaf=0.000731667795,cover=0
- 62:[PialCurv5<-0.0426128618] yes=125,no=126,missing=125,gain=17.0388165,cover=336485
- 125:leaf=0.000928986468,cover=0
- 126:leaf=-6.81933598e-05,cover=0
-booster[961]:
-0:[Curv5<-0.292340577] yes=1,no=2,missing=1,gain=0.16063644,cover=5124388
- 1:[PialCurv5<-0.10074953] yes=3,no=4,missing=3,gain=1.15660083,cover=160410
- 3:[LGI5<2.57263851] yes=7,no=8,missing=7,gain=1.09985363,cover=156373
- 7:[Area5<0.504816413] yes=15,no=16,missing=16,gain=2.12563753,cover=52623
- 15:[LGI5<2.41724968] yes=31,no=32,missing=32,gain=1.10636616,cover=22248
- 31:[Curv5<-0.39144522] yes=63,no=64,missing=63,gain=0.734960496,cover=12890
- 63:leaf=-0.00153252156,cover=0
- 64:leaf=-0.00028717189,cover=0
- 32:[LGI5<2.44006681] yes=65,no=66,missing=65,gain=1.57037294,cover=9358
- 65:leaf=0.0016722579,cover=0
- 66:leaf=-6.07673746e-06,cover=0
- 16:[Pol<84.7687759] yes=33,no=34,missing=34,gain=2.14898896,cover=30375
- 33:[LGI5<2.47631311] yes=67,no=68,missing=67,gain=2.42648387,cover=17479
- 67:leaf=-0.000241415561,cover=0
- 68:leaf=0.00101591914,cover=0
- 34:[Pol<134.081207] yes=69,no=70,missing=69,gain=1.78831816,cover=12896
- 69:leaf=0.00199154718,cover=0
- 70:leaf=0.00066217914,cover=0
- 8:[PialArea5<1.10075188] yes=17,no=18,missing=17,gain=1.0608815,cover=103750
- 17:[Sulc0<-1.24864507] yes=35,no=36,missing=35,gain=0.925960243,cover=96901
- 35:[Area5<0.7084831] yes=71,no=72,missing=72,gain=0.982236207,cover=1936
- 71:leaf=-0.000626509311,cover=0
- 72:leaf=-0.00396841811,cover=0
- 36:[PialCurv5<-0.137075767] yes=73,no=74,missing=73,gain=0.853296399,cover=94965
- 73:leaf=9.74309733e-05,cover=0
- 74:leaf=-0.000356835866,cover=0
- 18:[Area5<0.771817088] yes=37,no=38,missing=37,gain=1.74420249,cover=6849
- 37:[Sulc0<-0.987509191] yes=75,no=76,missing=76,gain=1.29072428,cover=5460
- 75:leaf=0.000116864976,cover=0
- 76:leaf=-0.0015437532,cover=0
- 38:[PialCurv5<-0.159167215] yes=77,no=78,missing=77,gain=1.28843379,cover=1389
- 77:leaf=-0.000120930898,cover=0
- 78:leaf=0.00310702343,cover=0
- 4:[MidArea5<0.626464844] yes=9,no=10,missing=9,gain=1.41429758,cover=4037
- 9:[Pol<11.2407846] yes=19,no=20,missing=19,gain=0.80001688,cover=1692
- 19:[Ecc<6.22534323] yes=39,no=40,missing=39,gain=0.583225429,cover=91
- 39:[LGI5<2.80803919] yes=79,no=80,missing=80,gain=0.764667749,cover=53
- 79:leaf=0.00276424992,cover=0
- 80:leaf=0.0148550337,cover=0
- 40:[Ecc<7.1378541] yes=81,no=82,missing=81,gain=0.409814447,cover=38
- 81:leaf=-0.0100233378,cover=0
- 82:leaf=0.00262914575,cover=0
- 20:[Area5<0.587948382] yes=41,no=42,missing=41,gain=0.647943318,cover=1601
- 41:[Ecc<13.8847265] yes=83,no=84,missing=83,gain=0.828268886,cover=1487
- 83:leaf=-0.000933103263,cover=0
- 84:leaf=0.00173806399,cover=0
- 42:[PialCurv5<-0.0957419723] yes=85,no=86,missing=86,gain=1.93784952,cover=114
- 85:leaf=0.0198176615,cover=0
- 86:leaf=0.00105056982,cover=0
- 10:[Ecc<16.7734241] yes=21,no=22,missing=21,gain=0.71589303,cover=2345
- 21:[Ecc<3.54469991] yes=43,no=44,missing=44,gain=0.895937502,cover=1826
- 43:[Pol<78.8803177] yes=87,no=88,missing=87,gain=0.985831976,cover=551
- 87:leaf=-0.00452347985,cover=0
- 88:leaf=-0.000209973528,cover=0
- 44:[Ecc<5.08081961] yes=89,no=90,missing=89,gain=1.64106071,cover=1275
- 89:leaf=0.00358770834,cover=0
- 90:leaf=-0.00119364762,cover=0
- 22:[Sulc0<0.263311565] yes=45,no=46,missing=45,gain=0.94083786,cover=519
- 45:[Pol<72.6247101] yes=91,no=92,missing=92,gain=0.485671282,cover=499
- 91:leaf=-0.0021342081,cover=0
- 92:leaf=-0.00526697328,cover=0
- 46:[Ecc<35.195137] yes=93,no=94,missing=93,gain=0.736541033,cover=20
- 93:leaf=-0.00828578137,cover=0
- 94:leaf=0.012528847,cover=0
- 2:[Sulc0<-1.19305253] yes=5,no=6,missing=6,gain=0.259300858,cover=4963978
- 5:[Area5<0.678346932] yes=11,no=12,missing=11,gain=2.0415647,cover=31302
- 11:[Ecc<1.26157856] yes=23,no=24,missing=23,gain=1.47201908,cover=20369
- 23:[LGI5<2.38303256] yes=47,no=48,missing=47,gain=2.98851252,cover=4820
- 47:[Ecc<0.221054599] yes=95,no=96,missing=96,gain=1.21447313,cover=3348
- 95:leaf=0.00550733227,cover=0
- 96:leaf=-0.00065374322,cover=0
- 48:[Area5<0.607942343] yes=97,no=98,missing=98,gain=2.58941627,cover=1472
- 97:leaf=0.00387210259,cover=0
- 98:leaf=-0.0004272644,cover=0
- 24:[Curv5<-0.171285838] yes=49,no=50,missing=50,gain=1.31147552,cover=15549
- 49:[Ecc<2.42687178] yes=99,no=100,missing=99,gain=1.04704356,cover=15148
- 99:leaf=-0.00120069913,cover=0
- 100:leaf=-0.00031369421,cover=0
- 50:[PialArea5<0.934356034] yes=101,no=102,missing=102,gain=1.58778822,cover=401
- 101:leaf=0.00136815174,cover=0
- 102:leaf=-0.00552237174,cover=0
- 12:[PialCurv5<-0.109546423] yes=25,no=26,missing=25,gain=1.17774725,cover=10933
- 25:[LGI5<2.67457628] yes=51,no=52,missing=51,gain=1.20723248,cover=9112
- 51:[Ecc<1.26157856] yes=103,no=104,missing=103,gain=1.62882614,cover=4804
- 103:leaf=-0.00123410323,cover=0
- 104:leaf=0.00153344835,cover=0
- 52:[Curv5<-0.180574343] yes=105,no=106,missing=105,gain=0.603266954,cover=4308
- 105:leaf=-6.85156483e-05,cover=0
- 106:leaf=0.00357154128,cover=0
- 26:[LGI5<3.78836131] yes=53,no=54,missing=53,gain=0.946955681,cover=1821
- 53:[LGI5<2.34364653] yes=107,no=108,missing=107,gain=1.15068412,cover=1769
- 107:leaf=0.00111320335,cover=0
- 108:leaf=-0.00173799309,cover=0
- 54:[Curv5<-0.254102558] yes=109,no=110,missing=109,gain=0.275849104,cover=52
- 109:leaf=-0.00462525291,cover=0
- 110:leaf=0.00701794261,cover=0
- 6:[PialArea5<0.971235156] yes=13,no=14,missing=13,gain=0.254517466,cover=4932676
- 13:[Sulc0<-0.745069146] yes=27,no=28,missing=27,gain=0.738331497,cover=3778122
- 27:[Curv5<-0.119937547] yes=55,no=56,missing=55,gain=4.46152401,cover=358234
- 55:[PialCurv5<-0.0858580992] yes=111,no=112,missing=112,gain=4.35635042,cover=326815
- 111:leaf=-7.7867051e-05,cover=0
- 112:leaf=0.000560779124,cover=0
- 56:[Ecc<2.48523927] yes=113,no=114,missing=113,gain=6.25377846,cover=31419
- 113:leaf=-0.00109075045,cover=0
- 114:leaf=0.000470277853,cover=0
- 28:[PialCurv5<-0.104861222] yes=57,no=58,missing=57,gain=1.35967898,cover=3419888
- 57:[Curv5<-0.156904668] yes=115,no=116,missing=115,gain=4.11849403,cover=320211
- 115:leaf=3.85207495e-05,cover=0
- 116:leaf=0.000636327488,cover=0
- 58:[Curv5<-0.0773924068] yes=117,no=118,missing=117,gain=2.17917371,cover=3099677
- 117:leaf=-9.72389025e-05,cover=0
- 118:leaf=1.01929772e-05,cover=0
- 14:[Area5<0.489361584] yes=29,no=30,missing=30,gain=1.25551534,cover=1154554
- 29:[PialCurv5<-0.0858580992] yes=59,no=60,missing=59,gain=2.02589703,cover=11373
- 59:[Curv5<-0.2435821] yes=119,no=120,missing=119,gain=1.32287598,cover=10416
- 119:leaf=6.05112746e-07,cover=0
- 120:leaf=0.00117145316,cover=0
- 60:[Sulc0<-0.332174033] yes=121,no=122,missing=122,gain=1.78250265,cover=957
- 121:leaf=-0.00128219172,cover=0
- 122:leaf=-0.0140899858,cover=0
- 30:[Pol<41.8258972] yes=61,no=62,missing=61,gain=0.901220381,cover=1143181
- 61:[LGI5<2.35684347] yes=123,no=124,missing=123,gain=3.48616314,cover=428482
- 123:leaf=-0.000527113385,cover=0
- 124:leaf=-6.85871441e-07,cover=0
- 62:[LGI5<2.37224698] yes=125,no=126,missing=125,gain=2.18476486,cover=714699
- 125:leaf=0.000267753116,cover=0
- 126:leaf=1.40954498e-05,cover=0
-booster[962]:
-0:[Curv5<-0.174421206] yes=1,no=2,missing=2,gain=0.155226707,cover=5124388
- 1:[PialCurv5<-0.0914456472] yes=3,no=4,missing=3,gain=10.3757238,cover=1372388
- 3:[Sulc0<-0.0936657563] yes=7,no=8,missing=8,gain=1.57324314,cover=1258598
- 7:[Ecc<29.8764286] yes=15,no=16,missing=15,gain=2.36586285,cover=1229362
- 15:[Sulc0<-0.87967056] yes=31,no=32,missing=31,gain=1.54491782,cover=1152291
- 31:[Ecc<2.79805064] yes=63,no=64,missing=63,gain=1.50030756,cover=407542
- 63:leaf=-7.38742165e-05,cover=0
- 64:leaf=0.000121423698,cover=0
- 32:[Ecc<5.91357183] yes=65,no=66,missing=65,gain=2.22699261,cover=744749
- 65:leaf=-0.000188432488,cover=0
- 66:leaf=-1.07233382e-05,cover=0
- 16:[Pol<166.64444] yes=33,no=34,missing=33,gain=3.78578663,cover=77071
- 33:[Pol<15.1533136] yes=67,no=68,missing=67,gain=7.76956415,cover=48597
- 67:leaf=-7.22406767e-05,cover=0
- 68:leaf=0.00119513832,cover=0
- 34:[PialArea5<0.831580997] yes=69,no=70,missing=69,gain=3.37224293,cover=28474
- 69:leaf=-0.00125915313,cover=0
- 70:leaf=7.37076989e-05,cover=0
- 8:[Pol<170.749283] yes=17,no=18,missing=17,gain=3.0407486,cover=29236
- 17:[Pol<148.336472] yes=35,no=36,missing=36,gain=2.79669642,cover=27611
- 35:[Area5<0.706109285] yes=71,no=72,missing=72,gain=3.1501174,cover=19915
- 71:leaf=-0.000561401306,cover=0
- 72:leaf=0.000894728233,cover=0
- 36:[Area5<0.598585367] yes=73,no=74,missing=74,gain=3.72542477,cover=7696
- 73:leaf=0.000801693473,cover=0
- 74:leaf=-0.00189211115,cover=0
- 18:[Area5<0.580209434] yes=37,no=38,missing=37,gain=4.07393026,cover=1625
- 37:[Curv5<-0.350989401] yes=75,no=76,missing=75,gain=2.39440632,cover=340
- 75:leaf=-0.00840000249,cover=0
- 76:leaf=0.00773013756,cover=0
- 38:[Ecc<37.2796402] yes=77,no=78,missing=77,gain=2.07319021,cover=1285
- 77:leaf=-0.003052213,cover=0
- 78:leaf=0.00158113299,cover=0
- 4:[Area5<0.697420239] yes=9,no=10,missing=9,gain=2.82440186,cover=113790
- 9:[PialCurv5<-0.0529128574] yes=19,no=20,missing=19,gain=3.31969833,cover=91545
- 19:[PialArea5<0.617149889] yes=39,no=40,missing=39,gain=2.91199327,cover=83655
- 39:[LGI5<3.04906535] yes=79,no=80,missing=80,gain=2.21683478,cover=3166
- 79:leaf=-0.000340573926,cover=0
- 80:leaf=-0.00319686322,cover=0
- 40:[LGI5<2.82485151] yes=81,no=82,missing=81,gain=3.92797112,cover=80489
- 81:leaf=7.24512647e-05,cover=0
- 82:leaf=0.000818168861,cover=0
- 20:[Ecc<20.7119312] yes=41,no=42,missing=41,gain=2.82403994,cover=7890
- 41:[Area5<0.542713821] yes=83,no=84,missing=83,gain=2.86127472,cover=6978
- 83:leaf=0.000202825919,cover=0
- 84:leaf=0.00236923457,cover=0
- 42:[LGI5<2.75749183] yes=85,no=86,missing=85,gain=0.971863091,cover=912
- 85:leaf=-0.00922540389,cover=0
- 86:leaf=-0.000949933368,cover=0
- 10:[PialCurv5<-0.00955641083] yes=21,no=22,missing=21,gain=4.01585674,cover=22245
- 21:[Sulc0<-0.776109517] yes=43,no=44,missing=43,gain=3.0888834,cover=21984
- 43:[Pol<173.942612] yes=87,no=88,missing=88,gain=1.59626901,cover=4938
- 87:leaf=-0.000251337973,cover=0
- 88:leaf=0.00397975696,cover=0
- 44:[Ecc<14.484726] yes=89,no=90,missing=89,gain=3.94312477,cover=17046
- 89:leaf=0.00198377762,cover=0
- 90:leaf=0.00042818542,cover=0
- 22:[Sulc0<-0.357752919] yes=45,no=46,missing=45,gain=2.30269217,cover=261
- 45:[LGI5<3.27544355] yes=91,no=92,missing=91,gain=1.41109335,cover=112
- 91:leaf=0.00223904033,cover=0
- 92:leaf=-0.0152623123,cover=0
- 46:[MidArea5<0.742612839] yes=93,no=94,missing=93,gain=0.703032017,cover=149
- 93:leaf=-0.00353959133,cover=0
- 94:leaf=-0.0113345655,cover=0
- 2:[PialCurv5<-0.107211173] yes=5,no=6,missing=6,gain=10.4170523,cover=3752000
- 5:[Curv5<-0.151772231] yes=11,no=12,missing=11,gain=6.33125401,cover=120388
- 11:[PialCurv5<-0.118254207] yes=23,no=24,missing=24,gain=5.17186689,cover=74478
- 23:[Pol<120.317558] yes=47,no=48,missing=47,gain=3.34674597,cover=30286
- 47:[Ecc<4.94054604] yes=95,no=96,missing=95,gain=1.75579643,cover=17342
- 95:leaf=0.00165349094,cover=0
- 96:leaf=0.000645974535,cover=0
- 48:[Ecc<7.69572639] yes=97,no=98,missing=97,gain=5.97531605,cover=12944
- 97:leaf=-0.000728787796,cover=0
- 98:leaf=0.00152072799,cover=0
- 24:[Area5<0.749596059] yes=49,no=50,missing=50,gain=1.91905797,cover=44192
- 49:[PialArea5<1.10654831] yes=99,no=100,missing=99,gain=2.38704705,cover=33528
- 99:leaf=-0.00021075469,cover=0
- 100:leaf=0.000820168003,cover=0
- 50:[Sulc0<-0.769821882] yes=101,no=102,missing=102,gain=1.6230545,cover=10664
- 101:leaf=0.000183074255,cover=0
- 102:leaf=-0.00116426626,cover=0
- 12:[PialArea5<0.829066753] yes=25,no=26,missing=25,gain=11.2148943,cover=45910
- 25:[Ecc<1.05247808] yes=51,no=52,missing=51,gain=5.04022503,cover=17985
- 51:[Area5<0.499970406] yes=103,no=104,missing=104,gain=3.44760132,cover=1965
- 103:leaf=-0.000601454871,cover=0
- 104:leaf=0.00382494857,cover=0
- 52:[Area5<0.814937592] yes=105,no=106,missing=105,gain=3.22219944,cover=16020
- 105:leaf=-0.000273487385,cover=0
- 106:leaf=-0.00669174595,cover=0
- 26:[Pol<175.068527] yes=53,no=54,missing=53,gain=5.55178833,cover=27925
- 53:[LGI5<2.73607373] yes=107,no=108,missing=107,gain=4.10450172,cover=26285
- 107:leaf=0.00225553801,cover=0
- 108:leaf=0.000991841895,cover=0
- 54:[Curv5<-0.0860676765] yes=109,no=110,missing=109,gain=0.819509387,cover=1640
- 109:leaf=-0.00101704535,cover=0
- 110:leaf=-0.00603299495,cover=0
- 6:[Sulc0<-0.389213681] yes=13,no=14,missing=13,gain=3.11606407,cover=3631612
- 13:[Ecc<6.03867722] yes=27,no=28,missing=28,gain=5.33430195,cover=823763
- 27:[Pol<149.072266] yes=55,no=56,missing=55,gain=7.24551201,cover=529402
- 55:[Pol<57.8577347] yes=111,no=112,missing=111,gain=14.1006212,cover=393535
- 111:leaf=0.000270121353,cover=0
- 112:leaf=-0.000349509675,cover=0
- 56:[Ecc<1.51801682] yes=113,no=114,missing=113,gain=20.7766819,cover=135867
- 113:leaf=-0.000316570135,cover=0
- 114:leaf=0.000920033664,cover=0
- 28:[Pol<13.2006302] yes=57,no=58,missing=58,gain=9.46542263,cover=294361
- 57:[PialCurv5<-0.0595124774] yes=115,no=116,missing=115,gain=5.52398634,cover=43535
- 115:leaf=-9.39753518e-05,cover=0
- 116:leaf=0.00104099629,cover=0
- 58:[Pol<40.9012032] yes=117,no=118,missing=117,gain=10.3363171,cover=250826
- 117:leaf=-0.00102410349,cover=0
- 118:leaf=-0.000231013095,cover=0
- 14:[LGI5<2.30690479] yes=29,no=30,missing=29,gain=1.33632541,cover=2807849
- 29:[Pol<39.0368156] yes=59,no=60,missing=59,gain=3.12765551,cover=119724
- 59:[PialCurv5<-0.0426128618] yes=119,no=120,missing=119,gain=2.55781412,cover=1293
- 119:leaf=0.00692269439,cover=0
- 120:leaf=0.00146450463,cover=0
- 60:[LGI5<2.21018219] yes=121,no=122,missing=122,gain=2.71495438,cover=118431
- 121:leaf=-0.000269004871,cover=0
- 122:leaf=0.000281031098,cover=0
- 30:[Pol<165.944183] yes=61,no=62,missing=61,gain=1.65781558,cover=2688125
- 61:[PialArea5<0.981038809] yes=123,no=124,missing=123,gain=1.47131586,cover=2575770
- 123:leaf=-5.02681496e-06,cover=0
- 124:leaf=0.000140284799,cover=0
- 62:[Ecc<17.0169544] yes=125,no=126,missing=125,gain=8.03324318,cover=112355
- 125:leaf=-0.000415310962,cover=0
- 126:leaf=0.000604915782,cover=0
-booster[963]:
-0:[Curv5<-0.245563462] yes=1,no=2,missing=2,gain=0.158174515,cover=5124388
- 1:[PialArea5<1.16111541] yes=3,no=4,missing=3,gain=1.12545347,cover=483456
- 3:[Area5<0.637240529] yes=7,no=8,missing=8,gain=2.04450226,cover=439578
- 7:[LGI5<2.21018219] yes=15,no=16,missing=16,gain=1.09677577,cover=317741
- 15:[Ecc<3.35458159] yes=31,no=32,missing=32,gain=2.28506994,cover=9064
- 31:[MidArea5<0.658196807] yes=63,no=64,missing=63,gain=1.41217971,cover=6844
- 63:leaf=-0.00070372707,cover=0
- 64:leaf=0.000737136055,cover=0
- 32:[Pol<36.2100182] yes=65,no=66,missing=66,gain=3.48212624,cover=2220
- 65:leaf=-0.00362848467,cover=0
- 66:leaf=0.00262577692,cover=0
- 16:[PialArea5<0.95820266] yes=33,no=34,missing=33,gain=0.958412766,cover=308677
- 33:[Sulc0<-0.463317156] yes=67,no=68,missing=67,gain=1.05431712,cover=249186
- 67:leaf=-3.36475496e-05,cover=0
- 68:leaf=0.000245062256,cover=0
- 34:[Sulc0<-0.407819748] yes=69,no=70,missing=69,gain=3.41080642,cover=59491
- 69:leaf=-0.000126216211,cover=0
- 70:leaf=-0.00188868237,cover=0
- 8:[Pol<10.3232107] yes=17,no=18,missing=18,gain=3.84427047,cover=121837
- 17:[Ecc<12.3665791] yes=35,no=36,missing=36,gain=2.38769627,cover=17667
- 35:[Ecc<3.73767829] yes=71,no=72,missing=72,gain=3.60099721,cover=9141
- 71:leaf=0.000602997839,cover=0
- 72:leaf=-0.00162532832,cover=0
- 36:[PialArea5<0.747707367] yes=73,no=74,missing=73,gain=1.25482726,cover=8526
- 73:leaf=0.00359300128,cover=0
- 74:leaf=3.86380452e-05,cover=0
- 18:[LGI5<2.69973111] yes=37,no=38,missing=37,gain=3.20706367,cover=104170
- 37:[Pol<52.7894325] yes=75,no=76,missing=76,gain=5.19397497,cover=29604
- 75:leaf=5.4791275e-05,cover=0
- 76:leaf=0.00138503965,cover=0
- 38:[PialArea5<0.851613045] yes=77,no=78,missing=77,gain=3.16630554,cover=74566
- 77:leaf=-0.000415547285,cover=0
- 78:leaf=0.000348748785,cover=0
- 4:[Area5<0.778322995] yes=9,no=10,missing=10,gain=3.37245941,cover=43878
- 9:[Sulc0<-0.911647499] yes=19,no=20,missing=19,gain=1.78650832,cover=35562
- 19:[Ecc<10.426198] yes=39,no=40,missing=39,gain=1.88092113,cover=20092
- 39:[LGI5<2.48931384] yes=79,no=80,missing=80,gain=2.01814103,cover=18578
- 79:leaf=0.000210761835,cover=0
- 80:leaf=-0.000838444859,cover=0
- 40:[Pol<23.2745647] yes=81,no=82,missing=82,gain=1.05243099,cover=1514
- 81:leaf=0.000587505405,cover=0
- 82:leaf=0.00333202491,cover=0
- 20:[LGI5<2.44319153] yes=41,no=42,missing=41,gain=3.23846626,cover=15470
- 41:[Ecc<1.21076584] yes=83,no=84,missing=83,gain=1.267344,cover=2980
- 83:leaf=-0.000206134195,cover=0
- 84:leaf=-0.00281592342,cover=0
- 42:[LGI5<2.56467891] yes=85,no=86,missing=85,gain=2.2673471,cover=12490
- 85:leaf=0.000812357466,cover=0
- 86:leaf=-0.000828638615,cover=0
- 10:[LGI5<3.50441384] yes=21,no=22,missing=21,gain=1.88193703,cover=8316
- 21:[Ecc<19.7764034] yes=43,no=44,missing=43,gain=1.12439847,cover=8054
- 43:[Ecc<8.29616165] yes=87,no=88,missing=88,gain=1.46269131,cover=7205
- 87:leaf=0.00100711314,cover=0
- 88:leaf=-0.000702745281,cover=0
- 44:[PialCurv5<-0.153030112] yes=89,no=90,missing=89,gain=0.971655607,cover=849
- 89:leaf=0.000501182396,cover=0
- 90:leaf=0.00394536508,cover=0
- 22:[Sulc0<-0.50485903] yes=45,no=46,missing=45,gain=1.25425065,cover=262
- 45:[Area5<0.790145099] yes=91,no=92,missing=91,gain=0.427543521,cover=248
- 91:leaf=0.00425050873,cover=0
- 92:leaf=-0.0032273368,cover=0
- 46:[Ecc<30.4150848] yes=93,no=94,missing=93,gain=0.00523173809,cover=14
- 93:leaf=-0.0180695765,cover=0
- 94:leaf=-0.00495413831,cover=0
- 2:[PialCurv5<-0.156767949] yes=5,no=6,missing=6,gain=0.801766992,cover=4640932
- 5:[Curv5<-0.169727564] yes=11,no=12,missing=11,gain=1.97629094,cover=30145
- 11:[Curv5<-0.234010845] yes=23,no=24,missing=23,gain=1.25272942,cover=27664
- 23:[Area5<0.822840035] yes=47,no=48,missing=48,gain=0.94394815,cover=10760
- 47:[Pol<13.2006302] yes=95,no=96,missing=95,gain=0.574289143,cover=10083
- 95:leaf=0.00105466449,cover=0
- 96:leaf=-7.02128818e-05,cover=0
- 48:[Pol<176.555161] yes=97,no=98,missing=97,gain=0.929965913,cover=677
- 97:leaf=-0.00212781015,cover=0
- 98:leaf=0.0104709696,cover=0
- 24:[Area5<0.57817024] yes=49,no=50,missing=49,gain=1.32677507,cover=16904
- 49:[LGI5<3.84897733] yes=99,no=100,missing=100,gain=0.872677326,cover=5216
- 99:leaf=-6.84047336e-05,cover=0
- 100:leaf=0.00848400127,cover=0
- 50:[LGI5<2.38303256] yes=101,no=102,missing=101,gain=2.48522997,cover=11688
- 101:leaf=0.0032087029,cover=0
- 102:leaf=0.000705409504,cover=0
- 12:[Area5<0.714116395] yes=25,no=26,missing=26,gain=1.63951945,cover=2481
- 25:[Ecc<5.59685707] yes=51,no=52,missing=51,gain=2.00271392,cover=1714
- 51:[LGI5<2.31684756] yes=103,no=104,missing=104,gain=2.28012133,cover=710
- 103:leaf=-0.0034236256,cover=0
- 104:leaf=0.0033274428,cover=0
- 52:[LGI5<2.42399812] yes=105,no=106,missing=106,gain=2.15956306,cover=1004
- 105:leaf=-0.00983612519,cover=0
- 106:leaf=-0.00101429014,cover=0
- 26:[Ecc<4.60336304] yes=53,no=54,missing=53,gain=2.27870774,cover=767
- 53:[Sulc0<-0.632113814] yes=107,no=108,missing=107,gain=1.01472521,cover=167
- 107:leaf=-0.0111044934,cover=0
- 108:leaf=-0.00296119484,cover=0
- 54:[Ecc<9.75650311] yes=109,no=110,missing=110,gain=5.33674002,cover=600
- 109:leaf=0.00472336495,cover=0
- 110:leaf=-0.0050924411,cover=0
- 6:[Area5<0.600206077] yes=13,no=14,missing=14,gain=0.454025745,cover=4610787
- 13:[Pol<62.0115929] yes=27,no=28,missing=27,gain=3.6255815,cover=740074
- 27:[PialCurv5<-0.121481076] yes=55,no=56,missing=55,gain=5.98273897,cover=147323
- 55:[PialArea5<1.08444798] yes=111,no=112,missing=112,gain=2.73017335,cover=37051
- 111:leaf=0.00021685414,cover=0
- 112:leaf=0.00165448932,cover=0
- 56:[LGI5<2.4272728] yes=113,no=114,missing=113,gain=7.37350082,cover=110272
- 113:leaf=0.000163916309,cover=0
- 114:leaf=-0.000685317384,cover=0
- 28:[PialArea5<0.632563293] yes=57,no=58,missing=57,gain=4.1906929,cover=592751
- 57:[PialCurv5<-0.0542625114] yes=115,no=116,missing=116,gain=1.99862862,cover=171729
- 115:leaf=-0.000574205362,cover=0
- 116:leaf=-5.73388606e-05,cover=0
- 58:[Curv5<-0.0620335713] yes=117,no=118,missing=117,gain=8.28393173,cover=421022
- 117:leaf=0.000101191632,cover=0
- 118:leaf=0.000871626777,cover=0
- 14:[Ecc<3.29132295] yes=29,no=30,missing=29,gain=1.27063429,cover=3870713
- 29:[Pol<47.409153] yes=59,no=60,missing=60,gain=5.08621979,cover=624693
- 59:[Ecc<1.46579576] yes=119,no=120,missing=119,gain=9.29968452,cover=119807
- 119:leaf=-0.000320494379,cover=0
- 120:leaf=0.000577769068,cover=0
- 60:[Curv5<-0.0686563179] yes=121,no=122,missing=121,gain=7.17556286,cover=504886
- 121:leaf=-0.000389995374,cover=0
- 122:leaf=-4.52634595e-07,cover=0
- 30:[Sulc0<-0.620624542] yes=61,no=62,missing=61,gain=1.98183727,cover=3246020
- 61:[LGI5<2.46263766] yes=123,no=124,missing=123,gain=5.69228029,cover=411478
- 123:leaf=-0.000606034591,cover=0
- 124:leaf=-3.2825028e-05,cover=0
- 62:[LGI5<2.89660096] yes=125,no=126,missing=125,gain=2.61350155,cover=2834542
- 125:leaf=6.58782446e-05,cover=0
- 126:leaf=-3.02081116e-05,cover=0
-booster[964]:
-0:[MidArea5<0.451744556] yes=1,no=2,missing=2,gain=0.158543453,cover=5124388
- 1:[Area5<0.673304081] yes=3,no=4,missing=3,gain=0.655982435,cover=60049
- 3:[PialArea5<0.563414931] yes=7,no=8,missing=8,gain=0.400867283,cover=59283
- 7:[Pol<160.153915] yes=15,no=16,missing=15,gain=0.350064129,cover=59137
- 15:[Pol<141.081833] yes=29,no=30,missing=30,gain=1.29605389,cover=56680
- 29:[PialCurv5<0.15079549] yes=57,no=58,missing=57,gain=0.7402004,cover=55282
- 57:leaf=0.000450891035,cover=0
- 58:leaf=-1.92819298e-05,cover=0
- 30:[LGI5<3.08610082] yes=59,no=60,missing=60,gain=1.08577275,cover=1398
- 59:leaf=-0.000803367991,cover=0
- 60:leaf=-0.00437490409,cover=0
- 16:[PialCurv5<0.200529471] yes=31,no=32,missing=31,gain=0.843862653,cover=2457
- 31:[LGI5<2.19753051] yes=61,no=62,missing=61,gain=1.09103703,cover=1300
- 61:leaf=-0.00592930894,cover=0
- 62:leaf=0.000133485388,cover=0
- 32:[Sulc0<0.636906147] yes=63,no=64,missing=63,gain=0.622237086,cover=1157
- 63:leaf=0.00180229452,cover=0
- 64:leaf=-0.00574942073,cover=0
- 8:[Curv5<-0.225438625] yes=17,no=18,missing=17,gain=0.157352269,cover=146
- 17:[Sulc0<-0.0637059584] yes=33,no=34,missing=33,gain=0.0903973579,cover=111
- 33:[LGI5<2.43374896] yes=65,no=66,missing=65,gain=0.100451767,cover=108
- 65:leaf=0.00209377683,cover=0
- 66:leaf=0.00521488767,cover=0
- 34:[Ecc<5.21075869] yes=67,no=68,missing=67,gain=0.00223732926,cover=3
- 67:leaf=-0.00480340747,cover=0
- 68:leaf=-0.000864574336,cover=0
- 18:[PialCurv5<-0.120663248] yes=35,no=36,missing=35,gain=0.0826482177,cover=35
- 35:[Curv5<-0.160152137] yes=69,no=70,missing=69,gain=0.0343232565,cover=30
- 69:leaf=-0.00227644388,cover=0
- 70:leaf=0.00139934616,cover=0
- 36:[Pol<152.092255] yes=71,no=72,missing=71,gain=0.000233560801,cover=5
- 71:leaf=0.00554633653,cover=0
- 72:leaf=0.00152208214,cover=0
- 4:[Curv5<0.120553598] yes=9,no=10,missing=9,gain=0.277910113,cover=766
- 9:leaf=-0.00840221718,cover=0
- 10:[Curv5<0.15992938] yes=19,no=20,missing=20,gain=0.262154579,cover=760
- 19:[Sulc0<0.890415967] yes=37,no=38,missing=38,gain=0.735126317,cover=71
- 37:[PialCurv5<0.182067633] yes=73,no=74,missing=73,gain=0.273990393,cover=31
- 73:leaf=0.0178023037,cover=0
- 74:leaf=0.00685240701,cover=0
- 38:[Curv5<0.151368812] yes=75,no=76,missing=75,gain=0.201205298,cover=40
- 75:leaf=-0.0030173033,cover=0
- 76:leaf=0.00397584355,cover=0
- 20:[LGI5<3.09872246] yes=39,no=40,missing=40,gain=0.222468793,cover=689
- 39:[LGI5<3.06122994] yes=77,no=78,missing=78,gain=0.828707397,cover=444
- 77:leaf=0.00136268744,cover=0
- 78:leaf=0.00949216168,cover=0
- 40:[LGI5<3.15728688] yes=79,no=80,missing=79,gain=1.23141885,cover=245
- 79:leaf=-0.00976361893,cover=0
- 80:leaf=0.00137217459,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.183655307,cover=5064339
- 5:[Area5<0.690371037] yes=11,no=12,missing=11,gain=0.808561683,cover=3639
- 11:[Sulc0<0.676033437] yes=21,no=22,missing=22,gain=0.438691914,cover=1477
- 21:[PialCurv5<0.45140323] yes=41,no=42,missing=42,gain=0.584312618,cover=219
- 41:[LGI5<2.2730217] yes=81,no=82,missing=81,gain=0.639598072,cover=194
- 81:leaf=-0.00754547259,cover=0
- 82:leaf=0.00261255726,cover=0
- 42:[Ecc<3.29132295] yes=83,no=84,missing=83,gain=0.138796508,cover=25
- 83:leaf=0.00190585502,cover=0
- 84:leaf=-0.00780893117,cover=0
- 22:[Pol<109.248352] yes=43,no=44,missing=43,gain=0.36169672,cover=1258
- 43:[PialCurv5<0.128475845] yes=85,no=86,missing=85,gain=0.329824209,cover=1176
- 85:leaf=-0.00536603574,cover=0
- 86:leaf=-0.00163983856,cover=0
- 44:[PialCurv5<0.241144046] yes=87,no=88,missing=87,gain=0.173854023,cover=82
- 87:leaf=0.00516730966,cover=0
- 88:leaf=0.000117806892,cover=0
- 12:[MidArea5<0.460721314] yes=23,no=24,missing=24,gain=0.598178744,cover=2162
- 23:[Curv5<0.186949074] yes=45,no=46,missing=45,gain=0.306905389,cover=323
- 45:[Ecc<13.4950199] yes=89,no=90,missing=89,gain=0.2395944,cover=129
- 89:leaf=0.00736092357,cover=0
- 90:leaf=0.0026530847,cover=0
- 46:[Pol<70.3717499] yes=91,no=92,missing=92,gain=0.204262465,cover=194
- 91:leaf=-0.00464167446,cover=0
- 92:leaf=0.00143561081,cover=0
- 24:[Area5<0.719086528] yes=47,no=48,missing=47,gain=0.348973632,cover=1839
- 47:[MidArea5<0.474339783] yes=93,no=94,missing=94,gain=0.491522163,cover=924
- 93:leaf=-0.000278628198,cover=0
- 94:leaf=-0.0034581963,cover=0
- 48:[Ecc<36.5542564] yes=95,no=96,missing=95,gain=0.904716969,cover=915
- 95:leaf=0.00180228974,cover=0
- 96:leaf=-0.00145343959,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=13,gain=0.164035469,cover=5060700
- 13:[Area5<0.676715076] yes=25,no=26,missing=25,gain=0.87295568,cover=18235
- 25:[LGI5<3.60428405] yes=49,no=50,missing=50,gain=1.20224357,cover=16950
- 49:[PialCurv5<-0.171137348] yes=97,no=98,missing=97,gain=0.93600148,cover=16612
- 97:leaf=0.000555425242,cover=0
- 98:leaf=-0.000256672647,cover=0
- 50:[Pol<24.282547] yes=99,no=100,missing=99,gain=0.438134313,cover=338
- 99:leaf=-0.00507229706,cover=0
- 100:leaf=-0.00133105984,cover=0
- 26:[PialCurv5<-0.210138425] yes=51,no=52,missing=51,gain=0.954047084,cover=1285
- 51:[LGI5<2.63733578] yes=101,no=102,missing=101,gain=0.835230589,cover=734
- 101:leaf=-0.00597608788,cover=0
- 102:leaf=-0.00151291466,cover=0
- 52:[PialCurv5<-0.151339546] yes=103,no=104,missing=103,gain=2.10997081,cover=551
- 103:leaf=0.00330063957,cover=0
- 104:leaf=-0.00289889099,cover=0
- 14:[PialCurv5<-0.167439327] yes=27,no=28,missing=27,gain=0.171282291,cover=5042465
- 27:[Pol<62.799984] yes=53,no=54,missing=53,gain=2.2755425,cover=105119
- 53:[Area5<0.652759671] yes=105,no=106,missing=105,gain=2.28549767,cover=51090
- 105:leaf=0.000460100593,cover=0
- 106:leaf=-0.000217192341,cover=0
- 54:[Pol<96.8070755] yes=107,no=108,missing=107,gain=5.77579308,cover=54029
- 107:leaf=-0.0018397508,cover=0
- 108:leaf=-0.000118098797,cover=0
- 28:[Curv5<-0.272521824] yes=55,no=56,missing=55,gain=0.677914202,cover=4937346
- 55:[MidArea5<0.545424342] yes=109,no=110,missing=109,gain=1.59174323,cover=165249
- 109:leaf=0.000992645626,cover=0
- 110:leaf=7.26931539e-05,cover=0
- 56:[PialCurv5<-0.139269829] yes=111,no=112,missing=111,gain=0.329587162,cover=4772097
- 111:leaf=-6.38884594e-05,cover=0
- 112:leaf=-4.97457052e-07,cover=0
-booster[965]:
-0:[PialArea5<0.355263293] yes=1,no=2,missing=2,gain=0.148355588,cover=5124388
- 1:[Sulc0<-0.552155435] yes=3,no=4,missing=3,gain=0.478538305,cover=262995
- 3:[MidArea5<0.509283841] yes=7,no=8,missing=8,gain=0.603819489,cover=462
- 7:[Area5<0.677535415] yes=15,no=16,missing=16,gain=0.737757623,cover=442
- 15:[Sulc0<-0.603582025] yes=31,no=32,missing=31,gain=0.603323102,cover=436
- 31:[Area5<0.659308732] yes=59,no=60,missing=59,gain=0.428636253,cover=284
- 59:leaf=-0.000294928264,cover=0
- 60:leaf=0.016188357,cover=0
- 32:[PialCurv5<-0.0529128574] yes=61,no=62,missing=61,gain=0.377420962,cover=152
- 61:leaf=0.00124734477,cover=0
- 62:leaf=-0.00513595017,cover=0
- 16:leaf=0.0149393352,cover=0
- 8:[Ecc<1.05247808] yes=17,no=18,missing=17,gain=0.772125006,cover=20
- 17:leaf=-0.0199137889,cover=0
- 18:[PialCurv5<0.0519027263] yes=33,no=34,missing=33,gain=0.248140574,cover=11
- 33:[Curv5<0.118689038] yes=63,no=64,missing=63,gain=0.0502120405,cover=8
- 63:leaf=-0.0078523783,cover=0
- 64:leaf=5.26338808e-05,cover=0
- 34:[Ecc<2.97906685] yes=65,no=66,missing=65,gain=0.0268553644,cover=3
- 65:leaf=0.0121802231,cover=0
- 66:leaf=0.00125048764,cover=0
- 4:[Curv5<0.139330834] yes=9,no=10,missing=9,gain=0.470580339,cover=262533
- 9:[LGI5<3.84897733] yes=19,no=20,missing=19,gain=1.06284809,cover=45355
- 19:[Ecc<0.783076942] yes=35,no=36,missing=35,gain=0.994471312,cover=44942
- 35:[Area5<0.664770067] yes=67,no=68,missing=68,gain=1.80968785,cover=1451
- 67:leaf=-0.000481392257,cover=0
- 68:leaf=-0.00597208971,cover=0
- 36:[Ecc<4.40349627] yes=69,no=70,missing=70,gain=1.24030912,cover=43491
- 69:leaf=0.00151515717,cover=0
- 70:leaf=0.000151176733,cover=0
- 20:[PialCurv5<0.0959877223] yes=37,no=38,missing=37,gain=2.09288669,cover=413
- 37:[Pol<111.846848] yes=71,no=72,missing=71,gain=0.437789977,cover=60
- 71:leaf=-0.00728587201,cover=0
- 72:leaf=0.0061934148,cover=0
- 38:[Ecc<21.7409172] yes=73,no=74,missing=73,gain=1.29456663,cover=353
- 73:leaf=6.51847085e-06,cover=0
- 74:leaf=0.00636880985,cover=0
- 10:[PialCurv5<0.280504435] yes=21,no=22,missing=21,gain=1.05674839,cover=217178
- 21:[Pol<109.248352] yes=39,no=40,missing=40,gain=0.990763485,cover=71494
- 39:[Sulc0<0.0530014001] yes=75,no=76,missing=76,gain=1.23871994,cover=58514
- 75:leaf=0.00123472128,cover=0
- 76:leaf=-0.000272265024,cover=0
- 40:[Ecc<1.10530448] yes=77,no=78,missing=78,gain=1.18394923,cover=12980
- 77:leaf=-0.000928848633,cover=0
- 78:leaf=0.000440518459,cover=0
- 22:[Sulc0<0.795422614] yes=41,no=42,missing=41,gain=1.18461967,cover=145684
- 41:[Pol<87.9431763] yes=79,no=80,missing=79,gain=2.23574686,cover=71179
- 79:leaf=0.00111665425,cover=0
- 80:leaf=0.000143187368,cover=0
- 42:[Pol<136.095428] yes=81,no=82,missing=81,gain=0.929973185,cover=74505
- 81:leaf=-4.66769234e-05,cover=0
- 82:leaf=-0.00477810344,cover=0
- 2:[Curv5<0.216179401] yes=5,no=6,missing=6,gain=0.276101202,cover=4861393
- 5:[PialCurv5<0.45140323] yes=11,no=12,missing=11,gain=0.590250015,cover=4821158
- 11:[PialCurv5<0.343960524] yes=23,no=24,missing=24,gain=0.389707178,cover=4814257
- 23:[Curv5<0.171955615] yes=43,no=44,missing=43,gain=0.807012439,cover=4735896
- 43:[Sulc0<1.16950965] yes=83,no=84,missing=84,gain=0.731508732,cover=4646130
- 83:leaf=-3.61370803e-06,cover=0
- 84:leaf=0.000383937237,cover=0
- 44:[Area5<0.712503135] yes=85,no=86,missing=85,gain=2.41531801,cover=89766
- 85:leaf=0.000304802525,cover=0
- 86:leaf=-0.000282316381,cover=0
- 24:[LGI5<2.16230083] yes=45,no=46,missing=45,gain=1.0571326,cover=78361
- 45:[Pol<103.851685] yes=87,no=88,missing=87,gain=1.61936879,cover=404
- 87:leaf=-0.00589284441,cover=0
- 88:leaf=0.000430108426,cover=0
- 46:[Sulc0<0.184694022] yes=89,no=90,missing=89,gain=1.07736814,cover=77957
- 89:leaf=0.000445312093,cover=0
- 90:leaf=-0.000162392796,cover=0
- 12:[Curv5<0.137416571] yes=25,no=26,missing=26,gain=1.08234262,cover=6901
- 25:[Pol<3.6072247] yes=47,no=48,missing=48,gain=1.4578656,cover=422
- 47:leaf=0.0248688366,cover=0
- 48:[LGI5<2.36851335] yes=91,no=92,missing=91,gain=0.571726561,cover=418
- 91:leaf=-0.00791890919,cover=0
- 92:leaf=-0.0016918754,cover=0
- 26:[PialArea5<0.662493944] yes=49,no=50,missing=50,gain=0.992732525,cover=6479
- 49:[Pol<165.239029] yes=93,no=94,missing=94,gain=0.939102411,cover=6452
- 93:leaf=0.000469217397,cover=0
- 94:leaf=0.00386104803,cover=0
- 50:[Ecc<2.6675415] yes=95,no=96,missing=96,gain=0.223372579,cover=27
- 95:leaf=0.00567687675,cover=0
- 96:leaf=0.015328533,cover=0
- 6:[Sulc0<-0.332174033] yes=13,no=14,missing=13,gain=0.739441276,cover=40235
- 13:[Ecc<1.26157856] yes=27,no=28,missing=27,gain=1.43787742,cover=615
- 27:[LGI5<2.34802985] yes=51,no=52,missing=51,gain=1.26452661,cover=286
- 51:[MidArea5<0.509283841] yes=97,no=98,missing=98,gain=0.632611275,cover=144
- 97:leaf=-0.00158562732,cover=0
- 98:leaf=-0.00951704383,cover=0
- 52:[Area5<0.620557249] yes=99,no=100,missing=99,gain=1.00365424,cover=142
- 99:leaf=-0.00530210603,cover=0
- 100:leaf=0.00304915733,cover=0
- 28:[Ecc<1.51801682] yes=53,no=54,missing=53,gain=0.237435907,cover=329
- 53:[LGI5<2.41354537] yes=101,no=102,missing=101,gain=0.578405738,cover=38
- 101:leaf=-0.00526985666,cover=0
- 102:leaf=0.00792349782,cover=0
- 54:[LGI5<2.21018219] yes=103,no=104,missing=103,gain=0.322375774,cover=291
- 103:leaf=0.00396766327,cover=0
- 104:leaf=-0.00076521741,cover=0
- 14:[Pol<73.3354874] yes=29,no=30,missing=30,gain=0.900491536,cover=39620
- 29:[LGI5<2.37224698] yes=55,no=56,missing=55,gain=0.993590653,cover=1550
- 55:[Area5<0.685542226] yes=105,no=106,missing=106,gain=1.94202018,cover=106
- 105:leaf=0.00276415423,cover=0
- 106:leaf=0.0212360304,cover=0
- 56:[LGI5<2.99035311] yes=107,no=108,missing=107,gain=0.658475757,cover=1444
- 107:leaf=-0.000604771951,cover=0
- 108:leaf=0.00158309285,cover=0
- 30:[Area5<0.643796742] yes=57,no=58,missing=57,gain=0.837540984,cover=38070
- 57:[Sulc0<0.443755656] yes=109,no=110,missing=110,gain=0.862904251,cover=18260
- 109:leaf=-9.69024186e-05,cover=0
- 110:leaf=0.000720921846,cover=0
- 58:[PialCurv5<0.45140323] yes=111,no=112,missing=111,gain=1.13788259,cover=19810
- 111:leaf=-0.00021314116,cover=0
- 112:leaf=-0.00124505279,cover=0
-booster[966]:
-0:[LGI5<2.24172258] yes=1,no=2,missing=2,gain=0.148055583,cover=5124388
- 1:[Pol<45.5953903] yes=3,no=4,missing=3,gain=1.23050618,cover=160410
- 3:[Sulc0<-0.298712492] yes=7,no=8,missing=7,gain=5.36538792,cover=23269
- 7:[Curv5<0.081820026] yes=15,no=16,missing=15,gain=1.53778505,cover=22715
- 15:[PialArea5<0.693130434] yes=31,no=32,missing=31,gain=2.38485527,cover=22569
- 31:[LGI5<2.21018219] yes=63,no=64,missing=63,gain=5.25686932,cover=1311
- 63:leaf=6.45006003e-05,cover=0
- 64:leaf=0.0067177522,cover=0
- 32:[Curv5<0.0452247933] yes=65,no=66,missing=65,gain=1.24430108,cover=21258
- 65:leaf=0.00018364405,cover=0
- 66:leaf=-0.0107613076,cover=0
- 16:[Ecc<1.62447274] yes=33,no=34,missing=34,gain=0.901937604,cover=146
- 33:[PialCurv5<0.0798129067] yes=67,no=68,missing=67,gain=0.375893384,cover=103
- 67:leaf=0.00377241895,cover=0
- 68:leaf=-0.00372654758,cover=0
- 34:[PialCurv5<0.0851107761] yes=69,no=70,missing=70,gain=0.393201828,cover=43
- 69:leaf=0.00522151915,cover=0
- 70:leaf=-0.0121337324,cover=0
- 8:[LGI5<2.21018219] yes=17,no=18,missing=17,gain=2.45881987,cover=554
- 17:[Ecc<0.729281187] yes=35,no=36,missing=36,gain=3.94291997,cover=332
- 35:[Curv5<0.174639657] yes=71,no=72,missing=71,gain=1.21962225,cover=116
- 71:leaf=-0.00916298758,cover=0
- 72:leaf=0.00119303109,cover=0
- 36:[MidArea5<0.747147739] yes=73,no=74,missing=73,gain=4.92242813,cover=216
- 73:leaf=0.0103493137,cover=0
- 74:leaf=-0.00809585769,cover=0
- 18:[PialCurv5<-0.0173297711] yes=37,no=38,missing=37,gain=3.45920324,cover=222
- 37:[MidArea5<0.615840912] yes=75,no=76,missing=75,gain=8.002141,cover=59
- 75:leaf=0.0419610702,cover=0
- 76:leaf=0.00454235682,cover=0
- 38:[Ecc<1.73852015] yes=77,no=78,missing=77,gain=1.14309549,cover=163
- 77:leaf=0.00713535259,cover=0
- 78:leaf=-0.00494293822,cover=0
- 4:[Curv5<-0.239749789] yes=9,no=10,missing=9,gain=1.70849597,cover=137141
- 9:[MidArea5<0.675531864] yes=19,no=20,missing=19,gain=3.68579102,cover=13001
- 19:[PialCurv5<-0.210138425] yes=39,no=40,missing=40,gain=1.70553386,cover=6444
- 39:[Curv5<-0.331971258] yes=79,no=80,missing=80,gain=1.22866285,cover=114
- 79:leaf=0.007961086,cover=0
- 80:leaf=-0.00601657573,cover=0
- 40:[Ecc<6.10119486] yes=81,no=82,missing=81,gain=1.65695739,cover=6330
- 81:leaf=-0.000674370618,cover=0
- 82:leaf=0.00218125945,cover=0
- 20:[PialCurv5<-0.124814533] yes=41,no=42,missing=42,gain=2.49022961,cover=6557
- 41:[Pol<162.313202] yes=83,no=84,missing=83,gain=1.92316341,cover=4375
- 83:leaf=0.00130013772,cover=0
- 84:leaf=-0.00109418016,cover=0
- 42:[Curv5<-0.331971258] yes=85,no=86,missing=86,gain=2.28725863,cover=2182
- 85:leaf=-0.00460497476,cover=0
- 86:leaf=0.00310468837,cover=0
- 10:[PialCurv5<-0.0595124774] yes=21,no=22,missing=21,gain=2.42133427,cover=124140
- 21:[PialArea5<0.672997355] yes=43,no=44,missing=44,gain=2.63024378,cover=49882
- 43:[Area5<0.44435063] yes=87,no=88,missing=87,gain=2.23864841,cover=3970
- 87:leaf=0.000976605457,cover=0
- 88:leaf=-0.00212389347,cover=0
- 44:[Ecc<0.889730632] yes=89,no=90,missing=90,gain=2.8190403,cover=45912
- 89:leaf=-0.000885459071,cover=0
- 90:leaf=4.49104027e-06,cover=0
- 22:[Curv5<-0.12365336] yes=45,no=46,missing=45,gain=8.65120792,cover=74258
- 45:[PialCurv5<0.00860458333] yes=91,no=92,missing=91,gain=2.86826324,cover=3041
- 91:leaf=0.00242700474,cover=0
- 92:leaf=0.0106551675,cover=0
- 46:[Sulc0<-0.903383076] yes=93,no=94,missing=93,gain=6.75112581,cover=71217
- 93:leaf=0.00583930127,cover=0
- 94:leaf=-3.80392994e-05,cover=0
- 2:[LGI5<2.25958419] yes=5,no=6,missing=5,gain=1.62302327,cover=4963978
- 5:[Pol<31.3444195] yes=11,no=12,missing=12,gain=2.07840276,cover=42535
- 11:[PialCurv5<-0.076943703] yes=23,no=24,missing=23,gain=2.40379071,cover=3974
- 23:[Sulc0<-0.815117955] yes=47,no=48,missing=47,gain=1.21764207,cover=3139
- 47:[Ecc<3.8768425] yes=95,no=96,missing=95,gain=1.16640306,cover=2387
- 95:leaf=0.000923508429,cover=0
- 96:leaf=-0.00470250798,cover=0
- 48:[Ecc<2.91795349] yes=97,no=98,missing=97,gain=1.4770602,cover=752
- 97:leaf=-0.00258824299,cover=0
- 98:leaf=0.00338383508,cover=0
- 24:[MidArea5<0.543015957] yes=49,no=50,missing=50,gain=4.58228064,cover=835
- 49:[Sulc0<-0.383002371] yes=99,no=100,missing=99,gain=0.711348295,cover=46
- 99:leaf=-0.0175827686,cover=0
- 100:leaf=-0.00489036459,cover=0
- 50:[PialArea5<0.998395085] yes=101,no=102,missing=101,gain=2.5950079,cover=789
- 101:leaf=0.00588074559,cover=0
- 102:leaf=-0.000450025138,cover=0
- 12:[Ecc<4.46987629] yes=25,no=26,missing=25,gain=2.44807458,cover=38561
- 25:[MidArea5<0.786720097] yes=51,no=52,missing=51,gain=1.65562344,cover=31180
- 51:[MidArea5<0.697175384] yes=103,no=104,missing=104,gain=3.28133059,cover=23830
- 103:leaf=-0.00042053833,cover=0
- 104:leaf=-0.00168481155,cover=0
- 52:[Pol<162.313202] yes=105,no=106,missing=105,gain=2.50320029,cover=7350
- 105:leaf=0.000367375731,cover=0
- 106:leaf=-0.00256658578,cover=0
- 26:[Sulc0<0.795422614] yes=53,no=54,missing=54,gain=1.4710741,cover=7381
- 53:[Area5<0.517926872] yes=107,no=108,missing=107,gain=1.26036882,cover=7289
- 107:leaf=0.00229609525,cover=0
- 108:leaf=9.92476853e-05,cover=0
- 54:[Curv5<0.149355054] yes=109,no=110,missing=109,gain=3.27955389,cover=92
- 109:leaf=0.0184614975,cover=0
- 110:leaf=-0.000801793125,cover=0
- 6:[Ecc<2.25101852] yes=13,no=14,missing=13,gain=0.275785625,cover=4921443
- 13:[Pol<11.2407846] yes=27,no=28,missing=27,gain=4.2163496,cover=651617
- 27:[PialCurv5<-0.0940372422] yes=55,no=56,missing=55,gain=8.03627396,cover=33866
- 55:[LGI5<2.29656005] yes=111,no=112,missing=112,gain=2.17847443,cover=23404
- 111:leaf=-0.00169841503,cover=0
- 112:leaf=0.000139947297,cover=0
- 56:[Ecc<1.41371143] yes=113,no=114,missing=114,gain=1.93834209,cover=10462
- 113:leaf=-0.000941931095,cover=0
- 114:leaf=-0.00230566482,cover=0
- 28:[LGI5<3.02536297] yes=57,no=58,missing=58,gain=2.84928894,cover=617751
- 57:[Area5<0.765896857] yes=115,no=116,missing=115,gain=2.60356069,cover=617425
- 115:leaf=3.43413521e-05,cover=0
- 116:leaf=0.00049094198,cover=0
- 58:[Pol<148.336472] yes=117,no=118,missing=117,gain=2.73568583,cover=326
- 117:leaf=0.00785128865,cover=0
- 118:leaf=-0.00195261871,cover=0
- 14:[Ecc<2.79805064] yes=29,no=30,missing=29,gain=0.756616473,cover=4269826
- 29:[PialCurv5<0.241144046] yes=59,no=60,missing=59,gain=2.960706,cover=163945
- 59:[Area5<0.595263004] yes=119,no=120,missing=120,gain=4.17710495,cover=148335
- 119:leaf=0.000231688537,cover=0
- 120:leaf=-0.000349694834,cover=0
- 60:[Curv5<0.15992938] yes=121,no=122,missing=121,gain=3.60549068,cover=15610
- 121:leaf=0.00188299757,cover=0
- 122:leaf=0.000114228336,cover=0
- 30:[PialCurv5<-0.0948967114] yes=61,no=62,missing=61,gain=0.668067753,cover=4105881
- 61:[Curv5<-0.141545609] yes=123,no=124,missing=123,gain=16.6389198,cover=1105121
- 123:leaf=-1.10808814e-05,cover=0
- 124:leaf=0.00086997234,cover=0
- 62:[Curv5<-0.158538193] yes=125,no=126,missing=125,gain=6.33780336,cover=3000760
- 125:leaf=0.000288982876,cover=0
- 126:leaf=-2.91023989e-05,cover=0
-booster[967]:
-0:[Curv5<0.00546095846] yes=1,no=2,missing=1,gain=0.146778032,cover=5124388
- 1:[Sulc0<0.966456771] yes=3,no=4,missing=3,gain=1.52781355,cover=3168182
- 3:[Sulc0<0.624357879] yes=7,no=8,missing=8,gain=1.56031251,cover=3167984
- 7:[Ecc<9.0678978] yes=15,no=16,missing=15,gain=1.16407657,cover=3161767
- 15:[Sulc0<0.0608992092] yes=31,no=32,missing=31,gain=7.52715874,cover=2003645
- 31:[LGI5<3.1767621] yes=63,no=64,missing=63,gain=3.4239018,cover=1946778
- 63:leaf=-1.46998434e-06,cover=0
- 64:leaf=-0.000434450776,cover=0
- 32:[Pol<82.8478928] yes=65,no=66,missing=65,gain=43.667099,cover=56867
- 65:leaf=-0.00298204739,cover=0
- 66:leaf=0.00020889302,cover=0
- 16:[Pol<128.951508] yes=33,no=34,missing=33,gain=3.12089562,cover=1158122
- 33:[Pol<61.2046547] yes=67,no=68,missing=68,gain=24.0488415,cover=612513
- 67:leaf=-5.63928334e-05,cover=0
- 68:leaf=0.000694902847,cover=0
- 34:[Ecc<12.0179253] yes=69,no=70,missing=70,gain=9.35806084,cover=545609
- 69:leaf=0.000377488992,cover=0
- 70:leaf=-0.000152169741,cover=0
- 8:[LGI5<2.99035311] yes=17,no=18,missing=18,gain=1.39525306,cover=6217
- 17:[Ecc<28.7730255] yes=35,no=36,missing=35,gain=2.11653447,cover=1013
- 35:[Area5<0.792350233] yes=71,no=72,missing=71,gain=1.60640717,cover=761
- 71:leaf=5.07621598e-06,cover=0
- 72:leaf=-0.0128825027,cover=0
- 36:[PialArea5<0.87722075] yes=73,no=74,missing=73,gain=2.67329621,cover=252
- 73:leaf=0.0066864253,cover=0
- 74:leaf=-0.00947142206,cover=0
- 18:[LGI5<3.39750218] yes=37,no=38,missing=37,gain=2.16427636,cover=5204
- 37:[Pol<134.081207] yes=75,no=76,missing=76,gain=4.42541504,cover=3177
- 75:leaf=-0.00129660824,cover=0
- 76:leaf=-0.00733392825,cover=0
- 38:[LGI5<3.50441384] yes=77,no=78,missing=77,gain=4.81975317,cover=2027
- 77:leaf=0.00364575884,cover=0
- 78:leaf=-0.00154991332,cover=0
- 4:[Pol<77.5287857] yes=9,no=10,missing=10,gain=0.922624707,cover=198
- 9:[PialCurv5<-0.0297427773] yes=19,no=20,missing=19,gain=0.510626316,cover=65
- 19:[PialArea5<0.533624351] yes=39,no=40,missing=39,gain=0.648288965,cover=13
- 39:[Sulc0<1.02827847] yes=79,no=80,missing=79,gain=0.120928526,cover=12
- 79:leaf=0.0124325175,cover=0
- 80:leaf=0.0267271977,cover=0
- 40:leaf=-0.0121767763,cover=0
- 20:[Pol<57.8577347] yes=41,no=42,missing=41,gain=0.641953886,cover=52
- 41:[PialCurv5<0.0354230702] yes=81,no=82,missing=81,gain=0.441212654,cover=16
- 81:leaf=-0.00844543148,cover=0
- 82:leaf=0.00732396776,cover=0
- 42:[PialCurv5<0.0771882981] yes=83,no=84,missing=83,gain=0.231786489,cover=36
- 83:leaf=0.0128150405,cover=0
- 84:leaf=0.00345760141,cover=0
- 10:[Area5<0.643796742] yes=21,no=22,missing=21,gain=0.746417761,cover=133
- 21:[Ecc<45.751255] yes=43,no=44,missing=44,gain=0.468274772,cover=47
- 43:[Ecc<28.7730255] yes=85,no=86,missing=85,gain=0.147953719,cover=29
- 85:leaf=-0.00347819924,cover=0
- 86:leaf=0.00362097961,cover=0
- 44:[Curv5<-0.0343657099] yes=87,no=88,missing=88,gain=0.761609614,cover=18
- 87:leaf=-0.00219062669,cover=0
- 88:leaf=-0.0239243768,cover=0
- 22:[PialArea5<0.624898493] yes=45,no=46,missing=45,gain=0.808518946,cover=86
- 45:[Ecc<29.3556995] yes=89,no=90,missing=89,gain=0.599957585,cover=74
- 89:leaf=-0.00291023729,cover=0
- 90:leaf=0.00871566869,cover=0
- 46:[Ecc<17.5281601] yes=91,no=92,missing=91,gain=0.109063059,cover=12
- 91:leaf=0.00110092468,cover=0
- 92:leaf=-0.0094340248,cover=0
- 2:[PialCurv5<0.0285326894] yes=5,no=6,missing=5,gain=2.00699973,cover=1956206
- 5:[Sulc0<-0.0862998366] yes=11,no=12,missing=11,gain=7.76058292,cover=138545
- 11:[Ecc<8.11897564] yes=23,no=24,missing=23,gain=5.07067299,cover=63369
- 23:[LGI5<2.82485151] yes=47,no=48,missing=48,gain=5.18960857,cover=45260
- 47:[Area5<0.739104271] yes=93,no=94,missing=93,gain=3.82694101,cover=40834
- 93:leaf=-0.000349332375,cover=0
- 94:leaf=0.000859043386,cover=0
- 48:[Pol<48.3047981] yes=95,no=96,missing=96,gain=16.3478718,cover=4426
- 95:leaf=-0.00298440596,cover=0
- 96:leaf=0.00366768683,cover=0
- 24:[Curv5<0.151368812] yes=49,no=50,missing=50,gain=3.79680586,cover=18109
- 49:[MidArea5<0.628216386] yes=97,no=98,missing=97,gain=4.18394375,cover=17952
- 97:leaf=-0.00239628716,cover=0
- 98:leaf=-0.000574456237,cover=0
- 50:[MidArea5<0.552703321] yes=99,no=100,missing=100,gain=6.05818987,cover=157
- 99:leaf=-0.00271774177,cover=0
- 100:leaf=0.0168411806,cover=0
- 12:[PialArea5<0.70906347] yes=25,no=26,missing=26,gain=9.9140358,cover=75176
- 25:[Area5<0.729573667] yes=51,no=52,missing=51,gain=5.65330696,cover=40418
- 51:[Pol<94.4799194] yes=101,no=102,missing=101,gain=4.90312529,cover=35027
- 101:leaf=0.000863376656,cover=0
- 102:leaf=-0.000321633386,cover=0
- 52:[LGI5<3.58443618] yes=103,no=104,missing=103,gain=4.13438129,cover=5391
- 103:leaf=-0.00113625964,cover=0
- 104:leaf=-0.00674910238,cover=0
- 26:[Curv5<0.0257103238] yes=53,no=54,missing=54,gain=7.09654045,cover=34758
- 53:[PialCurv5<0.0128733069] yes=105,no=106,missing=106,gain=7.0393548,cover=25792
- 105:leaf=0.00169468892,cover=0
- 106:leaf=2.42157512e-05,cover=0
- 54:[Pol<99.0100403] yes=107,no=108,missing=107,gain=9.52794647,cover=8966
- 107:leaf=0.00359836849,cover=0
- 108:leaf=0.000208446552,cover=0
- 6:[PialArea5<0.744910836] yes=13,no=14,missing=13,gain=2.94155431,cover=1817661
- 13:[PialCurv5<0.0771882981] yes=27,no=28,missing=27,gain=3.25326633,cover=1615635
- 27:[Ecc<5.53207445] yes=55,no=56,missing=55,gain=5.03074741,cover=184929
- 55:[Pol<72.6247101] yes=109,no=110,missing=109,gain=4.73754358,cover=55413
- 109:leaf=0.00128771865,cover=0
- 110:leaf=-0.000327483402,cover=0
- 56:[Area5<0.645846248] yes=111,no=112,missing=111,gain=7.01818371,cover=129516
- 111:leaf=-0.000369402929,cover=0
- 112:leaf=0.000566246279,cover=0
- 28:[Sulc0<-0.370474488] yes=57,no=58,missing=57,gain=2.12103009,cover=1430706
- 57:[Ecc<2.6050899] yes=113,no=114,missing=113,gain=4.95177746,cover=23631
- 113:leaf=-0.000970754307,cover=0
- 114:leaf=0.000582738139,cover=0
- 58:[Ecc<46.7494621] yes=115,no=116,missing=115,gain=2.08470488,cover=1407075
- 115:leaf=9.40565951e-06,cover=0
- 116:leaf=-0.000476282614,cover=0
- 14:[Ecc<15.3430929] yes=29,no=30,missing=30,gain=5.86451244,cover=202026
- 29:[Pol<61.2046547] yes=59,no=60,missing=59,gain=6.40063715,cover=121421
- 59:[Ecc<1.68457866] yes=117,no=118,missing=117,gain=3.34201908,cover=7492
- 117:leaf=-0.000880517066,cover=0
- 118:leaf=0.00192989956,cover=0
- 60:[Area5<0.648839295] yes=119,no=120,missing=119,gain=7.06247807,cover=113929
- 119:leaf=0.00221697171,cover=0
- 120:leaf=-0.000124857921,cover=0
- 30:[Pol<141.081833] yes=61,no=62,missing=61,gain=7.44895363,cover=80605
- 61:[Ecc<21.3640327] yes=121,no=122,missing=121,gain=7.18733025,cover=71085
- 121:leaf=-0.00176452927,cover=0
- 122:leaf=-0.000454459194,cover=0
- 62:[LGI5<3.34776258] yes=123,no=124,missing=123,gain=3.71694469,cover=9520
- 123:leaf=0.000186410893,cover=0
- 124:leaf=0.00239125732,cover=0
-booster[968]:
-0:[Ecc<21.0377083] yes=1,no=2,missing=2,gain=0.149902835,cover=5124388
- 1:[Sulc0<1.16950965] yes=3,no=4,missing=3,gain=1.76894975,cover=4175128
- 3:[LGI5<3.27544355] yes=7,no=8,missing=7,gain=1.24744403,cover=4170497
- 7:[Ecc<14.9070177] yes=15,no=16,missing=15,gain=1.86556792,cover=3816689
- 15:[Pol<80.2322083] yes=31,no=32,missing=31,gain=1.54133582,cover=3532028
- 31:[Sulc0<0.0372688323] yes=63,no=64,missing=63,gain=34.4057884,cover=1170621
- 63:leaf=3.58305042e-05,cover=0
- 64:leaf=-0.000892802607,cover=0
- 32:[LGI5<2.96780801] yes=65,no=66,missing=65,gain=6.34650087,cover=2361407
- 65:leaf=-9.50405501e-06,cover=0
- 66:leaf=0.000257229811,cover=0
- 16:[Pol<50.1003532] yes=33,no=34,missing=33,gain=15.61168,cover=284661
- 33:[Pol<11.2407846] yes=67,no=68,missing=68,gain=8.51232433,cover=63333
- 67:leaf=0.00039045827,cover=0
- 68:leaf=-0.000915869314,cover=0
- 34:[Pol<78.2110443] yes=69,no=70,missing=69,gain=44.9377518,cover=221328
- 69:leaf=0.00185856863,cover=0
- 70:leaf=-4.78179754e-06,cover=0
- 8:[Ecc<15.7955055] yes=17,no=18,missing=17,gain=5.02559519,cover=353808
- 17:[PialCurv5<-0.0154925911] yes=35,no=36,missing=35,gain=3.78387761,cover=203119
- 35:[Sulc0<-0.43309778] yes=71,no=72,missing=71,gain=9.34421444,cover=109103
- 71:leaf=0.000183191674,cover=0
- 72:leaf=-0.000812663638,cover=0
- 36:[Pol<66.6374893] yes=73,no=74,missing=73,gain=10.7322025,cover=94016
- 73:leaf=-0.00114402582,cover=0
- 74:leaf=0.000499327143,cover=0
- 18:[Pol<160.153915] yes=37,no=38,missing=37,gain=6.09572029,cover=150689
- 37:[Pol<130.822815] yes=75,no=76,missing=75,gain=20.3370819,cover=127027
- 75:leaf=-9.74451832e-05,cover=0
- 76:leaf=-0.00158785458,cover=0
- 38:[PialCurv5<-0.076943703] yes=77,no=78,missing=77,gain=4.78563213,cover=23662
- 77:leaf=0.000159206451,cover=0
- 78:leaf=0.00232596602,cover=0
- 4:[Curv5<0.108977526] yes=9,no=10,missing=9,gain=2.97565508,cover=4631
- 9:[PialCurv5<0.125401646] yes=19,no=20,missing=19,gain=3.7653563,cover=101
- 19:[Ecc<19.170145] yes=39,no=40,missing=39,gain=0.573821545,cover=30
- 39:[Pol<83.4982376] yes=79,no=80,missing=80,gain=0.0679411888,cover=26
- 79:leaf=-0.00576584926,cover=0
- 80:leaf=-0.0271980073,cover=0
- 40:[Pol<99.5532455] yes=81,no=82,missing=81,gain=0.00711962953,cover=4
- 81:leaf=-0.0058502662,cover=0
- 82:leaf=-0.000529795885,cover=0
- 20:[Ecc<17.2700901] yes=41,no=42,missing=41,gain=0.358452499,cover=71
- 41:[PialCurv5<0.208232641] yes=83,no=84,missing=84,gain=0.0907150209,cover=23
- 83:leaf=0.00465185056,cover=0
- 84:leaf=-0.00146900746,cover=0
- 42:[LGI5<3.78836131] yes=85,no=86,missing=86,gain=0.266533732,cover=48
- 85:leaf=-0.00176331715,cover=0
- 86:leaf=-0.00922853686,cover=0
- 10:[PialCurv5<0.119354174] yes=21,no=22,missing=22,gain=1.32003379,cover=4530
- 21:[LGI5<3.50441384] yes=43,no=44,missing=43,gain=0.187886953,cover=19
- 43:leaf=0.0161132924,cover=0
- 44:[Ecc<18.0513744] yes=87,no=88,missing=87,gain=0.0494429916,cover=8
- 87:leaf=0.00724185584,cover=0
- 88:leaf=-0.00116347079,cover=0
- 22:[PialArea5<0.38075453] yes=45,no=46,missing=45,gain=1.17594957,cover=4511
- 45:[Curv5<0.174639657] yes=89,no=90,missing=90,gain=2.67240214,cover=3410
- 89:leaf=0.0013979798,cover=0
- 90:leaf=-0.00148432888,cover=0
- 46:[PialCurv5<0.178517133] yes=91,no=92,missing=91,gain=1.37131834,cover=1101
- 91:leaf=-0.0106278053,cover=0
- 92:leaf=-0.00189264247,cover=0
- 2:[Area5<0.69896996] yes=5,no=6,missing=6,gain=2.65895462,cover=949260
- 5:[LGI5<3.60428405] yes=11,no=12,missing=11,gain=3.45531154,cover=406780
- 11:[LGI5<3.55025291] yes=23,no=24,missing=23,gain=4.35589838,cover=360804
- 23:[LGI5<3.26095963] yes=47,no=48,missing=48,gain=2.86149812,cover=346294
- 47:[Ecc<25.981123] yes=93,no=94,missing=93,gain=5.1344614,cover=227958
- 93:leaf=0.00014932052,cover=0
- 94:leaf=-0.000360507722,cover=0
- 48:[Ecc<28.7730255] yes=95,no=96,missing=96,gain=4.38822365,cover=118336
- 95:leaf=-0.000232577164,cover=0
- 96:leaf=0.000379494362,cover=0
- 24:[Curv5<-0.0963523984] yes=49,no=50,missing=49,gain=6.59834528,cover=14510
- 49:[Pol<143.959366] yes=97,no=98,missing=98,gain=1.78541732,cover=6362
- 97:leaf=0.00114077458,cover=0
- 98:leaf=-0.000540533045,cover=0
- 50:[Pol<34.3003769] yes=99,no=100,missing=100,gain=7.44944,cover=8148
- 99:leaf=-0.0056568142,cover=0
- 100:leaf=-0.0013094116,cover=0
- 12:[LGI5<3.78836131] yes=25,no=26,missing=25,gain=5.5559411,cover=45976
- 25:[Pol<134.743088] yes=51,no=52,missing=51,gain=2.88125181,cover=29079
- 51:[Curv5<-0.0109836133] yes=101,no=102,missing=101,gain=5.93362236,cover=17993
- 101:leaf=0.00228263182,cover=0
- 102:leaf=0.00041815429,cover=0
- 52:[PialCurv5<-0.0923183635] yes=103,no=104,missing=103,gain=2.50888443,cover=11086
- 103:leaf=-0.000449503452,cover=0
- 104:leaf=0.00111754693,cover=0
- 26:[Pol<55.3432045] yes=53,no=54,missing=53,gain=3.61647701,cover=16897
- 53:[Ecc<30.959959] yes=105,no=106,missing=105,gain=1.6390723,cover=3724
- 105:leaf=0.00193110411,cover=0
- 106:leaf=-0.000177404538,cover=0
- 54:[Sulc0<-0.15955846] yes=107,no=108,missing=107,gain=5.18076801,cover=13173
- 107:leaf=0.000669540314,cover=0
- 108:leaf=-0.00145843101,cover=0
- 6:[Sulc0<-0.188964635] yes=13,no=14,missing=13,gain=3.19565439,cover=542480
- 13:[PialCurv5<0.0044251224] yes=27,no=28,missing=28,gain=7.86598969,cover=106961
- 27:[PialArea5<0.869586051] yes=55,no=56,missing=56,gain=3.61776924,cover=103618
- 55:[Pol<142.520569] yes=109,no=110,missing=109,gain=5.28627586,cover=8854
- 109:leaf=0.00247359881,cover=0
- 110:leaf=2.96776889e-05,cover=0
- 56:[PialCurv5<-0.072655201] yes=111,no=112,missing=111,gain=3.26254129,cover=94764
- 111:leaf=0.000325442146,cover=0
- 112:leaf=-0.000378480268,cover=0
- 28:[Curv5<0.0513985939] yes=57,no=58,missing=58,gain=3.10028934,cover=3343
- 57:[Pol<9.44515038] yes=113,no=114,missing=113,gain=3.09043312,cover=3006
- 113:leaf=0.00815356802,cover=0
- 114:leaf=0.00177751854,cover=0
- 58:[Area5<0.745235085] yes=115,no=116,missing=116,gain=3.30656958,cover=337
- 115:leaf=0.00340811093,cover=0
- 116:leaf=0.0136426063,cover=0
- 14:[Curv5<0.0146088367] yes=29,no=30,missing=30,gain=4.7024436,cover=435519
- 29:[Pol<99.0100403] yes=59,no=60,missing=60,gain=6.51707935,cover=144790
- 59:[PialCurv5<-0.0262977369] yes=117,no=118,missing=117,gain=8.72236252,cover=61006
- 117:leaf=0.000993935508,cover=0
- 118:leaf=-0.000254349696,cover=0
- 60:[Pol<118.712891] yes=119,no=120,missing=119,gain=8.53551388,cover=83784
- 119:leaf=-0.00224931724,cover=0
- 120:leaf=-0.000344126893,cover=0
- 30:[Pol<132.083344] yes=61,no=62,missing=61,gain=8.78654289,cover=290729
- 61:[PialCurv5<0.0285326894] yes=121,no=122,missing=121,gain=5.96236897,cover=263159
- 121:leaf=0.00125314947,cover=0
- 122:leaf=9.86335181e-06,cover=0
- 62:[LGI5<3.34776258] yes=123,no=124,missing=124,gain=4.7203207,cover=27570
- 123:leaf=0.000589993026,cover=0
- 124:leaf=0.00205125613,cover=0
-booster[969]:
-0:[PialArea5<0.331288606] yes=1,no=2,missing=1,gain=0.148760661,cover=5124388
- 1:[MidArea5<0.566005528] yes=3,no=4,missing=4,gain=0.482821703,cover=180427
- 3:[Curv5<0.0915888697] yes=7,no=8,missing=8,gain=0.420100987,cover=179573
- 7:[MidArea5<0.515777051] yes=15,no=16,missing=15,gain=1.01259327,cover=3877
- 15:[Pol<26.4235344] yes=31,no=32,missing=31,gain=0.607979059,cover=3756
- 31:leaf=-0.0177543368,cover=0
- 32:[LGI5<2.81359315] yes=63,no=64,missing=63,gain=0.505119681,cover=3752
- 63:leaf=-0.00106011063,cover=0
- 64:leaf=0.000139809898,cover=0
- 16:[MidArea5<0.518836677] yes=33,no=34,missing=33,gain=0.749366403,cover=121
- 33:[Sulc0<0.812575758] yes=65,no=66,missing=65,gain=0.388635278,cover=25
- 65:leaf=-0.0147309825,cover=0
- 66:leaf=0.00341666932,cover=0
- 34:[PialCurv5<0.125401646] yes=67,no=68,missing=67,gain=0.363540202,cover=96
- 67:leaf=-0.00624442426,cover=0
- 68:leaf=-9.41371472e-05,cover=0
- 8:[Curv5<0.099404186] yes=17,no=18,missing=17,gain=0.504644752,cover=175696
- 17:[PialArea5<0.324585885] yes=35,no=36,missing=35,gain=0.70645684,cover=1161
- 35:[Area5<0.712503135] yes=69,no=70,missing=69,gain=0.587710857,cover=958
- 69:leaf=0.0019510662,cover=0
- 70:leaf=-0.00351969269,cover=0
- 36:[Sulc0<0.717745602] yes=71,no=72,missing=71,gain=0.797436595,cover=203
- 71:leaf=-0.00431039417,cover=0
- 72:leaf=0.00198529265,cover=0
- 18:[LGI5<3.58443618] yes=37,no=38,missing=37,gain=0.484841883,cover=174535
- 37:[LGI5<3.29780769] yes=73,no=74,missing=74,gain=0.593315959,cover=168166
- 73:leaf=6.09336312e-05,cover=0
- 74:leaf=-0.000234088628,cover=0
- 38:[Curv5<0.233002663] yes=75,no=76,missing=75,gain=1.38677073,cover=6369
- 75:leaf=0.000732340442,cover=0
- 76:leaf=-0.00161485991,cover=0
- 4:[Ecc<42.9490852] yes=9,no=10,missing=9,gain=0.871780992,cover=854
- 9:[Pol<109.248352] yes=19,no=20,missing=19,gain=0.348834395,cover=730
- 19:[PialCurv5<0.196748361] yes=39,no=40,missing=40,gain=0.270952106,cover=695
- 39:[Pol<92.1537628] yes=77,no=78,missing=77,gain=0.372293234,cover=32
- 77:leaf=-0.00636539608,cover=0
- 78:leaf=0.00443080021,cover=0
- 40:[PialCurv5<0.343960524] yes=79,no=80,missing=79,gain=0.513330102,cover=663
- 79:leaf=0.00454176776,cover=0
- 80:leaf=0.00146491907,cover=0
- 20:[PialCurv5<0.285888344] yes=41,no=42,missing=41,gain=0.337422609,cover=35
- 41:[Pol<110.811417] yes=81,no=82,missing=82,gain=0.0423145145,cover=6
- 81:leaf=-0.0012909174,cover=0
- 82:leaf=0.00870115124,cover=0
- 42:[Ecc<21.7409172] yes=83,no=84,missing=83,gain=0.125574619,cover=29
- 83:leaf=-0.00678319437,cover=0
- 84:leaf=0.00113430701,cover=0
- 10:[Pol<50.9985542] yes=21,no=22,missing=21,gain=0.500676751,cover=124
- 21:[Ecc<48.8682671] yes=43,no=44,missing=43,gain=0.029368639,cover=7
- 43:leaf=0.0106806392,cover=0
- 44:leaf=0.000727307808,cover=0
- 22:[Area5<0.818724692] yes=45,no=46,missing=46,gain=0.315245807,cover=117
- 45:[Curv5<0.177453667] yes=85,no=86,missing=85,gain=0.113137662,cover=16
- 85:leaf=0.00846857205,cover=0
- 86:leaf=-6.13555312e-05,cover=0
- 46:[Area5<0.839165807] yes=87,no=88,missing=87,gain=0.664171517,cover=101
- 87:leaf=-0.0119522177,cover=0
- 88:leaf=-0.00225417013,cover=0
- 2:[Curv5<0.110890195] yes=5,no=6,missing=5,gain=0.20859313,cover=4943961
- 5:[PialCurv5<0.315450013] yes=11,no=12,missing=12,gain=1.79232419,cover=4187271
- 11:[Sulc0<0.56283927] yes=23,no=24,missing=23,gain=0.956519365,cover=4184863
- 23:[Ecc<46.7494621] yes=47,no=48,missing=48,gain=0.883893907,cover=4002133
- 47:[PialCurv5<0.137877449] yes=89,no=90,missing=89,gain=0.935382187,cover=3968862
- 89:leaf=-9.15605051e-06,cover=0
- 90:leaf=0.000105055886,cover=0
- 48:[Pol<116.093399] yes=91,no=92,missing=92,gain=2.51065826,cover=33271
- 91:leaf=-8.75594706e-05,cover=0
- 92:leaf=0.000805662188,cover=0
- 24:[Ecc<5.59685707] yes=49,no=50,missing=49,gain=4.20357037,cover=182730
- 49:[LGI5<2.49595737] yes=93,no=94,missing=93,gain=2.06224275,cover=1169
- 93:leaf=-0.00574666541,cover=0
- 94:leaf=-0.00133684126,cover=0
- 50:[Area5<0.710880876] yes=95,no=96,missing=95,gain=3.26694107,cover=181561
- 95:leaf=0.000370256399,cover=0
- 96:leaf=-5.62792957e-05,cover=0
- 12:[Pol<9.44515038] yes=25,no=26,missing=26,gain=2.78844023,cover=2408
- 25:[LGI5<3.28291535] yes=51,no=52,missing=52,gain=1.20716739,cover=17
- 51:[Sulc0<0.586347759] yes=97,no=98,missing=97,gain=0.139392674,cover=9
- 97:leaf=0.00957833137,cover=0
- 98:leaf=-0.00204963586,cover=0
- 52:leaf=0.0312498361,cover=0
- 26:[PialArea5<0.537928462] yes=53,no=54,missing=53,gain=1.67891598,cover=2391
- 53:[LGI5<2.16230083] yes=99,no=100,missing=99,gain=1.29066658,cover=1427
- 99:leaf=-0.0171989594,cover=0
- 100:leaf=-0.00243932265,cover=0
- 54:[LGI5<2.29656005] yes=101,no=102,missing=101,gain=1.53680658,cover=964
- 101:leaf=0.00785394665,cover=0
- 102:leaf=-0.000408888009,cover=0
- 6:[Ecc<1.10530448] yes=13,no=14,missing=13,gain=1.43335187,cover=756690
- 13:[Sulc0<-0.325671464] yes=27,no=28,missing=28,gain=4.72929049,cover=18327
- 27:[LGI5<2.21018219] yes=55,no=56,missing=56,gain=3.07804632,cover=4890
- 55:[LGI5<2.18291569] yes=103,no=104,missing=103,gain=8.70357227,cover=537
- 103:leaf=-0.00511105359,cover=0
- 104:leaf=0.00763783185,cover=0
- 56:[Ecc<0.353712648] yes=105,no=106,missing=105,gain=4.15814972,cover=4353
- 105:leaf=0.00056220626,cover=0
- 106:leaf=-0.00308800745,cover=0
- 28:[PialCurv5<0.134718806] yes=57,no=58,missing=57,gain=2.97498202,cover=13437
- 57:[LGI5<2.44958925] yes=107,no=108,missing=108,gain=3.2563405,cover=2031
- 107:leaf=-0.00288581406,cover=0
- 108:leaf=0.00175554235,cover=0
- 58:[Area5<0.704541981] yes=109,no=110,missing=109,gain=1.88661015,cover=11406
- 109:leaf=0.000638330413,cover=0
- 110:leaf=-0.00103136001,cover=0
- 14:[Sulc0<-0.298712492] yes=29,no=30,missing=29,gain=3.24253249,cover=738363
- 29:[Pol<124.172195] yes=59,no=60,missing=59,gain=8.16146851,cover=10045
- 59:[Area5<0.57817024] yes=111,no=112,missing=111,gain=3.06609249,cover=6219
- 111:leaf=-0.00364450621,cover=0
- 112:leaf=0.000121315315,cover=0
- 60:[LGI5<2.83041978] yes=113,no=114,missing=113,gain=6.718503,cover=3826
- 113:leaf=0.00420004595,cover=0
- 114:leaf=-0.000219953043,cover=0
- 30:[PialCurv5<0.0932018384] yes=61,no=62,missing=61,gain=2.24943852,cover=728318
- 61:[Pol<165.944183] yes=115,no=116,missing=115,gain=3.56383085,cover=24953
- 115:leaf=0.000657264143,cover=0
- 116:leaf=-0.00119836756,cover=0
- 62:[PialCurv5<0.200529471] yes=117,no=118,missing=117,gain=1.6893518,cover=703365
- 117:leaf=-0.000176523245,cover=0
- 118:leaf=1.43680018e-06,cover=0
-booster[970]:
-0:[PialArea5<0.841635466] yes=1,no=2,missing=1,gain=0.152387679,cover=5124388
- 1:[Area5<0.808195949] yes=3,no=4,missing=3,gain=0.875049591,cover=2965514
- 3:[MidArea5<0.715439677] yes=7,no=8,missing=8,gain=0.855422258,cover=2868070
- 7:[Ecc<44.7855835] yes=15,no=16,missing=15,gain=1.17373419,cover=2356808
- 15:[Area5<0.733255386] yes=31,no=32,missing=31,gain=1.13677871,cover=2312253
- 31:[PialArea5<0.739180207] yes=63,no=64,missing=63,gain=1.33445907,cover=2017363
- 63:leaf=-2.67892319e-05,cover=0
- 64:leaf=8.05926975e-05,cover=0
- 32:[Curv5<0.124281213] yes=65,no=66,missing=65,gain=4.73007679,cover=294890
- 65:leaf=0.00029156133,cover=0
- 66:leaf=-0.000109101937,cover=0
- 16:[LGI5<2.60212255] yes=33,no=34,missing=33,gain=2.08157444,cover=44555
- 33:[PialCurv5<0.196748361] yes=67,no=68,missing=67,gain=0.850803852,cover=409
- 67:leaf=-0.0056602452,cover=0
- 68:leaf=-0.00100372068,cover=0
- 34:[LGI5<2.6558373] yes=69,no=70,missing=69,gain=1.92479348,cover=44146
- 69:leaf=0.00358343543,cover=0
- 70:leaf=-0.000249544712,cover=0
- 8:[LGI5<2.18291569] yes=17,no=18,missing=18,gain=2.97668409,cover=511262
- 17:[Curv5<-0.00866711512] yes=35,no=36,missing=36,gain=2.92252088,cover=3356
- 35:[Ecc<0.295587689] yes=71,no=72,missing=71,gain=3.38416004,cover=1937
- 71:leaf=0.0124942409,cover=0
- 72:leaf=0.00222930266,cover=0
- 36:[Sulc0<-0.469276249] yes=73,no=74,missing=73,gain=2.35444283,cover=1419
- 73:leaf=-0.00511781266,cover=0
- 74:leaf=0.000551028643,cover=0
- 18:[Pol<154.27803] yes=37,no=38,missing=37,gain=2.89515376,cover=507906
- 37:[Sulc0<0.966456771] yes=75,no=76,missing=75,gain=2.80760026,cover=447579
- 75:leaf=-0.00012789508,cover=0
- 76:leaf=0.00467882538,cover=0
- 38:[Sulc0<-0.00176540145] yes=77,no=78,missing=77,gain=2.29935122,cover=60327
- 77:leaf=0.000358142424,cover=0
- 78:leaf=-0.000592981873,cover=0
- 4:[Ecc<6.22534323] yes=9,no=10,missing=9,gain=1.5926168,cover=97444
- 9:[Pol<40.9012032] yes=19,no=20,missing=19,gain=3.07801652,cover=20249
- 19:[PialCurv5<-0.145424455] yes=39,no=40,missing=40,gain=0.888971806,cover=364
- 39:[Sulc0<-0.801933944] yes=79,no=80,missing=80,gain=0.688504577,cover=16
- 79:leaf=0.000787940167,cover=0
- 80:leaf=0.0245748796,cover=0
- 40:[LGI5<2.84729719] yes=81,no=82,missing=81,gain=1.05502486,cover=348
- 81:leaf=-0.00657832017,cover=0
- 82:leaf=0.000744655554,cover=0
- 20:[Curv5<-0.0553030409] yes=41,no=42,missing=42,gain=2.38866687,cover=19885
- 41:[Ecc<4.27275372] yes=83,no=84,missing=83,gain=2.91673374,cover=1573
- 83:leaf=0.00283034914,cover=0
- 84:leaf=-0.00238940283,cover=0
- 42:[Sulc0<-0.152423486] yes=85,no=86,missing=85,gain=3.97927713,cover=18312
- 85:leaf=-0.00169529673,cover=0
- 86:leaf=6.66085834e-05,cover=0
- 10:[PialCurv5<0.280504435] yes=21,no=22,missing=21,gain=2.49222231,cover=77195
- 21:[PialCurv5<0.00860458333] yes=43,no=44,missing=43,gain=2.24096823,cover=60428
- 43:[Sulc0<-0.0713235363] yes=87,no=88,missing=88,gain=3.68604946,cover=4250
- 87:leaf=0.000566113798,cover=0
- 88:leaf=-0.00240724022,cover=0
- 44:[Pol<94.4799194] yes=89,no=90,missing=89,gain=2.56255913,cover=56178
- 89:leaf=0.000166910366,cover=0
- 90:leaf=0.000844773662,cover=0
- 22:[Curv5<0.18040961] yes=45,no=46,missing=45,gain=1.15657258,cover=16767
- 45:[LGI5<2.59789038] yes=91,no=92,missing=91,gain=1.15163302,cover=13454
- 91:leaf=-0.00208543614,cover=0
- 92:leaf=1.75100849e-05,cover=0
- 46:[LGI5<3.05514836] yes=93,no=94,missing=93,gain=1.608055,cover=3313
- 93:leaf=0.000114664253,cover=0
- 94:leaf=-0.00210511009,cover=0
- 2:[Pol<160.153915] yes=5,no=6,missing=5,gain=0.75870502,cover=2158874
- 5:[Ecc<6.70300007] yes=11,no=12,missing=11,gain=1.3787421,cover=1765289
- 11:[Pol<129.571716] yes=23,no=24,missing=23,gain=7.28353691,cover=876956
- 23:[PialCurv5<0.04242469] yes=47,no=48,missing=47,gain=4.07477188,cover=690908
- 47:[Area5<0.771817088] yes=95,no=96,missing=95,gain=4.10334969,cover=667395
- 95:leaf=8.52116791e-05,cover=0
- 96:leaf=-0.000255130115,cover=0
- 48:[Pol<23.2745647] yes=97,no=98,missing=98,gain=4.06169415,cover=23513
- 97:leaf=-0.00359327346,cover=0
- 98:leaf=0.000801827118,cover=0
- 24:[Area5<0.609410942] yes=49,no=50,missing=49,gain=12.7773266,cover=186048
- 49:[Sulc0<-0.53419745] yes=99,no=100,missing=99,gain=9.14329433,cover=76760
- 99:leaf=0.000413498812,cover=0
- 100:leaf=-0.00117501081,cover=0
- 50:[Ecc<1.73852015] yes=101,no=102,missing=101,gain=6.77290916,cover=109288
- 101:leaf=0.000223275434,cover=0
- 102:leaf=-0.000823687937,cover=0
- 12:[Pol<129.571716] yes=25,no=26,missing=25,gain=8.02282143,cover=888333
- 25:[Curv5<-0.232248098] yes=51,no=52,missing=51,gain=5.0095048,cover=642323
- 51:[Pol<18.1680222] yes=103,no=104,missing=104,gain=6.34455538,cover=99888
- 103:leaf=-8.09199846e-05,cover=0
- 104:leaf=0.000716820767,cover=0
- 52:[Pol<13.2006302] yes=105,no=106,missing=105,gain=5.34571886,cover=542435
- 105:leaf=0.000249043544,cover=0
- 106:leaf=-0.000158686409,cover=0
- 26:[LGI5<3.268116] yes=53,no=54,missing=53,gain=17.3289013,cover=246010
- 53:[Sulc0<-0.59790951] yes=107,no=108,missing=107,gain=25.417057,cover=175636
- 107:leaf=-0.000487550453,cover=0
- 108:leaf=0.000916455407,cover=0
- 54:[Sulc0<-0.563680887] yes=109,no=110,missing=109,gain=8.29439545,cover=70374
- 109:leaf=0.00101785897,cover=0
- 110:leaf=-0.00056721241,cover=0
- 6:[Sulc0<0.317313671] yes=13,no=14,missing=13,gain=4.98104668,cover=393585
- 13:[PialCurv5<-0.0779728889] yes=27,no=28,missing=28,gain=3.01937103,cover=391991
- 27:[Sulc0<-0.202991232] yes=55,no=56,missing=55,gain=4.74934006,cover=294447
- 55:[Ecc<4.87342644] yes=111,no=112,missing=111,gain=3.74535656,cover=278173
- 111:leaf=-0.000360917213,cover=0
- 112:leaf=4.41318007e-05,cover=0
- 56:[Ecc<36.5542564] yes=113,no=114,missing=113,gain=5.46686077,cover=16274
- 113:leaf=-0.0020566741,cover=0
- 114:leaf=-0.000191596744,cover=0
- 28:[LGI5<2.43374896] yes=57,no=58,missing=57,gain=9.40829754,cover=97544
- 57:[Ecc<1.21076584] yes=115,no=116,missing=116,gain=5.62549496,cover=13874
- 115:leaf=0.000166591839,cover=0
- 116:leaf=0.00222370215,cover=0
- 58:[Ecc<15.7955055] yes=117,no=118,missing=117,gain=7.40620708,cover=83670
- 117:leaf=-0.000297454884,cover=0
- 118:leaf=0.000744228426,cover=0
- 14:[Curv5<-0.0837168768] yes=29,no=30,missing=29,gain=2.03722239,cover=1594
- 29:[Ecc<43.8470497] yes=59,no=60,missing=59,gain=2.10663867,cover=656
- 59:[Area5<0.703760326] yes=119,no=120,missing=119,gain=0.961800575,cover=311
- 119:leaf=-0.00636930624,cover=0
- 120:leaf=-0.000808140205,cover=0
- 60:[LGI5<3.64692807] yes=121,no=122,missing=121,gain=1.72997713,cover=345
- 121:leaf=0.00386611931,cover=0
- 122:leaf=-0.00463399943,cover=0
- 30:[LGI5<3.35709596] yes=61,no=62,missing=61,gain=1.13551092,cover=938
- 61:[LGI5<3.28291535] yes=123,no=124,missing=123,gain=1.76824534,cover=540
- 123:leaf=-0.00433560042,cover=0
- 124:leaf=0.00259084022,cover=0
- 62:[LGI5<3.50441384] yes=125,no=126,missing=125,gain=1.7630806,cover=398
- 125:leaf=-0.00961317308,cover=0
- 126:leaf=-0.00294246408,cover=0
-booster[971]:
-0:[PialArea5<0.454431564] yes=1,no=2,missing=2,gain=0.164068177,cover=5124388
- 1:[Curv5<0.049365297] yes=3,no=4,missing=3,gain=1.1048888,cover=686124
- 3:[Area5<0.661233962] yes=7,no=8,missing=8,gain=3.14822054,cover=21250
- 7:[Ecc<0.836319208] yes=15,no=16,missing=15,gain=2.61583591,cover=17644
- 15:[LGI5<2.35279679] yes=31,no=32,missing=31,gain=2.28850532,cover=1967
- 31:[LGI5<2.18291569] yes=63,no=64,missing=63,gain=3.30159998,cover=1013
- 63:leaf=-0.00776360696,cover=0
- 64:leaf=0.000944343104,cover=0
- 32:[Sulc0<-0.0788570642] yes=65,no=66,missing=66,gain=3.48115206,cover=954
- 65:leaf=-0.00402236031,cover=0
- 66:leaf=0.0148978597,cover=0
- 16:[Pol<117.137611] yes=33,no=34,missing=33,gain=2.18486595,cover=15677
- 33:[PialCurv5<0.074624911] yes=67,no=68,missing=67,gain=1.79393673,cover=12297
- 67:leaf=-0.00061245024,cover=0
- 68:leaf=0.000639071397,cover=0
- 34:[LGI5<2.13090348] yes=69,no=70,missing=70,gain=3.59213138,cover=3380
- 69:leaf=0.0154783679,cover=0
- 70:leaf=0.00109689811,cover=0
- 8:[LGI5<3.01963663] yes=17,no=18,missing=18,gain=1.57856321,cover=3606
- 17:[LGI5<2.64191389] yes=35,no=36,missing=35,gain=4.34217453,cover=1765
- 35:[Pol<65.8802414] yes=71,no=72,missing=72,gain=2.91027308,cover=814
- 71:leaf=-0.0133569883,cover=0
- 72:leaf=-0.00239722128,cover=0
- 36:[Ecc<8.29616165] yes=73,no=74,missing=74,gain=7.09619808,cover=951
- 73:leaf=0.0105940579,cover=0
- 74:leaf=-0.000406534236,cover=0
- 18:[Ecc<24.3269672] yes=37,no=38,missing=37,gain=2.56565046,cover=1841
- 37:[Ecc<16.5318356] yes=75,no=76,missing=76,gain=3.92728996,cover=1326
- 75:leaf=-0.00133829087,cover=0
- 76:leaf=-0.00679602101,cover=0
- 38:[LGI5<3.15728688] yes=77,no=78,missing=77,gain=1.41745329,cover=515
- 77:leaf=-0.00434409129,cover=0
- 78:leaf=0.00177063292,cover=0
- 4:[Curv5<0.113010712] yes=9,no=10,missing=9,gain=0.967075646,cover=664874
- 9:[PialCurv5<0.232516408] yes=19,no=20,missing=19,gain=4.3802557,cover=85390
- 19:[Pol<69.6327286] yes=39,no=40,missing=40,gain=3.43962979,cover=72272
- 39:[LGI5<2.97899532] yes=79,no=80,missing=79,gain=5.38874102,cover=3849
- 79:leaf=-0.000714150548,cover=0
- 80:leaf=0.00319062546,cover=0
- 40:[PialCurv5<0.101587482] yes=81,no=82,missing=81,gain=3.04207468,cover=68423
- 81:leaf=-0.000274533842,cover=0
- 82:leaf=0.000469110586,cover=0
- 20:[LGI5<3.51961541] yes=41,no=42,missing=41,gain=3.071661,cover=13118
- 41:[LGI5<2.19753051] yes=83,no=84,missing=83,gain=2.49495983,cover=12034
- 83:leaf=-0.00946646556,cover=0
- 84:leaf=-0.000818583183,cover=0
- 42:[Area5<0.839165807] yes=85,no=86,missing=85,gain=0.57838273,cover=1084
- 85:leaf=0.00201388705,cover=0
- 86:leaf=-0.00952416006,cover=0
- 10:[Sulc0<0.624357879] yes=21,no=22,missing=21,gain=1.15247643,cover=579484
- 21:[Area5<0.69896996] yes=43,no=44,missing=44,gain=4.12308311,cover=257211
- 43:[Ecc<10.426198] yes=87,no=88,missing=87,gain=2.74890208,cover=197122
- 87:leaf=6.62606471e-05,cover=0
- 88:leaf=-0.000421770004,cover=0
- 44:[Ecc<9.50052643] yes=89,no=90,missing=89,gain=2.07373476,cover=60089
- 89:leaf=0.000673892093,cover=0
- 90:leaf=6.28345224e-05,cover=0
- 22:[Ecc<7.59607029] yes=45,no=46,missing=45,gain=2.18375778,cover=322273
- 45:[Curv5<0.190557376] yes=91,no=92,missing=91,gain=3.93472314,cover=60024
- 91:leaf=-0.000752214284,cover=0
- 92:leaf=5.86898313e-05,cover=0
- 46:[Pol<101.159882] yes=93,no=94,missing=93,gain=2.24513817,cover=262249
- 93:leaf=-9.68970999e-05,cover=0
- 94:leaf=0.000210025042,cover=0
- 2:[Sulc0<1.02827847] yes=5,no=6,missing=5,gain=0.58139044,cover=4438264
- 5:[Curv5<0.081820026] yes=11,no=12,missing=12,gain=0.674929619,cover=4421744
- 11:[PialCurv5<0.175003663] yes=23,no=24,missing=23,gain=1.33745921,cover=3849051
- 23:[Sulc0<0.830503881] yes=47,no=48,missing=47,gain=0.982800364,cover=3818386
- 47:[Curv5<0.00319097727] yes=95,no=96,missing=95,gain=0.765675545,cover=3810320
- 95:leaf=-6.00483827e-06,cover=0
- 96:leaf=5.27506418e-05,cover=0
- 48:[Area5<0.624364853] yes=97,no=98,missing=98,gain=1.33010948,cover=8066
- 97:leaf=-0.00195442769,cover=0
- 98:leaf=0.000720920623,cover=0
- 24:[Ecc<3.48115921] yes=49,no=50,missing=49,gain=3.14980078,cover=30665
- 49:[Ecc<1.05247808] yes=99,no=100,missing=100,gain=4.42941046,cover=4780
- 99:leaf=-0.0019279439,cover=0
- 100:leaf=0.00168571644,cover=0
- 50:[Pol<86.7064972] yes=101,no=102,missing=101,gain=2.24783134,cover=25885
- 101:leaf=0.000175475885,cover=0
- 102:leaf=-0.00084557489,cover=0
- 12:[Area5<0.894858658] yes=25,no=26,missing=25,gain=1.6772635,cover=572693
- 25:[Ecc<1.15906882] yes=51,no=52,missing=51,gain=1.63006425,cover=563286
- 51:[PialCurv5<0.113078766] yes=103,no=104,missing=103,gain=5.47892809,cover=15488
- 103:leaf=-0.00233179098,cover=0
- 104:leaf=-6.95915369e-05,cover=0
- 52:[Pol<135.419098] yes=105,no=106,missing=105,gain=2.46494341,cover=547798
- 105:leaf=-8.5034786e-05,cover=0
- 106:leaf=0.000288775394,cover=0
- 26:[LGI5<3.74316525] yes=53,no=54,missing=54,gain=2.58400536,cover=9407
- 53:[LGI5<3.51961541] yes=107,no=108,missing=107,gain=2.27467656,cover=9174
- 107:leaf=0.000636435288,cover=0
- 108:leaf=-0.00335009769,cover=0
- 54:[LGI5<3.84897733] yes=109,no=110,missing=109,gain=3.02923441,cover=233
- 109:leaf=0.0111077754,cover=0
- 110:leaf=-0.000294088299,cover=0
- 6:[Ecc<23.1745358] yes=13,no=14,missing=13,gain=2.06985974,cover=16520
- 13:[Area5<0.648839295] yes=27,no=28,missing=27,gain=1.53382993,cover=2206
- 27:[Pol<85.4004211] yes=55,no=56,missing=55,gain=0.824897528,cover=82
- 55:leaf=-0.0243798345,cover=0
- 56:[Ecc<17.7876587] yes=111,no=112,missing=111,gain=0.663191199,cover=76
- 111:leaf=-0.00107722729,cover=0
- 112:leaf=-0.0104305027,cover=0
- 28:[LGI5<3.34776258] yes=57,no=58,missing=57,gain=0.959911525,cover=2124
- 57:[Area5<0.694293797] yes=113,no=114,missing=114,gain=1.06488287,cover=1178
- 113:leaf=0.00527695101,cover=0
- 114:leaf=-0.000353300798,cover=0
- 58:[Area5<0.711689949] yes=115,no=116,missing=115,gain=1.77674329,cover=946
- 115:leaf=-0.0065747099,cover=0
- 116:leaf=-0.00101721322,cover=0
- 14:[Pol<35.2629585] yes=29,no=30,missing=29,gain=1.44227934,cover=14314
- 29:[PialCurv5<0.0824522972] yes=59,no=60,missing=59,gain=0.775367379,cover=211
- 59:leaf=-0.0188856833,cover=0
- 60:[PialArea5<0.696357906] yes=117,no=118,missing=117,gain=0.36717999,cover=204
- 117:leaf=-0.00350270234,cover=0
- 118:leaf=0.00522007421,cover=0
- 30:[Ecc<46.7494621] yes=61,no=62,missing=61,gain=1.4899441,cover=14103
- 61:[Pol<50.9985542] yes=119,no=120,missing=120,gain=2.09491348,cover=11627
- 119:leaf=0.00547391083,cover=0
- 120:leaf=0.000714245602,cover=0
- 62:[Pol<92.1537628] yes=121,no=122,missing=121,gain=0.94389385,cover=2476
- 121:leaf=-0.00115308817,cover=0
- 122:leaf=0.00101271516,cover=0
-booster[972]:
-0:[PialArea5<0.360595763] yes=1,no=2,missing=1,gain=0.160801604,cover=5124388
- 1:[LGI5<3.42912889] yes=3,no=4,missing=4,gain=0.463111579,cover=283012
- 3:[LGI5<3.31338549] yes=7,no=8,missing=7,gain=1.65263844,cover=258987
- 7:[Pol<95.050293] yes=15,no=16,missing=15,gain=1.00336552,cover=242974
- 15:[Sulc0<0.849368811] yes=31,no=32,missing=31,gain=2.71547365,cover=81357
- 31:[LGI5<3.1900804] yes=63,no=64,missing=63,gain=1.99054313,cover=45302
- 63:leaf=0.000540307839,cover=0
- 64:leaf=-0.000772225671,cover=0
- 32:[LGI5<3.1967752] yes=65,no=66,missing=65,gain=2.3306222,cover=36055
- 65:leaf=-0.000333287579,cover=0
- 66:leaf=0.000667868066,cover=0
- 16:[Curv5<0.0473068655] yes=33,no=34,missing=33,gain=0.66049546,cover=161617
- 33:[Curv5<-0.156904668] yes=67,no=68,missing=68,gain=1.50586867,cover=1272
- 67:leaf=0.00154684891,cover=0
- 68:leaf=-0.00224969722,cover=0
- 34:[Pol<120.854889] yes=69,no=70,missing=70,gain=0.777532279,cover=160345
- 69:leaf=-4.82508149e-05,cover=0
- 70:leaf=0.000335454475,cover=0
- 8:[PialCurv5<0.329096764] yes=17,no=18,missing=17,gain=3.12593484,cover=16013
- 17:[Ecc<15.121048] yes=35,no=36,missing=35,gain=4.13925505,cover=9562
- 35:[Curv5<0.101325236] yes=71,no=72,missing=71,gain=3.53222013,cover=2492
- 71:leaf=0.00614911085,cover=0
- 72:leaf=5.295757e-05,cover=0
- 36:[Ecc<40.3354568] yes=73,no=74,missing=73,gain=4.5764842,cover=7070
- 73:leaf=-0.00221568579,cover=0
- 74:leaf=0.0012775308,cover=0
- 18:[Pol<118.712891] yes=37,no=38,missing=37,gain=0.682674527,cover=6451
- 37:[Pol<102.241241] yes=75,no=76,missing=75,gain=1.21781564,cover=6144
- 75:leaf=0.000133581154,cover=0
- 76:leaf=0.00187807053,cover=0
- 38:[LGI5<3.34776258] yes=77,no=78,missing=77,gain=1.5689528,cover=307
- 77:leaf=0.00249767187,cover=0
- 78:leaf=-0.00479450403,cover=0
- 4:[Pol<25.2957573] yes=9,no=10,missing=10,gain=1.26778471,cover=24025
- 9:[LGI5<3.64692807] yes=19,no=20,missing=19,gain=0.385976315,cover=79
- 19:[LGI5<3.55025291] yes=39,no=40,missing=39,gain=0.17447497,cover=49
- 39:[Sulc0<0.915739596] yes=79,no=80,missing=79,gain=0.0525256693,cover=32
- 79:leaf=-0.00745218201,cover=0
- 80:leaf=-0.00312306033,cover=0
- 40:[Curv5<0.204311207] yes=81,no=82,missing=81,gain=0.186965436,cover=17
- 81:leaf=-0.00173639378,cover=0
- 82:leaf=0.0104391081,cover=0
- 20:[LGI5<3.74316525] yes=41,no=42,missing=41,gain=0.294651031,cover=30
- 41:[Pol<22.2436924] yes=83,no=84,missing=83,gain=0.0718816519,cover=27
- 83:leaf=-0.0134976646,cover=0
- 84:leaf=-0.00573897874,cover=0
- 42:[Sulc0<0.869075775] yes=85,no=86,missing=85,gain=0.0253168363,cover=3
- 85:leaf=0.00745323906,cover=0
- 86:leaf=-0.000342287618,cover=0
- 10:[Ecc<8.29616165] yes=21,no=22,missing=21,gain=0.783553064,cover=23946
- 21:[Curv5<0.162240714] yes=43,no=44,missing=44,gain=0.148846805,cover=25
- 43:[Pol<89.7623749] yes=87,no=88,missing=87,gain=0.0119280405,cover=4
- 87:leaf=-0.0031057985,cover=0
- 88:leaf=0.00162358582,cover=0
- 44:leaf=0.0105561418,cover=0
- 22:[Pol<74.0505524] yes=45,no=46,missing=46,gain=0.728731334,cover=23921
- 45:[Sulc0<1.06550956] yes=89,no=90,missing=89,gain=3.7758255,cover=2239
- 89:leaf=0.0035111215,cover=0
- 90:leaf=-0.000642827887,cover=0
- 46:[Pol<100.090813] yes=91,no=92,missing=91,gain=0.779271901,cover=21682
- 91:leaf=-5.66617637e-05,cover=0
- 92:leaf=0.000566802628,cover=0
- 2:[LGI5<2.56078315] yes=5,no=6,missing=6,gain=0.225790858,cover=4841376
- 5:[Area5<0.761842728] yes=11,no=12,missing=11,gain=2.36358213,cover=1693932
- 11:[Area5<0.643796742] yes=23,no=24,missing=23,gain=1.6894213,cover=1537067
- 23:[Curv5<-0.144993886] yes=47,no=48,missing=47,gain=2.45724082,cover=808653
- 47:[PialCurv5<-0.0280297659] yes=93,no=94,missing=93,gain=4.37362099,cover=473997
- 93:leaf=-3.91854446e-05,cover=0
- 94:leaf=0.00242334767,cover=0
- 48:[Ecc<6.03867722] yes=95,no=96,missing=95,gain=5.66939497,cover=334656
- 95:leaf=0.000222283765,cover=0
- 96:leaf=-0.000416751776,cover=0
- 24:[Pol<53.6550331] yes=49,no=50,missing=49,gain=3.13909531,cover=728414
- 49:[PialArea5<1.02520955] yes=97,no=98,missing=97,gain=11.3535633,cover=115552
- 97:leaf=0.000822549977,cover=0
- 98:leaf=-0.000203292802,cover=0
- 50:[Curv5<-0.200394869] yes=99,no=100,missing=100,gain=6.84207773,cover=612862
- 99:leaf=0.000568364223,cover=0
- 100:leaf=-0.000147949206,cover=0
- 12:[Pol<15.1533136] yes=25,no=26,missing=26,gain=4.49843597,cover=156865
- 25:[Ecc<4.73840666] yes=51,no=52,missing=51,gain=2.21767735,cover=8567
- 51:[Sulc0<-0.998678327] yes=101,no=102,missing=102,gain=2.2699461,cover=6401
- 101:leaf=0.00118623197,cover=0
- 102:leaf=-0.000990548753,cover=0
- 52:[LGI5<2.37953305] yes=103,no=104,missing=103,gain=1.5585289,cover=2166
- 103:leaf=0.00140105223,cover=0
- 104:leaf=-0.00278450456,cover=0
- 26:[Pol<70.3717499] yes=53,no=54,missing=53,gain=3.10699272,cover=148298
- 53:[LGI5<2.34364653] yes=105,no=106,missing=105,gain=4.83434057,cover=40766
- 105:leaf=-0.00044113645,cover=0
- 106:leaf=0.000909364142,cover=0
- 54:[Ecc<7.64592981] yes=107,no=108,missing=107,gain=5.56918049,cover=107532
- 107:leaf=-1.19659035e-05,cover=0
- 108:leaf=0.00109543733,cover=0
- 6:[Sulc0<-0.87967056] yes=13,no=14,missing=14,gain=0.990486145,cover=3147444
- 13:[Curv5<-0.066452302] yes=27,no=28,missing=28,gain=1.74389577,cover=210402
- 27:[Ecc<0.567370772] yes=55,no=56,missing=56,gain=1.40006888,cover=210058
- 55:[PialArea5<0.712173045] yes=109,no=110,missing=109,gain=3.27261376,cover=1853
- 109:leaf=0.0178382527,cover=0
- 110:leaf=0.00118674466,cover=0
- 56:[PialCurv5<-0.130080611] yes=111,no=112,missing=112,gain=1.67656207,cover=208205
- 111:leaf=0.000194481967,cover=0
- 112:leaf=-9.42221668e-05,cover=0
- 28:[MidArea5<0.820509911] yes=57,no=58,missing=58,gain=1.7343359,cover=344
- 57:[LGI5<2.62853003] yes=113,no=114,missing=113,gain=0.950137436,cover=174
- 113:leaf=0.00690479716,cover=0
- 114:leaf=-0.00186161033,cover=0
- 58:[Sulc0<-0.93782407] yes=115,no=116,missing=115,gain=0.873269081,cover=170
- 115:leaf=0.0110464161,cover=0
- 116:leaf=0.00381925376,cover=0
- 14:[Ecc<0.618862808] yes=29,no=30,missing=30,gain=1.16607463,cover=2937042
- 29:[Sulc0<-0.23104082] yes=59,no=60,missing=59,gain=4.64411831,cover=8256
- 59:[Curv5<0.116796501] yes=117,no=118,missing=118,gain=2.05930853,cover=7612
- 117:leaf=-0.000818730798,cover=0
- 118:leaf=-0.00588737242,cover=0
- 60:[Curv5<-0.00141534733] yes=119,no=120,missing=119,gain=9.32108593,cover=644
- 119:leaf=0.0200337283,cover=0
- 120:leaf=0.00128022477,cover=0
- 30:[Pol<133.406311] yes=61,no=62,missing=61,gain=0.99866128,cover=2928786
- 61:[Ecc<12.7231894] yes=121,no=122,missing=121,gain=5.51653671,cover=2092786
- 121:leaf=-0.000110317174,cover=0
- 122:leaf=5.2398198e-05,cover=0
- 62:[Ecc<11.5171156] yes=123,no=124,missing=123,gain=8.4595623,cover=836000
- 123:leaf=0.000220095069,cover=0
- 124:leaf=-0.000102992075,cover=0
-booster[973]:
-0:[Curv5<-0.0320370905] yes=1,no=2,missing=2,gain=0.153454661,cover=5124388
- 1:[Ecc<45.751255] yes=3,no=4,missing=4,gain=1.18260229,cover=2845137
- 3:[Sulc0<0.263311565] yes=7,no=8,missing=7,gain=1.68058598,cover=2815704
- 7:[Ecc<8.87956142] yes=15,no=16,missing=15,gain=1.0711596,cover=2778928
- 15:[Sulc0<-0.173886195] yes=31,no=32,missing=31,gain=3.16166186,cover=1803114
- 31:[Pol<178.471024] yes=63,no=64,missing=64,gain=1.81712937,cover=1677205
- 63:leaf=-1.57327704e-05,cover=0
- 64:leaf=0.000599498802,cover=0
- 32:[Pol<74.7525482] yes=65,no=66,missing=65,gain=17.9244804,cover=125909
- 65:leaf=-0.00128425949,cover=0
- 66:leaf=8.01852948e-05,cover=0
- 16:[LGI5<2.35279679] yes=33,no=34,missing=33,gain=2.81451893,cover=975814
- 33:[Area5<0.620557249] yes=67,no=68,missing=67,gain=4.3275156,cover=1322
- 67:leaf=0.0057782717,cover=0
- 68:leaf=-3.82536418e-05,cover=0
- 34:[PialCurv5<0.000298873958] yes=69,no=70,missing=69,gain=2.60689378,cover=974492
- 69:leaf=1.67729231e-05,cover=0
- 70:leaf=0.000458625436,cover=0
- 8:[Curv5<-0.129194111] yes=17,no=18,missing=17,gain=3.99267292,cover=36776
- 17:[PialArea5<0.699586272] yes=35,no=36,missing=35,gain=2.96137238,cover=7019
- 35:[Pol<93.9093552] yes=71,no=72,missing=71,gain=2.60213566,cover=2823
- 71:leaf=-0.00506091537,cover=0
- 72:leaf=-0.00170599425,cover=0
- 36:[LGI5<2.94529939] yes=73,no=74,missing=74,gain=6.97493172,cover=4196
- 73:leaf=0.00512922602,cover=0
- 74:leaf=-0.0013046402,cover=0
- 18:[Ecc<16.2597466] yes=37,no=38,missing=37,gain=4.50075293,cover=29757
- 37:[LGI5<2.8416636] yes=75,no=76,missing=75,gain=6.89179373,cover=10350
- 75:leaf=0.000494358886,cover=0
- 76:leaf=-0.00209959666,cover=0
- 38:[Area5<0.753010809] yes=77,no=78,missing=77,gain=6.52591658,cover=19407
- 77:leaf=0.000868571748,cover=0
- 78:leaf=-0.00128231035,cover=0
- 4:[LGI5<3.53458858] yes=9,no=10,missing=9,gain=2.81406116,cover=29433
- 9:[Sulc0<0.218763664] yes=19,no=20,missing=20,gain=2.25535083,cover=25335
- 19:[LGI5<2.84729719] yes=39,no=40,missing=40,gain=1.70854568,cover=18415
- 39:[MidArea5<0.783437908] yes=79,no=80,missing=79,gain=1.75456369,cover=2709
- 79:leaf=-0.00250145118,cover=0
- 80:leaf=9.50490794e-05,cover=0
- 40:[Pol<177.729218] yes=81,no=82,missing=81,gain=2.13093328,cover=15706
- 81:leaf=0.00055320235,cover=0
- 82:leaf=-0.00203825976,cover=0
- 20:[Pol<157.22821] yes=41,no=42,missing=42,gain=4.93252373,cover=6920
- 41:[PialArea5<0.676429033] yes=83,no=84,missing=83,gain=2.68483424,cover=5701
- 83:leaf=-0.00114784797,cover=0
- 84:leaf=0.00130847073,cover=0
- 42:[PialCurv5<-0.140412122] yes=85,no=86,missing=85,gain=2.89970303,cover=1219
- 85:leaf=0.0341951959,cover=0
- 86:leaf=0.00395766646,cover=0
- 10:[Area5<0.689492285] yes=21,no=22,missing=21,gain=1.93475568,cover=4098
- 21:[MidArea5<0.762632251] yes=43,no=44,missing=44,gain=1.31030798,cover=2184
- 43:[Curv5<-0.217408031] yes=87,no=88,missing=87,gain=0.993825018,cover=1635
- 87:leaf=-0.0026874789,cover=0
- 88:leaf=0.000127021369,cover=0
- 44:[Pol<119.248337] yes=89,no=90,missing=90,gain=1.50329304,cover=549
- 89:leaf=-0.00183324877,cover=0
- 90:leaf=0.00390288793,cover=0
- 22:[PialArea5<1.1133045] yes=45,no=46,missing=45,gain=1.63021421,cover=1914
- 45:[Pol<23.2745647] yes=91,no=92,missing=91,gain=1.92842865,cover=1761
- 91:leaf=-0.00526557956,cover=0
- 92:leaf=-0.00150793989,cover=0
- 46:[Pol<17.1471634] yes=93,no=94,missing=93,gain=4.16209793,cover=153
- 93:leaf=0.0117658619,cover=0
- 94:leaf=-0.00468519423,cover=0
- 2:[Pol<158.709351] yes=5,no=6,missing=5,gain=1.71740687,cover=2279251
- 5:[Pol<141.081833] yes=11,no=12,missing=12,gain=5.62267542,cover=2146078
- 11:[Ecc<0.783076942] yes=23,no=24,missing=23,gain=3.75622129,cover=2061386
- 23:[Pol<71.8249207] yes=47,no=48,missing=47,gain=6.87495565,cover=24240
- 47:[MidArea5<0.694149137] yes=95,no=96,missing=95,gain=4.94523525,cover=6811
- 95:leaf=0.000249049597,cover=0
- 96:leaf=-0.0025889473,cover=0
- 48:[Area5<0.665633082] yes=97,no=98,missing=97,gain=7.80059052,cover=17429
- 97:leaf=0.000310766016,cover=0
- 98:leaf=0.0024837167,cover=0
- 24:[Sulc0<-0.445309728] yes=49,no=50,missing=49,gain=6.84972095,cover=2037146
- 49:[Pol<68.1421661] yes=99,no=100,missing=99,gain=15.6746912,cover=40112
- 99:leaf=0.000355790689,cover=0
- 100:leaf=-0.00162127696,cover=0
- 50:[PialCurv5<-0.00372259994] yes=101,no=102,missing=101,gain=4.62900639,cover=1997034
- 101:leaf=0.000346578541,cover=0
- 102:leaf=-7.5018238e-06,cover=0
- 12:[LGI5<2.50608969] yes=25,no=26,missing=26,gain=9.16858292,cover=84692
- 25:[Ecc<11.1913614] yes=51,no=52,missing=51,gain=4.3427248,cover=22312
- 51:[Sulc0<-0.828605771] yes=103,no=104,missing=104,gain=2.40258479,cover=22147
- 103:leaf=-0.00750531582,cover=0
- 104:leaf=-0.000351565366,cover=0
- 52:[PialCurv5<-0.00763805071] yes=105,no=106,missing=106,gain=0.98639822,cover=165
- 105:leaf=-0.0196722802,cover=0
- 106:leaf=-0.00710130483,cover=0
- 26:[Ecc<7.79996967] yes=53,no=54,missing=53,gain=13.727993,cover=62380
- 53:[Area5<0.839165807] yes=107,no=108,missing=107,gain=6.57375526,cover=13729
- 107:leaf=0.00227926858,cover=0
- 108:leaf=-0.00573351933,cover=0
- 54:[LGI5<3.34776258] yes=109,no=110,missing=109,gain=10.0666647,cover=48651
- 109:leaf=-9.94699585e-05,cover=0
- 110:leaf=0.00152241695,cover=0
- 6:[Ecc<19.4699688] yes=13,no=14,missing=13,gain=11.9785576,cover=133173
- 13:[Ecc<7.69572639] yes=27,no=28,missing=27,gain=13.9274244,cover=125645
- 27:[LGI5<3.3215456] yes=55,no=56,missing=56,gain=17.95051,cover=55915
- 55:[Sulc0<-0.0936657563] yes=111,no=112,missing=111,gain=16.7948246,cover=55801
- 111:leaf=0.000624773267,cover=0
- 112:leaf=-0.00183380046,cover=0
- 56:[Ecc<7.34691238] yes=113,no=114,missing=113,gain=3.62705994,cover=114
- 113:leaf=0.025685126,cover=0
- 114:leaf=0.00583962863,cover=0
- 28:[Pol<171.401581] yes=57,no=58,missing=58,gain=13.8613234,cover=69730
- 57:[Area5<0.640637577] yes=115,no=116,missing=115,gain=10.928339,cover=23016
- 115:leaf=-0.00403008144,cover=0
- 116:leaf=-0.00123419624,cover=0
- 58:[PialArea5<0.718622029] yes=117,no=118,missing=117,gain=4.2625742,cover=46714
- 117:leaf=2.40331865e-05,cover=0
- 118:leaf=-0.00106832641,cover=0
- 14:[Sulc0<0.373583466] yes=29,no=30,missing=30,gain=11.4087467,cover=7528
- 29:[PialCurv5<0.00236006663] yes=59,no=60,missing=59,gain=5.74901581,cover=5935
- 59:[Area5<0.720017433] yes=119,no=120,missing=120,gain=6.65059757,cover=1786
- 119:leaf=-0.00264089089,cover=0
- 120:leaf=0.00345797068,cover=0
- 60:[PialArea5<0.906120181] yes=121,no=122,missing=121,gain=4.83742714,cover=4149
- 121:leaf=0.00451784534,cover=0
- 122:leaf=-0.000267263851,cover=0
- 30:[PialArea5<0.790770054] yes=61,no=62,missing=62,gain=2.53789043,cover=1593
- 61:[Ecc<26.874506] yes=123,no=124,missing=124,gain=1.57361364,cover=1193
- 123:leaf=-0.00722213462,cover=0
- 124:leaf=-0.000310702104,cover=0
- 62:[PialCurv5<-0.0133872591] yes=125,no=126,missing=125,gain=1.60545254,cover=400
- 125:leaf=-0.0119267693,cover=0
- 126:leaf=-0.00386784156,cover=0
-booster[974]:
-0:[PialArea5<0.516320646] yes=1,no=2,missing=2,gain=0.157368034,cover=5124388
- 1:[Pol<53.6550331] yes=3,no=4,missing=3,gain=1.36829984,cover=969275
- 3:[LGI5<3.26095963] yes=7,no=8,missing=7,gain=2.58692074,cover=16272
- 7:[LGI5<2.24172258] yes=15,no=16,missing=15,gain=1.13478076,cover=11214
- 15:[LGI5<2.19753051] yes=31,no=32,missing=31,gain=4.87356806,cover=529
- 31:[Ecc<0.889730632] yes=63,no=64,missing=64,gain=0.893570781,cover=308
- 63:leaf=-0.00408071373,cover=0
- 64:leaf=0.00134681386,cover=0
- 32:[Ecc<1.62447274] yes=65,no=66,missing=65,gain=5.72536087,cover=221
- 65:leaf=0.0110857049,cover=0
- 66:leaf=-0.0124451881,cover=0
- 16:[LGI5<2.43374896] yes=33,no=34,missing=33,gain=2.9807539,cover=10685
- 33:[LGI5<2.37953305] yes=67,no=68,missing=67,gain=2.17154884,cover=1137
- 67:leaf=-0.000853637815,cover=0
- 68:leaf=-0.00541450735,cover=0
- 34:[Sulc0<-0.123243913] yes=69,no=70,missing=70,gain=0.976505458,cover=9548
- 69:leaf=0.000925263681,cover=0
- 70:leaf=-0.000139784723,cover=0
- 8:[LGI5<3.29043651] yes=17,no=18,missing=18,gain=3.13028526,cover=5058
- 17:[Ecc<23.5513935] yes=35,no=36,missing=35,gain=3.58499956,cover=480
- 35:[Area5<0.66824472] yes=71,no=72,missing=71,gain=0.414258003,cover=105
- 71:leaf=-0.000783182506,cover=0
- 72:leaf=-0.0075465003,cover=0
- 36:[Ecc<33.9075584] yes=73,no=74,missing=73,gain=6.51824474,cover=375
- 73:leaf=0.0218071714,cover=0
- 74:leaf=0.00447686482,cover=0
- 18:[PialCurv5<-0.0555995218] yes=37,no=38,missing=37,gain=2.12718272,cover=4578
- 37:[LGI5<3.35709596] yes=75,no=76,missing=75,gain=1.41957366,cover=353
- 75:leaf=-0.00987029076,cover=0
- 76:leaf=-0.00130937085,cover=0
- 38:[Sulc0<0.717745602] yes=77,no=78,missing=77,gain=2.53620124,cover=4225
- 77:leaf=0.00234289328,cover=0
- 78:leaf=-0.00014653898,cover=0
- 4:[Sulc0<-0.788856506] yes=9,no=10,missing=9,gain=1.44352639,cover=953003
- 9:[Pol<88.5531387] yes=19,no=20,missing=20,gain=1.92734849,cover=635
- 19:[LGI5<2.13090348] yes=39,no=40,missing=40,gain=0.555206239,cover=126
- 39:[Area5<0.72514528] yes=79,no=80,missing=79,gain=0.0516720563,cover=20
- 79:leaf=0.0057432428,cover=0
- 80:leaf=-6.67413042e-05,cover=0
- 40:[Curv5<-0.110226393] yes=81,no=82,missing=82,gain=0.525322258,cover=106
- 81:leaf=-0.00264546159,cover=0
- 82:leaf=-0.0110990023,cover=0
- 20:[Curv5<-0.198884338] yes=41,no=42,missing=41,gain=1.72211838,cover=509
- 41:[Pol<89.1530609] yes=83,no=84,missing=83,gain=0.673077822,cover=163
- 83:leaf=0.0175937153,cover=0
- 84:leaf=-0.00103696017,cover=0
- 42:[Curv5<-0.00633975025] yes=85,no=86,missing=85,gain=1.98213148,cover=346
- 85:leaf=0.00797215756,cover=0
- 86:leaf=-0.000674254028,cover=0
- 10:[Pol<129.571716] yes=21,no=22,missing=21,gain=1.36369312,cover=952368
- 21:[Curv5<0.0452247933] yes=43,no=44,missing=43,gain=1.96703625,cover=871882
- 43:[Area5<0.720017433] yes=87,no=88,missing=88,gain=8.91197395,cover=39240
- 87:leaf=-0.000198170223,cover=0
- 88:leaf=-0.00396792917,cover=0
- 44:[Ecc<1.41371143] yes=89,no=90,missing=89,gain=2.31131697,cover=832642
- 89:leaf=0.000732888875,cover=0
- 90:leaf=-2.65159065e-06,cover=0
- 22:[Ecc<1.41371143] yes=45,no=46,missing=45,gain=2.66116071,cover=80486
- 45:[Area5<0.735260904] yes=91,no=92,missing=92,gain=3.97294497,cover=24138
- 91:leaf=-0.000139412427,cover=0
- 92:leaf=-0.0046041524,cover=0
- 46:[Ecc<7.29654455] yes=93,no=94,missing=93,gain=8.201437,cover=56348
- 93:leaf=0.00138784945,cover=0
- 94:leaf=2.7799877e-05,cover=0
- 2:[PialCurv5<0.371846795] yes=5,no=6,missing=5,gain=0.627714813,cover=4155113
- 5:[Curv5<0.141257599] yes=11,no=12,missing=12,gain=0.763435423,cover=4150342
- 11:[PialCurv5<0.297166049] yes=23,no=24,missing=24,gain=3.7148304,cover=4088557
- 23:[Curv5<0.114925429] yes=47,no=48,missing=48,gain=0.752106786,cover=4080242
- 47:[PialCurv5<0.24610664] yes=95,no=96,missing=95,gain=0.767413914,cover=3991078
- 95:leaf=-2.38271809e-06,cover=0
- 96:leaf=0.000406583305,cover=0
- 48:[Sulc0<0.474820405] yes=97,no=98,missing=98,gain=4.30276537,cover=89164
- 97:leaf=7.60723124e-05,cover=0
- 98:leaf=-0.000686351908,cover=0
- 24:[Ecc<0.45941934] yes=49,no=50,missing=50,gain=1.74860644,cover=8315
- 49:[Pol<152.827332] yes=99,no=100,missing=99,gain=1.07509971,cover=85
- 99:leaf=-0.0110144326,cover=0
- 100:leaf=0.000236679494,cover=0
- 50:[LGI5<2.81919122] yes=101,no=102,missing=102,gain=1.248034,cover=8230
- 101:leaf=0.000596262282,cover=0
- 102:leaf=0.00184132741,cover=0
- 12:[Area5<0.717401922] yes=25,no=26,missing=26,gain=3.05984545,cover=61785
- 25:[Sulc0<0.272107065] yes=51,no=52,missing=51,gain=3.99715376,cover=31165
- 51:[Curv5<0.174639657] yes=103,no=104,missing=103,gain=1.53166664,cover=23215
- 103:leaf=-0.000420917611,cover=0
- 104:leaf=0.000474906905,cover=0
- 52:[Area5<0.664770067] yes=105,no=106,missing=105,gain=1.98774052,cover=7950
- 105:leaf=0.00271153799,cover=0
- 106:leaf=0.00073989731,cover=0
- 26:[PialCurv5<0.134718806] yes=53,no=54,missing=54,gain=2.51462984,cover=30620
- 53:[Curv5<0.162240714] yes=107,no=108,missing=107,gain=0.82287395,cover=2151
- 107:leaf=0.000339531514,cover=0
- 108:leaf=0.00234894012,cover=0
- 54:[LGI5<3.36766768] yes=109,no=110,missing=110,gain=1.35386705,cover=28469
- 109:leaf=-0.000550443481,cover=0
- 110:leaf=-0.001755615,cover=0
- 6:[Ecc<1.96654522] yes=13,no=14,missing=13,gain=1.45482779,cover=4771
- 13:[Area5<0.690371037] yes=27,no=28,missing=27,gain=1.48979378,cover=440
- 27:[Ecc<1.26157856] yes=55,no=56,missing=55,gain=1.06121457,cover=280
- 55:[Sulc0<-0.188964635] yes=111,no=112,missing=111,gain=0.683173954,cover=153
- 111:leaf=-0.00568360975,cover=0
- 112:leaf=0.00102060218,cover=0
- 56:[Sulc0<-0.166708246] yes=113,no=114,missing=113,gain=0.668812633,cover=127
- 113:leaf=0.00663924217,cover=0
- 114:leaf=-0.000622802821,cover=0
- 28:[Pol<101.159882] yes=57,no=58,missing=57,gain=0.519493341,cover=160
- 57:[Pol<77.5287857] yes=115,no=116,missing=115,gain=0.234321594,cover=106
- 115:leaf=-0.00359099242,cover=0
- 116:leaf=-0.00932713505,cover=0
- 58:[MidArea5<0.704742908] yes=117,no=118,missing=117,gain=0.522004783,cover=54
- 117:leaf=-0.00458261324,cover=0
- 118:leaf=0.00686781993,cover=0
- 14:[Sulc0<0.717745602] yes=29,no=30,missing=29,gain=0.864553452,cover=4331
- 29:[LGI5<2.19753051] yes=59,no=60,missing=59,gain=0.646125436,cover=3660
- 59:[Pol<122.504936] yes=119,no=120,missing=120,gain=0.703776538,cover=59
- 119:leaf=0.00319787604,cover=0
- 120:leaf=0.0178352576,cover=0
- 60:[LGI5<2.97899532] yes=121,no=122,missing=121,gain=0.722621322,cover=3601
- 121:leaf=0.000102122503,cover=0
- 122:leaf=0.00186571479,cover=0
- 30:[Ecc<8.6295805] yes=61,no=62,missing=61,gain=2.44829035,cover=671
- 61:[Area5<0.761842728] yes=123,no=124,missing=123,gain=1.3698411,cover=138
- 123:leaf=0.0120123206,cover=0
- 124:leaf=0.00153732102,cover=0
- 62:[Ecc<26.4278679] yes=125,no=126,missing=126,gain=0.603880286,cover=533
- 125:leaf=0.00258485973,cover=0
- 126:leaf=-0.000777154812,cover=0
-booster[975]:
-0:[Pol<103.31839] yes=1,no=2,missing=2,gain=0.152194113,cover=5124388
- 1:[Sulc0<0.244668111] yes=3,no=4,missing=3,gain=3.02076316,cover=2642469
- 3:[PialCurv5<0.0519027263] yes=7,no=8,missing=7,gain=8.49082661,cover=1908298
- 7:[Curv5<0.0407969989] yes=15,no=16,missing=15,gain=5.07525206,cover=1618037
- 15:[PialCurv5<-0.0680129603] yes=31,no=32,missing=31,gain=4.56990004,cover=1585929
- 31:[Curv5<-0.100392215] yes=63,no=64,missing=63,gain=27.2292309,cover=1019227
- 63:leaf=-7.02085617e-06,cover=0
- 64:leaf=0.00127205322,cover=0
- 32:[Curv5<-0.119937547] yes=65,no=66,missing=66,gain=14.4033632,cover=566702
- 65:leaf=0.000564879214,cover=0
- 66:leaf=-0.000221086128,cover=0
- 16:[Sulc0<-0.0862998366] yes=33,no=34,missing=33,gain=8.83457565,cover=32108
- 33:[Area5<0.733255386] yes=67,no=68,missing=67,gain=9.76882744,cover=16187
- 67:leaf=-0.00090613513,cover=0
- 68:leaf=0.00194319803,cover=0
- 34:[LGI5<2.23211861] yes=69,no=70,missing=69,gain=3.91103268,cover=15921
- 69:leaf=0.00743376324,cover=0
- 70:leaf=0.00135260192,cover=0
- 8:[Area5<0.665633082] yes=17,no=18,missing=17,gain=7.52343559,cover=290261
- 17:[LGI5<3.41813922] yes=35,no=36,missing=35,gain=4.18473482,cover=89146
- 35:[Ecc<3.03937531] yes=71,no=72,missing=71,gain=4.95213747,cover=84856
- 71:leaf=0.000248981756,cover=0
- 72:leaf=-0.000518023502,cover=0
- 36:[Pol<71.8249207] yes=73,no=74,missing=73,gain=9.79974174,cover=4290
- 73:leaf=-6.32492229e-05,cover=0
- 74:leaf=0.00525102718,cover=0
- 18:[LGI5<2.36078882] yes=37,no=38,missing=38,gain=4.19337463,cover=201115
- 37:[LGI5<2.21018219] yes=75,no=76,missing=75,gain=8.27860641,cover=32226
- 75:leaf=-0.000819470675,cover=0
- 76:leaf=0.00133900018,cover=0
- 38:[Pol<84.7687759] yes=77,no=78,missing=78,gain=7.47024345,cover=168889
- 77:leaf=0.000590687094,cover=0
- 78:leaf=-0.000119620956,cover=0
- 4:[Curv5<0.0235087723] yes=9,no=10,missing=9,gain=4.88495064,cover=734171
- 9:[Ecc<9.50052643] yes=19,no=20,missing=20,gain=7.42389536,cover=63044
- 19:[Pol<84.7687759] yes=39,no=40,missing=39,gain=33.4617958,cover=12048
- 39:[MidArea5<0.644943953] yes=79,no=80,missing=79,gain=8.95516014,cover=4785
- 79:leaf=-0.000404754188,cover=0
- 80:leaf=-0.00531355478,cover=0
- 40:[LGI5<2.62853003] yes=81,no=82,missing=81,gain=8.53139496,cover=7263
- 81:leaf=-0.000691152585,cover=0
- 82:leaf=0.0027930229,cover=0
- 20:[Curv5<-0.115945198] yes=41,no=42,missing=42,gain=5.48599625,cover=50996
- 41:[Ecc<29.8764286] yes=83,no=84,missing=83,gain=2.1573863,cover=1992
- 83:leaf=-0.00327986362,cover=0
- 84:leaf=9.29728121e-05,cover=0
- 42:[PialCurv5<-0.104861222] yes=85,no=86,missing=86,gain=5.23562908,cover=49004
- 85:leaf=-0.00834730547,cover=0
- 86:leaf=0.000740728283,cover=0
- 10:[PialCurv5<0.128475845] yes=21,no=22,missing=21,gain=6.29327059,cover=671127
- 21:[Pol<51.9018669] yes=43,no=44,missing=44,gain=9.14821434,cover=156398
- 43:[PialCurv5<0.0308136549] yes=87,no=88,missing=87,gain=13.0204296,cover=40469
- 87:leaf=0.00337521243,cover=0
- 88:leaf=-5.45275452e-06,cover=0
- 44:[LGI5<3.33878016] yes=89,no=90,missing=89,gain=9.91664886,cover=115929
- 89:leaf=-0.00039410172,cover=0
- 90:leaf=-0.00156328396,cover=0
- 22:[Sulc0<0.443755656] yes=45,no=46,missing=45,gain=2.65279484,cover=514729
- 45:[Ecc<23.5513935] yes=91,no=92,missing=91,gain=2.68133783,cover=95767
- 91:leaf=0.000278400636,cover=0
- 92:leaf=-0.00074193906,cover=0
- 46:[Curv5<0.162240714] yes=93,no=94,missing=94,gain=3.59974623,cover=418962
- 93:leaf=-0.000204931523,cover=0
- 94:leaf=9.52733317e-05,cover=0
- 2:[Ecc<17.0169544] yes=5,no=6,missing=6,gain=3.36512971,cover=2481919
- 5:[LGI5<2.93978119] yes=11,no=12,missing=11,gain=7.83428574,cover=1937063
- 11:[Sulc0<-0.00954892673] yes=23,no=24,missing=23,gain=5.52158642,cover=1550042
- 23:[Pol<128.951508] yes=47,no=48,missing=47,gain=18.0429611,cover=1127538
- 47:[Ecc<4.13769388] yes=95,no=96,missing=95,gain=54.2329636,cover=274097
- 95:leaf=0.000195954141,cover=0
- 96:leaf=-0.00121803849,cover=0
- 48:[Sulc0<-0.312649339] yes=97,no=98,missing=97,gain=16.4214916,cover=853441
- 97:leaf=-7.1714916e-05,cover=0
- 98:leaf=0.000513046223,cover=0
- 24:[Ecc<7.59607029] yes=49,no=50,missing=49,gain=14.6287642,cover=422504
- 49:[Pol<143.237381] yes=99,no=100,missing=99,gain=13.024972,cover=264569
- 99:leaf=-4.02870683e-05,cover=0
- 100:leaf=-0.00211480563,cover=0
- 50:[PialCurv5<0.119354174] yes=101,no=102,missing=101,gain=17.8123226,cover=157935
- 101:leaf=0.00110657827,cover=0
- 102:leaf=3.66773129e-05,cover=0
- 12:[Pol<158.709351] yes=25,no=26,missing=25,gain=9.95782852,cover=387021
- 25:[PialCurv5<-0.0758950338] yes=51,no=52,missing=51,gain=17.7558346,cover=279854
- 51:[Sulc0<-0.319176674] yes=103,no=104,missing=103,gain=14.9410334,cover=78516
- 103:leaf=0.000180739196,cover=0
- 104:leaf=-0.00134288648,cover=0
- 52:[Ecc<13.8847265] yes=105,no=106,missing=105,gain=14.3861065,cover=201338
- 105:leaf=0.00092239998,cover=0
- 106:leaf=2.03120762e-05,cover=0
- 26:[Curv5<-0.0575901605] yes=53,no=54,missing=53,gain=11.6746235,cover=107167
- 53:[Ecc<5.91357183] yes=107,no=108,missing=108,gain=5.09799194,cover=64252
- 107:leaf=-0.00139341888,cover=0
- 108:leaf=0.000361314247,cover=0
- 54:[Pol<170.749283] yes=109,no=110,missing=109,gain=10.6763763,cover=42915
- 109:leaf=-0.00190595631,cover=0
- 110:leaf=-0.00024971657,cover=0
- 6:[Sulc0<-0.210027173] yes=13,no=14,missing=14,gain=9.44310951,cover=544856
- 13:[Pol<141.801834] yes=27,no=28,missing=27,gain=26.3692017,cover=174518
- 27:[Ecc<19.4699688] yes=55,no=56,missing=55,gain=9.1132946,cover=6492
- 55:[LGI5<3.67381835] yes=111,no=112,missing=112,gain=3.13528132,cover=995
- 111:leaf=-0.00223756535,cover=0
- 112:leaf=0.00576246902,cover=0
- 56:[LGI5<3.78836131] yes=113,no=114,missing=113,gain=4.55363083,cover=5497
- 113:leaf=0.0037577122,cover=0
- 114:leaf=0.0100389086,cover=0
- 28:[Pol<159.435425] yes=57,no=58,missing=58,gain=3.32061958,cover=168026
- 57:[Ecc<25.5461979] yes=115,no=116,missing=115,gain=12.196579,cover=37327
- 115:leaf=-0.00109823269,cover=0
- 116:leaf=0.000742692209,cover=0
- 58:[Curv5<-0.166574284] yes=117,no=118,missing=117,gain=7.49907923,cover=130699
- 117:leaf=1.62812648e-05,cover=0
- 118:leaf=0.00104538072,cover=0
- 14:[Sulc0<0.281104684] yes=29,no=30,missing=29,gain=10.6543083,cover=370338
- 29:[Ecc<32.0879669] yes=59,no=60,missing=59,gain=18.8950539,cover=167877
- 59:[Pol<148.336472] yes=119,no=120,missing=119,gain=28.7734528,cover=98458
- 119:leaf=-0.00165590423,cover=0
- 120:leaf=0.000114916082,cover=0
- 60:[Pol<146.864227] yes=121,no=122,missing=121,gain=7.41993618,cover=69419
- 121:leaf=0.000798368535,cover=0
- 122:leaf=-0.000294073892,cover=0
- 30:[Pol<124.735107] yes=61,no=62,missing=61,gain=11.9373064,cover=202461
- 61:[Sulc0<0.495946974] yes=123,no=124,missing=123,gain=15.1706734,cover=113981
- 123:leaf=-0.00152481615,cover=0
- 124:leaf=-7.10296663e-05,cover=0
- 62:[PialArea5<0.788206637] yes=125,no=126,missing=125,gain=4.63383961,cover=88480
- 125:leaf=0.000616948702,cover=0
- 126:leaf=-0.000241012545,cover=0
-booster[976]:
-0:[PialArea5<0.81902951] yes=1,no=2,missing=1,gain=0.168898225,cover=5124388
- 1:[Area5<0.808195949] yes=3,no=4,missing=3,gain=1.19163275,cover=2785087
- 3:[MidArea5<0.715439677] yes=7,no=8,missing=8,gain=1.02354157,cover=2693523
- 7:[Ecc<44.7855835] yes=15,no=16,missing=16,gain=1.17649662,cover=2300202
- 15:[Area5<0.7084831] yes=31,no=32,missing=32,gain=1.16747439,cover=2255887
- 31:[PialArea5<0.739180207] yes=63,no=64,missing=63,gain=1.45258975,cover=1713591
- 63:leaf=-3.77690048e-05,cover=0
- 64:leaf=8.43865491e-05,cover=0
- 32:[Pol<74.0505524] yes=65,no=66,missing=65,gain=5.88572979,cover=542296
- 65:leaf=0.000496652036,cover=0
- 66:leaf=4.1402127e-06,cover=0
- 16:[Curv5<0.186949074] yes=33,no=34,missing=33,gain=1.79939783,cover=44315
- 33:[Pol<30.3635597] yes=67,no=68,missing=68,gain=2.22119594,cover=38909
- 67:leaf=0.000599957304,cover=0
- 68:leaf=-0.000521796755,cover=0
- 34:[PialCurv5<0.193043977] yes=69,no=70,missing=69,gain=1.31790817,cover=5406
- 69:leaf=-0.00267541129,cover=0
- 70:leaf=0.00078398484,cover=0
- 8:[Sulc0<0.966456771] yes=17,no=18,missing=17,gain=2.48122668,cover=393321
- 17:[LGI5<2.18291569] yes=35,no=36,missing=36,gain=2.23955011,cover=393020
- 35:[Curv5<-0.00866711512] yes=71,no=72,missing=71,gain=2.07253313,cover=2492
- 71:leaf=0.00284834416,cover=0
- 72:leaf=-3.49454785e-05,cover=0
- 36:[Pol<155.012512] yes=73,no=74,missing=73,gain=2.05335093,cover=390528
- 73:leaf=-0.000140369986,cover=0
- 74:leaf=0.000239849323,cover=0
- 18:[Pol<54.5053368] yes=37,no=38,missing=37,gain=1.63901234,cover=301
- 37:[LGI5<3.15728688] yes=75,no=76,missing=75,gain=1.17897391,cover=65
- 75:leaf=0.0238568801,cover=0
- 76:leaf=0.0076027438,cover=0
- 38:[Curv5<0.0191024225] yes=77,no=78,missing=77,gain=1.02336454,cover=236
- 77:leaf=-0.0151297925,cover=0
- 78:leaf=0.00308333803,cover=0
- 4:[Pol<112.874634] yes=9,no=10,missing=9,gain=1.34227097,cover=91564
- 9:[Sulc0<-0.181880832] yes=19,no=20,missing=19,gain=2.39928627,cover=68285
- 19:[PialCurv5<-0.0209923834] yes=39,no=40,missing=39,gain=3.9196744,cover=3578
- 39:[MidArea5<0.70642072] yes=79,no=80,missing=79,gain=2.01656032,cover=1468
- 79:leaf=0.0123059731,cover=0
- 80:leaf=0.000482730946,cover=0
- 40:[Ecc<1.3629595] yes=81,no=82,missing=81,gain=1.97380972,cover=2110
- 81:leaf=-0.00576564483,cover=0
- 82:leaf=-0.0018468136,cover=0
- 20:[Curv5<-0.0773924068] yes=41,no=42,missing=41,gain=1.46134257,cover=64707
- 41:[Sulc0<-0.0637059584] yes=83,no=84,missing=83,gain=0.579589128,cover=301
- 83:leaf=0.000155031783,cover=0
- 84:leaf=-0.00471391715,cover=0
- 42:[LGI5<3.45167398] yes=85,no=86,missing=85,gain=1.53828669,cover=64406
- 85:leaf=0.000252872269,cover=0
- 86:leaf=-0.000401428755,cover=0
- 10:[LGI5<3.34776258] yes=21,no=22,missing=21,gain=2.78524566,cover=23279
- 21:[Curv5<-0.0752395913] yes=43,no=44,missing=43,gain=2.53877831,cover=19908
- 43:[Sulc0<-0.210027173] yes=87,no=88,missing=87,gain=5.41248178,cover=1320
- 87:leaf=0.00468288967,cover=0
- 88:leaf=-0.00207397505,cover=0
- 44:[PialCurv5<-0.0569176264] yes=89,no=90,missing=89,gain=9.0237751,cover=18588
- 89:leaf=-0.00812414102,cover=0
- 90:leaf=0.000268473319,cover=0
- 22:[Curv5<-0.0390223041] yes=45,no=46,missing=45,gain=0.790457726,cover=3371
- 45:[PialCurv5<-0.0656740367] yes=91,no=92,missing=91,gain=0.745321333,cover=215
- 91:leaf=0.00225468702,cover=0
- 92:leaf=-0.0036608798,cover=0
- 46:[PialCurv5<-0.00955641083] yes=93,no=94,missing=93,gain=0.773185253,cover=3156
- 93:leaf=-0.00537306955,cover=0
- 94:leaf=0.00210790709,cover=0
- 2:[MidArea5<0.595963955] yes=5,no=6,missing=6,gain=1.32690048,cover=2339301
- 5:[LGI5<2.41354537] yes=11,no=12,missing=11,gain=0.342889547,cover=427
- 11:[Ecc<4.00532722] yes=23,no=24,missing=23,gain=0.233610481,cover=232
- 23:[Pol<71.0996552] yes=47,no=48,missing=47,gain=0.320300519,cover=184
- 47:[Sulc0<-0.966370046] yes=95,no=96,missing=96,gain=0.256821543,cover=57
- 95:leaf=0.00571375573,cover=0
- 96:leaf=-0.00178565911,cover=0
- 48:[MidArea5<0.586498976] yes=97,no=98,missing=97,gain=0.176940247,cover=127
- 97:leaf=0.00224702153,cover=0
- 98:leaf=-0.00188392645,cover=0
- 24:[Sulc0<-0.864702106] yes=49,no=50,missing=49,gain=0.403598279,cover=48
- 49:[Ecc<6.10119486] yes=99,no=100,missing=99,gain=0.0986539051,cover=27
- 99:leaf=0.00254226802,cover=0
- 100:leaf=-0.00359555869,cover=0
- 50:[LGI5<2.30690479] yes=101,no=102,missing=101,gain=0.440538049,cover=21
- 101:leaf=0.000966517895,cover=0
- 102:leaf=0.015471329,cover=0
- 12:[Curv5<-0.245563462] yes=25,no=26,missing=25,gain=0.465625763,cover=195
- 25:[Ecc<2.73602629] yes=51,no=52,missing=51,gain=0.799519002,cover=131
- 51:[LGI5<2.58517122] yes=103,no=104,missing=103,gain=0.226921201,cover=57
- 103:leaf=0.00805650558,cover=0
- 104:leaf=-0.00193041563,cover=0
- 52:[LGI5<2.48931384] yes=105,no=106,missing=105,gain=0.1329294,cover=74
- 105:leaf=0.00131976127,cover=0
- 106:leaf=-0.00286826235,cover=0
- 26:[Pol<128.334747] yes=53,no=54,missing=53,gain=0.401553273,cover=64
- 53:[Pol<30.3635597] yes=107,no=108,missing=107,gain=0.307494611,cover=20
- 107:leaf=0.00765061378,cover=0
- 108:leaf=-0.00419584755,cover=0
- 54:[Curv5<-0.204921171] yes=109,no=110,missing=109,gain=0.162359715,cover=44
- 109:leaf=0.00822019856,cover=0
- 110:leaf=0.0158202257,cover=0
- 6:[LGI5<3.48966408] yes=13,no=14,missing=13,gain=0.9573645,cover=2338874
- 13:[Pol<119.248337] yes=27,no=28,missing=27,gain=1.50969958,cover=2204906
- 27:[Pol<77.5287857] yes=55,no=56,missing=55,gain=7.28323889,cover=1258571
- 55:[Sulc0<-0.15955846] yes=111,no=112,missing=112,gain=5.34800291,cover=1091699
- 111:leaf=3.27169e-05,cover=0
- 112:leaf=-0.000298749626,cover=0
- 56:[Ecc<1.46579576] yes=113,no=114,missing=113,gain=20.9625912,cover=166872
- 113:leaf=-0.000556236308,cover=0
- 114:leaf=0.00069347996,cover=0
- 28:[LGI5<3.29043651] yes=57,no=58,missing=57,gain=4.7222271,cover=946335
- 57:[Ecc<8.01039791] yes=115,no=116,missing=115,gain=6.76862669,cover=857198
- 115:leaf=-0.000122529935,cover=0
- 116:leaf=0.000165531601,cover=0
- 58:[Ecc<30.4150848] yes=117,no=118,missing=118,gain=11.447607,cover=89137
- 117:leaf=-0.000736012764,cover=0
- 118:leaf=0.000542256923,cover=0
- 14:[Pol<15.1533136] yes=29,no=30,missing=29,gain=4.43881273,cover=133968
- 29:[Ecc<21.7409172] yes=59,no=60,missing=59,gain=5.09245777,cover=16631
- 59:[PialCurv5<-0.0931780562] yes=119,no=120,missing=119,gain=4.34661913,cover=6353
- 119:leaf=-0.000487332291,cover=0
- 120:leaf=0.00224164152,cover=0
- 60:[Sulc0<0.210163057] yes=121,no=122,missing=122,gain=2.24266052,cover=10278
- 121:leaf=-0.00142422074,cover=0
- 122:leaf=0.00359136122,cover=0
- 30:[Ecc<22.0897732] yes=61,no=62,missing=62,gain=4.8990531,cover=117337
- 61:[Sulc0<0.0372688323] yes=123,no=124,missing=124,gain=5.11441851,cover=60778
- 123:leaf=-0.000185240686,cover=0
- 124:leaf=0.00167298876,cover=0
- 62:[LGI5<3.51961541] yes=125,no=126,missing=125,gain=4.21634102,cover=56559
- 125:leaf=0.00167277211,cover=0
- 126:leaf=0.000411494693,cover=0
-booster[977]:
-0:[LGI5<2.6558373] yes=1,no=2,missing=1,gain=0.174547583,cover=5124388
- 1:[Pol<14.1659222] yes=3,no=4,missing=4,gain=1.58095968,cover=2219201
- 3:[Area5<0.751858592] yes=7,no=8,missing=7,gain=4.64476395,cover=97146
- 7:[PialCurv5<-0.0330938511] yes=15,no=16,missing=15,gain=2.27868128,cover=82680
- 15:[Curv5<-0.106344692] yes=31,no=32,missing=32,gain=6.28993702,cover=75862
- 31:[PialCurv5<-0.0632625744] yes=63,no=64,missing=63,gain=2.17593479,cover=71269
- 63:leaf=-2.03926993e-05,cover=0
- 64:leaf=-0.00138222321,cover=0
- 32:[Ecc<2.48523927] yes=65,no=66,missing=65,gain=4.61011219,cover=4593
- 65:leaf=0.000357044948,cover=0
- 66:leaf=0.0035334311,cover=0
- 16:[PialArea5<1.02520955] yes=33,no=34,missing=33,gain=6.05584335,cover=6818
- 33:[Ecc<7.59607029] yes=67,no=68,missing=68,gain=4.50340605,cover=6249
- 67:leaf=-0.000883003406,cover=0
- 68:leaf=0.00386636751,cover=0
- 34:[Area5<0.727793753] yes=69,no=70,missing=69,gain=1.32665777,cover=569
- 69:leaf=-0.00705088023,cover=0
- 70:leaf=-0.000990734436,cover=0
- 8:[Ecc<7.7481575] yes=17,no=18,missing=17,gain=4.10319281,cover=14466
- 17:[MidArea5<1.21578133] yes=35,no=36,missing=36,gain=3.13533878,cover=13166
- 35:[PialCurv5<-0.0114707183] yes=71,no=72,missing=72,gain=2.58822012,cover=12180
- 71:leaf=-0.000785112497,cover=0
- 72:leaf=-0.00387386023,cover=0
- 36:[Area5<0.77338779] yes=73,no=74,missing=73,gain=0.849799633,cover=986
- 73:leaf=0.00656820694,cover=0
- 74:leaf=0.00149266282,cover=0
- 18:[LGI5<2.5453887] yes=37,no=38,missing=37,gain=2.20280409,cover=1300
- 37:[Sulc0<-0.0862998366] yes=75,no=76,missing=76,gain=0.673572063,cover=443
- 75:leaf=-0.000340168684,cover=0
- 76:leaf=-0.00863554887,cover=0
- 38:[PialArea5<1.33957577] yes=77,no=78,missing=78,gain=2.19213581,cover=857
- 77:leaf=-0.00411954103,cover=0
- 78:leaf=-0.0113000097,cover=0
- 4:[Pol<62.799984] yes=9,no=10,missing=9,gain=1.82445455,cover=2122055
- 9:[Area5<0.669950843] yes=19,no=20,missing=20,gain=9.21512222,cover=373810
- 19:[Sulc0<-0.15955846] yes=39,no=40,missing=40,gain=4.77358437,cover=213624
- 39:[Sulc0<-0.650102437] yes=79,no=80,missing=80,gain=4.08989573,cover=209091
- 79:leaf=-0.000193195636,cover=0
- 80:leaf=0.000307698851,cover=0
- 40:[PialCurv5<0.0128733069] yes=81,no=82,missing=82,gain=3.48283339,cover=4533
- 81:leaf=-0.00048855308,cover=0
- 82:leaf=-0.00328544271,cover=0
- 20:[PialArea5<1.02520955] yes=41,no=42,missing=41,gain=12.3639708,cover=160186
- 41:[Ecc<1.91022825] yes=83,no=84,missing=84,gain=18.0958214,cover=54116
- 83:leaf=-0.000319047045,cover=0
- 84:leaf=0.00164509658,cover=0
- 42:[Pol<35.2629585] yes=85,no=86,missing=85,gain=3.3636415,cover=106070
- 85:leaf=-0.000233519866,cover=0
- 86:leaf=0.000335734512,cover=0
- 10:[Sulc0<-0.0637059584] yes=21,no=22,missing=21,gain=2.73219061,cover=1748245
- 21:[Area5<0.635019779] yes=43,no=44,missing=43,gain=5.93390942,cover=1135290
- 43:[Ecc<5.14592695] yes=87,no=88,missing=87,gain=8.47774601,cover=604690
- 87:leaf=0.000157837159,cover=0
- 88:leaf=-0.000296392682,cover=0
- 44:[Curv5<-0.198884338] yes=89,no=90,missing=89,gain=9.68541813,cover=530600
- 89:leaf=0.00044378257,cover=0
- 90:leaf=-0.000244184601,cover=0
- 22:[Pol<144.670364] yes=45,no=46,missing=45,gain=8.03320694,cover=612955
- 45:[Ecc<4.46987629] yes=91,no=92,missing=91,gain=4.66309023,cover=600236
- 91:leaf=-6.89129374e-05,cover=0
- 92:leaf=0.000218383808,cover=0
- 46:[MidArea5<0.552703321] yes=93,no=94,missing=93,gain=7.14438534,cover=12719
- 93:leaf=0.000763636606,cover=0
- 94:leaf=-0.00189002103,cover=0
- 2:[Sulc0<-0.872199774] yes=5,no=6,missing=5,gain=1.73454392,cover=2905187
- 5:[Ecc<0.567370772] yes=11,no=12,missing=12,gain=2.37237024,cover=176360
- 11:[PialCurv5<-0.153030112] yes=23,no=24,missing=23,gain=1.11076951,cover=482
- 23:[LGI5<2.92358446] yes=47,no=48,missing=48,gain=0.192029238,cover=109
- 47:[LGI5<2.67938972] yes=95,no=96,missing=96,gain=0.150802404,cover=90
- 95:leaf=0.0014128522,cover=0
- 96:leaf=-0.00305076502,cover=0
- 48:[Curv5<-0.310856104] yes=97,no=98,missing=97,gain=0.218457997,cover=19
- 97:leaf=0.0094373757,cover=0
- 98:leaf=-0.000987029052,cover=0
- 24:[Pol<26.4235344] yes=49,no=50,missing=49,gain=1.5790081,cover=373
- 49:[PialArea5<1.01690364] yes=99,no=100,missing=100,gain=1.326424,cover=93
- 99:leaf=-0.00983464625,cover=0
- 100:leaf=0.00312486268,cover=0
- 50:[Curv5<-0.155295327] yes=101,no=102,missing=102,gain=1.06586027,cover=280
- 101:leaf=0.00517104706,cover=0
- 102:leaf=0.0127467485,cover=0
- 12:[MidArea5<1.21578133] yes=25,no=26,missing=26,gain=1.70649815,cover=175878
- 25:[Ecc<14.694541] yes=51,no=52,missing=51,gain=1.47986245,cover=172776
- 51:[Curv5<-0.239749789] yes=103,no=104,missing=103,gain=3.06948042,cover=100165
- 103:leaf=-5.78713025e-06,cover=0
- 104:leaf=0.000548050797,cover=0
- 52:[Curv5<-0.130991504] yes=105,no=106,missing=105,gain=2.66004753,cover=72611
- 105:leaf=-4.37185408e-05,cover=0
- 106:leaf=0.00337357377,cover=0
- 26:[PialCurv5<-0.151339546] yes=53,no=54,missing=53,gain=1.04679525,cover=3102
- 53:[Ecc<20.0856266] yes=107,no=108,missing=107,gain=0.512934089,cover=255
- 107:leaf=-0.00506851589,cover=0
- 108:leaf=0.0010118268,cover=0
- 54:[Curv5<-0.239749789] yes=109,no=110,missing=109,gain=1.08177876,cover=2847
- 109:leaf=0.00246809563,cover=0
- 110:leaf=-0.001046794,cover=0
- 6:[Ecc<3.73767829] yes=13,no=14,missing=13,gain=3.04542494,cover=2728827
- 13:[Curv5<0.069626309] yes=27,no=28,missing=27,gain=4.86573792,cover=56294
- 27:[Sulc0<0.33585754] yes=55,no=56,missing=55,gain=6.63963413,cover=44999
- 55:[Ecc<2.54464626] yes=111,no=112,missing=111,gain=5.68141508,cover=44891
- 111:leaf=8.20191326e-06,cover=0
- 112:leaf=-0.00111834332,cover=0
- 56:[LGI5<2.69973111] yes=113,no=114,missing=113,gain=1.67562723,cover=108
- 113:leaf=-0.018566547,cover=0
- 114:leaf=-0.00592996366,cover=0
- 28:[Sulc0<-0.481185079] yes=57,no=58,missing=58,gain=3.81070662,cover=11295
- 57:[Pol<63.605114] yes=115,no=116,missing=116,gain=5.17520523,cover=204
- 115:leaf=-0.0119691631,cover=0
- 116:leaf=0.0105441241,cover=0
- 58:[Pol<128.951508] yes=117,no=118,missing=117,gain=1.82106829,cover=11091
- 117:leaf=0.000161590287,cover=0
- 118:leaf=0.00200295658,cover=0
- 14:[PialArea5<1.25128293] yes=29,no=30,missing=29,gain=2.09797359,cover=2672533
- 29:[Pol<65.8802414] yes=59,no=60,missing=59,gain=1.77976358,cover=2595005
- 59:[Ecc<16.2597466] yes=119,no=120,missing=119,gain=10.1128302,cover=762882
- 119:leaf=-0.000284727546,cover=0
- 120:leaf=8.14614177e-05,cover=0
- 60:[Ecc<5.72519016] yes=121,no=122,missing=121,gain=3.26417279,cover=1832123
- 121:leaf=-0.000322133536,cover=0
- 122:leaf=2.22958242e-05,cover=0
- 30:[Ecc<9.17092323] yes=61,no=62,missing=61,gain=5.41075802,cover=77528
- 61:[Area5<0.680766582] yes=123,no=124,missing=123,gain=6.02595425,cover=43975
- 123:leaf=0.00240977318,cover=0
- 124:leaf=0.000420480705,cover=0
- 62:[Sulc0<-0.540693521] yes=125,no=126,missing=125,gain=5.40296602,cover=33553
- 125:leaf=0.000335564895,cover=0
- 126:leaf=-0.000941224862,cover=0
-booster[978]:
-0:[PialArea5<0.872134149] yes=1,no=2,missing=2,gain=0.178935856,cover=5124388
- 1:[MidArea5<0.788378119] yes=3,no=4,missing=3,gain=0.795879543,cover=3208493
- 3:[Area5<0.811441243] yes=7,no=8,missing=8,gain=0.909177065,cover=3084252
- 7:[PialCurv5<-0.103163145] yes=15,no=16,missing=15,gain=0.839224935,cover=3023121
- 15:[Area5<0.601796865] yes=31,no=32,missing=31,gain=3.20066857,cover=445726
- 31:[Ecc<2.6050899] yes=63,no=64,missing=64,gain=1.30921555,cover=302291
- 63:leaf=-0.000182626711,cover=0
- 64:leaf=3.83270381e-05,cover=0
- 32:[Ecc<3.10160303] yes=65,no=66,missing=65,gain=6.70821095,cover=143435
- 65:leaf=0.00123792549,cover=0
- 66:leaf=0.000133208203,cover=0
- 16:[Area5<0.536314785] yes=33,no=34,missing=33,gain=1.44818926,cover=2577395
- 33:[PialCurv5<-0.00171623251] yes=67,no=68,missing=67,gain=3.1127646,cover=145457
- 67:leaf=0.00026145982,cover=0
- 68:leaf=-0.000290921511,cover=0
- 34:[Curv5<-0.0686563179] yes=69,no=70,missing=69,gain=4.02990961,cover=2431938
- 69:leaf=-0.000187913814,cover=0
- 70:leaf=-5.89408614e-07,cover=0
- 8:[LGI5<2.3349762] yes=17,no=18,missing=18,gain=2.71514344,cover=61131
- 17:[Curv5<-0.0708468556] yes=35,no=36,missing=36,gain=1.67841482,cover=2315
- 35:[LGI5<2.29093218] yes=71,no=72,missing=71,gain=2.52291012,cover=118
- 71:leaf=-0.00116620294,cover=0
- 72:leaf=0.0139750168,cover=0
- 36:[Sulc0<0.218763664] yes=73,no=74,missing=73,gain=1.86258841,cover=2197
- 73:leaf=-0.00287727499,cover=0
- 74:leaf=0.000168931248,cover=0
- 18:[Sulc0<0.624357879] yes=37,no=38,missing=37,gain=2.02344036,cover=58816
- 37:[LGI5<3.34776258] yes=75,no=76,missing=76,gain=2.24265122,cover=23739
- 75:leaf=0.000450438674,cover=0
- 76:leaf=0.00207989267,cover=0
- 38:[LGI5<3.07360435] yes=77,no=78,missing=78,gain=1.47747362,cover=35077
- 77:leaf=0.000409061409,cover=0
- 78:leaf=-0.000252684171,cover=0
- 4:[LGI5<2.51629615] yes=9,no=10,missing=9,gain=1.93627095,cover=124241
- 9:[Sulc0<-0.580759466] yes=19,no=20,missing=20,gain=1.66808009,cover=24058
- 19:[PialCurv5<-0.0829703882] yes=39,no=40,missing=39,gain=2.24451923,cover=3000
- 39:[LGI5<2.25075769] yes=79,no=80,missing=80,gain=3.85472488,cover=1132
- 79:leaf=-0.00721290661,cover=0
- 80:leaf=0.00196861406,cover=0
- 40:[Ecc<1.10530448] yes=81,no=82,missing=81,gain=2.3318305,cover=1868
- 81:leaf=0.000337469915,cover=0
- 82:leaf=-0.00329212262,cover=0
- 20:[LGI5<2.31684756] yes=41,no=42,missing=41,gain=1.66764927,cover=21058
- 41:[Pol<112.359543] yes=83,no=84,missing=84,gain=2.45595193,cover=4379
- 83:leaf=0.000261923036,cover=0
- 84:leaf=0.00265147537,cover=0
- 42:[LGI5<2.33061647] yes=85,no=86,missing=86,gain=2.27336669,cover=16679
- 85:leaf=-0.00247100717,cover=0
- 86:leaf=0.000328137801,cover=0
- 10:[Pol<54.5053368] yes=21,no=22,missing=21,gain=2.37525153,cover=100183
- 21:[PialCurv5<-0.124814533] yes=43,no=44,missing=43,gain=2.64389467,cover=25309
- 43:[Ecc<37.2796402] yes=87,no=88,missing=87,gain=1.7436763,cover=1735
- 87:leaf=-0.00198072381,cover=0
- 88:leaf=0.00699082762,cover=0
- 44:[LGI5<2.57263851] yes=89,no=90,missing=89,gain=2.06996727,cover=23574
- 89:leaf=0.00437499769,cover=0
- 90:leaf=0.000275111059,cover=0
- 22:[Curv5<-0.139824241] yes=45,no=46,missing=45,gain=2.29714823,cover=74874
- 45:[Ecc<11.8489361] yes=91,no=92,missing=91,gain=3.48411942,cover=7102
- 91:leaf=0.00196155161,cover=0
- 92:leaf=-0.000345045846,cover=0
- 46:[PialCurv5<0.0240441076] yes=93,no=94,missing=93,gain=3.03645134,cover=67772
- 93:leaf=-0.000884065055,cover=0
- 94:leaf=-0.000195571789,cover=0
- 2:[Curv5<-0.0730527416] yes=5,no=6,missing=6,gain=0.980522931,cover=1915895
- 5:[PialCurv5<-0.0347327143] yes=11,no=12,missing=11,gain=10.0939054,cover=1597710
- 11:[Area5<0.617766261] yes=23,no=24,missing=23,gain=1.97911835,cover=1548653
- 23:[Curv5<-0.166574284] yes=47,no=48,missing=47,gain=4.06111813,cover=379237
- 47:[Ecc<6.35379457] yes=95,no=96,missing=96,gain=3.68245244,cover=300903
- 95:leaf=-0.000124209459,cover=0
- 96:leaf=0.000258522545,cover=0
- 48:[LGI5<2.45602322] yes=97,no=98,missing=97,gain=4.08631897,cover=78334
- 97:leaf=0.000771963387,cover=0
- 98:leaf=4.89338236e-05,cover=0
- 24:[PialArea5<1.03340518] yes=49,no=50,missing=49,gain=2.99706268,cover=1169416
- 49:[Pol<119.248337] yes=99,no=100,missing=99,gain=5.42807627,cover=499638
- 99:leaf=1.14692466e-05,cover=0
- 100:leaf=-0.000318166887,cover=0
- 50:[Pol<59.5955544] yes=101,no=102,missing=101,gain=1.60126746,cover=669778
- 101:leaf=-5.41023037e-05,cover=0
- 102:leaf=0.000102931066,cover=0
- 12:[Area5<0.620557249] yes=25,no=26,missing=25,gain=13.2388182,cover=49057
- 25:[MidArea5<0.724402428] yes=51,no=52,missing=51,gain=1.87537432,cover=5145
- 51:[Ecc<5.85121489] yes=103,no=104,missing=104,gain=1.51945162,cover=560
- 103:leaf=-0.0031619051,cover=0
- 104:leaf=-0.00982477609,cover=0
- 52:[PialArea5<1.02926981] yes=105,no=106,missing=105,gain=2.37273622,cover=4585
- 105:leaf=-0.0008288268,cover=0
- 106:leaf=-0.00378599321,cover=0
- 26:[Curv5<-0.0881721899] yes=53,no=54,missing=53,gain=12.3472404,cover=43912
- 53:[Curv5<-0.195883974] yes=107,no=108,missing=107,gain=4.94962692,cover=25290
- 107:leaf=-0.00411885045,cover=0
- 108:leaf=0.00178681768,cover=0
- 54:[PialCurv5<-0.0209923834] yes=109,no=110,missing=109,gain=4.76731348,cover=18622
- 109:leaf=-0.000775803754,cover=0
- 110:leaf=0.000824531016,cover=0
- 6:[PialCurv5<-0.0426128618] yes=13,no=14,missing=13,gain=14.9517546,cover=318185
- 13:[Area5<0.593548477] yes=27,no=28,missing=28,gain=10.2701416,cover=48713
- 27:[Ecc<4.46987629] yes=55,no=56,missing=55,gain=4.91159582,cover=1206
- 55:[LGI5<2.29656005] yes=111,no=112,missing=111,gain=2.0342226,cover=599
- 111:leaf=-0.00715505192,cover=0
- 112:leaf=0.000818976376,cover=0
- 56:[Pol<81.5476837] yes=113,no=114,missing=113,gain=2.65880585,cover=607
- 113:leaf=-0.0103928503,cover=0
- 114:leaf=-0.00374249904,cover=0
- 28:[Pol<164.532394] yes=57,no=58,missing=57,gain=7.93556213,cover=47507
- 57:[Ecc<14.28263] yes=115,no=116,missing=116,gain=7.00115395,cover=40442
- 115:leaf=0.000872695528,cover=0
- 116:leaf=0.00233607902,cover=0
- 58:[Ecc<6.52965975] yes=117,no=118,missing=117,gain=10.0640192,cover=7065
- 117:leaf=0.00280262204,cover=0
- 118:leaf=-0.0015995974,cover=0
- 14:[Curv5<-0.0530214235] yes=29,no=30,missing=30,gain=4.69755173,cover=269472
- 29:[PialCurv5<-0.00763805071] yes=59,no=60,missing=59,gain=7.05616093,cover=54324
- 59:[Sulc0<-0.463317156] yes=119,no=120,missing=120,gain=3.69449806,cover=42726
- 119:leaf=0.000113867784,cover=0
- 120:leaf=-0.00101155776,cover=0
- 60:[LGI5<3.29043651] yes=121,no=122,missing=121,gain=2.97793031,cover=11598
- 121:leaf=0.000334204145,cover=0
- 122:leaf=0.00283407979,cover=0
- 30:[LGI5<2.36851335] yes=61,no=62,missing=61,gain=4.74577522,cover=215148
- 61:[LGI5<2.32164335] yes=123,no=124,missing=123,gain=8.72880554,cover=18168
- 123:leaf=-2.54647216e-06,cover=0
- 124:leaf=0.00227662991,cover=0
- 62:[PialCurv5<-0.0314326771] yes=125,no=126,missing=125,gain=2.89995885,cover=196980
- 125:leaf=0.000678077515,cover=0
- 126:leaf=-7.26376893e-05,cover=0
-booster[979]:
-0:[PialArea5<0.811158121] yes=1,no=2,missing=1,gain=0.169418812,cover=5124388
- 1:[Area5<0.924216449] yes=3,no=4,missing=3,gain=1.11455226,cover=2722535
- 3:[PialCurv5<-0.164281175] yes=7,no=8,missing=7,gain=0.855412722,cover=2712664
- 7:[Ecc<7.18838644] yes=15,no=16,missing=15,gain=2.0758543,cover=66108
- 15:[Area5<0.690371037] yes=31,no=32,missing=32,gain=2.11169338,cover=27671
- 31:[Area5<0.380439579] yes=63,no=64,missing=64,gain=1.55989242,cover=26882
- 63:leaf=-0.00164059584,cover=0
- 64:leaf=-0.000322253298,cover=0
- 32:[Pol<55.3432045] yes=65,no=66,missing=65,gain=2.23759937,cover=789
- 65:leaf=-0.00585860293,cover=0
- 66:leaf=-0.000528990291,cover=0
- 16:[Ecc<9.0678978] yes=33,no=34,missing=33,gain=2.06188393,cover=38437
- 33:[Pol<10.3232107] yes=67,no=68,missing=68,gain=4.04341459,cover=9430
- 67:leaf=0.00477384171,cover=0
- 68:leaf=0.000429208943,cover=0
- 34:[Curv5<-0.258777469] yes=69,no=70,missing=70,gain=0.847704768,cover=29007
- 69:leaf=-0.000246313488,cover=0
- 70:leaf=0.000679397839,cover=0
- 8:[PialCurv5<-0.136031076] yes=17,no=18,missing=17,gain=1.99149561,cover=2646556
- 17:[MidArea5<0.65496558] yes=35,no=36,missing=35,gain=2.28739738,cover=89148
- 35:[Ecc<1.96654522] yes=71,no=72,missing=71,gain=2.29963636,cover=54007
- 71:leaf=-0.00011502389,cover=0
- 72:leaf=0.000625671586,cover=0
- 36:[Ecc<0.513775289] yes=73,no=74,missing=74,gain=1.76061559,cover=35141
- 73:leaf=0.00334315631,cover=0
- 74:leaf=-0.000124213198,cover=0
- 18:[Sulc0<-0.407819748] yes=37,no=38,missing=37,gain=1.62794423,cover=2557408
- 37:[Ecc<10.8716469] yes=75,no=76,missing=75,gain=6.14886093,cover=351763
- 75:leaf=-3.47730311e-05,cover=0
- 76:leaf=-0.000665423868,cover=0
- 38:[Pol<8.56911278] yes=77,no=78,missing=77,gain=1.98327208,cover=2205645
- 77:leaf=-0.000551810197,cover=0
- 78:leaf=5.85727048e-06,cover=0
- 4:[Curv5<-0.0553030409] yes=9,no=10,missing=10,gain=2.03600287,cover=9871
- 9:[LGI5<2.66519833] yes=19,no=20,missing=19,gain=1.01901865,cover=314
- 19:[Ecc<1.85215485] yes=39,no=40,missing=39,gain=1.30360341,cover=308
- 39:[Pol<166.64444] yes=79,no=80,missing=80,gain=1.07156897,cover=214
- 79:leaf=0.00425107544,cover=0
- 80:leaf=-0.00531924842,cover=0
- 40:[Ecc<2.97906685] yes=81,no=82,missing=81,gain=1.56577611,cover=94
- 81:leaf=0.0143468007,cover=0
- 82:leaf=0.000741049589,cover=0
- 20:[Ecc<5.14592695] yes=41,no=42,missing=41,gain=0.10335815,cover=6
- 41:leaf=-0.0169564169,cover=0
- 42:leaf=0.000204512486,cover=0
- 10:[PialCurv5<-0.0569176264] yes=21,no=22,missing=21,gain=1.98013759,cover=9557
- 21:[Ecc<2.48523927] yes=43,no=44,missing=44,gain=2.22046161,cover=103
- 43:[LGI5<2.40363431] yes=83,no=84,missing=83,gain=0.886280298,cover=83
- 83:leaf=-0.00930903386,cover=0
- 84:leaf=0.00124670041,cover=0
- 44:[Pol<7.58674097] yes=85,no=86,missing=86,gain=0.26947546,cover=20
- 85:leaf=0.00225794315,cover=0
- 86:leaf=-0.0222811252,cover=0
- 22:[Curv5<-0.0179657843] yes=45,no=46,missing=45,gain=1.12296128,cover=9454
- 45:[LGI5<2.60638428] yes=87,no=88,missing=88,gain=0.981252789,cover=174
- 87:leaf=0.00306766038,cover=0
- 88:leaf=0.0148780374,cover=0
- 46:[LGI5<2.35684347] yes=89,no=90,missing=89,gain=1.61064625,cover=9280
- 89:leaf=-0.00120466936,cover=0
- 90:leaf=0.000663606159,cover=0
- 2:[MidArea5<0.592231214] yes=5,no=6,missing=5,gain=1.1043036,cover=2401853
- 5:[PialCurv5<-0.144106165] yes=11,no=12,missing=12,gain=0.404806018,cover=512
- 11:[PialArea5<0.829066753] yes=23,no=24,missing=23,gain=0.213098019,cover=200
- 23:[MidArea5<0.590346038] yes=47,no=48,missing=47,gain=0.117030367,cover=148
- 47:[Pol<172.045227] yes=91,no=92,missing=91,gain=0.121649474,cover=121
- 91:leaf=0.000875242986,cover=0
- 92:leaf=-0.00379970903,cover=0
- 48:[Pol<167.338547] yes=93,no=94,missing=93,gain=0.0421363413,cover=27
- 93:leaf=-0.0041143503,cover=0
- 94:leaf=0.0011793304,cover=0
- 24:[Ecc<2.54464626] yes=49,no=50,missing=49,gain=0.241102427,cover=52
- 49:[Sulc0<-0.947149038] yes=95,no=96,missing=95,gain=0.153572172,cover=17
- 95:leaf=0.0108605139,cover=0
- 96:leaf=0.000455047702,cover=0
- 50:[Curv5<-0.297558427] yes=97,no=98,missing=97,gain=0.0668018386,cover=35
- 97:leaf=0.00229803473,cover=0
- 98:leaf=-0.00224983296,cover=0
- 12:[LGI5<2.41724968] yes=25,no=26,missing=26,gain=0.389305115,cover=312
- 25:[Pol<72.6247101] yes=51,no=52,missing=51,gain=0.321325898,cover=196
- 51:[PialCurv5<-0.111109555] yes=99,no=100,missing=99,gain=0.182137847,cover=47
- 99:leaf=0.00731520867,cover=0
- 100:leaf=-1.18503967e-05,cover=0
- 52:[Ecc<3.35458159] yes=101,no=102,missing=101,gain=0.529817581,cover=149
- 101:leaf=-0.00126167666,cover=0
- 102:leaf=0.00494571915,cover=0
- 26:[Ecc<5.53207445] yes=53,no=54,missing=53,gain=0.410611272,cover=116
- 53:[Sulc0<-1.08640325] yes=103,no=104,missing=104,gain=0.347988963,cover=106
- 103:leaf=-0.00204787031,cover=0
- 104:leaf=0.00756950909,cover=0
- 54:[Curv5<-0.206445083] yes=105,no=106,missing=105,gain=0.00820061564,cover=10
- 105:leaf=-0.00408746488,cover=0
- 106:leaf=0.000344395638,cover=0
- 6:[Area5<0.827407002] yes=13,no=14,missing=13,gain=0.878538132,cover=2401341
- 13:[Sulc0<0.662694752] yes=27,no=28,missing=27,gain=1.77069509,cover=2253791
- 27:[PialArea5<1.57955706] yes=55,no=56,missing=56,gain=1.10234094,cover=2253056
- 55:[MidArea5<1.1557827] yes=107,no=108,missing=107,gain=2.10590744,cover=2241282
- 107:leaf=1.69084578e-05,cover=0
- 108:leaf=0.00136679073,cover=0
- 56:[PialCurv5<-0.058241725] yes=109,no=110,missing=110,gain=4.04313374,cover=11774
- 109:leaf=-0.000312012795,cover=0
- 110:leaf=-0.00602765009,cover=0
- 28:[LGI5<2.86381269] yes=57,no=58,missing=58,gain=3.10896945,cover=735
- 57:[Ecc<36.5542564] yes=111,no=112,missing=111,gain=0.860376358,cover=35
- 111:leaf=-0.000864616246,cover=0
- 112:leaf=-0.0173369348,cover=0
- 58:[LGI5<3.21041465] yes=113,no=114,missing=113,gain=4.61825371,cover=700
- 113:leaf=0.00834484026,cover=0
- 114:leaf=-6.10982056e-07,cover=0
- 14:[Pol<62.0115929] yes=29,no=30,missing=29,gain=1.66449857,cover=147550
- 29:[Ecc<0.943656743] yes=59,no=60,missing=60,gain=3.18324089,cover=81996
- 59:[Sulc0<-0.690729618] yes=115,no=116,missing=115,gain=1.80669928,cover=647
- 115:leaf=-0.00138026197,cover=0
- 116:leaf=-0.00682510808,cover=0
- 60:[Curv5<-0.0686563179] yes=117,no=118,missing=118,gain=2.63055539,cover=81349
- 117:leaf=-6.68917492e-05,cover=0
- 118:leaf=0.000664082472,cover=0
- 30:[PialArea5<1.20515823] yes=61,no=62,missing=61,gain=2.87616539,cover=65554
- 61:[Ecc<1.91022825] yes=119,no=120,missing=119,gain=3.92520189,cover=47157
- 119:leaf=0.00102391304,cover=0
- 120:leaf=-0.00063990237,cover=0
- 62:[Pol<156.492447] yes=121,no=122,missing=121,gain=3.1697948,cover=18397
- 121:leaf=0.000938454352,cover=0
- 122:leaf=-0.000377483608,cover=0
-booster[980]:
-0:[PialArea5<0.841635466] yes=1,no=2,missing=2,gain=0.155856982,cover=5124388
- 1:[MidArea5<0.922174513] yes=3,no=4,missing=3,gain=0.794388235,cover=2965514
- 3:[LGI5<2.13090348] yes=7,no=8,missing=8,gain=0.683654964,cover=2963784
- 7:[Pol<152.827332] yes=15,no=16,missing=16,gain=2.73857546,cover=12145
- 15:[Ecc<0.45941934] yes=31,no=32,missing=32,gain=2.70714283,cover=9970
- 31:[PialArea5<0.467676282] yes=63,no=64,missing=63,gain=1.05978048,cover=541
- 63:leaf=-0.00764433434,cover=0
- 64:leaf=-0.00172201113,cover=0
- 32:[PialCurv5<0.185672894] yes=65,no=66,missing=65,gain=2.50459409,cover=9429
- 65:leaf=0.00133155764,cover=0
- 66:leaf=-0.000677122909,cover=0
- 16:[Ecc<0.729281187] yes=33,no=34,missing=34,gain=2.60773277,cover=2175
- 33:[Area5<0.615061462] yes=67,no=68,missing=67,gain=1.39190435,cover=678
- 67:leaf=-0.000786068384,cover=0
- 68:leaf=0.0037497587,cover=0
- 34:[PialCurv5<0.0567538291] yes=69,no=70,missing=70,gain=3.93078351,cover=1497
- 69:leaf=-0.00140763633,cover=0
- 70:leaf=-0.00898816623,cover=0
- 8:[Ecc<0.353712648] yes=17,no=18,missing=17,gain=0.812096894,cover=2951639
- 17:[Area5<0.706906915] yes=35,no=36,missing=36,gain=1.90719628,cover=32160
- 35:[PialCurv5<-0.0410871245] yes=71,no=72,missing=71,gain=2.42396426,cover=29116
- 71:leaf=0.000623075815,cover=0
- 72:leaf=-0.000294473226,cover=0
- 36:[PialCurv5<-0.0693148375] yes=73,no=74,missing=74,gain=3.52313089,cover=3044
- 73:leaf=-0.00529632065,cover=0
- 74:leaf=0.00186039193,cover=0
- 18:[LGI5<2.16230083] yes=37,no=38,missing=38,gain=1.19884741,cover=2919479
- 37:[Ecc<1.68457866] yes=75,no=76,missing=75,gain=3.22059178,cover=11859
- 75:leaf=-0.00153189886,cover=0
- 76:leaf=0.000152905239,cover=0
- 38:[LGI5<2.46263766] yes=77,no=78,missing=77,gain=0.879229665,cover=2907620
- 77:leaf=-6.17222177e-05,cover=0
- 78:leaf=4.38862662e-06,cover=0
- 4:[Ecc<42.9490852] yes=9,no=10,missing=9,gain=0.686816275,cover=1730
- 9:[PialCurv5<-0.0487009101] yes=19,no=20,missing=19,gain=0.618685722,cover=1623
- 19:[Ecc<3.41847086] yes=39,no=40,missing=40,gain=1.10813117,cover=94
- 39:[Sulc0<-0.574995995] yes=79,no=80,missing=79,gain=0.491708726,cover=85
- 79:leaf=-0.00396338757,cover=0
- 80:leaf=0.00364149851,cover=0
- 40:leaf=-0.0183441918,cover=0
- 20:[Curv5<-0.0179657843] yes=41,no=42,missing=41,gain=0.71096611,cover=1529
- 41:[LGI5<2.56467891] yes=81,no=82,missing=81,gain=2.48494864,cover=70
- 81:leaf=0.00198618323,cover=0
- 82:leaf=0.0262146927,cover=0
- 42:[Pol<143.237381] yes=83,no=84,missing=84,gain=0.913952827,cover=1459
- 83:leaf=0.000899157953,cover=0
- 84:leaf=0.00502085686,cover=0
- 10:[PialArea5<0.636387587] yes=21,no=22,missing=21,gain=0.554451406,cover=107
- 21:[Pol<76.8473129] yes=43,no=44,missing=43,gain=0.0708809942,cover=14
- 43:[Ecc<47.7892265] yes=85,no=86,missing=85,gain=0.0101687443,cover=3
- 85:leaf=-0.00319558079,cover=0
- 86:leaf=0.00142722134,cover=0
- 44:leaf=0.00789851323,cover=0
- 22:[LGI5<3.25380015] yes=45,no=46,missing=45,gain=0.887091219,cover=93
- 45:[PialCurv5<0.216171265] yes=87,no=88,missing=87,gain=0.306997538,cover=16
- 87:leaf=-0.0170184802,cover=0
- 88:leaf=0.002652667,cover=0
- 46:[Sulc0<1.11117697] yes=89,no=90,missing=89,gain=0.130687356,cover=77
- 89:leaf=-0.00383801758,cover=0
- 90:leaf=0.000254183076,cover=0
- 2:[LGI5<2.13090348] yes=5,no=6,missing=6,gain=0.748231709,cover=2158874
- 5:[MidArea5<0.80754292] yes=11,no=12,missing=12,gain=3.15772963,cover=7865
- 11:[Ecc<0.729281187] yes=23,no=24,missing=23,gain=4.21608734,cover=4335
- 23:[Pol<36.2100182] yes=47,no=48,missing=48,gain=2.15182257,cover=797
- 47:[Ecc<0.513775289] yes=91,no=92,missing=91,gain=1.19272602,cover=196
- 91:leaf=-0.00380137539,cover=0
- 92:leaf=0.00396991754,cover=0
- 48:[Pol<165.944183] yes=93,no=94,missing=93,gain=1.568717,cover=601
- 93:leaf=-0.00731138606,cover=0
- 94:leaf=-0.000554152648,cover=0
- 24:[Pol<130.822815] yes=49,no=50,missing=49,gain=2.61404228,cover=3538
- 49:[Ecc<6.16403294] yes=95,no=96,missing=95,gain=1.52967095,cover=1962
- 95:leaf=0.00028294549,cover=0
- 96:leaf=0.00717962673,cover=0
- 50:[PialCurv5<-0.0133872591] yes=97,no=98,missing=98,gain=2.54381108,cover=1576
- 97:leaf=-0.0017947061,cover=0
- 98:leaf=-0.0133724157,cover=0
- 12:[Ecc<0.669936359] yes=25,no=26,missing=25,gain=1.89895654,cover=3530
- 25:[Area5<0.756765008] yes=51,no=52,missing=52,gain=3.46928692,cover=562
- 51:[Area5<0.598585367] yes=99,no=100,missing=99,gain=1.70972013,cover=540
- 99:leaf=-0.0029090317,cover=0
- 100:leaf=0.0039428561,cover=0
- 52:[Pol<119.777687] yes=101,no=102,missing=101,gain=0.392571926,cover=22
- 101:leaf=0.0253903717,cover=0
- 102:leaf=0.00619240524,cover=0
- 26:[Area5<0.818724692] yes=53,no=54,missing=53,gain=1.40149021,cover=2968
- 53:[Area5<0.677535415] yes=103,no=104,missing=103,gain=1.8537761,cover=2808
- 103:leaf=0.00108941284,cover=0
- 104:leaf=-0.00148235366,cover=0
- 54:[Sulc0<-0.856543541] yes=105,no=106,missing=105,gain=0.765515327,cover=160
- 105:leaf=0.00150613242,cover=0
- 106:leaf=0.00845299289,cover=0
- 6:[Area5<0.483568966] yes=13,no=14,missing=13,gain=0.74845922,cover=2151009
- 13:[Sulc0<-0.357752919] yes=27,no=28,missing=27,gain=3.25891709,cover=52467
- 27:[Curv5<-0.245563462] yes=55,no=56,missing=56,gain=1.88035691,cover=51611
- 55:[PialCurv5<-0.10074953] yes=107,no=108,missing=107,gain=1.46803725,cover=20474
- 107:leaf=-4.26963852e-05,cover=0
- 108:leaf=-0.00235832273,cover=0
- 56:[LGI5<3.26095963] yes=109,no=110,missing=110,gain=2.84673572,cover=31137
- 109:leaf=0.000453674613,cover=0
- 110:leaf=0.00616161339,cover=0
- 28:[PialCurv5<-0.08490628] yes=57,no=58,missing=58,gain=1.9005084,cover=856
- 57:[PialCurv5<-0.167439327] yes=111,no=112,missing=111,gain=1.10868132,cover=611
- 111:leaf=0.00785584003,cover=0
- 112:leaf=-0.00185164053,cover=0
- 58:[Ecc<6.47151232] yes=113,no=114,missing=114,gain=1.42302132,cover=245
- 113:leaf=-0.00323403627,cover=0
- 114:leaf=-0.0109478794,cover=0
- 14:[LGI5<3.48966408] yes=29,no=30,missing=29,gain=0.721476018,cover=2098542
- 29:[Pol<119.248337] yes=59,no=60,missing=60,gain=1.464643,cover=1976497
- 59:[Pol<76.8473129] yes=115,no=116,missing=115,gain=6.2446475,cover=1148398
- 115:leaf=-6.9882658e-06,cover=0
- 116:leaf=0.000348506437,cover=0
- 60:[LGI5<2.40692019] yes=117,no=118,missing=117,gain=5.25271893,cover=828099
- 117:leaf=0.000244510506,cover=0
- 118:leaf=-0.000104368097,cover=0
- 30:[Pol<15.1533136] yes=61,no=62,missing=62,gain=4.23663759,cover=122045
- 61:[Ecc<21.7409172] yes=119,no=120,missing=119,gain=4.55275536,cover=15696
- 119:leaf=0.000449209911,cover=0
- 120:leaf=-0.00130625488,cover=0
- 62:[Ecc<22.0897732] yes=121,no=122,missing=121,gain=5.31662798,cover=106349
- 121:leaf=-9.82102574e-05,cover=0
- 122:leaf=0.000609677867,cover=0
-booster[981]:
-0:[Curv5<-0.350989401] yes=1,no=2,missing=2,gain=0.149578437,cover=5124388
- 1:[PialCurv5<-0.148241684] yes=3,no=4,missing=3,gain=1.35550284,cover=40033
- 3:[PialCurv5<-0.210138425] yes=7,no=8,missing=8,gain=1.02981377,cover=32434
- 7:[Area5<0.663006425] yes=15,no=16,missing=15,gain=2.83837104,cover=12451
- 15:[LGI5<2.24172258] yes=31,no=32,missing=32,gain=1.71982121,cover=10624
- 31:[Area5<0.453641325] yes=63,no=64,missing=63,gain=1.05735683,cover=178
- 63:leaf=-0.00127112877,cover=0
- 64:leaf=0.00737972651,cover=0
- 32:[PialArea5<0.994868398] yes=65,no=66,missing=66,gain=1.60896623,cover=10446
- 65:leaf=0.000217228313,cover=0
- 66:leaf=-0.00348031567,cover=0
- 16:[LGI5<2.3969903] yes=33,no=34,missing=34,gain=1.35359669,cover=1827
- 33:[Ecc<3.94116735] yes=67,no=68,missing=67,gain=1.02761841,cover=69
- 67:leaf=0.00913299806,cover=0
- 68:leaf=-0.00364135997,cover=0
- 34:[LGI5<2.43692279] yes=69,no=70,missing=69,gain=1.01182461,cover=1758
- 69:leaf=-0.00945348851,cover=0
- 70:leaf=-0.00201011216,cover=0
- 8:[PialArea5<0.861938] yes=17,no=18,missing=18,gain=1.98107898,cover=19983
- 17:[Ecc<0.295587689] yes=35,no=36,missing=35,gain=1.23728549,cover=15109
- 35:[LGI5<2.48603988] yes=71,no=72,missing=72,gain=0.421741843,cover=62
- 71:leaf=-0.00360404677,cover=0
- 72:leaf=-0.0122447079,cover=0
- 36:[LGI5<2.30690479] yes=73,no=74,missing=73,gain=1.0508002,cover=15047
- 73:leaf=-0.00155620521,cover=0
- 74:leaf=0.000304999703,cover=0
- 18:[Pol<156.492447] yes=37,no=38,missing=37,gain=1.23531961,cover=4874
- 37:[Pol<17.1471634] yes=75,no=76,missing=76,gain=2.14884377,cover=3959
- 75:leaf=0.000198362395,cover=0
- 76:leaf=0.00261099869,cover=0
- 38:[Ecc<43.8470497] yes=77,no=78,missing=77,gain=1.21263218,cover=915
- 77:leaf=-0.00061732094,cover=0
- 78:leaf=0.0107719302,cover=0
- 4:[PialArea5<0.887534022] yes=9,no=10,missing=9,gain=1.23923993,cover=7599
- 9:[Pol<28.4081879] yes=19,no=20,missing=19,gain=1.27484071,cover=5990
- 19:[Ecc<1.41371143] yes=39,no=40,missing=40,gain=2.0242877,cover=1358
- 39:[Ecc<0.618862808] yes=79,no=80,missing=79,gain=0.866128683,cover=91
- 79:leaf=0.000454288296,cover=0
- 80:leaf=0.0101888329,cover=0
- 40:[Ecc<4.20590305] yes=81,no=82,missing=81,gain=1.59218001,cover=1267
- 81:leaf=-0.00845082663,cover=0
- 82:leaf=-0.00154770946,cover=0
- 20:[Pol<48.3047981] yes=41,no=42,missing=41,gain=1.74192965,cover=4632
- 41:[Pol<44.6807365] yes=83,no=84,missing=84,gain=2.56242514,cover=594
- 83:leaf=0.00131390279,cover=0
- 84:leaf=0.0102756619,cover=0
- 42:[Ecc<40.3354568] yes=85,no=86,missing=86,gain=0.903546393,cover=4038
- 85:leaf=-0.000282185356,cover=0
- 86:leaf=0.00410471531,cover=0
- 10:[Pol<14.1659222] yes=21,no=22,missing=21,gain=1.18733382,cover=1609
- 21:[Ecc<4.27275372] yes=43,no=44,missing=43,gain=1.42001009,cover=272
- 43:[Ecc<1.21076584] yes=87,no=88,missing=88,gain=0.986995041,cover=43
- 87:leaf=0.00717592845,cover=0
- 88:leaf=-0.0108059077,cover=0
- 44:[Ecc<6.35379457] yes=89,no=90,missing=89,gain=2.08906174,cover=229
- 89:leaf=0.0142834159,cover=0
- 90:leaf=0.000852271274,cover=0
- 22:[Area5<0.739104271] yes=45,no=46,missing=46,gain=1.03073168,cover=1337
- 45:[LGI5<2.43374896] yes=91,no=92,missing=91,gain=0.80612421,cover=1236
- 91:leaf=-0.00391398091,cover=0
- 92:leaf=-0.00111759291,cover=0
- 46:[Ecc<10.426198] yes=93,no=94,missing=94,gain=0.285599947,cover=101
- 93:leaf=-0.00540718157,cover=0
- 94:leaf=-0.0114670265,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=6,gain=0.30521068,cover=5084355
- 5:[Curv5<-0.211220503] yes=11,no=12,missing=11,gain=1.53941488,cover=7565
- 11:[Ecc<4.60336304] yes=23,no=24,missing=23,gain=1.46120405,cover=6934
- 23:[Pol<42.7478409] yes=47,no=48,missing=48,gain=1.43999052,cover=1225
- 47:[LGI5<2.4272728] yes=95,no=96,missing=96,gain=1.25362837,cover=662
- 95:leaf=0.00441900734,cover=0
- 96:leaf=-0.000694313669,cover=0
- 48:[PialArea5<0.576038003] yes=97,no=98,missing=98,gain=2.07522893,cover=563
- 97:leaf=-0.00477575976,cover=0
- 98:leaf=0.00500335405,cover=0
- 24:[Area5<0.380439579] yes=49,no=50,missing=50,gain=1.79166996,cover=5709
- 49:[Curv5<-0.331971258] yes=99,no=100,missing=99,gain=0.716548681,cover=54
- 99:leaf=0.000501393166,cover=0
- 100:leaf=-0.012280548,cover=0
- 50:[LGI5<3.64692807] yes=101,no=102,missing=102,gain=1.17137563,cover=5655
- 101:leaf=0.000181378186,cover=0
- 102:leaf=0.00539202569,cover=0
- 12:[Sulc0<0.830503881] yes=25,no=26,missing=25,gain=0.909044147,cover=631
- 25:[MidArea5<0.49446398] yes=51,no=52,missing=51,gain=1.21243072,cover=616
- 51:[LGI5<2.50608969] yes=103,no=104,missing=103,gain=0.11268568,cover=25
- 103:leaf=-0.0141311875,cover=0
- 104:leaf=-0.00273544784,cover=0
- 52:[MidArea5<0.838749886] yes=105,no=106,missing=106,gain=0.948756516,cover=591
- 105:leaf=-0.000743105833,cover=0
- 106:leaf=-0.00541069917,cover=0
- 26:[Area5<0.513795495] yes=53,no=54,missing=54,gain=0.0457733274,cover=15
- 53:leaf=0.0117179547,cover=0
- 54:[Pol<64.3762589] yes=107,no=108,missing=107,gain=0.00121435151,cover=5
- 107:leaf=0.00491103902,cover=0
- 108:leaf=0.00115002994,cover=0
- 6:[PialCurv5<-0.167439327] yes=13,no=14,missing=13,gain=0.32316497,cover=5076790
- 13:[Sulc0<-0.237935558] yes=27,no=28,missing=28,gain=2.19955897,cover=85793
- 27:[PialArea5<0.803608477] yes=55,no=56,missing=55,gain=1.91104746,cover=82580
- 55:[Pol<152.092255] yes=109,no=110,missing=109,gain=2.39010215,cover=31976
- 109:leaf=-0.000618059537,cover=0
- 110:leaf=0.000347201509,cover=0
- 56:[Ecc<0.836319208] yes=111,no=112,missing=112,gain=1.45098233,cover=50604
- 111:leaf=-0.0014601344,cover=0
- 112:leaf=0.000188383623,cover=0
- 28:[Ecc<7.64592981] yes=57,no=58,missing=58,gain=1.01799655,cover=3213
- 57:[Pol<92.1537628] yes=113,no=114,missing=113,gain=2.26082706,cover=571
- 113:leaf=-0.00229047588,cover=0
- 114:leaf=0.0040269806,cover=0
- 58:[LGI5<3.00812316] yes=115,no=116,missing=115,gain=1.25553322,cover=2642
- 115:leaf=-0.00334901852,cover=0
- 116:leaf=-0.00102962763,cover=0
- 14:[Curv5<-0.26661092] yes=29,no=30,missing=29,gain=0.515737832,cover=4990997
- 29:[Area5<0.754342616] yes=59,no=60,missing=60,gain=1.27456021,cover=193447
- 59:[PialArea5<1.10075188] yes=117,no=118,missing=117,gain=1.50195193,cover=186521
- 117:leaf=0.000107750959,cover=0
- 118:leaf=-0.000331228774,cover=0
- 60:[Ecc<20.0856266] yes=119,no=120,missing=120,gain=1.53763235,cover=6926
- 119:leaf=0.000369763235,cover=0
- 120:leaf=0.00222001667,cover=0
- 30:[PialCurv5<-0.138158455] yes=61,no=62,missing=61,gain=0.36116606,cover=4797550
- 61:[Curv5<-0.212755695] yes=121,no=122,missing=122,gain=10.5803986,cover=211686
- 121:leaf=-0.000239290981,cover=0
- 122:leaf=0.000657157216,cover=0
- 62:[Curv5<-0.234010845] yes=123,no=124,missing=123,gain=2.28207231,cover=4585864
- 123:leaf=0.000180321629,cover=0
- 124:leaf=-6.76591753e-06,cover=0
-booster[982]:
-0:[MidArea5<0.439916283] yes=1,no=2,missing=1,gain=0.147720903,cover=5124388
- 1:[Area5<0.642765105] yes=3,no=4,missing=4,gain=1.03048587,cover=40033
- 3:[PialArea5<0.511941612] yes=7,no=8,missing=7,gain=0.350685477,cover=38398
- 7:[Ecc<4.33753681] yes=15,no=16,missing=16,gain=0.3107723,cover=38032
- 15:[LGI5<2.77389717] yes=31,no=32,missing=32,gain=0.354335606,cover=11614
- 31:[LGI5<2.67938972] yes=63,no=64,missing=63,gain=0.472098827,cover=11440
- 63:leaf=-0.000219972673,cover=0
- 64:leaf=0.00138527958,cover=0
- 32:[Area5<0.584141672] yes=65,no=66,missing=65,gain=0.23724997,cover=174
- 65:leaf=-0.00447401498,cover=0
- 66:leaf=-0.000760453811,cover=0
- 16:[Pol<82.2009888] yes=33,no=34,missing=34,gain=0.483169138,cover=26418
- 33:[LGI5<2.44319153] yes=67,no=68,missing=67,gain=1.26651716,cover=4201
- 67:leaf=0.00546622835,cover=0
- 68:leaf=-0.000497491914,cover=0
- 34:[PialCurv5<0.125401646] yes=69,no=70,missing=69,gain=0.656041145,cover=22217
- 69:leaf=0.000865349837,cover=0
- 70:leaf=0.000102485123,cover=0
- 8:[Ecc<7.39671755] yes=17,no=18,missing=17,gain=0.233506411,cover=366
- 17:[PialCurv5<-0.190801308] yes=35,no=36,missing=35,gain=0.351240098,cover=231
- 35:[Sulc0<-0.23104082] yes=71,no=72,missing=72,gain=0.155920565,cover=51
- 71:leaf=-0.00228570611,cover=0
- 72:leaf=-0.0141549902,cover=0
- 36:[LGI5<2.93433285] yes=73,no=74,missing=73,gain=0.386307895,cover=180
- 73:leaf=0.00213452033,cover=0
- 74:leaf=-0.00911826547,cover=0
- 18:[Curv5<-0.214297205] yes=37,no=38,missing=37,gain=0.428848505,cover=135
- 37:[LGI5<3.25380015] yes=75,no=76,missing=75,gain=0.386820853,cover=99
- 75:leaf=0.0062724622,cover=0
- 76:leaf=-0.00209936942,cover=0
- 38:[LGI5<3.23945832] yes=77,no=78,missing=77,gain=0.227802753,cover=36
- 77:leaf=-0.004688696,cover=0
- 78:leaf=0.00316575984,cover=0
- 4:[Ecc<8.55626965] yes=9,no=10,missing=9,gain=0.447115779,cover=1635
- 9:[Curv5<0.137416571] yes=19,no=20,missing=20,gain=0.384155869,cover=597
- 19:[Ecc<0.513775289] yes=39,no=40,missing=39,gain=0.0742329657,cover=4
- 39:leaf=0.000380516052,cover=0
- 40:leaf=-0.014481673,cover=0
- 20:[Ecc<6.58772182] yes=41,no=42,missing=42,gain=0.369878531,cover=593
- 41:[Sulc0<0.624357879] yes=79,no=80,missing=80,gain=0.273647577,cover=360
- 79:leaf=0.00323476247,cover=0
- 80:leaf=0.000410925189,cover=0
- 42:[Sulc0<0.762988985] yes=81,no=82,missing=81,gain=0.734746695,cover=233
- 81:leaf=0.00953007489,cover=0
- 82:leaf=0.00261710025,cover=0
- 10:[Curv5<0.169394374] yes=21,no=22,missing=21,gain=0.509042442,cover=1038
- 21:[PialCurv5<0.24610664] yes=43,no=44,missing=43,gain=0.422902763,cover=209
- 43:[Curv5<0.131767005] yes=83,no=84,missing=83,gain=0.386993051,cover=108
- 83:leaf=-0.00623702863,cover=0
- 84:leaf=0.00196957332,cover=0
- 44:[Pol<89.1530609] yes=85,no=86,missing=85,gain=0.684798717,cover=101
- 85:leaf=-0.000965962186,cover=0
- 86:leaf=0.00791259017,cover=0
- 22:[Sulc0<0.940059185] yes=45,no=46,missing=46,gain=0.50050211,cover=829
- 45:[Pol<109.773643] yes=87,no=88,missing=87,gain=0.265992403,cover=269
- 87:leaf=-0.00202976447,cover=0
- 88:leaf=0.00444330601,cover=0
- 46:[LGI5<3.13786864] yes=89,no=90,missing=89,gain=0.421341151,cover=560
- 89:leaf=0.0023680611,cover=0
- 90:leaf=-0.000371377304,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=6,gain=0.302339971,cover=5084355
- 5:[Area5<0.669105887] yes=11,no=12,missing=11,gain=0.798364401,cover=6203
- 11:[Ecc<8.55626965] yes=23,no=24,missing=24,gain=0.565377831,cover=2141
- 23:[Pol<89.7623749] yes=47,no=48,missing=47,gain=0.586267948,cover=873
- 47:[Sulc0<0.662694752] yes=91,no=92,missing=91,gain=0.359593272,cover=38
- 91:leaf=-0.00326448865,cover=0
- 92:leaf=0.00829648226,cover=0
- 48:[Sulc0<0.485350072] yes=93,no=94,missing=94,gain=0.369003773,cover=835
- 93:leaf=0.00240433286,cover=0
- 94:leaf=-0.0008189035,cover=0
- 24:[Ecc<47.7892265] yes=49,no=50,missing=49,gain=0.388341069,cover=1268
- 49:[LGI5<3.39750218] yes=95,no=96,missing=95,gain=0.347454071,cover=1225
- 95:leaf=-0.00231582928,cover=0
- 96:leaf=7.3081319e-05,cover=0
- 50:[PialCurv5<0.193043977] yes=97,no=98,missing=97,gain=0.537603736,cover=43
- 97:leaf=-0.00820441078,cover=0
- 98:leaf=0.00549770147,cover=0
- 12:[LGI5<2.39007568] yes=25,no=26,missing=25,gain=0.625419617,cover=4062
- 25:[Pol<97.3566132] yes=51,no=52,missing=52,gain=0.215440691,cover=199
- 51:[PialCurv5<0.45140323] yes=99,no=100,missing=99,gain=0.20066911,cover=75
- 99:leaf=-0.00582298217,cover=0
- 100:leaf=0.00136975048,cover=0
- 52:[Ecc<5.33884621] yes=101,no=102,missing=101,gain=0.218402952,cover=124
- 101:leaf=-0.00288271136,cover=0
- 102:leaf=0.00149136444,cover=0
- 26:[Sulc0<0.703387856] yes=53,no=54,missing=53,gain=0.738217771,cover=3863
- 53:[Ecc<19.7764034] yes=103,no=104,missing=103,gain=0.820360005,cover=442
- 103:leaf=0.00296959979,cover=0
- 104:leaf=-0.00332399132,cover=0
- 54:[Curv5<0.107059956] yes=105,no=106,missing=106,gain=0.54812634,cover=3421
- 105:leaf=-0.00900110509,cover=0
- 106:leaf=-5.90516493e-07,cover=0
- 6:[Curv5<-0.39144522] yes=13,no=14,missing=13,gain=0.172670126,cover=5078152
- 13:[PialArea5<1.00930154] yes=27,no=28,missing=27,gain=0.817257762,cover=18514
- 27:[Ecc<1.15906882] yes=55,no=56,missing=56,gain=0.909842014,cover=17653
- 55:[LGI5<2.49595737] yes=107,no=108,missing=107,gain=2.11693501,cover=667
- 107:leaf=-0.000134962291,cover=0
- 108:leaf=-0.0070508481,cover=0
- 56:[Ecc<1.73852015] yes=109,no=110,missing=109,gain=1.48200822,cover=16986
- 109:leaf=0.00302663073,cover=0
- 110:leaf=0.000216734785,cover=0
- 28:[Ecc<3.80337262] yes=57,no=58,missing=57,gain=1.11509395,cover=861
- 57:[Ecc<3.22716212] yes=111,no=112,missing=111,gain=1.64153337,cover=151
- 111:leaf=-0.00247895089,cover=0
- 112:leaf=-0.0151126506,cover=0
- 58:[LGI5<2.86381269] yes=113,no=114,missing=113,gain=1.2858994,cover=710
- 113:leaf=0.00151386205,cover=0
- 114:leaf=-0.00274036522,cover=0
- 14:[PialArea5<0.937250912] yes=29,no=30,missing=29,gain=0.181660131,cover=5059638
- 29:[Sulc0<-0.445309728] yes=59,no=60,missing=59,gain=0.617398262,cover=3628563
- 59:[Ecc<11.3532677] yes=115,no=116,missing=115,gain=1.69921923,cover=915822
- 115:leaf=-8.92926437e-06,cover=0
- 116:leaf=-0.000181187017,cover=0
- 60:[PialCurv5<-0.0810050145] yes=117,no=118,missing=117,gain=1.99190688,cover=2712741
- 117:leaf=0.000156374605,cover=0
- 118:leaf=-6.99396833e-06,cover=0
- 30:[Ecc<0.295587689] yes=61,no=62,missing=61,gain=0.660786986,cover=1431075
- 61:[LGI5<2.78495932] yes=119,no=120,missing=119,gain=1.71526456,cover=11660
- 119:leaf=-0.000406369334,cover=0
- 120:leaf=0.00767718954,cover=0
- 62:[MidArea5<0.805760801] yes=121,no=122,missing=121,gain=0.700869858,cover=1419415
- 121:leaf=0.000111122325,cover=0
- 122:leaf=4.12244344e-06,cover=0
-booster[983]:
-0:[PialArea5<0.317611694] yes=1,no=2,missing=1,gain=0.14750573,cover=5124388
- 1:[Curv5<0.0915888697] yes=3,no=4,missing=4,gain=0.534316182,cover=140394
- 3:[Area5<0.698189139] yes=7,no=8,missing=8,gain=0.842428744,cover=2554
- 7:[PialCurv5<0.275165707] yes=15,no=16,missing=16,gain=0.703524053,cover=2396
- 15:[LGI5<3.67381835] yes=31,no=32,missing=31,gain=0.669546485,cover=2182
- 31:[Ecc<20.0856266] yes=63,no=64,missing=63,gain=0.600715518,cover=2099
- 63:leaf=-0.00110141339,cover=0
- 64:leaf=0.000715021451,cover=0
- 32:[Pol<105.995506] yes=65,no=66,missing=65,gain=0.169605851,cover=83
- 65:leaf=-0.00559319975,cover=0
- 66:leaf=0.00418014312,cover=0
- 16:[Area5<0.650824547] yes=33,no=34,missing=34,gain=1.76937294,cover=214
- 33:[Ecc<8.7927618] yes=67,no=68,missing=67,gain=0.520802081,cover=171
- 67:leaf=-0.00859695673,cover=0
- 68:leaf=0.00087238074,cover=0
- 34:[LGI5<3.12489319] yes=69,no=70,missing=70,gain=0.0988028049,cover=43
- 69:leaf=0.00935745891,cover=0
- 70:leaf=0.0160344075,cover=0
- 8:[Ecc<9.17092323] yes=17,no=18,missing=18,gain=0.330194354,cover=158
- 17:[PialCurv5<0.154069737] yes=35,no=36,missing=35,gain=0.256424069,cover=20
- 35:[Sulc0<0.551384151] yes=71,no=72,missing=71,gain=0.102756336,cover=18
- 71:leaf=0.00178154558,cover=0
- 72:leaf=0.0109789073,cover=0
- 36:leaf=-0.0119536603,cover=0
- 18:[Ecc<23.9349174] yes=37,no=38,missing=37,gain=0.542211175,cover=138
- 37:[Sulc0<0.762988985] yes=73,no=74,missing=74,gain=0.463369727,cover=89
- 73:leaf=-0.00478437217,cover=0
- 74:leaf=-0.0126165068,cover=0
- 38:[Sulc0<0.795422614] yes=75,no=76,missing=75,gain=0.305787146,cover=49
- 75:leaf=-0.00741298357,cover=0
- 76:leaf=0.00147457351,cover=0
- 4:[PialCurv5<0.0720715299] yes=9,no=10,missing=9,gain=0.477300346,cover=137840
- 9:[Ecc<0.729281187] yes=19,no=20,missing=20,gain=1.73646736,cover=2663
- 19:[Pol<172.695618] yes=39,no=40,missing=39,gain=1.2630527,cover=321
- 39:[Area5<0.63275224] yes=77,no=78,missing=77,gain=0.934849262,cover=235
- 77:leaf=-0.00297900569,cover=0
- 78:leaf=-0.0107682347,cover=0
- 40:[Sulc0<-0.580759466] yes=79,no=80,missing=79,gain=0.867284298,cover=86
- 79:leaf=-0.0144885918,cover=0
- 80:leaf=0.003880715,cover=0
- 20:[Sulc0<-0.34506914] yes=41,no=42,missing=41,gain=1.47149849,cover=2342
- 41:[LGI5<2.3349762] yes=81,no=82,missing=81,gain=1.2388041,cover=105
- 81:leaf=0.0110804271,cover=0
- 82:leaf=-0.000125076476,cover=0
- 42:[Sulc0<0.193122864] yes=83,no=84,missing=83,gain=1.52674294,cover=2237
- 83:leaf=-0.00219265465,cover=0
- 84:leaf=0.00147263322,cover=0
- 10:[Area5<0.760524631] yes=21,no=22,missing=22,gain=0.441790521,cover=135177
- 21:[Curv5<0.128008828] yes=43,no=44,missing=43,gain=0.342130721,cover=131234
- 43:[Ecc<27.327179] yes=85,no=86,missing=85,gain=1.24788213,cover=7327
- 85:leaf=0.000673787668,cover=0
- 86:leaf=-0.00102056994,cover=0
- 44:[Ecc<33.9075584] yes=87,no=88,missing=87,gain=0.459001094,cover=123907
- 87:leaf=-1.60563104e-05,cover=0
- 88:leaf=0.000309358671,cover=0
- 22:[Ecc<38.0136108] yes=45,no=46,missing=45,gain=0.868188798,cover=3943
- 45:[LGI5<2.79054689] yes=89,no=90,missing=90,gain=0.55289197,cover=3292
- 89:leaf=4.97778346e-05,cover=0
- 90:leaf=0.00139460003,cover=0
- 46:[Curv5<0.22365725] yes=91,no=92,missing=91,gain=0.71925962,cover=651
- 91:leaf=-0.000404245686,cover=0
- 92:leaf=-0.00509184785,cover=0
- 2:[PialCurv5<0.382664889] yes=5,no=6,missing=5,gain=0.18650423,cover=4983994
- 5:[PialArea5<0.454431564] yes=11,no=12,missing=11,gain=0.24260217,cover=4907911
- 11:[Ecc<10.426198] yes=23,no=24,missing=23,gain=1.38872647,cover=480713
- 23:[Sulc0<0.732260227] yes=47,no=48,missing=47,gain=2.27194834,cover=248529
- 47:[Area5<0.685542226] yes=93,no=94,missing=93,gain=5.14769697,cover=213301
- 93:leaf=9.00848954e-06,cover=0
- 94:leaf=0.000536043663,cover=0
- 48:[LGI5<2.26652193] yes=95,no=96,missing=96,gain=3.52647877,cover=35228
- 95:leaf=0.00719678635,cover=0
- 96:leaf=-0.000289902673,cover=0
- 24:[PialCurv5<0.0851107761] yes=49,no=50,missing=49,gain=3.41466022,cover=232184
- 49:[Ecc<23.5513935] yes=97,no=98,missing=97,gain=4.87592506,cover=16104
- 97:leaf=-0.0013176155,cover=0
- 98:leaf=0.000592695142,cover=0
- 50:[Curv5<0.0974604636] yes=99,no=100,missing=99,gain=2.68918395,cover=216080
- 99:leaf=0.000475523848,cover=0
- 100:leaf=-6.72103852e-05,cover=0
- 12:[Curv5<0.0756113976] yes=25,no=26,missing=25,gain=0.588068843,cover=4427198
- 25:[PialCurv5<0.167567819] yes=51,no=52,missing=52,gain=1.56017888,cover=3794358
- 51:[Sulc0<0.495946974] yes=101,no=102,missing=101,gain=1.1625756,cover=3765930
- 101:leaf=1.84618909e-06,cover=0
- 102:leaf=0.00017805463,cover=0
- 52:[LGI5<2.38303256] yes=103,no=104,missing=104,gain=3.68025637,cover=28428
- 103:leaf=0.00113937678,cover=0
- 104:leaf=-0.000580507738,cover=0
- 26:[Sulc0<-0.552155435] yes=53,no=54,missing=54,gain=1.54058313,cover=632840
- 53:[LGI5<2.34802985] yes=105,no=106,missing=105,gain=4.66651917,cover=2577
- 105:leaf=-0.00148021849,cover=0
- 106:leaf=0.00287736347,cover=0
- 54:[Sulc0<-0.395407349] yes=107,no=108,missing=108,gain=1.87214208,cover=630263
- 107:leaf=-0.000749682484,cover=0
- 108:leaf=-4.28308049e-05,cover=0
- 6:[LGI5<3.31338549] yes=13,no=14,missing=13,gain=1.67324495,cover=76083
- 13:[Sulc0<0.184694022] yes=27,no=28,missing=27,gain=1.53085065,cover=65905
- 27:[MidArea5<0.592231214] yes=55,no=56,missing=55,gain=1.42465746,cover=8346
- 55:[Ecc<10.147254] yes=109,no=110,missing=110,gain=1.74302983,cover=6650
- 109:leaf=0.000569927681,cover=0
- 110:leaf=0.00375067373,cover=0
- 56:[Ecc<2.25101852] yes=111,no=112,missing=111,gain=1.33371282,cover=1696
- 111:leaf=-0.00317568379,cover=0
- 112:leaf=6.55407666e-06,cover=0
- 28:[PialArea5<0.559226274] yes=57,no=58,missing=57,gain=2.01793361,cover=57559
- 57:[Curv5<0.110890195] yes=113,no=114,missing=113,gain=1.39734793,cover=56809
- 113:leaf=-0.00470783701,cover=0
- 114:leaf=-0.000283109111,cover=0
- 58:[Ecc<25.981123] yes=115,no=116,missing=115,gain=1.28761053,cover=750
- 115:leaf=0.00297216629,cover=0
- 116:leaf=-0.00415455503,cover=0
- 14:[LGI5<3.60428405] yes=29,no=30,missing=29,gain=2.33597469,cover=10178
- 29:[Pol<118.191307] yes=59,no=60,missing=59,gain=2.62752581,cover=7438
- 59:[Sulc0<1.11117697] yes=117,no=118,missing=117,gain=1.38386917,cover=6636
- 117:leaf=0.00192686508,cover=0
- 118:leaf=0.000466900558,cover=0
- 60:[Ecc<29.3556995] yes=119,no=120,missing=120,gain=2.58453178,cover=802
- 119:leaf=-0.00263181049,cover=0
- 120:leaf=0.00711795921,cover=0
- 30:[LGI5<3.74316525] yes=61,no=62,missing=61,gain=2.03935885,cover=2740
- 61:[Sulc0<0.56283927] yes=121,no=122,missing=122,gain=1.97798634,cover=1226
- 121:leaf=0.00526216859,cover=0
- 122:leaf=-0.00278054667,cover=0
- 62:[Sulc0<0.373583466] yes=123,no=124,missing=123,gain=1.55619776,cover=1514
- 123:leaf=-0.00404108223,cover=0
- 124:leaf=0.0010623954,cover=0
-booster[984]:
-0:[LGI5<3.74316525] yes=1,no=2,missing=2,gain=0.146405101,cover=5124388
- 1:[LGI5<3.70550299] yes=3,no=4,missing=4,gain=0.525610805,cover=5044320
- 3:[Sulc0<0.383163035] yes=7,no=8,missing=7,gain=0.277707338,cover=5024305
- 7:[LGI5<3.35709596] yes=15,no=16,missing=15,gain=1.73091662,cover=4068664
- 15:[Ecc<28.2834949] yes=31,no=32,missing=31,gain=3.12213564,cover=3747573
- 31:[Curv5<0.151368812] yes=63,no=64,missing=63,gain=1.66812134,cover=3520184
- 63:leaf=1.51602508e-05,cover=0
- 64:leaf=-0.000152997643,cover=0
- 32:[PialCurv5<-0.0227819066] yes=65,no=66,missing=65,gain=4.53694916,cover=227389
- 65:leaf=-3.64442931e-05,cover=0
- 66:leaf=-0.000522866554,cover=0
- 16:[Ecc<27.7987404] yes=33,no=34,missing=33,gain=4.8309679,cover=321091
- 33:[Pol<110.811417] yes=67,no=68,missing=68,gain=6.26260328,cover=233156
- 67:leaf=0.00025764163,cover=0
- 68:leaf=-0.000260624714,cover=0
- 34:[Pol<15.1533136] yes=69,no=70,missing=69,gain=7.70689201,cover=87935
- 69:leaf=-0.000649939291,cover=0
- 70:leaf=0.000635282835,cover=0
- 8:[Pol<90.9627914] yes=17,no=18,missing=17,gain=3.71335459,cover=955641
- 17:[Curv5<0.162240714] yes=35,no=36,missing=36,gain=6.92961979,cover=312105
- 35:[Ecc<10.8716469] yes=71,no=72,missing=71,gain=10.8718157,cover=242156
- 71:leaf=-0.000947158493,cover=0
- 72:leaf=-0.000120952238,cover=0
- 36:[Sulc0<0.68960917] yes=73,no=74,missing=73,gain=3.07647228,cover=69949
- 73:leaf=0.000790081918,cover=0
- 74:leaf=6.01326574e-05,cover=0
- 18:[LGI5<3.60428405] yes=37,no=38,missing=37,gain=8.53386211,cover=643536
- 37:[PialCurv5<0.137877449] yes=75,no=76,missing=75,gain=3.69614935,cover=629643
- 75:leaf=0.000303627312,cover=0
- 76:leaf=8.25837651e-06,cover=0
- 38:[MidArea5<0.712433219] yes=77,no=78,missing=77,gain=5.91721678,cover=13893
- 77:leaf=-0.000749972358,cover=0
- 78:leaf=-0.00365024852,cover=0
- 4:[Pol<147.599014] yes=9,no=10,missing=9,gain=1.19271874,cover=20015
- 9:[Pol<112.359543] yes=19,no=20,missing=20,gain=2.86102962,cover=15514
- 19:[Area5<0.573932528] yes=39,no=40,missing=39,gain=2.73002887,cover=11502
- 39:[Pol<40.9012032] yes=79,no=80,missing=79,gain=1.32643819,cover=575
- 79:leaf=-1.36750532e-06,cover=0
- 80:leaf=0.00510196295,cover=0
- 40:[Ecc<12.5441074] yes=81,no=82,missing=81,gain=2.41893196,cover=10927
- 81:leaf=-0.00249806675,cover=0
- 82:leaf=0.000118796088,cover=0
- 20:[PialCurv5<-0.0668589398] yes=41,no=42,missing=42,gain=2.96673489,cover=4012
- 41:[Area5<0.499970406] yes=83,no=84,missing=83,gain=1.30047107,cover=943
- 83:leaf=0.0109078707,cover=0
- 84:leaf=-0.00113011221,cover=0
- 42:[Ecc<14.9070177] yes=85,no=86,missing=86,gain=2.50619745,cover=3069
- 85:leaf=-0.000706135586,cover=0
- 86:leaf=0.00303139444,cover=0
- 10:[Ecc<11.5171156] yes=21,no=22,missing=21,gain=1.83483899,cover=4501
- 21:[PialArea5<0.869586051] yes=43,no=44,missing=43,gain=0.505486131,cover=56
- 43:[Sulc0<-0.481185079] yes=87,no=88,missing=87,gain=0.201307774,cover=33
- 87:leaf=0.0145230759,cover=0
- 88:leaf=0.00465426873,cover=0
- 44:[Area5<0.709272623] yes=89,no=90,missing=89,gain=0.572111726,cover=23
- 89:leaf=-0.00761140836,cover=0
- 90:leaf=0.00818224717,cover=0
- 22:[Ecc<28.7730255] yes=45,no=46,missing=45,gain=1.49817276,cover=4445
- 45:[Curv5<-0.117843308] yes=91,no=92,missing=91,gain=2.1085043,cover=3047
- 91:leaf=-0.00048330726,cover=0
- 92:leaf=-0.00362442294,cover=0
- 46:[Area5<0.689492285] yes=93,no=94,missing=93,gain=1.96837008,cover=1398
- 93:leaf=0.00292335427,cover=0
- 94:leaf=-0.000860055152,cover=0
- 2:[Ecc<12.3665791] yes=5,no=6,missing=5,gain=1.16400945,cover=80068
- 5:[Pol<29.3809395] yes=11,no=12,missing=12,gain=2.12577915,cover=4318
- 11:[Area5<0.729573667] yes=23,no=24,missing=24,gain=2.23880053,cover=691
- 23:[Ecc<6.52965975] yes=47,no=48,missing=47,gain=1.37748337,cover=503
- 47:[Area5<0.629274011] yes=95,no=96,missing=95,gain=0.0264206529,cover=39
- 95:leaf=-0.00313587929,cover=0
- 96:leaf=-0.00641904492,cover=0
- 48:[Ecc<10.7180347] yes=97,no=98,missing=97,gain=1.95747185,cover=464
- 97:leaf=0.00694244727,cover=0
- 98:leaf=0.000370844733,cover=0
- 24:[Area5<0.799647689] yes=49,no=50,missing=49,gain=1.98750496,cover=188
- 49:[Pol<15.1533136] yes=99,no=100,missing=99,gain=0.992432952,cover=176
- 99:leaf=-0.00828131288,cover=0
- 100:leaf=-0.000774404209,cover=0
- 50:[Sulc0<-1.03844893] yes=101,no=102,missing=101,gain=0.671841383,cover=12
- 101:leaf=-0.00369975134,cover=0
- 102:leaf=0.0221914724,cover=0
- 12:[Area5<0.573932528] yes=25,no=26,missing=26,gain=1.60986495,cover=3627
- 25:[Ecc<10.7180347] yes=51,no=52,missing=51,gain=2.66985154,cover=429
- 51:[PialCurv5<0.010724308] yes=103,no=104,missing=103,gain=1.64376903,cover=131
- 103:leaf=0.0114568202,cover=0
- 104:leaf=-0.000307436218,cover=0
- 52:[Pol<101.695656] yes=105,no=106,missing=105,gain=1.73167133,cover=298
- 105:leaf=0.00260792719,cover=0
- 106:leaf=-0.00499334931,cover=0
- 26:[MidArea5<0.798780084] yes=53,no=54,missing=53,gain=0.996049166,cover=3198
- 53:[MidArea5<0.559431195] yes=107,no=108,missing=108,gain=1.46293163,cover=2444
- 107:leaf=0.000637482153,cover=0
- 108:leaf=-0.00274770637,cover=0
- 54:[Curv5<-0.26661092] yes=109,no=110,missing=109,gain=0.698825359,cover=754
- 109:leaf=0.00685890019,cover=0
- 110:leaf=-0.000476263987,cover=0
- 6:[PialCurv5<0.182067633] yes=13,no=14,missing=13,gain=1.34175456,cover=75750
- 13:[PialArea5<0.655307472] yes=27,no=28,missing=27,gain=2.06514692,cover=61132
- 27:[Sulc0<-0.123243913] yes=55,no=56,missing=56,gain=2.03034496,cover=14772
- 55:[Ecc<18.8860435] yes=111,no=112,missing=111,gain=2.63576698,cover=1668
- 111:leaf=-0.000848104188,cover=0
- 112:leaf=0.00313494168,cover=0
- 56:[PialCurv5<0.0666604191] yes=113,no=114,missing=113,gain=2.10360742,cover=13104
- 113:leaf=-0.00179463753,cover=0
- 114:leaf=-0.00042424837,cover=0
- 28:[PialCurv5<0.0128733069] yes=57,no=58,missing=57,gain=2.97028518,cover=46360
- 57:[Curv5<0.069626309] yes=115,no=116,missing=115,gain=1.82637525,cover=35877
- 115:leaf=-0.000168122104,cover=0
- 116:leaf=-0.0149178496,cover=0
- 58:[Pol<111.326981] yes=117,no=118,missing=117,gain=2.81014872,cover=10483
- 117:leaf=0.000104149825,cover=0
- 118:leaf=0.00177155528,cover=0
- 14:[Sulc0<1.16950965] yes=29,no=30,missing=30,gain=2.0529542,cover=14618
- 29:[LGI5<3.94193578] yes=59,no=60,missing=59,gain=1.40384221,cover=11834
- 59:[Area5<0.877147377] yes=119,no=120,missing=120,gain=2.08085465,cover=8927
- 119:leaf=0.000896971615,cover=0
- 120:leaf=0.00631374866,cover=0
- 60:[Sulc0<0.364060968] yes=121,no=122,missing=122,gain=1.4037385,cover=2907
- 121:leaf=-0.00251503917,cover=0
- 122:leaf=0.000276494276,cover=0
- 30:[Pol<99.5532455] yes=61,no=62,missing=61,gain=1.40377402,cover=2784
- 61:[Area5<0.609410942] yes=123,no=124,missing=123,gain=1.50676417,cover=2273
- 123:leaf=-0.00621898146,cover=0
- 124:leaf=-8.78229002e-07,cover=0
- 62:[Pol<128.951508] yes=125,no=126,missing=125,gain=0.931661606,cover=511
- 125:leaf=-0.00355488108,cover=0
- 126:leaf=0.00872961339,cover=0
-booster[985]:
-0:[PialArea5<0.559226274] yes=1,no=2,missing=2,gain=0.154614925,cover=5124388
- 1:[Pol<129.571716] yes=3,no=4,missing=3,gain=1.9290731,cover=1169719
- 3:[Ecc<0.669936359] yes=7,no=8,missing=7,gain=3.41681743,cover=1055263
- 7:[LGI5<2.16230083] yes=15,no=16,missing=16,gain=2.3136723,cover=7303
- 15:[Pol<95.6227875] yes=31,no=32,missing=31,gain=2.18508768,cover=410
- 31:[Curv5<0.0100963581] yes=63,no=64,missing=63,gain=1.27470469,cover=233
- 63:leaf=-0.012185541,cover=0
- 64:leaf=-0.00360064092,cover=0
- 32:[PialCurv5<-0.0209923834] yes=65,no=66,missing=65,gain=2.87446618,cover=177
- 65:leaf=-0.00721172709,cover=0
- 66:leaf=0.00615875982,cover=0
- 16:[LGI5<2.38303256] yes=33,no=34,missing=33,gain=3.27065992,cover=6893
- 33:[LGI5<2.3349762] yes=67,no=68,missing=68,gain=5.46005058,cover=3713
- 67:leaf=0.00114673108,cover=0
- 68:leaf=0.00549297966,cover=0
- 34:[Sulc0<0.0214736983] yes=69,no=70,missing=69,gain=2.70798397,cover=3180
- 69:leaf=0.00058754551,cover=0
- 70:leaf=-0.00436722673,cover=0
- 8:[Sulc0<-0.0713235363] yes=17,no=18,missing=17,gain=5.15042591,cover=1047960
- 17:[MidArea5<0.518836677] yes=35,no=36,missing=35,gain=4.70809746,cover=61322
- 35:[Ecc<5.4036684] yes=71,no=72,missing=71,gain=1.99226379,cover=17480
- 71:leaf=0.000596269441,cover=0
- 72:leaf=-0.000555419072,cover=0
- 36:[Pol<105.462654] yes=73,no=74,missing=74,gain=5.51769161,cover=43842
- 73:leaf=-0.000398964476,cover=0
- 74:leaf=-0.00167323858,cover=0
- 18:[PialCurv5<0.0354230702] yes=37,no=38,missing=37,gain=3.61945367,cover=986638
- 37:[Curv5<0.0955092236] yes=75,no=76,missing=75,gain=3.44253802,cover=33901
- 75:leaf=-0.000711080967,cover=0
- 76:leaf=0.000669842004,cover=0
- 38:[Curv5<0.0756113976] yes=77,no=78,missing=77,gain=3.40303278,cover=952737
- 77:leaf=0.000360093341,cover=0
- 78:leaf=5.70661496e-06,cover=0
- 4:[LGI5<3.26095963] yes=9,no=10,missing=10,gain=3.28981328,cover=114456
- 9:[Ecc<7.4459548] yes=19,no=20,missing=19,gain=4.91025782,cover=100713
- 19:[LGI5<2.52320862] yes=39,no=40,missing=39,gain=13.9846878,cover=54995
- 39:[Area5<0.722552657] yes=79,no=80,missing=80,gain=7.12201738,cover=41274
- 79:leaf=0.000105611645,cover=0
- 80:leaf=-0.00322202384,cover=0
- 40:[Sulc0<-0.0788570642] yes=81,no=82,missing=81,gain=9.37267113,cover=13721
- 81:leaf=0.00292016659,cover=0
- 82:leaf=0.000270623947,cover=0
- 20:[Area5<0.709272623] yes=41,no=42,missing=42,gain=6.68154955,cover=45718
- 41:[Curv5<0.133649558] yes=83,no=84,missing=83,gain=4.79307365,cover=34465
- 83:leaf=-0.00113814953,cover=0
- 84:leaf=4.99418929e-05,cover=0
- 42:[PialCurv5<-0.0227819066] yes=85,no=86,missing=85,gain=3.68364382,cover=11253
- 85:leaf=0.00535867829,cover=0
- 86:leaf=0.000607744558,cover=0
- 10:[Ecc<9.17092323] yes=21,no=22,missing=21,gain=5.11889076,cover=13743
- 21:[PialCurv5<0.157381535] yes=43,no=44,missing=43,gain=4.49669933,cover=548
- 43:[Pol<150.62207] yes=87,no=88,missing=87,gain=3.09540367,cover=316
- 87:leaf=0.0209960956,cover=0
- 88:leaf=0.00736533711,cover=0
- 44:[Sulc0<0.0850813463] yes=89,no=90,missing=89,gain=1.55538666,cover=232
- 89:leaf=-0.00346497004,cover=0
- 90:leaf=0.00470269285,cover=0
- 22:[Ecc<11.8489361] yes=45,no=46,missing=46,gain=2.51274467,cover=13195
- 45:[Area5<0.771817088] yes=91,no=92,missing=91,gain=4.92502546,cover=2542
- 91:leaf=-0.000943255727,cover=0
- 92:leaf=0.0171934515,cover=0
- 46:[Sulc0<0.624357879] yes=93,no=94,missing=93,gain=3.39921188,cover=10653
- 93:leaf=0.00161411415,cover=0
- 94:leaf=-0.000407430431,cover=0
- 2:[Curv5<0.177453667] yes=5,no=6,missing=5,gain=1.19329977,cover=3954669
- 5:[Curv5<0.107059956] yes=11,no=12,missing=12,gain=1.35714519,cover=3948506
- 11:[PialCurv5<0.24610664] yes=23,no=24,missing=23,gain=1.45268023,cover=3834735
- 23:[MidArea5<0.468026847] yes=47,no=48,missing=48,gain=1.0214901,cover=3827771
- 47:[PialArea5<0.593058109] yes=95,no=96,missing=95,gain=0.689671159,cover=707
- 95:leaf=0.000829911733,cover=0
- 96:leaf=0.00418382837,cover=0
- 48:[Sulc0<0.732260227] yes=97,no=98,missing=97,gain=0.9065153,cover=3827064
- 97:leaf=-4.36175424e-06,cover=0
- 98:leaf=0.000303707551,cover=0
- 24:[Ecc<0.406764686] yes=49,no=50,missing=50,gain=1.71430767,cover=6964
- 49:[Curv5<0.0896491781] yes=99,no=100,missing=99,gain=0.715878248,cover=88
- 99:leaf=-0.00978529453,cover=0
- 100:leaf=-0.00058736885,cover=0
- 50:[LGI5<2.34364653] yes=101,no=102,missing=101,gain=1.82141697,cover=6876
- 101:leaf=0.00354821398,cover=0
- 102:leaf=0.000567904266,cover=0
- 12:[Area5<0.738135278] yes=25,no=26,missing=26,gain=4.0738945,cover=113771
- 25:[PialCurv5<0.193043977] yes=51,no=52,missing=51,gain=2.63387656,cover=59511
- 51:[MidArea5<0.578370392] yes=103,no=104,missing=103,gain=2.74993896,cover=29198
- 103:leaf=0.00558444811,cover=0
- 104:leaf=-0.000269716489,cover=0
- 52:[Sulc0<0.703387856] yes=105,no=106,missing=105,gain=2.61123109,cover=30313
- 105:leaf=0.000345287495,cover=0
- 106:leaf=0.00280651124,cover=0
- 26:[LGI5<2.3969903] yes=53,no=54,missing=54,gain=2.63296795,cover=54260
- 53:[Ecc<2.02168798] yes=107,no=108,missing=107,gain=1.25599456,cover=6876
- 107:leaf=-0.000915898941,cover=0
- 108:leaf=0.000765394827,cover=0
- 54:[Sulc0<-0.644343197] yes=109,no=110,missing=110,gain=1.72975016,cover=47384
- 109:leaf=0.0192039721,cover=0
- 110:leaf=-0.000626602327,cover=0
- 6:[PialCurv5<0.280504435] yes=13,no=14,missing=13,gain=2.0692296,cover=6163
- 13:[Sulc0<0.40262419] yes=27,no=28,missing=27,gain=0.990860701,cover=3529
- 27:[PialArea5<0.624898493] yes=55,no=56,missing=55,gain=0.543720126,cover=3137
- 55:[LGI5<2.72022414] yes=111,no=112,missing=111,gain=0.38288936,cover=2088
- 111:leaf=0.000371762668,cover=0
- 112:leaf=0.00204347842,cover=0
- 56:[Area5<0.693521142] yes=113,no=114,missing=113,gain=0.641152382,cover=1049
- 113:leaf=0.00409547472,cover=0
- 114:leaf=0.0013403967,cover=0
- 28:[Area5<0.776627541] yes=57,no=58,missing=57,gain=0.664161682,cover=392
- 57:[PialArea5<0.601145923] yes=115,no=116,missing=116,gain=0.595167398,cover=156
- 115:leaf=0.00433933223,cover=0
- 116:leaf=0.0111854021,cover=0
- 58:[LGI5<2.25958419] yes=117,no=118,missing=117,gain=0.304755688,cover=236
- 117:leaf=-0.00690057734,cover=0
- 118:leaf=0.0025078482,cover=0
- 14:[PialCurv5<0.409174502] yes=29,no=30,missing=30,gain=0.949787319,cover=2634
- 29:[LGI5<2.53029394] yes=59,no=60,missing=59,gain=0.894330084,cover=2325
- 59:[Ecc<9.0678978] yes=119,no=120,missing=120,gain=0.479208648,cover=1102
- 119:leaf=0.000239368528,cover=0
- 120:leaf=0.0144089898,cover=0
- 60:[LGI5<2.91278505] yes=121,no=122,missing=121,gain=0.853916883,cover=1223
- 121:leaf=-0.00267854845,cover=0
- 122:leaf=4.34507092e-05,cover=0
- 30:[Sulc0<0.143142253] yes=61,no=62,missing=62,gain=0.479353666,cover=309
- 61:[Area5<0.607942343] yes=123,no=124,missing=123,gain=0.352607965,cover=136
- 123:leaf=0.00752779981,cover=0
- 124:leaf=-0.000843265967,cover=0
- 62:[LGI5<2.66988635] yes=125,no=126,missing=126,gain=0.964386821,cover=173
- 125:leaf=0.000606360903,cover=0
- 126:leaf=0.00809817668,cover=0
-booster[986]:
-0:[PialArea5<0.559226274] yes=1,no=2,missing=1,gain=0.139530569,cover=5124388
- 1:[Curv5<0.0344051942] yes=3,no=4,missing=4,gain=1.77639008,cover=1169719
- 3:[Area5<0.682363749] yes=7,no=8,missing=7,gain=6.94080448,cover=83893
- 7:[LGI5<2.22170687] yes=15,no=16,missing=15,gain=2.69430852,cover=73332
- 15:[Pol<147.599014] yes=31,no=32,missing=31,gain=3.36307263,cover=2811
- 31:[Pol<96.8070755] yes=63,no=64,missing=64,gain=3.12862492,cover=2166
- 63:leaf=0.000136227885,cover=0
- 64:leaf=0.00400284491,cover=0
- 32:[Area5<0.584141672] yes=65,no=66,missing=65,gain=2.34918833,cover=645
- 65:leaf=-0.00445695547,cover=0
- 66:leaf=0.00159051013,cover=0
- 16:[LGI5<3.07984829] yes=33,no=34,missing=33,gain=2.93416119,cover=70521
- 33:[LGI5<2.2730217] yes=67,no=68,missing=68,gain=2.30561757,cover=50591
- 67:leaf=-0.00183721876,cover=0
- 68:leaf=-0.00022288131,cover=0
- 34:[PialCurv5<0.0400940292] yes=69,no=70,missing=70,gain=2.03232455,cover=19930
- 69:leaf=1.52786579e-05,cover=0
- 70:leaf=0.00105019612,cover=0
- 8:[Pol<150.62207] yes=17,no=18,missing=18,gain=7.08674145,cover=10561
- 17:[Pol<71.0996552] yes=35,no=36,missing=36,gain=4.54675579,cover=9122
- 35:[LGI5<2.46595764] yes=71,no=72,missing=71,gain=5.32042408,cover=1487
- 71:leaf=-0.0063123377,cover=0
- 72:leaf=0.00189999945,cover=0
- 36:[Ecc<0.889730632] yes=73,no=74,missing=74,gain=2.95722198,cover=7635
- 73:leaf=0.00351493619,cover=0
- 74:leaf=-0.00257502287,cover=0
- 18:[Curv5<-0.151772231] yes=37,no=38,missing=37,gain=3.33707571,cover=1439
- 37:[LGI5<2.80803919] yes=75,no=76,missing=75,gain=0.309781313,cover=12
- 75:leaf=0.0315913931,cover=0
- 76:leaf=0.00902276952,cover=0
- 38:[Curv5<-0.0273730159] yes=77,no=78,missing=77,gain=2.22766829,cover=1427
- 77:leaf=0.00538252573,cover=0
- 78:leaf=0.000586009468,cover=0
- 4:[Sulc0<-0.481185079] yes=9,no=10,missing=9,gain=2.40031505,cover=1085826
- 9:[MidArea5<0.545424342] yes=19,no=20,missing=20,gain=3.53268337,cover=7436
- 19:[LGI5<2.2730217] yes=39,no=40,missing=39,gain=2.0121541,cover=3414
- 39:[LGI5<2.24172258] yes=79,no=80,missing=79,gain=7.08084202,cover=1129
- 79:leaf=0.000576352002,cover=0
- 80:leaf=-0.00810461864,cover=0
- 40:[LGI5<2.3349762] yes=81,no=82,missing=81,gain=3.88798761,cover=2285
- 81:leaf=0.00414669747,cover=0
- 82:leaf=-0.000599956547,cover=0
- 20:[Area5<0.748478889] yes=41,no=42,missing=41,gain=2.26789713,cover=4022
- 41:[LGI5<2.13090348] yes=83,no=84,missing=83,gain=2.47307396,cover=3754
- 83:leaf=0.0126811136,cover=0
- 84:leaf=0.00209018611,cover=0
- 42:[PialCurv5<0.134718806] yes=85,no=86,missing=85,gain=2.81023622,cover=268
- 85:leaf=-0.00522401417,cover=0
- 86:leaf=0.00705126161,cover=0
- 10:[Area5<0.620557249] yes=21,no=22,missing=21,gain=2.13607669,cover=1078390
- 21:[Curv5<0.164550796] yes=43,no=44,missing=43,gain=2.99807119,cover=152904
- 43:[PialArea5<0.480917931] yes=87,no=88,missing=88,gain=2.34153843,cover=75428
- 87:leaf=-0.000189108425,cover=0
- 88:leaf=-0.000797155721,cover=0
- 44:[Pol<131.443253] yes=89,no=90,missing=89,gain=1.4296757,cover=77476
- 89:leaf=2.66084953e-07,cover=0
- 90:leaf=0.000719513686,cover=0
- 22:[Sulc0<0.454035848] yes=45,no=46,missing=45,gain=2.85570145,cover=925486
- 45:[Pol<84.1277542] yes=91,no=92,missing=91,gain=5.80216551,cover=332257
- 91:leaf=0.000613522076,cover=0
- 92:leaf=7.31860055e-05,cover=0
- 46:[Ecc<2.6675415] yes=93,no=94,missing=94,gain=2.09063196,cover=593229
- 93:leaf=0.00132565014,cover=0
- 94:leaf=-1.75968471e-05,cover=0
- 2:[Curv5<0.177453667] yes=5,no=6,missing=6,gain=1.07817364,cover=3954669
- 5:[Curv5<0.0473068655] yes=11,no=12,missing=11,gain=1.31717849,cover=3948506
- 11:[PialCurv5<0.0666604191] yes=23,no=24,missing=23,gain=1.72198355,cover=3449528
- 23:[Area5<0.663006425] yes=47,no=48,missing=47,gain=1.80803668,cover=3302610
- 47:[Curv5<-0.0773924068] yes=95,no=96,missing=96,gain=6.47594309,cover=1565563
- 95:leaf=-5.88799276e-06,cover=0
- 96:leaf=0.000278212741,cover=0
- 48:[Pol<146.122681] yes=97,no=98,missing=97,gain=4.39218855,cover=1737047
- 97:leaf=-8.03659859e-05,cover=0
- 98:leaf=0.000109027627,cover=0
- 24:[Area5<0.64983958] yes=49,no=50,missing=49,gain=12.4860163,cover=146918
- 49:[Ecc<5.01513863] yes=99,no=100,missing=99,gain=8.72290421,cover=27199
- 99:leaf=0.000242317663,cover=0
- 100:leaf=-0.00156764709,cover=0
- 50:[Sulc0<-0.305269122] yes=101,no=102,missing=101,gain=4.62619591,cover=119719
- 101:leaf=-0.000480937131,cover=0
- 102:leaf=0.000503240153,cover=0
- 12:[Area5<0.698189139] yes=25,no=26,missing=25,gain=4.83583212,cover=498978
- 25:[Sulc0<0.676033437] yes=51,no=52,missing=51,gain=6.55765057,cover=134311
- 51:[Ecc<21.7409172] yes=103,no=104,missing=104,gain=6.04616928,cover=130882
- 103:leaf=-0.000264845527,cover=0
- 104:leaf=-0.00128533214,cover=0
- 52:[PialArea5<0.628734469] yes=105,no=106,missing=105,gain=3.90499449,cover=3429
- 105:leaf=0.00099631364,cover=0
- 106:leaf=0.00527661201,cover=0
- 26:[PialCurv5<0.0666604191] yes=53,no=54,missing=53,gain=7.39806843,cover=364667
- 53:[Pol<75.4512405] yes=107,no=108,missing=107,gain=11.7073956,cover=39420
- 107:leaf=0.0017412192,cover=0
- 108:leaf=-2.67247815e-05,cover=0
- 54:[PialArea5<0.679818809] yes=109,no=110,missing=109,gain=5.22471428,cover=325247
- 109:leaf=0.000100637146,cover=0
- 110:leaf=-0.000307274808,cover=0
- 6:[PialCurv5<0.285888344] yes=13,no=14,missing=13,gain=1.8763026,cover=6163
- 13:[Sulc0<0.40262419] yes=27,no=28,missing=28,gain=0.866539955,cover=3647
- 27:[PialArea5<0.628734469] yes=55,no=56,missing=56,gain=0.540298581,cover=3249
- 55:[MidArea5<0.673991144] yes=111,no=112,missing=111,gain=0.429348618,cover=2226
- 111:leaf=0.00101576361,cover=0
- 112:leaf=-0.000731106324,cover=0
- 56:[Ecc<32.6813126] yes=113,no=114,missing=113,gain=0.583929181,cover=1023
- 113:leaf=0.00217756699,cover=0
- 114:leaf=-0.0099817561,cover=0
- 28:[LGI5<3.35709596] yes=57,no=58,missing=57,gain=0.539524317,cover=398
- 57:[Area5<0.710880876] yes=115,no=116,missing=115,gain=0.578050613,cover=336
- 115:leaf=0.00835668202,cover=0
- 116:leaf=0.00327338441,cover=0
- 58:[Pol<82.2009888] yes=117,no=118,missing=117,gain=0.454574525,cover=62
- 117:leaf=0.00856669899,cover=0
- 118:leaf=-0.00260500191,cover=0
- 14:[PialCurv5<0.409174502] yes=29,no=30,missing=29,gain=0.894263327,cover=2516
- 29:[Area5<0.659308732] yes=59,no=60,missing=60,gain=0.757423878,cover=2207
- 59:[Pol<77.5287857] yes=119,no=120,missing=120,gain=0.988055468,cover=266
- 119:leaf=-0.00817052741,cover=0
- 120:leaf=0.00267496868,cover=0
- 60:[LGI5<2.53029394] yes=121,no=122,missing=122,gain=0.723710716,cover=1941
- 121:leaf=-5.77241408e-05,cover=0
- 122:leaf=-0.00199257652,cover=0
- 30:[Sulc0<0.143142253] yes=61,no=62,missing=61,gain=0.432626247,cover=309
- 61:[Area5<0.607942343] yes=123,no=124,missing=123,gain=0.320411116,cover=136
- 123:leaf=0.00717829401,cover=0
- 124:leaf=-0.000801441667,cover=0
- 62:[LGI5<2.66988635] yes=125,no=126,missing=125,gain=0.871554017,cover=173
- 125:leaf=0.00057635241,cover=0
- 126:leaf=0.00769846095,cover=0
-booster[987]:
-0:[PialArea5<0.946096778] yes=1,no=2,missing=2,gain=0.145336658,cover=5124388
- 1:[Sulc0<-0.445309728] yes=3,no=4,missing=3,gain=0.558750212,cover=3752000
- 3:[Ecc<41.2560654] yes=7,no=8,missing=8,gain=1.64095998,cover=963254
- 7:[PialArea5<0.559226274] yes=15,no=16,missing=15,gain=1.36062646,cover=959503
- 15:[MidArea5<0.545424342] yes=31,no=32,missing=31,gain=2.0310092,cover=27020
- 31:[LGI5<2.35684347] yes=63,no=64,missing=63,gain=3.36901689,cover=15111
- 63:leaf=0.000788700418,cover=0
- 64:leaf=-0.000718743482,cover=0
- 32:[Pol<123.615685] yes=65,no=66,missing=65,gain=2.225667,cover=11909
- 65:leaf=-4.50385887e-05,cover=0
- 66:leaf=0.00135431788,cover=0
- 16:[Curv5<0.00319097727] yes=33,no=34,missing=34,gain=4.03426027,cover=932483
- 33:[Ecc<0.353712648] yes=67,no=68,missing=67,gain=1.63181138,cover=902814
- 67:leaf=0.000354941294,cover=0
- 68:leaf=-3.70147209e-05,cover=0
- 34:[PialArea5<0.764178395] yes=69,no=70,missing=69,gain=3.75497866,cover=29669
- 69:leaf=-0.000983359641,cover=0
- 70:leaf=0.000247498014,cover=0
- 8:[PialCurv5<-0.0410871245] yes=17,no=18,missing=17,gain=1.50774157,cover=3751
- 17:[Curv5<-0.0983823985] yes=35,no=36,missing=36,gain=2.00867462,cover=3735
- 35:[PialCurv5<-0.0715543851] yes=71,no=72,missing=72,gain=0.988461971,cover=3726
- 71:leaf=-0.00117923459,cover=0
- 72:leaf=0.00619761925,cover=0
- 36:[Area5<0.720017433] yes=73,no=74,missing=73,gain=0.560935736,cover=9
- 73:leaf=-0.0294516683,cover=0
- 74:leaf=0.000102402773,cover=0
- 18:[PialArea5<0.813682437] yes=37,no=38,missing=37,gain=0.509022951,cover=16
- 37:[Ecc<43.8470497] yes=75,no=76,missing=75,gain=0.0131314155,cover=3
- 75:leaf=-0.00546242204,cover=0
- 76:leaf=0.00061463716,cover=0
- 38:[Curv5<-0.100392215] yes=77,no=78,missing=77,gain=0.127696991,cover=13
- 77:leaf=0.00878068432,cover=0
- 78:leaf=0.0218551252,cover=0
- 4:[PialCurv5<-0.0810050145] yes=9,no=10,missing=9,gain=1.79591668,cover=2788746
- 9:[Curv5<-0.12365336] yes=19,no=20,missing=19,gain=17.8168316,cover=214910
- 19:[Pol<41.8258972] yes=39,no=40,missing=39,gain=5.08316946,cover=187294
- 39:[LGI5<3.1833725] yes=79,no=80,missing=79,gain=6.40668106,cover=17944
- 79:leaf=0.000120255943,cover=0
- 80:leaf=0.00214317208,cover=0
- 40:[LGI5<2.75749183] yes=81,no=82,missing=81,gain=4.69579506,cover=169350
- 81:leaf=0.000250487297,cover=0
- 82:leaf=-0.000304426096,cover=0
- 20:[PialArea5<0.662493944] yes=41,no=42,missing=41,gain=13.5173225,cover=27616
- 41:[Ecc<3.60812569] yes=83,no=84,missing=83,gain=3.5851562,cover=6933
- 83:leaf=0.0023036513,cover=0
- 84:leaf=-0.00102805428,cover=0
- 42:[Pol<116.093399] yes=85,no=86,missing=85,gain=7.20342636,cover=20683
- 85:leaf=0.00290911226,cover=0
- 86:leaf=0.0010427559,cover=0
- 10:[Curv5<-0.150053754] yes=21,no=22,missing=21,gain=2.73951697,cover=2573836
- 21:[Ecc<4.20590305] yes=43,no=44,missing=43,gain=6.91852617,cover=40615
- 43:[Area5<0.453641325] yes=87,no=88,missing=87,gain=4.48800182,cover=5316
- 87:leaf=0.00270135212,cover=0
- 88:leaf=-0.00180927687,cover=0
- 44:[PialArea5<0.718622029] yes=89,no=90,missing=89,gain=5.8730669,cover=35299
- 89:leaf=-0.000370008114,cover=0
- 90:leaf=0.00106095523,cover=0
- 22:[Curv5<-0.0773924068] yes=45,no=46,missing=45,gain=6.18603611,cover=2533221
- 45:[PialCurv5<-0.0280297659] yes=91,no=92,missing=91,gain=11.6959419,cover=189816
- 91:leaf=-0.000509523961,cover=0
- 92:leaf=0.00040401271,cover=0
- 46:[PialCurv5<-0.0487009101] yes=93,no=94,missing=94,gain=12.0454769,cover=2343405
- 93:leaf=0.000864983536,cover=0
- 94:leaf=-4.6787568e-06,cover=0
- 2:[PialCurv5<0.119354174] yes=5,no=6,missing=5,gain=0.78949672,cover=1372388
- 5:[Ecc<0.295587689] yes=11,no=12,missing=12,gain=0.622938871,cover=1369627
- 11:[LGI5<2.78495932] yes=23,no=24,missing=23,gain=1.78218031,cover=11143
- 23:[PialCurv5<-0.0940372422] yes=47,no=48,missing=47,gain=1.2870636,cover=11082
- 47:[LGI5<2.26652193] yes=95,no=96,missing=95,gain=1.83657026,cover=5394
- 95:leaf=-0.00307717896,cover=0
- 96:leaf=-0.000555602892,cover=0
- 48:[Area5<0.683164001] yes=97,no=98,missing=97,gain=1.74032271,cover=5688
- 97:leaf=-0.000645085296,cover=0
- 98:leaf=0.00111918594,cover=0
- 24:[PialCurv5<-0.126528949] yes=49,no=50,missing=49,gain=1.21591556,cover=61
- 49:[PialArea5<1.13220918] yes=99,no=100,missing=99,gain=0.241919413,cover=27
- 99:leaf=-0.00171052758,cover=0
- 100:leaf=0.0115331737,cover=0
- 50:[Sulc0<-0.79536891] yes=101,no=102,missing=101,gain=0.39747262,cover=34
- 101:leaf=0.0171720963,cover=0
- 102:leaf=0.00388874556,cover=0
- 12:[Ecc<0.783076942] yes=25,no=26,missing=25,gain=0.656577468,cover=1358484
- 25:[LGI5<2.36078882] yes=51,no=52,missing=52,gain=3.05062437,cover=55018
- 51:[Area5<0.747392178] yes=103,no=104,missing=103,gain=3.16360331,cover=24604
- 103:leaf=-0.000369384652,cover=0
- 104:leaf=0.00201664958,cover=0
- 52:[Area5<0.643796742] yes=105,no=106,missing=105,gain=4.53979111,cover=30414
- 105:leaf=0.00106911606,cover=0
- 106:leaf=-0.000160210184,cover=0
- 26:[LGI5<3.0310638] yes=53,no=54,missing=53,gain=0.670365751,cover=1303466
- 53:[Ecc<33.9075584] yes=107,no=108,missing=107,gain=1.84575379,cover=927690
- 107:leaf=5.50144875e-07,cover=0
- 108:leaf=-0.000431600492,cover=0
- 54:[Ecc<11.1913614] yes=109,no=110,missing=109,gain=2.31809521,cover=375776
- 109:leaf=-0.000164222758,cover=0
- 110:leaf=0.000134322181,cover=0
- 6:[Ecc<44.7855835] yes=13,no=14,missing=13,gain=1.66045976,cover=2761
- 13:[Ecc<0.889730632] yes=27,no=28,missing=28,gain=1.53296781,cover=2724
- 27:[Pol<27.4246235] yes=55,no=56,missing=55,gain=1.23446321,cover=75
- 55:leaf=0.02608536,cover=0
- 56:[Area5<0.504816413] yes=111,no=112,missing=111,gain=0.554957747,cover=69
- 111:leaf=0.0137359751,cover=0
- 112:leaf=0.00187583512,cover=0
- 28:[LGI5<2.32164335] yes=57,no=58,missing=57,gain=1.93174303,cover=2649
- 57:[Ecc<6.52965975] yes=113,no=114,missing=114,gain=1.00973988,cover=218
- 113:leaf=-0.00630988134,cover=0
- 114:leaf=0.0119002108,cover=0
- 58:[LGI5<2.3349762] yes=115,no=116,missing=115,gain=1.81059456,cover=2431
- 115:leaf=0.00752944127,cover=0
- 116:leaf=-0.000993855065,cover=0
- 14:[Curv5<0.0615303926] yes=29,no=30,missing=29,gain=1.56846142,cover=37
- 29:[Sulc0<0.703387856] yes=59,no=60,missing=59,gain=0.105562568,cover=13
- 59:[LGI5<3.15728688] yes=117,no=118,missing=118,gain=0.0226747543,cover=8
- 117:leaf=-0.00174257962,cover=0
- 118:leaf=-0.00888839923,cover=0
- 60:[Pol<117.137611] yes=119,no=120,missing=119,gain=0.00162352808,cover=5
- 119:leaf=0.000371676695,cover=0
- 120:leaf=0.00217743521,cover=0
- 30:[Pol<49.2074432] yes=61,no=62,missing=62,gain=0.0168433189,cover=24
- 61:leaf=0.00415712595,cover=0
- 62:leaf=0.0172510315,cover=0
-booster[988]:
-0:[MidArea5<0.421422303] yes=1,no=2,missing=2,gain=0.142231375,cover=5124388
- 1:[PialArea5<0.463276565] yes=3,no=4,missing=3,gain=0.296030849,cover=20016
- 3:[PialArea5<0.245474651] yes=7,no=8,missing=7,gain=0.361444414,cover=19694
- 7:[Pol<76.1517639] yes=15,no=16,missing=15,gain=0.755884409,cover=9467
- 15:[Curv5<0.266060919] yes=31,no=32,missing=31,gain=0.864605904,cover=589
- 31:[PialCurv5<0.196748361] yes=63,no=64,missing=64,gain=0.743164182,cover=390
- 63:leaf=-0.00264359219,cover=0
- 64:leaf=0.00420736801,cover=0
- 32:[Area5<0.567154288] yes=65,no=66,missing=65,gain=0.818537652,cover=199
- 65:leaf=0.00234814896,cover=0
- 66:leaf=-0.0040517645,cover=0
- 16:[LGI5<2.32613516] yes=33,no=34,missing=33,gain=0.570928454,cover=8878
- 33:[Area5<0.551487505] yes=67,no=68,missing=68,gain=1.09098864,cover=641
- 67:leaf=-0.00138429401,cover=0
- 68:leaf=0.00304901577,cover=0
- 34:[LGI5<2.39007568] yes=69,no=70,missing=69,gain=0.546565175,cover=8237
- 69:leaf=-0.0014399892,cover=0
- 70:leaf=0.000211278952,cover=0
- 8:[Pol<81.5476837] yes=17,no=18,missing=17,gain=0.698972285,cover=10227
- 17:[Sulc0<0.849368811] yes=35,no=36,missing=35,gain=0.926457703,cover=1530
- 35:[LGI5<3.1900804] yes=71,no=72,missing=71,gain=1.90273213,cover=1099
- 71:leaf=-0.0013674947,cover=0
- 72:leaf=0.00377884763,cover=0
- 36:[Curv5<-0.0752395913] yes=73,no=74,missing=74,gain=0.653741598,cover=431
- 73:leaf=0.0121611869,cover=0
- 74:leaf=-0.00328739104,cover=0
- 18:[LGI5<2.50273752] yes=37,no=38,missing=37,gain=0.750311136,cover=8697
- 37:[Pol<90.361351] yes=75,no=76,missing=76,gain=0.583158433,cover=3430
- 75:leaf=0.00225489284,cover=0
- 76:leaf=-0.000653792406,cover=0
- 38:[LGI5<2.51288176] yes=77,no=78,missing=78,gain=1.36593413,cover=5267
- 77:leaf=0.00551213371,cover=0
- 78:leaf=0.000322330307,cover=0
- 4:[PialCurv5<-0.103163145] yes=9,no=10,missing=10,gain=0.595736504,cover=322
- 9:[PialCurv5<-0.190801308] yes=19,no=20,missing=19,gain=0.348756969,cover=261
- 19:[Curv5<-0.303613424] yes=39,no=40,missing=40,gain=0.0798852965,cover=86
- 39:[Curv5<-0.350989401] yes=79,no=80,missing=79,gain=0.104954697,cover=84
- 79:leaf=-0.000461853168,cover=0
- 80:leaf=0.00414222619,cover=0
- 40:leaf=-0.00795672927,cover=0
- 20:[Ecc<5.01513863] yes=41,no=42,missing=41,gain=0.376972079,cover=175
- 41:[Ecc<2.73602629] yes=81,no=82,missing=82,gain=0.346498847,cover=77
- 81:leaf=0.0032832236,cover=0
- 82:leaf=-0.00421972713,cover=0
- 42:[Ecc<6.58772182] yes=83,no=84,missing=84,gain=0.370925784,cover=98
- 83:leaf=0.00998024642,cover=0
- 84:leaf=0.00355325011,cover=0
- 10:[Curv5<-0.222158164] yes=21,no=22,missing=21,gain=0.298172534,cover=61
- 21:[Ecc<7.4459548] yes=43,no=44,missing=44,gain=0.266914159,cover=27
- 43:[Pol<71.0996552] yes=85,no=86,missing=85,gain=0.00965687633,cover=23
- 85:leaf=0.00035880506,cover=0
- 86:leaf=-0.00432823179,cover=0
- 44:leaf=-0.0172112826,cover=0
- 22:[Curv5<-0.0963523984] yes=45,no=46,missing=45,gain=0.481992692,cover=34
- 45:[Curv5<-0.136312515] yes=87,no=88,missing=87,gain=0.0148110092,cover=19
- 87:leaf=0.00598083809,cover=0
- 88:leaf=0.000912932621,cover=0
- 46:[PialCurv5<-0.0542625114] yes=89,no=90,missing=89,gain=0.106789872,cover=15
- 89:leaf=-0.00264945906,cover=0
- 90:leaf=-0.011473163,cover=0
- 2:[PialArea5<0.245474651] yes=5,no=6,missing=5,gain=0.196263582,cover=5104372
- 5:[Curv5<0.157731384] yes=11,no=12,missing=12,gain=0.823110104,cover=10549
- 11:[PialCurv5<0.196748361] yes=23,no=24,missing=24,gain=0.991386652,cover=1488
- 23:[Curv5<0.129884616] yes=47,no=48,missing=48,gain=1.49937367,cover=530
- 47:[PialCurv5<0.107261039] yes=91,no=92,missing=91,gain=0.778832674,cover=159
- 91:leaf=-0.0087178871,cover=0
- 92:leaf=-0.00168951973,cover=0
- 48:[Ecc<15.3430929] yes=93,no=94,missing=93,gain=1.15012205,cover=371
- 93:leaf=0.00360488938,cover=0
- 94:leaf=-0.00194970879,cover=0
- 24:[Curv5<0.0896491781] yes=49,no=50,missing=49,gain=0.782672167,cover=958
- 49:[Ecc<17.0169544] yes=95,no=96,missing=95,gain=0.115464687,cover=12
- 95:leaf=0.0160547253,cover=0
- 96:leaf=0.00191378209,cover=0
- 50:[Ecc<40.3354568] yes=97,no=98,missing=97,gain=0.488460183,cover=946
- 97:leaf=0.00206702575,cover=0
- 98:leaf=-0.00152376341,cover=0
- 12:[Area5<0.625618935] yes=25,no=26,missing=25,gain=0.801197767,cover=9061
- 25:[Ecc<16.7734241] yes=51,no=52,missing=52,gain=0.532212019,cover=1187
- 51:[PialCurv5<0.185672894] yes=99,no=100,missing=99,gain=0.441705495,cover=959
- 99:leaf=0.00207908009,cover=0
- 100:leaf=-0.00144916505,cover=0
- 52:[LGI5<3.12489319] yes=101,no=102,missing=101,gain=0.297600865,cover=228
- 101:leaf=-0.00586271891,cover=0
- 102:leaf=-0.00219119154,cover=0
- 26:[LGI5<3.11198854] yes=53,no=54,missing=53,gain=0.703698397,cover=7874
- 53:[LGI5<3.01384926] yes=103,no=104,missing=103,gain=1.73955214,cover=5678
- 103:leaf=-0.000190480729,cover=0
- 104:leaf=0.00289498991,cover=0
- 54:[LGI5<3.16380119] yes=105,no=106,missing=106,gain=0.846541703,cover=2196
- 105:leaf=-0.00430870242,cover=0
- 106:leaf=-0.000683035178,cover=0
- 6:[Sulc0<0.915739596] yes=13,no=14,missing=13,gain=0.17828612,cover=5093823
- 13:[Ecc<33.9075584] yes=27,no=28,missing=28,gain=0.359938771,cover=4923558
- 27:[Pol<103.31839] yes=55,no=56,missing=55,gain=0.791654944,cover=4608833
- 55:[Ecc<14.9070177] yes=107,no=108,missing=107,gain=5.89432812,cover=2309311
- 107:leaf=-1.85817917e-05,cover=0
- 108:leaf=0.0001781139,cover=0
- 56:[Ecc<17.5281601] yes=109,no=110,missing=109,gain=6.94268227,cover=2299522
- 109:leaf=1.83922548e-05,cover=0
- 110:leaf=-0.000220645714,cover=0
- 28:[PialCurv5<-0.0456207059] yes=57,no=58,missing=57,gain=5.4975996,cover=314725
- 57:[Pol<151.353775] yes=111,no=112,missing=112,gain=7.23568678,cover=130038
- 111:leaf=0.000510048238,cover=0
- 112:leaf=-0.000246735173,cover=0
- 58:[Curv5<0.155577481] yes=113,no=114,missing=113,gain=6.17206097,cover=184687
- 113:leaf=-0.000289812946,cover=0
- 114:leaf=0.00114262826,cover=0
- 14:[Ecc<11.0302963] yes=29,no=30,missing=30,gain=3.43165016,cover=170265
- 29:[LGI5<3.17022181] yes=59,no=60,missing=59,gain=4.40923882,cover=26128
- 59:[LGI5<2.33929968] yes=115,no=116,missing=116,gain=1.28692377,cover=24053
- 115:leaf=0.00629751338,cover=0
- 116:leaf=-0.000306457601,cover=0
- 60:[Pol<89.7623749] yes=117,no=118,missing=117,gain=1.91712475,cover=2075
- 117:leaf=-0.00729291746,cover=0
- 118:leaf=-0.00218485226,cover=0
- 30:[Pol<33.3267784] yes=61,no=62,missing=62,gain=2.88946247,cover=144137
- 61:[Curv5<0.169394374] yes=119,no=120,missing=119,gain=0.852807283,cover=813
- 119:leaf=-0.00387435965,cover=0
- 120:leaf=-0.000327863469,cover=0
- 62:[Pol<48.3047981] yes=121,no=122,missing=121,gain=2.79580474,cover=143324
- 121:leaf=0.00215818896,cover=0
- 122:leaf=0.000138228424,cover=0
-booster[989]:
-0:[LGI5<3.74316525] yes=1,no=2,missing=1,gain=0.140223622,cover=5124388
- 1:[LGI5<3.64692807] yes=3,no=4,missing=4,gain=0.500669777,cover=5044320
- 3:[LGI5<3.56741142] yes=7,no=8,missing=7,gain=0.30680123,cover=4983994
- 7:[Area5<0.72867924] yes=15,no=16,missing=15,gain=0.309157908,cover=4901425
- 15:[Pol<63.605114] yes=31,no=32,missing=31,gain=1.57185948,cover=3569063
- 31:[PialCurv5<-0.0501225069] yes=63,no=64,missing=63,gain=6.88680744,cover=879062
- 63:leaf=1.39656868e-05,cover=0
- 64:leaf=-0.000313462777,cover=0
- 32:[Pol<95.6227875] yes=65,no=66,missing=65,gain=2.45562863,cover=2690001
- 65:leaf=9.60366233e-05,cover=0
- 66:leaf=-1.50107517e-05,cover=0
- 16:[Ecc<20.7119312] yes=33,no=34,missing=33,gain=2.46680403,cover=1332362
- 33:[Ecc<13.4950199] yes=67,no=68,missing=67,gain=6.16849566,cover=998510
- 67:leaf=3.69419758e-05,cover=0
- 68:leaf=-0.000299651292,cover=0
- 34:[LGI5<3.34776258] yes=69,no=70,missing=70,gain=3.64583397,cover=333852
- 69:leaf=4.72640168e-05,cover=0
- 70:leaf=0.000436312112,cover=0
- 8:[Ecc<32.6813126] yes=17,no=18,missing=18,gain=2.4516499,cover=82569
- 17:[PialCurv5<-0.181738108] yes=35,no=36,missing=36,gain=2.36171341,cover=60136
- 35:[PialArea5<0.559226274] yes=71,no=72,missing=71,gain=0.813269377,cover=820
- 71:leaf=-0.00729062362,cover=0
- 72:leaf=-0.00206211233,cover=0
- 36:[Ecc<7.90440989] yes=73,no=74,missing=73,gain=2.1274426,cover=59316
- 73:leaf=0.00327271782,cover=0
- 74:leaf=7.86756209e-05,cover=0
- 18:[MidArea5<0.816721499] yes=37,no=38,missing=38,gain=1.89933729,cover=22433
- 37:[Pol<171.401581] yes=75,no=76,missing=75,gain=3.33316636,cover=17981
- 75:leaf=-0.000473488879,cover=0
- 76:leaf=0.00258031744,cover=0
- 38:[PialArea5<0.712173045] yes=77,no=78,missing=78,gain=2.56130147,cover=4452
- 77:leaf=0.012630689,cover=0
- 78:leaf=-0.00156851427,cover=0
- 4:[PialCurv5<0.426807076] yes=9,no=10,missing=9,gain=2.4584794,cover=60326
- 9:[Ecc<11.0302963] yes=19,no=20,missing=20,gain=2.06504989,cover=59853
- 19:[Pol<139.671173] yes=39,no=40,missing=39,gain=3.84841251,cover=2698
- 39:[Area5<0.626857519] yes=79,no=80,missing=79,gain=1.20186996,cover=2459
- 79:leaf=0.000753361906,cover=0
- 80:leaf=-0.00225223089,cover=0
- 40:[PialCurv5<-0.136031076] yes=81,no=82,missing=81,gain=1.24143577,cover=239
- 81:leaf=0.0147805605,cover=0
- 82:leaf=0.00353929959,cover=0
- 20:[Pol<147.599014] yes=41,no=42,missing=41,gain=2.34064269,cover=57155
- 41:[Sulc0<0.0530014001] yes=83,no=84,missing=83,gain=3.00617933,cover=43473
- 83:leaf=0.000928638794,cover=0
- 84:leaf=7.8756937e-05,cover=0
- 42:[PialArea5<1.11947823] yes=85,no=86,missing=85,gain=3.52321887,cover=13682
- 85:leaf=-0.000613689132,cover=0
- 86:leaf=0.00196650415,cover=0
- 10:[Sulc0<0.506771445] yes=21,no=22,missing=21,gain=0.699369192,cover=473
- 21:[Pol<119.777687] yes=43,no=44,missing=44,gain=0.0626454353,cover=17
- 43:leaf=0.00930121448,cover=0
- 44:[Pol<125.881905] yes=87,no=88,missing=88,gain=0.00340226293,cover=9
- 87:leaf=0.00374795496,cover=0
- 88:leaf=0.00131243945,cover=0
- 22:[Pol<73.3354874] yes=45,no=46,missing=45,gain=0.320104837,cover=456
- 45:[LGI5<3.70550299] yes=89,no=90,missing=89,gain=0.151696846,cover=54
- 89:leaf=-0.00133381132,cover=0
- 90:leaf=0.00575223984,cover=0
- 46:[PialArea5<0.338250697] yes=91,no=92,missing=91,gain=0.233854532,cover=402
- 91:leaf=-0.00283558015,cover=0
- 92:leaf=-0.00531672221,cover=0
- 2:[Sulc0<0.454035848] yes=5,no=6,missing=5,gain=1.04107916,cover=80068
- 5:[Pol<89.1530609] yes=11,no=12,missing=11,gain=1.92102289,cover=55867
- 11:[PialArea5<0.764178395] yes=23,no=24,missing=23,gain=2.76753139,cover=25110
- 23:[Pol<51.9018669] yes=47,no=48,missing=47,gain=2.16221189,cover=10067
- 47:[Area5<0.731406808] yes=93,no=94,missing=93,gain=2.2043159,cover=4656
- 93:leaf=5.51718076e-05,cover=0
- 94:leaf=-0.00320810685,cover=0
- 48:[Ecc<18.8860435] yes=95,no=96,missing=95,gain=4.5980649,cover=5411
- 95:leaf=-0.00051622605,cover=0
- 96:leaf=-0.00344696268,cover=0
- 24:[Sulc0<-0.0172607526] yes=49,no=50,missing=49,gain=4.68275833,cover=15043
- 49:[PialCurv5<-0.0607835948] yes=97,no=98,missing=97,gain=1.77506006,cover=12336
- 97:leaf=-6.0421753e-05,cover=0
- 98:leaf=-0.00132487935,cover=0
- 50:[Ecc<39.5502243] yes=99,no=100,missing=99,gain=4.14197874,cover=2707
- 99:leaf=0.00313749327,cover=0
- 100:leaf=-0.00106197293,cover=0
- 12:[Pol<133.406311] yes=25,no=26,missing=25,gain=1.51676571,cover=30757
- 25:[Sulc0<0.134837523] yes=51,no=52,missing=51,gain=2.73149061,cover=6739
- 51:[Ecc<22.8050022] yes=101,no=102,missing=101,gain=3.16097069,cover=2282
- 101:leaf=0.00336287706,cover=0
- 102:leaf=-0.000702789694,cover=0
- 52:[PialArea5<0.769840837] yes=103,no=104,missing=103,gain=2.93339276,cover=4457
- 103:leaf=-0.000702460587,cover=0
- 104:leaf=0.00229001907,cover=0
- 26:[Sulc0<0.0294309072] yes=53,no=54,missing=53,gain=2.1816299,cover=24018
- 53:[LGI5<3.84897733] yes=105,no=106,missing=105,gain=1.58284056,cover=18718
- 105:leaf=-0.000334449665,cover=0
- 106:leaf=0.000586165988,cover=0
- 54:[Area5<0.710880876] yes=107,no=108,missing=107,gain=3.40329266,cover=5300
- 107:leaf=-0.00216239667,cover=0
- 108:leaf=0.000380810554,cover=0
- 6:[Sulc0<1.16950965] yes=13,no=14,missing=13,gain=1.81006575,cover=24201
- 13:[PialCurv5<-0.0456207059] yes=27,no=28,missing=27,gain=1.6030525,cover=20940
- 27:[Area5<0.630444467] yes=55,no=56,missing=56,gain=3.26710606,cover=272
- 55:[Pol<136.095428] yes=109,no=110,missing=109,gain=0.743820369,cover=88
- 109:leaf=0.00059472135,cover=0
- 110:leaf=0.00988168549,cover=0
- 56:[LGI5<3.84897733] yes=111,no=112,missing=112,gain=1.0823884,cover=184
- 111:leaf=-0.0019740134,cover=0
- 112:leaf=-0.0100214845,cover=0
- 28:[PialArea5<0.89536339] yes=57,no=58,missing=57,gain=2.13529634,cover=20668
- 57:[Ecc<20.3925476] yes=113,no=114,missing=113,gain=1.66763592,cover=20459
- 113:leaf=-0.0003020695,cover=0
- 114:leaf=0.000677434145,cover=0
- 58:[Sulc0<0.915739596] yes=115,no=116,missing=115,gain=1.59820747,cover=209
- 115:leaf=0.00723215425,cover=0
- 116:leaf=-0.00510482164,cover=0
- 14:[Pol<104.38549] yes=29,no=30,missing=29,gain=2.09654045,cover=3261
- 29:[Area5<0.648839295] yes=59,no=60,missing=59,gain=1.59266829,cover=2840
- 59:[PialCurv5<0.220156521] yes=117,no=118,missing=117,gain=1.47900116,cover=316
- 117:leaf=-0.0100420667,cover=0
- 118:leaf=-0.00187904481,cover=0
- 60:[PialArea5<0.839144647] yes=119,no=120,missing=119,gain=0.732882202,cover=2524
- 119:leaf=0.000135702547,cover=0
- 120:leaf=-0.00630278978,cover=0
- 30:[Pol<130.198486] yes=61,no=62,missing=61,gain=0.985663652,cover=421
- 61:[LGI5<3.94193578] yes=121,no=122,missing=122,gain=0.362324238,cover=406
- 121:leaf=-0.00435052579,cover=0
- 122:leaf=-0.0126325814,cover=0
- 62:[Ecc<36.5542564] yes=123,no=124,missing=124,gain=0.0239912868,cover=15
- 123:leaf=0.00027115643,cover=0
- 124:leaf=0.00855065417,cover=0
-booster[990]:
-0:[Curv5<-0.350989401] yes=1,no=2,missing=2,gain=0.138213336,cover=5124388
- 1:[PialCurv5<-0.148241684] yes=3,no=4,missing=3,gain=1.2211647,cover=40033
- 3:[PialCurv5<-0.190801308] yes=7,no=8,missing=8,gain=0.939831495,cover=32434
- 7:[Area5<0.663006425] yes=15,no=16,missing=16,gain=1.72490644,cover=18371
- 15:[Area5<0.598585367] yes=31,no=32,missing=31,gain=1.20744693,cover=16034
- 31:[LGI5<2.40037155] yes=63,no=64,missing=64,gain=1.35145593,cover=12791
- 63:leaf=-0.00155659148,cover=0
- 64:leaf=0.000131674562,cover=0
- 32:[LGI5<2.40037155] yes=65,no=66,missing=66,gain=0.807266593,cover=3243
- 65:leaf=0.00412315037,cover=0
- 66:leaf=0.000835314975,cover=0
- 16:[LGI5<2.39007568] yes=33,no=34,missing=34,gain=1.47427559,cover=2337
- 33:[Pol<8.56911278] yes=67,no=68,missing=67,gain=0.59009552,cover=78
- 67:leaf=0.0183796845,cover=0
- 68:leaf=0.00392457424,cover=0
- 34:[LGI5<2.63290954] yes=69,no=70,missing=69,gain=1.12542152,cover=2259
- 69:leaf=-0.0041148155,cover=0
- 70:leaf=-0.00103316072,cover=0
- 8:[Area5<0.68633163] yes=17,no=18,missing=18,gain=1.53815937,cover=14063
- 17:[Ecc<0.295587689] yes=35,no=36,missing=36,gain=1.41059089,cover=13302
- 35:[LGI5<2.48603988] yes=71,no=72,missing=71,gain=0.537592053,cover=69
- 71:leaf=-0.00279477052,cover=0
- 72:leaf=-0.0117452843,cover=0
- 36:[LGI5<2.30180311] yes=73,no=74,missing=73,gain=0.947021246,cover=13233
- 73:leaf=-0.00116245169,cover=0
- 74:leaf=0.0005572394,cover=0
- 18:[PialArea5<0.917384863] yes=37,no=38,missing=38,gain=1.59671783,cover=761
- 37:[Ecc<1.57116413] yes=75,no=76,missing=75,gain=1.71811056,cover=310
- 75:leaf=0.0325136073,cover=0
- 76:leaf=-0.000467680366,cover=0
- 38:[LGI5<3.12489319] yes=77,no=78,missing=78,gain=0.929190636,cover=451
- 77:leaf=0.00333884591,cover=0
- 78:leaf=0.00869457051,cover=0
- 4:[Area5<0.72867924] yes=9,no=10,missing=9,gain=1.1407001,cover=7599
- 9:[PialArea5<0.940168262] yes=19,no=20,missing=19,gain=0.982441306,cover=7375
- 19:[Ecc<8.6295805] yes=39,no=40,missing=39,gain=1.08205914,cover=6357
- 39:[Ecc<8.29616165] yes=79,no=80,missing=80,gain=1.50415206,cover=3323
- 79:leaf=0.000245734554,cover=0
- 80:leaf=0.00524461363,cover=0
- 40:[Ecc<9.61991787] yes=81,no=82,missing=82,gain=1.78601575,cover=3034
- 81:leaf=-0.00449153548,cover=0
- 82:leaf=-0.000421263336,cover=0
- 20:[Pol<6.72755051] yes=41,no=42,missing=42,gain=1.00912297,cover=1018
- 41:[Sulc0<-0.93782407] yes=83,no=84,missing=83,gain=0.585587621,cover=78
- 83:leaf=-0.00362629001,cover=0
- 84:leaf=0.00613904744,cover=0
- 42:[Pol<141.801834] yes=85,no=86,missing=86,gain=0.662892342,cover=940
- 85:leaf=-0.00149158842,cover=0
- 86:leaf=-0.00454871496,cover=0
- 10:[MidArea5<1.1557827] yes=21,no=22,missing=21,gain=1.12495363,cover=224
- 21:[Ecc<35.8605728] yes=43,no=44,missing=43,gain=0.694993973,cover=213
- 43:[Sulc0<-0.673217118] yes=87,no=88,missing=88,gain=0.654983521,cover=201
- 87:leaf=-0.0022376806,cover=0
- 88:leaf=-0.00801403262,cover=0
- 44:[Sulc0<-0.27863887] yes=89,no=90,missing=89,gain=0.0628862828,cover=12
- 89:leaf=-0.00314185931,cover=0
- 90:leaf=0.00756203011,cover=0
- 22:[Pol<8.56911278] yes=45,no=46,missing=45,gain=0.314810395,cover=11
- 45:leaf=0.0206412729,cover=0
- 46:[Ecc<5.21075869] yes=91,no=92,missing=91,gain=0.00252633542,cover=7
- 91:leaf=0.00414883485,cover=0
- 92:leaf=0.00118589005,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=6,gain=0.28183791,cover=5084355
- 5:[Curv5<-0.230516881] yes=11,no=12,missing=11,gain=1.40357316,cover=7565
- 11:[LGI5<2.64191389] yes=23,no=24,missing=23,gain=1.18466187,cover=6647
- 23:[LGI5<2.60638428] yes=47,no=48,missing=48,gain=1.84279406,cover=1964
- 47:[Ecc<8.11897564] yes=93,no=94,missing=93,gain=0.891907811,cover=1792
- 93:leaf=0.00142881239,cover=0
- 94:leaf=-0.00279856822,cover=0
- 48:[Curv5<-0.272521824] yes=95,no=96,missing=96,gain=4.12623215,cover=172
- 95:leaf=0.00295740366,cover=0
- 96:leaf=0.0233826134,cover=0
- 24:[LGI5<2.96780801] yes=49,no=50,missing=49,gain=1.95810342,cover=4683
- 49:[Area5<0.776627541] yes=97,no=98,missing=97,gain=1.24031067,cover=2204
- 97:leaf=-0.00143724703,cover=0
- 98:leaf=0.00197931635,cover=0
- 50:[Ecc<12.1917515] yes=99,no=100,missing=99,gain=2.62345982,cover=2479
- 99:leaf=0.00374001614,cover=0
- 100:leaf=9.12408505e-05,cover=0
- 12:[Pol<164.532394] yes=25,no=26,missing=25,gain=1.18513417,cover=918
- 25:[Sulc0<-0.620624542] yes=51,no=52,missing=51,gain=1.20535946,cover=881
- 51:[Pol<95.6227875] yes=101,no=102,missing=101,gain=0.555406809,cover=254
- 101:leaf=-0.00511749042,cover=0
- 102:leaf=0.00103697251,cover=0
- 52:[Ecc<1.91022825] yes=103,no=104,missing=103,gain=1.29038215,cover=627
- 103:leaf=0.00997218769,cover=0
- 104:leaf=-0.000490014616,cover=0
- 26:[Area5<0.564792395] yes=53,no=54,missing=54,gain=0.799204588,cover=37
- 53:[Sulc0<-0.59790951] yes=105,no=106,missing=105,gain=0.0959670544,cover=14
- 105:leaf=-0.0111358752,cover=0
- 106:leaf=-0.0233277865,cover=0
- 54:[MidArea5<0.818603933] yes=107,no=108,missing=108,gain=0.154561833,cover=23
- 107:leaf=0.00140126084,cover=0
- 108:leaf=-0.00695968373,cover=0
- 6:[PialCurv5<-0.154837668] yes=13,no=14,missing=13,gain=0.276827514,cover=5076790
- 13:[Sulc0<-0.244882882] yes=27,no=28,missing=28,gain=3.09481645,cover=184611
- 27:[Curv5<-0.234010845] yes=55,no=56,missing=55,gain=2.93265176,cover=177974
- 55:[Ecc<0.889730632] yes=109,no=110,missing=109,gain=1.91171634,cover=157335
- 109:leaf=-0.000984932296,cover=0
- 110:leaf=-6.11176365e-05,cover=0
- 56:[Curv5<-0.0203319378] yes=111,no=112,missing=112,gain=1.20136142,cover=20639
- 111:leaf=0.000554321508,cover=0
- 112:leaf=-0.00871744193,cover=0
- 28:[Ecc<7.64592981] yes=57,no=58,missing=58,gain=1.41986656,cover=6637
- 57:[Pol<93.9093552] yes=113,no=114,missing=113,gain=4.53161287,cover=1130
- 113:leaf=-0.00208689389,cover=0
- 114:leaf=0.00437263167,cover=0
- 58:[LGI5<3.04290652] yes=115,no=116,missing=115,gain=2.07076693,cover=5507
- 115:leaf=-0.00273657544,cover=0
- 116:leaf=-0.000720281794,cover=0
- 14:[Curv5<-0.254102558] yes=29,no=30,missing=29,gain=0.980582178,cover=4892179
- 29:[Area5<0.690371037] yes=59,no=60,missing=59,gain=1.64861393,cover=219368
- 59:[Pol<62.799984] yes=117,no=118,missing=118,gain=1.33994007,cover=189876
- 117:leaf=-0.000112622038,cover=0
- 118:leaf=0.000158612165,cover=0
- 60:[MidArea5<0.922174513] yes=119,no=120,missing=119,gain=2.719836,cover=29492
- 119:leaf=0.000892405573,cover=0
- 120:leaf=-7.15244023e-05,cover=0
- 30:[Sulc0<-0.244882882] yes=61,no=62,missing=61,gain=0.37210542,cover=4672811
- 61:[Ecc<8.11897564] yes=121,no=122,missing=121,gain=3.22455311,cover=2133176
- 121:leaf=2.180718e-05,cover=0
- 122:leaf=-0.000111406516,cover=0
- 62:[Pol<160.153915] yes=123,no=124,missing=123,gain=3.65554547,cover=2539635
- 123:leaf=2.19547728e-05,cover=0
- 124:leaf=-0.000272236211,cover=0
-booster[991]:
-0:[PialArea5<0.849116743] yes=1,no=2,missing=2,gain=0.140626222,cover=5124388
- 1:[Pol<161.595886] yes=3,no=4,missing=3,gain=0.759572268,cover=3025564
- 3:[Sulc0<-0.407819748] yes=7,no=8,missing=7,gain=1.66503453,cover=2779554
- 7:[Ecc<4.8056078] yes=15,no=16,missing=15,gain=5.0719986,cover=503220
- 15:[Area5<0.711689949] yes=31,no=32,missing=31,gain=6.88162756,cover=287847
- 31:[LGI5<2.44639945] yes=61,no=62,missing=61,gain=3.12403941,cover=270287
- 61:leaf=-1.82899093e-05,cover=0
- 62:leaf=0.000341265491,cover=0
- 32:[Ecc<0.567370772] yes=63,no=64,missing=63,gain=11.1587582,cover=17560
- 63:leaf=0.00210233009,cover=0
- 64:leaf=-0.00144428643,cover=0
- 16:[Curv5<-0.139824241] yes=33,no=34,missing=33,gain=5.87400532,cover=215373
- 33:[Ecc<7.08616447] yes=65,no=66,missing=65,gain=2.67925715,cover=167936
- 65:leaf=-0.00046419198,cover=0
- 66:leaf=-1.78282462e-05,cover=0
- 34:[LGI5<2.49262404] yes=67,no=68,missing=67,gain=7.2902298,cover=47437
- 67:leaf=-0.00219956134,cover=0
- 68:leaf=-0.000502425013,cover=0
- 8:[LGI5<3.33014965] yes=17,no=18,missing=17,gain=1.24366951,cover=2276334
- 17:[LGI5<3.268116] yes=35,no=36,missing=36,gain=1.9615494,cover=1942395
- 35:[Curv5<-0.0390223041] yes=69,no=70,missing=69,gain=2.06708217,cover=1861045
- 69:leaf=-0.000118023388,cover=0
- 70:leaf=3.05830836e-05,cover=0
- 36:[Area5<0.671631575] yes=71,no=72,missing=71,gain=5.08964348,cover=81350
- 71:leaf=0.000861958251,cover=0
- 72:leaf=-1.22791988e-07,cover=0
- 18:[Pol<51.9018669] yes=37,no=38,missing=38,gain=3.58780622,cover=333939
- 37:[LGI5<3.45167398] yes=73,no=74,missing=73,gain=5.52171612,cover=48876
- 73:leaf=0.00105413294,cover=0
- 74:leaf=-6.92910908e-05,cover=0
- 38:[PialCurv5<0.208232641] yes=75,no=76,missing=75,gain=4.4621191,cover=285063
- 75:leaf=-0.000288412499,cover=0
- 76:leaf=0.000136156814,cover=0
- 4:[Curv5<-0.0507577434] yes=9,no=10,missing=9,gain=4.47733021,cover=246010
- 9:[Ecc<22.8050022] yes=19,no=20,missing=20,gain=7.18443346,cover=123872
- 19:[Area5<0.641697526] yes=39,no=40,missing=39,gain=9.88532066,cover=100186
- 39:[PialCurv5<-0.0133872591] yes=77,no=78,missing=77,gain=4.74172783,cover=79665
- 77:leaf=0.000300490501,cover=0
- 78:leaf=-0.0016780548,cover=0
- 40:[LGI5<2.37224698] yes=79,no=80,missing=79,gain=4.73975754,cover=20521
- 79:leaf=-0.00102000195,cover=0
- 80:leaf=0.00168628606,cover=0
- 20:[Sulc0<0.218763664] yes=41,no=42,missing=41,gain=7.12571049,cover=23686
- 41:[Area5<0.521939099] yes=81,no=82,missing=82,gain=1.8279562,cover=22725
- 81:leaf=0.000667286105,cover=0
- 82:leaf=-0.000822483678,cover=0
- 42:[Ecc<36.5542564] yes=83,no=84,missing=83,gain=5.91779852,cover=961
- 83:leaf=-0.0134038767,cover=0
- 84:leaf=0.0046153008,cover=0
- 10:[Ecc<20.0856266] yes=21,no=22,missing=21,gain=14.5297585,cover=122138
- 21:[LGI5<2.89660096] yes=43,no=44,missing=43,gain=7.42183113,cover=117191
- 43:[Area5<0.699748635] yes=85,no=86,missing=85,gain=6.1046772,cover=76976
- 85:leaf=-0.000221967377,cover=0
- 86:leaf=0.000800540147,cover=0
- 44:[Pol<170.749283] yes=87,no=88,missing=87,gain=10.7587881,cover=40215
- 87:leaf=-0.00204741769,cover=0
- 88:leaf=-0.000263861468,cover=0
- 22:[Sulc0<0.218763664] yes=45,no=46,missing=46,gain=7.72307873,cover=4947
- 45:[Area5<0.672473609] yes=89,no=90,missing=89,gain=3.90471268,cover=2951
- 89:leaf=0.00121189817,cover=0
- 90:leaf=0.00527060404,cover=0
- 46:[LGI5<3.78836131] yes=91,no=92,missing=92,gain=1.55603099,cover=1996
- 91:leaf=0.000515919819,cover=0
- 92:leaf=-0.00473135337,cover=0
- 2:[MidArea5<0.608749926] yes=5,no=6,missing=5,gain=0.798680425,cover=2098824
- 5:[Curv5<-0.180574343] yes=11,no=12,missing=12,gain=0.341191292,cover=159
- 11:[Ecc<3.41847086] yes=23,no=24,missing=23,gain=0.27612251,cover=151
- 23:[PialArea5<0.866999865] yes=47,no=48,missing=47,gain=0.332933128,cover=106
- 47:[MidArea5<0.595963955] yes=93,no=94,missing=93,gain=0.300799251,cover=91
- 93:leaf=0.0109076193,cover=0
- 94:leaf=0.00204579788,cover=0
- 48:[Sulc0<-1.05304158] yes=95,no=96,missing=95,gain=0.101803184,cover=15
- 95:leaf=0.0138213215,cover=0
- 96:leaf=0.00407223916,cover=0
- 24:[Pol<134.081207] yes=49,no=50,missing=49,gain=0.150173157,cover=45
- 49:[MidArea5<0.603350997] yes=97,no=98,missing=97,gain=0.036403507,cover=11
- 97:leaf=-0.000978705822,cover=0
- 98:leaf=-0.00710362801,cover=0
- 50:[Curv5<-0.223784685] yes=99,no=100,missing=99,gain=0.0570064262,cover=34
- 99:leaf=0.000816353597,cover=0
- 100:leaf=0.00955549534,cover=0
- 12:[Ecc<3.8768425] yes=25,no=26,missing=25,gain=0.0714129806,cover=8
- 25:[LGI5<2.45281005] yes=51,no=52,missing=52,gain=0.0542490482,cover=7
- 51:leaf=0.00627291808,cover=0
- 52:leaf=0.0183795765,cover=0
- 26:leaf=0.000223797557,cover=0
- 6:[Pol<160.153915] yes=13,no=14,missing=14,gain=0.721988857,cover=2098665
- 13:[Ecc<6.70300007] yes=27,no=28,missing=27,gain=1.61598468,cover=1714778
- 27:[Pol<130.822815] yes=53,no=54,missing=53,gain=6.15345097,cover=854470
- 53:[PialCurv5<0.0495097227] yes=101,no=102,missing=101,gain=3.48309731,cover=680417
- 101:leaf=2.36384894e-05,cover=0
- 102:leaf=0.000713615736,cover=0
- 54:[Ecc<3.73767829] yes=103,no=104,missing=103,gain=10.7712135,cover=174053
- 103:leaf=8.58006242e-05,cover=0
- 104:leaf=-0.000701640558,cover=0
- 28:[Pol<129.571716] yes=55,no=56,missing=55,gain=7.12538815,cover=860308
- 55:[Curv5<-0.232248098] yes=105,no=106,missing=105,gain=4.49714565,cover=623635
- 105:leaf=0.000295831444,cover=0
- 106:leaf=-7.43980345e-05,cover=0
- 56:[LGI5<3.268116] yes=107,no=108,missing=107,gain=15.4944324,cover=236673
- 107:leaf=0.000561610155,cover=0
- 108:leaf=-0.000333564676,cover=0
- 14:[Sulc0<0.317313671] yes=29,no=30,missing=30,gain=4.42357731,cover=383887
- 29:[PialCurv5<0.0567538291] yes=57,no=58,missing=57,gain=2.66917181,cover=382370
- 57:[PialCurv5<-0.0779728889] yes=109,no=110,missing=109,gain=3.3258934,cover=379904
- 109:leaf=-0.000114526192,cover=0
- 110:leaf=0.000230951351,cover=0
- 58:[LGI5<3.0310638] yes=111,no=112,missing=111,gain=2.18798661,cover=2466
- 111:leaf=-0.00287144305,cover=0
- 112:leaf=0.000181337629,cover=0
- 30:[Curv5<-0.0773924068] yes=59,no=60,missing=60,gain=1.79197454,cover=1517
- 59:[Ecc<42.9490852] yes=113,no=114,missing=113,gain=2.07308674,cover=680
- 113:leaf=-0.00437057251,cover=0
- 114:leaf=0.00131412689,cover=0
- 60:[LGI5<3.35709596] yes=115,no=116,missing=116,gain=0.917139053,cover=837
- 115:leaf=-0.00287059089,cover=0
- 116:leaf=-0.00623131637,cover=0
-booster[992]:
-0:[LGI5<3.35709596] yes=1,no=2,missing=1,gain=0.13518776,cover=5124388
- 1:[LGI5<3.33014965] yes=3,no=4,missing=4,gain=1.86623371,cover=4558363
- 3:[Ecc<30.4150848] yes=7,no=8,missing=8,gain=0.782343805,cover=4498312
- 7:[Sulc0<-0.540693521] yes=15,no=16,missing=15,gain=1.04559517,cover=4170994
- 15:[Ecc<4.73840666] yes=31,no=32,missing=31,gain=2.47925043,cover=1458540
- 31:[PialCurv5<-0.0607835948] yes=63,no=64,missing=64,gain=2.61089683,cover=830587
- 63:leaf=-8.04346018e-06,cover=0
- 64:leaf=0.000240106936,cover=0
- 32:[PialCurv5<-0.0896686092] yes=65,no=66,missing=65,gain=9.99237347,cover=627953
- 65:leaf=-4.4545809e-06,cover=0
- 66:leaf=-0.000508457364,cover=0
- 16:[Pol<38.1036148] yes=33,no=34,missing=34,gain=2.26564884,cover=2712454
- 33:[LGI5<2.30690479] yes=67,no=68,missing=68,gain=4.51319313,cover=125216
- 67:leaf=0.00164528878,cover=0
- 68:leaf=-0.000231972706,cover=0
- 34:[Ecc<14.9070177] yes=69,no=70,missing=69,gain=2.62644887,cover=2587238
- 69:leaf=1.28134507e-05,cover=0
- 70:leaf=0.000149019732,cover=0
- 8:[PialCurv5<-0.072655201] yes=17,no=18,missing=18,gain=2.90507507,cover=327318
- 17:[Curv5<-0.115945198] yes=35,no=36,missing=35,gain=6.82858753,cover=92472
- 35:[Pol<157.22821] yes=71,no=72,missing=71,gain=2.99688101,cover=88058
- 71:leaf=0.000306452246,cover=0
- 72:leaf=-0.000288594398,cover=0
- 36:[Pol<50.1003532] yes=73,no=74,missing=73,gain=6.16970444,cover=4414
- 73:leaf=0.00451285904,cover=0
- 74:leaf=0.000644809974,cover=0
- 18:[Sulc0<0.167916268] yes=37,no=38,missing=37,gain=8.99449539,cover=234846
- 37:[Area5<0.685542226] yes=75,no=76,missing=76,gain=4.47168064,cover=48410
- 75:leaf=-0.00156351819,cover=0
- 76:leaf=-0.000481687399,cover=0
- 38:[PialCurv5<0.000298873958] yes=77,no=78,missing=77,gain=3.84610367,cover=186436
- 77:leaf=0.000625386776,cover=0
- 78:leaf=-9.06364585e-05,cover=0
- 4:[Ecc<18.3223667] yes=9,no=10,missing=10,gain=3.50204182,cover=60051
- 9:[Ecc<9.0678978] yes=19,no=20,missing=19,gain=3.508389,cover=24976
- 19:[Ecc<6.81643343] yes=39,no=40,missing=39,gain=3.18309546,cover=4254
- 39:[Area5<0.682363749] yes=79,no=80,missing=79,gain=2.99341917,cover=608
- 79:leaf=-0.000872895587,cover=0
- 80:leaf=0.00619256264,cover=0
- 40:[PialCurv5<-0.0990834236] yes=81,no=82,missing=81,gain=1.20409727,cover=3646
- 81:leaf=-0.000390999252,cover=0
- 82:leaf=-0.00232743123,cover=0
- 20:[Pol<135.419098] yes=41,no=42,missing=41,gain=1.092471,cover=20722
- 41:[Pol<105.995506] yes=83,no=84,missing=83,gain=2.21301913,cover=14405
- 83:leaf=0.00027059784,cover=0
- 84:leaf=0.00161602965,cover=0
- 42:[Ecc<15.7955055] yes=85,no=86,missing=85,gain=4.20039415,cover=6317
- 85:leaf=0.000687071646,cover=0
- 86:leaf=-0.00219984609,cover=0
- 10:[Pol<96.8070755] yes=21,no=22,missing=22,gain=5.9622612,cover=35075
- 21:[Area5<0.607942343] yes=43,no=44,missing=43,gain=2.84471965,cover=18012
- 43:[Pol<35.2629585] yes=87,no=88,missing=88,gain=2.75582409,cover=1668
- 87:leaf=-0.00382317207,cover=0
- 88:leaf=0.000250718411,cover=0
- 44:[Sulc0<0.272107065] yes=89,no=90,missing=89,gain=2.43461585,cover=16344
- 89:leaf=0.000829863653,cover=0
- 90:leaf=-0.000390875124,cover=0
- 22:[Pol<159.435425] yes=45,no=46,missing=45,gain=2.86238003,cover=17063
- 45:[MidArea5<0.701709926] yes=91,no=92,missing=92,gain=4.43034458,cover=11904
- 91:leaf=-0.000690296176,cover=0
- 92:leaf=-0.00262139202,cover=0
- 46:[PialCurv5<0.0128733069] yes=93,no=94,missing=93,gain=5.48127794,cover=5159
- 93:leaf=-0.000564896502,cover=0
- 94:leaf=0.00929599907,cover=0
- 2:[Pol<49.2074432] yes=5,no=6,missing=5,gain=3.86112905,cover=566025
- 5:[LGI5<3.44046211] yes=11,no=12,missing=11,gain=12.1811962,cover=142822
- 11:[Ecc<22.8050022] yes=23,no=24,missing=23,gain=6.25068378,cover=41088
- 23:[Sulc0<0.013685069] yes=47,no=48,missing=48,gain=4.55449772,cover=20534
- 47:[Area5<0.645846248] yes=95,no=96,missing=95,gain=2.99896812,cover=20239
- 95:leaf=0.00149676087,cover=0
- 96:leaf=9.4410083e-05,cover=0
- 48:[LGI5<3.39750218] yes=97,no=98,missing=97,gain=1.77266717,cover=295
- 97:leaf=-0.00886260625,cover=0
- 98:leaf=-0.000902593893,cover=0
- 24:[PialArea5<1.17753279] yes=49,no=50,missing=50,gain=6.49509811,cover=20554
- 49:[Area5<0.799647689] yes=99,no=100,missing=100,gain=3.41068459,cover=19318
- 99:leaf=0.00158531626,cover=0
- 100:leaf=0.00373317744,cover=0
- 50:[Curv5<-0.139824241] yes=101,no=102,missing=102,gain=3.69058514,cover=1236
- 101:leaf=1.0504383e-06,cover=0
- 102:leaf=-0.00580068259,cover=0
- 12:[LGI5<3.60428405] yes=25,no=26,missing=25,gain=4.14103031,cover=101734
- 25:[Ecc<14.28263] yes=51,no=52,missing=52,gain=2.8547442,cover=56984
- 51:[Sulc0<-0.540693521] yes=103,no=104,missing=103,gain=2.29621291,cover=10748
- 103:leaf=0.000789953978,cover=0
- 104:leaf=-0.000983908656,cover=0
- 52:[Curv5<0.0344051942] yes=105,no=106,missing=105,gain=4.10276556,cover=46236
- 105:leaf=-0.000720269687,cover=0
- 106:leaf=0.000503262214,cover=0
- 26:[LGI5<3.67381835] yes=53,no=54,missing=53,gain=3.31096864,cover=44750
- 53:[Sulc0<0.485350072] yes=107,no=108,missing=107,gain=4.64391851,cover=15673
- 107:leaf=0.000666072709,cover=0
- 108:leaf=0.00406548334,cover=0
- 54:[Ecc<19.4699688] yes=109,no=110,missing=109,gain=1.17748404,cover=29077
- 109:leaf=-0.000461873453,cover=0
- 110:leaf=0.000218438363,cover=0
- 6:[Pol<84.1277542] yes=13,no=14,missing=13,gain=6.26666784,cover=423203
- 13:[Area5<0.683164001] yes=27,no=28,missing=27,gain=10.0992203,cover=99963
- 27:[Ecc<10.7180347] yes=55,no=56,missing=55,gain=10.3113747,cover=36838
- 55:[MidArea5<0.612316132] yes=111,no=112,missing=112,gain=8.52238178,cover=3606
- 111:leaf=0.00182689691,cover=0
- 112:leaf=-0.00371783529,cover=0
- 56:[Ecc<18.8860435] yes=113,no=114,missing=113,gain=13.7605476,cover=33232
- 113:leaf=0.00167859253,cover=0
- 114:leaf=-0.000370234833,cover=0
- 28:[Ecc<7.08616447] yes=57,no=58,missing=58,gain=6.50082779,cover=63125
- 57:[Area5<0.732334435] yes=115,no=116,missing=115,gain=2.70987129,cover=134
- 115:leaf=0.000474294036,cover=0
- 116:leaf=0.0153549779,cover=0
- 58:[Ecc<13.6880245] yes=117,no=118,missing=117,gain=4.48566818,cover=62991
- 117:leaf=-0.00181708171,cover=0
- 118:leaf=-0.000630065333,cover=0
- 14:[Ecc<28.2834949] yes=29,no=30,missing=29,gain=7.76834106,cover=323240
- 29:[LGI5<3.45167398] yes=59,no=60,missing=60,gain=5.81096315,cover=225503
- 59:[Ecc<14.28263] yes=119,no=120,missing=119,gain=9.06369209,cover=75104
- 119:leaf=0.00030988123,cover=0
- 120:leaf=-0.000855025311,cover=0
- 60:[Ecc<9.0678978] yes=121,no=122,missing=121,gain=9.56519413,cover=150399
- 121:leaf=0.00255656708,cover=0
- 122:leaf=8.17487853e-06,cover=0
- 30:[LGI5<3.55025291] yes=61,no=62,missing=62,gain=8.38675499,cover=97737
- 61:[Pol<161.595886] yes=123,no=124,missing=124,gain=2.79214954,cover=53705
- 123:leaf=0.00106532825,cover=0
- 124:leaf=0.000253577571,cover=0
- 62:[MidArea5<0.805760801] yes=125,no=126,missing=126,gain=2.60715985,cover=44032
- 125:leaf=0.000142177276,cover=0
- 126:leaf=-0.000736535003,cover=0
-booster[993]:
-0:[PialArea5<0.946096778] yes=1,no=2,missing=2,gain=0.167469099,cover=5124388
- 1:[Sulc0<-0.745069146] yes=3,no=4,missing=3,gain=0.506181359,cover=3752000
- 3:[Curv5<-0.104371414] yes=7,no=8,missing=7,gain=4.17746449,cover=388105
- 7:[PialCurv5<-0.0693148375] yes=15,no=16,missing=15,gain=4.63692141,cover=367729
- 15:[Area5<0.854415178] yes=31,no=32,missing=32,gain=2.41562867,cover=354363
- 31:[Curv5<-0.146701202] yes=63,no=64,missing=63,gain=2.56632447,cover=353928
- 63:leaf=-2.54481274e-05,cover=0
- 64:leaf=-0.000584915397,cover=0
- 32:[Pol<103.31839] yes=65,no=66,missing=66,gain=1.08570528,cover=435
- 65:leaf=0.00112852524,cover=0
- 66:leaf=0.00612556329,cover=0
- 16:[Area5<0.548651993] yes=33,no=34,missing=33,gain=6.0168891,cover=13366
- 33:[Ecc<6.03867722] yes=67,no=68,missing=67,gain=1.78291225,cover=4743
- 67:leaf=-0.000313250552,cover=0
- 68:leaf=-0.00473622186,cover=0
- 34:[Ecc<2.79805064] yes=69,no=70,missing=69,gain=6.95502472,cover=8623
- 69:leaf=0.00285067828,cover=0
- 70:leaf=-4.22073172e-05,cover=0
- 8:[Ecc<2.54464626] yes=17,no=18,missing=17,gain=4.2517767,cover=20376
- 17:[LGI5<2.63290954] yes=35,no=36,missing=35,gain=4.47083664,cover=14980
- 35:[PialCurv5<-0.0487009101] yes=71,no=72,missing=71,gain=3.90818501,cover=14605
- 71:leaf=-0.00211840123,cover=0
- 72:leaf=-0.000481562223,cover=0
- 36:[Ecc<0.353712648] yes=73,no=74,missing=73,gain=3.85843563,cover=375
- 73:leaf=-0.0105127301,cover=0
- 74:leaf=0.0059270463,cover=0
- 18:[LGI5<2.48283219] yes=37,no=38,missing=37,gain=3.4071331,cover=5396
- 37:[Pol<70.3717499] yes=75,no=76,missing=75,gain=7.72673702,cover=1904
- 75:leaf=0.00707665831,cover=0
- 76:leaf=9.04945118e-05,cover=0
- 38:[Area5<0.66211915] yes=77,no=78,missing=77,gain=2.88347363,cover=3492
- 77:leaf=-0.00214844244,cover=0
- 78:leaf=0.000756446214,cover=0
- 4:[PialCurv5<-0.103163145] yes=9,no=10,missing=9,gain=1.12764513,cover=3363895
- 9:[Pol<80.2322083] yes=19,no=20,missing=19,gain=2.40669775,cover=361817
- 19:[Sulc0<-0.285426885] yes=39,no=40,missing=40,gain=3.4350543,cover=117858
- 39:[Area5<0.744179189] yes=79,no=80,missing=79,gain=3.81017137,cover=105563
- 79:leaf=0.000239161178,cover=0
- 80:leaf=-0.00128728931,cover=0
- 40:[PialArea5<0.658944428] yes=81,no=82,missing=82,gain=5.29425669,cover=12295
- 81:leaf=-0.000430132961,cover=0
- 82:leaf=0.00178263523,cover=0
- 20:[Pol<97.9094925] yes=41,no=42,missing=41,gain=3.06860137,cover=243959
- 41:[Ecc<5.01513863] yes=83,no=84,missing=83,gain=6.33997822,cover=14395
- 83:leaf=0.000518033223,cover=0
- 84:leaf=-0.00160748442,cover=0
- 42:[LGI5<3.1900804] yes=85,no=86,missing=85,gain=2.4797821,cover=229564
- 85:leaf=0.000131053181,cover=0
- 86:leaf=-0.000254228391,cover=0
- 10:[Curv5<-0.0837168768] yes=21,no=22,missing=21,gain=2.2207334,cover=3002078
- 21:[PialCurv5<-0.0297427773] yes=43,no=44,missing=43,gain=8.39139557,cover=484469
- 43:[Pol<128.951508] yes=87,no=88,missing=87,gain=7.48471928,cover=428419
- 87:leaf=-0.0003735871,cover=0
- 88:leaf=4.60820047e-05,cover=0
- 44:[MidArea5<0.713920057] yes=89,no=90,missing=89,gain=10.9795866,cover=56050
- 89:leaf=-0.000143069963,cover=0
- 90:leaf=0.00126940047,cover=0
- 22:[PialCurv5<-0.0569176264] yes=45,no=46,missing=45,gain=10.5978365,cover=2517609
- 45:[MidArea5<0.666140199] yes=91,no=92,missing=91,gain=13.8941545,cover=51957
- 91:leaf=-0.000438384304,cover=0
- 92:leaf=0.00129524677,cover=0
- 46:[Curv5<-0.0553030409] yes=93,no=94,missing=93,gain=2.73364091,cover=2465652
- 93:leaf=-0.000224115167,cover=0
- 94:leaf=7.36468792e-06,cover=0
- 2:[PialCurv5<0.0824522972] yes=5,no=6,missing=5,gain=0.738065124,cover=1372388
- 5:[Area5<0.987501919] yes=11,no=12,missing=11,gain=0.724647403,cover=1365680
- 11:[Curv5<0.081820026] yes=23,no=24,missing=23,gain=1.20897865,cover=1353948
- 23:[MidArea5<0.762632251] yes=47,no=48,missing=48,gain=0.634201646,cover=1353910
- 47:[Sulc0<-0.552155435] yes=95,no=96,missing=95,gain=3.4980669,cover=40324
- 95:leaf=-2.65959807e-05,cover=0
- 96:leaf=-0.001643906,cover=0
- 48:[MidArea5<0.797055602] yes=97,no=98,missing=97,gain=1.23721695,cover=1313586
- 97:leaf=0.000220466754,cover=0
- 98:leaf=1.4977908e-05,cover=0
- 24:[Ecc<1.46579576] yes=49,no=50,missing=49,gain=0.95584619,cover=38
- 49:[Sulc0<-0.401674598] yes=99,no=100,missing=99,gain=0.0319312811,cover=10
- 99:leaf=-0.0240790229,cover=0
- 100:leaf=-0.0104402602,cover=0
- 50:[Area5<0.705328763] yes=101,no=102,missing=101,gain=0.28657496,cover=28
- 101:leaf=-0.0096448753,cover=0
- 102:leaf=0.000423455233,cover=0
- 12:[Pol<176.117172] yes=25,no=26,missing=25,gain=1.42136586,cover=11732
- 25:[LGI5<2.3865335] yes=51,no=52,missing=52,gain=1.16482449,cover=11501
- 51:[Pol<107.66053] yes=103,no=104,missing=103,gain=1.85505974,cover=1907
- 103:leaf=0.00206967886,cover=0
- 104:leaf=-0.00106734433,cover=0
- 52:[LGI5<2.71502113] yes=105,no=106,missing=105,gain=2.06970143,cover=9594
- 105:leaf=-0.00171431375,cover=0
- 106:leaf=-0.000156702925,cover=0
- 26:[Ecc<8.70817566] yes=53,no=54,missing=53,gain=1.76533127,cover=231
- 53:[LGI5<2.62853003] yes=107,no=108,missing=108,gain=8.99100113,cover=88
- 107:leaf=-0.00226542237,cover=0
- 108:leaf=0.0313188992,cover=0
- 54:[Curv5<-0.117843308] yes=109,no=110,missing=109,gain=1.81265831,cover=143
- 109:leaf=-0.00267539802,cover=0
- 110:leaf=0.0114871105,cover=0
- 6:[Area5<0.680766582] yes=13,no=14,missing=14,gain=3.10126519,cover=6708
- 13:[Ecc<2.73602629] yes=27,no=28,missing=28,gain=3.17166448,cover=326
- 27:[Ecc<2.31110334] yes=55,no=56,missing=55,gain=1.60777831,cover=154
- 55:[LGI5<2.23211861] yes=111,no=112,missing=112,gain=1.68708801,cover=140
- 111:leaf=0.0121899229,cover=0
- 112:leaf=-0.00382409128,cover=0
- 56:[Area5<0.652759671] yes=113,no=114,missing=113,gain=6.69085026,cover=14
- 113:leaf=0.0628356338,cover=0
- 114:leaf=-0.00739119342,cover=0
- 28:[LGI5<2.44639945] yes=57,no=58,missing=57,gain=0.626636505,cover=172
- 57:[LGI5<2.37224698] yes=115,no=116,missing=116,gain=1.060956,cover=42
- 115:leaf=-0.00364950742,cover=0
- 116:leaf=-0.0207158271,cover=0
- 58:[Area5<0.678346932] yes=117,no=118,missing=117,gain=0.389636993,cover=130
- 117:leaf=-0.00881660916,cover=0
- 118:leaf=0.00178502023,cover=0
- 14:[Pol<162.313202] yes=29,no=30,missing=29,gain=2.0939846,cover=6382
- 29:[Pol<62.799984] yes=59,no=60,missing=59,gain=1.41082108,cover=5992
- 59:[LGI5<2.3349762] yes=119,no=120,missing=119,gain=2.07515621,cover=913
- 119:leaf=0.0113788098,cover=0
- 120:leaf=0.00118242844,cover=0
- 60:[LGI5<2.56078315] yes=121,no=122,missing=121,gain=1.1407218,cover=5079
- 121:leaf=0.000407569314,cover=0
- 122:leaf=-0.0010912054,cover=0
- 30:[Ecc<22.4429302] yes=61,no=62,missing=61,gain=0.320448875,cover=390
- 61:[Curv5<0.00319097727] yes=123,no=124,missing=124,gain=0.323707104,cover=376
- 123:leaf=-0.0064144223,cover=0
- 124:leaf=-0.00314233336,cover=0
- 62:[LGI5<3.15084362] yes=125,no=126,missing=125,gain=0.437683254,cover=14
- 125:leaf=0.00965453219,cover=0
- 126:leaf=-0.00751322461,cover=0
-booster[994]:
-0:[Sulc0<0.383163035] yes=1,no=2,missing=1,gain=0.155084297,cover=5124388
- 1:[Curv5<0.151368812] yes=3,no=4,missing=3,gain=1.68739986,cover=4135095
- 3:[PialCurv5<0.15079549] yes=7,no=8,missing=8,gain=4.4806838,cover=3976049
- 7:[Ecc<5.21075869] yes=15,no=16,missing=15,gain=0.90113014,cover=3760509
- 15:[Sulc0<-0.224179193] yes=31,no=32,missing=31,gain=7.75191021,cover=1419046
- 31:[Area5<0.710880876] yes=63,no=64,missing=64,gain=5.00385237,cover=1215969
- 63:leaf=6.38935671e-05,cover=0
- 64:leaf=-0.00019300016,cover=0
- 32:[Pol<139.671173] yes=65,no=66,missing=65,gain=5.97091484,cover=203077
- 65:leaf=-0.000246597163,cover=0
- 66:leaf=-0.00132826157,cover=0
- 16:[Pol<62.799984] yes=33,no=34,missing=33,gain=2.86324477,cover=2341463
- 33:[Curv5<0.069626309] yes=67,no=68,missing=68,gain=6.8980999,cover=816823
- 67:leaf=-7.96001332e-05,cover=0
- 68:leaf=0.000944296655,cover=0
- 34:[Pol<92.7492142] yes=69,no=70,missing=69,gain=17.4413929,cover=1524640
- 69:leaf=0.000432558678,cover=0
- 70:leaf=-1.87825171e-05,cover=0
- 8:[Ecc<6.41291761] yes=17,no=18,missing=17,gain=6.61390066,cover=215540
- 17:[LGI5<2.16230083] yes=35,no=36,missing=36,gain=4.76771164,cover=108584
- 35:[Pol<103.851685] yes=71,no=72,missing=72,gain=2.68346286,cover=1959
- 71:leaf=-0.00415489031,cover=0
- 72:leaf=-0.000393198716,cover=0
- 36:[Area5<0.670794368] yes=73,no=74,missing=74,gain=4.00456715,cover=106625
- 73:leaf=0.000133885522,cover=0
- 74:leaf=0.000776634435,cover=0
- 18:[LGI5<3.16380119] yes=37,no=38,missing=37,gain=11.6348801,cover=106956
- 37:[Pol<109.248352] yes=75,no=76,missing=75,gain=11.5960979,cover=79943
- 75:leaf=0.00020396836,cover=0
- 76:leaf=-0.00100462779,cover=0
- 38:[LGI5<3.94193578] yes=77,no=78,missing=78,gain=3.02193689,cover=27013
- 77:leaf=0.000920339429,cover=0
- 78:leaf=-0.00314575364,cover=0
- 4:[Ecc<5.46745825] yes=9,no=10,missing=9,gain=2.77076721,cover=159046
- 9:[LGI5<2.83041978] yes=19,no=20,missing=19,gain=3.41995716,cover=108412
- 19:[Pol<125.308708] yes=39,no=40,missing=39,gain=1.43193066,cover=107376
- 39:[Pol<103.851685] yes=79,no=80,missing=79,gain=1.6067791,cover=89834
- 79:leaf=5.79567823e-05,cover=0
- 80:leaf=-0.000370822294,cover=0
- 40:[Ecc<2.6675415] yes=81,no=82,missing=82,gain=4.35484648,cover=17542
- 81:leaf=-0.000325658533,cover=0
- 82:leaf=0.00126129657,cover=0
- 20:[Pol<45.5953903] yes=41,no=42,missing=41,gain=2.2496469,cover=1036
- 41:[Area5<0.66824472] yes=83,no=84,missing=84,gain=0.643579125,cover=30
- 83:leaf=-0.00180852285,cover=0
- 84:leaf=-0.0165633112,cover=0
- 42:[MidArea5<0.614099324] yes=85,no=86,missing=86,gain=1.40848827,cover=1006
- 85:leaf=0.00433395617,cover=0
- 86:leaf=2.24953565e-05,cover=0
- 10:[Pol<151.353775] yes=21,no=22,missing=21,gain=5.52071333,cover=50634
- 21:[Pol<64.3762589] yes=43,no=44,missing=43,gain=4.24786949,cover=36038
- 43:[LGI5<2.37953305] yes=87,no=88,missing=87,gain=4.33476591,cover=2294
- 87:leaf=0.0182648208,cover=0
- 88:leaf=0.00100989628,cover=0
- 44:[Sulc0<0.20153527] yes=89,no=90,missing=90,gain=3.48301697,cover=33744
- 89:leaf=-0.00165983324,cover=0
- 90:leaf=-0.000578763604,cover=0
- 22:[LGI5<2.92895722] yes=45,no=46,missing=45,gain=10.3181973,cover=14596
- 45:[PialCurv5<-0.0800075978] yes=91,no=92,missing=91,gain=3.42343807,cover=6652
- 91:leaf=0.0284990463,cover=0
- 92:leaf=0.00176369573,cover=0
- 46:[Ecc<15.121048] yes=93,no=94,missing=94,gain=4.08550549,cover=7944
- 93:leaf=-0.00114396703,cover=0
- 94:leaf=0.00361970672,cover=0
- 2:[Pol<147.599014] yes=5,no=6,missing=6,gain=3.33492422,cover=989293
- 5:[Pol<119.777687] yes=11,no=12,missing=11,gain=3.76759982,cover=980600
- 11:[LGI5<3.3215456] yes=23,no=24,missing=24,gain=2.8000617,cover=869570
- 23:[Area5<0.692729533] yes=47,no=48,missing=47,gain=2.55722737,cover=698903
- 47:[MidArea5<0.659801304] yes=95,no=96,missing=96,gain=8.60027313,cover=300231
- 95:leaf=6.69045621e-05,cover=0
- 96:leaf=0.00175720826,cover=0
- 48:[Ecc<2.54464626] yes=97,no=98,missing=98,gain=3.18140984,cover=398672
- 97:leaf=0.00195721118,cover=0
- 98:leaf=-9.25969944e-05,cover=0
- 24:[Pol<43.7633247] yes=49,no=50,missing=50,gain=6.78088188,cover=170667
- 49:[LGI5<3.36766768] yes=99,no=100,missing=99,gain=3.01663065,cover=10209
- 99:leaf=-0.00101971335,cover=0
- 100:leaf=0.00138510065,cover=0
- 50:[Sulc0<0.74744761] yes=101,no=102,missing=101,gain=10.0982485,cover=160458
- 101:leaf=-0.000774108921,cover=0
- 102:leaf=3.0325109e-05,cover=0
- 12:[PialCurv5<0.122354448] yes=25,no=26,missing=25,gain=9.66682434,cover=111030
- 25:[Ecc<11.6821251] yes=51,no=52,missing=51,gain=6.41896248,cover=38154
- 51:[Pol<125.881905] yes=103,no=104,missing=103,gain=3.6128695,cover=1847
- 103:leaf=-0.00076520833,cover=0
- 104:leaf=-0.00604135124,cover=0
- 52:[MidArea5<0.721430659] yes=105,no=106,missing=105,gain=6.16422081,cover=36307
- 105:leaf=0.00159186579,cover=0
- 106:leaf=0.000263819791,cover=0
- 26:[Ecc<9.61991787] yes=53,no=54,missing=53,gain=2.95722365,cover=72876
- 53:[Curv5<0.101325236] yes=107,no=108,missing=108,gain=2.9774034,cover=6519
- 107:leaf=-0.00465513999,cover=0
- 108:leaf=-0.000768291764,cover=0
- 54:[Curv5<0.0513985939] yes=109,no=110,missing=109,gain=2.36174536,cover=66357
- 109:leaf=-0.00193204172,cover=0
- 110:leaf=7.28083687e-05,cover=0
- 6:[Ecc<25.981123] yes=13,no=14,missing=13,gain=5.18555403,cover=8693
- 13:[Curv5<0.171955615] yes=27,no=28,missing=27,gain=3.06279182,cover=2054
- 27:[Pol<152.092255] yes=55,no=56,missing=56,gain=3.39548397,cover=1185
- 55:[Curv5<-0.00402251538] yes=111,no=112,missing=112,gain=1.79889202,cover=684
- 111:leaf=0.00401203614,cover=0
- 112:leaf=-0.00354179228,cover=0
- 56:[Area5<0.724280655] yes=113,no=114,missing=113,gain=1.92391491,cover=501
- 113:leaf=-0.00988121051,cover=0
- 114:leaf=-0.0029362652,cover=0
- 28:[Sulc0<0.703387856] yes=57,no=58,missing=58,gain=0.560458601,cover=869
- 57:[Ecc<8.87956142] yes=115,no=116,missing=115,gain=0.439253181,cover=780
- 115:leaf=-0.00147748401,cover=0
- 116:leaf=0.000936442346,cover=0
- 58:[Area5<0.709272623] yes=117,no=118,missing=117,gain=0.120485604,cover=89
- 117:leaf=-0.00531474361,cover=0
- 118:leaf=0.000462495227,cover=0
- 14:[MidArea5<0.781777322] yes=29,no=30,missing=29,gain=5.52581263,cover=6639
- 29:[Area5<0.615061462] yes=59,no=60,missing=59,gain=3.72789145,cover=4401
- 59:[LGI5<3.39750218] yes=119,no=120,missing=120,gain=2.42015743,cover=266
- 119:leaf=0.00316817686,cover=0
- 120:leaf=0.0134129599,cover=0
- 60:[Sulc0<0.528918922] yes=121,no=122,missing=121,gain=3.69384503,cover=4135
- 121:leaf=0.00157903135,cover=0
- 122:leaf=-0.00146410079,cover=0
- 30:[LGI5<2.89660096] yes=61,no=62,missing=61,gain=1.6990428,cover=2238
- 61:[Curv5<-0.0686563179] yes=123,no=124,missing=123,gain=0.736548185,cover=97
- 123:leaf=0.0147407893,cover=0
- 124:leaf=0.00230780593,cover=0
- 62:[Sulc0<0.506771445] yes=125,no=126,missing=125,gain=1.63541651,cover=2141
- 125:leaf=-0.00178792235,cover=0
- 126:leaf=-0.00490279915,cover=0
-booster[995]:
-0:[PialArea5<0.887534022] yes=1,no=2,missing=2,gain=0.187798724,cover=5124388
- 1:[MidArea5<0.790073812] yes=3,no=4,missing=3,gain=0.889176309,cover=3328592
- 3:[Area5<0.770300686] yes=7,no=8,missing=7,gain=0.766258359,cover=3171955
- 7:[PialCurv5<-0.104067586] yes=15,no=16,missing=16,gain=0.802714467,cover=2961897
- 15:[Area5<0.596935391] yes=31,no=32,missing=31,gain=3.23351645,cover=476877
- 31:[Ecc<4.00532722] yes=63,no=64,missing=63,gain=1.26067936,cover=310347
- 63:leaf=-0.000160465817,cover=0
- 64:leaf=4.32508059e-05,cover=0
- 32:[Ecc<3.16401935] yes=65,no=66,missing=65,gain=4.99750471,cover=166530
- 65:leaf=0.000996085699,cover=0
- 66:leaf=0.000131482026,cover=0
- 16:[Pol<83.4982376] yes=33,no=34,missing=33,gain=1.92525637,cover=2485020
- 33:[Ecc<12.7231894] yes=67,no=68,missing=67,gain=11.8989229,cover=674654
- 67:leaf=-0.000286284921,cover=0
- 68:leaf=0.000134837057,cover=0
- 34:[Ecc<12.5441074] yes=69,no=70,missing=69,gain=5.68883848,cover=1810366
- 69:leaf=6.25595785e-05,cover=0
- 70:leaf=-0.000135395734,cover=0
- 8:[Sulc0<0.636906147] yes=17,no=18,missing=17,gain=1.88464284,cover=210058
- 17:[Curv5<0.0452247933] yes=35,no=36,missing=36,gain=2.63058066,cover=123064
- 35:[Pol<162.313202] yes=71,no=72,missing=72,gain=5.21624136,cover=27169
- 71:leaf=-0.000415329181,cover=0
- 72:leaf=0.00220713648,cover=0
- 36:[Pol<61.2046547] yes=73,no=74,missing=73,gain=2.24785089,cover=95895
- 73:leaf=0.00109765748,cover=0
- 74:leaf=0.000262615533,cover=0
- 18:[Ecc<19.4699688] yes=37,no=38,missing=38,gain=1.7768687,cover=86994
- 37:[PialArea5<0.593058109] yes=75,no=76,missing=76,gain=2.60921955,cover=33942
- 75:leaf=-0.000238311593,cover=0
- 76:leaf=-0.00183308276,cover=0
- 38:[LGI5<2.92358446] yes=77,no=78,missing=77,gain=2.67762136,cover=53052
- 77:leaf=0.00111905276,cover=0
- 78:leaf=-2.94319907e-05,cover=0
- 4:[LGI5<2.51629615] yes=9,no=10,missing=9,gain=2.2825036,cover=156637
- 9:[Ecc<8.06448936] yes=19,no=20,missing=19,gain=1.98188126,cover=29958
- 19:[Sulc0<-0.580759466] yes=39,no=40,missing=39,gain=1.4877665,cover=28532
- 39:[Curv5<-0.179045901] yes=79,no=80,missing=79,gain=2.93675494,cover=4050
- 79:leaf=0.00233422103,cover=0
- 80:leaf=-0.00130460178,cover=0
- 40:[Pol<71.0996552] yes=81,no=82,missing=81,gain=3.02075386,cover=24482
- 81:leaf=0.00177754299,cover=0
- 82:leaf=0.000112692862,cover=0
- 20:[Pol<157.965515] yes=41,no=42,missing=41,gain=2.64090538,cover=1426
- 41:[PialCurv5<0.00652291393] yes=83,no=84,missing=84,gain=2.08761072,cover=1266
- 83:leaf=0.00546962162,cover=0
- 84:leaf=0.00127660611,cover=0
- 42:[PialCurv5<0.0354230702] yes=85,no=86,missing=86,gain=2.01987982,cover=160
- 85:leaf=-0.00602193363,cover=0
- 86:leaf=0.0109760007,cover=0
- 10:[Pol<42.7478409] yes=21,no=22,missing=21,gain=1.43466353,cover=126679
- 21:[PialCurv5<-0.121481076] yes=43,no=44,missing=44,gain=3.77016115,cover=23812
- 43:[Sulc0<-0.166708246] yes=87,no=88,missing=87,gain=1.54547071,cover=2683
- 87:leaf=-0.00176486303,cover=0
- 88:leaf=0.00912640151,cover=0
- 44:[Area5<0.784037054] yes=89,no=90,missing=90,gain=2.19148874,cover=21129
- 89:leaf=-3.1785934e-05,cover=0
- 90:leaf=0.00102333678,cover=0
- 22:[Curv5<-0.139824241] yes=45,no=46,missing=45,gain=2.32218266,cover=102867
- 45:[Ecc<12.1917515] yes=91,no=92,missing=91,gain=1.62300575,cover=11678
- 91:leaf=0.00108370266,cover=0
- 92:leaf=-0.000117819654,cover=0
- 46:[PialCurv5<-0.00171623251] yes=93,no=94,missing=94,gain=3.09124565,cover=91189
- 93:leaf=-0.000835573475,cover=0
- 94:leaf=-0.000195215383,cover=0
- 2:[Ecc<12.0179253] yes=5,no=6,missing=6,gain=1.13988054,cover=1795796
- 5:[LGI5<3.09872246] yes=11,no=12,missing=11,gain=2.74901891,cover=1254511
- 11:[Pol<102.241241] yes=23,no=24,missing=23,gain=1.96896553,cover=1165020
- 23:[Ecc<4.40349627] yes=47,no=48,missing=47,gain=6.00468302,cover=664727
- 47:[Curv5<-0.0837168768] yes=95,no=96,missing=95,gain=3.0241518,cover=381188
- 95:leaf=-0.000119519202,cover=0
- 96:leaf=0.000303606212,cover=0
- 48:[Pol<68.895668] yes=97,no=98,missing=97,gain=12.9993153,cover=283539
- 97:leaf=0.000107423984,cover=0
- 98:leaf=0.00111568056,cover=0
- 24:[LGI5<2.51969218] yes=49,no=50,missing=49,gain=6.7741127,cover=500293
- 49:[Ecc<3.80337262] yes=99,no=100,missing=99,gain=4.79586887,cover=230932
- 99:leaf=0.00032865972,cover=0
- 100:leaf=-0.000131717956,cover=0
- 50:[LGI5<2.92358446] yes=101,no=102,missing=101,gain=7.16455889,cover=269361
- 101:leaf=-0.00034049977,cover=0
- 102:leaf=0.000410198991,cover=0
- 12:[Sulc0<-0.420901269] yes=25,no=26,missing=26,gain=5.408988,cover=89491
- 25:[PialArea5<1.23851824] yes=51,no=52,missing=51,gain=1.76460528,cover=61419
- 51:[PialCurv5<-0.019163372] yes=103,no=104,missing=103,gain=1.55924463,cover=50802
- 103:leaf=-9.31158429e-05,cover=0
- 104:leaf=-0.00177998026,cover=0
- 52:[PialCurv5<-0.175695807] yes=105,no=106,missing=106,gain=1.46295536,cover=10617
- 105:leaf=-0.00489789527,cover=0
- 106:leaf=0.000631792063,cover=0
- 26:[Pol<67.3859482] yes=53,no=54,missing=53,gain=7.9589653,cover=28072
- 53:[Pol<50.9985542] yes=107,no=108,missing=108,gain=3.7796793,cover=10832
- 107:leaf=-0.000744220102,cover=0
- 108:leaf=-0.00266098697,cover=0
- 54:[PialCurv5<-0.0758950338] yes=109,no=110,missing=109,gain=11.2868061,cover=17240
- 109:leaf=-0.00186697475,cover=0
- 110:leaf=0.000786816876,cover=0
- 6:[Pol<40.9012032] yes=13,no=14,missing=14,gain=4.21410942,cover=541285
- 13:[Area5<0.799647689] yes=27,no=28,missing=27,gain=4.37000418,cover=230097
- 27:[Sulc0<0.624357879] yes=55,no=56,missing=56,gain=3.80356359,cover=192112
- 55:[Sulc0<-0.00176540145] yes=111,no=112,missing=111,gain=3.02720284,cover=192088
- 111:leaf=-0.000256323576,cover=0
- 112:leaf=0.000388570828,cover=0
- 56:[Area5<0.794681609] yes=113,no=114,missing=113,gain=0.204764128,cover=24
- 113:leaf=0.021040624,cover=0
- 114:leaf=0.00500182388,cover=0
- 28:[LGI5<2.53428411] yes=57,no=58,missing=57,gain=2.4031918,cover=37985
- 57:[Curv5<-0.183827445] yes=115,no=116,missing=116,gain=0.784300566,cover=227
- 115:leaf=0.000733079796,cover=0
- 116:leaf=-0.00629084324,cover=0
- 58:[PialArea5<0.991309822] yes=117,no=118,missing=118,gain=2.08033299,cover=37758
- 117:leaf=0.00138047151,cover=0
- 118:leaf=0.000287071773,cover=0
- 14:[Pol<134.081207] yes=29,no=30,missing=29,gain=13.9236841,cover=311188
- 29:[Area5<0.765896857] yes=59,no=60,missing=59,gain=16.5564404,cover=68701
- 59:[Pol<50.9985542] yes=119,no=120,missing=120,gain=14.9061317,cover=42855
- 119:leaf=0.000466832949,cover=0
- 120:leaf=0.00233252579,cover=0
- 60:[Curv5<-0.121808149] yes=121,no=122,missing=121,gain=3.05932927,cover=25846
- 121:leaf=0.000991606154,cover=0
- 122:leaf=-0.000430590095,cover=0
- 30:[Curv5<-0.121808149] yes=61,no=62,missing=61,gain=2.95675516,cover=242487
- 61:[PialCurv5<-0.0680129603] yes=123,no=124,missing=123,gain=14.142189,cover=178303
- 123:leaf=8.69373525e-06,cover=0
- 124:leaf=0.00189584901,cover=0
- 62:[Area5<0.691945016] yes=125,no=126,missing=125,gain=4.34708309,cover=64184
- 125:leaf=-0.00134089822,cover=0
- 126:leaf=-0.000116470248,cover=0
-booster[996]:
-0:[PialArea5<0.955112517] yes=1,no=2,missing=2,gain=0.19038102,cover=5124388
- 1:[Curv5<-0.310856104] yes=3,no=4,missing=3,gain=0.442315102,cover=3812049
- 3:[Area5<0.716575325] yes=7,no=8,missing=8,gain=1.92296231,cover=81588
- 7:[Area5<0.598585367] yes=15,no=16,missing=15,gain=0.799050689,cover=79646
- 15:[LGI5<2.36851335] yes=31,no=32,missing=31,gain=0.782206178,cover=61118
- 31:[LGI5<2.21018219] yes=63,no=64,missing=64,gain=1.09108162,cover=7720
- 63:leaf=0.000946831424,cover=0
- 64:leaf=-0.00067045656,cover=0
- 32:[Ecc<5.33884621] yes=65,no=66,missing=65,gain=1.6867069,cover=53398
- 65:leaf=0.000628374342,cover=0
- 66:leaf=-2.96506751e-05,cover=0
- 16:[Sulc0<-0.426983118] yes=33,no=34,missing=34,gain=2.18607926,cover=18528
- 33:[Ecc<21.0377083] yes=67,no=68,missing=67,gain=1.30389452,cover=14660
- 67:leaf=0.000462576747,cover=0
- 68:leaf=0.00159847236,cover=0
- 34:[Ecc<46.7494621] yes=69,no=70,missing=69,gain=1.11824036,cover=3868
- 69:leaf=-0.000794452615,cover=0
- 70:leaf=0.0035675019,cover=0
- 8:[Ecc<1.51801682] yes=17,no=18,missing=18,gain=2.65373039,cover=1942
- 17:[MidArea5<0.824597478] yes=35,no=36,missing=35,gain=0.72754097,cover=20
- 35:[Pol<25.2957573] yes=71,no=72,missing=71,gain=0.298775673,cover=17
- 71:leaf=0.012442816,cover=0
- 72:leaf=0.028053036,cover=0
- 36:leaf=-0.00508064637,cover=0
- 18:[Ecc<7.4459548] yes=37,no=38,missing=37,gain=1.57094002,cover=1922
- 37:[Area5<0.894858658] yes=73,no=74,missing=73,gain=1.41432452,cover=579
- 73:leaf=-0.00420756964,cover=0
- 74:leaf=0.0113796154,cover=0
- 38:[Sulc0<0.118391842] yes=75,no=76,missing=75,gain=0.859432817,cover=1343
- 75:leaf=-0.000852000085,cover=0
- 76:leaf=0.00959191378,cover=0
- 4:[PialCurv5<-0.210138425] yes=9,no=10,missing=10,gain=0.995463789,cover=3730461
- 9:[Curv5<-0.228820562] yes=19,no=20,missing=20,gain=1.80061316,cover=2948
- 19:[LGI5<2.96780801] yes=39,no=40,missing=39,gain=1.34797621,cover=2255
- 39:[LGI5<2.63290954] yes=77,no=78,missing=78,gain=2.82938766,cover=1412
- 77:leaf=0.00287946756,cover=0
- 78:leaf=-0.00159391691,cover=0
- 40:[Ecc<12.0179253] yes=79,no=80,missing=79,gain=3.22890592,cover=843
- 79:leaf=0.00911667477,cover=0
- 80:leaf=0.00156314613,cover=0
- 20:[MidArea5<0.856507063] yes=41,no=42,missing=42,gain=1.0625906,cover=693
- 41:[Sulc0<-0.586468518] yes=81,no=82,missing=81,gain=1.23165727,cover=664
- 81:leaf=-0.00437953463,cover=0
- 82:leaf=0.000429708598,cover=0
- 42:[Pol<12.2267933] yes=83,no=84,missing=84,gain=0.201770544,cover=29
- 83:leaf=0.0033857245,cover=0
- 84:leaf=-0.0116378665,cover=0
- 10:[PialCurv5<-0.164281175] yes=21,no=22,missing=21,gain=0.874516129,cover=3727513
- 21:[Curv5<-0.258777469] yes=43,no=44,missing=43,gain=1.20305133,cover=55642
- 43:[Sulc0<-0.244882882] yes=85,no=86,missing=86,gain=1.37059867,cover=40133
- 85:leaf=-0.000294433994,cover=0
- 86:leaf=-0.00188256509,cover=0
- 44:[Pol<157.22821] yes=87,no=88,missing=87,gain=2.35217929,cover=15509
- 87:leaf=-0.000133659516,cover=0
- 88:leaf=0.00142366858,cover=0
- 22:[Curv5<-0.269494504] yes=45,no=46,missing=45,gain=0.688322008,cover=3671871
- 45:[Sulc0<-0.439186513] yes=89,no=90,missing=89,gain=1.4174509,cover=85599
- 89:leaf=5.40806686e-05,cover=0
- 90:leaf=0.000650862115,cover=0
- 46:[Pol<178.093033] yes=91,no=92,missing=92,gain=0.635558844,cover=3586272
- 91:leaf=-1.11688751e-05,cover=0
- 92:leaf=0.000222733783,cover=0
- 2:[Sulc0<0.433680743] yes=5,no=6,missing=6,gain=0.671716988,cover=1312339
- 5:[PialCurv5<0.0851107761] yes=11,no=12,missing=11,gain=0.976544797,cover=1309928
- 11:[MidArea5<0.762632251] yes=23,no=24,missing=23,gain=0.676048636,cover=1304788
- 23:[Curv5<-0.121808149] yes=47,no=48,missing=47,gain=2.72988486,cover=31425
- 47:[Area5<0.509397149] yes=93,no=94,missing=93,gain=1.47131336,cover=30532
- 93:leaf=0.000162673779,cover=0
- 94:leaf=-0.000540910638,cover=0
- 48:[Ecc<2.91795349] yes=95,no=96,missing=96,gain=1.50742006,cover=893
- 95:leaf=-0.000999846612,cover=0
- 96:leaf=-0.00511629274,cover=0
- 24:[MidArea5<0.797055602] yes=49,no=50,missing=49,gain=1.04172432,cover=1273363
- 49:[Curv5<-0.169727564] yes=97,no=98,missing=98,gain=1.76912463,cover=65563
- 97:leaf=7.00427263e-05,cover=0
- 98:leaf=0.000675268879,cover=0
- 50:[Area5<0.529385149] yes=99,no=100,missing=99,gain=0.75102967,cover=1207800
- 99:leaf=0.000493877276,cover=0
- 100:leaf=9.49072273e-06,cover=0
- 12:[Area5<0.687926829] yes=25,no=26,missing=25,gain=2.39257431,cover=5140
- 25:[Ecc<4.33753681] yes=51,no=52,missing=52,gain=3.09222245,cover=316
- 51:[LGI5<2.23211861] yes=101,no=102,missing=102,gain=1.42271483,cover=200
- 101:leaf=0.0137259876,cover=0
- 102:leaf=-0.00228106673,cover=0
- 52:[Ecc<7.85193825] yes=103,no=104,missing=103,gain=0.883192539,cover=116
- 103:leaf=-0.0138972448,cover=0
- 104:leaf=-0.00378879881,cover=0
- 26:[Pol<163.028091] yes=53,no=54,missing=53,gain=1.70871234,cover=4824
- 53:[Pol<54.5053368] yes=105,no=106,missing=105,gain=0.979571342,cover=4500
- 105:leaf=0.00215597241,cover=0
- 106:leaf=-0.000379923673,cover=0
- 54:[MidArea5<0.838749886] yes=107,no=108,missing=108,gain=0.449854374,cover=324
- 107:leaf=0.00567924138,cover=0
- 108:leaf=-0.00425109034,cover=0
- 6:[Pol<102.778297] yes=13,no=14,missing=13,gain=3.76885629,cover=2411
- 13:[LGI5<2.87999082] yes=27,no=28,missing=28,gain=3.09721041,cover=1074
- 27:[Pol<48.3047981] yes=55,no=56,missing=56,gain=2.08390474,cover=177
- 55:[Sulc0<0.574602425] yes=109,no=110,missing=110,gain=0.921639204,cover=93
- 109:leaf=-0.00559563469,cover=0
- 110:leaf=-0.0183382127,cover=0
- 56:[LGI5<2.75749183] yes=111,no=112,missing=112,gain=0.839880228,cover=84
- 111:leaf=-0.00141470449,cover=0
- 112:leaf=0.00866069458,cover=0
- 28:[PialCurv5<-0.00569582684] yes=57,no=58,missing=57,gain=2.66615295,cover=897
- 57:[Ecc<35.8605728] yes=113,no=114,missing=113,gain=0.819962978,cover=120
- 113:leaf=0.0189812183,cover=0
- 114:leaf=0.00881405827,cover=0
- 58:[Curv5<0.0716206133] yes=115,no=116,missing=115,gain=1.6861062,cover=777
- 115:leaf=0.00242496142,cover=0
- 116:leaf=0.0105168633,cover=0
- 14:[Area5<0.626857519] yes=29,no=30,missing=30,gain=1.73331678,cover=1337
- 29:[PialArea5<0.961681247] yes=59,no=60,missing=59,gain=0.337241888,cover=14
- 59:[Ecc<41.2560654] yes=117,no=118,missing=118,gain=0.000349766051,cover=2
- 117:leaf=5.14626518e-05,cover=0
- 118:leaf=0.00125164993,cover=0
- 60:[LGI5<3.3215456] yes=119,no=120,missing=119,gain=0.0487766266,cover=12
- 119:leaf=-0.00432050228,cover=0
- 120:leaf=-0.0217767581,cover=0
- 30:[Area5<0.854415178] yes=61,no=62,missing=61,gain=1.59606397,cover=1323
- 61:[LGI5<3.23945832] yes=121,no=122,missing=121,gain=1.57971919,cover=839
- 121:leaf=0.00341820042,cover=0
- 122:leaf=-0.0010708957,cover=0
- 62:[Sulc0<0.551384151] yes=123,no=124,missing=123,gain=1.42586398,cover=484
- 123:leaf=-0.000738942821,cover=0
- 124:leaf=-0.00624930672,cover=0
-booster[997]:
-0:[PialArea5<0.955112517] yes=1,no=2,missing=1,gain=0.171736419,cover=5124388
- 1:[Sulc0<-0.745069146] yes=3,no=4,missing=3,gain=0.450550109,cover=3812049
- 3:[Curv5<-0.119937547] yes=7,no=8,missing=8,gain=3.76086712,cover=404971
- 7:[PialCurv5<-0.0858580992] yes=15,no=16,missing=15,gain=3.33131576,cover=375055
- 15:[Area5<0.854415178] yes=31,no=32,missing=31,gain=1.94822931,cover=347394
- 31:[Curv5<-0.161761403] yes=63,no=64,missing=64,gain=0.953889549,cover=346978
- 63:leaf=-3.58729121e-05,cover=0
- 64:leaf=-0.000364195585,cover=0
- 32:[PialArea5<0.839144647] yes=65,no=66,missing=65,gain=0.910458803,cover=416
- 65:leaf=0.00701824296,cover=0
- 66:leaf=0.00186013896,cover=0
- 16:[Ecc<6.2938199] yes=33,no=34,missing=33,gain=6.46495152,cover=27661
- 33:[Area5<0.542713821] yes=67,no=68,missing=67,gain=3.91471434,cover=23254
- 67:leaf=0.000127216495,cover=0
- 68:leaf=0.00143201032,cover=0
- 34:[Curv5<-0.225438625] yes=69,no=70,missing=69,gain=1.64300275,cover=4407
- 69:leaf=-0.00389994797,cover=0
- 70:leaf=-0.000889215095,cover=0
- 8:[Ecc<2.48523927] yes=17,no=18,missing=17,gain=5.13823223,cover=29916
- 17:[Sulc0<-0.842326522] yes=35,no=36,missing=35,gain=5.12398911,cover=21524
- 35:[PialCurv5<-0.0515215881] yes=71,no=72,missing=71,gain=5.72943878,cover=7429
- 71:leaf=-0.0030387952,cover=0
- 72:leaf=-8.38218912e-05,cover=0
- 36:[Curv5<-0.0620335713] yes=73,no=74,missing=73,gain=3.04684544,cover=14095
- 73:leaf=1.54122972e-05,cover=0
- 74:leaf=-0.00162063434,cover=0
- 18:[Pol<46.5024796] yes=37,no=38,missing=37,gain=3.03528452,cover=8392
- 37:[LGI5<2.40363431] yes=75,no=76,missing=75,gain=11.1086979,cover=3305
- 75:leaf=0.00947981235,cover=0
- 76:leaf=0.000563243229,cover=0
- 38:[PialCurv5<-0.136031076] yes=77,no=78,missing=78,gain=4.0678792,cover=5087
- 77:leaf=0.0117460284,cover=0
- 78:leaf=-0.000477481488,cover=0
- 4:[PialCurv5<-0.103163145] yes=9,no=10,missing=9,gain=1.05161893,cover=3407078
- 9:[Curv5<-0.150053754] yes=19,no=20,missing=19,gain=2.62323642,cover=372975
- 19:[Pol<78.8803177] yes=39,no=40,missing=39,gain=1.70757222,cover=345150
- 39:[Sulc0<0.423605621] yes=79,no=80,missing=80,gain=1.79750025,cover=109709
- 79:leaf=0.000208347366,cover=0
- 80:leaf=-0.0122415256,cover=0
- 40:[Pol<95.6227875] yes=81,no=82,missing=81,gain=3.51201701,cover=235441
- 81:leaf=-0.000838467386,cover=0
- 82:leaf=1.25653214e-05,cover=0
- 20:[PialArea5<0.767178178] yes=41,no=42,missing=42,gain=7.56668997,cover=27825
- 41:[Ecc<3.54469991] yes=83,no=84,missing=84,gain=5.84189224,cover=13005
- 83:leaf=0.0014788768,cover=0
- 84:leaf=-0.000952944451,cover=0
- 42:[Area5<0.776627541] yes=85,no=86,missing=85,gain=7.1017704,cover=14820
- 85:leaf=0.00163439813,cover=0
- 86:leaf=-0.00247994531,cover=0
- 10:[Curv5<-0.0902613774] yes=21,no=22,missing=22,gain=1.97165501,cover=3034103
- 21:[PialCurv5<-0.0347327143] yes=43,no=44,missing=43,gain=10.5212002,cover=465213
- 43:[Pol<128.951508] yes=87,no=88,missing=87,gain=6.16154099,cover=408422
- 87:leaf=-0.000371565286,cover=0
- 88:leaf=1.81345549e-05,cover=0
- 44:[Area5<0.576076329] yes=89,no=90,missing=89,gain=10.5795221,cover=56791
- 89:leaf=-0.000605351001,cover=0
- 90:leaf=0.00094259344,cover=0
- 22:[PialCurv5<-0.0569176264] yes=45,no=46,missing=45,gain=13.6427183,cover=2568890
- 45:[PialArea5<0.772500634] yes=91,no=92,missing=91,gain=13.5563164,cover=64853
- 91:leaf=-5.16124419e-05,cover=0
- 92:leaf=0.00139774429,cover=0
- 46:[Curv5<-0.0708468556] yes=93,no=94,missing=94,gain=4.48829746,cover=2504037
- 93:leaf=-0.000374726253,cover=0
- 94:leaf=1.73525802e-06,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=5,gain=0.641478717,cover=1312339
- 5:[Ecc<8.29616165] yes=11,no=12,missing=12,gain=1.52417099,cover=3064
- 11:[Area5<0.767325044] yes=23,no=24,missing=23,gain=1.03826678,cover=1881
- 23:[PialArea5<1.08978546] yes=47,no=48,missing=47,gain=1.26491702,cover=1341
- 47:[Curv5<-0.350989401] yes=95,no=96,missing=95,gain=0.817304373,cover=861
- 95:leaf=-0.00105069613,cover=0
- 96:leaf=0.00203194702,cover=0
- 48:[Pol<22.2436924] yes=97,no=98,missing=97,gain=1.21376002,cover=480
- 97:leaf=-0.00559909875,cover=0
- 98:leaf=-0.000500970811,cover=0
- 24:[Ecc<6.58772182] yes=49,no=50,missing=49,gain=1.179654,cover=540
- 49:[Curv5<-0.269494504] yes=99,no=100,missing=99,gain=2.1278336,cover=351
- 99:leaf=0.00209900155,cover=0
- 100:leaf=-0.00810305495,cover=0
- 50:[LGI5<2.88525915] yes=101,no=102,missing=101,gain=2.06862378,cover=189
- 101:leaf=0.00969789922,cover=0
- 102:leaf=-0.000841936737,cover=0
- 12:[Pol<107.66053] yes=25,no=26,missing=26,gain=0.935032606,cover=1183
- 25:[Pol<26.4235344] yes=51,no=52,missing=52,gain=1.03376317,cover=899
- 51:[LGI5<3.17022181] yes=103,no=104,missing=103,gain=0.833966374,cover=642
- 103:leaf=-0.000607858121,cover=0
- 104:leaf=-0.00421164045,cover=0
- 52:[Ecc<9.61991787] yes=105,no=106,missing=106,gain=0.451559871,cover=257
- 105:leaf=-0.00442135101,cover=0
- 106:leaf=0.00210772315,cover=0
- 26:[Pol<152.092255] yes=53,no=54,missing=53,gain=1.41757202,cover=284
- 53:[LGI5<2.89127874] yes=107,no=108,missing=108,gain=0.570812702,cover=111
- 107:leaf=-0.00560136652,cover=0
- 108:leaf=-0.0129404711,cover=0
- 54:[LGI5<2.96780801] yes=109,no=110,missing=109,gain=0.506975532,cover=173
- 109:leaf=0.00251035462,cover=0
- 110:leaf=-0.00345408358,cover=0
- 6:[PialCurv5<-0.164281175] yes=13,no=14,missing=13,gain=0.613308787,cover=1309275
- 13:[Pol<149.072266] yes=27,no=28,missing=27,gain=1.86253977,cover=28374
- 27:[MidArea5<0.897373378] yes=55,no=56,missing=55,gain=2.07372856,cover=22228
- 55:[Curv5<-0.251844287] yes=111,no=112,missing=111,gain=1.74776149,cover=12595
- 111:leaf=0.000633718621,cover=0
- 112:leaf=0.00227702758,cover=0
- 56:[Ecc<3.29132295] yes=113,no=114,missing=113,gain=1.91654766,cover=9633
- 113:leaf=-0.00153183949,cover=0
- 114:leaf=0.000253392471,cover=0
- 28:[Sulc0<-0.801933944] yes=57,no=58,missing=57,gain=4.10412884,cover=6146
- 57:[Curv5<-0.19738704] yes=115,no=116,missing=116,gain=4.71918821,cover=3795
- 115:leaf=0.000270368007,cover=0
- 116:leaf=0.0144052207,cover=0
- 58:[LGI5<3.51961541] yes=117,no=118,missing=118,gain=1.28882122,cover=2351
- 117:leaf=-0.00180446415,cover=0
- 118:leaf=-0.00598466024,cover=0
- 14:[Ecc<18.5999508] yes=29,no=30,missing=29,gain=0.743807137,cover=1280901
- 29:[Sulc0<0.40262419] yes=59,no=60,missing=59,gain=1.08372617,cover=1043223
- 59:[Curv5<-0.319950402] yes=119,no=120,missing=119,gain=0.977723002,cover=1042766
- 119:leaf=-0.000674137031,cover=0
- 120:leaf=-3.53724135e-06,cover=0
- 60:[Pol<117.137611] yes=121,no=122,missing=121,gain=0.783424497,cover=457
- 121:leaf=0.00390479341,cover=0
- 122:leaf=-0.000462790573,cover=0
- 30:[Pol<20.2198563] yes=61,no=62,missing=61,gain=2.96357369,cover=237678
- 61:[LGI5<3.41813922] yes=123,no=124,missing=124,gain=3.74409056,cover=70633
- 123:leaf=8.92918536e-07,cover=0
- 124:leaf=-0.000914143224,cover=0
- 62:[LGI5<3.04290652] yes=125,no=126,missing=125,gain=3.96183562,cover=167045
- 125:leaf=-0.000203672593,cover=0
- 126:leaf=0.000351271185,cover=0
-booster[998]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=1,gain=0.165985331,cover=5124388
- 1:[PialArea5<1.31770575] yes=3,no=4,missing=4,gain=0.315836787,cover=5024305
- 3:[Pol<29.3809395] yes=7,no=8,missing=7,gain=0.362807333,cover=4971378
- 7:[Ecc<14.694541] yes=15,no=16,missing=15,gain=2.3916707,cover=567484
- 15:[Curv5<-0.0226651002] yes=31,no=32,missing=31,gain=5.93111563,cover=336303
- 31:[Curv5<-0.218969986] yes=63,no=64,missing=63,gain=4.90873861,cover=313183
- 63:leaf=-5.62420937e-05,cover=0
- 64:leaf=0.000345808396,cover=0
- 32:[LGI5<2.2730217] yes=65,no=66,missing=66,gain=4.04827785,cover=23120
- 65:leaf=0.00243767421,cover=0
- 66:leaf=-0.000791778963,cover=0
- 16:[Curv5<-0.0708468556] yes=33,no=34,missing=33,gain=6.84823608,cover=231181
- 33:[PialCurv5<-0.0501225069] yes=67,no=68,missing=67,gain=6.17638111,cover=178730
- 67:leaf=-0.000156197581,cover=0
- 68:leaf=-0.0013501693,cover=0
- 34:[PialCurv5<-0.0395349935] yes=69,no=70,missing=70,gain=12.3164034,cover=52451
- 69:leaf=0.00266623986,cover=0
- 70:leaf=0.000155294299,cover=0
- 8:[Curv5<-0.225438625] yes=17,no=18,missing=17,gain=0.716387987,cover=4403894
- 17:[Area5<0.702101529] yes=35,no=36,missing=35,gain=4.41206932,cover=487578
- 35:[PialCurv5<-0.132898524] yes=71,no=72,missing=71,gain=1.54918945,cover=434680
- 71:leaf=-7.34187051e-05,cover=0
- 72:leaf=0.000121447367,cover=0
- 36:[LGI5<2.70478106] yes=73,no=74,missing=73,gain=4.7070446,cover=52898
- 73:leaf=0.00121086743,cover=0
- 74:leaf=0.000177650159,cover=0
- 18:[PialCurv5<-0.144106165] yes=37,no=38,missing=38,gain=1.72853708,cover=3916316
- 37:[Ecc<22.0897732] yes=75,no=76,missing=75,gain=1.55909789,cover=31271
- 75:leaf=0.000475910638,cover=0
- 76:leaf=-0.000701455807,cover=0
- 38:[Sulc0<-0.552155435] yes=77,no=78,missing=77,gain=1.74844074,cover=3885045
- 77:leaf=-8.70053555e-05,cover=0
- 78:leaf=6.90551985e-07,cover=0
- 4:[PialCurv5<-0.0715543851] yes=9,no=10,missing=10,gain=3.26187253,cover=52927
- 9:[Sulc0<-0.574995995] yes=19,no=20,missing=19,gain=2.21258116,cover=48100
- 19:[Ecc<5.21075869] yes=39,no=40,missing=39,gain=3.33565903,cover=42303
- 39:[LGI5<2.55302763] yes=79,no=80,missing=79,gain=1.61466014,cover=30700
- 79:leaf=8.04768206e-05,cover=0
- 80:leaf=-0.000726828002,cover=0
- 40:[Curv5<-0.134546712] yes=81,no=82,missing=81,gain=5.75981522,cover=11603
- 81:leaf=0.000524296483,cover=0
- 82:leaf=0.00466807606,cover=0
- 20:[Pol<130.822815] yes=41,no=42,missing=41,gain=2.52419376,cover=5797
- 41:[Pol<69.6327286] yes=83,no=84,missing=83,gain=5.72195864,cover=4082
- 83:leaf=-0.000824173563,cover=0
- 84:leaf=0.00573616987,cover=0
- 42:[Ecc<3.80337262] yes=85,no=86,missing=85,gain=2.17911434,cover=1715
- 85:leaf=-0.00968891568,cover=0
- 86:leaf=-0.00207875669,cover=0
- 10:[Area5<0.738135278] yes=21,no=22,missing=21,gain=5.48794699,cover=4827
- 21:[Ecc<1.21076584] yes=43,no=44,missing=44,gain=3.29304409,cover=2762
- 43:[LGI5<2.3349762] yes=87,no=88,missing=87,gain=1.61106455,cover=466
- 87:leaf=0.00463803066,cover=0
- 88:leaf=-0.00136299303,cover=0
- 44:[Pol<34.3003769] yes=89,no=90,missing=89,gain=1.65276718,cover=2296
- 89:leaf=-0.00643491978,cover=0
- 90:leaf=-0.0029599031,cover=0
- 22:[Pol<3.6072247] yes=45,no=46,missing=45,gain=0.943246722,cover=2065
- 45:[Sulc0<-0.451341361] yes=91,no=92,missing=92,gain=0.775449872,cover=60
- 91:leaf=0.00994032715,cover=0
- 92:leaf=-0.00298419571,cover=0
- 46:[LGI5<2.86381269] yes=93,no=94,missing=93,gain=1.30191827,cover=2005
- 93:leaf=0.00118268735,cover=0
- 94:leaf=-0.00167412253,cover=0
- 2:[LGI5<2.16230083] yes=5,no=6,missing=5,gain=1.07682073,cover=100083
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=0.934684038,cover=416
- 11:[Sulc0<-1.15707839] yes=23,no=24,missing=23,gain=0.190504909,cover=41
- 23:[Pol<68.895668] yes=47,no=48,missing=47,gain=0.122455597,cover=35
- 47:[Pol<14.1659222] yes=95,no=96,missing=96,gain=0.0125142336,cover=30
- 95:leaf=0.00742494687,cover=0
- 96:leaf=0.0131074414,cover=0
- 48:[Curv5<-0.195883974] yes=97,no=98,missing=97,gain=0.0022179205,cover=5
- 97:leaf=0.00101067231,cover=0
- 98:leaf=0.00381986215,cover=0
- 24:[PialCurv5<-0.0896686092] yes=49,no=50,missing=49,gain=0.00280816015,cover=6
- 49:[PialCurv5<-0.0931780562] yes=99,no=100,missing=99,gain=0.000774829183,cover=3
- 99:leaf=0.000391274691,cover=0
- 100:leaf=0.00251200586,cover=0
- 50:[Ecc<0.45941934] yes=101,no=102,missing=101,gain=0.000417116884,cover=3
- 101:leaf=-0.000526309013,cover=0
- 102:leaf=0.000406511652,cover=0
- 12:[Area5<0.759248734] yes=25,no=26,missing=25,gain=0.523068547,cover=375
- 25:[Curv5<-0.220549613] yes=51,no=52,missing=52,gain=0.694254637,cover=159
- 51:[Sulc0<-0.998678327] yes=103,no=104,missing=103,gain=0.0740908161,cover=42
- 103:leaf=-0.00260455138,cover=0
- 104:leaf=0.00232115737,cover=0
- 52:[Pol<37.1539459] yes=105,no=106,missing=105,gain=0.573279977,cover=117
- 105:leaf=0.00819822308,cover=0
- 106:leaf=0.000551683072,cover=0
- 26:[PialArea5<1.48916721] yes=53,no=54,missing=54,gain=0.928218305,cover=216
- 53:[Curv5<0.0146088367] yes=107,no=108,missing=107,gain=0.28634724,cover=136
- 107:leaf=0.00137511722,cover=0
- 108:leaf=0.00668750657,cover=0
- 54:[Sulc0<-0.82173413] yes=109,no=110,missing=109,gain=0.577474535,cover=80
- 109:leaf=-0.00615678076,cover=0
- 110:leaf=0.00425161282,cover=0
- 6:[Area5<0.619086087] yes=13,no=14,missing=14,gain=0.866708934,cover=99667
- 13:[Pol<121.397697] yes=27,no=28,missing=27,gain=0.801870108,cover=792
- 27:[Curv5<-0.141545609] yes=55,no=56,missing=55,gain=0.842687011,cover=475
- 55:[Pol<35.2629585] yes=111,no=112,missing=112,gain=0.834050655,cover=448
- 111:leaf=0.00208806968,cover=0
- 112:leaf=0.00678938581,cover=0
- 56:[Ecc<0.669936359] yes=113,no=114,missing=113,gain=0.486123681,cover=27
- 113:leaf=0.00254018209,cover=0
- 114:leaf=-0.0107575813,cover=0
- 28:[Area5<0.586059749] yes=57,no=58,missing=57,gain=0.637461662,cover=317
- 57:[Curv5<-0.20189926] yes=115,no=116,missing=116,gain=0.430409074,cover=98
- 115:leaf=0.00669623772,cover=0
- 116:leaf=7.38286981e-05,cover=0
- 58:[PialCurv5<-0.11266306] yes=117,no=118,missing=117,gain=0.317930639,cover=219
- 117:leaf=0.000222507704,cover=0
- 118:leaf=-0.00357952761,cover=0
- 14:[PialCurv5<-0.108766198] yes=29,no=30,missing=29,gain=0.85456413,cover=98875
- 29:[Curv5<-0.0686563179] yes=59,no=60,missing=60,gain=1.53845096,cover=43176
- 59:[Sulc0<-0.763524294] yes=119,no=120,missing=119,gain=1.3393749,cover=43136
- 119:leaf=8.59326465e-05,cover=0
- 120:leaf=-0.000498800247,cover=0
- 60:[Pol<42.7478409] yes=121,no=122,missing=122,gain=0.593272448,cover=40
- 121:leaf=-0.00373174925,cover=0
- 122:leaf=-0.0160012208,cover=0
- 30:[Sulc0<-0.849334478] yes=61,no=62,missing=61,gain=1.83539236,cover=55699
- 61:[LGI5<3.06739473] yes=123,no=124,missing=124,gain=2.82038784,cover=13199
- 123:leaf=-0.000589841045,cover=0
- 124:leaf=0.00184148352,cover=0
- 62:[Area5<0.846071243] yes=125,no=126,missing=125,gain=2.01280236,cover=42500
- 125:leaf=0.000726878818,cover=0
- 126:leaf=3.15067664e-05,cover=0
-booster[999]:
-0:[MidArea5<1.1557827] yes=1,no=2,missing=1,gain=0.156082183,cover=5124388
- 1:[PialArea5<1.57955706] yes=3,no=4,missing=4,gain=0.931248426,cover=5084355
- 3:[PialArea5<1.48916721] yes=7,no=8,missing=8,gain=0.289933652,cover=5082312
- 7:[MidArea5<1.09619975] yes=15,no=16,missing=15,gain=0.423742175,cover=5072371
- 15:[PialArea5<1.39628088] yes=31,no=32,missing=32,gain=0.318148226,cover=5041596
- 31:[MidArea5<1.07671547] yes=63,no=64,missing=63,gain=0.209533736,cover=5024122
- 63:leaf=-7.25181906e-07,cover=0
- 64:leaf=0.000198686263,cover=0
- 32:[PialCurv5<-0.0839454681] yes=65,no=66,missing=65,gain=2.79978657,cover=17474
- 65:leaf=4.9840979e-05,cover=0
- 66:leaf=-0.0017325104,cover=0
- 16:[Area5<0.729573667] yes=33,no=34,missing=33,gain=1.57008076,cover=30775
- 33:[Ecc<1.57116413] yes=67,no=68,missing=68,gain=0.776241541,cover=389
- 67:leaf=-0.00219320855,cover=0
- 68:leaf=0.00423286296,cover=0
- 34:[PialCurv5<-0.0779728889] yes=69,no=70,missing=69,gain=0.799097776,cover=30386
- 69:leaf=5.1281404e-06,cover=0
- 70:leaf=0.000615761557,cover=0
- 8:[Area5<0.747392178] yes=17,no=18,missing=17,gain=1.65121078,cover=9941
- 17:[PialCurv5<-0.0905637741] yes=35,no=36,missing=35,gain=2.15580225,cover=7507
- 35:[Curv5<-0.195883974] yes=71,no=72,missing=71,gain=1.72434568,cover=6060
- 71:leaf=-0.000256790867,cover=0
- 72:leaf=0.00143728242,cover=0
- 36:[Curv5<-0.100392215] yes=73,no=74,missing=73,gain=2.62384176,cover=1447
- 73:leaf=-0.00242401776,cover=0
- 74:leaf=0.00410665385,cover=0
- 18:[Pol<8.56911278] yes=37,no=38,missing=37,gain=1.95696795,cover=2434
- 37:[Curv5<-0.18985194] yes=75,no=76,missing=75,gain=1.2233665,cover=278
- 75:leaf=-0.00190651161,cover=0
- 76:leaf=-0.00854984857,cover=0
- 38:[Curv5<-0.132798299] yes=77,no=78,missing=77,gain=1.22988129,cover=2156
- 77:leaf=-0.00141148735,cover=0
- 78:leaf=0.0018459413,cover=0
- 4:[Area5<0.642765105] yes=9,no=10,missing=10,gain=1.72099328,cover=2043
- 9:[Pol<130.822815] yes=19,no=20,missing=19,gain=0.915708899,cover=843
- 19:[Ecc<3.35458159] yes=39,no=40,missing=39,gain=1.76746178,cover=534
- 39:[Ecc<0.783076942] yes=79,no=80,missing=79,gain=0.834619522,cover=427
- 79:leaf=0.00699190423,cover=0
- 80:leaf=-0.000277671701,cover=0
- 40:[Sulc0<-0.93782407] yes=81,no=82,missing=82,gain=1.38907933,cover=107
- 81:leaf=0.00296634715,cover=0
- 82:leaf=0.0146107664,cover=0
- 20:[Ecc<1.10530448] yes=41,no=42,missing=41,gain=0.664072037,cover=309
- 41:[LGI5<2.56078315] yes=83,no=84,missing=83,gain=0.0713550746,cover=19
- 83:leaf=0.00857852306,cover=0
- 84:leaf=0.000160312658,cover=0
- 42:[Ecc<6.22534323] yes=85,no=86,missing=85,gain=0.862283707,cover=290
- 85:leaf=-0.00352076301,cover=0
- 86:leaf=0.00309136673,cover=0
- 10:[Ecc<7.34691238] yes=21,no=22,missing=21,gain=1.05002165,cover=1200
- 21:[PialCurv5<-0.0940372422] yes=43,no=44,missing=44,gain=0.80310297,cover=1144
- 43:[Sulc0<-0.782470584] yes=87,no=88,missing=87,gain=0.716755152,cover=934
- 87:leaf=-0.0027610457,cover=0
- 88:leaf=0.00047065501,cover=0
- 44:[Curv5<-0.166574284] yes=89,no=90,missing=90,gain=0.786975861,cover=210
- 89:leaf=-0.00147218385,cover=0
- 90:leaf=-0.00778787071,cover=0
- 22:[Area5<0.710880876] yes=45,no=46,missing=45,gain=0.544691265,cover=56
- 45:[Sulc0<-0.79536891] yes=91,no=92,missing=91,gain=0.379884481,cover=47
- 91:leaf=0.00158582348,cover=0
- 92:leaf=0.0105975186,cover=0
- 46:[PialCurv5<-0.0758950338] yes=93,no=94,missing=93,gain=0.118104219,cover=9
- 93:leaf=-0.00919892173,cover=0
- 94:leaf=0.0031490128,cover=0
- 2:[Area5<0.701312602] yes=5,no=6,missing=5,gain=0.733879209,cover=40033
- 5:[Ecc<2.6675415] yes=11,no=12,missing=12,gain=0.904174924,cover=1853
- 11:[Ecc<1.51801682] yes=23,no=24,missing=23,gain=1.16953802,cover=905
- 23:[PialCurv5<-0.0965851992] yes=47,no=48,missing=47,gain=0.681691051,cover=374
- 47:[Pol<125.308708] yes=95,no=96,missing=96,gain=0.636007547,cover=295
- 95:leaf=0.00393326068,cover=0
- 96:leaf=-0.00388635485,cover=0
- 48:[Curv5<-0.108295463] yes=97,no=98,missing=97,gain=0.468047053,cover=79
- 97:leaf=-0.00297961873,cover=0
- 98:leaf=0.0128408028,cover=0
- 24:[PialCurv5<-0.113441773] yes=49,no=50,missing=49,gain=0.760424197,cover=531
- 49:[Sulc0<-1.24864507] yes=99,no=100,missing=100,gain=0.67328757,cover=261
- 99:leaf=-0.00536711095,cover=0
- 100:leaf=0.00147387898,cover=0
- 50:[Sulc0<-0.757337272] yes=101,no=102,missing=101,gain=0.570452929,cover=270
- 101:leaf=-0.00437941216,cover=0
- 102:leaf=0.00204653433,cover=0
- 12:[PialCurv5<-0.125671759] yes=25,no=26,missing=26,gain=1.3985101,cover=948
- 25:[Pol<8.56911278] yes=51,no=52,missing=51,gain=0.751944482,cover=207
- 51:[Pol<2.97048163] yes=103,no=104,missing=103,gain=0.100242972,cover=23
- 103:leaf=-0.0143500408,cover=0
- 104:leaf=-0.00663454412,cover=0
- 52:[Ecc<3.10160303] yes=105,no=106,missing=105,gain=0.393745393,cover=184
- 105:leaf=0.00393672474,cover=0
- 106:leaf=-0.00161326269,cover=0
- 26:[Curv5<-0.125495523] yes=53,no=54,missing=53,gain=1.57012057,cover=741
- 53:[Pol<149.795395] yes=107,no=108,missing=107,gain=0.944835186,cover=673
- 107:leaf=0.00517592579,cover=0
- 108:leaf=0.00115288631,cover=0
- 54:[Pol<152.827332] yes=109,no=110,missing=109,gain=2.38415051,cover=68
- 109:leaf=-0.0108643007,cover=0
- 110:leaf=0.00841953699,cover=0
- 6:[Ecc<0.999059319] yes=13,no=14,missing=13,gain=0.636362493,cover=38180
- 13:[Sulc0<-0.298712492] yes=27,no=28,missing=27,gain=2.21429348,cover=1226
- 27:[Ecc<0.729281187] yes=55,no=56,missing=56,gain=1.35050714,cover=1171
- 55:[PialCurv5<-0.0982506946] yes=111,no=112,missing=111,gain=1.271788,cover=740
- 111:leaf=0.00226374972,cover=0
- 112:leaf=-0.00194985035,cover=0
- 56:[LGI5<2.32164335] yes=113,no=114,missing=114,gain=1.39676094,cover=431
- 113:leaf=0.00057532615,cover=0
- 114:leaf=-0.00561920321,cover=0
- 28:[LGI5<2.45602322] yes=57,no=58,missing=58,gain=0.510421395,cover=55
- 57:[Pol<129.571716] yes=115,no=116,missing=115,gain=0.209909543,cover=32
- 115:leaf=0.00736150378,cover=0
- 116:leaf=-0.000862742891,cover=0
- 58:[LGI5<2.52320862] yes=117,no=118,missing=117,gain=0.580446839,cover=23
- 117:leaf=0.0227821972,cover=0
- 118:leaf=0.00644223113,cover=0
- 14:[Ecc<1.3629595] yes=29,no=30,missing=29,gain=2.22712946,cover=36954
- 29:[Area5<0.818724692] yes=59,no=60,missing=59,gain=3.72495604,cover=642
- 59:[Curv5<-0.174421206] yes=119,no=120,missing=119,gain=5.42567062,cover=294
- 119:leaf=0.00170864246,cover=0
- 120:leaf=0.015623088,cover=0
- 60:[Pol<93.3357697] yes=121,no=122,missing=121,gain=1.81188691,cover=348
- 121:leaf=-0.00288303895,cover=0
- 122:leaf=0.00492579816,cover=0
- 30:[LGI5<2.33929968] yes=61,no=62,missing=62,gain=0.812834501,cover=36312
- 61:[Ecc<7.18838644] yes=123,no=124,missing=124,gain=1.03295147,cover=2823
- 123:leaf=-0.000936635945,cover=0
- 124:leaf=0.0049732062,cover=0
- 62:[Ecc<2.73602629] yes=125,no=126,missing=125,gain=1.14803302,cover=33489
- 125:leaf=0.00104696781,cover=0
- 126:leaf=1.43811794e-05,cover=0
-booster[1000]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=2,gain=0.154122204,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=4,gain=0.381154805,cover=5064338
- 3:[Ecc<1.41371143] yes=7,no=8,missing=7,gain=0.190583304,cover=5048039
- 7:[Pol<167.338547] yes=15,no=16,missing=16,gain=1.2945801,cover=457794
- 15:[Pol<117.137611] yes=31,no=32,missing=31,gain=1.96105015,cover=404064
- 31:[LGI5<2.66988635] yes=61,no=62,missing=62,gain=2.6833446,cover=261046
- 61:leaf=-0.000102752609,cover=0
- 62:leaf=0.00114435772,cover=0
- 32:[PialCurv5<-0.00569582684] yes=63,no=64,missing=63,gain=6.6901226,cover=143018
- 63:leaf=0.000346467539,cover=0
- 64:leaf=-0.000442326389,cover=0
- 16:[Sulc0<-0.325671464] yes=33,no=34,missing=33,gain=2.02249289,cover=53730
- 33:[Ecc<0.353712648] yes=65,no=66,missing=66,gain=1.47724938,cover=43464
- 65:leaf=0.00013673403,cover=0
- 66:leaf=-0.000565825438,cover=0
- 34:[LGI5<2.30180311] yes=67,no=68,missing=67,gain=2.30028749,cover=10266
- 67:leaf=0.00165453204,cover=0
- 68:leaf=-6.62515013e-05,cover=0
- 8:[Ecc<2.19188094] yes=17,no=18,missing=17,gain=0.533185363,cover=4590245
- 17:[Area5<0.745235085] yes=35,no=36,missing=35,gain=3.59063864,cover=277679
- 35:[Pol<82.8478928] yes=69,no=70,missing=69,gain=3.30248451,cover=250527
- 69:leaf=-0.000215900625,cover=0
- 70:leaf=0.000156193928,cover=0
- 36:[PialArea5<1.1133045] yes=71,no=72,missing=71,gain=4.45964479,cover=27152
- 71:leaf=0.000287686969,cover=0
- 72:leaf=0.00186614215,cover=0
- 18:[LGI5<2.16230083] yes=37,no=38,missing=37,gain=1.27806985,cover=4312566
- 37:[MidArea5<0.623027146] yes=73,no=74,missing=74,gain=3.4172473,cover=17618
- 73:leaf=0.000531859347,cover=0
- 74:leaf=-0.000932370604,cover=0
- 38:[LGI5<2.25075769] yes=75,no=76,missing=75,gain=1.11262286,cover=4294948
- 75:leaf=0.000212627143,cover=0
- 76:leaf=-2.72411103e-06,cover=0
- 4:[PialCurv5<-0.0800075978] yes=9,no=10,missing=10,gain=2.59526134,cover=16299
- 9:[Curv5<-0.066452302] yes=19,no=20,missing=19,gain=1.44189489,cover=14470
- 19:[Ecc<14.694541] yes=39,no=40,missing=39,gain=1.31498706,cover=14447
- 39:[PialCurv5<-0.164281175] yes=77,no=78,missing=78,gain=1.24265122,cover=14155
- 77:leaf=-0.00439593988,cover=0
- 78:leaf=0.000120119948,cover=0
- 40:[Ecc<29.3556995] yes=79,no=80,missing=79,gain=0.712736011,cover=292
- 79:leaf=-0.0043239356,cover=0
- 80:leaf=0.00266427617,cover=0
- 20:[LGI5<2.54917789] yes=41,no=42,missing=41,gain=0.565555573,cover=23
- 41:[Ecc<1.96654522] yes=81,no=82,missing=81,gain=0.0704671144,cover=10
- 81:leaf=-0.00725661544,cover=0
- 82:leaf=0.000679504883,cover=0
- 42:[Ecc<5.53207445] yes=83,no=84,missing=83,gain=0.260630965,cover=13
- 83:leaf=-0.0232362598,cover=0
- 84:leaf=-0.00608603237,cover=0
- 10:[Pol<31.3444195] yes=21,no=22,missing=21,gain=1.20560646,cover=1829
- 21:[LGI5<2.28518939] yes=43,no=44,missing=44,gain=1.137501,cover=388
- 43:[Curv5<-0.110226393] yes=85,no=86,missing=85,gain=0.774261475,cover=31
- 85:leaf=0.00119559385,cover=0
- 86:leaf=0.0226681978,cover=0
- 44:[LGI5<2.44958925] yes=87,no=88,missing=87,gain=2.04311991,cover=357
- 87:leaf=-0.00983955339,cover=0
- 88:leaf=-0.00213975785,cover=0
- 22:[Pol<132.083344] yes=45,no=46,missing=45,gain=1.45146394,cover=1441
- 45:[Pol<50.1003532] yes=89,no=90,missing=90,gain=0.981226683,cover=875
- 89:leaf=-0.0021333925,cover=0
- 90:leaf=0.00128512247,cover=0
- 46:[Curv5<-0.172863677] yes=91,no=92,missing=91,gain=0.929921865,cover=566
- 91:leaf=0.0020520126,cover=0
- 92:leaf=-0.00407974329,cover=0
- 2:[Curv5<-0.350989401] yes=5,no=6,missing=5,gain=0.577475667,cover=60050
- 5:[Sulc0<-0.911647499] yes=11,no=12,missing=12,gain=0.477917612,cover=39
- 11:[PialCurv5<-0.175695807] yes=23,no=24,missing=23,gain=0.388860732,cover=13
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=0.029871054,cover=9
- 47:[Ecc<3.60812569] yes=93,no=94,missing=93,gain=0.00117024535,cover=3
- 93:leaf=-0.000957930111,cover=0
- 94:leaf=0.000603630149,cover=0
- 48:[Ecc<5.21075869] yes=95,no=96,missing=95,gain=0.000211715698,cover=6
- 95:leaf=0.00632895017,cover=0
- 96:leaf=0.00176231272,cover=0
- 24:leaf=-0.0129612088,cover=0
- 12:[Pol<11.2407846] yes=25,no=26,missing=25,gain=0.288763404,cover=26
- 25:[PialArea5<1.4350239] yes=49,no=50,missing=50,gain=0.00444936752,cover=8
- 49:leaf=0.00500080595,cover=0
- 50:leaf=0.0182951,cover=0
- 26:[LGI5<2.56467891] yes=51,no=52,missing=51,gain=0.082729727,cover=18
- 51:[MidArea5<1.21578133] yes=97,no=98,missing=97,gain=0.0266342163,cover=9
- 97:leaf=0.0103470339,cover=0
- 98:leaf=0.00233982806,cover=0
- 52:[Ecc<6.16403294] yes=99,no=100,missing=99,gain=0.0254241694,cover=9
- 99:leaf=0.0033951865,cover=0
- 100:leaf=-0.00216463814,cover=0
- 6:[PialArea5<1.04617453] yes=13,no=14,missing=14,gain=0.541295588,cover=60011
- 13:[Pol<114.966316] yes=27,no=28,missing=28,gain=0.442343652,cover=584
- 27:[Ecc<22.8050022] yes=53,no=54,missing=54,gain=0.207301274,cover=354
- 53:[LGI5<2.29093218] yes=101,no=102,missing=102,gain=0.284429789,cover=258
- 101:leaf=-0.00375682488,cover=0
- 102:leaf=0.00176137744,cover=0
- 54:[Curv5<0.0974604636] yes=103,no=104,missing=103,gain=0.481896341,cover=96
- 103:leaf=-0.00717193028,cover=0
- 104:leaf=0.000683099963,cover=0
- 28:[PialCurv5<0.224192142] yes=55,no=56,missing=55,gain=0.717604995,cover=230
- 55:[PialCurv5<0.01500447] yes=105,no=106,missing=105,gain=0.602565408,cover=196
- 105:leaf=-0.000161798162,cover=0
- 106:leaf=0.00610878458,cover=0
- 56:[Ecc<2.48523927] yes=107,no=108,missing=107,gain=0.182143077,cover=34
- 107:leaf=0.00153941836,cover=0
- 108:leaf=-0.00595267722,cover=0
- 14:[Sulc0<0.649594426] yes=29,no=30,missing=30,gain=0.666288733,cover=59427
- 29:[Ecc<7.69572639] yes=57,no=58,missing=57,gain=0.561320364,cover=59387
- 57:[LGI5<3.33014965] yes=109,no=110,missing=109,gain=1.76945627,cover=42872
- 109:leaf=-5.46309129e-05,cover=0
- 110:leaf=0.00420675986,cover=0
- 58:[LGI5<2.83041978] yes=111,no=112,missing=111,gain=2.53667498,cover=16515
- 111:leaf=0.00169797975,cover=0
- 112:leaf=3.55900047e-05,cover=0
- 30:[PialArea5<1.20515823] yes=59,no=60,missing=60,gain=0.60916394,cover=40
- 59:[Curv5<0.0595101416] yes=113,no=114,missing=113,gain=0.295473903,cover=30
- 113:leaf=0.00338344439,cover=0
- 114:leaf=-0.00644011516,cover=0
- 60:leaf=-0.0163977426,cover=0
-booster[1001]:
-0:[LGI5<2.46595764] yes=1,no=2,missing=1,gain=0.141238555,cover=5124388
- 1:[Ecc<12.3665791] yes=3,no=4,missing=4,gain=3.34995627,cover=1229769
- 3:[Area5<0.68633163] yes=7,no=8,missing=7,gain=1.64557171,cover=1225167
- 7:[Sulc0<-0.0637059584] yes=15,no=16,missing=15,gain=3.11643696,cover=843726
- 15:[Ecc<5.46745825] yes=31,no=32,missing=32,gain=4.82922983,cover=702049
- 31:[Ecc<1.68457866] yes=63,no=64,missing=63,gain=2.98558235,cover=630408
- 63:leaf=-7.15312199e-05,cover=0
- 64:leaf=0.00014657063,cover=0
- 32:[PialCurv5<0.0331302322] yes=65,no=66,missing=66,gain=12.5644093,cover=71641
- 65:leaf=-0.00021391781,cover=0
- 66:leaf=-0.0027227581,cover=0
- 16:[PialArea5<0.550757647] yes=33,no=34,missing=33,gain=9.4413538,cover=141677
- 33:[PialCurv5<0.00860458333] yes=67,no=68,missing=67,gain=2.38449836,cover=108377
- 67:leaf=-0.00171528186,cover=0
- 68:leaf=4.86609533e-05,cover=0
- 34:[Pol<74.0505524] yes=69,no=70,missing=69,gain=8.4653616,cover=33300
- 69:leaf=-0.00224350928,cover=0
- 70:leaf=0.00117665436,cover=0
- 8:[Pol<163.028091] yes=17,no=18,missing=17,gain=6.81298828,cover=381441
- 17:[LGI5<2.36078882] yes=35,no=36,missing=35,gain=5.53487968,cover=361285
- 35:[Pol<140.372742] yes=71,no=72,missing=71,gain=4.1437397,cover=158604
- 71:leaf=0.000148912266,cover=0
- 72:leaf=-0.000813382852,cover=0
- 36:[Pol<63.605114] yes=73,no=74,missing=74,gain=13.1514034,cover=202681
- 73:leaf=0.00044635564,cover=0
- 74:leaf=-0.000530894904,cover=0
- 18:[Ecc<2.07756257] yes=37,no=38,missing=37,gain=4.64370394,cover=20156
- 37:[Curv5<-0.0575901605] yes=75,no=76,missing=75,gain=2.81028032,cover=9865
- 75:leaf=-0.00109909917,cover=0
- 76:leaf=0.000657804427,cover=0
- 38:[PialCurv5<-0.109546423] yes=77,no=78,missing=77,gain=6.75390148,cover=10291
- 77:leaf=-0.000304457819,cover=0
- 78:leaf=0.00243031303,cover=0
- 4:[Sulc0<0.32645905] yes=9,no=10,missing=9,gain=5.19228363,cover=4602
- 9:[PialArea5<0.744910836] yes=19,no=20,missing=19,gain=3.18964958,cover=2275
- 19:[Sulc0<0.013685069] yes=39,no=40,missing=39,gain=2.11537552,cover=880
- 39:[PialCurv5<0.0128733069] yes=79,no=80,missing=80,gain=2.31467533,cover=403
- 79:leaf=-0.00586861884,cover=0
- 80:leaf=-0.014654289,cover=0
- 40:[Area5<0.554568231] yes=81,no=82,missing=81,gain=0.978624105,cover=477
- 81:leaf=0.00671551982,cover=0
- 82:leaf=-0.00366483442,cover=0
- 20:[PialCurv5<-0.128275648] yes=41,no=42,missing=41,gain=1.89499581,cover=1395
- 41:[Pol<5.90224934] yes=83,no=84,missing=83,gain=1.29179597,cover=341
- 83:leaf=0.00688678119,cover=0
- 84:leaf=-0.000142138757,cover=0
- 42:[Ecc<17.7876587] yes=85,no=86,missing=85,gain=1.46230507,cover=1054
- 85:leaf=-0.0010990164,cover=0
- 86:leaf=-0.00490265619,cover=0
- 10:[PialCurv5<-0.0410871245] yes=21,no=22,missing=21,gain=2.30998302,cover=2327
- 21:[Curv5<-0.39144522] yes=43,no=44,missing=43,gain=0.303204298,cover=13
- 43:[Ecc<15.7955055] yes=87,no=88,missing=87,gain=0.00028589624,cover=2
- 87:leaf=-0.0016404182,cover=0
- 88:leaf=-0.000256761909,cover=0
- 44:leaf=-0.0229583438,cover=0
- 22:[PialCurv5<0.329096764] yes=45,no=46,missing=45,gain=2.03936362,cover=2314
- 45:[Area5<0.697420239] yes=89,no=90,missing=89,gain=1.56126559,cover=1873
- 89:leaf=-0.00247909571,cover=0
- 90:leaf=0.00065604574,cover=0
- 46:[MidArea5<0.588423193] yes=91,no=92,missing=91,gain=1.08845568,cover=441
- 91:leaf=0.00452671479,cover=0
- 92:leaf=-0.00236405176,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=5,gain=2.00336361,cover=3894619
- 5:[Curv5<-0.0109836133] yes=11,no=12,missing=11,gain=2.76809168,cover=122601
- 11:[PialCurv5<-0.210138425] yes=23,no=24,missing=23,gain=1.82271457,cover=76163
- 23:[Pol<92.7492142] yes=47,no=48,missing=48,gain=7.487216,cover=389
- 47:[Ecc<4.53598547] yes=93,no=94,missing=93,gain=1.94756496,cover=247
- 93:leaf=0.000580734515,cover=0
- 94:leaf=-0.00994803011,cover=0
- 48:[Pol<117.137611] yes=95,no=96,missing=95,gain=4.94256115,cover=142
- 95:leaf=0.0250339191,cover=0
- 96:leaf=0.00554333255,cover=0
- 24:[Area5<0.72690624] yes=49,no=50,missing=49,gain=1.23043633,cover=75774
- 49:[Area5<0.636136949] yes=97,no=98,missing=97,gain=1.56056118,cover=63351
- 97:leaf=0.000107498316,cover=0
- 98:leaf=-0.000402570789,cover=0
- 50:[Ecc<2.3695333] yes=99,no=100,missing=99,gain=1.7510637,cover=12423
- 99:leaf=0.00148827711,cover=0
- 100:leaf=0.000114303373,cover=0
- 12:[Sulc0<-0.481185079] yes=25,no=26,missing=25,gain=2.30268145,cover=46438
- 25:[Pol<91.5616074] yes=51,no=52,missing=52,gain=5.94033194,cover=1520
- 51:[Ecc<1.10530448] yes=101,no=102,missing=101,gain=3.3814826,cover=556
- 101:leaf=0.00370660168,cover=0
- 102:leaf=-0.00449813111,cover=0
- 52:[Pol<141.801834] yes=103,no=104,missing=103,gain=8.70533371,cover=964
- 103:leaf=0.0114423279,cover=0
- 104:leaf=0.00139891356,cover=0
- 26:[PialCurv5<0.054317683] yes=53,no=54,missing=54,gain=1.73039889,cover=44918
- 53:[Pol<113.394409] yes=105,no=106,missing=105,gain=4.44699192,cover=7596
- 105:leaf=0.00213801768,cover=0
- 106:leaf=-0.000322065287,cover=0
- 54:[Pol<65.1286774] yes=107,no=108,missing=107,gain=1.8657167,cover=37322
- 107:leaf=-0.00231970497,cover=0
- 108:leaf=0.000350654445,cover=0
- 6:[Area5<0.453641325] yes=13,no=14,missing=14,gain=0.657069921,cover=3772018
- 13:[PialCurv5<-0.142826259] yes=27,no=28,missing=27,gain=1.27053154,cover=44534
- 27:[Pol<153.554306] yes=55,no=56,missing=56,gain=1.37637925,cover=16155
- 55:[Pol<75.4512405] yes=109,no=110,missing=109,gain=3.02288961,cover=12088
- 109:leaf=0.00119170081,cover=0
- 110:leaf=-0.000406810694,cover=0
- 56:[Curv5<-0.158538193] yes=111,no=112,missing=111,gain=1.06658411,cover=4067
- 111:leaf=0.00141038233,cover=0
- 112:leaf=-0.00775715848,cover=0
- 28:[Curv5<-0.225438625] yes=57,no=58,missing=57,gain=3.66208982,cover=28379
- 57:[LGI5<3.47596025] yes=113,no=114,missing=114,gain=1.52840662,cover=9715
- 113:leaf=-0.000890885422,cover=0
- 114:leaf=0.00350465067,cover=0
- 58:[LGI5<2.68917012] yes=115,no=116,missing=115,gain=4.89554405,cover=18664
- 115:leaf=0.00115410588,cover=0
- 116:leaf=-0.000469095976,cover=0
- 14:[Ecc<3.48115921] yes=29,no=30,missing=30,gain=0.724375665,cover=3727484
- 29:[Pol<93.9093552] yes=59,no=60,missing=59,gain=3.34327102,cover=321004
- 59:[Ecc<1.73852015] yes=117,no=118,missing=118,gain=5.92648602,cover=155544
- 117:leaf=0.000166590529,cover=0
- 118:leaf=-0.000475257606,cover=0
- 60:[PialArea5<1.25128293] yes=119,no=120,missing=119,gain=3.98143458,cover=165460
- 119:leaf=0.000119685486,cover=0
- 120:leaf=-0.00145734521,cover=0
- 30:[Area5<0.559839368] yes=61,no=62,missing=61,gain=1.41888273,cover=3406480
- 61:[Curv5<-0.195883974] yes=121,no=122,missing=121,gain=5.84345198,cover=192867
- 121:leaf=0.00011889109,cover=0
- 122:leaf=-0.000434545334,cover=0
- 62:[Curv5<-0.112134233] yes=123,no=124,missing=123,gain=1.56726515,cover=3213613
- 123:leaf=5.84409281e-05,cover=0
- 124:leaf=-1.48884737e-05,cover=0
-booster[1002]:
-0:[LGI5<2.26652193] yes=1,no=2,missing=2,gain=0.145707294,cover=5124388
- 1:[Sulc0<0.68960917] yes=3,no=4,missing=3,gain=1.79902029,cover=222961
- 3:[LGI5<2.25075769] yes=7,no=8,missing=7,gain=1.8228817,cover=222201
- 7:[Pol<34.3003769] yes=15,no=16,missing=15,gain=1.8229605,cover=179976
- 15:[Sulc0<-0.298712492] yes=31,no=32,missing=32,gain=3.81883669,cover=19115
- 31:[Curv5<-0.234010845] yes=63,no=64,missing=63,gain=1.56220293,cover=18644
- 63:leaf=-0.000327183719,cover=0
- 64:leaf=0.000670814363,cover=0
- 32:[Ecc<0.836319208] yes=65,no=66,missing=66,gain=1.76454878,cover=471
- 65:leaf=0.000863310241,cover=0
- 66:leaf=0.00722918427,cover=0
- 16:[Curv5<-0.241649449] yes=33,no=34,missing=33,gain=1.58425605,cover=160861
- 33:[Area5<0.532936037] yes=67,no=68,missing=67,gain=3.04086447,cover=15679
- 67:leaf=-0.000103381535,cover=0
- 68:leaf=0.00132962945,cover=0
- 34:[PialCurv5<-0.0595124774] yes=69,no=70,missing=69,gain=2.09992576,cover=145182
- 69:leaf=-0.000308090559,cover=0
- 70:leaf=7.71148043e-05,cover=0
- 8:[MidArea5<0.535488486] yes=17,no=18,missing=17,gain=1.97878087,cover=42225
- 17:[Sulc0<-0.351394534] yes=35,no=36,missing=36,gain=5.72429323,cover=3859
- 35:[PialCurv5<-0.0395349935] yes=71,no=72,missing=72,gain=1.60178375,cover=1035
- 71:leaf=-0.00277521973,cover=0
- 72:leaf=-0.00672784401,cover=0
- 36:[Ecc<0.783076942] yes=73,no=74,missing=73,gain=1.89083922,cover=2824
- 73:leaf=0.00336316158,cover=0
- 74:leaf=-0.000718348834,cover=0
- 18:[Pol<173.32489] yes=37,no=38,missing=37,gain=1.7765516,cover=38366
- 37:[Sulc0<-1.24864507] yes=75,no=76,missing=76,gain=1.7280972,cover=36454
- 75:leaf=-0.00345888222,cover=0
- 76:leaf=-0.000121085614,cover=0
- 38:[Ecc<1.73852015] yes=77,no=78,missing=77,gain=1.57318926,cover=1912
- 77:leaf=-0.00320983469,cover=0
- 78:leaf=-0.000339664839,cover=0
- 4:[Curv5<0.149355054] yes=9,no=10,missing=9,gain=4.49408865,cover=760
- 9:[Ecc<7.79996967] yes=19,no=20,missing=19,gain=2.28288651,cover=135
- 19:[MidArea5<0.559431195] yes=39,no=40,missing=39,gain=1.00859165,cover=116
- 39:[Ecc<6.41291761] yes=79,no=80,missing=80,gain=0.839604378,cover=109
- 79:leaf=0.00916239899,cover=0
- 80:leaf=0.0183394924,cover=0
- 40:[Ecc<6.03867722] yes=81,no=82,missing=81,gain=0.0287380666,cover=7
- 81:leaf=-0.000535283994,cover=0
- 82:leaf=-0.00692025572,cover=0
- 20:[PialArea5<0.301675379] yes=41,no=42,missing=41,gain=0.262615919,cover=19
- 41:leaf=0.0040454776,cover=0
- 42:[Ecc<8.48579407] yes=83,no=84,missing=83,gain=0.0125721395,cover=14
- 83:leaf=-0.00924071111,cover=0
- 84:leaf=-0.00282464433,cover=0
- 10:[Area5<0.598585367] yes=21,no=22,missing=21,gain=1.20237553,cover=625
- 21:[PialCurv5<0.493508637] yes=43,no=44,missing=43,gain=0.325203478,cover=114
- 43:[Ecc<7.69572639] yes=85,no=86,missing=85,gain=0.191318154,cover=95
- 85:leaf=-0.00593270455,cover=0
- 86:leaf=0.00157232769,cover=0
- 44:[PialArea5<0.245474651] yes=87,no=88,missing=87,gain=0.0551988035,cover=19
- 87:leaf=-5.8304413e-05,cover=0
- 88:leaf=0.00544446195,cover=0
- 22:[LGI5<2.24172258] yes=45,no=46,missing=45,gain=0.528133571,cover=511
- 45:[PialCurv5<0.250690639] yes=89,no=90,missing=89,gain=0.426292181,cover=265
- 89:leaf=-0.00123643538,cover=0
- 90:leaf=0.00407902896,cover=0
- 46:[Ecc<7.49602938] yes=91,no=92,missing=91,gain=0.500053942,cover=246
- 91:leaf=-0.00125124713,cover=0
- 92:leaf=0.00411857571,cover=0
- 2:[LGI5<2.27925944] yes=5,no=6,missing=5,gain=0.265481979,cover=4901427
- 5:[Area5<0.761842728] yes=11,no=12,missing=12,gain=3.66901183,cover=40034
- 11:[Pol<67.3859482] yes=23,no=24,missing=23,gain=3.40940189,cover=37197
- 23:[Ecc<3.54469991] yes=47,no=48,missing=47,gain=2.48971891,cover=7907
- 47:[Sulc0<-0.0326132737] yes=93,no=94,missing=93,gain=1.9514271,cover=7000
- 93:leaf=-0.000692895497,cover=0
- 94:leaf=0.00721048191,cover=0
- 48:[PialArea5<0.816499233] yes=95,no=96,missing=95,gain=2.88351536,cover=907
- 95:leaf=0.00172717124,cover=0
- 96:leaf=-0.00493742106,cover=0
- 24:[Ecc<3.8768425] yes=49,no=50,missing=49,gain=1.71675706,cover=29290
- 49:[MidArea5<0.943411052] yes=97,no=98,missing=98,gain=2.14725661,cover=21146
- 97:leaf=0.000557592022,cover=0
- 98:leaf=-0.00296837464,cover=0
- 50:[Pol<107.129471] yes=99,no=100,missing=99,gain=2.45696306,cover=8144
- 99:leaf=0.000757849601,cover=0
- 100:leaf=-0.00103866437,cover=0
- 12:[PialArea5<0.563414931] yes=25,no=26,missing=26,gain=3.14767599,cover=2837
- 25:[Curv5<0.110890195] yes=51,no=52,missing=51,gain=1.9946214,cover=241
- 51:[Pol<112.874634] yes=101,no=102,missing=101,gain=0.944161415,cover=49
- 101:leaf=-0.0167760979,cover=0
- 102:leaf=-0.0013692677,cover=0
- 52:[Ecc<1.51801682] yes=103,no=104,missing=103,gain=0.54362011,cover=192
- 103:leaf=-0.0120648211,cover=0
- 104:leaf=-0.000613575161,cover=0
- 26:[Ecc<4.53598547] yes=53,no=54,missing=53,gain=2.71245718,cover=2596
- 53:[PialCurv5<-0.0948967114] yes=105,no=106,missing=106,gain=3.45985126,cover=1903
- 105:leaf=-0.000541199755,cover=0
- 106:leaf=0.00451398455,cover=0
- 54:[Curv5<-0.166574284] yes=107,no=108,missing=107,gain=1.31425953,cover=693
- 107:leaf=0.00416260911,cover=0
- 108:leaf=-0.00136471889,cover=0
- 6:[Pol<138.971481] yes=13,no=14,missing=13,gain=0.213281527,cover=4861393
- 13:[Area5<0.504816413] yes=27,no=28,missing=27,gain=1.31587422,cover=3697842
- 27:[Ecc<15.3430929] yes=55,no=56,missing=55,gain=1.53982651,cover=145645
- 55:[Ecc<10.147254] yes=109,no=110,missing=109,gain=2.53213263,cover=131405
- 109:leaf=0.000142692312,cover=0
- 110:leaf=0.00110470259,cover=0
- 56:[LGI5<2.93433285] yes=111,no=112,missing=111,gain=4.4018898,cover=14240
- 111:leaf=0.0013255768,cover=0
- 112:leaf=-0.000812356651,cover=0
- 28:[Sulc0<-0.202991232] yes=57,no=58,missing=57,gain=1.77091897,cover=3552197
- 57:[Pol<75.4512405] yes=113,no=114,missing=113,gain=11.336483,cover=1449884
- 113:leaf=2.97389543e-05,cover=0
- 114:leaf=-0.0002880049,cover=0
- 58:[Pol<70.3717499] yes=115,no=116,missing=115,gain=2.68415999,cover=2102313
- 115:leaf=-9.55476644e-05,cover=0
- 116:leaf=4.62228927e-05,cover=0
- 14:[Sulc0<0.649594426] yes=29,no=30,missing=30,gain=3.27670336,cover=1163551
- 29:[Area5<0.699748635] yes=59,no=60,missing=59,gain=3.30825543,cover=1160692
- 59:[Sulc0<-0.15955846] yes=117,no=118,missing=117,gain=7.27004957,cover=798821
- 117:leaf=2.64005557e-05,cover=0
- 118:leaf=-0.000414759154,cover=0
- 60:[PialArea5<0.727568209] yes=119,no=120,missing=120,gain=3.54804707,cover=361871
- 119:leaf=0.000545052055,cover=0
- 120:leaf=8.71073789e-05,cover=0
- 30:[Ecc<21.0377083] yes=61,no=62,missing=61,gain=1.60746884,cover=2859
- 61:[LGI5<3.20360112] yes=121,no=122,missing=122,gain=1.7626009,cover=199
- 121:leaf=-0.00431693066,cover=0
- 122:leaf=-0.0193747561,cover=0
- 62:[PialArea5<0.790770054] yes=123,no=124,missing=124,gain=1.54049242,cover=2660
- 123:leaf=-0.00100936426,cover=0
- 124:leaf=-0.00565993972,cover=0
-booster[1003]:
-0:[Sulc0<0.317313671] yes=1,no=2,missing=2,gain=0.142079234,cover=5124388
- 1:[Curv5<0.147363082] yes=3,no=4,missing=3,gain=1.62387335,cover=3994701
- 3:[PialCurv5<0.185672894] yes=7,no=8,missing=7,gain=3.61041093,cover=3851343
- 7:[Pol<95.6227875] yes=15,no=16,missing=16,gain=1.25703466,cover=3748644
- 15:[PialCurv5<0.0666604191] yes=31,no=32,missing=31,gain=7.8495698,cover=1812050
- 31:[Curv5<0.0473068655] yes=63,no=64,missing=64,gain=5.61391163,cover=1639065
- 63:leaf=-1.54729478e-05,cover=0
- 64:leaf=0.000603190798,cover=0
- 32:[Sulc0<0.20153527] yes=65,no=66,missing=66,gain=5.75014019,cover=172985
- 65:leaf=0.000509115693,cover=0
- 66:leaf=-0.000178896997,cover=0
- 16:[Ecc<11.0302963] yes=33,no=34,missing=33,gain=3.89302588,cover=1936594
- 33:[LGI5<2.92895722] yes=67,no=68,missing=67,gain=13.3890934,cover=1367701
- 67:leaf=-3.25358451e-05,cover=0
- 68:leaf=0.000483652024,cover=0
- 34:[PialArea5<0.834082127] yes=69,no=70,missing=69,gain=15.2657204,cover=568893
- 69:leaf=-0.000452561304,cover=0
- 70:leaf=7.61305564e-05,cover=0
- 8:[Ecc<4.94054604] yes=17,no=18,missing=17,gain=5.56146336,cover=102699
- 17:[LGI5<2.16230083] yes=35,no=36,missing=35,gain=5.60720253,cover=43962
- 35:[Pol<103.31839] yes=71,no=72,missing=71,gain=2.01265955,cover=961
- 71:leaf=-0.00601152098,cover=0
- 72:leaf=-0.00127998099,cover=0
- 36:[Area5<0.664770067] yes=73,no=74,missing=73,gain=4.17569256,cover=43001
- 73:leaf=0.000105360399,cover=0
- 74:leaf=0.00115595793,cover=0
- 18:[LGI5<3.15084362] yes=37,no=38,missing=37,gain=6.79169798,cover=58737
- 37:[Pol<100.090813] yes=75,no=76,missing=76,gain=4.57678318,cover=46493
- 75:leaf=0.000259116903,cover=0
- 76:leaf=-0.000738377043,cover=0
- 38:[PialArea5<0.360595763] yes=77,no=78,missing=77,gain=2.10863066,cover=12244
- 77:leaf=0.00570315355,cover=0
- 78:leaf=0.000940119382,cover=0
- 4:[Pol<121.948479] yes=9,no=10,missing=10,gain=2.91420889,cover=143358
- 9:[Ecc<5.72519016] yes=19,no=20,missing=20,gain=3.33464241,cover=101379
- 19:[Pol<48.3047981] yes=39,no=40,missing=39,gain=1.61239982,cover=79304
- 39:[LGI5<2.67938972] yes=79,no=80,missing=80,gain=1.2513814,cover=985
- 79:leaf=-0.00143735169,cover=0
- 80:leaf=-0.00654407311,cover=0
- 40:[LGI5<2.82485151] yes=81,no=82,missing=81,gain=1.67602396,cover=78319
- 81:leaf=-0.000151217158,cover=0
- 82:leaf=0.00230812561,cover=0
- 20:[Pol<64.3762589] yes=41,no=42,missing=42,gain=4.66028786,cover=22075
- 41:[PialCurv5<0.228302389] yes=83,no=84,missing=83,gain=4.32261992,cover=2341
- 83:leaf=0.00306264427,cover=0
- 84:leaf=-0.00129855867,cover=0
- 42:[Area5<0.621834755] yes=85,no=86,missing=85,gain=2.32990551,cover=19734
- 85:leaf=-0.00224864669,cover=0
- 86:leaf=-0.000842651818,cover=0
- 10:[LGI5<2.93433285] yes=21,no=22,missing=21,gain=2.20157385,cover=41979
- 21:[LGI5<2.72552347] yes=43,no=44,missing=44,gain=4.20342588,cover=31841
- 43:[Ecc<9.88196182] yes=87,no=88,missing=87,gain=1.97984469,cover=26320
- 87:leaf=0.000213913736,cover=0
- 88:leaf=-0.00212888117,cover=0
- 44:[Pol<152.827332] yes=89,no=90,missing=90,gain=3.93700361,cover=5521
- 89:leaf=-0.000569206255,cover=0
- 90:leaf=0.00245181238,cover=0
- 22:[Ecc<14.694541] yes=45,no=46,missing=46,gain=3.7849884,cover=10138
- 45:[Ecc<5.72519016] yes=91,no=92,missing=92,gain=2.82163644,cover=8611
- 91:leaf=0.00465442427,cover=0
- 92:leaf=-0.00100748509,cover=0
- 46:[Pol<135.419098] yes=93,no=94,missing=94,gain=2.55331612,cover=1527
- 93:leaf=-0.0007135325,cover=0
- 94:leaf=0.0034758125,cover=0
- 2:[Pol<90.9627914] yes=5,no=6,missing=5,gain=4.89711475,cover=1129687
- 5:[Ecc<11.0302963] yes=11,no=12,missing=11,gain=7.36987782,cover=377168
- 11:[PialArea5<0.567627013] yes=23,no=24,missing=24,gain=39.6822739,cover=93333
- 23:[Curv5<0.139330834] yes=47,no=48,missing=47,gain=4.61020994,cover=70477
- 47:[PialArea5<0.413606972] yes=95,no=96,missing=96,gain=5.11537361,cover=30073
- 95:leaf=0.000853959587,cover=0
- 96:leaf=-0.000760970754,cover=0
- 48:[Ecc<8.87956142] yes=97,no=98,missing=98,gain=2.67496967,cover=40404
- 97:leaf=0.000664467167,cover=0
- 98:leaf=-0.000210510145,cover=0
- 24:[PialCurv5<0.15079549] yes=49,no=50,missing=49,gain=14.7016602,cover=22856
- 49:[Pol<85.4004211] yes=99,no=100,missing=99,gain=10.3288269,cover=14121
- 99:leaf=-0.00412699906,cover=0
- 100:leaf=-0.000984466518,cover=0
- 50:[Sulc0<0.464385748] yes=101,no=102,missing=101,gain=3.53930378,cover=8735
- 101:leaf=6.33183809e-05,cover=0
- 102:leaf=-0.00199745293,cover=0
- 12:[PialCurv5<0.04242469] yes=25,no=26,missing=25,gain=9.66949654,cover=283835
- 25:[MidArea5<0.656586885] yes=51,no=52,missing=51,gain=5.76501083,cover=31103
- 51:[LGI5<2.97899532] yes=103,no=104,missing=104,gain=6.11248732,cover=9390
- 103:leaf=-0.00275632879,cover=0
- 104:leaf=0.000407215266,cover=0
- 52:[Curv5<0.0344051942] yes=105,no=106,missing=105,gain=4.83517838,cover=21713
- 105:leaf=0.000944128726,cover=0
- 106:leaf=0.00310317171,cover=0
- 26:[Curv5<0.0213092454] yes=53,no=54,missing=53,gain=5.95092297,cover=252732
- 53:[PialArea5<0.39986974] yes=107,no=108,missing=108,gain=3.92772341,cover=8112
- 107:leaf=-0.00387533056,cover=0
- 108:leaf=0.0014325385,cover=0
- 54:[LGI5<3.31338549] yes=109,no=110,missing=110,gain=4.69465733,cover=244620
- 109:leaf=-2.30514906e-05,cover=0
- 110:leaf=-0.000483386364,cover=0
- 6:[Pol<152.092255] yes=13,no=14,missing=14,gain=3.64012671,cover=752519
- 13:[Curv5<0.122410901] yes=27,no=28,missing=27,gain=3.88028765,cover=743455
- 27:[Ecc<6.52965975] yes=55,no=56,missing=56,gain=7.29009724,cover=322433
- 55:[LGI5<3.06739473] yes=111,no=112,missing=112,gain=4.48338509,cover=27485
- 111:leaf=-0.000609404058,cover=0
- 112:leaf=0.012438165,cover=0
- 56:[LGI5<2.95653391] yes=113,no=114,missing=113,gain=10.3174458,cover=294948
- 113:leaf=0.00064021966,cover=0
- 114:leaf=3.49593902e-05,cover=0
- 28:[Ecc<33.9075584] yes=57,no=58,missing=58,gain=3.48158836,cover=421022
- 57:[Ecc<14.484726] yes=115,no=116,missing=115,gain=1.9219811,cover=397589
- 115:leaf=2.1791559e-06,cover=0
- 116:leaf=-0.000245434727,cover=0
- 58:[LGI5<2.98459172] yes=117,no=118,missing=117,gain=3.83188701,cover=23433
- 117:leaf=0.00187145302,cover=0
- 118:leaf=0.000250153738,cover=0
- 14:[Ecc<29.3556995] yes=29,no=30,missing=29,gain=5.91083813,cover=9064
- 29:[Curv5<0.147363082] yes=59,no=60,missing=59,gain=6.04634094,cover=2670
- 59:[Area5<0.714924753] yes=119,no=120,missing=119,gain=4.70253754,cover=1102
- 119:leaf=-0.0087835528,cover=0
- 120:leaf=-0.00223064399,cover=0
- 60:[Ecc<8.87956142] yes=121,no=122,missing=121,gain=0.691864073,cover=1568
- 121:leaf=-0.00185369165,cover=0
- 122:leaf=0.000259677909,cover=0
- 30:[MidArea5<0.798780084] yes=61,no=62,missing=61,gain=5.5973382,cover=6394
- 61:[LGI5<3.78836131] yes=123,no=124,missing=124,gain=3.40894127,cover=4210
- 123:leaf=0.00132344873,cover=0
- 124:leaf=-0.00450443989,cover=0
- 62:[PialCurv5<0.101587482] yes=125,no=126,missing=126,gain=3.00064564,cover=2184
- 125:leaf=-0.00245427946,cover=0
- 126:leaf=0.00970587879,cover=0
-booster[1004]:
-0:[LGI5<3.35709596] yes=1,no=2,missing=2,gain=0.174073115,cover=5124388
- 1:[LGI5<3.33014965] yes=3,no=4,missing=3,gain=1.61346042,cover=4558363
- 3:[Ecc<28.7730255] yes=7,no=8,missing=8,gain=0.802522004,cover=4498312
- 7:[Ecc<16.0247612] yes=15,no=16,missing=16,gain=0.935306847,cover=4131409
- 15:[LGI5<3.30554914] yes=31,no=32,missing=32,gain=1.22147143,cover=3647010
- 31:[Pol<165.944183] yes=63,no=64,missing=63,gain=1.17303276,cover=3627575
- 63:leaf=4.69595716e-06,cover=0
- 64:leaf=-9.41370454e-05,cover=0
- 32:[Ecc<8.6295805] yes=65,no=66,missing=66,gain=1.98680341,cover=19435
- 65:leaf=-0.000674462004,cover=0
- 66:leaf=0.000632489915,cover=0
- 16:[Pol<105.462654] yes=33,no=34,missing=33,gain=8.62285805,cover=484399
- 33:[Pol<48.3047981] yes=67,no=68,missing=67,gain=22.895174,cover=258916
- 67:leaf=-0.000240642607,cover=0
- 68:leaf=0.00070271187,cover=0
- 34:[Pol<157.965515] yes=69,no=70,missing=70,gain=13.0063782,cover=225483
- 69:leaf=-0.000413533067,cover=0
- 70:leaf=0.000401965022,cover=0
- 8:[LGI5<2.61550069] yes=17,no=18,missing=17,gain=2.92958975,cover=366903
- 17:[Pol<123.615685] yes=35,no=36,missing=35,gain=4.86413908,cover=4814
- 35:[Sulc0<0.540103436] yes=71,no=72,missing=71,gain=1.18859196,cover=3747
- 71:leaf=-0.00272893975,cover=0
- 72:leaf=-0.000787769561,cover=0
- 36:[LGI5<2.51629615] yes=73,no=74,missing=73,gain=3.0896976,cover=1067
- 73:leaf=0.00823321845,cover=0
- 74:leaf=0.000576805556,cover=0
- 18:[Area5<0.693521142] yes=37,no=38,missing=37,gain=2.84073448,cover=362089
- 37:[LGI5<3.26095963] yes=75,no=76,missing=75,gain=5.98730993,cover=133755
- 75:leaf=-0.000372995564,cover=0
- 76:leaf=0.000587707094,cover=0
- 38:[LGI5<3.17022181] yes=77,no=78,missing=77,gain=4.35685444,cover=228334
- 77:leaf=0.000214767977,cover=0
- 78:leaf=-0.000241720627,cover=0
- 4:[Ecc<18.3223667] yes=9,no=10,missing=9,gain=3.12647152,cover=60051
- 9:[Ecc<9.0678978] yes=19,no=20,missing=19,gain=3.19247437,cover=24976
- 19:[Ecc<6.92728615] yes=39,no=40,missing=39,gain=2.85402966,cover=4254
- 39:[Area5<0.682363749] yes=79,no=80,missing=80,gain=2.74693036,cover=673
- 79:leaf=-0.000960290723,cover=0
- 80:leaf=0.00545832235,cover=0
- 40:[Pol<115.563423] yes=81,no=82,missing=81,gain=1.35679793,cover=3581
- 81:leaf=-0.00101114216,cover=0
- 82:leaf=-0.00314433849,cover=0
- 20:[Pol<135.419098] yes=41,no=42,missing=41,gain=0.991791844,cover=20722
- 41:[Pol<100.090813] yes=83,no=84,missing=83,gain=2.04508209,cover=14405
- 83:leaf=0.000212648418,cover=0
- 84:leaf=0.00145981624,cover=0
- 42:[Ecc<15.7955055] yes=85,no=86,missing=85,gain=3.78912807,cover=6317
- 85:leaf=0.000654790492,cover=0
- 86:leaf=-0.00208715629,cover=0
- 10:[Pol<96.8070755] yes=21,no=22,missing=21,gain=5.45641613,cover=35075
- 21:[Area5<0.551487505] yes=43,no=44,missing=43,gain=2.57135534,cover=18012
- 43:[Pol<34.3003769] yes=87,no=88,missing=87,gain=1.97360826,cover=672
- 87:leaf=-0.00562274968,cover=0
- 88:leaf=-0.00020463609,cover=0
- 44:[MidArea5<0.535488486] yes=89,no=90,missing=89,gain=2.17111444,cover=17340
- 89:leaf=-0.00154640491,cover=0
- 90:leaf=0.000342990243,cover=0
- 22:[Pol<159.435425] yes=45,no=46,missing=45,gain=2.52613926,cover=17063
- 45:[MidArea5<0.701709926] yes=91,no=92,missing=91,gain=4.05724716,cover=11904
- 91:leaf=-0.000641990162,cover=0
- 92:leaf=-0.00248997938,cover=0
- 46:[PialCurv5<0.0128733069] yes=93,no=94,missing=93,gain=4.94861603,cover=5159
- 93:leaf=-0.000544821611,cover=0
- 94:leaf=0.00882470049,cover=0
- 2:[Pol<51.9018669] yes=5,no=6,missing=5,gain=3.35230756,cover=566025
- 5:[LGI5<3.44046211] yes=11,no=12,missing=11,gain=10.2676229,cover=150920
- 11:[Ecc<22.8050022] yes=23,no=24,missing=24,gain=5.58272552,cover=43410
- 23:[Curv5<0.00546095846] yes=47,no=48,missing=47,gain=3.68186998,cover=21765
- 47:[PialCurv5<0.157381535] yes=95,no=96,missing=95,gain=4.1629529,cover=20505
- 95:leaf=0.000458642578,cover=0
- 96:leaf=0.0365343764,cover=0
- 48:[PialArea5<0.715215623] yes=97,no=98,missing=97,gain=2.0844121,cover=1260
- 97:leaf=-0.000567793322,cover=0
- 98:leaf=-0.00468286499,cover=0
- 24:[PialArea5<1.17753279] yes=49,no=50,missing=49,gain=5.59349823,cover=21645
- 49:[PialCurv5<-0.11266306] yes=99,no=100,missing=99,gain=3.35648727,cover=20409
- 99:leaf=0.00324824522,cover=0
- 100:leaf=0.00138704665,cover=0
- 50:[Curv5<-0.12365336] yes=101,no=102,missing=101,gain=3.39642262,cover=1236
- 101:leaf=-0.000222593575,cover=0
- 102:leaf=-0.00611862075,cover=0
- 12:[LGI5<3.60428405] yes=25,no=26,missing=25,gain=3.6888392,cover=107510
- 25:[Sulc0<0.795422614] yes=51,no=52,missing=52,gain=3.4486773,cover=60168
- 51:[PialArea5<0.640100121] yes=103,no=104,missing=103,gain=4.05871868,cover=59235
- 103:leaf=0.00142903696,cover=0
- 104:leaf=-0.000348597474,cover=0
- 52:[MidArea5<0.721430659] yes=105,no=106,missing=105,gain=1.0755434,cover=933
- 105:leaf=-0.00438206224,cover=0
- 106:leaf=-0.000624201202,cover=0
- 26:[LGI5<3.67381835] yes=53,no=54,missing=53,gain=3.17285585,cover=47342
- 53:[Sulc0<0.474820405] yes=107,no=108,missing=108,gain=4.53526592,cover=16469
- 107:leaf=0.000612137315,cover=0
- 108:leaf=0.00367439096,cover=0
- 54:[Ecc<19.7764034] yes=109,no=110,missing=109,gain=1.35254478,cover=30873
- 109:leaf=-0.000469164661,cover=0
- 110:leaf=0.000231984523,cover=0
- 6:[Pol<84.1277542] yes=13,no=14,missing=13,gain=6.27442837,cover=415105
- 13:[Area5<0.675895274] yes=27,no=28,missing=27,gain=8.95425987,cover=91865
- 27:[Ecc<10.7180347] yes=55,no=56,missing=56,gain=8.06384182,cover=30871
- 55:[MidArea5<0.605162561] yes=111,no=112,missing=111,gain=7.61209583,cover=3027
- 111:leaf=0.00200958503,cover=0
- 112:leaf=-0.00367211225,cover=0
- 56:[Ecc<18.8860435] yes=113,no=114,missing=113,gain=12.2952003,cover=27844
- 113:leaf=0.00168805534,cover=0
- 114:leaf=-0.000420189666,cover=0
- 28:[Ecc<6.87229633] yes=57,no=58,missing=57,gain=5.87551403,cover=60994
- 57:[Area5<0.724280655] yes=115,no=116,missing=116,gain=2.32736015,cover=79
- 115:leaf=-0.000238529683,cover=0
- 116:leaf=0.0183616616,cover=0
- 58:[Ecc<11.6821251] yes=117,no=118,missing=117,gain=4.14956188,cover=60915
- 117:leaf=-0.00203476544,cover=0
- 118:leaf=-0.000644985528,cover=0
- 14:[Ecc<28.2834949] yes=29,no=30,missing=29,gain=6.97236538,cover=323240
- 29:[LGI5<3.44046211] yes=59,no=60,missing=59,gain=5.26095581,cover=225503
- 59:[Ecc<14.28263] yes=119,no=120,missing=119,gain=9.19833374,cover=66958
- 119:leaf=0.000351532683,cover=0
- 120:leaf=-0.000887092843,cover=0
- 60:[Ecc<9.0678978] yes=121,no=122,missing=121,gain=7.98982048,cover=158545
- 121:leaf=0.00221747393,cover=0
- 122:leaf=2.07361018e-06,cover=0
- 30:[LGI5<3.55025291] yes=61,no=62,missing=61,gain=7.50706673,cover=97737
- 61:[PialCurv5<-0.140412122] yes=123,no=124,missing=123,gain=2.66702366,cover=53705
- 123:leaf=-0.000335499441,cover=0
- 124:leaf=0.000914683565,cover=0
- 62:[MidArea5<0.805760801] yes=125,no=126,missing=125,gain=2.47737694,cover=44032
- 125:leaf=0.000146661856,cover=0
- 126:leaf=-0.000709900283,cover=0
-booster[1005]:
-0:[LGI5<3.35709596] yes=1,no=2,missing=1,gain=0.15714708,cover=5124388
- 1:[LGI5<3.33014965] yes=3,no=4,missing=4,gain=1.45618856,cover=4558363
- 3:[Ecc<30.4150848] yes=7,no=8,missing=7,gain=0.725417912,cover=4498312
- 7:[LGI5<3.20360112] yes=15,no=16,missing=15,gain=0.925452411,cover=4170994
- 15:[Sulc0<0.779008448] yes=31,no=32,missing=32,gain=1.30632055,cover=3916010
- 31:[Ecc<16.2597466] yes=63,no=64,missing=63,gain=0.901581526,cover=3776887
- 63:leaf=-2.28209228e-06,cover=0
- 64:leaf=8.36339605e-05,cover=0
- 32:[Pol<70.3717499] yes=65,no=66,missing=66,gain=4.23660517,cover=139123
- 65:leaf=0.00314905867,cover=0
- 66:leaf=-0.000173738954,cover=0
- 16:[Curv5<-0.104371414] yes=33,no=34,missing=34,gain=5.21400356,cover=254984
- 33:[Pol<156.492447] yes=67,no=68,missing=68,gain=5.01124954,cover=102662
- 67:leaf=-0.000389867666,cover=0
- 68:leaf=0.000396777876,cover=0
- 34:[Pol<130.198486] yes=69,no=70,missing=69,gain=5.88540363,cover=152322
- 69:leaf=0.000446941151,cover=0
- 70:leaf=-0.000308083545,cover=0
- 8:[PialCurv5<-0.0789950639] yes=17,no=18,missing=17,gain=2.88147187,cover=327318
- 17:[Curv5<-0.115945198] yes=35,no=36,missing=35,gain=4.22404671,cover=86697
- 35:[Pol<157.22821] yes=71,no=72,missing=71,gain=3.02391219,cover=83868
- 71:leaf=0.000361318351,cover=0
- 72:leaf=-0.000249328412,cover=0
- 36:[Pol<45.5953903] yes=73,no=74,missing=73,gain=3.61199474,cover=2829
- 73:leaf=0.00465153577,cover=0
- 74:leaf=0.000836353283,cover=0
- 18:[Sulc0<0.167916268] yes=37,no=38,missing=37,gain=6.95564222,cover=240621
- 37:[MidArea5<0.63161242] yes=75,no=76,missing=75,gain=4.91141033,cover=53190
- 75:leaf=0.00246157567,cover=0
- 76:leaf=-0.00073898735,cover=0
- 38:[PialCurv5<0.000298873958] yes=77,no=78,missing=77,gain=3.37567925,cover=187431
- 77:leaf=0.000562302303,cover=0
- 78:leaf=-9.50113536e-05,cover=0
- 4:[Ecc<18.3223667] yes=9,no=10,missing=10,gain=2.8216846,cover=60051
- 9:[Ecc<9.0678978] yes=19,no=20,missing=19,gain=2.88118982,cover=24976
- 19:[Ecc<6.81643343] yes=39,no=40,missing=40,gain=2.58202267,cover=4254
- 39:[Ecc<5.59685707] yes=79,no=80,missing=79,gain=2.54482126,cover=608
- 79:leaf=-0.00510029262,cover=0
- 80:leaf=0.00345742214,cover=0
- 40:[Pol<46.5024796] yes=81,no=82,missing=82,gain=1.08242846,cover=3646
- 81:leaf=-0.000307685492,cover=0
- 82:leaf=-0.00213702675,cover=0
- 20:[Pol<135.419098] yes=41,no=42,missing=41,gain=0.895134926,cover=20722
- 41:[Pol<100.090813] yes=83,no=84,missing=83,gain=1.84572816,cover=14405
- 83:leaf=0.000202016075,cover=0
- 84:leaf=0.00138683873,cover=0
- 42:[Ecc<15.7955055] yes=85,no=86,missing=85,gain=3.41986871,cover=6317
- 85:leaf=0.000622057647,cover=0
- 86:leaf=-0.0019828605,cover=0
- 10:[Pol<96.8070755] yes=21,no=22,missing=22,gain=4.92417574,cover=35075
- 21:[Area5<0.607942343] yes=43,no=44,missing=43,gain=2.36390662,cover=18012
- 43:[Pol<35.2629585] yes=87,no=88,missing=87,gain=2.40369916,cover=1668
- 87:leaf=-0.003517295,cover=0
- 88:leaf=0.000287373317,cover=0
- 44:[Sulc0<0.272107065] yes=89,no=90,missing=89,gain=2.03364253,cover=16344
- 89:leaf=0.000767967373,cover=0
- 90:leaf=-0.000347726309,cover=0
- 22:[Pol<159.435425] yes=45,no=46,missing=45,gain=2.28019905,cover=17063
- 45:[Sulc0<0.74744761] yes=91,no=92,missing=91,gain=3.67414761,cover=11904
- 91:leaf=-0.00197774917,cover=0
- 92:leaf=0.000181929936,cover=0
- 46:[PialCurv5<0.0128733069] yes=93,no=94,missing=93,gain=4.46918869,cover=5159
- 93:leaf=-0.000517587818,cover=0
- 94:leaf=0.00838650949,cover=0
- 2:[Pol<51.9018669] yes=5,no=6,missing=5,gain=3.02561641,cover=566025
- 5:[LGI5<3.44046211] yes=11,no=12,missing=11,gain=9.26728916,cover=150920
- 11:[Ecc<22.8050022] yes=23,no=24,missing=23,gain=5.03767204,cover=43410
- 23:[Sulc0<-0.130613819] yes=47,no=48,missing=47,gain=3.3494401,cover=21765
- 47:[PialCurv5<0.270000219] yes=95,no=96,missing=96,gain=3.92782688,cover=20758
- 95:leaf=0.000414139911,cover=0
- 96:leaf=0.0260095242,cover=0
- 48:[Ecc<18.3223667] yes=97,no=98,missing=97,gain=2.55827379,cover=1007
- 97:leaf=-0.00569627387,cover=0
- 98:leaf=-0.000520997681,cover=0
- 24:[PialArea5<1.20515823] yes=49,no=50,missing=49,gain=5.11954498,cover=21645
- 49:[PialCurv5<-0.11266306] yes=99,no=100,missing=99,gain=2.81936264,cover=20699
- 99:leaf=0.00298294774,cover=0
- 100:leaf=0.00130194926,cover=0
- 50:[Curv5<-0.139824241] yes=101,no=102,missing=101,gain=3.3187716,cover=946
- 101:leaf=-0.000171735737,cover=0
- 102:leaf=-0.00649576262,cover=0
- 12:[LGI5<3.60428405] yes=25,no=26,missing=25,gain=3.32929254,cover=107510
- 25:[Sulc0<0.795422614] yes=51,no=52,missing=52,gain=3.1130085,cover=60168
- 51:[PialArea5<0.640100121] yes=103,no=104,missing=104,gain=3.66308236,cover=59235
- 103:leaf=0.0013576037,cover=0
- 104:leaf=-0.000331169373,cover=0
- 52:[PialCurv5<0.0824522972] yes=105,no=106,missing=105,gain=1.010777,cover=933
- 105:leaf=-0.00916613452,cover=0
- 106:leaf=-0.00268973457,cover=0
- 26:[LGI5<3.67381835] yes=53,no=54,missing=53,gain=2.8635931,cover=47342
- 53:[Sulc0<0.474820405] yes=107,no=108,missing=108,gain=4.09346294,cover=16469
- 107:leaf=0.000581532775,cover=0
- 108:leaf=0.00349081052,cover=0
- 54:[Ecc<19.7764034] yes=109,no=110,missing=109,gain=1.22067463,cover=30873
- 109:leaf=-0.000445706537,cover=0
- 110:leaf=0.000220386006,cover=0
- 6:[Pol<84.1277542] yes=13,no=14,missing=13,gain=5.66245508,cover=415105
- 13:[Area5<0.67996794] yes=27,no=28,missing=27,gain=8.10995483,cover=91865
- 27:[Ecc<11.1913614] yes=55,no=56,missing=56,gain=7.90157938,cover=32724
- 55:[MidArea5<0.605162561] yes=111,no=112,missing=111,gain=7.4946909,cover=3642
- 111:leaf=0.00169540686,cover=0
- 112:leaf=-0.0033634454,cover=0
- 56:[Ecc<18.8860435] yes=113,no=114,missing=113,gain=12.8718634,cover=29082
- 113:leaf=0.00169532676,cover=0
- 114:leaf=-0.000422356155,cover=0
- 28:[Ecc<7.08616447] yes=57,no=58,missing=58,gain=5.76804924,cover=59141
- 57:[Area5<0.732334435] yes=115,no=116,missing=115,gain=2.02592754,cover=122
- 115:leaf=0.00144286349,cover=0
- 116:leaf=0.0148658184,cover=0
- 58:[Ecc<11.6821251] yes=117,no=118,missing=117,gain=3.58927345,cover=59019
- 117:leaf=-0.00195814599,cover=0
- 118:leaf=-0.000635980337,cover=0
- 14:[Ecc<29.3556995] yes=29,no=30,missing=29,gain=6.29465437,cover=323240
- 29:[LGI5<3.44046211] yes=59,no=60,missing=59,gain=5.46404552,cover=233323
- 59:[Ecc<14.28263] yes=119,no=120,missing=119,gain=8.4315567,cover=69016
- 119:leaf=0.000333957578,cover=0
- 120:leaf=-0.000842981914,cover=0
- 60:[Ecc<9.0678978] yes=121,no=122,missing=121,gain=7.09219933,cover=164307
- 121:leaf=0.00210662396,cover=0
- 122:leaf=2.03655363e-05,cover=0
- 30:[LGI5<3.53458858] yes=61,no=62,missing=61,gain=7.3518095,cover=89917
- 61:[Pol<165.944183] yes=123,no=124,missing=123,gain=2.9852972,cover=46681
- 123:leaf=0.00105942693,cover=0
- 124:leaf=0.000101560167,cover=0
- 62:[MidArea5<0.790073812] yes=125,no=126,missing=125,gain=2.77005386,cover=43236
- 125:leaf=0.000203512755,cover=0
- 126:leaf=-0.000666815438,cover=0
-booster[1006]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=1,gain=0.160412163,cover=5124388
- 1:[Pol<47.409153] yes=3,no=4,missing=4,gain=3.05121255,cover=2198906
- 3:[Area5<0.65839982] yes=7,no=8,missing=7,gain=4.94781542,cover=112319
- 7:[LGI5<3.11198854] yes=15,no=16,missing=15,gain=4.26142979,cover=55560
- 15:[LGI5<2.96218491] yes=31,no=32,missing=32,gain=3.59014535,cover=36621
- 31:[PialCurv5<-0.0314326771] yes=63,no=64,missing=64,gain=2.14025426,cover=30783
- 63:leaf=0.000251439604,cover=0
- 64:leaf=-0.000705067243,cover=0
- 32:[Sulc0<0.176289052] yes=65,no=66,missing=66,gain=4.29422235,cover=5838
- 65:leaf=0.000860834611,cover=0
- 66:leaf=0.00504588848,cover=0
- 16:[LGI5<3.20360112] yes=33,no=34,missing=33,gain=4.27266312,cover=18939
- 33:[Sulc0<0.56283927] yes=67,no=68,missing=68,gain=3.37211418,cover=4351
- 67:leaf=-0.0023134728,cover=0
- 68:leaf=0.00605404563,cover=0
- 34:[Sulc0<0.392869562] yes=69,no=70,missing=69,gain=2.09815001,cover=14588
- 69:leaf=-0.000443435652,cover=0
- 70:leaf=0.00205926201,cover=0
- 8:[Ecc<2.07756257] yes=17,no=18,missing=17,gain=6.43870926,cover=56759
- 17:[Ecc<1.05247808] yes=35,no=36,missing=36,gain=4.09405708,cover=3866
- 35:[Sulc0<-0.457356662] yes=71,no=72,missing=71,gain=4.57467985,cover=1777
- 71:leaf=0.00377380359,cover=0
- 72:leaf=-0.00152031321,cover=0
- 36:[PialCurv5<0.0932018384] yes=73,no=74,missing=73,gain=4.9941082,cover=2089
- 73:leaf=-0.00431343308,cover=0
- 74:leaf=0.00131998328,cover=0
- 18:[LGI5<2.33929968] yes=37,no=38,missing=37,gain=10.3546267,cover=52893
- 37:[Sulc0<-0.370474488] yes=75,no=76,missing=75,gain=4.69500637,cover=370
- 75:leaf=0.0127860624,cover=0
- 76:leaf=0.000589240401,cover=0
- 38:[LGI5<2.37224698] yes=77,no=78,missing=77,gain=9.2429285,cover=52523
- 77:leaf=-0.00819870643,cover=0
- 78:leaf=0.000706823485,cover=0
- 4:[Ecc<43.8470497] yes=9,no=10,missing=10,gain=2.61950588,cover=2086587
- 9:[Sulc0<-0.152423486] yes=19,no=20,missing=19,gain=1.94188344,cover=2038322
- 19:[Pol<123.615685] yes=39,no=40,missing=39,gain=14.0753822,cover=438544
- 39:[Ecc<2.25101852] yes=79,no=80,missing=79,gain=22.280323,cover=193315
- 79:leaf=0.000179224691,cover=0
- 80:leaf=-0.0009023975,cover=0
- 40:[Ecc<8.17402458] yes=81,no=82,missing=82,gain=13.2578545,cover=245229
- 81:leaf=0.000390593603,cover=0
- 82:leaf=-0.000402936101,cover=0
- 20:[Curv5<-0.121808149] yes=41,no=42,missing=41,gain=4.44395685,cover=1599778
- 41:[LGI5<2.46931005] yes=83,no=84,missing=83,gain=4.90238667,cover=25830
- 83:leaf=0.00181494409,cover=0
- 84:leaf=-0.000833426893,cover=0
- 42:[LGI5<3.37729335] yes=85,no=86,missing=85,gain=2.27685761,cover=1573948
- 85:leaf=4.2607975e-05,cover=0
- 86:leaf=-0.000146253165,cover=0
- 10:[Curv5<0.186949074] yes=21,no=22,missing=21,gain=2.06372356,cover=48265
- 21:[Pol<158.709351] yes=43,no=44,missing=43,gain=1.57092285,cover=41737
- 43:[Curv5<-0.0983823985] yes=87,no=88,missing=87,gain=2.29408646,cover=39634
- 87:leaf=-0.00189450535,cover=0
- 88:leaf=-0.000477132766,cover=0
- 44:[LGI5<2.85285616] yes=89,no=90,missing=90,gain=1.45824492,cover=2103
- 89:leaf=-0.00362653215,cover=0
- 90:leaf=0.00120389787,cover=0
- 22:[PialCurv5<0.204323933] yes=45,no=46,missing=45,gain=1.31727123,cover=6528
- 45:[Pol<72.6247101] yes=91,no=92,missing=91,gain=0.8333444,cover=417
- 91:leaf=-0.00524587091,cover=0
- 92:leaf=-0.000595668505,cover=0
- 46:[Area5<0.790145099] yes=93,no=94,missing=93,gain=1.05247307,cover=6111
- 93:leaf=0.000830992067,cover=0
- 94:leaf=-0.00145823509,cover=0
- 2:[MidArea5<0.552703321] yes=5,no=6,missing=5,gain=2.23243213,cover=2925482
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=0.330934286,cover=703
- 11:[LGI5<2.43374896] yes=23,no=24,missing=23,gain=0.405660868,cover=91
- 23:[LGI5<2.3969903] yes=47,no=48,missing=48,gain=0.226215959,cover=63
- 47:[PialCurv5<-0.111886919] yes=95,no=96,missing=95,gain=0.101073623,cover=53
- 95:leaf=0.00538376393,cover=0
- 96:leaf=0.0127709648,cover=0
- 48:[Ecc<0.567370772] yes=97,no=98,missing=98,gain=0.145024419,cover=10
- 97:leaf=0.00372614269,cover=0
- 98:leaf=0.018184036,cover=0
- 24:[Pol<133.406311] yes=49,no=50,missing=49,gain=0.0576838329,cover=28
- 49:[Ecc<0.513775289] yes=99,no=100,missing=99,gain=0.0231806505,cover=24
- 99:leaf=-0.00228922605,cover=0
- 100:leaf=0.000783870404,cover=0
- 50:leaf=0.00547583355,cover=0
- 12:[Ecc<1.62447274] yes=25,no=26,missing=25,gain=0.259652019,cover=612
- 25:[PialCurv5<-0.164281175] yes=51,no=52,missing=51,gain=0.423202187,cover=220
- 51:[PialArea5<0.772500634] yes=101,no=102,missing=101,gain=0.0386884063,cover=33
- 101:leaf=-0.00498561468,cover=0
- 102:leaf=-0.000701937068,cover=0
- 52:[Ecc<1.21076584] yes=103,no=104,missing=103,gain=0.268055618,cover=187
- 103:leaf=0.00321793999,cover=0
- 104:leaf=-0.000838575594,cover=0
- 26:[Sulc0<-1.12931466] yes=53,no=54,missing=54,gain=0.251052976,cover=392
- 53:[Pol<32.323391] yes=105,no=106,missing=105,gain=0.0198274851,cover=21
- 105:leaf=0.00311231031,cover=0
- 106:leaf=0.00906061381,cover=0
- 54:[Pol<171.401581] yes=107,no=108,missing=107,gain=0.198782802,cover=371
- 107:leaf=0.0031197248,cover=0
- 108:leaf=-0.00204590615,cover=0
- 6:[PialCurv5<0.137877449] yes=13,no=14,missing=14,gain=1.5911361,cover=2924779
- 13:[Curv5<0.0407969989] yes=27,no=28,missing=27,gain=3.16834879,cover=2896835
- 27:[PialCurv5<0.0720715299] yes=55,no=56,missing=55,gain=6.51970434,cover=2812241
- 55:[Area5<0.765896857] yes=109,no=110,missing=109,gain=1.24047351,cover=2772437
- 109:leaf=1.79392355e-05,cover=0
- 110:leaf=-7.31960463e-05,cover=0
- 56:[Sulc0<-0.312649339] yes=111,no=112,missing=111,gain=3.67452669,cover=39804
- 111:leaf=-0.00044016834,cover=0
- 112:leaf=0.000859916036,cover=0
- 28:[PialCurv5<0.0567538291] yes=57,no=58,missing=57,gain=8.74765205,cover=84594
- 57:[Ecc<1.51801682] yes=113,no=114,missing=114,gain=6.17858839,cover=17322
- 113:leaf=-0.00300242985,cover=0
- 114:leaf=0.00094438449,cover=0
- 58:[Area5<0.756765008] yes=115,no=116,missing=115,gain=4.39511108,cover=67272
- 115:leaf=-0.00101842906,cover=0
- 116:leaf=-0.000202820127,cover=0
- 14:[Ecc<4.40349627] yes=29,no=30,missing=29,gain=2.74033499,cover=27944
- 29:[Ecc<1.79549146] yes=59,no=60,missing=60,gain=2.72261763,cover=7707
- 59:[LGI5<2.16230083] yes=117,no=118,missing=117,gain=2.22088361,cover=2255
- 117:leaf=-0.0194516126,cover=0
- 118:leaf=-0.000148014806,cover=0
- 60:[Pol<56.1920547] yes=119,no=120,missing=120,gain=2.93165016,cover=5452
- 119:leaf=-0.00771442149,cover=0
- 120:leaf=0.00193018594,cover=0
- 30:[LGI5<2.25075769] yes=61,no=62,missing=61,gain=2.5437026,cover=20237
- 61:[PialArea5<0.750515759] yes=121,no=122,missing=121,gain=0.623464823,cover=115
- 121:leaf=-0.000783115102,cover=0
- 122:leaf=0.00908244122,cover=0
- 62:[Ecc<5.4036684] yes=123,no=124,missing=123,gain=2.34378266,cover=20122
- 123:leaf=-0.00177901273,cover=0
- 124:leaf=0.000194901702,cover=0
-booster[1007]:
-0:[LGI5<3.35709596] yes=1,no=2,missing=1,gain=0.186314866,cover=5124388
- 1:[LGI5<3.33014965] yes=3,no=4,missing=4,gain=1.3050133,cover=4558363
- 3:[Ecc<28.7730255] yes=7,no=8,missing=7,gain=0.661483347,cover=4498312
- 7:[Sulc0<-0.540693521] yes=15,no=16,missing=15,gain=0.890711665,cover=4131409
- 15:[Ecc<4.73840666] yes=31,no=32,missing=31,gain=2.27338624,cover=1452924
- 31:[PialCurv5<-0.0789950639] yes=63,no=64,missing=63,gain=2.45319939,cover=830587
- 63:leaf=-2.11321021e-05,cover=0
- 64:leaf=0.000178148985,cover=0
- 32:[PialCurv5<-0.0948967114] yes=65,no=66,missing=65,gain=8.78727722,cover=622337
- 65:leaf=5.45177591e-06,cover=0
- 66:leaf=-0.00043847147,cover=0
- 16:[Pol<136.792099] yes=33,no=34,missing=33,gain=2.63297176,cover=2678485
- 33:[Ecc<13.6880245] yes=67,no=68,missing=67,gain=4.97357512,cover=2196713
- 67:leaf=-3.49603142e-05,cover=0
- 68:leaf=0.000164383833,cover=0
- 34:[Ecc<5.53207445] yes=69,no=70,missing=69,gain=12.1288338,cover=481772
- 69:leaf=-0.000276817678,cover=0
- 70:leaf=0.000283723086,cover=0
- 8:[Sulc0<0.474820405] yes=17,no=18,missing=17,gain=2.77025342,cover=366903
- 17:[PialCurv5<-0.0209923834] yes=35,no=36,missing=36,gain=6.40588188,cover=229929
- 35:[Pol<151.353775] yes=71,no=72,missing=71,gain=7.08152199,cover=149702
- 71:leaf=0.000290105847,cover=0
- 72:leaf=-0.000419451244,cover=0
- 36:[Pol<165.239029] yes=73,no=74,missing=73,gain=6.40653038,cover=80227
- 73:leaf=-0.000596008729,cover=0
- 74:leaf=0.00254655513,cover=0
- 18:[LGI5<2.52320862] yes=37,no=38,missing=37,gain=3.08506036,cover=136974
- 37:[Curv5<0.0635297745] yes=75,no=76,missing=75,gain=3.12472105,cover=312
- 75:leaf=0.0177695546,cover=0
- 76:leaf=0.00309236301,cover=0
- 38:[Ecc<44.7855835] yes=77,no=78,missing=77,gain=2.07911992,cover=136662
- 77:leaf=0.000208428522,cover=0
- 78:leaf=-0.000255465973,cover=0
- 4:[Ecc<18.3223667] yes=9,no=10,missing=10,gain=2.5551672,cover=60051
- 9:[Ecc<9.0678978] yes=19,no=20,missing=19,gain=2.60209608,cover=24976
- 19:[Ecc<6.92728615] yes=39,no=40,missing=40,gain=2.33617926,cover=4254
- 39:[Pol<138.971481] yes=79,no=80,missing=79,gain=2.55323577,cover=673
- 79:leaf=0.000271882833,cover=0
- 80:leaf=0.00823983084,cover=0
- 40:[Pol<115.563423] yes=81,no=82,missing=81,gain=1.17380548,cover=3581
- 81:leaf=-0.000895762176,cover=0
- 82:leaf=-0.0028798522,cover=0
- 20:[PialArea5<1.36541271] yes=41,no=42,missing=42,gain=0.829458833,cover=20722
- 41:[MidArea5<0.98915565] yes=83,no=84,missing=84,gain=0.925303221,cover=20509
- 83:leaf=0.000410232984,cover=0
- 84:leaf=-0.00153764465,cover=0
- 42:[Sulc0<-0.776109517] yes=85,no=86,missing=85,gain=1.28019512,cover=213
- 85:leaf=0.00757024158,cover=0
- 86:leaf=-0.000174918096,cover=0
- 10:[Pol<96.8070755] yes=21,no=22,missing=22,gain=4.42436504,cover=35075
- 21:[Area5<0.551487505] yes=43,no=44,missing=43,gain=2.17359948,cover=18012
- 43:[Pol<34.3003769] yes=87,no=88,missing=87,gain=1.65182424,cover=672
- 87:leaf=-0.0051596323,cover=0
- 88:leaf=-0.000202801704,cover=0
- 44:[MidArea5<0.535488486] yes=89,no=90,missing=89,gain=1.91754317,cover=17340
- 89:leaf=-0.00145856419,cover=0
- 90:leaf=0.000317071768,cover=0
- 22:[Pol<156.492447] yes=45,no=46,missing=45,gain=2.07698536,cover=17063
- 45:[PialCurv5<0.208232641] yes=91,no=92,missing=91,gain=3.58995819,cover=11272
- 91:leaf=-0.00194512866,cover=0
- 92:leaf=0.000238122098,cover=0
- 46:[PialCurv5<0.0193316489] yes=93,no=94,missing=94,gain=4.75763988,cover=5791
- 93:leaf=-0.000579720945,cover=0
- 94:leaf=0.00750663131,cover=0
- 2:[Sulc0<0.218763664] yes=5,no=6,missing=5,gain=2.78217769,cover=566025
- 5:[PialCurv5<0.0377402082] yes=11,no=12,missing=11,gain=5.0155592,cover=339210
- 11:[Ecc<10.147254] yes=23,no=24,missing=24,gain=4.49192953,cover=294266
- 23:[Pol<44.6807365] yes=47,no=48,missing=47,gain=6.42703152,cover=23047
- 47:[PialArea5<0.520672619] yes=95,no=96,missing=95,gain=3.41069818,cover=9261
- 95:leaf=0.00986691937,cover=0
- 96:leaf=0.000293954537,cover=0
- 48:[PialArea5<0.676429033] yes=97,no=98,missing=97,gain=5.09577656,cover=13786
- 97:leaf=0.00168675592,cover=0
- 98:leaf=-0.00161995646,cover=0
- 24:[Pol<135.419098] yes=49,no=50,missing=49,gain=3.58194113,cover=271219
- 49:[Pol<61.2046547] yes=99,no=100,missing=99,gain=5.59005594,cover=139721
- 99:leaf=0.000124844824,cover=0
- 100:leaf=0.000938423269,cover=0
- 50:[Sulc0<-0.370474488] yes=101,no=102,missing=101,gain=7.7028327,cover=131498
- 101:leaf=0.000270697143,cover=0
- 102:leaf=-0.000496289809,cover=0
- 12:[Ecc<8.7927618] yes=25,no=26,missing=25,gain=7.74050617,cover=44944
- 25:[Pol<7.58674097] yes=51,no=52,missing=51,gain=5.69101143,cover=2065
- 51:[Sulc0<0.00591620663] yes=103,no=104,missing=104,gain=1.96242559,cover=323
- 103:leaf=-0.00385514693,cover=0
- 104:leaf=0.00853229593,cover=0
- 52:[Area5<0.714116395] yes=105,no=106,missing=105,gain=4.40283394,cover=1742
- 105:leaf=0.00260497699,cover=0
- 106:leaf=0.00770760421,cover=0
- 26:[Ecc<11.6821251] yes=53,no=54,missing=53,gain=10.8309784,cover=42879
- 53:[LGI5<3.55025291] yes=107,no=108,missing=107,gain=3.2181716,cover=5843
- 107:leaf=-0.00232996047,cover=0
- 108:leaf=0.000196544803,cover=0
- 54:[Pol<143.959366] yes=109,no=110,missing=109,gain=9.10853767,cover=37036
- 109:leaf=0.000453756627,cover=0
- 110:leaf=0.00265867705,cover=0
- 6:[Pol<43.7633247] yes=13,no=14,missing=13,gain=5.92930079,cover=226815
- 13:[LGI5<3.41813922] yes=27,no=28,missing=27,gain=6.66910982,cover=16148
- 27:[Ecc<26.4278679] yes=55,no=56,missing=55,gain=2.99326992,cover=3245
- 55:[Area5<0.731406808] yes=111,no=112,missing=112,gain=0.757254243,cover=69
- 111:leaf=-0.00293748523,cover=0
- 112:leaf=-0.0135909533,cover=0
- 56:[PialArea5<0.542192638] yes=113,no=114,missing=113,gain=3.20498466,cover=3176
- 113:leaf=0.00866101589,cover=0
- 114:leaf=0.00261328113,cover=0
- 28:[Ecc<20.7119312] yes=57,no=58,missing=58,gain=3.42091298,cover=12903
- 57:[Ecc<10.0121937] yes=115,no=116,missing=115,gain=0.457346916,cover=13
- 115:leaf=0.00188017287,cover=0
- 116:leaf=0.028705731,cover=0
- 58:[LGI5<3.84897733] yes=117,no=118,missing=118,gain=1.75211275,cover=12890
- 117:leaf=0.000474422442,cover=0
- 118:leaf=-0.00145417091,cover=0
- 14:[Pol<136.095428] yes=29,no=30,missing=29,gain=5.83128357,cover=210667
- 29:[PialCurv5<0.185672894] yes=59,no=60,missing=59,gain=9.04301357,cover=194875
- 59:[Sulc0<0.636906147] yes=119,no=120,missing=119,gain=4.42813206,cover=103453
- 119:leaf=-0.000819544599,cover=0
- 120:leaf=-0.000137927025,cover=0
- 60:[Pol<56.1920547] yes=121,no=122,missing=121,gain=2.54114747,cover=91422
- 121:leaf=0.00195829524,cover=0
- 122:leaf=7.05950151e-05,cover=0
- 30:[PialArea5<0.772500634] yes=61,no=62,missing=61,gain=6.93070698,cover=15792
- 61:[LGI5<3.41813922] yes=123,no=124,missing=123,gain=9.13873959,cover=8350
- 123:leaf=0.0047607529,cover=0
- 124:leaf=0.000829659402,cover=0
- 62:[PialCurv5<0.0377402082] yes=125,no=126,missing=125,gain=6.17730665,cover=7442
- 125:leaf=-0.00111984496,cover=0
- 126:leaf=0.00238257251,cover=0
-booster[1008]:
-0:[LGI5<3.35709596] yes=1,no=2,missing=2,gain=0.168209463,cover=5124388
- 1:[LGI5<3.33014965] yes=3,no=4,missing=3,gain=1.17768657,cover=4558363
- 3:[Ecc<28.7730255] yes=7,no=8,missing=8,gain=0.596921742,cover=4498312
- 7:[Sulc0<0.779008448] yes=15,no=16,missing=15,gain=0.869237661,cover=4131409
- 15:[Sulc0<-0.540693521] yes=31,no=32,missing=31,gain=1.08892596,cover=3975880
- 31:[Ecc<4.8056078] yes=63,no=64,missing=63,gain=2.05365777,cover=1452924
- 63:leaf=2.61745481e-05,cover=0
- 64:leaf=-9.41339167e-05,cover=0
- 32:[Ecc<4.73840666] yes=65,no=66,missing=65,gain=2.40120506,cover=2522956
- 65:leaf=-4.78518959e-05,cover=0
- 66:leaf=6.03033186e-05,cover=0
- 16:[Pol<65.1286774] yes=33,no=34,missing=34,gain=4.48648977,cover=155529
- 33:[PialCurv5<0.0567538291] yes=67,no=68,missing=68,gain=1.47278738,cover=348
- 67:leaf=-0.00887875352,cover=0
- 68:leaf=0.00627194345,cover=0
- 34:[Area5<0.692729533] yes=69,no=70,missing=69,gain=4.23769999,cover=155181
- 69:leaf=0.000174091867,cover=0
- 70:leaf=-0.000352909468,cover=0
- 8:[LGI5<2.61550069] yes=17,no=18,missing=17,gain=2.72194338,cover=366903
- 17:[Pol<123.615685] yes=35,no=36,missing=35,gain=4.41487122,cover=4814
- 35:[Area5<0.746306419] yes=71,no=72,missing=72,gain=1.07228088,cover=3747
- 71:leaf=-0.00144759833,cover=0
- 72:leaf=-0.0032391299,cover=0
- 36:[LGI5<2.51629615] yes=73,no=74,missing=73,gain=2.67889667,cover=1067
- 73:leaf=0.00769484742,cover=0
- 74:leaf=0.000565525319,cover=0
- 18:[Area5<0.693521142] yes=37,no=38,missing=37,gain=2.72379136,cover=362089
- 37:[LGI5<3.26095963] yes=75,no=76,missing=75,gain=5.40225649,cover=133755
- 75:leaf=-0.000353673648,cover=0
- 76:leaf=0.000558884814,cover=0
- 38:[LGI5<3.17022181] yes=77,no=78,missing=77,gain=3.97206903,cover=228334
- 77:leaf=0.000213940148,cover=0
- 78:leaf=-0.000221924696,cover=0
- 4:[Pol<135.419098] yes=9,no=10,missing=10,gain=2.30876851,cover=60051
- 9:[Sulc0<0.193122864] yes=19,no=20,missing=19,gain=2.08406115,cover=42766
- 19:[Curv5<-0.106344692] yes=39,no=40,missing=39,gain=2.51322937,cover=20929
- 39:[PialArea5<1.36541271] yes=79,no=80,missing=79,gain=1.27086008,cover=11049
- 79:leaf=-0.000280951295,cover=0
- 80:leaf=0.00289271655,cover=0
- 40:[PialCurv5<-0.072655201] yes=81,no=82,missing=81,gain=3.27844501,cover=9880
- 81:leaf=0.00462919287,cover=0
- 82:leaf=0.000686757441,cover=0
- 20:[Curv5<-0.119937547] yes=41,no=42,missing=41,gain=2.51136851,cover=21837
- 41:[Pol<20.2198563] yes=83,no=84,missing=83,gain=1.19327474,cover=339
- 83:leaf=-0.0143540744,cover=0
- 84:leaf=-0.00371283339,cover=0
- 42:[PialCurv5<0.275165707] yes=85,no=86,missing=85,gain=2.05614424,cover=21498
- 85:leaf=-0.000574741513,cover=0
- 86:leaf=0.000570846489,cover=0
- 10:[Ecc<14.694541] yes=21,no=22,missing=22,gain=3.48465919,cover=17285
- 21:[Area5<0.790145099] yes=43,no=44,missing=43,gain=3.85902357,cover=4407
- 43:[Sulc0<0.317313671] yes=87,no=88,missing=88,gain=2.31757927,cover=4060
- 87:leaf=0.0010255276,cover=0
- 88:leaf=-0.014892498,cover=0
- 44:[Curv5<-0.048490826] yes=89,no=90,missing=89,gain=3.60269356,cover=347
- 89:leaf=-0.00111013185,cover=0
- 90:leaf=-0.0120843798,cover=0
- 22:[Pol<153.554306] yes=45,no=46,missing=45,gain=3.75113583,cover=12878
- 45:[Ecc<21.7409172] yes=91,no=92,missing=91,gain=1.86765766,cover=4893
- 91:leaf=-0.00342987641,cover=0
- 92:leaf=-0.00142923475,cover=0
- 46:[PialCurv5<0.104427323] yes=93,no=94,missing=93,gain=3.75254703,cover=7985
- 93:leaf=-0.000606301241,cover=0
- 94:leaf=0.007457003,cover=0
- 2:[Ecc<6.10119486] yes=5,no=6,missing=6,gain=2.72503805,cover=566025
- 5:[PialArea5<1.05055559] yes=11,no=12,missing=11,gain=3.6366725,cover=721
- 11:[PialCurv5<0.000298873958] yes=23,no=24,missing=23,gain=1.7652998,cover=504
- 23:[Pol<18.1680222] yes=47,no=48,missing=48,gain=2.76267242,cover=426
- 47:[Area5<0.691153347] yes=95,no=96,missing=95,gain=1.42868233,cover=158
- 95:leaf=0.00243967888,cover=0
- 96:leaf=-0.00723321224,cover=0
- 48:[Area5<0.513795495] yes=97,no=98,missing=98,gain=0.539720535,cover=268
- 97:leaf=-0.00470911385,cover=0
- 98:leaf=-0.0107566016,cover=0
- 24:[PialArea5<0.914612174] yes=49,no=50,missing=50,gain=0.222883731,cover=78
- 49:[Sulc0<-0.101085678] yes=99,no=100,missing=99,gain=0.200671941,cover=74
- 99:leaf=0.00436431402,cover=0
- 100:leaf=-0.000863993191,cover=0
- 50:[Ecc<4.73840666] yes=101,no=102,missing=101,gain=0.0305600017,cover=4
- 101:leaf=-0.0106931869,cover=0
- 102:leaf=-0.000447592145,cover=0
- 12:[Pol<152.092255] yes=25,no=26,missing=25,gain=1.07612634,cover=217
- 25:[Pol<22.2436924] yes=51,no=52,missing=52,gain=0.944867909,cover=205
- 51:[PialArea5<1.29873812] yes=103,no=104,missing=103,gain=1.27172315,cover=127
- 103:leaf=0.00844362658,cover=0
- 104:leaf=-0.00159907935,cover=0
- 52:[Sulc0<-0.498973608] yes=105,no=106,missing=105,gain=0.319776863,cover=78
- 105:leaf=-0.00353436358,cover=0
- 106:leaf=0.0110422289,cover=0
- 26:[Pol<175.643188] yes=53,no=54,missing=53,gain=0.0158605576,cover=12
- 53:leaf=0.0169983469,cover=0
- 54:leaf=0.00406292081,cover=0
- 6:[Sulc0<0.218763664] yes=13,no=14,missing=13,gain=2.66832209,cover=565304
- 13:[PialCurv5<0.0377402082] yes=27,no=28,missing=28,gain=4.35405445,cover=338489
- 27:[Ecc<10.147254] yes=55,no=56,missing=55,gain=3.02228093,cover=293610
- 55:[Sulc0<-0.351394534] yes=107,no=108,missing=107,gain=6.84614325,cover=22391
- 107:leaf=2.33637093e-05,cover=0
- 108:leaf=-0.00194332504,cover=0
- 56:[Pol<134.081207] yes=109,no=110,missing=109,gain=3.23644829,cover=271219
- 109:leaf=0.000264572242,cover=0
- 110:leaf=-8.09104167e-05,cover=0
- 28:[Ecc<8.7927618] yes=57,no=58,missing=57,gain=6.99850512,cover=44879
- 57:[Pol<7.58674097] yes=111,no=112,missing=112,gain=5.25292492,cover=2000
- 111:leaf=-0.00236540986,cover=0
- 112:leaf=0.00459176395,cover=0
- 58:[Ecc<11.6821251] yes=113,no=114,missing=113,gain=9.77517891,cover=42879
- 113:leaf=-0.00145815674,cover=0
- 114:leaf=0.000742202334,cover=0
- 14:[Pol<43.7633247] yes=29,no=30,missing=29,gain=5.35200167,cover=226815
- 29:[LGI5<3.41813922] yes=59,no=60,missing=60,gain=6.01789761,cover=16148
- 59:[PialCurv5<0.104427323] yes=115,no=116,missing=115,gain=3.04270935,cover=3245
- 115:leaf=0.00355804712,cover=0
- 116:leaf=-2.79321976e-05,cover=0
- 60:[Ecc<20.7119312] yes=117,no=118,missing=117,gain=3.11615944,cover=12903
- 117:leaf=0.0238666777,cover=0
- 118:leaf=0.000264401868,cover=0
- 30:[Pol<87.3220139] yes=61,no=62,missing=62,gain=5.27809238,cover=210667
- 61:[LGI5<3.58443618] yes=119,no=120,missing=119,gain=6.57064295,cover=74097
- 119:leaf=-0.000873525743,cover=0
- 120:leaf=9.98798787e-05,cover=0
- 62:[Sulc0<0.779008448] yes=121,no=122,missing=122,gain=4.88559341,cover=136570
- 121:leaf=-0.000213451029,cover=0
- 122:leaf=0.000407171756,cover=0
-booster[1009]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=2,gain=0.164515316,cover=5124388
- 1:[Pol<48.3047981] yes=3,no=4,missing=3,gain=2.69749379,cover=2198906
- 3:[Area5<0.65839982] yes=7,no=8,missing=7,gain=4.8416605,cover=116413
- 7:[LGI5<3.11198854] yes=15,no=16,missing=16,gain=3.90238905,cover=57146
- 15:[LGI5<2.96218491] yes=31,no=32,missing=31,gain=3.33158398,cover=37683
- 31:[PialCurv5<-0.0314326771] yes=63,no=64,missing=63,gain=2.44501901,cover=31666
- 63:leaf=0.000245565549,cover=0
- 64:leaf=-0.000760471332,cover=0
- 32:[Sulc0<0.176289052] yes=65,no=66,missing=65,gain=4.01048088,cover=6017
- 65:leaf=0.000790017599,cover=0
- 66:leaf=0.00473686028,cover=0
- 16:[Sulc0<0.464385748] yes=33,no=34,missing=33,gain=3.85708547,cover=19463
- 33:[LGI5<3.21041465] yes=67,no=68,missing=68,gain=3.7742691,cover=18543
- 67:leaf=-0.00207834202,cover=0
- 68:leaf=-0.000426534418,cover=0
- 34:[Pol<38.1036148] yes=69,no=70,missing=69,gain=3.98188186,cover=920
- 69:leaf=-0.00066413614,cover=0
- 70:leaf=0.0059164362,cover=0
- 8:[Ecc<2.07756257] yes=17,no=18,missing=17,gain=6.25375748,cover=59267
- 17:[Ecc<1.05247808] yes=35,no=36,missing=36,gain=3.82843971,cover=3979
- 35:[Sulc0<-0.457356662] yes=71,no=72,missing=71,gain=4.08004379,cover=1834
- 71:leaf=0.00345712202,cover=0
- 72:leaf=-0.00145823578,cover=0
- 36:[PialCurv5<0.0932018384] yes=73,no=74,missing=73,gain=4.63528728,cover=2145
- 73:leaf=-0.00415658765,cover=0
- 74:leaf=0.00119317777,cover=0
- 18:[LGI5<2.33929968] yes=37,no=38,missing=38,gain=9.24920654,cover=55288
- 37:[Pol<32.323391] yes=75,no=76,missing=75,gain=4.31178474,cover=379
- 75:leaf=0.0121147512,cover=0
- 76:leaf=0.000700977573,cover=0
- 38:[LGI5<2.37224698] yes=77,no=78,missing=77,gain=8.52284908,cover=54909
- 77:leaf=-0.00773814786,cover=0
- 78:leaf=0.000670896319,cover=0
- 4:[Ecc<43.8470497] yes=9,no=10,missing=9,gain=2.20890498,cover=2082493
- 9:[Area5<0.818724692] yes=19,no=20,missing=19,gain=1.88377559,cover=2034720
- 19:[Pol<89.1530609] yes=39,no=40,missing=39,gain=1.81752753,cover=1985424
- 39:[Sulc0<-0.413983464] yes=79,no=80,missing=79,gain=7.81449938,cover=534122
- 79:leaf=-0.000758790353,cover=0
- 80:leaf=-4.62823045e-05,cover=0
- 40:[Ecc<11.6821251] yes=81,no=82,missing=81,gain=4.07831717,cover=1451302
- 81:leaf=6.15965619e-05,cover=0
- 82:leaf=-0.000120247147,cover=0
- 20:[Curv5<-0.0708468556] yes=41,no=42,missing=42,gain=2.92724323,cover=49296
- 41:[Sulc0<-0.137935251] yes=83,no=84,missing=83,gain=3.56184363,cover=693
- 83:leaf=0.00515365181,cover=0
- 84:leaf=-0.00429243082,cover=0
- 42:[Sulc0<-0.047846999] yes=85,no=86,missing=85,gain=3.0054152,cover=48603
- 85:leaf=-0.00121472543,cover=0
- 86:leaf=0.000349725597,cover=0
- 10:[Curv5<0.186949074] yes=21,no=22,missing=21,gain=1.81803036,cover=47773
- 21:[PialCurv5<-0.149745584] yes=43,no=44,missing=43,gain=1.49235153,cover=41272
- 43:[LGI5<2.85840034] yes=87,no=88,missing=88,gain=0.967431784,cover=807
- 87:leaf=-0.00218771468,cover=0
- 88:leaf=0.0024249542,cover=0
- 44:[Curv5<-0.0983823985] yes=89,no=90,missing=90,gain=2.12007666,cover=40465
- 89:leaf=-0.00173377048,cover=0
- 90:leaf=-0.000416061055,cover=0
- 22:[PialCurv5<0.204323933] yes=45,no=46,missing=46,gain=1.19229734,cover=6501
- 45:[Pol<72.6247101] yes=91,no=92,missing=91,gain=0.789882421,cover=414
- 91:leaf=-0.0051057185,cover=0
- 92:leaf=-0.000549356104,cover=0
- 46:[Area5<0.802302957] yes=93,no=94,missing=93,gain=0.959867001,cover=6087
- 93:leaf=0.000769460283,cover=0
- 94:leaf=-0.00165529735,cover=0
- 2:[MidArea5<0.552703321] yes=5,no=6,missing=5,gain=2.02025199,cover=2925482
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=0.303206205,cover=703
- 11:[LGI5<2.43374896] yes=23,no=24,missing=23,gain=0.368771076,cover=91
- 23:[LGI5<2.3969903] yes=47,no=48,missing=48,gain=0.208988786,cover=63
- 47:[PialCurv5<-0.111886919] yes=95,no=96,missing=95,gain=0.0941928625,cover=53
- 95:leaf=0.00511982618,cover=0
- 96:leaf=0.0122386357,cover=0
- 48:[Ecc<0.567370772] yes=97,no=98,missing=98,gain=0.131961584,cover=10
- 97:leaf=0.00358622079,cover=0
- 98:leaf=0.0173937436,cover=0
- 24:[Pol<133.406311] yes=49,no=50,missing=49,gain=0.0531406328,cover=28
- 49:[Ecc<0.513775289] yes=99,no=100,missing=99,gain=0.0211195294,cover=24
- 99:leaf=-0.00218643318,cover=0
- 100:leaf=0.000746889447,cover=0
- 50:leaf=0.00525660301,cover=0
- 12:[Ecc<1.62447274] yes=25,no=26,missing=25,gain=0.235074162,cover=612
- 25:[PialCurv5<-0.164281175] yes=51,no=52,missing=52,gain=0.383062094,cover=220
- 51:[PialArea5<0.772500634] yes=101,no=102,missing=101,gain=0.0349763483,cover=33
- 101:leaf=-0.00474515697,cover=0
- 102:leaf=-0.000671447837,cover=0
- 52:[Ecc<1.21076584] yes=103,no=104,missing=103,gain=0.242160082,cover=187
- 103:leaf=0.00305799884,cover=0
- 104:leaf=-0.000797594606,cover=0
- 26:[Sulc0<-1.12931466] yes=53,no=54,missing=53,gain=0.229067087,cover=392
- 53:[Ecc<2.07756257] yes=105,no=106,missing=106,gain=0.0185334086,cover=21
- 105:leaf=0.000645327556,cover=0
- 106:leaf=0.00832005218,cover=0
- 54:[Ecc<2.3695333] yes=107,no=108,missing=107,gain=0.191918612,cover=371
- 107:leaf=0.00431091478,cover=0
- 108:leaf=0.00188995083,cover=0
- 6:[PialCurv5<0.122354448] yes=13,no=14,missing=13,gain=1.42060089,cover=2924779
- 13:[Curv5<0.0407969989] yes=27,no=28,missing=27,gain=3.29727173,cover=2885383
- 27:[PialCurv5<0.0720715299] yes=55,no=56,missing=55,gain=5.5697155,cover=2808853
- 55:[Area5<0.663006425] yes=109,no=110,missing=109,gain=1.15111709,cover=2772437
- 109:leaf=4.06653489e-05,cover=0
- 110:leaf=-2.43543855e-05,cover=0
- 56:[Sulc0<-0.312649339] yes=111,no=112,missing=111,gain=3.76624298,cover=36416
- 111:leaf=-0.000525373383,cover=0
- 112:leaf=0.000850713754,cover=0
- 28:[PialCurv5<0.0567538291] yes=57,no=58,missing=57,gain=8.74753666,cover=76530
- 57:[PialCurv5<-0.0133872591] yes=113,no=114,missing=113,gain=5.78668785,cover=17322
- 113:leaf=-0.00305039994,cover=0
- 114:leaf=0.000892094278,cover=0
- 58:[Area5<0.759248734] yes=115,no=116,missing=115,gain=5.46829891,cover=59208
- 115:leaf=-0.00113344425,cover=0
- 116:leaf=-0.000168879778,cover=0
- 14:[LGI5<2.3969903] yes=29,no=30,missing=29,gain=3.46233177,cover=39396
- 29:[Ecc<1.62447274] yes=59,no=60,missing=59,gain=2.17280626,cover=6041
- 59:[LGI5<2.16230083] yes=117,no=118,missing=118,gain=2.46086526,cover=1207
- 117:leaf=-0.0193799064,cover=0
- 118:leaf=-0.000220900431,cover=0
- 60:[Area5<0.715747833] yes=119,no=120,missing=119,gain=1.6449523,cover=4834
- 119:leaf=0.00349395326,cover=0
- 120:leaf=0.00135268166,cover=0
- 30:[Pol<21.2328167] yes=61,no=62,missing=62,gain=1.75481355,cover=33355
- 61:[LGI5<2.91278505] yes=121,no=122,missing=121,gain=3.30503821,cover=457
- 121:leaf=-0.00950338133,cover=0
- 122:leaf=-0.000206768382,cover=0
- 62:[Pol<92.7492142] yes=123,no=124,missing=123,gain=1.92970598,cover=32898
- 123:leaf=0.000626067515,cover=0
- 124:leaf=-0.000158500465,cover=0
-booster[1010]:
-0:[LGI5<3.35709596] yes=1,no=2,missing=1,gain=0.168245971,cover=5124388
- 1:[LGI5<3.33014965] yes=3,no=4,missing=4,gain=1.04912579,cover=4558363
- 3:[Pol<46.5024796] yes=7,no=8,missing=7,gain=0.537953317,cover=4498312
- 7:[Ecc<13.6880245] yes=15,no=16,missing=16,gain=5.25011826,cover=839925
- 15:[Curv5<-0.222158164] yes=31,no=32,missing=31,gain=2.85008812,cover=570128
- 31:[LGI5<2.73607373] yes=63,no=64,missing=63,gain=3.19728422,cover=192025
- 63:leaf=-0.000250435929,cover=0
- 64:leaf=0.000183591954,cover=0
- 32:[Area5<0.786000133] yes=65,no=66,missing=65,gain=5.11515617,cover=378103
- 65:leaf=0.000214354019,cover=0
- 66:leaf=-0.000267823314,cover=0
- 16:[Pol<13.2006302] yes=33,no=34,missing=34,gain=8.87250328,cover=269797
- 33:[Curv5<-0.119937547] yes=67,no=68,missing=67,gain=4.39120102,cover=87085
- 67:leaf=1.23787895e-05,cover=0
- 68:leaf=0.000879532483,cover=0
- 34:[Ecc<19.4699688] yes=69,no=70,missing=69,gain=10.8135347,cover=182712
- 69:leaf=-0.00110189605,cover=0
- 70:leaf=-0.000200403418,cover=0
- 8:[Ecc<14.9070177] yes=17,no=18,missing=18,gain=2.2558043,cover=3658387
- 17:[Pol<73.3354874] yes=35,no=36,missing=35,gain=4.15518284,cover=2989347
- 35:[Sulc0<0.0214736983] yes=71,no=72,missing=72,gain=37.7515144,cover=452677
- 71:leaf=1.8897028e-05,cover=0
- 72:leaf=-0.00138283742,cover=0
- 36:[LGI5<2.96780801] yes=73,no=74,missing=73,gain=6.92996264,cover=2536670
- 73:leaf=-1.55292964e-05,cover=0
- 74:leaf=0.000243959366,cover=0
- 18:[Pol<76.1517639] yes=37,no=38,missing=38,gain=21.0400429,cover=669040
- 37:[Curv5<0.0100963581] yes=75,no=76,missing=75,gain=27.3504028,cover=138194
- 75:leaf=0.00166699011,cover=0
- 76:leaf=0.000158438415,cover=0
- 38:[LGI5<2.95653391] yes=77,no=78,missing=77,gain=6.56792545,cover=530846
- 77:leaf=0.000230347083,cover=0
- 78:leaf=-0.000161674907,cover=0
- 4:[Ecc<18.3223667] yes=9,no=10,missing=10,gain=2.18606567,cover=60051
- 9:[Ecc<9.0678978] yes=19,no=20,missing=19,gain=2.41998601,cover=24976
- 19:[Ecc<6.81643343] yes=39,no=40,missing=40,gain=2.09094691,cover=4254
- 39:[Area5<0.691153347] yes=79,no=80,missing=79,gain=2.49282622,cover=608
- 79:leaf=-0.000876063947,cover=0
- 80:leaf=0.00563287456,cover=0
- 40:[PialCurv5<-0.0990834236] yes=81,no=82,missing=81,gain=1.05633712,cover=3646
- 81:leaf=-0.000172267319,cover=0
- 82:leaf=-0.00198579929,cover=0
- 20:[Area5<0.567154288] yes=41,no=42,missing=42,gain=0.766657114,cover=20722
- 41:[MidArea5<0.53022486] yes=83,no=84,missing=83,gain=1.9967612,cover=1287
- 83:leaf=-0.00205540727,cover=0
- 84:leaf=0.0026245683,cover=0
- 42:[Sulc0<-0.137935251] yes=85,no=86,missing=85,gain=1.22789216,cover=19435
- 85:leaf=-8.66072005e-05,cover=0
- 86:leaf=0.000709215528,cover=0
- 10:[Pol<96.8070755] yes=21,no=22,missing=22,gain=3.70837688,cover=35075
- 21:[MidArea5<0.53022486] yes=43,no=44,missing=43,gain=1.96337104,cover=18012
- 43:[Ecc<22.4429302] yes=87,no=88,missing=87,gain=1.56629765,cover=1768
- 87:leaf=-0.00437726639,cover=0
- 88:leaf=-0.000764093653,cover=0
- 44:[Curv5<-0.106344692] yes=89,no=90,missing=89,gain=2.51790714,cover=16244
- 89:leaf=-0.000830566045,cover=0
- 90:leaf=0.000580618333,cover=0
- 22:[Pol<159.435425] yes=45,no=46,missing=45,gain=1.82546139,cover=17063
- 45:[MidArea5<0.701709926] yes=91,no=92,missing=92,gain=3.23726273,cover=11904
- 91:leaf=-0.000472627667,cover=0
- 92:leaf=-0.00212331675,cover=0
- 46:[PialCurv5<0.0128733069] yes=93,no=94,missing=93,gain=3.57644534,cover=5159
- 93:leaf=-0.000431666063,cover=0
- 94:leaf=0.00753361359,cover=0
- 2:[Ecc<27.7987404] yes=5,no=6,missing=5,gain=2.51955748,cover=566025
- 5:[Sulc0<-0.569364369] yes=11,no=12,missing=11,gain=3.37622142,cover=371593
- 11:[LGI5<3.70550299] yes=23,no=24,missing=23,gain=1.4274683,cover=101767
- 23:[PialCurv5<-0.167439327] yes=47,no=48,missing=47,gain=1.99757147,cover=84043
- 47:[LGI5<3.38720298] yes=95,no=96,missing=95,gain=1.37797713,cover=7053
- 95:leaf=0.00132070365,cover=0
- 96:leaf=-0.00078910304,cover=0
- 48:[Area5<0.453641325] yes=97,no=98,missing=97,gain=1.90189624,cover=76990
- 97:leaf=0.00426945137,cover=0
- 98:leaf=0.000338812388,cover=0
- 24:[Curv5<-0.180574343] yes=49,no=50,missing=49,gain=2.08314586,cover=17724
- 49:[Ecc<10.2861843] yes=99,no=100,missing=99,gain=1.18659985,cover=12607
- 99:leaf=0.00273581222,cover=0
- 100:leaf=4.20268552e-05,cover=0
- 50:[Pol<72.6247101] yes=101,no=102,missing=101,gain=2.32866168,cover=5117
- 101:leaf=-0.00173137092,cover=0
- 102:leaf=0.000639612495,cover=0
- 12:[Pol<130.822815] yes=25,no=26,missing=25,gain=3.97059488,cover=269826
- 25:[Sulc0<0.218763664] yes=51,no=52,missing=52,gain=5.46241617,cover=193284
- 51:[Ecc<11.6821251] yes=103,no=104,missing=103,gain=6.98925209,cover=84260
- 103:leaf=-0.000600813597,cover=0
- 104:leaf=0.000515353051,cover=0
- 52:[PialCurv5<0.15079549] yes=105,no=106,missing=105,gain=8.65623665,cover=109024
- 105:leaf=-0.000805318763,cover=0
- 106:leaf=0.000105298139,cover=0
- 26:[Curv5<0.0365542509] yes=53,no=54,missing=53,gain=9.6936121,cover=76542
- 53:[Sulc0<-0.351394534] yes=107,no=108,missing=108,gain=6.53309155,cover=61018
- 107:leaf=-1.81223186e-05,cover=0
- 108:leaf=-0.00110683066,cover=0
- 54:[Ecc<8.97079182] yes=109,no=110,missing=110,gain=8.10604954,cover=15524
- 109:leaf=0.00869823154,cover=0
- 110:leaf=0.000505003904,cover=0
- 6:[LGI5<3.41813922] yes=13,no=14,missing=13,gain=5.26178503,cover=194432
- 13:[Pol<43.7633247] yes=27,no=28,missing=27,gain=6.27133322,cover=38818
- 27:[PialArea5<0.550757647] yes=55,no=56,missing=55,gain=5.07951546,cover=10498
- 55:[PialCurv5<0.171042696] yes=111,no=112,missing=111,gain=2.89231777,cover=321
- 111:leaf=0.0109394481,cover=0
- 112:leaf=0.000478232105,cover=0
- 56:[Area5<0.628069878] yes=113,no=114,missing=114,gain=5.73483467,cover=10177
- 113:leaf=-0.00189073221,cover=0
- 114:leaf=0.00195074861,cover=0
- 28:[Pol<78.2110443] yes=57,no=58,missing=57,gain=2.62816811,cover=28320
- 57:[Curv5<-0.024997253] yes=115,no=116,missing=115,gain=8.75962639,cover=6912
- 115:leaf=0.00765833352,cover=0
- 116:leaf=-0.000928431225,cover=0
- 58:[Curv5<-0.0179657843] yes=117,no=118,missing=117,gain=3.53684616,cover=21408
- 117:leaf=-1.74363286e-05,cover=0
- 118:leaf=0.00127145112,cover=0
- 14:[Pol<118.191307] yes=29,no=30,missing=29,gain=6.19151163,cover=155614
- 29:[LGI5<3.60428405] yes=59,no=60,missing=59,gain=3.26909781,cover=98695
- 59:[Area5<0.77338779] yes=119,no=120,missing=119,gain=4.81517506,cover=58011
- 119:leaf=-0.000702003599,cover=0
- 120:leaf=0.000349689595,cover=0
- 60:[Area5<0.741095543] yes=121,no=122,missing=121,gain=7.3897028,cover=40684
- 121:leaf=0.000730076979,cover=0
- 122:leaf=-0.000631329021,cover=0
- 30:[LGI5<3.55025291] yes=61,no=62,missing=62,gain=4.1966877,cover=56919
- 61:[LGI5<3.44046211] yes=123,no=124,missing=124,gain=5.58336449,cover=24893
- 123:leaf=-0.000531401602,cover=0
- 124:leaf=0.00132394512,cover=0
- 62:[PialCurv5<-0.0314326771] yes=125,no=126,missing=125,gain=3.44550037,cover=32026
- 125:leaf=-0.000255336752,cover=0
- 126:leaf=0.000884243404,cover=0
-booster[1011]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=2,gain=0.162749261,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=4,gain=0.347163528,cover=5064338
- 3:[Pol<124.735107] yes=7,no=8,missing=7,gain=0.189256743,cover=5048039
- 7:[PialCurv5<-0.0931780562] yes=15,no=16,missing=15,gain=1.88478076,cover=3388089
- 15:[Curv5<-0.138079464] yes=31,no=32,missing=31,gain=23.2330589,cover=794316
- 31:[Ecc<3.29132295] yes=63,no=64,missing=63,gain=3.61591768,cover=751154
- 63:leaf=-0.000157068949,cover=0
- 64:leaf=7.44124409e-05,cover=0
- 32:[PialCurv5<-0.126528949] yes=65,no=66,missing=66,gain=10.2677765,cover=43162
- 65:leaf=-0.00121342239,cover=0
- 66:leaf=0.00143604213,cover=0
- 16:[Curv5<-0.171285838] yes=33,no=34,missing=33,gain=7.35511732,cover=2593773
- 33:[Pol<18.1680222] yes=67,no=68,missing=67,gain=3.51163101,cover=72615
- 67:leaf=-0.000118680058,cover=0
- 68:leaf=0.000674379,cover=0
- 34:[Curv5<-0.0773924068] yes=69,no=70,missing=69,gain=5.62347412,cover=2521158
- 69:leaf=-0.000207381818,cover=0
- 70:leaf=-8.22354104e-06,cover=0
- 8:[Ecc<10.426198] yes=17,no=18,missing=17,gain=2.91110444,cover=1659950
- 17:[LGI5<2.75211287] yes=35,no=36,missing=36,gain=8.29852104,cover=994582
- 35:[Sulc0<0.299089104] yes=71,no=72,missing=71,gain=4.49059153,cover=788510
- 71:leaf=4.53055145e-06,cover=0
- 72:leaf=-0.0013494587,cover=0
- 36:[Pol<151.353775] yes=73,no=74,missing=73,gain=17.8984947,cover=206072
- 73:leaf=0.000880517997,cover=0
- 74:leaf=-5.92290489e-05,cover=0
- 18:[Ecc<31.520586] yes=37,no=38,missing=37,gain=6.08443356,cover=665368
- 37:[Pol<146.864227] yes=75,no=76,missing=75,gain=7.93022919,cover=527875
- 75:leaf=-0.000381727965,cover=0
- 76:leaf=1.381327e-05,cover=0
- 38:[Pol<148.336472] yes=77,no=78,missing=78,gain=7.25568962,cover=137493
- 77:leaf=0.000718165596,cover=0
- 78:leaf=-4.07370208e-05,cover=0
- 4:[PialCurv5<-0.0868030339] yes=9,no=10,missing=10,gain=2.39425111,cover=16299
- 9:[Curv5<-0.0943295062] yes=19,no=20,missing=19,gain=1.99555314,cover=13616
- 19:[Sulc0<-0.145219594] yes=39,no=40,missing=39,gain=1.41735494,cover=13537
- 39:[Area5<0.741095543] yes=79,no=80,missing=79,gain=1.51784658,cover=13524
- 79:leaf=0.000309880794,cover=0
- 80:leaf=-0.00109090086,cover=0
- 40:[Sulc0<-0.0250212289] yes=81,no=82,missing=81,gain=0.145022631,cover=13
- 81:leaf=0.0180844497,cover=0
- 82:leaf=0.00225930219,cover=0
- 20:[PialCurv5<-0.0886472985] yes=41,no=42,missing=41,gain=1.49673128,cover=79
- 41:[PialCurv5<-0.117370568] yes=83,no=84,missing=84,gain=0.717301846,cover=69
- 83:leaf=0.0143273277,cover=0
- 84:leaf=-0.0113948835,cover=0
- 42:[Ecc<6.10119486] yes=85,no=86,missing=85,gain=0.419276208,cover=10
- 85:leaf=0.0184605774,cover=0
- 86:leaf=-0.000961921643,cover=0
- 10:[Sulc0<-0.745069146] yes=21,no=22,missing=21,gain=0.896087885,cover=2683
- 21:[Curv5<-0.0413376503] yes=43,no=44,missing=43,gain=2.1078639,cover=1423
- 43:[LGI5<2.23211861] yes=87,no=88,missing=88,gain=1.14172029,cover=1418
- 87:leaf=0.00220427569,cover=0
- 88:leaf=-0.00299861818,cover=0
- 44:[Pol<52.7894325] yes=89,no=90,missing=89,gain=0.856934071,cover=5
- 89:leaf=0.0404980145,cover=0
- 90:leaf=0.000275099272,cover=0
- 22:[Ecc<1.51801682] yes=45,no=46,missing=45,gain=1.22962189,cover=1260
- 45:[Pol<23.2745647] yes=91,no=92,missing=91,gain=0.577488184,cover=121
- 91:leaf=0.0104613407,cover=0
- 92:leaf=0.00224262034,cover=0
- 46:[Sulc0<-0.586468518] yes=93,no=94,missing=93,gain=0.945762157,cover=1139
- 93:leaf=0.000219410984,cover=0
- 94:leaf=-0.00266600656,cover=0
- 2:[Area5<0.650824547] yes=5,no=6,missing=5,gain=0.536490262,cover=60050
- 5:[Pol<12.2267933] yes=11,no=12,missing=12,gain=0.793548465,cover=968
- 11:[LGI5<2.32613516] yes=23,no=24,missing=23,gain=0.443174869,cover=115
- 23:[Curv5<-0.166574284] yes=47,no=48,missing=47,gain=0.158848643,cover=31
- 47:[Sulc0<-1.24864507] yes=95,no=96,missing=95,gain=0.052339673,cover=23
- 95:leaf=0.000792846084,cover=0
- 96:leaf=-0.00602570968,cover=0
- 48:[LGI5<2.21018219] yes=97,no=98,missing=97,gain=0.0153198242,cover=8
- 97:leaf=-0.00526278792,cover=0
- 98:leaf=-0.0150586041,cover=0
- 24:[LGI5<2.53428411] yes=49,no=50,missing=49,gain=0.735726476,cover=84
- 49:[Curv5<-0.172863677] yes=99,no=100,missing=99,gain=0.374710798,cover=61
- 99:leaf=0.00548149552,cover=0
- 100:leaf=-0.00232983567,cover=0
- 50:[Sulc0<-1.08640325] yes=101,no=102,missing=101,gain=0.269100308,cover=23
- 101:leaf=-0.0122493487,cover=0
- 102:leaf=-0.00117071392,cover=0
- 12:[Pol<141.801834] yes=25,no=26,missing=25,gain=0.98861444,cover=853
- 25:[Ecc<3.29132295] yes=51,no=52,missing=52,gain=1.00359559,cover=549
- 51:[PialCurv5<-0.103163145] yes=103,no=104,missing=103,gain=0.576096892,cover=423
- 103:leaf=0.00289543415,cover=0
- 104:leaf=-0.0014200838,cover=0
- 52:[LGI5<2.32613516] yes=105,no=106,missing=106,gain=0.824879885,cover=126
- 105:leaf=-0.00115565804,cover=0
- 106:leaf=0.00893590506,cover=0
- 26:[Sulc0<-0.644343197] yes=53,no=54,missing=53,gain=0.490834802,cover=304
- 53:[Sulc0<-0.788856506] yes=107,no=108,missing=107,gain=0.57401973,cover=262
- 107:leaf=-0.000979626551,cover=0
- 108:leaf=0.00455178507,cover=0
- 54:[Area5<0.601796865] yes=109,no=110,missing=109,gain=0.0561543703,cover=42
- 109:leaf=-0.00193894992,cover=0
- 110:leaf=-0.0064723813,cover=0
- 6:[LGI5<2.61063838] yes=13,no=14,missing=14,gain=0.58222717,cover=59082
- 13:[Ecc<3.54469991] yes=27,no=28,missing=27,gain=1.8375541,cover=24371
- 27:[Pol<139.671173] yes=55,no=56,missing=55,gain=2.58480692,cover=14775
- 55:[Curv5<-0.186853081] yes=111,no=112,missing=111,gain=2.17596412,cover=13836
- 111:leaf=-0.000352494913,cover=0
- 112:leaf=0.000921695144,cover=0
- 56:[Ecc<3.22716212] yes=113,no=114,missing=114,gain=1.69603586,cover=939
- 113:leaf=-0.00309413904,cover=0
- 114:leaf=0.00344019313,cover=0
- 28:[PialCurv5<-0.167439327] yes=57,no=58,missing=57,gain=3.24913359,cover=9596
- 57:[Curv5<-0.223784685] yes=115,no=116,missing=116,gain=2.66006875,cover=108
- 115:leaf=0.00416597119,cover=0
- 116:leaf=0.0244193226,cover=0
- 58:[Area5<0.788037419] yes=117,no=118,missing=117,gain=1.47132254,cover=9488
- 117:leaf=-0.00186483003,cover=0
- 118:leaf=-0.000410330627,cover=0
- 14:[PialCurv5<-0.148241684] yes=29,no=30,missing=29,gain=1.50746679,cover=34711
- 29:[PialArea5<1.48916721] yes=59,no=60,missing=59,gain=1.38912904,cover=2067
- 59:[LGI5<2.66519833] yes=119,no=120,missing=119,gain=0.791209042,cover=1139
- 119:leaf=0.00485028652,cover=0
- 120:leaf=-0.00030622608,cover=0
- 60:[Sulc0<-0.413983464] yes=121,no=122,missing=121,gain=0.948821545,cover=928
- 121:leaf=-0.00221699639,cover=0
- 122:leaf=-0.0102953566,cover=0
- 30:[LGI5<2.81919122] yes=61,no=62,missing=61,gain=0.937685251,cover=32644
- 61:[Ecc<7.90440989] yes=123,no=124,missing=124,gain=3.87167525,cover=11947
- 123:leaf=0.000290455093,cover=0
- 124:leaf=0.00301711704,cover=0
- 62:[Ecc<4.73840666] yes=125,no=126,missing=125,gain=1.92244351,cover=20697
- 125:leaf=-0.00189602096,cover=0
- 126:leaf=0.000191415878,cover=0
-booster[1012]:
-0:[LGI5<3.35709596] yes=1,no=2,missing=1,gain=0.15685752,cover=5124388
- 1:[Ecc<30.4150848] yes=3,no=4,missing=4,gain=1.00253785,cover=4558363
- 3:[Sulc0<-0.552155435] yes=7,no=8,missing=7,gain=0.639092445,cover=4215194
- 7:[Ecc<4.73840666] yes=15,no=16,missing=15,gain=1.84623921,cover=1434151
- 15:[LGI5<2.49262404] yes=31,no=32,missing=31,gain=2.21123815,cover=815199
- 31:[PialCurv5<-0.0957419723] yes=63,no=64,missing=63,gain=4.22012711,cover=564471
- 63:leaf=-3.07807823e-05,cover=0
- 64:leaf=0.000248299126,cover=0
- 32:[Curv5<0.108977526] yes=65,no=66,missing=65,gain=5.96665478,cover=250728
- 65:leaf=-0.0001044823,cover=0
- 66:leaf=0.00857861247,cover=0
- 16:[PialCurv5<-0.0948967114] yes=33,no=34,missing=33,gain=7.86342478,cover=618952
- 33:[Curv5<-0.0860676765] yes=67,no=68,missing=68,gain=4.50773573,cover=479883
- 67:leaf=1.37281631e-05,cover=0
- 68:leaf=-0.00366539182,cover=0
- 34:[Pol<15.1533136] yes=69,no=70,missing=70,gain=11.6938257,cover=139069
- 69:leaf=0.000553014048,cover=0
- 70:leaf=-0.000635776611,cover=0
- 8:[Pol<38.1036148] yes=17,no=18,missing=18,gain=1.67949915,cover=2781043
- 17:[Pol<22.2436924] yes=35,no=36,missing=35,gain=3.41766405,cover=134519
- 35:[Ecc<5.72519016] yes=71,no=72,missing=71,gain=9.78624725,cover=73779
- 71:leaf=-0.000905951485,cover=0
- 72:leaf=0.00041232878,cover=0
- 36:[PialCurv5<0.0044251224] yes=73,no=74,missing=74,gain=6.46149349,cover=60740
- 73:leaf=-0.000638193684,cover=0
- 74:leaf=0.000860428845,cover=0
- 18:[Curv5<-0.225438625] yes=37,no=38,missing=38,gain=2.11126113,cover=2646524
- 37:[LGI5<2.77946544] yes=75,no=76,missing=75,gain=4.78604603,cover=86991
- 75:leaf=0.000636766432,cover=0
- 76:leaf=-0.000104986211,cover=0
- 38:[MidArea5<0.900558591] yes=77,no=78,missing=77,gain=1.88088953,cover=2559533
- 77:leaf=7.50522076e-06,cover=0
- 78:leaf=0.00019119402,cover=0
- 4:[Curv5<0.186949074] yes=9,no=10,missing=9,gain=2.53802919,cover=343169
- 9:[PialCurv5<-0.072655201] yes=19,no=20,missing=20,gain=3.10063553,cover=326663
- 19:[Curv5<-0.115945198] yes=39,no=40,missing=39,gain=6.91830349,cover=96911
- 39:[Sulc0<-0.00954892673] yes=79,no=80,missing=79,gain=2.48065567,cover=92177
- 79:leaf=0.000142942255,cover=0
- 80:leaf=-0.000547791715,cover=0
- 40:[Pol<50.1003532] yes=81,no=82,missing=82,gain=5.37716532,cover=4734
- 81:leaf=0.00420400035,cover=0
- 82:leaf=0.000705416664,cover=0
- 20:[Sulc0<-0.237935558] yes=41,no=42,missing=41,gain=4.18227053,cover=229752
- 41:[Area5<0.689492285] yes=83,no=84,missing=83,gain=6.08763552,cover=5363
- 83:leaf=-0.00380832935,cover=0
- 84:leaf=-0.000313264987,cover=0
- 42:[LGI5<2.61550069] yes=85,no=86,missing=86,gain=2.67150331,cover=224389
- 85:leaf=-0.00177910924,cover=0
- 86:leaf=-0.000164240759,cover=0
- 10:[Pol<74.7525482] yes=21,no=22,missing=21,gain=1.94963598,cover=16506
- 21:[LGI5<2.90190363] yes=43,no=44,missing=43,gain=1.45016205,cover=5459
- 43:[Area5<0.765896857] yes=87,no=88,missing=88,gain=0.586548746,cover=994
- 87:leaf=0.00104357151,cover=0
- 88:leaf=0.00491756853,cover=0
- 44:[Curv5<0.266060919] yes=89,no=90,missing=89,gain=1.3255198,cover=4465
- 89:leaf=-0.000332647207,cover=0
- 90:leaf=-0.00306944386,cover=0
- 22:[Sulc0<1.11117697] yes=45,no=46,missing=45,gain=1.39697719,cover=11047
- 45:[LGI5<2.70988083] yes=91,no=92,missing=91,gain=1.65166616,cover=6243
- 91:leaf=-0.00268263649,cover=0
- 92:leaf=0.00155679963,cover=0
- 46:[PialCurv5<0.128475845] yes=93,no=94,missing=94,gain=1.09026849,cover=4804
- 93:leaf=0.00509194238,cover=0
- 94:leaf=0.00014311164,cover=0
- 2:[Ecc<6.10119486] yes=5,no=6,missing=5,gain=2.50394845,cover=566025
- 5:[Area5<0.612264991] yes=11,no=12,missing=11,gain=3.31503129,cover=721
- 11:[Pol<42.7478409] yes=23,no=24,missing=24,gain=1.65995359,cover=206
- 23:[Area5<0.542713821] yes=47,no=48,missing=47,gain=0.347490638,cover=41
- 47:[Area5<0.509397149] yes=95,no=96,missing=95,gain=0.00438165665,cover=7
- 95:leaf=0.0107923271,cover=0
- 96:leaf=0.00269691343,cover=0
- 48:[Ecc<6.03867722] yes=97,no=98,missing=97,gain=0.0911125764,cover=34
- 97:leaf=-0.000381793128,cover=0
- 98:leaf=-0.00768726645,cover=0
- 24:[Curv5<-0.0752395913] yes=49,no=50,missing=49,gain=0.614818096,cover=165
- 49:[PialCurv5<-0.154837668] yes=99,no=100,missing=100,gain=0.553659439,cover=150
- 99:leaf=-0.00729644019,cover=0
- 100:leaf=-0.0138161797,cover=0
- 50:[Area5<0.564792395] yes=101,no=102,missing=101,gain=0.0568610393,cover=15
- 101:leaf=-0.00465623755,cover=0
- 102:leaf=0.001406939,cover=0
- 12:[LGI5<3.51961541] yes=25,no=26,missing=25,gain=1.73174644,cover=515
- 25:[Curv5<-0.183827445] yes=51,no=52,missing=52,gain=1.34324503,cover=428
- 51:[PialCurv5<-0.156767949] yes=103,no=104,missing=104,gain=0.808686137,cover=191
- 103:leaf=-0.00441624783,cover=0
- 104:leaf=0.00494480832,cover=0
- 52:[Pol<9.44515038] yes=105,no=106,missing=105,gain=0.991256356,cover=237
- 105:leaf=0.00482487585,cover=0
- 106:leaf=-0.00349000073,cover=0
- 26:[PialCurv5<-0.156767949] yes=53,no=54,missing=53,gain=0.102916241,cover=87
- 53:[Pol<3.6072247] yes=107,no=108,missing=107,gain=0.017356446,cover=8
- 107:leaf=0.00188089407,cover=0
- 108:leaf=-0.00277380855,cover=0
- 54:[Sulc0<-0.528458416] yes=109,no=110,missing=109,gain=0.0498557091,cover=79
- 109:leaf=-0.007073252,cover=0
- 110:leaf=-0.0118586095,cover=0
- 6:[Sulc0<0.218763664] yes=13,no=14,missing=13,gain=2.21964312,cover=565304
- 13:[PialCurv5<0.0377402082] yes=27,no=28,missing=28,gain=3.85774946,cover=338489
- 27:[Ecc<10.147254] yes=55,no=56,missing=55,gain=2.71030855,cover=293610
- 55:[Sulc0<-0.351394534] yes=111,no=112,missing=111,gain=5.96396065,cover=22391
- 111:leaf=1.26743635e-05,cover=0
- 112:leaf=-0.00182293449,cover=0
- 56:[Pol<135.419098] yes=113,no=114,missing=113,gain=2.65779638,cover=271219
- 113:leaf=0.000239188463,cover=0
- 114:leaf=-7.39952447e-05,cover=0
- 28:[Ecc<8.87956142] yes=57,no=58,missing=57,gain=6.28705502,cover=44879
- 57:[Pol<7.58674097] yes=115,no=116,missing=116,gain=5.27205276,cover=2146
- 115:leaf=-0.0024750703,cover=0
- 116:leaf=0.00426599011,cover=0
- 58:[Ecc<11.6821251] yes=117,no=118,missing=117,gain=9.23407936,cover=42733
- 117:leaf=-0.00146508077,cover=0
- 118:leaf=0.00069704582,cover=0
- 14:[Pol<43.7633247] yes=29,no=30,missing=29,gain=4.43357801,cover=226815
- 29:[LGI5<3.41813922] yes=59,no=60,missing=59,gain=4.86965895,cover=16148
- 59:[Area5<0.723411918] yes=119,no=120,missing=119,gain=2.80151844,cover=3245
- 119:leaf=0.0042946632,cover=0
- 120:leaf=0.00127462111,cover=0
- 60:[Ecc<20.7119312] yes=121,no=122,missing=121,gain=2.83938169,cover=12903
- 121:leaf=0.022775732,cover=0
- 122:leaf=0.000246010692,cover=0
- 30:[Pol<136.095428] yes=61,no=62,missing=62,gain=4.95905638,cover=210667
- 61:[PialCurv5<0.204323933] yes=123,no=124,missing=123,gain=7.52531815,cover=194875
- 123:leaf=-0.000485432567,cover=0
- 124:leaf=0.000144747479,cover=0
- 62:[LGI5<3.60428405] yes=125,no=126,missing=125,gain=6.49092293,cover=15792
- 125:leaf=0.0013908681,cover=0
- 126:leaf=-0.000785438519,cover=0
-booster[1013]:
-0:[LGI5<2.33929968] yes=1,no=2,missing=2,gain=0.162551686,cover=5124388
- 1:[Pol<140.372742] yes=3,no=4,missing=3,gain=2.03008914,cover=503472
- 3:[Ecc<0.406764686] yes=7,no=8,missing=7,gain=2.37666464,cover=379694
- 7:[Area5<0.584141672] yes=15,no=16,missing=15,gain=3.90735579,cover=19368
- 15:[Pol<68.895668] yes=31,no=32,missing=32,gain=4.13972282,cover=8115
- 31:[PialCurv5<-0.159167215] yes=63,no=64,missing=63,gain=2.79603505,cover=4400
- 63:leaf=0.00523991557,cover=0
- 64:leaf=-0.00059376721,cover=0
- 32:[MidArea5<0.877007365] yes=65,no=66,missing=66,gain=2.77281952,cover=3715
- 65:leaf=-0.00244821119,cover=0
- 66:leaf=-0.0174718797,cover=0
- 16:[Area5<0.788037419] yes=33,no=34,missing=33,gain=2.75029397,cover=11253
- 33:[LGI5<2.19753051] yes=67,no=68,missing=67,gain=2.06121302,cover=10897
- 67:leaf=0.0014032973,cover=0
- 68:leaf=-0.000373441027,cover=0
- 34:[Ecc<0.221054599] yes=69,no=70,missing=69,gain=1.7403686,cover=356
- 69:leaf=-0.00167430739,cover=0
- 70:leaf=0.00640971959,cover=0
- 8:[Sulc0<0.299089104] yes=17,no=18,missing=17,gain=2.59854603,cover=360326
- 17:[Pol<77.5287857] yes=35,no=36,missing=35,gain=3.54353786,cover=331419
- 35:[PialCurv5<0.0471153036] yes=71,no=72,missing=72,gain=5.37523079,cover=133190
- 71:leaf=-0.000177755894,cover=0
- 72:leaf=0.00120459066,cover=0
- 36:[PialArea5<0.846608043] yes=73,no=74,missing=73,gain=5.34741545,cover=198229
- 73:leaf=8.67362323e-05,cover=0
- 74:leaf=0.000694033166,cover=0
- 18:[LGI5<2.24172258] yes=37,no=38,missing=37,gain=2.65984344,cover=28907
- 37:[PialArea5<0.559226274] yes=75,no=76,missing=75,gain=1.94399393,cover=6754
- 75:leaf=0.000242357652,cover=0
- 76:leaf=0.00358934444,cover=0
- 38:[Pol<126.540802] yes=77,no=78,missing=78,gain=2.05077958,cover=22153
- 77:leaf=-0.000593039556,cover=0
- 78:leaf=-0.00411243225,cover=0
- 4:[PialArea5<1.07926941] yes=9,no=10,missing=9,gain=10.0055838,cover=123778
- 9:[Sulc0<0.0608992092] yes=19,no=20,missing=20,gain=4.50618792,cover=110125
- 19:[MidArea5<0.603350997] yes=39,no=40,missing=39,gain=3.78856182,cover=109025
- 39:[Ecc<6.87229633] yes=79,no=80,missing=79,gain=3.51034856,cover=23821
- 79:leaf=0.00015118024,cover=0
- 80:leaf=0.00499564968,cover=0
- 40:[PialCurv5<-0.0173297711] yes=81,no=82,missing=81,gain=2.4823885,cover=85204
- 81:leaf=-0.000365757209,cover=0
- 82:leaf=-0.00109665189,cover=0
- 20:[PialCurv5<0.241144046] yes=41,no=42,missing=41,gain=3.71820545,cover=1100
- 41:[Curv5<0.0322575867] yes=83,no=84,missing=84,gain=3.11336613,cover=738
- 83:leaf=0.000182934644,cover=0
- 84:leaf=-0.00740560144,cover=0
- 42:[Ecc<6.52965975] yes=85,no=86,missing=85,gain=1.7932874,cover=362
- 85:leaf=-0.00057611143,cover=0
- 86:leaf=0.0110380715,cover=0
- 10:[Ecc<6.47151232] yes=21,no=22,missing=21,gain=2.74788666,cover=13653
- 21:[Ecc<1.96654522] yes=43,no=44,missing=43,gain=2.85577965,cover=12015
- 43:[PialCurv5<-0.0877386853] yes=87,no=88,missing=88,gain=3.46616578,cover=4129
- 87:leaf=-0.000815298234,cover=0
- 88:leaf=0.00220258115,cover=0
- 44:[LGI5<2.23211861] yes=89,no=90,missing=89,gain=3.07742882,cover=7886
- 89:leaf=0.00388517533,cover=0
- 90:leaf=0.0014033675,cover=0
- 22:[PialCurv5<-0.0297427773] yes=45,no=46,missing=45,gain=1.34955359,cover=1638
- 45:[Curv5<-0.0553030409] yes=91,no=92,missing=92,gain=2.26015759,cover=1606
- 91:leaf=-0.00083986175,cover=0
- 92:leaf=0.0169783179,cover=0
- 46:[Sulc0<-0.145219594] yes=93,no=94,missing=93,gain=0.656368136,cover=32
- 93:leaf=-0.013520685,cover=0
- 94:leaf=0.00676703686,cover=0
- 2:[Ecc<0.513775289] yes=5,no=6,missing=5,gain=1.07504201,cover=4620916
- 5:[LGI5<2.44639945] yes=11,no=12,missing=11,gain=4.37822819,cover=70998
- 11:[MidArea5<0.548060238] yes=23,no=24,missing=23,gain=2.40666533,cover=40178
- 23:[Pol<131.443253] yes=47,no=48,missing=48,gain=2.84129906,cover=3976
- 47:[LGI5<2.38303256] yes=95,no=96,missing=95,gain=4.47039127,cover=1019
- 95:leaf=0.00598945469,cover=0
- 96:leaf=-0.000874532678,cover=0
- 48:[Curv5<0.177453667] yes=97,no=98,missing=97,gain=1.6255343,cover=2957
- 97:leaf=-0.00213937112,cover=0
- 98:leaf=0.000476681947,cover=0
- 24:[PialArea5<0.851613045] yes=49,no=50,missing=49,gain=2.52382946,cover=36202
- 49:[Area5<0.673304081] yes=99,no=100,missing=99,gain=3.09360409,cover=18505
- 99:leaf=0.000735927722,cover=0
- 100:leaf=0.00230418681,cover=0
- 50:[PialCurv5<-0.0896686092] yes=101,no=102,missing=101,gain=2.36136389,cover=17697
- 101:leaf=-0.000266313873,cover=0
- 102:leaf=0.000898420636,cover=0
- 12:[MidArea5<0.897373378] yes=25,no=26,missing=25,gain=2.78804255,cover=30820
- 25:[MidArea5<0.707922041] yes=51,no=52,missing=51,gain=3.00822878,cover=27904
- 51:[LGI5<2.62853003] yes=103,no=104,missing=103,gain=1.58714736,cover=15420
- 103:leaf=0.000232210965,cover=0
- 104:leaf=-0.0014423806,cover=0
- 52:[Sulc0<-0.237935558] yes=105,no=106,missing=105,gain=6.12171984,cover=12484
- 105:leaf=-0.000815521751,cover=0
- 106:leaf=-0.00830627512,cover=0
- 26:[Sulc0<-0.872199774] yes=53,no=54,missing=53,gain=1.49234402,cover=2916
- 53:[PialCurv5<-0.0957419723] yes=107,no=108,missing=108,gain=3.33866286,cover=1387
- 107:leaf=0.0017137602,cover=0
- 108:leaf=-0.0035396514,cover=0
- 54:[Curv5<-0.0461937301] yes=109,no=110,missing=109,gain=1.95241618,cover=1529
- 109:leaf=0.00286946609,cover=0
- 110:leaf=-0.00325063244,cover=0
- 6:[LGI5<2.34802985] yes=13,no=14,missing=13,gain=0.979374588,cover=4549918
- 13:[Pol<58.6768646] yes=27,no=28,missing=28,gain=2.45741367,cover=36822
- 27:[PialCurv5<-0.0441194475] yes=55,no=56,missing=56,gain=2.38485885,cover=7161
- 55:[Curv5<-0.0461937301] yes=111,no=112,missing=112,gain=2.49114704,cover=6306
- 111:leaf=-0.000831017445,cover=0
- 112:leaf=-0.0133494502,cover=0
- 56:[Ecc<1.73852015] yes=113,no=114,missing=114,gain=4.79104042,cover=855
- 113:leaf=-0.00146908662,cover=0
- 114:leaf=0.00604964606,cover=0
- 28:[Ecc<1.62447274] yes=57,no=58,missing=57,gain=4.16847801,cover=29661
- 57:[Sulc0<-0.332174033] yes=115,no=116,missing=116,gain=5.72821283,cover=7786
- 115:leaf=0.000834173057,cover=0
- 116:leaf=0.00443358952,cover=0
- 58:[MidArea5<0.518836677] yes=117,no=118,missing=117,gain=1.24761009,cover=21875
- 117:leaf=-0.00104768784,cover=0
- 118:leaf=0.000227606157,cover=0
- 14:[LGI5<2.39007568] yes=29,no=30,missing=30,gain=0.944386303,cover=4513096
- 29:[Ecc<10.8716469] yes=59,no=60,missing=60,gain=6.07882214,cover=207173
- 59:[Pol<116.093399] yes=119,no=120,missing=119,gain=6.62314224,cover=205937
- 119:leaf=-0.00031060024,cover=0
- 120:leaf=0.000271650293,cover=0
- 60:[Pol<118.712891] yes=121,no=122,missing=122,gain=1.23721123,cover=1236
- 121:leaf=-0.00228558318,cover=0
- 122:leaf=-0.00550959539,cover=0
- 30:[PialCurv5<-0.0948967114] yes=61,no=62,missing=61,gain=0.754471123,cover=4305923
- 61:[Curv5<-0.138079464] yes=123,no=124,missing=123,gain=23.1684666,cover=1217021
- 123:leaf=-1.04548399e-05,cover=0
- 124:leaf=0.00105637405,cover=0
- 62:[Curv5<-0.158538193] yes=125,no=126,missing=126,gain=5.30959797,cover=3088902
- 125:leaf=0.000249887555,cover=0
- 126:leaf=-2.68015901e-05,cover=0
-booster[1014]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=2,gain=0.160111889,cover=5124388
- 1:[PialCurv5<0.309146255] yes=3,no=4,missing=3,gain=0.415296793,cover=4943960
- 3:[MidArea5<0.52745223] yes=7,no=8,missing=7,gain=0.742599726,cover=4721760
- 7:[PialArea5<0.686586082] yes=15,no=16,missing=15,gain=3.06682301,cover=229061
- 15:[Pol<106.604004] yes=31,no=32,missing=31,gain=1.41827619,cover=227859
- 31:[Pol<90.361351] yes=63,no=64,missing=63,gain=2.0287981,cover=140248
- 63:leaf=2.4641542e-05,cover=0
- 64:leaf=-0.000362333638,cover=0
- 32:[LGI5<2.45281005] yes=65,no=66,missing=66,gain=1.55387688,cover=87611
- 65:leaf=-0.000222712086,cover=0
- 66:leaf=0.000213357969,cover=0
- 16:[Curv5<-0.18985194] yes=33,no=34,missing=33,gain=0.3774333,cover=1202
- 33:[Sulc0<-0.357752919] yes=67,no=68,missing=67,gain=0.530519247,cover=1094
- 67:leaf=0.0023690227,cover=0
- 68:leaf=0.00636676094,cover=0
- 34:[Ecc<1.91022825] yes=69,no=70,missing=69,gain=0.23596324,cover=108
- 69:leaf=-0.00302006328,cover=0
- 70:leaf=0.00165005529,cover=0
- 8:[PialArea5<0.467676282] yes=17,no=18,missing=17,gain=0.726046383,cover=4492699
- 17:[Pol<110.811417] yes=35,no=36,missing=35,gain=2.74017453,cover=224179
- 35:[Ecc<10.0121937] yes=71,no=72,missing=71,gain=3.06604481,cover=164380
- 71:leaf=0.000180062576,cover=0
- 72:leaf=-0.000253415434,cover=0
- 36:[Pol<161.595886] yes=73,no=74,missing=73,gain=3.66872764,cover=59799
- 73:leaf=0.000548860524,cover=0
- 74:leaf=-0.000516174128,cover=0
- 18:[Curv5<0.107059956] yes=37,no=38,missing=37,gain=0.949718714,cover=4268520
- 37:[Area5<0.380439579] yes=75,no=76,missing=75,gain=0.535341799,cover=3996855
- 75:leaf=-0.000342302228,cover=0
- 76:leaf=2.1670453e-06,cover=0
- 38:[Area5<0.559839368] yes=77,no=78,missing=77,gain=2.1866107,cover=271665
- 77:leaf=0.00299545401,cover=0
- 78:leaf=-0.000101929261,cover=0
- 4:[LGI5<3.33014965] yes=9,no=10,missing=9,gain=2.26157045,cover=222200
- 9:[Pol<105.462654] yes=19,no=20,missing=19,gain=1.94810593,cover=206997
- 19:[LGI5<3.01384926] yes=39,no=40,missing=40,gain=1.94948184,cover=123577
- 39:[LGI5<2.56467891] yes=79,no=80,missing=79,gain=2.4395566,cover=108670
- 79:leaf=-8.14667965e-06,cover=0
- 80:leaf=0.000465888443,cover=0
- 40:[Ecc<24.3269672] yes=81,no=82,missing=81,gain=1.35125101,cover=14907
- 81:leaf=-0.000660742691,cover=0
- 82:leaf=0.000443278725,cover=0
- 20:[Pol<162.313202] yes=41,no=42,missing=42,gain=2.46796274,cover=83420
- 41:[LGI5<3.12489319] yes=83,no=84,missing=83,gain=2.57910395,cover=76860
- 83:leaf=-0.000333510659,cover=0
- 84:leaf=0.00069562695,cover=0
- 42:[PialArea5<0.450022906] yes=85,no=86,missing=85,gain=1.79853809,cover=6560
- 85:leaf=0.00141576631,cover=0
- 86:leaf=-0.000288626034,cover=0
- 10:[Pol<126.540802] yes=21,no=22,missing=21,gain=2.10706258,cover=15203
- 21:[PialArea5<0.567627013] yes=43,no=44,missing=43,gain=1.35737419,cover=13790
- 43:[Area5<0.567154288] yes=87,no=88,missing=88,gain=0.889558792,cover=13451
- 87:leaf=0.00318452017,cover=0
- 88:leaf=0.0006948589,cover=0
- 44:[LGI5<3.4634192] yes=89,no=90,missing=89,gain=2.92787123,cover=339
- 89:leaf=0.010204724,cover=0
- 90:leaf=0.000511169084,cover=0
- 22:[Ecc<14.484726] yes=45,no=46,missing=45,gain=2.15550256,cover=1413
- 45:[Pol<174.523148] yes=91,no=92,missing=91,gain=1.2853086,cover=683
- 91:leaf=-0.00465900498,cover=0
- 92:leaf=2.14943266e-05,cover=0
- 46:[Area5<0.64784193] yes=93,no=94,missing=94,gain=1.42982733,cover=730
- 93:leaf=-0.00349209132,cover=0
- 94:leaf=0.00186737534,cover=0
- 2:[PialCurv5<0.309146255] yes=5,no=6,missing=5,gain=3.28286552,cover=180428
- 5:[Pol<87.3220139] yes=11,no=12,missing=12,gain=1.97688961,cover=99599
- 11:[LGI5<3.60428405] yes=23,no=24,missing=23,gain=2.74672365,cover=35821
- 23:[LGI5<3.50441384] yes=47,no=48,missing=47,gain=4.95499372,cover=30527
- 47:[Pol<35.2629585] yes=95,no=96,missing=95,gain=1.78111827,cover=27201
- 95:leaf=-0.0029963688,cover=0
- 96:leaf=3.65753185e-05,cover=0
- 48:[PialCurv5<0.107261039] yes=97,no=98,missing=97,gain=5.03186893,cover=3326
- 97:leaf=-0.0102665005,cover=0
- 98:leaf=-0.00160109496,cover=0
- 24:[PialCurv5<0.0567538291] yes=49,no=50,missing=49,gain=3.412925,cover=5294
- 49:[LGI5<3.84897733] yes=99,no=100,missing=99,gain=1.33127451,cover=61
- 99:leaf=-0.00450744946,cover=0
- 100:leaf=-0.019611828,cover=0
- 50:[Curv5<0.0716206133] yes=101,no=102,missing=101,gain=1.89405489,cover=5233
- 101:leaf=0.0055472902,cover=0
- 102:leaf=0.000925353554,cover=0
- 12:[Ecc<34.5416374] yes=25,no=26,missing=26,gain=2.72177362,cover=63778
- 25:[Area5<0.650824547] yes=51,no=52,missing=52,gain=2.9489224,cover=46916
- 51:[Ecc<24.3269672] yes=103,no=104,missing=103,gain=2.51686287,cover=7763
- 103:leaf=0.00174216705,cover=0
- 104:leaf=-0.000161663382,cover=0
- 52:[LGI5<3.78836131] yes=105,no=106,missing=106,gain=1.51761794,cover=39153
- 105:leaf=9.38144367e-05,cover=0
- 106:leaf=-0.00156007556,cover=0
- 26:[PialArea5<0.584843099] yes=53,no=54,missing=54,gain=1.94349384,cover=16862
- 53:[PialCurv5<0.0666604191] yes=107,no=108,missing=107,gain=1.84835863,cover=15775
- 107:leaf=0.00432109414,cover=0
- 108:leaf=0.000725669786,cover=0
- 54:[MidArea5<0.84300822] yes=109,no=110,missing=109,gain=2.62780237,cover=1087
- 109:leaf=0.00409245212,cover=0
- 110:leaf=-0.00249529351,cover=0
- 6:[Ecc<13.1181517] yes=13,no=14,missing=13,gain=1.77125359,cover=80829
- 13:[Curv5<0.126145482] yes=27,no=28,missing=27,gain=2.48765278,cover=22923
- 27:[Pol<108.715256] yes=55,no=56,missing=55,gain=0.742128134,cover=133
- 55:[Ecc<10.569519] yes=111,no=112,missing=112,gain=0.894955635,cover=126
- 111:leaf=-0.00449691014,cover=0
- 112:leaf=-0.0130689023,cover=0
- 56:[Ecc<8.7927618] yes=113,no=114,missing=113,gain=0.188403964,cover=7
- 113:leaf=-0.0039569377,cover=0
- 114:leaf=0.0122212442,cover=0
- 28:[Ecc<5.53207445] yes=57,no=58,missing=58,gain=1.25119352,cover=22790
- 57:[LGI5<2.89127874] yes=115,no=116,missing=115,gain=0.552618921,cover=2049
- 115:leaf=0.000844383263,cover=0
- 116:leaf=-0.00291416585,cover=0
- 58:[Ecc<7.24576569] yes=117,no=118,missing=117,gain=1.88515759,cover=20741
- 117:leaf=-0.00174463191,cover=0
- 118:leaf=-0.000433428067,cover=0
- 14:[LGI5<2.53029394] yes=29,no=30,missing=30,gain=1.41990769,cover=57906
- 29:[Area5<0.688713074] yes=59,no=60,missing=60,gain=0.237473965,cover=183
- 59:[Pol<107.66053] yes=119,no=120,missing=119,gain=0.142326713,cover=86
- 119:leaf=0.00525782118,cover=0
- 120:leaf=0.0110460725,cover=0
- 60:[Pol<30.3635597] yes=121,no=122,missing=122,gain=0.155854106,cover=97
- 121:leaf=-0.00717308698,cover=0
- 122:leaf=0.00298857642,cover=0
- 30:[LGI5<2.59789038] yes=61,no=62,missing=61,gain=1.64447856,cover=57723
- 61:[Ecc<18.5999508] yes=123,no=124,missing=123,gain=0.622576356,cover=196
- 123:leaf=-0.00858630985,cover=0
- 124:leaf=-0.00259833666,cover=0
- 62:[Area5<0.714924753] yes=125,no=126,missing=125,gain=1.19575489,cover=57527
- 125:leaf=0.000177465074,cover=0
- 126:leaf=-0.00027880675,cover=0
-booster[1015]:
-0:[LGI5<2.26652193] yes=1,no=2,missing=1,gain=0.150492236,cover=5124388
- 1:[Sulc0<0.68960917] yes=3,no=4,missing=3,gain=1.64755154,cover=222961
- 3:[LGI5<2.25075769] yes=7,no=8,missing=8,gain=1.61274672,cover=222201
- 7:[Pol<34.3003769] yes=15,no=16,missing=16,gain=1.71478701,cover=179976
- 15:[Sulc0<-0.37669614] yes=31,no=32,missing=32,gain=3.59231544,cover=19115
- 31:[LGI5<2.22170687] yes=63,no=64,missing=63,gain=1.35828137,cover=18440
- 63:leaf=4.41106786e-05,cover=0
- 64:leaf=0.000969718501,cover=0
- 32:[MidArea5<0.751701534] yes=65,no=66,missing=65,gain=1.76908398,cover=675
- 65:leaf=0.00532260723,cover=0
- 66:leaf=-0.00106842641,cover=0
- 16:[Curv5<-0.258777469] yes=33,no=34,missing=33,gain=1.47746587,cover=160861
- 33:[MidArea5<0.675531864] yes=67,no=68,missing=67,gain=2.55571938,cover=10586
- 67:leaf=-0.000215520457,cover=0
- 68:leaf=0.00133909076,cover=0
- 34:[PialCurv5<-0.0595124774] yes=69,no=70,missing=69,gain=1.61473322,cover=150275
- 69:leaf=-0.000261183392,cover=0
- 70:leaf=6.89953449e-05,cover=0
- 8:[MidArea5<0.535488486] yes=17,no=18,missing=17,gain=1.74287999,cover=42225
- 17:[Sulc0<-0.351394534] yes=35,no=36,missing=35,gain=5.23168087,cover=3859
- 35:[PialCurv5<-0.0395349935] yes=71,no=72,missing=72,gain=1.44278955,cover=1035
- 71:leaf=-0.00264469138,cover=0
- 72:leaf=-0.00639607012,cover=0
- 36:[Ecc<0.783076942] yes=73,no=74,missing=73,gain=1.68156457,cover=2824
- 73:leaf=0.00318930415,cover=0
- 74:leaf=-0.000659713696,cover=0
- 18:[Area5<0.56946665] yes=37,no=38,missing=37,gain=1.79364753,cover=38366
- 37:[Sulc0<-0.650102437] yes=75,no=76,missing=75,gain=5.19636583,cover=11650
- 75:leaf=-0.000320182502,cover=0
- 76:leaf=0.00211056601,cover=0
- 38:[Curv5<-0.2376284] yes=77,no=78,missing=77,gain=1.58787036,cover=26716
- 77:leaf=0.000898875413,cover=0
- 78:leaf=-0.000560208864,cover=0
- 4:[Curv5<0.149355054] yes=9,no=10,missing=10,gain=4.05684853,cover=760
- 9:[PialCurv5<0.0877920389] yes=19,no=20,missing=20,gain=2.08559561,cover=135
- 19:[Pol<97.3566132] yes=39,no=40,missing=40,gain=0.144842267,cover=16
- 39:[Ecc<7.59607029] yes=79,no=80,missing=79,gain=0.000643557869,cover=3
- 79:leaf=0.000662529492,cover=0
- 80:leaf=0.00314596901,cover=0
- 40:[Pol<100.090813] yes=81,no=82,missing=82,gain=0.00275969505,cover=13
- 81:leaf=-0.00532194553,cover=0
- 82:leaf=-0.0099529,cover=0
- 20:[Curv5<0.128008828] yes=41,no=42,missing=41,gain=0.95725584,cover=119
- 41:[MidArea5<0.559431195] yes=83,no=84,missing=84,gain=0.215312481,cover=40
- 83:leaf=0.0192614049,cover=0
- 84:leaf=-0.00222098827,cover=0
- 42:[MidArea5<0.545424342] yes=85,no=86,missing=85,gain=1.13366699,cover=79
- 85:leaf=0.0115051074,cover=0
- 86:leaf=-0.00483538536,cover=0
- 10:[Area5<0.598585367] yes=21,no=22,missing=22,gain=1.08498502,cover=625
- 21:[PialCurv5<0.493508637] yes=43,no=44,missing=43,gain=0.293993354,cover=114
- 43:[Ecc<7.69572639] yes=87,no=88,missing=87,gain=0.173710823,cover=95
- 87:leaf=-0.00562482839,cover=0
- 88:leaf=0.00152435363,cover=0
- 44:[PialArea5<0.245474651] yes=89,no=90,missing=89,gain=0.0506828576,cover=19
- 89:leaf=-5.29502104e-05,cover=0
- 90:leaf=0.00522013381,cover=0
- 22:[LGI5<2.24172258] yes=45,no=46,missing=45,gain=0.462382257,cover=511
- 45:[PialCurv5<0.250690639] yes=91,no=92,missing=92,gain=0.383714378,cover=265
- 91:leaf=-0.00117712375,cover=0
- 92:leaf=0.00386584154,cover=0
- 46:[Ecc<7.49602938] yes=93,no=94,missing=93,gain=0.452061951,cover=246
- 93:leaf=-0.00115205196,cover=0
- 94:leaf=0.0039535882,cover=0
- 2:[LGI5<2.27925944] yes=5,no=6,missing=5,gain=0.242273003,cover=4901427
- 5:[Area5<0.761842728] yes=11,no=12,missing=11,gain=3.27950954,cover=40034
- 11:[Pol<27.4246235] yes=23,no=24,missing=23,gain=3.03020549,cover=37197
- 23:[Sulc0<-0.181880832] yes=47,no=48,missing=47,gain=1.59205675,cover=2905
- 47:[Curv5<-0.100392215] yes=95,no=96,missing=96,gain=1.19081616,cover=2868
- 95:leaf=-0.00133569597,cover=0
- 96:leaf=-0.00466133375,cover=0
- 48:[Area5<0.646843374] yes=97,no=98,missing=97,gain=0.777100921,cover=37
- 97:leaf=-0.00306957471,cover=0
- 98:leaf=0.0129043115,cover=0
- 24:[Ecc<3.48115921] yes=49,no=50,missing=49,gain=1.97590351,cover=34292
- 49:[Ecc<0.669936359] yes=99,no=100,missing=99,gain=1.91458821,cover=24191
- 99:leaf=-0.000530407007,cover=0
- 100:leaf=0.000594226585,cover=0
- 50:[Pol<64.3762589] yes=101,no=102,missing=101,gain=2.62215877,cover=10101
- 101:leaf=-0.0036343229,cover=0
- 102:leaf=-0.000252390368,cover=0
- 12:[Sulc0<-0.101085678] yes=25,no=26,missing=25,gain=2.83519626,cover=2837
- 25:[PialCurv5<0.0331302322] yes=51,no=52,missing=51,gain=3.03240252,cover=2085
- 51:[PialCurv5<-0.164281175] yes=103,no=104,missing=103,gain=1.47671151,cover=1725
- 103:leaf=-0.00710570952,cover=0
- 104:leaf=0.00207641697,cover=0
- 52:[Pol<76.8473129] yes=105,no=106,missing=105,gain=3.4430871,cover=360
- 105:leaf=0.0185383912,cover=0
- 106:leaf=0.00481335493,cover=0
- 26:[Ecc<0.669936359] yes=53,no=54,missing=53,gain=2.94461536,cover=752
- 53:[Sulc0<0.193122864] yes=107,no=108,missing=107,gain=1.02163601,cover=25
- 107:leaf=-0.0234192349,cover=0
- 108:leaf=-0.000936185592,cover=0
- 54:[Pol<76.8473129] yes=109,no=110,missing=109,gain=1.53654587,cover=727
- 109:leaf=-0.00892278831,cover=0
- 110:leaf=0.000333069445,cover=0
- 6:[Pol<138.971481] yes=13,no=14,missing=14,gain=0.24125503,cover=4861393
- 13:[Area5<0.504816413] yes=27,no=28,missing=27,gain=1.14115977,cover=3697842
- 27:[Ecc<15.3430929] yes=55,no=56,missing=55,gain=1.48778176,cover=145645
- 55:[Ecc<10.2861843] yes=111,no=112,missing=111,gain=2.22805834,cover=131405
- 111:leaf=0.000135868046,cover=0
- 112:leaf=0.00105859642,cover=0
- 56:[LGI5<2.93433285] yes=113,no=114,missing=113,gain=3.97321439,cover=14240
- 113:leaf=0.0012398148,cover=0
- 114:leaf=-0.000791353348,cover=0
- 28:[Sulc0<-0.202991232] yes=57,no=58,missing=57,gain=1.69019008,cover=3552197
- 57:[Pol<76.8473129] yes=115,no=116,missing=115,gain=10.7584047,cover=1449884
- 115:leaf=2.72529905e-05,cover=0
- 116:leaf=-0.000284946524,cover=0
- 58:[Pol<69.6327286] yes=117,no=118,missing=117,gain=2.86723661,cover=2102313
- 117:leaf=-0.000102085854,cover=0
- 118:leaf=4.60832052e-05,cover=0
- 14:[Sulc0<0.717745602] yes=29,no=30,missing=29,gain=3.18244934,cover=1163551
- 29:[Area5<0.699748635] yes=59,no=60,missing=59,gain=3.12266827,cover=1162118
- 59:[Sulc0<-0.202991232] yes=119,no=120,missing=119,gain=6.51622725,cover=799345
- 119:leaf=3.06367219e-05,cover=0
- 120:leaf=-0.000358929887,cover=0
- 60:[LGI5<2.37224698] yes=121,no=122,missing=121,gain=3.18183851,cover=362773
- 121:leaf=-0.000633820135,cover=0
- 122:leaf=0.000173392735,cover=0
- 30:[Ecc<27.7987404] yes=61,no=62,missing=62,gain=1.76284003,cover=1433
- 61:[LGI5<3.45167398] yes=123,no=124,missing=124,gain=1.01952362,cover=368
- 123:leaf=-0.00471866271,cover=0
- 124:leaf=-0.017323643,cover=0
- 62:[Curv5<0.169394374] yes=125,no=126,missing=126,gain=2.86953163,cover=1065
- 125:leaf=-0.00218243012,cover=0
- 126:leaf=0.00631168997,cover=0
-booster[1016]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=2,gain=0.13810946,cover=5124388
- 1:[PialArea5<1.31770575] yes=3,no=4,missing=3,gain=0.27355969,cover=5024305
- 3:[LGI5<2.6558373] yes=7,no=8,missing=7,gain=0.295818716,cover=4971378
- 7:[Area5<0.846071243] yes=15,no=16,missing=15,gain=1.07414341,cover=2137879
- 15:[Sulc0<0.68960917] yes=31,no=32,missing=32,gain=1.39722395,cover=2112726
- 31:[LGI5<2.46595764] yes=63,no=64,missing=64,gain=1.71193051,cover=2051838
- 63:leaf=-1.51766162e-05,cover=0
- 64:leaf=7.69279941e-05,cover=0
- 32:[Area5<0.693521142] yes=65,no=66,missing=66,gain=4.09370279,cover=60888
- 65:leaf=0.000176445697,cover=0
- 66:leaf=-0.000644107175,cover=0
- 16:[Sulc0<0.464385748] yes=33,no=34,missing=33,gain=2.17782974,cover=25153
- 33:[LGI5<2.53029394] yes=67,no=68,missing=67,gain=2.32663298,cover=22793
- 67:leaf=-0.000128247906,cover=0
- 68:leaf=-0.00122863683,cover=0
- 34:[LGI5<2.43054438] yes=69,no=70,missing=69,gain=2.16871309,cover=2360
- 69:leaf=0.00351255573,cover=0
- 70:leaf=0.000168944811,cover=0
- 8:[Sulc0<-0.87967056] yes=17,no=18,missing=17,gain=1.63311267,cover=2833499
- 17:[LGI5<2.96218491] yes=35,no=36,missing=35,gain=1.94322574,cover=152004
- 35:[Pol<39.9674568] yes=71,no=72,missing=71,gain=1.96861815,cover=55350
- 71:leaf=0.000663563027,cover=0
- 72:leaf=6.57863493e-05,cover=0
- 36:[Pol<20.2198563] yes=73,no=74,missing=73,gain=2.27148438,cover=96654
- 73:leaf=-0.00026865094,cover=0
- 74:leaf=0.000221754381,cover=0
- 18:[Ecc<4.46987629] yes=37,no=38,missing=37,gain=2.61947751,cover=2681495
- 37:[Curv5<0.0365542509] yes=75,no=76,missing=75,gain=6.71004868,cover=84051
- 75:leaf=-0.000568104035,cover=0
- 76:leaf=0.000434607791,cover=0
- 38:[Pol<62.799984] yes=77,no=78,missing=77,gain=2.12809014,cover=2597444
- 77:leaf=-8.33108134e-05,cover=0
- 78:leaf=1.75129244e-05,cover=0
- 4:[PialCurv5<-0.0680129603] yes=9,no=10,missing=9,gain=2.86836648,cover=52927
- 9:[Curv5<-0.230516881] yes=19,no=20,missing=19,gain=1.97988367,cover=48894
- 19:[Ecc<0.889730632] yes=39,no=40,missing=39,gain=1.60843277,cover=10935
- 39:[Area5<0.695070922] yes=79,no=80,missing=79,gain=0.925512612,cover=862
- 79:leaf=0.00236152671,cover=0
- 80:leaf=-0.00153386337,cover=0
- 40:[Pol<146.864227] yes=81,no=82,missing=81,gain=1.06441498,cover=10073
- 81:leaf=-0.000533884391,cover=0
- 82:leaf=-0.00185809401,cover=0
- 20:[Sulc0<-0.569364369] yes=41,no=42,missing=41,gain=2.85886598,cover=37959
- 41:[Ecc<5.21075869] yes=83,no=84,missing=83,gain=4.3087492,cover=32916
- 83:leaf=-1.90866649e-05,cover=0
- 84:leaf=0.0012638804,cover=0
- 42:[Pol<129.571716] yes=85,no=86,missing=85,gain=2.26022458,cover=5043
- 85:leaf=-0.000241164453,cover=0
- 86:leaf=-0.00253531197,cover=0
- 10:[Area5<0.738135278] yes=21,no=22,missing=21,gain=4.87992477,cover=4033
- 21:[Ecc<1.21076584] yes=43,no=44,missing=43,gain=4.00679684,cover=2266
- 43:[LGI5<2.3349762] yes=87,no=88,missing=87,gain=1.48855317,cover=390
- 87:leaf=0.00548391417,cover=0
- 88:leaf=-0.000820123416,cover=0
- 44:[Pol<100.090813] yes=89,no=90,missing=89,gain=1.85985184,cover=1876
- 89:leaf=-0.00251622288,cover=0
- 90:leaf=-0.00569894537,cover=0
- 22:[Pol<163.830338] yes=45,no=46,missing=45,gain=1.114537,cover=1767
- 45:[Pol<145.397461] yes=91,no=92,missing=91,gain=2.56809378,cover=1512
- 91:leaf=0.000396002695,cover=0
- 92:leaf=0.00720916456,cover=0
- 46:[LGI5<2.8746686] yes=93,no=94,missing=93,gain=1.74942946,cover=255
- 93:leaf=0.0007461122,cover=0
- 94:leaf=-0.00777001912,cover=0
- 2:[LGI5<2.16230083] yes=5,no=6,missing=5,gain=0.978407323,cover=100083
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=0.844918013,cover=416
- 11:[Sulc0<-1.15707839] yes=23,no=24,missing=23,gain=0.168744922,cover=41
- 23:[Pol<65.8802414] yes=47,no=48,missing=47,gain=0.115662456,cover=35
- 47:[Pol<14.1659222] yes=95,no=96,missing=96,gain=0.0141012669,cover=29
- 95:leaf=0.00708239246,cover=0
- 96:leaf=0.0126827555,cover=0
- 48:[Ecc<0.669936359] yes=97,no=98,missing=97,gain=0.00240370631,cover=6
- 97:leaf=0.0038367887,cover=0
- 98:leaf=0.000533264887,cover=0
- 24:[PialCurv5<-0.0896686092] yes=49,no=50,missing=49,gain=0.00272558955,cover=6
- 49:[PialCurv5<-0.0931780562] yes=99,no=100,missing=99,gain=0.000684197061,cover=3
- 99:leaf=0.000417143106,cover=0
- 100:leaf=0.00249099336,cover=0
- 50:[Ecc<0.45941934] yes=101,no=102,missing=101,gain=0.000359385216,cover=3
- 101:leaf=-0.000470626372,cover=0
- 102:leaf=0.000396128511,cover=0
- 12:[Area5<0.761842728] yes=25,no=26,missing=25,gain=0.476317734,cover=375
- 25:[Curv5<-0.220549613] yes=51,no=52,missing=51,gain=0.620621324,cover=164
- 51:[Sulc0<-0.998678327] yes=103,no=104,missing=104,gain=0.104147546,cover=44
- 103:leaf=-0.00263805944,cover=0
- 104:leaf=0.00295795524,cover=0
- 52:[Pol<38.1036148] yes=105,no=106,missing=105,gain=0.487253666,cover=120
- 105:leaf=0.00752253784,cover=0
- 106:leaf=0.000386091531,cover=0
- 26:[PialArea5<1.48916721] yes=53,no=54,missing=54,gain=0.764448047,cover=211
- 53:[Area5<0.827407002] yes=107,no=108,missing=107,gain=0.300757259,cover=134
- 107:leaf=-0.000646478904,cover=0
- 108:leaf=0.00422906829,cover=0
- 54:[Sulc0<-0.82173413] yes=109,no=110,missing=109,gain=0.538375258,cover=77
- 109:leaf=-0.00592375128,cover=0
- 110:leaf=0.00417325925,cover=0
- 6:[Area5<0.617766261] yes=13,no=14,missing=13,gain=0.728880227,cover=99667
- 13:[Curv5<-0.186853081] yes=27,no=28,missing=27,gain=0.842749417,cover=760
- 27:[Sulc0<-0.763524294] yes=55,no=56,missing=56,gain=0.877364993,cover=528
- 55:[Ecc<1.10530448] yes=111,no=112,missing=112,gain=1.01357257,cover=488
- 111:leaf=0.00899889879,cover=0
- 112:leaf=0.00134223991,cover=0
- 56:[LGI5<2.58096433] yes=113,no=114,missing=113,gain=0.447848916,cover=40
- 113:leaf=0.0122975493,cover=0
- 114:leaf=-0.000793786836,cover=0
- 28:[Sulc0<-0.93782407] yes=57,no=58,missing=58,gain=0.689122736,cover=232
- 57:[Area5<0.613672853] yes=115,no=116,missing=115,gain=0.407547295,cover=63
- 115:leaf=-0.00696808798,cover=0
- 116:leaf=0.00415524747,cover=0
- 58:[LGI5<2.75211287] yes=117,no=118,missing=117,gain=0.424921483,cover=169
- 117:leaf=0.00214538421,cover=0
- 118:leaf=-0.00369407958,cover=0
- 14:[PialCurv5<-0.108766198] yes=29,no=30,missing=29,gain=0.735598803,cover=98907
- 29:[Curv5<-0.0686563179] yes=59,no=60,missing=60,gain=1.38608325,cover=43195
- 59:[Sulc0<-0.678985238] yes=119,no=120,missing=119,gain=1.2454313,cover=43155
- 119:leaf=3.70773741e-05,cover=0
- 120:leaf=-0.000600687461,cover=0
- 60:[Pol<42.7478409] yes=121,no=122,missing=122,gain=0.520998716,cover=40
- 121:leaf=-0.0036067043,cover=0
- 122:leaf=-0.0151133016,cover=0
- 30:[Sulc0<-0.956550419] yes=61,no=62,missing=61,gain=1.6153264,cover=55712
- 61:[PialCurv5<-0.0693148375] yes=123,no=124,missing=124,gain=2.51062202,cover=6936
- 123:leaf=-0.000327659189,cover=0
- 124:leaf=-0.00449254271,cover=0
- 62:[Curv5<-0.166574284] yes=125,no=126,missing=125,gain=1.97820711,cover=48776
- 125:leaf=0.000843300426,cover=0
- 126:leaf=8.4616142e-05,cover=0
-booster[1017]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.136743397,cover=5124388
- 1:[PialCurv5<0.309146255] yes=3,no=4,missing=3,gain=0.353554159,cover=4943960
- 3:[MidArea5<0.52745223] yes=7,no=8,missing=7,gain=0.700162947,cover=4721760
- 7:[PialArea5<0.672997355] yes=15,no=16,missing=15,gain=2.80787563,cover=229061
- 15:[Ecc<8.41855335] yes=31,no=32,missing=32,gain=1.32080197,cover=227082
- 31:[LGI5<2.95092106] yes=63,no=64,missing=64,gain=3.74389744,cover=133100
- 63:leaf=-5.21847942e-05,cover=0
- 64:leaf=0.00147750496,cover=0
- 32:[Sulc0<0.624357879] yes=65,no=66,missing=65,gain=2.77138615,cover=93982
- 65:leaf=-0.000503072748,cover=0
- 66:leaf=4.12370537e-05,cover=0
- 16:[MidArea5<0.515777051] yes=33,no=34,missing=33,gain=1.04339719,cover=1979
- 33:[PialCurv5<-0.101551421] yes=67,no=68,missing=67,gain=0.342733622,cover=770
- 67:leaf=0.00337739079,cover=0
- 68:leaf=-0.00384484301,cover=0
- 34:[PialArea5<0.693130434] yes=69,no=70,missing=69,gain=0.893612504,cover=1209
- 69:leaf=-0.000590543263,cover=0
- 70:leaf=0.00213308656,cover=0
- 8:[PialArea5<0.467676282] yes=17,no=18,missing=17,gain=0.628118515,cover=4492699
- 17:[Pol<110.811417] yes=35,no=36,missing=36,gain=2.48930764,cover=224179
- 35:[Curv5<-0.0273730159] yes=71,no=72,missing=71,gain=2.87390232,cover=164380
- 71:leaf=-0.00290691247,cover=0
- 72:leaf=-3.88819626e-06,cover=0
- 36:[Ecc<30.959959] yes=73,no=74,missing=73,gain=3.50289345,cover=59799
- 73:leaf=0.000452215172,cover=0
- 74:leaf=-0.00119174342,cover=0
- 18:[Curv5<0.174639657] yes=37,no=38,missing=37,gain=0.925631344,cover=4268520
- 37:[Curv5<0.133649558] yes=75,no=76,missing=75,gain=1.73926854,cover=4245956
- 75:leaf=-1.18157459e-06,cover=0
- 76:leaf=-0.000214699685,cover=0
- 38:[Area5<0.712503135] yes=77,no=78,missing=77,gain=1.80685222,cover=22564
- 77:leaf=0.000608445378,cover=0
- 78:leaf=-0.000367142697,cover=0
- 4:[LGI5<3.33014965] yes=9,no=10,missing=10,gain=2.03609681,cover=222200
- 9:[Curv5<0.101325236] yes=19,no=20,missing=19,gain=1.94264638,cover=206997
- 19:[Pol<171.401581] yes=39,no=40,missing=40,gain=1.53999984,cover=1447
- 39:[Ecc<0.729281187] yes=79,no=80,missing=80,gain=1.68631411,cover=1405
- 79:leaf=-0.012212812,cover=0
- 80:leaf=-0.00179211667,cover=0
- 40:[PialArea5<0.702764034] yes=81,no=82,missing=81,gain=0.94265914,cover=42
- 81:leaf=0.0121437134,cover=0
- 82:leaf=-0.00408390397,cover=0
- 20:[Pol<107.129471] yes=41,no=42,missing=41,gain=1.77057111,cover=205550
- 41:[LGI5<3.01384926] yes=83,no=84,missing=83,gain=1.53278697,cover=133267
- 83:leaf=0.000201920397,cover=0
- 84:leaf=-0.000324305496,cover=0
- 42:[Pol<152.827332] yes=85,no=86,missing=86,gain=2.31609035,cover=72283
- 85:leaf=-0.000262526417,cover=0
- 86:leaf=0.000674160896,cover=0
- 10:[Pol<126.540802] yes=21,no=22,missing=21,gain=1.89880061,cover=15203
- 21:[PialArea5<0.567627013] yes=43,no=44,missing=44,gain=1.22854853,cover=13790
- 43:[Area5<0.567154288] yes=87,no=88,missing=87,gain=0.804094791,cover=13451
- 87:leaf=0.00302440533,cover=0
- 88:leaf=0.000657362223,cover=0
- 44:[LGI5<3.47596025] yes=89,no=90,missing=89,gain=2.6494081,cover=339
- 89:leaf=0.00882334728,cover=0
- 90:leaf=-8.55765102e-05,cover=0
- 22:[Ecc<14.484726] yes=45,no=46,missing=45,gain=1.93230402,cover=1413
- 45:[Pol<171.401581] yes=91,no=92,missing=91,gain=1.1873529,cover=683
- 91:leaf=-0.00474437186,cover=0
- 92:leaf=-0.000493663305,cover=0
- 46:[MidArea5<0.489716202] yes=93,no=94,missing=93,gain=1.30289793,cover=730
- 93:leaf=-0.00553699629,cover=0
- 94:leaf=0.00137894345,cover=0
- 2:[Ecc<11.6821251] yes=5,no=6,missing=5,gain=3.04289365,cover=180428
- 5:[LGI5<3.17022181] yes=11,no=12,missing=12,gain=4.08734608,cover=31399
- 11:[PialCurv5<0.0798129067] yes=23,no=24,missing=24,gain=1.33985722,cover=28573
- 23:[Curv5<0.135532871] yes=47,no=48,missing=47,gain=0.347325683,cover=67
- 47:[PialArea5<0.385581404] yes=95,no=96,missing=96,gain=0.0967328697,cover=20
- 95:leaf=-0.00219331984,cover=0
- 96:leaf=0.0044559869,cover=0
- 48:[LGI5<2.63290954] yes=97,no=98,missing=98,gain=0.283360004,cover=47
- 97:leaf=0.00687563885,cover=0
- 98:leaf=0.0168346502,cover=0
- 24:[LGI5<2.33061647] yes=49,no=50,missing=49,gain=1.30044305,cover=28506
- 49:[Curv5<0.18040961] yes=99,no=100,missing=99,gain=3.19897318,cover=77
- 99:leaf=0.0246929917,cover=0
- 100:leaf=0.000648390967,cover=0
- 50:[Area5<0.864337862] yes=101,no=102,missing=101,gain=1.1589812,cover=28429
- 101:leaf=-0.000310715463,cover=0
- 102:leaf=0.00173094531,cover=0
- 12:[Pol<87.3220139] yes=25,no=26,missing=25,gain=1.98375416,cover=2826
- 25:[PialCurv5<0.255337358] yes=51,no=52,missing=51,gain=1.43796897,cover=155
- 51:[Area5<0.776627541] yes=103,no=104,missing=104,gain=0.923871517,cover=67
- 103:leaf=-0.00817243289,cover=0
- 104:leaf=-0.0204581153,cover=0
- 52:[Area5<0.726017833] yes=105,no=106,missing=106,gain=0.234001189,cover=88
- 105:leaf=-0.00621153181,cover=0
- 106:leaf=-0.00104143843,cover=0
- 26:[Ecc<9.61991787] yes=53,no=54,missing=53,gain=2.0042243,cover=2671
- 53:[Pol<103.851685] yes=107,no=108,missing=107,gain=1.01868391,cover=1080
- 107:leaf=-0.00425609853,cover=0
- 108:leaf=-0.000179770723,cover=0
- 54:[PialCurv5<0.171042696] yes=109,no=110,missing=109,gain=2.10827971,cover=1591
- 109:leaf=0.00566393789,cover=0
- 110:leaf=-0.00128197426,cover=0
- 6:[LGI5<2.53029394] yes=13,no=14,missing=13,gain=2.15995812,cover=149029
- 13:[Area5<0.68633163] yes=27,no=28,missing=27,gain=0.382001162,cover=341
- 27:[Pol<111.326981] yes=55,no=56,missing=56,gain=0.440146565,cover=119
- 55:[Ecc<11.8489361] yes=111,no=112,missing=111,gain=0.235904157,cover=100
- 111:leaf=-0.00722553302,cover=0
- 112:leaf=0.00541649526,cover=0
- 56:leaf=0.0132361101,cover=0
- 28:[LGI5<2.44006681] yes=57,no=58,missing=57,gain=0.266028106,cover=222
- 57:[Curv5<0.131767005] yes=113,no=114,missing=113,gain=0.056417577,cover=36
- 113:leaf=0.00394509314,cover=0
- 114:leaf=-0.00177596218,cover=0
- 58:[PialCurv5<0.220156521] yes=115,no=116,missing=115,gain=0.205705285,cover=186
- 115:leaf=0.00874512922,cover=0
- 116:leaf=0.00305346446,cover=0
- 14:[LGI5<2.75211287] yes=29,no=30,missing=29,gain=3.12215924,cover=148688
- 29:[PialArea5<0.467676282] yes=59,no=60,missing=59,gain=3.09352279,cover=3905
- 59:[PialCurv5<0.167567819] yes=117,no=118,missing=117,gain=1.65104532,cover=3587
- 117:leaf=-0.00628753891,cover=0
- 118:leaf=-0.00143571373,cover=0
- 60:[Curv5<0.0955092236] yes=119,no=120,missing=120,gain=0.654786706,cover=318
- 119:leaf=0.00715628359,cover=0
- 120:leaf=0.00205443357,cover=0
- 30:[Pol<33.3267784] yes=61,no=62,missing=61,gain=2.27120018,cover=144783
- 61:[Curv5<0.169394374] yes=121,no=122,missing=121,gain=0.83142221,cover=864
- 121:leaf=-0.00346700917,cover=0
- 122:leaf=-0.000159455216,cover=0
- 62:[Pol<48.3047981] yes=123,no=124,missing=124,gain=2.45391536,cover=143919
- 123:leaf=0.00201181974,cover=0
- 124:leaf=0.000157581555,cover=0
-booster[1018]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=1,gain=0.136030599,cover=5124388
- 1:[Pol<48.3047981] yes=3,no=4,missing=4,gain=2.3529706,cover=2198906
- 3:[Area5<0.65839982] yes=7,no=8,missing=7,gain=4.37945843,cover=116413
- 7:[LGI5<3.11198854] yes=15,no=16,missing=15,gain=3.53799677,cover=57146
- 15:[LGI5<2.96218491] yes=31,no=32,missing=32,gain=3.04616356,cover=37683
- 31:[LGI5<2.42065382] yes=63,no=64,missing=63,gain=2.41589355,cover=31666
- 63:leaf=0.000617023616,cover=0
- 64:leaf=-0.000317379017,cover=0
- 32:[Sulc0<0.176289052] yes=65,no=66,missing=66,gain=3.67928386,cover=6017
- 65:leaf=0.00075040583,cover=0
- 66:leaf=0.00453076325,cover=0
- 16:[Sulc0<0.464385748] yes=33,no=34,missing=33,gain=3.42998862,cover=19463
- 33:[Curv5<-0.0642315522] yes=67,no=68,missing=67,gain=3.42198944,cover=18543
- 67:leaf=-0.000264443224,cover=0
- 68:leaf=-0.00166253361,cover=0
- 34:[Pol<38.1036148] yes=69,no=70,missing=69,gain=3.55735016,cover=920
- 69:leaf=-0.000642788596,cover=0
- 70:leaf=0.00557707762,cover=0
- 8:[Ecc<2.07756257] yes=17,no=18,missing=17,gain=5.78238487,cover=59267
- 17:[Ecc<1.05247808] yes=35,no=36,missing=36,gain=3.39891315,cover=3979
- 35:[Sulc0<-0.457356662] yes=71,no=72,missing=71,gain=3.69777369,cover=1834
- 71:leaf=0.00325243524,cover=0
- 72:leaf=-0.00142698875,cover=0
- 36:[PialCurv5<0.0798129067] yes=73,no=74,missing=73,gain=4.11937761,cover=2145
- 73:leaf=-0.00408848701,cover=0
- 74:leaf=0.000727602805,cover=0
- 18:[LGI5<2.33929968] yes=37,no=38,missing=38,gain=8.35316849,cover=55288
- 37:[Pol<32.323391] yes=75,no=76,missing=75,gain=3.92226696,cover=379
- 75:leaf=0.0115239294,cover=0
- 76:leaf=0.000638176629,cover=0
- 38:[LGI5<2.37224698] yes=77,no=78,missing=77,gain=7.75786257,cover=54909
- 77:leaf=-0.00738666579,cover=0
- 78:leaf=0.000636120094,cover=0
- 4:[Ecc<41.2560654] yes=9,no=10,missing=10,gain=2.10603189,cover=2082493
- 9:[Area5<0.748478889] yes=19,no=20,missing=19,gain=1.97192204,cover=2012332
- 19:[LGI5<3.06122994] yes=39,no=40,missing=40,gain=2.02677345,cover=1720884
- 39:[LGI5<2.89127874] yes=79,no=80,missing=80,gain=7.13177967,cover=1303744
- 79:leaf=-1.46726443e-05,cover=0
- 80:leaf=-0.000344563276,cover=0
- 40:[Ecc<2.8577323] yes=81,no=82,missing=81,gain=4.5204649,cover=417140
- 81:leaf=0.0120990947,cover=0
- 82:leaf=6.10779462e-05,cover=0
- 20:[Pol<71.0996552] yes=41,no=42,missing=41,gain=3.89872026,cover=291448
- 41:[Ecc<8.55626965] yes=83,no=84,missing=83,gain=6.69016504,cover=28509
- 83:leaf=0.00292868353,cover=0
- 84:leaf=0.000404411199,cover=0
- 42:[Sulc0<-0.338601172] yes=85,no=86,missing=85,gain=4.40300798,cover=262939
- 85:leaf=-0.00122502993,cover=0
- 86:leaf=8.071091e-05,cover=0
- 10:[Curv5<0.0595101416] yes=21,no=22,missing=21,gain=2.74521494,cover=70161
- 21:[PialArea5<0.669517875] yes=43,no=44,missing=43,gain=3.3279047,cover=18428
- 43:[Pol<149.795395] yes=87,no=88,missing=87,gain=4.70996761,cover=10640
- 87:leaf=-0.00180356519,cover=0
- 88:leaf=0.00128364773,cover=0
- 44:[LGI5<3.07984829] yes=89,no=90,missing=89,gain=2.21269894,cover=7788
- 89:leaf=0.00127723522,cover=0
- 90:leaf=-0.000572934863,cover=0
- 22:[Pol<84.7687759] yes=45,no=46,missing=45,gain=3.84732389,cover=51733
- 45:[Curv5<0.171955615] yes=91,no=92,missing=91,gain=2.29876137,cover=27361
- 91:leaf=-0.000800334325,cover=0
- 92:leaf=0.000215160544,cover=0
- 46:[LGI5<3.15728688] yes=93,no=94,missing=93,gain=2.27807999,cover=24372
- 93:leaf=0.000954393239,cover=0
- 94:leaf=-3.56760611e-05,cover=0
- 2:[MidArea5<0.552703321] yes=5,no=6,missing=5,gain=1.84847009,cover=2925482
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=0.275473595,cover=703
- 11:[LGI5<2.43374896] yes=23,no=24,missing=23,gain=0.334701359,cover=91
- 23:[LGI5<2.3969903] yes=47,no=48,missing=48,gain=0.192367435,cover=63
- 47:[PialCurv5<-0.111886919] yes=95,no=96,missing=95,gain=0.0876637697,cover=53
- 95:leaf=0.00487217912,cover=0
- 96:leaf=0.011729124,cover=0
- 48:[Ecc<0.567370772] yes=97,no=98,missing=98,gain=0.118440092,cover=10
- 97:leaf=0.00348398695,cover=0
- 98:leaf=0.0166090261,cover=0
- 24:[Pol<133.406311] yes=49,no=50,missing=49,gain=0.0491393022,cover=28
- 49:[Ecc<0.513775289] yes=99,no=100,missing=99,gain=0.0188508667,cover=24
- 99:leaf=-0.00206665043,cover=0
- 100:leaf=0.000704669976,cover=0
- 50:leaf=0.00506063504,cover=0
- 12:[PialCurv5<-0.181738108] yes=25,no=26,missing=25,gain=0.22371459,cover=612
- 25:[Curv5<-0.26661092] yes=51,no=52,missing=52,gain=0.0942362919,cover=34
- 51:[PialArea5<0.769840837] yes=101,no=102,missing=101,gain=0.0523786396,cover=23
- 101:leaf=-0.000858417654,cover=0
- 102:leaf=0.00538484473,cover=0
- 52:[MidArea5<0.545424342] yes=103,no=104,missing=104,gain=0.00985656679,cover=11
- 103:leaf=-0.00307629281,cover=0
- 104:leaf=-0.00703778816,cover=0
- 26:[Pol<171.401581] yes=53,no=54,missing=53,gain=0.213036895,cover=578
- 53:[LGI5<2.44958925] yes=105,no=106,missing=105,gain=0.254911065,cover=556
- 105:leaf=0.00186421839,cover=0
- 106:leaf=0.00416923594,cover=0
- 54:[LGI5<2.37224698] yes=107,no=108,missing=107,gain=0.0947699547,cover=22
- 107:leaf=0.000448743784,cover=0
- 108:leaf=-0.00599407079,cover=0
- 6:[PialCurv5<0.137877449] yes=13,no=14,missing=13,gain=1.31887257,cover=2924779
- 13:[Curv5<0.0365542509] yes=27,no=28,missing=27,gain=2.59715462,cover=2896835
- 27:[PialCurv5<0.0666604191] yes=55,no=56,missing=55,gain=6.55035353,cover=2797845
- 55:[Area5<0.670794368] yes=109,no=110,missing=109,gain=1.14787233,cover=2754779
- 109:leaf=3.69553672e-05,cover=0
- 110:leaf=-2.7734457e-05,cover=0
- 56:[Sulc0<-0.312649339] yes=111,no=112,missing=112,gain=3.11818361,cover=43066
- 111:leaf=-0.000316059915,cover=0
- 112:leaf=0.000816488755,cover=0
- 28:[PialCurv5<0.0447484925] yes=57,no=58,missing=57,gain=8.90016842,cover=98990
- 57:[PialCurv5<-0.0154925911] yes=113,no=114,missing=113,gain=7.96696424,cover=13591
- 113:leaf=-0.00308035524,cover=0
- 114:leaf=0.00130427734,cover=0
- 58:[Area5<0.755546272] yes=115,no=116,missing=115,gain=4.95595932,cover=85399
- 115:leaf=-0.000865347683,cover=0
- 116:leaf=-9.84398066e-05,cover=0
- 14:[Ecc<4.40349627] yes=29,no=30,missing=29,gain=2.4418962,cover=27944
- 29:[Ecc<1.79549146] yes=59,no=60,missing=59,gain=2.35118675,cover=7707
- 59:[Sulc0<-0.152423486] yes=117,no=118,missing=117,gain=1.86579061,cover=2255
- 117:leaf=-0.00117135455,cover=0
- 118:leaf=0.00199615769,cover=0
- 60:[Pol<54.5053368] yes=119,no=120,missing=119,gain=2.61698103,cover=5452
- 119:leaf=-0.00748750567,cover=0
- 120:leaf=0.00179798156,cover=0
- 30:[LGI5<2.25075769] yes=61,no=62,missing=61,gain=2.23168159,cover=20237
- 61:[PialArea5<0.750515759] yes=121,no=122,missing=121,gain=0.56137228,cover=115
- 121:leaf=-0.000841823814,cover=0
- 122:leaf=0.00851493888,cover=0
- 62:[Ecc<5.4036684] yes=123,no=124,missing=123,gain=2.14102507,cover=20122
- 123:leaf=-0.00171316171,cover=0
- 124:leaf=0.000173441178,cover=0
-booster[1019]:
-0:[LGI5<2.26652193] yes=1,no=2,missing=2,gain=0.140071243,cover=5124388
- 1:[Sulc0<0.68960917] yes=3,no=4,missing=3,gain=1.48492408,cover=222961
- 3:[LGI5<2.25075769] yes=7,no=8,missing=7,gain=1.45002842,cover=222201
- 7:[Pol<34.3003769] yes=15,no=16,missing=16,gain=1.52177775,cover=179976
- 15:[Sulc0<-0.298712492] yes=31,no=32,missing=32,gain=3.28902912,cover=19115
- 31:[PialArea5<0.943111241] yes=63,no=64,missing=64,gain=1.46364331,cover=18644
- 63:leaf=0.000813643099,cover=0
- 64:leaf=-7.5310687e-05,cover=0
- 32:[PialCurv5<0.0616685152] yes=65,no=66,missing=65,gain=1.78238225,cover=471
- 65:leaf=0.0074429363,cover=0
- 66:leaf=0.00127846084,cover=0
- 16:[Curv5<-0.241649449] yes=33,no=34,missing=34,gain=1.34459639,cover=160861
- 33:[Area5<0.532936037] yes=67,no=68,missing=67,gain=2.62784004,cover=15679
- 67:leaf=-0.000103663529,cover=0
- 68:leaf=0.00122847757,cover=0
- 34:[PialCurv5<-0.0595124774] yes=69,no=70,missing=69,gain=1.74650037,cover=145182
- 69:leaf=-0.00028561111,cover=0
- 70:leaf=6.56861157e-05,cover=0
- 8:[MidArea5<0.535488486] yes=17,no=18,missing=18,gain=1.57591689,cover=42225
- 17:[Sulc0<-0.351394534] yes=35,no=36,missing=35,gain=4.73637676,cover=3859
- 35:[LGI5<2.25958419] yes=71,no=72,missing=71,gain=1.36460733,cover=1035
- 71:leaf=-0.00247593573,cover=0
- 72:leaf=-0.00612329505,cover=0
- 36:[Ecc<0.783076942] yes=73,no=74,missing=73,gain=1.51554894,cover=2824
- 73:leaf=0.00302829454,cover=0
- 74:leaf=-0.000625786255,cover=0
- 18:[Area5<0.56946665] yes=37,no=38,missing=37,gain=1.60880256,cover=38366
- 37:[Sulc0<-0.63852036] yes=75,no=76,missing=75,gain=4.70705891,cover=11650
- 75:leaf=-0.000285912247,cover=0
- 76:leaf=0.00207075919,cover=0
- 38:[Curv5<-0.2376284] yes=77,no=78,missing=78,gain=1.43529141,cover=26716
- 77:leaf=0.00085559499,cover=0
- 78:leaf=-0.00053161697,cover=0
- 4:[Curv5<0.149355054] yes=9,no=10,missing=9,gain=3.66743469,cover=760
- 9:[PialCurv5<0.0877920389] yes=19,no=20,missing=20,gain=1.89227486,cover=135
- 19:[Pol<97.3566132] yes=39,no=40,missing=39,gain=0.13362956,cover=16
- 39:[Ecc<7.59607029] yes=79,no=80,missing=80,gain=0.000603229739,cover=3
- 79:leaf=0.000643229519,cover=0
- 80:leaf=0.00305113592,cover=0
- 40:[Pol<100.090813] yes=81,no=82,missing=82,gain=0.00226563215,cover=13
- 81:leaf=-0.00510515971,cover=0
- 82:leaf=-0.00951620657,cover=0
- 20:[Curv5<0.128008828] yes=41,no=42,missing=41,gain=0.867277622,cover=119
- 41:[MidArea5<0.559431195] yes=83,no=84,missing=83,gain=0.196649551,cover=40
- 83:leaf=0.0183231141,cover=0
- 84:leaf=-0.00216939463,cover=0
- 42:[MidArea5<0.545424342] yes=85,no=86,missing=85,gain=1.02660537,cover=79
- 85:leaf=0.0109379599,cover=0
- 86:leaf=-0.00461129379,cover=0
- 10:[Area5<0.598585367] yes=21,no=22,missing=21,gain=0.981411815,cover=625
- 21:[PialCurv5<0.493508637] yes=43,no=44,missing=43,gain=0.265920579,cover=114
- 43:[LGI5<2.25958419] yes=87,no=88,missing=87,gain=0.158637822,cover=95
- 87:leaf=-0.00587651925,cover=0
- 88:leaf=-0.00112776039,cover=0
- 44:[PialArea5<0.245474651] yes=89,no=90,missing=89,gain=0.0465969965,cover=19
- 89:leaf=-6.73792238e-05,cover=0
- 90:leaf=0.00498745963,cover=0
- 22:[PialArea5<0.338250697] yes=45,no=46,missing=45,gain=0.42292738,cover=511
- 45:[Curv5<0.186949074] yes=91,no=92,missing=91,gain=0.411385238,cover=327
- 91:leaf=-0.00074107782,cover=0
- 92:leaf=0.00350688375,cover=0
- 46:[PialCurv5<0.236826599] yes=93,no=94,missing=93,gain=0.306513131,cover=184
- 93:leaf=-0.00546710519,cover=0
- 94:leaf=0.000386957516,cover=0
- 2:[LGI5<2.27925944] yes=5,no=6,missing=5,gain=0.219515115,cover=4901427
- 5:[Area5<0.761842728] yes=11,no=12,missing=12,gain=2.96612501,cover=40034
- 11:[Pol<67.3859482] yes=23,no=24,missing=23,gain=2.79876208,cover=37197
- 23:[Ecc<2.79805064] yes=47,no=48,missing=47,gain=2.18525743,cover=7907
- 47:[Sulc0<-0.0326132737] yes=95,no=96,missing=95,gain=1.67076278,cover=6238
- 95:leaf=-0.000497645349,cover=0
- 96:leaf=0.00682029873,cover=0
- 48:[MidArea5<0.713920057] yes=97,no=98,missing=97,gain=1.67011452,cover=1669
- 97:leaf=0.000649748137,cover=0
- 98:leaf=-0.00324996118,cover=0
- 24:[Ecc<3.8768425] yes=49,no=50,missing=49,gain=1.4068135,cover=29290
- 49:[MidArea5<0.943411052] yes=99,no=100,missing=99,gain=1.9654218,cover=21146
- 99:leaf=0.000510206737,cover=0
- 100:leaf=-0.00286315731,cover=0
- 50:[Pol<107.129471] yes=101,no=102,missing=101,gain=2.21394467,cover=8144
- 101:leaf=0.000737355556,cover=0
- 102:leaf=-0.000967997068,cover=0
- 12:[PialArea5<0.563414931] yes=25,no=26,missing=26,gain=2.7569561,cover=2837
- 25:[Curv5<0.110890195] yes=51,no=52,missing=52,gain=1.83804595,cover=241
- 51:[Pol<112.874634] yes=103,no=104,missing=103,gain=0.863643646,cover=49
- 103:leaf=-0.01606947,cover=0
- 104:leaf=-0.00133237161,cover=0
- 52:[Ecc<1.51801682] yes=105,no=106,missing=106,gain=0.497544527,cover=192
- 105:leaf=-0.0115268258,cover=0
- 106:leaf=-0.000571771874,cover=0
- 26:[Ecc<4.53598547] yes=53,no=54,missing=53,gain=2.35299778,cover=2596
- 53:[PialCurv5<-0.0948967114] yes=107,no=108,missing=108,gain=3.01394606,cover=1903
- 107:leaf=-0.00056787167,cover=0
- 108:leaf=0.00415020389,cover=0
- 54:[Curv5<-0.166574284] yes=109,no=110,missing=109,gain=1.17408359,cover=693
- 109:leaf=0.0038824298,cover=0
- 110:leaf=-0.00134185236,cover=0
- 6:[Pol<138.971481] yes=13,no=14,missing=13,gain=0.200931489,cover=4861393
- 13:[Area5<0.504816413] yes=27,no=28,missing=27,gain=1.02536368,cover=3697842
- 27:[Sulc0<-0.047846999] yes=55,no=56,missing=56,gain=1.3255074,cover=145645
- 55:[PialCurv5<-0.0965851992] yes=111,no=112,missing=112,gain=2.13767529,cover=130649
- 111:leaf=5.11057406e-05,cover=0
- 112:leaf=0.000503131421,cover=0
- 56:[PialArea5<0.721636832] yes=113,no=114,missing=114,gain=3.81746268,cover=14996
- 113:leaf=-0.00011921893,cover=0
- 114:leaf=-0.00348849455,cover=0
- 28:[Sulc0<-0.202991232] yes=57,no=58,missing=57,gain=1.48068559,cover=3552197
- 57:[Pol<75.4512405] yes=115,no=116,missing=115,gain=9.78595734,cover=1449884
- 115:leaf=2.84085891e-05,cover=0
- 116:leaf=-0.000266807241,cover=0
- 58:[Pol<69.6327286] yes=117,no=118,missing=118,gain=2.55317855,cover=2102313
- 117:leaf=-9.63511629e-05,cover=0
- 118:leaf=4.34678841e-05,cover=0
- 14:[Sulc0<0.649594426] yes=29,no=30,missing=30,gain=2.92644095,cover=1163551
- 29:[Area5<0.699748635] yes=59,no=60,missing=59,gain=2.90623784,cover=1160692
- 59:[Sulc0<-0.123243913] yes=119,no=120,missing=119,gain=5.73319292,cover=798821
- 119:leaf=1.84682249e-05,cover=0
- 120:leaf=-0.000397663331,cover=0
- 60:[PialArea5<0.727568209] yes=121,no=122,missing=121,gain=3.06958437,cover=361871
- 121:leaf=0.000508800324,cover=0
- 122:leaf=8.28507764e-05,cover=0
- 30:[Curv5<-0.148390457] yes=61,no=62,missing=62,gain=1.59379458,cover=2859
- 61:[Pol<153.554306] yes=123,no=124,missing=123,gain=0.973535419,cover=33
- 123:leaf=0.00393574219,cover=0
- 124:leaf=0.0233341288,cover=0
- 62:[LGI5<3.23225117] yes=125,no=126,missing=126,gain=1.50883818,cover=2826
- 125:leaf=-0.000650945352,cover=0
- 126:leaf=-0.00297105312,cover=0
-booster[1020]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=1,gain=0.14602758,cover=5124388
- 1:[Pol<47.409153] yes=3,no=4,missing=4,gain=2.1409266,cover=2198906
- 3:[Ecc<20.0856266] yes=7,no=8,missing=7,gain=4.11148739,cover=112319
- 7:[Sulc0<-0.166708246] yes=15,no=16,missing=15,gain=9.28467369,cover=61602
- 15:[LGI5<3.04906535] yes=31,no=32,missing=31,gain=3.56960869,cover=55462
- 31:[LGI5<2.92358446] yes=63,no=64,missing=64,gain=5.76234961,cover=39763
- 63:leaf=0.000154161229,cover=0
- 64:leaf=0.00195605098,cover=0
- 32:[Ecc<8.55626965] yes=65,no=66,missing=65,gain=2.48699188,cover=15699
- 65:leaf=0.000567048031,cover=0
- 66:leaf=-0.000874824182,cover=0
- 16:[LGI5<2.33061647] yes=33,no=34,missing=33,gain=3.62515068,cover=6140
- 33:[Ecc<0.999059319] yes=67,no=68,missing=68,gain=2.12790012,cover=483
- 67:leaf=-0.0014334739,cover=0
- 68:leaf=0.00522748241,cover=0
- 34:[LGI5<2.39356947] yes=69,no=70,missing=70,gain=3.35500813,cover=5657
- 69:leaf=-0.00784288626,cover=0
- 70:leaf=-0.00200476381,cover=0
- 8:[Area5<0.489361584] yes=17,no=18,missing=17,gain=3.58642149,cover=50717
- 17:[Sulc0<0.218763664] yes=35,no=36,missing=35,gain=1.76730788,cover=2249
- 35:[Sulc0<-0.27863887] yes=71,no=72,missing=72,gain=1.91507483,cover=2120
- 71:leaf=-0.00189791096,cover=0
- 72:leaf=0.00164926169,cover=0
- 36:[Ecc<32.0879669] yes=73,no=74,missing=73,gain=1.90847754,cover=129
- 73:leaf=-0.016689973,cover=0
- 74:leaf=-0.00321483216,cover=0
- 18:[Ecc<35.195137] yes=37,no=38,missing=37,gain=3.31829691,cover=48468
- 37:[Area5<0.67996794] yes=75,no=76,missing=75,gain=3.82271957,cover=18496
- 75:leaf=0.000479696871,cover=0
- 76:leaf=0.00192036422,cover=0
- 38:[Pol<35.2629585] yes=77,no=78,missing=77,gain=5.28672981,cover=29972
- 77:leaf=0.000913343392,cover=0
- 78:leaf=-0.00041924938,cover=0
- 4:[Ecc<43.8470497] yes=9,no=10,missing=10,gain=1.92812288,cover=2086587
- 9:[Sulc0<-0.152423486] yes=19,no=20,missing=19,gain=1.75596082,cover=2038322
- 19:[Pol<123.615685] yes=39,no=40,missing=39,gain=12.1027679,cover=438544
- 39:[Ecc<2.07756257] yes=79,no=80,missing=80,gain=20.5509815,cover=193315
- 79:leaf=0.000216801796,cover=0
- 80:leaf=-0.000830359408,cover=0
- 40:[Ecc<8.17402458] yes=81,no=82,missing=82,gain=12.3450356,cover=245229
- 81:leaf=0.000369670102,cover=0
- 82:leaf=-0.000396054704,cover=0
- 20:[Curv5<-0.121808149] yes=41,no=42,missing=41,gain=4.11785889,cover=1599778
- 41:[LGI5<2.67938972] yes=83,no=84,missing=83,gain=4.57259178,cover=25830
- 83:leaf=0.000603203371,cover=0
- 84:leaf=-0.000978727243,cover=0
- 42:[Pol<156.492447] yes=85,no=86,missing=85,gain=2.13430762,cover=1573948
- 85:leaf=3.04317928e-05,cover=0
- 86:leaf=-0.000330963812,cover=0
- 10:[Curv5<0.0756113976] yes=21,no=22,missing=21,gain=1.50352979,cover=48265
- 21:[LGI5<3.07984829] yes=43,no=44,missing=44,gain=2.72935319,cover=15663
- 43:[Curv5<-0.0156469513] yes=87,no=88,missing=87,gain=3.82151484,cover=4719
- 87:leaf=0.00181263685,cover=0
- 88:leaf=-0.00104200339,cover=0
- 44:[LGI5<3.36766768] yes=89,no=90,missing=89,gain=3.30019808,cover=10944
- 89:leaf=-0.00197309884,cover=0
- 90:leaf=-0.000231399768,cover=0
- 22:[PialCurv5<0.110155433] yes=45,no=46,missing=45,gain=3.18378115,cover=32602
- 45:[Pol<54.5053368] yes=91,no=92,missing=91,gain=3.61969995,cover=1576
- 91:leaf=-0.00505578844,cover=0
- 92:leaf=0.00285760663,cover=0
- 46:[Pol<89.1530609] yes=93,no=94,missing=93,gain=2.55626249,cover=31026
- 93:leaf=-0.000610912743,cover=0
- 94:leaf=0.000321540021,cover=0
- 2:[MidArea5<0.552703321] yes=5,no=6,missing=5,gain=1.67153215,cover=2925482
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=0.252160192,cover=703
- 11:[LGI5<2.43374896] yes=23,no=24,missing=23,gain=0.304286242,cover=91
- 23:[LGI5<2.3969903] yes=47,no=48,missing=48,gain=0.177477598,cover=63
- 47:[PialCurv5<-0.111886919] yes=95,no=96,missing=96,gain=0.0821049809,cover=53
- 95:leaf=0.00463042269,cover=0
- 96:leaf=0.0112530394,cover=0
- 48:[Ecc<0.567370772] yes=97,no=98,missing=98,gain=0.107635617,cover=10
- 97:leaf=0.00335223973,cover=0
- 98:leaf=0.0158801675,cover=0
- 24:[Pol<133.406311] yes=49,no=50,missing=49,gain=0.0452992283,cover=28
- 49:[Ecc<0.513775289] yes=99,no=100,missing=99,gain=0.0171730556,cover=24
- 99:leaf=-0.00197594869,cover=0
- 100:leaf=0.000669242465,cover=0
- 50:leaf=0.00485747354,cover=0
- 12:[Ecc<1.62447274] yes=25,no=26,missing=25,gain=0.2036798,cover=612
- 25:[Ecc<1.21076584] yes=51,no=52,missing=51,gain=0.333805144,cover=220
- 51:[PialCurv5<-0.181738108] yes=101,no=102,missing=101,gain=0.234363645,cover=141
- 101:leaf=-0.00475836266,cover=0
- 102:leaf=0.00287190592,cover=0
- 52:[Curv5<-0.206445083] yes=103,no=104,missing=103,gain=0.134843707,cover=79
- 103:leaf=-0.000780895411,cover=0
- 104:leaf=-0.00620017992,cover=0
- 26:[Sulc0<-1.12931466] yes=53,no=54,missing=53,gain=0.204718947,cover=392
- 53:[Pol<32.323391] yes=105,no=106,missing=106,gain=0.0178797841,cover=21
- 105:leaf=0.0026437284,cover=0
- 106:leaf=0.00809107069,cover=0
- 54:[Ecc<2.3695333] yes=107,no=108,missing=108,gain=0.178131342,cover=371
- 107:leaf=0.00401096791,cover=0
- 108:leaf=0.00168043119,cover=0
- 6:[PialCurv5<0.122354448] yes=13,no=14,missing=14,gain=1.20981693,cover=2924779
- 13:[Curv5<0.0365542509] yes=27,no=28,missing=27,gain=2.64562893,cover=2885383
- 27:[PialCurv5<0.0666604191] yes=55,no=56,missing=56,gain=5.70674801,cover=2794939
- 55:[Area5<0.670794368] yes=109,no=110,missing=109,gain=1.05987978,cover=2754779
- 109:leaf=3.60809754e-05,cover=0
- 110:leaf=-2.60799552e-05,cover=0
- 56:[Sulc0<-0.298712492] yes=111,no=112,missing=112,gain=3.142869,cover=40160
- 111:leaf=-0.000331572141,cover=0
- 112:leaf=0.000812576734,cover=0
- 28:[PialCurv5<0.0447484925] yes=57,no=58,missing=57,gain=8.56999779,cover=90444
- 57:[PialCurv5<-0.0154925911] yes=113,no=114,missing=114,gain=7.20027208,cover=13591
- 113:leaf=-0.00292770634,cover=0
- 114:leaf=0.0012406155,cover=0
- 58:[Area5<0.754342616] yes=115,no=116,missing=115,gain=5.89310503,cover=76853
- 115:leaf=-0.000963708677,cover=0
- 116:leaf=-8.12491271e-05,cover=0
- 14:[LGI5<2.39007568] yes=29,no=30,missing=29,gain=3.02400851,cover=39396
- 29:[LGI5<2.26652193] yes=59,no=60,missing=60,gain=2.13305473,cover=5712
- 59:[Ecc<4.00532722] yes=117,no=118,missing=118,gain=3.26953864,cover=1515
- 117:leaf=-0.00149569474,cover=0
- 118:leaf=0.00410629436,cover=0
- 60:[Ecc<4.40349627] yes=119,no=120,missing=119,gain=2.31692696,cover=4197
- 119:leaf=0.00275335554,cover=0
- 120:leaf=0.000258079031,cover=0
- 30:[Pol<21.2328167] yes=61,no=62,missing=61,gain=1.61728287,cover=33684
- 61:[Curv5<-0.0133169871] yes=121,no=122,missing=121,gain=3.09056687,cover=459
- 121:leaf=0.00993410777,cover=0
- 122:leaf=-0.00415046467,cover=0
- 62:[Pol<92.7492142] yes=123,no=124,missing=124,gain=1.87818313,cover=33225
- 123:leaf=0.000610960356,cover=0
- 124:leaf=-0.000159234085,cover=0
-booster[1021]:
-0:[Ecc<1.41371143] yes=1,no=2,missing=2,gain=0.155751243,cover=5124388
- 1:[Pol<148.336472] yes=3,no=4,missing=3,gain=1.52245247,cover=463439
- 3:[Pol<119.777687] yes=7,no=8,missing=7,gain=3.83766556,cover=350166
- 7:[Sulc0<-0.59790951] yes=15,no=16,missing=15,gain=2.64776778,cover=272884
- 15:[Curv5<-0.158538193] yes=31,no=32,missing=31,gain=4.91430807,cover=181509
- 31:[Sulc0<-0.788856506] yes=63,no=64,missing=64,gain=2.86738658,cover=121254
- 63:leaf=2.9196483e-06,cover=0
- 64:leaf=-0.000559364213,cover=0
- 32:[Area5<0.628069878] yes=65,no=66,missing=65,gain=11.6494837,cover=60255
- 65:leaf=-0.000252113619,cover=0
- 66:leaf=0.00113947364,cover=0
- 16:[PialArea5<0.81902951] yes=33,no=34,missing=34,gain=10.2873554,cover=91375
- 33:[Curv5<-0.0226651002] yes=67,no=68,missing=67,gain=3.19221592,cover=61344
- 67:leaf=-0.00035184875,cover=0
- 68:leaf=0.000383601728,cover=0
- 34:[Pol<84.7687759] yes=69,no=70,missing=70,gain=11.5296869,cover=30031
- 69:leaf=-0.000390338624,cover=0
- 70:leaf=-0.00251497608,cover=0
- 8:[PialCurv5<0.0171581414] yes=17,no=18,missing=17,gain=3.6104815,cover=77282
- 17:[PialCurv5<-0.062031392] yes=35,no=36,missing=35,gain=7.41269493,cover=64245
- 35:[LGI5<2.24172258] yes=71,no=72,missing=71,gain=3.35549116,cover=47773
- 71:leaf=-0.000917052792,cover=0
- 72:leaf=0.000334516546,cover=0
- 36:[Ecc<0.943656743] yes=73,no=74,missing=74,gain=10.3965359,cover=16472
- 73:leaf=0.000692940259,cover=0
- 74:leaf=0.0036242113,cover=0
- 18:[LGI5<2.74668789] yes=37,no=38,missing=37,gain=4.66477776,cover=13037
- 37:[Curv5<0.00780903921] yes=75,no=76,missing=75,gain=4.75877237,cover=12846
- 75:leaf=-0.00209504878,cover=0
- 76:leaf=0.000210151891,cover=0
- 38:[Ecc<1.15906882] yes=77,no=78,missing=77,gain=0.954771996,cover=191
- 77:leaf=-0.00964689348,cover=0
- 78:leaf=0.000192938445,cover=0
- 4:[Area5<0.616426587] yes=9,no=10,missing=10,gain=2.59421039,cover=113273
- 9:[PialArea5<0.869586051] yes=19,no=20,missing=19,gain=2.02653837,cover=61645
- 19:[Sulc0<-0.325671464] yes=39,no=40,missing=40,gain=1.4478848,cover=47430
- 39:[LGI5<2.21018219] yes=79,no=80,missing=79,gain=1.58530581,cover=40419
- 79:leaf=0.000736341055,cover=0
- 80:leaf=-0.000340420724,cover=0
- 40:[LGI5<2.21018219] yes=81,no=82,missing=82,gain=1.47404075,cover=7011
- 81:leaf=-0.00233755331,cover=0
- 82:leaf=0.000720973185,cover=0
- 20:[LGI5<2.48283219] yes=41,no=42,missing=42,gain=2.4889226,cover=14215
- 41:[PialArea5<1.02926981] yes=83,no=84,missing=83,gain=1.89576876,cover=10665
- 83:leaf=0.000499665155,cover=0
- 84:leaf=-0.00118986715,cover=0
- 42:[Sulc0<-0.407819748] yes=85,no=86,missing=86,gain=1.91068554,cover=3550
- 85:leaf=0.00156032387,cover=0
- 86:leaf=0.0112185432,cover=0
- 10:[Curv5<-0.172863677] yes=21,no=22,missing=22,gain=3.33667469,cover=51628
- 21:[PialCurv5<-0.113441773] yes=43,no=44,missing=43,gain=4.70381975,cover=3781
- 43:[MidArea5<0.98915565] yes=87,no=88,missing=87,gain=2.56862068,cover=1889
- 87:leaf=-0.000215223321,cover=0
- 88:leaf=-0.00676337024,cover=0
- 44:[PialArea5<0.931472182] yes=89,no=90,missing=89,gain=3.36668015,cover=1892
- 89:leaf=0.00737524172,cover=0
- 90:leaf=0.00178150914,cover=0
- 22:[PialCurv5<-0.0868030339] yes=45,no=46,missing=45,gain=6.41050291,cover=47847
- 45:[Ecc<0.567370772] yes=91,no=92,missing=92,gain=5.04691315,cover=3818
- 91:leaf=5.46069896e-05,cover=0
- 92:leaf=-0.00380648929,cover=0
- 46:[Curv5<-0.134546712] yes=93,no=94,missing=93,gain=4.77850628,cover=44029
- 93:leaf=0.00238840701,cover=0
- 94:leaf=-0.000488589983,cover=0
- 2:[LGI5<2.18291569] yes=5,no=6,missing=5,gain=0.543045878,cover=4660949
- 5:[Ecc<2.3695333] yes=11,no=12,missing=11,gain=3.46207905,cover=37028
- 11:[Pol<106.604004] yes=23,no=24,missing=23,gain=4.11994076,cover=12811
- 23:[Sulc0<-0.661663771] yes=47,no=48,missing=48,gain=3.72130919,cover=7877
- 47:[MidArea5<0.824597478] yes=95,no=96,missing=95,gain=1.29653382,cover=4167
- 95:leaf=-5.56103478e-05,cover=0
- 96:leaf=0.00184317341,cover=0
- 48:[PialCurv5<0.154069737] yes=97,no=98,missing=97,gain=7.39933586,cover=3710
- 97:leaf=0.00414229278,cover=0
- 98:leaf=-0.000783062249,cover=0
- 24:[MidArea5<0.70642072] yes=49,no=50,missing=49,gain=6.50586605,cover=4934
- 49:[LGI5<2.13090348] yes=99,no=100,missing=100,gain=0.966531992,cover=3043
- 99:leaf=-0.000534205348,cover=0
- 100:leaf=-0.00238369941,cover=0
- 50:[LGI5<2.13090348] yes=101,no=102,missing=101,gain=4.65268946,cover=1891
- 101:leaf=-0.00170355849,cover=0
- 102:leaf=0.00367452693,cover=0
- 12:[MidArea5<0.552703321] yes=25,no=26,missing=26,gain=3.5088923,cover=24217
- 25:[PialCurv5<0.24610664] yes=51,no=52,missing=51,gain=4.99509335,cover=3923
- 51:[Ecc<6.87229633] yes=103,no=104,missing=104,gain=3.74154186,cover=1896
- 103:leaf=0.00386133394,cover=0
- 104:leaf=-0.00304975105,cover=0
- 52:[MidArea5<0.512587845] yes=105,no=106,missing=105,gain=1.01763034,cover=2027
- 105:leaf=0.000408417545,cover=0
- 106:leaf=-0.00187309913,cover=0
- 26:[Sulc0<-0.244882882] yes=53,no=54,missing=53,gain=1.85732579,cover=20294
- 53:[Curv5<-0.163374811] yes=107,no=108,missing=108,gain=4.1810379,cover=13612
- 107:leaf=7.93489962e-05,cover=0
- 108:leaf=-0.00167498365,cover=0
- 54:[Pol<99.5532455] yes=109,no=110,missing=109,gain=6.59915113,cover=6682
- 109:leaf=-0.00180150045,cover=0
- 110:leaf=0.00145725289,cover=0
- 6:[LGI5<2.21018219] yes=13,no=14,missing=13,gain=1.08871078,cover=4623921
- 13:[Area5<0.642765105] yes=27,no=28,missing=27,gain=7.60387182,cover=24267
- 27:[MidArea5<0.638313055] yes=55,no=56,missing=55,gain=4.59280682,cover=12980
- 55:[Pol<78.2110443] yes=111,no=112,missing=112,gain=3.267658,cover=5387
- 111:leaf=-0.00305374409,cover=0
- 112:leaf=-6.68328193e-09,cover=0
- 56:[Ecc<3.29132295] yes=113,no=114,missing=113,gain=2.92872715,cover=7593
- 113:leaf=0.000619916304,cover=0
- 114:leaf=0.00273540081,cover=0
- 28:[MidArea5<0.877007365] yes=57,no=58,missing=57,gain=6.4886632,cover=11287
- 57:[Ecc<1.96654522] yes=115,no=116,missing=115,gain=3.52511978,cover=9286
- 115:leaf=-0.00425861264,cover=0
- 116:leaf=-0.00144598947,cover=0
- 58:[Pol<76.8473129] yes=117,no=118,missing=117,gain=1.98342443,cover=2001
- 117:leaf=-2.8278484e-05,cover=0
- 118:leaf=0.00316455937,cover=0
- 14:[LGI5<2.25075769] yes=29,no=30,missing=30,gain=0.587494135,cover=4599654
- 29:[PialCurv5<-0.0297427773] yes=59,no=60,missing=59,gain=3.05395651,cover=50561
- 59:[PialArea5<0.908809483] yes=119,no=120,missing=119,gain=3.85513401,cover=26401
- 119:leaf=-0.000809462916,cover=0
- 120:leaf=0.000398950622,cover=0
- 60:[Curv5<-0.0816265643] yes=121,no=122,missing=122,gain=6.46896267,cover=24160
- 121:leaf=0.00445778901,cover=0
- 122:leaf=0.000406114152,cover=0
- 30:[LGI5<2.25958419] yes=61,no=62,missing=61,gain=1.90853548,cover=4549093
- 61:[Pol<141.081833] yes=123,no=124,missing=123,gain=2.77724075,cover=14498
- 123:leaf=-0.000930819777,cover=0
- 124:leaf=0.000761434378,cover=0
- 62:[LGI5<2.28518939] yes=125,no=126,missing=125,gain=0.768519163,cover=4534595
- 125:leaf=0.000191927815,cover=0
- 126:leaf=6.95377764e-07,cover=0
-booster[1022]:
-0:[LGI5<2.33929968] yes=1,no=2,missing=1,gain=0.15084298,cover=5124388
- 1:[Pol<140.372742] yes=3,no=4,missing=4,gain=1.83897686,cover=503472
- 3:[Sulc0<0.383163035] yes=7,no=8,missing=7,gain=2.18435073,cover=379694
- 7:[Pol<82.8478928] yes=15,no=16,missing=16,gain=2.66707158,cover=359475
- 15:[Sulc0<-0.00954892673] yes=31,no=32,missing=31,gain=4.6051569,cover=160885
- 31:[PialCurv5<0.0877920389] yes=63,no=64,missing=64,gain=7.47443628,cover=156687
- 63:leaf=-0.000117187752,cover=0
- 64:leaf=0.00173779414,cover=0
- 32:[Area5<0.716575325] yes=65,no=66,missing=65,gain=2.57218409,cover=4198
- 65:leaf=-0.000757083006,cover=0
- 66:leaf=-0.0033056722,cover=0
- 16:[Area5<0.737164855] yes=33,no=34,missing=34,gain=5.56254387,cover=198590
- 33:[MidArea5<1.00466764] yes=67,no=68,missing=67,gain=5.23319244,cover=173098
- 67:leaf=9.41261678e-05,cover=0
- 68:leaf=-0.00462290598,cover=0
- 34:[PialArea5<0.747707367] yes=69,no=70,missing=70,gain=7.09889841,cover=25492
- 69:leaf=1.91554409e-05,cover=0
- 70:leaf=0.00168817013,cover=0
- 8:[LGI5<2.2730217] yes=17,no=18,missing=17,gain=2.25028658,cover=20219
- 17:[Ecc<3.29132295] yes=35,no=36,missing=36,gain=1.48397374,cover=7479
- 35:[LGI5<2.13090348] yes=71,no=72,missing=71,gain=0.976546645,cover=1134
- 71:leaf=0.00220975792,cover=0
- 72:leaf=-0.00203988305,cover=0
- 36:[Pol<78.8803177] yes=73,no=74,missing=73,gain=1.01379418,cover=6345
- 73:leaf=0.00967923831,cover=0
- 74:leaf=0.000465513032,cover=0
- 18:[Curv5<0.099404186] yes=37,no=38,missing=38,gain=2.40313888,cover=12740
- 37:[Ecc<2.79805064] yes=75,no=76,missing=75,gain=1.58081675,cover=1064
- 75:leaf=0.00563092576,cover=0
- 76:leaf=-0.00357519137,cover=0
- 38:[Sulc0<0.915739596] yes=77,no=78,missing=78,gain=1.30556417,cover=11676
- 77:leaf=-0.000714756257,cover=0
- 78:leaf=0.00613469537,cover=0
- 4:[PialArea5<1.07926941] yes=9,no=10,missing=9,gain=9.03723431,cover=123778
- 9:[Sulc0<0.0608992092] yes=19,no=20,missing=20,gain=4.00413895,cover=110125
- 19:[MidArea5<0.603350997] yes=39,no=40,missing=40,gain=3.36657524,cover=109025
- 39:[Ecc<6.87229633] yes=79,no=80,missing=79,gain=3.16746187,cover=23821
- 79:leaf=0.00013857444,cover=0
- 80:leaf=0.00474036438,cover=0
- 40:[PialCurv5<-0.019163372] yes=81,no=82,missing=81,gain=2.19210768,cover=85204
- 81:leaf=-0.000346801244,cover=0
- 82:leaf=-0.00102667022,cover=0
- 20:[PialCurv5<0.216171265] yes=41,no=42,missing=41,gain=3.3797183,cover=1100
- 41:[Curv5<0.0756113976] yes=83,no=84,missing=84,gain=3.32799244,cover=665
- 83:leaf=-0.00150291319,cover=0
- 84:leaf=-0.0086495569,cover=0
- 42:[Ecc<6.52965975] yes=85,no=86,missing=85,gain=2.01878023,cover=435
- 85:leaf=-0.00111038832,cover=0
- 86:leaf=0.00975787453,cover=0
- 10:[PialCurv5<-0.108766198] yes=21,no=22,missing=22,gain=2.6043725,cover=13653
- 21:[Curv5<-0.0943295062] yes=43,no=44,missing=43,gain=4.81347036,cover=6247
- 43:[LGI5<2.23211861] yes=87,no=88,missing=87,gain=3.93007326,cover=6233
- 87:leaf=0.00264568091,cover=0
- 88:leaf=-0.000444430771,cover=0
- 44:leaf=0.0285579618,cover=0
- 22:[MidArea5<1.1557827] yes=45,no=46,missing=45,gain=3.24101353,cover=7406
- 45:[PialArea5<1.25128293] yes=89,no=90,missing=89,gain=3.47603989,cover=7169
- 89:leaf=0.00124090351,cover=0
- 90:leaf=0.00385357183,cover=0
- 46:[Sulc0<-0.79536891] yes=91,no=92,missing=91,gain=0.49518609,cover=237
- 91:leaf=-0.00677141687,cover=0
- 92:leaf=-0.0021268595,cover=0
- 2:[Ecc<0.513775289] yes=5,no=6,missing=5,gain=0.927667379,cover=4620916
- 5:[LGI5<2.44639945] yes=11,no=12,missing=11,gain=3.99256325,cover=70998
- 11:[MidArea5<0.566005528] yes=23,no=24,missing=23,gain=2.23318863,cover=40178
- 23:[Pol<133.406311] yes=47,no=48,missing=47,gain=2.25796509,cover=5277
- 47:[LGI5<2.37224698] yes=93,no=94,missing=93,gain=4.79919052,cover=1528
- 93:leaf=0.00563546177,cover=0
- 94:leaf=-0.000585843751,cover=0
- 48:[Curv5<0.177453667] yes=95,no=96,missing=95,gain=1.56498277,cover=3749
- 95:leaf=-0.00169738126,cover=0
- 96:leaf=0.000662198348,cover=0
- 24:[PialArea5<0.798493028] yes=49,no=50,missing=49,gain=2.69215202,cover=34901
- 49:[MidArea5<0.623027146] yes=97,no=98,missing=97,gain=2.6101017,cover=13268
- 97:leaf=0.000345077977,cover=0
- 98:leaf=0.00178078155,cover=0
- 50:[LGI5<2.36467862] yes=99,no=100,missing=99,gain=2.73942995,cover=21633
- 99:leaf=-0.00067866029,cover=0
- 100:leaf=0.000631243514,cover=0
- 12:[MidArea5<0.897373378] yes=25,no=26,missing=25,gain=2.48197961,cover=30820
- 25:[MidArea5<0.707922041] yes=51,no=52,missing=52,gain=2.71119928,cover=27904
- 51:[Sulc0<0.610343635] yes=101,no=102,missing=101,gain=1.51107836,cover=15420
- 101:leaf=7.64182769e-05,cover=0
- 102:leaf=-0.0101793902,cover=0
- 52:[Sulc0<-0.237935558] yes=103,no=104,missing=104,gain=5.50357008,cover=12484
- 103:leaf=-0.000779921073,cover=0
- 104:leaf=-0.0078824209,cover=0
- 26:[LGI5<2.67938972] yes=53,no=54,missing=53,gain=1.41974819,cover=2916
- 53:[Sulc0<-0.872199774] yes=105,no=106,missing=105,gain=1.60787892,cover=2825
- 105:leaf=-0.000306196918,cover=0
- 106:leaf=0.00208141841,cover=0
- 54:[Area5<0.707692921] yes=107,no=108,missing=107,gain=0.614236236,cover=91
- 107:leaf=0.0106884902,cover=0
- 108:leaf=0.00231529283,cover=0
- 6:[LGI5<2.34802985] yes=13,no=14,missing=13,gain=0.898678184,cover=4549918
- 13:[Pol<58.6768646] yes=27,no=28,missing=27,gain=2.2318697,cover=36822
- 27:[PialCurv5<-0.0441194475] yes=55,no=56,missing=55,gain=2.21178603,cover=7161
- 55:[Curv5<-0.0598238073] yes=109,no=110,missing=110,gain=2.27386045,cover=6306
- 109:leaf=-0.000776585715,cover=0
- 110:leaf=-0.0105575239,cover=0
- 56:[Ecc<1.73852015] yes=111,no=112,missing=111,gain=4.39191675,cover=855
- 111:leaf=-0.00138884073,cover=0
- 112:leaf=0.0058099255,cover=0
- 28:[Ecc<1.62447274] yes=57,no=58,missing=57,gain=3.75912619,cover=29661
- 57:[Sulc0<-0.332174033] yes=113,no=114,missing=113,gain=5.16127253,cover=7786
- 113:leaf=0.000795314962,cover=0
- 114:leaf=0.00421196921,cover=0
- 58:[MidArea5<0.518836677] yes=115,no=116,missing=115,gain=1.1238879,cover=21875
- 115:leaf=-0.000991422567,cover=0
- 116:leaf=0.000218987232,cover=0
- 14:[LGI5<2.39007568] yes=29,no=30,missing=29,gain=0.825816333,cover=4513096
- 29:[Ecc<10.8716469] yes=59,no=60,missing=59,gain=5.47919321,cover=207173
- 59:[Pol<116.093399] yes=117,no=118,missing=117,gain=5.90131521,cover=205937
- 117:leaf=-0.000292078854,cover=0
- 118:leaf=0.000257528154,cover=0
- 60:[Pol<118.712891] yes=119,no=120,missing=120,gain=1.118361,cover=1236
- 119:leaf=-0.00216658413,cover=0
- 120:leaf=-0.00523180934,cover=0
- 30:[PialCurv5<-0.10074953] yes=61,no=62,missing=61,gain=0.680818498,cover=4305923
- 61:[Curv5<-0.150053754] yes=121,no=122,missing=121,gain=18.3253078,cover=1105556
- 121:leaf=-1.10718111e-05,cover=0
- 122:leaf=0.000906731118,cover=0
- 62:[Sulc0<-0.732140064] yes=123,no=124,missing=123,gain=3.28889275,cover=3200367
- 123:leaf=-0.000250694837,cover=0
- 124:leaf=1.66520601e-06,cover=0
-booster[1023]:
-0:[Ecc<1.41371143] yes=1,no=2,missing=1,gain=0.143047288,cover=5124388
- 1:[Pol<148.336472] yes=3,no=4,missing=4,gain=1.32942128,cover=463439
- 3:[Pol<119.777687] yes=7,no=8,missing=7,gain=3.39802027,cover=350166
- 7:[Sulc0<-0.603582025] yes=15,no=16,missing=15,gain=2.47282743,cover=272884
- 15:[Curv5<-0.158538193] yes=31,no=32,missing=31,gain=4.36275911,cover=179739
- 31:[Sulc0<-0.776109517] yes=63,no=64,missing=64,gain=2.57453275,cover=120673
- 63:leaf=-1.90869696e-06,cover=0
- 64:leaf=-0.000557798659,cover=0
- 32:[Area5<0.628069878] yes=65,no=66,missing=65,gain=10.4358835,cover=59066
- 65:leaf=-0.000238157969,cover=0
- 66:leaf=0.00109220226,cover=0
- 16:[PialArea5<0.81902951] yes=33,no=34,missing=33,gain=9.17272568,cover=93145
- 33:[PialCurv5<-0.122305259] yes=67,no=68,missing=68,gain=2.79607964,cover=62176
- 67:leaf=0.00195625122,cover=0
- 68:leaf=1.99726201e-05,cover=0
- 34:[Pol<84.7687759] yes=69,no=70,missing=69,gain=10.962738,cover=30969
- 69:leaf=-0.000349646813,cover=0
- 70:leaf=-0.00239227945,cover=0
- 8:[LGI5<2.61980247] yes=17,no=18,missing=18,gain=3.4444499,cover=77282
- 17:[Sulc0<-0.842326522] yes=35,no=36,missing=35,gain=4.01862955,cover=74386
- 35:[Curv5<-0.104371414] yes=71,no=72,missing=71,gain=4.98632336,cover=22258
- 71:leaf=-5.99309669e-06,cover=0
- 72:leaf=-0.00336080021,cover=0
- 36:[MidArea5<0.648438752] yes=73,no=74,missing=73,gain=6.1625967,cover=52128
- 73:leaf=3.49407492e-05,cover=0
- 74:leaf=0.00112520647,cover=0
- 18:[PialCurv5<-0.0487009101] yes=37,no=38,missing=37,gain=2.16146016,cover=2896
- 37:[Area5<0.877147377] yes=75,no=76,missing=75,gain=1.24580288,cover=1784
- 75:leaf=-0.000386599073,cover=0
- 76:leaf=0.0193890482,cover=0
- 38:[LGI5<2.74668789] yes=77,no=78,missing=78,gain=2.42656469,cover=1112
- 77:leaf=-0.00158171356,cover=0
- 78:leaf=-0.00668771518,cover=0
- 4:[Area5<0.731406808] yes=9,no=10,missing=10,gain=2.46909332,cover=113273
- 9:[MidArea5<0.91065979] yes=19,no=20,missing=20,gain=2.01233554,cover=106682
- 19:[Area5<0.601796865] yes=39,no=40,missing=39,gain=1.87293792,cover=104713
- 39:[MidArea5<0.694149137] yes=79,no=80,missing=79,gain=2.18382359,cover=53203
- 79:leaf=-0.000131577748,cover=0
- 80:leaf=0.000593963719,cover=0
- 40:[Curv5<-0.179045901] yes=81,no=82,missing=82,gain=2.76570582,cover=51510
- 81:leaf=0.00106128643,cover=0
- 82:leaf=-0.000456342095,cover=0
- 20:[Sulc0<-0.563680887] yes=41,no=42,missing=42,gain=3.58395195,cover=1969
- 41:[LGI5<2.19753051] yes=83,no=84,missing=83,gain=3.12679911,cover=1884
- 83:leaf=0.00801187288,cover=0
- 84:leaf=0.00041717125,cover=0
- 42:[LGI5<2.40037155] yes=85,no=86,missing=86,gain=6.90547705,cover=85
- 85:leaf=-0.00677051721,cover=0
- 86:leaf=0.0223699231,cover=0
- 10:[PialCurv5<-0.0877386853] yes=21,no=22,missing=21,gain=2.67340207,cover=6591
- 21:[Curv5<-0.166574284] yes=43,no=44,missing=44,gain=2.30078411,cover=803
- 43:[PialCurv5<-0.0982506946] yes=87,no=88,missing=87,gain=3.31820059,cover=296
- 87:leaf=-0.00295923231,cover=0
- 88:leaf=0.0101981014,cover=0
- 44:[LGI5<2.19753051] yes=89,no=90,missing=89,gain=1.53022099,cover=507
- 89:leaf=-0.0172599163,cover=0
- 90:leaf=-0.00518206228,cover=0
- 22:[MidArea5<0.826556206] yes=45,no=46,missing=45,gain=2.87069559,cover=5788
- 45:[Sulc0<-0.842326522] yes=91,no=92,missing=92,gain=2.81736517,cover=3391
- 91:leaf=0.013332787,cover=0
- 92:leaf=-0.00181294535,cover=0
- 46:[PialArea5<0.658944428] yes=93,no=94,missing=93,gain=2.06473207,cover=2397
- 93:leaf=0.0114431176,cover=0
- 94:leaf=0.000386824919,cover=0
- 2:[LGI5<2.18291569] yes=5,no=6,missing=6,gain=0.474816263,cover=4660949
- 5:[Ecc<2.3695333] yes=11,no=12,missing=11,gain=3.12856746,cover=37028
- 11:[Area5<0.663893223] yes=23,no=24,missing=23,gain=3.83119917,cover=12811
- 23:[Pol<99.0100403] yes=47,no=48,missing=48,gain=2.2100296,cover=9187
- 47:[Sulc0<-0.661663771] yes=95,no=96,missing=95,gain=1.91316235,cover=4742
- 95:leaf=0.000346312008,cover=0
- 96:leaf=0.00251663267,cover=0
- 48:[MidArea5<0.72893405] yes=97,no=98,missing=97,gain=5.20976639,cover=4445
- 97:leaf=-0.00149209017,cover=0
- 98:leaf=0.00251672673,cover=0
- 24:[PialCurv5<0.122354448] yes=49,no=50,missing=49,gain=2.72923374,cover=3624
- 49:[PialArea5<0.898016751] yes=99,no=100,missing=99,gain=5.65095806,cover=2658
- 99:leaf=0.00514343847,cover=0
- 100:leaf=0.000518098532,cover=0
- 50:[Sulc0<-0.0250212289] yes=101,no=102,missing=101,gain=1.71132362,cover=966
- 101:leaf=-0.00218902761,cover=0
- 102:leaf=0.00201561186,cover=0
- 12:[MidArea5<0.552703321] yes=25,no=26,missing=25,gain=3.13744497,cover=24217
- 25:[PialCurv5<0.24610664] yes=51,no=52,missing=51,gain=4.52791119,cover=3923
- 51:[Pol<94.4799194] yes=103,no=104,missing=103,gain=3.52856541,cover=1896
- 103:leaf=0.00768477842,cover=0
- 104:leaf=0.00192381651,cover=0
- 52:[MidArea5<0.512587845] yes=105,no=106,missing=105,gain=0.907415032,cover=2027
- 105:leaf=0.000370065187,cover=0
- 106:leaf=-0.0017843683,cover=0
- 26:[Sulc0<-0.244882882] yes=53,no=54,missing=53,gain=1.65695083,cover=20294
- 53:[Curv5<-0.163374811] yes=107,no=108,missing=107,gain=3.78722763,cover=13612
- 107:leaf=7.68015525e-05,cover=0
- 108:leaf=-0.00159286801,cover=0
- 54:[Pol<99.5532455] yes=109,no=110,missing=109,gain=5.94733334,cover=6682
- 109:leaf=-0.00171565823,cover=0
- 110:leaf=0.00137797312,cover=0
- 6:[LGI5<2.21018219] yes=13,no=14,missing=13,gain=1.00424469,cover=4623921
- 13:[Area5<0.642765105] yes=27,no=28,missing=28,gain=6.9431982,cover=24267
- 27:[MidArea5<0.638313055] yes=55,no=56,missing=56,gain=4.16341639,cover=12980
- 55:[Pol<78.2110443] yes=111,no=112,missing=111,gain=2.94521809,cover=5387
- 111:leaf=-0.00290074572,cover=0
- 112:leaf=-1.58564069e-06,cover=0
- 56:[Ecc<3.29132295] yes=113,no=114,missing=114,gain=2.63735771,cover=7593
- 113:leaf=0.000592443568,cover=0
- 114:leaf=0.00259994227,cover=0
- 28:[MidArea5<0.93444854] yes=57,no=58,missing=57,gain=5.92420864,cover=11287
- 57:[Ecc<1.96654522] yes=115,no=116,missing=115,gain=2.81584835,cover=10082
- 115:leaf=-0.00367900846,cover=0
- 116:leaf=-0.00128281116,cover=0
- 58:[PialArea5<1.48916721] yes=117,no=118,missing=117,gain=2.46546531,cover=1205
- 117:leaf=0.00300550158,cover=0
- 118:leaf=-0.00346133346,cover=0
- 14:[LGI5<2.25075769] yes=29,no=30,missing=29,gain=0.514476359,cover=4599654
- 29:[PialCurv5<-0.0297427773] yes=59,no=60,missing=59,gain=2.6983974,cover=50561
- 59:[PialArea5<0.908809483] yes=119,no=120,missing=119,gain=3.44477844,cover=26401
- 119:leaf=-0.000764732191,cover=0
- 120:leaf=0.000377558026,cover=0
- 60:[Curv5<-0.0816265643] yes=121,no=122,missing=121,gain=5.85882711,cover=24160
- 121:leaf=0.00423497893,cover=0
- 122:leaf=0.000379107893,cover=0
- 30:[LGI5<2.25958419] yes=61,no=62,missing=62,gain=1.72760296,cover=4549093
- 61:[Pol<141.081833] yes=123,no=124,missing=123,gain=2.55327892,cover=14498
- 123:leaf=-0.000888174109,cover=0
- 124:leaf=0.000734412286,cover=0
- 62:[LGI5<2.28518939] yes=125,no=126,missing=125,gain=0.695697546,cover=4534595
- 125:leaf=0.000182696662,cover=0
- 126:leaf=7.4986491e-07,cover=0
-booster[1024]:
-0:[LGI5<2.2730217] yes=1,no=2,missing=1,gain=0.147509798,cover=5124388
- 1:[Sulc0<0.74744761] yes=3,no=4,missing=3,gain=1.32555127,cover=242979
- 3:[Sulc0<-1.24864507] yes=7,no=8,missing=7,gain=1.27751184,cover=242507
- 7:[Pol<59.5955544] yes=15,no=16,missing=16,gain=1.09052742,cover=3067
- 15:[LGI5<2.25958419] yes=31,no=32,missing=31,gain=0.895507753,cover=1940
- 31:[PialArea5<1.23851824] yes=63,no=64,missing=63,gain=0.611126244,cover=1743
- 63:leaf=0.000697861193,cover=0
- 64:leaf=-0.00127524359,cover=0
- 32:[PialArea5<1.36541271] yes=65,no=66,missing=65,gain=0.875023127,cover=197
- 65:leaf=-0.00482406793,cover=0
- 66:leaf=0.00488513568,cover=0
- 16:[PialArea5<1.36541271] yes=33,no=34,missing=33,gain=1.67200994,cover=1127
- 33:[Curv5<-0.2435821] yes=67,no=68,missing=68,gain=1.69808984,cover=1057
- 67:leaf=-0.00121035089,cover=0
- 68:leaf=-0.00533397822,cover=0
- 34:[Pol<102.241241] yes=69,no=70,missing=69,gain=1.0761807,cover=70
- 69:leaf=0.000311851763,cover=0
- 70:leaf=0.0129995914,cover=0
- 8:[Curv5<-0.148390457] yes=17,no=18,missing=17,gain=1.38638282,cover=239440
- 17:[PialCurv5<-0.0886472985] yes=35,no=36,missing=35,gain=4.46120548,cover=94032
- 35:[Curv5<-0.220549613] yes=71,no=72,missing=72,gain=1.48164523,cover=80765
- 71:leaf=0.000205305172,cover=0
- 72:leaf=-0.00022356915,cover=0
- 36:[Pol<63.605114] yes=73,no=74,missing=73,gain=3.15366125,cover=13267
- 73:leaf=-0.000315833575,cover=0
- 74:leaf=0.00143154559,cover=0
- 18:[Pol<12.2267933] yes=37,no=38,missing=38,gain=2.3870163,cover=145408
- 37:[PialArea5<1.10654831] yes=75,no=76,missing=76,gain=2.04168105,cover=2051
- 75:leaf=0.00225951849,cover=0
- 76:leaf=-0.00201883237,cover=0
- 38:[Pol<82.8478928] yes=77,no=78,missing=77,gain=2.9580164,cover=143357
- 77:leaf=-0.000577378727,cover=0
- 78:leaf=-3.01391501e-05,cover=0
- 4:[Curv5<0.153449878] yes=9,no=10,missing=9,gain=4.94022417,cover=472
- 9:[Ecc<6.64552498] yes=19,no=20,missing=19,gain=0.850548267,cover=83
- 19:[PialArea5<0.375788301] yes=39,no=40,missing=39,gain=0.304566503,cover=41
- 39:[Ecc<5.72519016] yes=79,no=80,missing=79,gain=0.230353475,cover=38
- 79:leaf=0.00293538789,cover=0
- 80:leaf=0.011810991,cover=0
- 40:leaf=-0.00571157923,cover=0
- 20:[Area5<0.696645021] yes=41,no=42,missing=41,gain=0.368456841,cover=42
- 41:[Area5<0.648839295] yes=81,no=82,missing=81,gain=0.357507706,cover=41
- 81:leaf=-0.000869770825,cover=0
- 82:leaf=0.0203707721,cover=0
- 42:leaf=-0.00634183316,cover=0
- 10:[PialCurv5<0.280504435] yes=21,no=22,missing=21,gain=0.517905474,cover=389
- 21:[Ecc<7.69572639] yes=43,no=44,missing=44,gain=0.325910062,cover=112
- 43:[LGI5<2.22170687] yes=83,no=84,missing=84,gain=0.195889294,cover=92
- 83:leaf=-8.82380336e-05,cover=0
- 84:leaf=-0.00526778819,cover=0
- 44:[PialCurv5<0.255337358] yes=85,no=86,missing=85,gain=0.0266070366,cover=20
- 85:leaf=0.00378286443,cover=0
- 86:leaf=-0.00101670926,cover=0
- 22:[PialArea5<0.245474651] yes=45,no=46,missing=45,gain=0.6563887,cover=277
- 45:[LGI5<2.25958419] yes=87,no=88,missing=87,gain=0.333540499,cover=40
- 87:leaf=0.00268363184,cover=0
- 88:leaf=0.0118743321,cover=0
- 46:[LGI5<2.24172258] yes=89,no=90,missing=89,gain=0.619561076,cover=237
- 89:leaf=0.00371191907,cover=0
- 90:leaf=-0.00156646804,cover=0
- 2:[LGI5<2.27925944] yes=5,no=6,missing=5,gain=0.396832913,cover=4881409
- 5:[Pol<68.895668] yes=11,no=12,missing=11,gain=2.1811986,cover=20016
- 11:[Ecc<3.54469991] yes=23,no=24,missing=24,gain=1.16361594,cover=4555
- 23:[Curv5<-0.0598238073] yes=47,no=48,missing=47,gain=1.32401931,cover=3931
- 47:[MidArea5<1.21578133] yes=91,no=92,missing=92,gain=0.602774322,cover=3580
- 91:leaf=-0.000230216116,cover=0
- 92:leaf=0.00410660682,cover=0
- 48:[PialCurv5<-0.0644776821] yes=93,no=94,missing=93,gain=3.48378563,cover=351
- 93:leaf=-0.0168604292,cover=0
- 94:leaf=-0.00150873861,cover=0
- 24:[Area5<0.521939099] yes=49,no=50,missing=49,gain=2.03712511,cover=624
- 49:[MidArea5<0.757804036] yes=95,no=96,missing=96,gain=3.71641064,cover=62
- 95:leaf=-5.28643832e-05,cover=0
- 96:leaf=-0.0244192705,cover=0
- 50:[Area5<0.661233962] yes=97,no=98,missing=98,gain=0.931165457,cover=562
- 97:leaf=-0.00426536193,cover=0
- 98:leaf=-0.00011671942,cover=0
- 12:[Sulc0<0.0770083591] yes=25,no=26,missing=25,gain=1.34740579,cover=15461
- 25:[Area5<0.629274011] yes=51,no=52,missing=51,gain=2.31884289,cover=13032
- 51:[Pol<135.419098] yes=99,no=100,missing=99,gain=1.05457163,cover=7243
- 99:leaf=0.000738274946,cover=0
- 100:leaf=-0.000469012186,cover=0
- 52:[Pol<175.068527] yes=101,no=102,missing=101,gain=1.92951298,cover=5789
- 101:leaf=0.0016468484,cover=0
- 102:leaf=-0.00287949643,cover=0
- 26:[MidArea5<0.540548742] yes=53,no=54,missing=54,gain=1.10075986,cover=2429
- 53:[Pol<120.854889] yes=103,no=104,missing=103,gain=0.912081063,cover=949
- 103:leaf=0.000405191269,cover=0
- 104:leaf=0.00762337679,cover=0
- 54:[Ecc<1.79549146] yes=105,no=106,missing=106,gain=1.48949945,cover=1480
- 105:leaf=-0.00990997907,cover=0
- 106:leaf=-0.00112832861,cover=0
- 6:[Pol<138.971481] yes=13,no=14,missing=13,gain=0.181485206,cover=4861393
- 13:[Area5<0.504816413] yes=27,no=28,missing=27,gain=0.990961671,cover=3697842
- 27:[Sulc0<-0.047846999] yes=55,no=56,missing=55,gain=1.17902756,cover=145645
- 55:[Sulc0<-0.678985238] yes=107,no=108,missing=108,gain=1.9922539,cover=130649
- 107:leaf=-2.15356595e-05,cover=0
- 108:leaf=0.0003689843,cover=0
- 56:[PialArea5<0.721636832] yes=109,no=110,missing=109,gain=3.46273994,cover=14996
- 109:leaf=-0.000105200532,cover=0
- 110:leaf=-0.00331412069,cover=0
- 28:[Sulc0<-0.202991232] yes=57,no=58,missing=57,gain=1.28406227,cover=3552197
- 57:[Pol<76.8473129] yes=111,no=112,missing=111,gain=8.91927624,cover=1449884
- 111:leaf=2.68146814e-05,cover=0
- 112:leaf=-0.000257450127,cover=0
- 58:[Pol<69.6327286] yes=113,no=114,missing=113,gain=2.28433156,cover=2102313
- 113:leaf=-9.15342753e-05,cover=0
- 114:leaf=4.07186672e-05,cover=0
- 14:[Sulc0<0.717745602] yes=29,no=30,missing=29,gain=2.65028691,cover=1163551
- 29:[Area5<0.699748635] yes=59,no=60,missing=59,gain=2.73553967,cover=1162118
- 59:[Sulc0<-0.0936657563] yes=115,no=116,missing=115,gain=5.21467447,cover=799345
- 115:leaf=1.28436868e-05,cover=0
- 116:leaf=-0.00040432575,cover=0
- 60:[PialArea5<0.727568209] yes=117,no=118,missing=117,gain=2.9494915,cover=362773
- 117:leaf=0.00049292203,cover=0
- 118:leaf=7.79830807e-05,cover=0
- 30:[Ecc<27.7987404] yes=61,no=62,missing=61,gain=1.61606836,cover=1433
- 61:[Area5<0.751858592] yes=119,no=120,missing=119,gain=0.999075413,cover=368
- 119:leaf=-0.00651407754,cover=0
- 120:leaf=-0.000557447958,cover=0
- 62:[Curv5<0.169394374] yes=121,no=122,missing=122,gain=2.57529569,cover=1065
- 121:leaf=-0.00197677594,cover=0
- 122:leaf=0.00606994936,cover=0
-booster[1025]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=1,gain=0.146153167,cover=5124388
- 1:[Pol<48.3047981] yes=3,no=4,missing=4,gain=1.95995629,cover=2198906
- 3:[Ecc<20.0856266] yes=7,no=8,missing=7,gain=3.92186308,cover=116413
- 7:[Sulc0<-0.166708246] yes=15,no=16,missing=15,gain=8.48082447,cover=63168
- 15:[LGI5<3.04906535] yes=31,no=32,missing=31,gain=3.22936583,cover=56807
- 31:[LGI5<2.92358446] yes=63,no=64,missing=64,gain=5.106534,cover=40804
- 63:leaf=0.000140033386,cover=0
- 64:leaf=0.00181949406,cover=0
- 32:[Ecc<8.7927618] yes=65,no=66,missing=66,gain=2.26329756,cover=16003
- 65:leaf=0.000460463722,cover=0
- 66:leaf=-0.000858678482,cover=0
- 16:[Ecc<9.88196182] yes=33,no=34,missing=34,gain=3.6191721,cover=6361
- 33:[LGI5<3.56741142] yes=67,no=68,missing=68,gain=5.51888466,cover=4580
- 67:leaf=-0.0012856524,cover=0
- 68:leaf=0.012481153,cover=0
- 34:[Area5<0.626857519] yes=69,no=70,missing=69,gain=2.25087738,cover=1781
- 69:leaf=-0.00735552702,cover=0
- 70:leaf=-0.00284793088,cover=0
- 8:[Area5<0.659308732] yes=17,no=18,missing=17,gain=3.41306067,cover=53245
- 17:[PialArea5<0.609252691] yes=35,no=36,missing=35,gain=4.34003735,cover=17110
- 35:[LGI5<2.75749183] yes=71,no=72,missing=72,gain=1.62193918,cover=4980
- 71:leaf=-0.00348042767,cover=0
- 72:leaf=0.0013419023,cover=0
- 36:[PialCurv5<0.010724308] yes=73,no=74,missing=73,gain=7.40250492,cover=12130
- 73:leaf=0.000109277687,cover=0
- 74:leaf=-0.00278015132,cover=0
- 18:[Sulc0<0.0372688323] yes=37,no=38,missing=37,gain=13.1240301,cover=36135
- 37:[LGI5<3.84897733] yes=75,no=76,missing=75,gain=3.57544899,cover=4062
- 75:leaf=0.00385919097,cover=0
- 76:leaf=-0.00202944712,cover=0
- 38:[Ecc<31.520586] yes=77,no=78,missing=77,gain=3.8424139,cover=32073
- 77:leaf=0.0018128081,cover=0
- 78:leaf=0.000223771669,cover=0
- 4:[Ecc<38.7725143] yes=9,no=10,missing=10,gain=1.72312045,cover=2082493
- 9:[Area5<0.877147377] yes=19,no=20,missing=19,gain=1.87003553,cover=1989170
- 19:[Pol<120.854889] yes=39,no=40,missing=40,gain=1.69792438,cover=1976112
- 39:[Sulc0<-0.166708246] yes=79,no=80,missing=79,gain=9.77733231,cover=1452174
- 79:leaf=-0.000395069976,cover=0
- 80:leaf=4.96179246e-06,cover=0
- 40:[Ecc<8.11897564] yes=81,no=82,missing=81,gain=7.20763254,cover=523938
- 81:leaf=0.000247645396,cover=0
- 82:leaf=-0.000123253572,cover=0
- 20:[Curv5<-0.0507577434] yes=41,no=42,missing=41,gain=2.97192526,cover=13058
- 41:[Ecc<0.45941934] yes=83,no=84,missing=84,gain=2.17654538,cover=305
- 83:leaf=-0.00312813977,cover=0
- 84:leaf=0.00751768425,cover=0
- 42:[LGI5<2.36851335] yes=85,no=86,missing=85,gain=1.64176297,cover=12753
- 85:leaf=-0.000990107772,cover=0
- 86:leaf=0.000689043314,cover=0
- 10:[Curv5<0.0554658733] yes=21,no=22,missing=21,gain=2.81316996,cover=93323
- 21:[LGI5<3.70550299] yes=43,no=44,missing=43,gain=3.85117149,cover=22774
- 43:[PialArea5<0.669517875] yes=87,no=88,missing=87,gain=3.91006851,cover=21399
- 87:leaf=-0.00147342123,cover=0
- 88:leaf=-0.000110574569,cover=0
- 44:[Pol<98.4687576] yes=89,no=90,missing=89,gain=5.80327034,cover=1375
- 89:leaf=0.00840695202,cover=0
- 90:leaf=0.000241836256,cover=0
- 22:[Pol<76.1517639] yes=45,no=46,missing=45,gain=3.79213119,cover=70549
- 45:[PialCurv5<0.297166049] yes=91,no=92,missing=91,gain=2.02286005,cover=27410
- 91:leaf=-0.000790292572,cover=0
- 92:leaf=0.00018723165,cover=0
- 46:[PialCurv5<0.0932018384] yes=93,no=94,missing=94,gain=2.03532648,cover=43139
- 93:leaf=0.00168448442,cover=0
- 94:leaf=0.000136909977,cover=0
- 2:[MidArea5<0.552703321] yes=5,no=6,missing=5,gain=1.49623084,cover=2925482
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=0.233468294,cover=703
- 11:[LGI5<2.43374896] yes=23,no=24,missing=23,gain=0.275909662,cover=91
- 23:[LGI5<2.3969903] yes=47,no=48,missing=48,gain=0.164551377,cover=63
- 47:[Pol<50.9985542] yes=95,no=96,missing=95,gain=0.0780984163,cover=53
- 95:leaf=0.00661218539,cover=0
- 96:leaf=0.00243872008,cover=0
- 48:[Ecc<0.567370772] yes=97,no=98,missing=98,gain=0.0960119367,cover=10
- 97:leaf=0.00328083942,cover=0
- 98:leaf=0.0151722124,cover=0
- 24:[Pol<133.406311] yes=49,no=50,missing=49,gain=0.0420230329,cover=28
- 49:[Ecc<0.513775289] yes=99,no=100,missing=99,gain=0.015342366,cover=24
- 99:leaf=-0.00187071215,cover=0
- 100:leaf=0.000629582268,cover=0
- 50:leaf=0.00468197837,cover=0
- 12:[PialCurv5<-0.181738108] yes=25,no=26,missing=25,gain=0.191151202,cover=612
- 25:[Curv5<-0.26661092] yes=51,no=52,missing=51,gain=0.0779048055,cover=34
- 51:[PialArea5<0.769840837] yes=101,no=102,missing=102,gain=0.0474813022,cover=23
- 101:leaf=-0.000902304251,cover=0
- 102:leaf=0.00504152337,cover=0
- 52:[MidArea5<0.545424342] yes=103,no=104,missing=103,gain=0.0103312731,cover=11
- 103:leaf=-0.00275693438,cover=0
- 104:leaf=-0.00661719078,cover=0
- 26:[PialArea5<0.744910836] yes=53,no=54,missing=53,gain=0.196809769,cover=578
- 53:[MidArea5<0.548060238] yes=105,no=106,missing=105,gain=0.163591385,cover=98
- 105:leaf=0.00167431834,cover=0
- 106:leaf=-0.00251446012,cover=0
- 54:[LGI5<2.46263766] yes=107,no=108,missing=107,gain=0.192443609,cover=480
- 107:leaf=0.001929936,cover=0
- 108:leaf=0.00413667923,cover=0
- 6:[Sulc0<0.68960917] yes=13,no=14,missing=13,gain=1.1297009,cover=2924779
- 13:[Curv5<0.0365542509] yes=27,no=28,missing=28,gain=1.16464221,cover=2920456
- 27:[PialCurv5<0.0666604191] yes=55,no=56,missing=55,gain=5.66822147,cover=2800492
- 55:[Area5<0.765896857] yes=109,no=110,missing=109,gain=1.06154191,cover=2754169
- 109:leaf=1.63887416e-05,cover=0
- 110:leaf=-6.84746701e-05,cover=0
- 56:[LGI5<2.34802985] yes=111,no=112,missing=111,gain=3.51810169,cover=46323
- 111:leaf=0.00187197072,cover=0
- 112:leaf=0.000415805174,cover=0
- 28:[PialCurv5<0.0447484925] yes=57,no=58,missing=58,gain=5.90630007,cover=119964
- 57:[Ecc<1.57116413] yes=113,no=114,missing=113,gain=6.7086463,cover=13485
- 113:leaf=-0.00309339841,cover=0
- 114:leaf=0.00115502614,cover=0
- 58:[PialCurv5<0.122354448] yes=115,no=116,missing=115,gain=4.33676624,cover=106479
- 115:leaf=-0.000478011294,cover=0
- 116:leaf=0.00022201406,cover=0
- 14:[Area5<0.792350233] yes=29,no=30,missing=29,gain=3.98454905,cover=4323
- 29:[Pol<79.5617371] yes=59,no=60,missing=59,gain=2.30009985,cover=1195
- 59:[LGI5<3.70550299] yes=117,no=118,missing=118,gain=4.37122917,cover=557
- 117:leaf=0.00460634241,cover=0
- 118:leaf=0.0252584424,cover=0
- 60:[LGI5<3.15728688] yes=119,no=120,missing=119,gain=2.71731782,cover=638
- 119:leaf=0.00622878363,cover=0
- 120:leaf=-0.0009029379,cover=0
- 30:[LGI5<3.21041465] yes=61,no=62,missing=61,gain=1.81512082,cover=3128
- 61:[Pol<128.334747] yes=121,no=122,missing=122,gain=1.28599596,cover=1103
- 121:leaf=0.00200136704,cover=0
- 122:leaf=-0.00436787633,cover=0
- 62:[PialArea5<1.18617713] yes=123,no=124,missing=123,gain=1.0150454,cover=2025
- 123:leaf=-0.000941977545,cover=0
- 124:leaf=-0.0187909901,cover=0
-booster[1026]:
-0:[Ecc<21.0377083] yes=1,no=2,missing=1,gain=0.1458119,cover=5124388
- 1:[Sulc0<1.16950965] yes=3,no=4,missing=4,gain=1.43556154,cover=4175128
- 3:[Sulc0<0.474820405] yes=7,no=8,missing=7,gain=0.903830767,cover=4170497
- 7:[Sulc0<-0.0862998366] yes=15,no=16,missing=15,gain=1.57847059,cover=3690107
- 15:[Ecc<8.11897564] yes=31,no=32,missing=31,gain=4.24281836,cover=2695122
- 31:[LGI5<2.83602357] yes=63,no=64,missing=63,gain=6.70435524,cover=1967009
- 63:leaf=-7.39794405e-06,cover=0
- 64:leaf=0.000298029889,cover=0
- 32:[PialCurv5<0.0447484925] yes=65,no=66,missing=65,gain=15.1876869,cover=728113
- 65:leaf=-5.77257561e-05,cover=0
- 66:leaf=-0.00098824501,cover=0
- 16:[Pol<69.6327286] yes=33,no=34,missing=33,gain=17.1441345,cover=994985
- 33:[Ecc<13.4950199] yes=67,no=68,missing=67,gain=33.0784683,cover=88130
- 67:leaf=-0.00130373926,cover=0
- 68:leaf=0.0007393501,cover=0
- 34:[Pol<163.028091] yes=69,no=70,missing=69,gain=9.54406834,cover=906855
- 69:leaf=0.000152320179,cover=0
- 70:leaf=-0.000801300572,cover=0
- 8:[Pol<138.276962] yes=17,no=18,missing=17,gain=7.85402584,cover=480390
- 17:[Area5<0.698189139] yes=35,no=36,missing=35,gain=5.1799655,cover=478639
- 35:[Curv5<-0.00866711512] yes=71,no=72,missing=71,gain=4.24518585,cover=238722
- 71:leaf=-0.00151679781,cover=0
- 72:leaf=0.000136912451,cover=0
- 36:[Pol<92.7492142] yes=73,no=74,missing=73,gain=3.49396515,cover=239917
- 73:leaf=-0.000554732804,cover=0
- 74:leaf=-0.000110823326,cover=0
- 18:[LGI5<2.96780801] yes=37,no=38,missing=37,gain=3.02189827,cover=1751
- 37:[Curv5<0.0431617796] yes=75,no=76,missing=76,gain=1.80539989,cover=1010
- 75:leaf=0.00475378893,cover=0
- 76:leaf=-0.00232529035,cover=0
- 38:[Curv5<0.0574831441] yes=77,no=78,missing=77,gain=3.28742123,cover=741
- 77:leaf=-0.0121861482,cover=0
- 78:leaf=-0.00407852558,cover=0
- 4:[Curv5<0.108977526] yes=9,no=10,missing=9,gain=2.63062572,cover=4631
- 9:[PialCurv5<0.125401646] yes=19,no=20,missing=19,gain=3.37461686,cover=101
- 19:[Ecc<19.170145] yes=39,no=40,missing=39,gain=0.512891293,cover=30
- 39:[Pol<83.4982376] yes=79,no=80,missing=80,gain=0.0552396774,cover=26
- 79:leaf=-0.00559609244,cover=0
- 80:leaf=-0.0256300401,cover=0
- 40:[Pol<99.5532455] yes=81,no=82,missing=81,gain=0.00607242063,cover=4
- 81:leaf=-0.00545922248,cover=0
- 82:leaf=-0.000513947045,cover=0
- 20:[Ecc<17.2700901] yes=41,no=42,missing=41,gain=0.310111403,cover=71
- 41:[PialCurv5<0.208232641] yes=83,no=84,missing=83,gain=0.085167557,cover=23
- 83:leaf=0.00447467994,cover=0
- 84:leaf=-0.0014543588,cover=0
- 42:[PialCurv5<0.178517133] yes=85,no=86,missing=85,gain=0.208345562,cover=48
- 85:leaf=-0.00952945091,cover=0
- 86:leaf=-0.0025558963,cover=0
- 10:[PialCurv5<0.119354174] yes=21,no=22,missing=21,gain=1.21505642,cover=4530
- 21:[LGI5<3.50441384] yes=43,no=44,missing=43,gain=0.16877079,cover=19
- 43:leaf=0.0154728685,cover=0
- 44:[Ecc<18.0513744] yes=87,no=88,missing=87,gain=0.0437745005,cover=8
- 87:leaf=0.00700766221,cover=0
- 88:leaf=-0.000954786956,cover=0
- 22:[PialArea5<0.38075453] yes=45,no=46,missing=45,gain=1.03822529,cover=4511
- 45:[Curv5<0.174639657] yes=89,no=90,missing=89,gain=2.3680172,cover=3410
- 89:leaf=0.00135325082,cover=0
- 90:leaf=-0.00135994446,cover=0
- 46:[PialCurv5<0.178517133] yes=91,no=92,missing=92,gain=1.2053684,cover=1101
- 91:leaf=-0.00993191265,cover=0
- 92:leaf=-0.0017425135,cover=0
- 2:[PialCurv5<-0.072655201] yes=5,no=6,missing=5,gain=2.14745808,cover=949260
- 5:[Curv5<-0.115945198] yes=11,no=12,missing=11,gain=12.9911184,cover=287234
- 11:[Pol<145.397461] yes=23,no=24,missing=24,gain=5.70493603,cover=273505
- 23:[Pol<21.2328167] yes=47,no=48,missing=47,gain=14.0481758,cover=133725
- 47:[LGI5<3.01384926] yes=93,no=94,missing=93,gain=2.48948526,cover=86251
- 93:leaf=0.000286972587,cover=0
- 94:leaf=-0.000281516055,cover=0
- 48:[Sulc0<0.00591620663] yes=95,no=96,missing=95,gain=8.41638374,cover=47474
- 95:leaf=0.00141607737,cover=0
- 96:leaf=-3.732615e-05,cover=0
- 24:[Sulc0<-0.202991232] yes=49,no=50,missing=49,gain=6.24467278,cover=139780
- 49:[LGI5<2.90731096] yes=97,no=98,missing=98,gain=3.60737681,cover=105814
- 97:leaf=0.000908865768,cover=0
- 98:leaf=-7.36391085e-05,cover=0
- 50:[Ecc<35.195137] yes=99,no=100,missing=99,gain=6.02206612,cover=33966
- 99:leaf=-0.00163911399,cover=0
- 100:leaf=-0.000254386978,cover=0
- 12:[Pol<63.605114] yes=25,no=26,missing=25,gain=6.48892021,cover=13729
- 25:[PialCurv5<-0.115016438] yes=51,no=52,missing=51,gain=9.29105377,cover=5997
- 51:[Curv5<-0.0922861248] yes=101,no=102,missing=102,gain=2.41936111,cover=261
- 101:leaf=-0.000599898922,cover=0
- 102:leaf=-0.0103668468,cover=0
- 52:[Sulc0<-0.407819748] yes=103,no=104,missing=103,gain=6.75921059,cover=5736
- 103:leaf=8.91519303e-05,cover=0
- 104:leaf=0.0042080353,cover=0
- 26:[Area5<0.714116395] yes=53,no=54,missing=53,gain=4.7777071,cover=7732
- 53:[Ecc<42.1016579] yes=105,no=106,missing=105,gain=3.6360364,cover=4010
- 105:leaf=-0.00137264351,cover=0
- 106:leaf=0.00214177347,cover=0
- 54:[Pol<132.742767] yes=107,no=108,missing=107,gain=2.64029169,cover=3722
- 107:leaf=-0.000958870573,cover=0
- 108:leaf=0.00257117697,cover=0
- 6:[Pol<168.023468] yes=13,no=14,missing=13,gain=8.51198959,cover=662026
- 13:[Sulc0<0.143142253] yes=27,no=28,missing=27,gain=7.84595013,cover=648935
- 27:[LGI5<3.26095963] yes=55,no=56,missing=55,gain=11.3521147,cover=156750
- 55:[MidArea5<0.80754292] yes=109,no=110,missing=109,gain=5.87928772,cover=83062
- 109:leaf=-0.00118732161,cover=0
- 110:leaf=-0.00034599434,cover=0
- 56:[PialArea5<0.705942631] yes=111,no=112,missing=111,gain=8.53908348,cover=73688
- 111:leaf=0.00135453499,cover=0
- 112:leaf=-0.000142058809,cover=0
- 28:[Pol<130.822815] yes=57,no=58,missing=57,gain=8.22555733,cover=492185
- 57:[Pol<101.695656] yes=113,no=114,missing=113,gain=3.55913544,cover=427091
- 113:leaf=4.82065007e-05,cover=0
- 114:leaf=-0.000277911633,cover=0
- 58:[Curv5<0.00546095846] yes=115,no=116,missing=115,gain=6.20238495,cover=65094
- 115:leaf=-5.07497753e-05,cover=0
- 116:leaf=0.000951621332,cover=0
- 14:[PialCurv5<0.00860458333] yes=29,no=30,missing=29,gain=5.68631601,cover=13091
- 29:[Sulc0<0.0689564943] yes=59,no=60,missing=59,gain=4.11340523,cover=10446
- 59:[Ecc<41.2560654] yes=117,no=118,missing=118,gain=2.27734756,cover=6880
- 117:leaf=0.00109256455,cover=0
- 118:leaf=0.00394794997,cover=0
- 60:[Curv5<-0.102400392] yes=119,no=120,missing=119,gain=3.25252199,cover=3566
- 119:leaf=0.00224204781,cover=0
- 120:leaf=-0.00145407428,cover=0
- 30:[Sulc0<0.41245693] yes=61,no=62,missing=61,gain=6.0146246,cover=2645
- 61:[MidArea5<0.670836151] yes=121,no=122,missing=121,gain=1.57871819,cover=2103
- 121:leaf=0.00250403234,cover=0
- 122:leaf=0.00544883776,cover=0
- 62:[LGI5<3.1833725] yes=123,no=124,missing=123,gain=0.991500139,cover=542
- 123:leaf=0.000933239062,cover=0
- 124:leaf=-0.00335298548,cover=0
-booster[1027]:
-0:[LGI5<2.33929968] yes=1,no=2,missing=1,gain=0.152486563,cover=5124388
- 1:[Pol<140.372742] yes=3,no=4,missing=3,gain=1.73668396,cover=503472
- 3:[Ecc<0.406764686] yes=7,no=8,missing=7,gain=2.16197276,cover=379694
- 7:[Area5<0.584141672] yes=15,no=16,missing=16,gain=3.36882663,cover=19368
- 15:[Pol<68.895668] yes=31,no=32,missing=31,gain=3.70994282,cover=8115
- 31:[PialCurv5<-0.122305259] yes=63,no=64,missing=64,gain=2.51800847,cover=4400
- 63:leaf=0.00163985637,cover=0
- 64:leaf=-0.00102586881,cover=0
- 32:[PialArea5<1.19545019] yes=65,no=66,missing=66,gain=2.52332401,cover=3715
- 65:leaf=-0.00230153534,cover=0
- 66:leaf=-0.0159919038,cover=0
- 16:[Area5<0.788037419] yes=33,no=34,missing=34,gain=2.4425509,cover=11253
- 33:[Sulc0<-0.351394534] yes=67,no=68,missing=68,gain=2.05642009,cover=10897
- 67:leaf=0.000138596399,cover=0
- 68:leaf=-0.00242401357,cover=0
- 34:[Sulc0<-0.776109517] yes=69,no=70,missing=69,gain=1.60873771,cover=356
- 69:leaf=0.00866036769,cover=0
- 70:leaf=0.00163986813,cover=0
- 8:[Sulc0<0.299089104] yes=17,no=18,missing=17,gain=2.30363774,cover=360326
- 17:[Pol<77.5287857] yes=35,no=36,missing=35,gain=2.99611402,cover=331419
- 35:[PialCurv5<0.0471153036] yes=71,no=72,missing=71,gain=4.56077385,cover=133190
- 71:leaf=-0.000162720244,cover=0
- 72:leaf=0.00111059984,cover=0
- 36:[PialArea5<0.846608043] yes=73,no=74,missing=73,gain=4.74643898,cover=198229
- 73:leaf=7.73017164e-05,cover=0
- 74:leaf=0.000649455935,cover=0
- 18:[LGI5<2.24172258] yes=37,no=38,missing=37,gain=2.18076277,cover=28907
- 37:[PialArea5<0.563414931] yes=75,no=76,missing=75,gain=1.77405334,cover=6754
- 75:leaf=0.000198011083,cover=0
- 76:leaf=0.0034678888,cover=0
- 38:[Pol<126.540802] yes=77,no=78,missing=78,gain=1.86128783,cover=22153
- 77:leaf=-0.000549402379,cover=0
- 78:leaf=-0.00390225276,cover=0
- 4:[PialArea5<1.07926941] yes=9,no=10,missing=9,gain=7.97499609,cover=123778
- 9:[Sulc0<0.0608992092] yes=19,no=20,missing=20,gain=3.55779171,cover=110125
- 19:[MidArea5<0.603350997] yes=39,no=40,missing=39,gain=3.04748678,cover=109025
- 39:[Ecc<7.03401423] yes=79,no=80,missing=80,gain=2.86520481,cover=23821
- 79:leaf=0.000133525682,cover=0
- 80:leaf=0.00483215135,cover=0
- 40:[LGI5<2.23211861] yes=81,no=82,missing=81,gain=2.03747225,cover=85204
- 81:leaf=-3.97934928e-05,cover=0
- 82:leaf=-0.000590190757,cover=0
- 20:[PialCurv5<0.255337358] yes=41,no=42,missing=41,gain=3.13964844,cover=1100
- 41:[Curv5<0.0322575867] yes=83,no=84,missing=84,gain=2.39766884,cover=784
- 83:leaf=0.000249193603,cover=0
- 84:leaf=-0.00634869933,cover=0
- 42:[Ecc<6.52965975] yes=85,no=86,missing=86,gain=1.15070665,cover=316
- 85:leaf=5.5176497e-05,cover=0
- 86:leaf=0.0101972455,cover=0
- 10:[Ecc<6.47151232] yes=21,no=22,missing=22,gain=2.42813206,cover=13653
- 21:[Ecc<2.02168798] yes=43,no=44,missing=43,gain=2.63506317,cover=12015
- 43:[PialCurv5<-0.0877386853] yes=87,no=88,missing=88,gain=3.09890747,cover=4237
- 87:leaf=-0.000811757462,cover=0
- 88:leaf=0.00201128121,cover=0
- 44:[LGI5<2.23211861] yes=89,no=90,missing=90,gain=2.28948021,cover=7778
- 89:leaf=0.00348314992,cover=0
- 90:leaf=0.00132034009,cover=0
- 22:[PialCurv5<-0.0297427773] yes=45,no=46,missing=46,gain=1.2207067,cover=1638
- 45:[Curv5<-0.0553030409] yes=91,no=92,missing=91,gain=2.04838872,cover=1606
- 91:leaf=-0.000847935502,cover=0
- 92:leaf=0.0161150694,cover=0
- 46:[Sulc0<-0.145219594] yes=93,no=94,missing=93,gain=0.59933579,cover=32
- 93:leaf=-0.0129201952,cover=0
- 94:leaf=0.00646612421,cover=0
- 2:[Ecc<0.45941934] yes=5,no=6,missing=5,gain=0.849143624,cover=4620916
- 5:[LGI5<2.44639945] yes=11,no=12,missing=11,gain=4.05313158,cover=59083
- 11:[MidArea5<0.566005528] yes=23,no=24,missing=23,gain=2.28090143,cover=33649
- 23:[Pol<133.406311] yes=47,no=48,missing=48,gain=1.53342342,cover=4242
- 47:[LGI5<2.37224698] yes=95,no=96,missing=96,gain=3.77094984,cover=1187
- 95:leaf=0.00564154889,cover=0
- 96:leaf=-0.000714013528,cover=0
- 48:[Curv5<0.177453667] yes=97,no=98,missing=97,gain=1.77121401,cover=3055
- 97:leaf=-0.00180855056,cover=0
- 98:leaf=0.000993951107,cover=0
- 24:[PialArea5<0.851613045] yes=49,no=50,missing=49,gain=3.05139542,cover=29407
- 49:[Area5<0.673304081] yes=99,no=100,missing=99,gain=2.31135654,cover=14625
- 99:leaf=0.000877031242,cover=0
- 100:leaf=0.0023732977,cover=0
- 50:[PialCurv5<-0.0896686092] yes=101,no=102,missing=101,gain=2.68642831,cover=14782
- 101:leaf=-0.000402943842,cover=0
- 102:leaf=0.000953211915,cover=0
- 12:[MidArea5<0.907176316] yes=25,no=26,missing=25,gain=1.91585684,cover=25434
- 25:[MidArea5<0.707922041] yes=51,no=52,missing=51,gain=2.52212095,cover=23351
- 51:[Area5<0.784037054] yes=103,no=104,missing=104,gain=1.48999918,cover=12637
- 103:leaf=9.82619749e-05,cover=0
- 104:leaf=-0.00846533384,cover=0
- 52:[Sulc0<-0.312649339] yes=105,no=106,missing=105,gain=5.58931589,cover=10714
- 105:leaf=-0.000764543598,cover=0
- 106:leaf=-0.00706022838,cover=0
- 26:[Sulc0<-0.745069146] yes=53,no=54,missing=53,gain=1.95293069,cover=2083
- 53:[Curv5<-0.177508175] yes=107,no=108,missing=107,gain=2.27447939,cover=1502
- 107:leaf=0.00214079372,cover=0
- 108:leaf=-0.00174820353,cover=0
- 54:[Curv5<-0.0752395913] yes=109,no=110,missing=110,gain=3.61461163,cover=581
- 109:leaf=0.00591823272,cover=0
- 110:leaf=-0.00313439849,cover=0
- 6:[LGI5<2.34802985] yes=13,no=14,missing=14,gain=0.753270686,cover=4561833
- 13:[Pol<58.6768646] yes=27,no=28,missing=28,gain=2.23400974,cover=37318
- 27:[Ecc<0.783076942] yes=55,no=56,missing=55,gain=2.29113388,cover=7315
- 55:[Area5<0.799647689] yes=111,no=112,missing=111,gain=2.94873142,cover=914
- 111:leaf=-0.00237413379,cover=0
- 112:leaf=-0.0183220934,cover=0
- 56:[PialCurv5<-0.0441194475] yes=113,no=114,missing=113,gain=3.47522926,cover=6401
- 113:leaf=-0.000640282582,cover=0
- 114:leaf=0.00304025668,cover=0
- 28:[Ecc<1.62447274] yes=57,no=58,missing=57,gain=3.33595657,cover=30003
- 57:[Area5<0.646843374] yes=115,no=116,missing=116,gain=5.09384346,cover=8128
- 115:leaf=0.000478667032,cover=0
- 116:leaf=0.00323517434,cover=0
- 58:[MidArea5<0.524661958] yes=117,no=118,missing=117,gain=1.02744555,cover=21875
- 117:leaf=-0.00089493033,cover=0
- 118:leaf=0.000212503553,cover=0
- 14:[LGI5<2.39007568] yes=29,no=30,missing=29,gain=0.706777692,cover=4524515
- 29:[Ecc<10.8716469] yes=59,no=60,missing=60,gain=4.94961262,cover=209836
- 59:[Pol<113.913933] yes=119,no=120,missing=119,gain=4.69510508,cover=208600
- 119:leaf=-0.00026869899,cover=0
- 120:leaf=0.000214221611,cover=0
- 60:[Area5<0.557224929] yes=121,no=122,missing=122,gain=1.04157305,cover=1236
- 121:leaf=0.00376896258,cover=0
- 122:leaf=-0.00354310381,cover=0
- 30:[PialCurv5<-0.0948967114] yes=61,no=62,missing=61,gain=0.60218209,cover=4314679
- 61:[Curv5<-0.138079464] yes=123,no=124,missing=123,gain=19.500864,cover=1220100
- 123:leaf=-1.00806374e-05,cover=0
- 124:leaf=0.000967258587,cover=0
- 62:[Curv5<-0.158538193] yes=125,no=126,missing=126,gain=5.03024197,cover=3094579
- 125:leaf=0.000244007781,cover=0
- 126:leaf=-2.48778433e-05,cover=0
-booster[1028]:
-0:[LGI5<2.2730217] yes=1,no=2,missing=2,gain=0.151432797,cover=5124388
- 1:[Sulc0<0.662694752] yes=3,no=4,missing=3,gain=1.25609899,cover=242979
- 3:[Ecc<8.41855335] yes=7,no=8,missing=7,gain=1.26678205,cover=241871
- 7:[PialArea5<0.679818809] yes=15,no=16,missing=15,gain=1.20336747,cover=240284
- 15:[Pol<53.6550331] yes=31,no=32,missing=31,gain=3.03117943,cover=75393
- 31:[MidArea5<0.561631978] yes=63,no=64,missing=64,gain=2.34474778,cover=2750
- 63:leaf=-0.000437962328,cover=0
- 64:leaf=0.00256923772,cover=0
- 32:[Pol<86.0952454] yes=65,no=66,missing=65,gain=7.22765732,cover=72643
- 65:leaf=-0.0016785207,cover=0
- 66:leaf=-8.82280656e-05,cover=0
- 16:[Pol<170.080093] yes=33,no=34,missing=33,gain=2.04459429,cover=164891
- 33:[Sulc0<-1.19305253] yes=67,no=68,missing=67,gain=1.57599068,cover=153186
- 67:leaf=-0.00074481027,cover=0
- 68:leaf=0.000118320568,cover=0
- 34:[Sulc0<-0.0637059584] yes=69,no=70,missing=70,gain=2.10117316,cover=11705
- 69:leaf=-0.000568394084,cover=0
- 70:leaf=-0.0156963021,cover=0
- 8:[Area5<0.630444467] yes=17,no=18,missing=18,gain=3.33858109,cover=1587
- 17:[Sulc0<-0.708302617] yes=35,no=36,missing=35,gain=0.777791381,cover=273
- 35:[Curv5<-0.218969986] yes=71,no=72,missing=71,gain=0.0622500703,cover=49
- 71:leaf=-0.00250505307,cover=0
- 72:leaf=0.00502181053,cover=0
- 36:[Pol<171.401581] yes=73,no=74,missing=73,gain=0.562961102,cover=224
- 73:leaf=0.00380766438,cover=0
- 74:leaf=0.0112225525,cover=0
- 18:[Pol<105.995506] yes=37,no=38,missing=38,gain=1.89715791,cover=1314
- 37:[Area5<0.740087628] yes=75,no=76,missing=75,gain=1.49409735,cover=640
- 75:leaf=0.00132923317,cover=0
- 76:leaf=-0.00364821451,cover=0
- 38:[Ecc<9.61991787] yes=77,no=78,missing=77,gain=2.50307369,cover=674
- 77:leaf=-0.00722241495,cover=0
- 78:leaf=-0.00111854915,cover=0
- 4:[Curv5<0.153449878] yes=9,no=10,missing=9,gain=3.40280461,cover=1108
- 9:[Sulc0<0.795422614] yes=19,no=20,missing=19,gain=1.70830965,cover=198
- 19:[Pol<95.6227875] yes=39,no=40,missing=39,gain=1.11194551,cover=145
- 39:[Ecc<7.1378541] yes=79,no=80,missing=79,gain=0.31221199,cover=35
- 79:leaf=0.0150456224,cover=0
- 80:leaf=0.00376586546,cover=0
- 40:[Pol<105.995506] yes=81,no=82,missing=82,gain=1.48930669,cover=110
- 81:leaf=-0.00125165691,cover=0
- 82:leaf=0.011918989,cover=0
- 20:[Ecc<6.47151232] yes=41,no=42,missing=42,gain=0.455363274,cover=53
- 41:[Ecc<5.85121489] yes=83,no=84,missing=83,gain=0.0602772236,cover=21
- 83:leaf=0.00451678457,cover=0
- 84:leaf=0.0109216515,cover=0
- 42:leaf=0.0189649817,cover=0
- 10:[Ecc<10.569519] yes=21,no=22,missing=22,gain=0.56904012,cover=910
- 21:[LGI5<2.22170687] yes=43,no=44,missing=43,gain=0.449278116,cover=871
- 43:[Area5<0.586059749] yes=85,no=86,missing=85,gain=0.353196114,cover=311
- 85:leaf=-0.00330679165,cover=0
- 86:leaf=0.00217016228,cover=0
- 44:[PialArea5<0.245474651] yes=87,no=88,missing=87,gain=0.468191445,cover=560
- 87:leaf=0.00357145444,cover=0
- 88:leaf=-0.00124791381,cover=0
- 22:[PialCurv5<0.426807076] yes=45,no=46,missing=45,gain=0.0957733393,cover=39
- 45:[Area5<0.744179189] yes=89,no=90,missing=89,gain=0.0971252918,cover=37
- 89:leaf=0.00828320161,cover=0
- 90:leaf=0.00225195079,cover=0
- 46:leaf=-0.00321946549,cover=0
- 2:[LGI5<2.27925944] yes=5,no=6,missing=5,gain=0.360971481,cover=4881409
- 5:[Pol<68.895668] yes=11,no=12,missing=12,gain=1.94407511,cover=20016
- 11:[Curv5<0.0235087723] yes=23,no=24,missing=24,gain=1.08309674,cover=4555
- 23:[Ecc<3.54469991] yes=47,no=48,missing=47,gain=1.0617137,cover=4420
- 47:[Sulc0<-0.574995995] yes=91,no=92,missing=92,gain=0.689085424,cover=3824
- 91:leaf=-0.000466876809,cover=0
- 92:leaf=0.00184596318,cover=0
- 48:[Area5<0.661233962] yes=93,no=94,missing=93,gain=2.01903224,cover=596
- 93:leaf=-0.00558249606,cover=0
- 94:leaf=0.000240093985,cover=0
- 24:[Sulc0<-0.217071146] yes=49,no=50,missing=49,gain=1.54651153,cover=135
- 49:[Ecc<2.07756257] yes=95,no=96,missing=95,gain=1.61356711,cover=82
- 95:leaf=-0.0126370983,cover=0
- 96:leaf=0.00519862585,cover=0
- 50:[Ecc<5.53207445] yes=97,no=98,missing=97,gain=0.382472247,cover=53
- 97:leaf=0.00443950156,cover=0
- 98:leaf=-0.00445769867,cover=0
- 12:[Sulc0<0.0770083591] yes=25,no=26,missing=25,gain=1.20135212,cover=15461
- 25:[Area5<0.606435955] yes=51,no=52,missing=52,gain=2.07487249,cover=13032
- 51:[Sulc0<-0.0401471928] yes=99,no=100,missing=99,gain=1.34357893,cover=6158
- 99:leaf=-0.000112495785,cover=0
- 100:leaf=0.00464748498,cover=0
- 52:[Ecc<1.10530448] yes=101,no=102,missing=102,gain=1.20033026,cover=6874
- 101:leaf=1.47793544e-05,cover=0
- 102:leaf=0.00161674328,cover=0
- 26:[PialArea5<0.454431564] yes=53,no=54,missing=53,gain=1.01743054,cover=2429
- 53:[Pol<120.854889] yes=103,no=104,missing=103,gain=0.963977516,cover=1315
- 103:leaf=0.000111712136,cover=0
- 104:leaf=0.00670472672,cover=0
- 54:[Ecc<1.68457866] yes=105,no=106,missing=105,gain=1.30750346,cover=1114
- 105:leaf=-0.0110268751,cover=0
- 106:leaf=-0.00133648806,cover=0
- 6:[Curv5<-0.0390223041] yes=13,no=14,missing=13,gain=0.168957114,cover=4861393
- 13:[LGI5<2.37953305] yes=27,no=28,missing=27,gain=1.43205309,cover=2616741
- 27:[Ecc<8.70817566] yes=55,no=56,missing=55,gain=3.56545496,cover=273495
- 55:[Sulc0<-0.528458416] yes=107,no=108,missing=107,gain=3.04115105,cover=271615
- 107:leaf=-4.46658851e-05,cover=0
- 108:leaf=-0.000455567351,cover=0
- 56:[PialArea5<1.10075188] yes=109,no=110,missing=109,gain=4.3634944,cover=1880
- 109:leaf=0.00281858258,cover=0
- 110:leaf=-0.00551605737,cover=0
- 28:[Sulc0<0.940059185] yes=57,no=58,missing=58,gain=1.29804385,cover=2343246
- 57:[Ecc<45.751255] yes=111,no=112,missing=111,gain=1.10639596,cover=2343181
- 111:leaf=1.06356299e-06,cover=0
- 112:leaf=0.000316100515,cover=0
- 58:[PialArea5<0.605248392] yes=113,no=114,missing=113,gain=0.528023362,cover=65
- 113:leaf=0.00819570199,cover=0
- 114:leaf=-0.00900272559,cover=0
- 14:[LGI5<2.29656005] yes=29,no=30,missing=29,gain=2.40364885,cover=2244652
- 29:[Ecc<5.46745825] yes=59,no=60,missing=59,gain=2.84293604,cover=21209
- 59:[PialCurv5<0.241144046] yes=115,no=116,missing=115,gain=2.23420477,cover=17339
- 115:leaf=0.00109597947,cover=0
- 116:leaf=-0.000329336821,cover=0
- 60:[Sulc0<-0.332174033] yes=117,no=118,missing=117,gain=2.01975632,cover=3870
- 117:leaf=-0.00539408484,cover=0
- 118:leaf=-0.000407243235,cover=0
- 30:[Pol<163.028091] yes=61,no=62,missing=61,gain=2.07293677,cover=2223443
- 61:[Pol<141.081833] yes=119,no=120,missing=119,gain=5.52865934,cover=2108593
- 119:leaf=-6.25228495e-07,cover=0
- 120:leaf=0.000382431987,cover=0
- 62:[Ecc<19.4699688] yes=121,no=122,missing=121,gain=8.30237961,cover=114850
- 121:leaf=-0.000300147978,cover=0
- 122:leaf=0.00161822757,cover=0
-booster[1029]:
-0:[Pol<103.31839] yes=1,no=2,missing=2,gain=0.1425872,cover=5124388
- 1:[Sulc0<0.235979095] yes=3,no=4,missing=3,gain=2.95725965,cover=2642469
- 3:[PialCurv5<0.0519027263] yes=7,no=8,missing=8,gain=6.55386734,cover=1898423
- 7:[Curv5<0.0407969989] yes=15,no=16,missing=15,gain=3.77071524,cover=1614669
- 15:[PialCurv5<-0.0680129603] yes=31,no=32,missing=31,gain=2.8511498,cover=1582956
- 31:[Curv5<-0.100392215] yes=63,no=64,missing=64,gain=21.4720726,cover=1019080
- 63:leaf=-7.04865533e-06,cover=0
- 64:leaf=0.0011295391,cover=0
- 32:[Curv5<-0.119937547] yes=65,no=66,missing=66,gain=13.281354,cover=563876
- 65:leaf=0.000568309275,cover=0
- 66:leaf=-0.000187039448,cover=0
- 16:[Sulc0<-0.0788570642] yes=33,no=34,missing=33,gain=7.38704681,cover=31713
- 33:[Area5<0.733255386] yes=67,no=68,missing=67,gain=8.52565479,cover=16550
- 67:leaf=-0.000839812856,cover=0
- 68:leaf=0.00178828463,cover=0
- 34:[LGI5<2.23211861] yes=69,no=70,missing=69,gain=3.6478157,cover=15163
- 69:leaf=0.00724598253,cover=0
- 70:leaf=0.00123737135,cover=0
- 8:[Area5<0.665633082] yes=17,no=18,missing=18,gain=5.83653831,cover=283754
- 17:[LGI5<3.06739473] yes=35,no=36,missing=35,gain=3.53206277,cover=87430
- 35:[Ecc<4.00532722] yes=71,no=72,missing=72,gain=6.49324274,cover=76181
- 71:leaf=0.000178848073,cover=0
- 72:leaf=-0.000762877404,cover=0
- 36:[Pol<69.6327286] yes=73,no=74,missing=73,gain=8.73069191,cover=11249
- 73:leaf=-0.000378629833,cover=0
- 74:leaf=0.00246896315,cover=0
- 18:[Pol<83.4982376] yes=37,no=38,missing=37,gain=3.88769913,cover=196324
- 37:[Ecc<6.76014757] yes=75,no=76,missing=75,gain=5.50627708,cover=116516
- 75:leaf=0.00103199412,cover=0
- 76:leaf=0.000325876725,cover=0
- 38:[LGI5<2.36078882] yes=77,no=78,missing=77,gain=5.54579782,cover=79808
- 77:leaf=0.000822333794,cover=0
- 78:leaf=-0.000111291964,cover=0
- 4:[Curv5<0.0235087723] yes=9,no=10,missing=10,gain=4.18302822,cover=744046
- 9:[PialCurv5<0.054317683] yes=19,no=20,missing=19,gain=7.57210732,cover=66008
- 19:[LGI5<3.05514836] yes=39,no=40,missing=39,gain=10.0156879,cover=51268
- 39:[Pol<90.9627914] yes=79,no=80,missing=79,gain=10.5556355,cover=22524
- 79:leaf=-0.00135678099,cover=0
- 80:leaf=0.00123382057,cover=0
- 40:[Ecc<5.97554874] yes=81,no=82,missing=81,gain=7.61273479,cover=28744
- 81:leaf=0.0250090845,cover=0
- 82:leaf=0.000607848167,cover=0
- 20:[PialArea5<0.550757647] yes=41,no=42,missing=41,gain=2.9746418,cover=14740
- 41:[Area5<0.697420239] yes=83,no=84,missing=83,gain=3.53569531,cover=5445
- 83:leaf=0.000849520438,cover=0
- 84:leaf=-0.00303907762,cover=0
- 42:[Ecc<12.1917515] yes=85,no=86,missing=85,gain=2.63312244,cover=9295
- 85:leaf=0.000746646023,cover=0
- 86:leaf=0.0024902611,cover=0
- 10:[PialCurv5<0.128475845] yes=21,no=22,missing=21,gain=5.34812069,cover=678038
- 21:[Pol<55.3432045] yes=43,no=44,missing=43,gain=7.20547009,cover=159706
- 43:[PialCurv5<0.0308136549] yes=87,no=88,missing=88,gain=11.4164476,cover=48195
- 87:leaf=0.00288016605,cover=0
- 88:leaf=-7.19841191e-05,cover=0
- 44:[Sulc0<0.624357879] yes=89,no=90,missing=89,gain=8.27932644,cover=111511
- 89:leaf=-0.000845374831,cover=0
- 90:leaf=0.000131678578,cover=0
- 22:[LGI5<2.85285616] yes=45,no=46,missing=45,gain=2.25842667,cover=518332
- 45:[LGI5<2.72022414] yes=91,no=92,missing=91,gain=2.77612233,cover=234621
- 91:leaf=-2.0233605e-05,cover=0
- 92:leaf=0.000376445794,cover=0
- 46:[Pol<20.2198563] yes=93,no=94,missing=93,gain=2.00184393,cover=283711
- 93:leaf=-0.00275797467,cover=0
- 94:leaf=-0.000123641046,cover=0
- 2:[Sulc0<0.176289052] yes=5,no=6,missing=5,gain=2.48015904,cover=2481919
- 5:[PialCurv5<0.0471153036] yes=11,no=12,missing=12,gain=6.29907131,cover=1841099
- 11:[Ecc<6.92728615] yes=23,no=24,missing=23,gain=2.60312462,cover=1551980
- 23:[Area5<0.63275224] yes=47,no=48,missing=48,gain=11.5228834,cover=738437
- 47:[Curv5<-0.100392215] yes=95,no=96,missing=95,gain=15.6530218,cover=452821
- 95:leaf=-4.97502442e-05,cover=0
- 96:leaf=0.000705919287,cover=0
- 48:[Pol<152.827332] yes=97,no=98,missing=97,gain=19.7537918,cover=285616
- 97:leaf=-0.000630636117,cover=0
- 98:leaf=0.000232672814,cover=0
- 24:[Ecc<10.569519] yes=49,no=50,missing=49,gain=8.58678627,cover=813543
- 49:[Sulc0<-0.516633809] yes=99,no=100,missing=99,gain=20.6345139,cover=335259
- 99:leaf=-0.000251543621,cover=0
- 100:leaf=0.00055978843,cover=0
- 50:[PialArea5<0.85412097] yes=101,no=102,missing=101,gain=7.06787443,cover=478284
- 101:leaf=-0.00032066484,cover=0
- 102:leaf=7.63767093e-05,cover=0
- 12:[LGI5<3.1767621] yes=25,no=26,missing=25,gain=9.92900848,cover=289119
- 25:[Ecc<8.7927618] yes=51,no=52,missing=52,gain=28.7854271,cover=258632
- 51:[Pol<120.854889] yes=103,no=104,missing=103,gain=17.4894352,cover=211864
- 103:leaf=-0.000650015369,cover=0
- 104:leaf=0.000273617858,cover=0
- 52:[LGI5<2.70478106] yes=105,no=106,missing=105,gain=12.5042381,cover=46768
- 105:leaf=-0.00316399522,cover=0
- 106:leaf=-0.0010797258,cover=0
- 26:[Pol<125.308708] yes=53,no=54,missing=53,gain=4.13671637,cover=30487
- 53:[LGI5<3.47596025] yes=107,no=108,missing=107,gain=4.15266418,cover=5661
- 107:leaf=0.000866413116,cover=0
- 108:leaf=0.00374278659,cover=0
- 54:[Ecc<7.64592981] yes=109,no=110,missing=109,gain=4.54950047,cover=24826
- 109:leaf=0.00502491323,cover=0
- 110:leaf=0.000225457552,cover=0
- 6:[PialCurv5<-0.00955641083] yes=13,no=14,missing=14,gain=4.64372396,cover=640820
- 13:[Area5<0.587948382] yes=27,no=28,missing=27,gain=5.73418522,cover=44639
- 27:[Ecc<21.7409172] yes=55,no=56,missing=55,gain=5.94711781,cover=5120
- 55:[LGI5<2.56078315] yes=111,no=112,missing=111,gain=3.40383959,cover=2820
- 111:leaf=0.0038926471,cover=0
- 112:leaf=-0.0010860957,cover=0
- 56:[Pol<159.435425] yes=113,no=114,missing=113,gain=2.53715992,cover=2300
- 113:leaf=0.00247544562,cover=0
- 114:leaf=0.00790127553,cover=0
- 28:[Pol<121.948479] yes=57,no=58,missing=58,gain=5.8940506,cover=39519
- 57:[Area5<0.683164001] yes=115,no=116,missing=116,gain=5.04851151,cover=10137
- 115:leaf=-0.000351975876,cover=0
- 116:leaf=-0.00261164759,cover=0
- 58:[LGI5<2.48603988] yes=117,no=118,missing=118,gain=3.67020369,cover=29382
- 117:leaf=-0.00720624626,cover=0
- 118:leaf=-0.000216087981,cover=0
- 14:[PialCurv5<0.113078766] yes=29,no=30,missing=29,gain=5.13815117,cover=596181
- 29:[LGI5<2.99594808] yes=59,no=60,missing=59,gain=8.99171448,cover=163154
- 59:[Ecc<6.76014757] yes=119,no=120,missing=119,gain=9.18073845,cover=78059
- 119:leaf=-0.000213485284,cover=0
- 120:leaf=0.00104812218,cover=0
- 60:[MidArea5<0.49446398] yes=121,no=122,missing=121,gain=4.9285717,cover=85095
- 121:leaf=-0.00307046203,cover=0
- 122:leaf=4.37821545e-05,cover=0
- 30:[Curv5<0.0407969989] yes=61,no=62,missing=62,gain=4.79697609,cover=433027
- 61:[PialArea5<0.718622029] yes=123,no=124,missing=123,gain=4.12765598,cover=6579
- 123:leaf=-0.00216260809,cover=0
- 124:leaf=0.000537235988,cover=0
- 62:[Ecc<15.3430929] yes=125,no=126,missing=125,gain=3.26521754,cover=426448
- 125:leaf=0.00014548951,cover=0
- 126:leaf=-0.000144202248,cover=0
-booster[1030]:
-0:[LGI5<2.2730217] yes=1,no=2,missing=2,gain=0.150229052,cover=5124388
- 1:[Sulc0<0.662694752] yes=3,no=4,missing=3,gain=1.13668418,cover=242979
- 3:[Curv5<0.0386843979] yes=7,no=8,missing=7,gain=1.19097483,cover=241871
- 7:[Pol<173.32489] yes=15,no=16,missing=15,gain=1.25643337,cover=183413
- 15:[Sulc0<-1.24864507] yes=31,no=32,missing=32,gain=1.30195308,cover=173568
- 31:[Pol<59.5955544] yes=63,no=64,missing=63,gain=1.22960794,cover=2896
- 63:leaf=-0.000279322849,cover=0
- 64:leaf=-0.00246962905,cover=0
- 32:[PialArea5<0.432214499] yes=65,no=66,missing=66,gain=1.17264009,cover=170672
- 65:leaf=-0.00225175614,cover=0
- 66:leaf=7.33698907e-05,cover=0
- 16:[Ecc<4.07113361] yes=33,no=34,missing=33,gain=1.5991205,cover=9845
- 33:[Area5<0.794681609] yes=67,no=68,missing=68,gain=1.08933711,cover=7452
- 67:leaf=-0.000823325478,cover=0
- 68:leaf=-0.00610413542,cover=0
- 34:[Curv5<-0.0708468556] yes=69,no=70,missing=69,gain=2.42650175,cover=2393
- 69:leaf=0.000955515541,cover=0
- 70:leaf=-0.00636878237,cover=0
- 8:[Pol<86.0952454] yes=17,no=18,missing=17,gain=3.96742487,cover=58458
- 17:[PialCurv5<0.0044251224] yes=35,no=36,missing=35,gain=2.34204531,cover=7251
- 35:[Pol<27.4246235] yes=71,no=72,missing=71,gain=4.60899067,cover=458
- 71:leaf=0.0152792158,cover=0
- 72:leaf=-0.00603442872,cover=0
- 36:[Pol<62.0115929] yes=73,no=74,missing=73,gain=1.85587001,cover=6793
- 73:leaf=0.000502169831,cover=0
- 74:leaf=-0.00152837625,cover=0
- 18:[Pol<101.695656] yes=37,no=38,missing=37,gain=2.99340844,cover=51207
- 37:[PialCurv5<0.125401646] yes=75,no=76,missing=75,gain=5.64450359,cover=17226
- 75:leaf=0.00197798572,cover=0
- 76:leaf=-8.62712041e-05,cover=0
- 38:[PialCurv5<0.116372027] yes=77,no=78,missing=77,gain=3.11858153,cover=33981
- 77:leaf=-0.00113379501,cover=0
- 78:leaf=-6.31170624e-05,cover=0
- 4:[Curv5<0.153449878] yes=9,no=10,missing=9,gain=3.08522415,cover=1108
- 9:[PialCurv5<0.110155433] yes=19,no=20,missing=19,gain=1.55061817,cover=198
- 19:[PialArea5<0.292306483] yes=39,no=40,missing=40,gain=0.31982848,cover=31
- 39:[Ecc<7.7481575] yes=79,no=80,missing=79,gain=0.0597416684,cover=11
- 79:leaf=-0.00192393363,cover=0
- 80:leaf=0.00571564445,cover=0
- 40:[PialCurv5<0.0877920389] yes=81,no=82,missing=81,gain=0.0248606503,cover=20
- 81:leaf=-0.00702907098,cover=0
- 82:leaf=0.000543797039,cover=0
- 20:[Area5<0.716575325] yes=41,no=42,missing=41,gain=1.33099031,cover=167
- 41:[Ecc<6.81643343] yes=83,no=84,missing=83,gain=0.79014349,cover=145
- 83:leaf=0.00757484976,cover=0
- 84:leaf=0.0152308075,cover=0
- 42:[Ecc<6.16403294] yes=85,no=86,missing=85,gain=0.0962011963,cover=22
- 85:leaf=0.00101850589,cover=0
- 86:leaf=-0.00537758647,cover=0
- 10:[Ecc<10.569519] yes=21,no=22,missing=21,gain=0.51554966,cover=910
- 21:[LGI5<2.22170687] yes=43,no=44,missing=43,gain=0.405507952,cover=871
- 43:[Area5<0.586059749] yes=87,no=88,missing=87,gain=0.319231957,cover=311
- 87:leaf=-0.00314774155,cover=0
- 88:leaf=0.00205918006,cover=0
- 44:[PialCurv5<0.362132162] yes=89,no=90,missing=89,gain=0.459293276,cover=560
- 89:leaf=-0.00232372852,cover=0
- 90:leaf=0.00055213162,cover=0
- 22:[PialCurv5<0.426807076] yes=45,no=46,missing=45,gain=0.0877907276,cover=39
- 45:[Area5<0.744179189] yes=91,no=92,missing=91,gain=0.0877755284,cover=37
- 91:leaf=0.00788303092,cover=0
- 92:leaf=0.00214824989,cover=0
- 46:leaf=-0.00311147375,cover=0
- 2:[LGI5<2.27925944] yes=5,no=6,missing=5,gain=0.321129471,cover=4881409
- 5:[Pol<68.1421661] yes=11,no=12,missing=12,gain=1.75635219,cover=20016
- 11:[Curv5<0.0235087723] yes=23,no=24,missing=24,gain=1.13964009,cover=4483
- 23:[Ecc<3.54469991] yes=47,no=48,missing=47,gain=0.968663514,cover=4351
- 47:[Area5<0.739104271] yes=93,no=94,missing=94,gain=0.675007284,cover=3774
- 93:leaf=-0.000462685479,cover=0
- 94:leaf=0.00175428519,cover=0
- 48:[Area5<0.521939099] yes=95,no=96,missing=95,gain=1.82759523,cover=577
- 95:leaf=-0.0105495052,cover=0
- 96:leaf=-0.00145896559,cover=0
- 24:[Sulc0<-0.217071146] yes=49,no=50,missing=49,gain=1.60979033,cover=132
- 49:[Area5<0.655598104] yes=97,no=98,missing=98,gain=1.32632303,cover=80
- 97:leaf=0.00221765321,cover=0
- 98:leaf=-0.013060905,cover=0
- 50:[Ecc<25.1292973] yes=99,no=100,missing=99,gain=0.341780782,cover=52
- 99:leaf=0.00370703079,cover=0
- 100:leaf=-0.00587525126,cover=0
- 12:[Sulc0<0.0770083591] yes=25,no=26,missing=25,gain=1.06042194,cover=15533
- 25:[Area5<0.629274011] yes=51,no=52,missing=52,gain=1.87710142,cover=13102
- 51:[Ecc<0.729281187] yes=101,no=102,missing=101,gain=1.06695127,cover=7279
- 101:leaf=-0.00113474333,cover=0
- 102:leaf=0.000393668946,cover=0
- 52:[Sulc0<-1.06881595] yes=103,no=104,missing=104,gain=1.72725725,cover=5823
- 103:leaf=-0.00496536959,cover=0
- 104:leaf=0.00141852198,cover=0
- 26:[MidArea5<0.540548742] yes=53,no=54,missing=53,gain=0.918448567,cover=2431
- 53:[Pol<120.854889] yes=105,no=106,missing=106,gain=0.754500806,cover=949
- 105:leaf=0.000390199275,cover=0
- 106:leaf=0.00695534889,cover=0
- 54:[Ecc<1.79549146] yes=107,no=108,missing=108,gain=1.23941493,cover=1482
- 107:leaf=-0.00902249198,cover=0
- 108:leaf=-0.00101215194,cover=0
- 6:[Curv5<-0.0390223041] yes=13,no=14,missing=13,gain=0.165699601,cover=4861393
- 13:[LGI5<2.29093218] yes=27,no=28,missing=28,gain=1.3327843,cover=2616741
- 27:[MidArea5<0.885289252] yes=55,no=56,missing=55,gain=3.93340158,cover=25847
- 55:[MidArea5<0.689589858] yes=109,no=110,missing=110,gain=2.25898433,cover=21188
- 109:leaf=-3.10915675e-05,cover=0
- 110:leaf=-0.00108186307,cover=0
- 56:[Sulc0<-0.8873595] yes=111,no=112,missing=111,gain=1.37986481,cover=4659
- 111:leaf=1.11854715e-05,cover=0
- 112:leaf=0.00173860439,cover=0
- 28:[Sulc0<0.940059185] yes=57,no=58,missing=57,gain=1.17085552,cover=2590894
- 57:[Ecc<12.3665791] yes=113,no=114,missing=113,gain=1.09089136,cover=2590829
- 113:leaf=-2.53050275e-05,cover=0
- 114:leaf=4.54899237e-05,cover=0
- 58:[PialArea5<0.605248392] yes=115,no=116,missing=115,gain=0.483543158,cover=65
- 115:leaf=0.00778414309,cover=0
- 116:leaf=-0.00866883434,cover=0
- 14:[LGI5<2.30180311] yes=29,no=30,missing=30,gain=2.15450263,cover=2244652
- 29:[Sulc0<0.383163035] yes=59,no=60,missing=59,gain=3.00208235,cover=28593
- 59:[Pol<165.239029] yes=117,no=118,missing=118,gain=2.33692217,cover=25606
- 117:leaf=0.000475656299,cover=0
- 118:leaf=0.00222840603,cover=0
- 60:[Curv5<0.113010712] yes=119,no=120,missing=119,gain=2.22091675,cover=2987
- 119:leaf=-0.0045604147,cover=0
- 120:leaf=-0.00052680209,cover=0
- 30:[Sulc0<-0.808473051] yes=61,no=62,missing=62,gain=2.04214168,cover=2216059
- 61:[LGI5<2.51629615] yes=121,no=122,missing=121,gain=3.51602721,cover=1201
- 121:leaf=-0.00416935235,cover=0
- 122:leaf=0.00140129437,cover=0
- 62:[Pol<163.028091] yes=123,no=124,missing=123,gain=2.02340651,cover=2214858
- 123:leaf=1.77460897e-05,cover=0
- 124:leaf=-0.000198551526,cover=0
-booster[1031]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=2,gain=0.143156648,cover=5124388
- 1:[PialCurv5<0.309146255] yes=3,no=4,missing=3,gain=0.307578146,cover=4943960
- 3:[MidArea5<0.52745223] yes=7,no=8,missing=7,gain=0.681694508,cover=4721760
- 7:[PialArea5<0.672997355] yes=15,no=16,missing=15,gain=2.49808049,cover=229061
- 15:[Pol<106.604004] yes=31,no=32,missing=31,gain=1.24563313,cover=227082
- 31:[Pol<90.361351] yes=63,no=64,missing=63,gain=2.05103326,cover=139952
- 63:leaf=3.48300346e-05,cover=0
- 64:leaf=-0.000354800577,cover=0
- 32:[LGI5<2.45281005] yes=65,no=66,missing=65,gain=1.52474773,cover=87130
- 65:leaf=-0.000228748802,cover=0
- 66:leaf=0.00020462992,cover=0
- 16:[MidArea5<0.518836677] yes=33,no=34,missing=33,gain=0.961957455,cover=1979
- 33:[PialCurv5<-0.111886919] yes=67,no=68,missing=67,gain=0.441962004,cover=999
- 67:leaf=0.00307465321,cover=0
- 68:leaf=-0.000858433021,cover=0
- 34:[PialArea5<0.702764034] yes=69,no=70,missing=69,gain=0.746193528,cover=980
- 69:leaf=-0.00052978046,cover=0
- 70:leaf=0.00230029947,cover=0
- 8:[PialArea5<0.476533443] yes=17,no=18,missing=17,gain=0.593892992,cover=4492699
- 17:[Pol<112.359543] yes=35,no=36,missing=35,gain=2.56958771,cover=253301
- 35:[Ecc<11.8489361] yes=71,no=72,missing=72,gain=2.63139749,cover=190882
- 71:leaf=0.00012776551,cover=0
- 72:leaf=-0.000255255378,cover=0
- 36:[Ecc<30.959959] yes=73,no=74,missing=73,gain=3.33839345,cover=62419
- 73:leaf=0.000444512261,cover=0
- 74:leaf=-0.00110575068,cover=0
- 18:[Curv5<0.101325236] yes=37,no=38,missing=37,gain=1.00692701,cover=4239398
- 37:[Area5<0.380439579] yes=75,no=76,missing=76,gain=0.571467936,cover=3946390
- 75:leaf=-0.000352699484,cover=0
- 76:leaf=3.20931076e-06,cover=0
- 38:[Ecc<18.8860435] yes=77,no=78,missing=77,gain=2.46217489,cover=293008
- 77:leaf=-2.78093121e-05,cover=0
- 78:leaf=-0.000411841174,cover=0
- 4:[LGI5<3.33014965] yes=9,no=10,missing=9,gain=1.82905614,cover=222200
- 9:[Curv5<0.101325236] yes=19,no=20,missing=19,gain=1.71804583,cover=206997
- 19:[Pol<171.401581] yes=39,no=40,missing=39,gain=1.40988505,cover=1447
- 39:[Ecc<0.729281187] yes=79,no=80,missing=80,gain=1.54241705,cover=1405
- 79:leaf=-0.0116522172,cover=0
- 80:leaf=-0.00168618711,cover=0
- 40:[PialArea5<0.702764034] yes=81,no=82,missing=81,gain=0.860785544,cover=42
- 81:leaf=0.0116419382,cover=0
- 82:leaf=-0.00386683526,cover=0
- 20:[Pol<104.929901] yes=41,no=42,missing=41,gain=1.58156323,cover=205550
- 41:[Ecc<34.5416374] yes=83,no=84,missing=84,gain=1.41833293,cover=119199
- 83:leaf=0.000118948126,cover=0
- 84:leaf=0.00120177981,cover=0
- 42:[Pol<152.827332] yes=85,no=86,missing=86,gain=2.36925006,cover=86351
- 85:leaf=-0.000213698979,cover=0
- 86:leaf=0.000725065358,cover=0
- 10:[Pol<126.540802] yes=21,no=22,missing=22,gain=1.66730785,cover=15203
- 21:[Pol<78.8803177] yes=43,no=44,missing=43,gain=1.20972776,cover=13790
- 43:[Ecc<36.5542564] yes=87,no=88,missing=87,gain=3.11035085,cover=1548
- 87:leaf=0.00132662046,cover=0
- 88:leaf=0.00883793831,cover=0
- 44:[Pol<101.159882] yes=89,no=90,missing=89,gain=1.39720094,cover=12242
- 89:leaf=-7.24685015e-05,cover=0
- 90:leaf=0.00101934641,cover=0
- 22:[Ecc<14.484726] yes=45,no=46,missing=45,gain=1.69884753,cover=1413
- 45:[Pol<171.401581] yes=91,no=92,missing=91,gain=1.12207532,cover=683
- 91:leaf=-0.00450116349,cover=0
- 92:leaf=-0.000369424582,cover=0
- 46:[Area5<0.64784193] yes=93,no=94,missing=93,gain=1.21436119,cover=730
- 93:leaf=-0.00324037555,cover=0
- 94:leaf=0.00169876812,cover=0
- 2:[PialCurv5<0.309146255] yes=5,no=6,missing=5,gain=3.00927043,cover=180428
- 5:[Pol<32.323391] yes=11,no=12,missing=12,gain=1.64114165,cover=99599
- 11:[Curv5<0.149355054] yes=23,no=24,missing=23,gain=0.61773932,cover=540
- 23:[LGI5<3.50441384] yes=47,no=48,missing=47,gain=0.609594345,cover=373
- 47:[Curv5<0.120553598] yes=95,no=96,missing=96,gain=0.49221158,cover=271
- 95:leaf=-0.00647004787,cover=0
- 96:leaf=-0.00200167997,cover=0
- 48:[Curv5<0.069626309] yes=97,no=98,missing=97,gain=0.526723921,cover=102
- 97:leaf=0.0112168286,cover=0
- 98:leaf=-0.00143970875,cover=0
- 24:[Curv5<0.266060919] yes=49,no=50,missing=49,gain=0.388938963,cover=167
- 49:[Ecc<39.5502243] yes=99,no=100,missing=99,gain=0.275201797,cover=165
- 99:leaf=-0.00313082756,cover=0
- 100:leaf=0.0011502275,cover=0
- 50:leaf=0.017852325,cover=0
- 12:[Pol<46.5024796] yes=25,no=26,missing=25,gain=1.47246718,cover=99059
- 25:[PialArea5<0.628734469] yes=51,no=52,missing=52,gain=1.74045432,cover=1073
- 51:[MidArea5<0.701709926] yes=101,no=102,missing=102,gain=0.871665776,cover=911
- 101:leaf=0.00168535695,cover=0
- 102:leaf=-0.00401274441,cover=0
- 52:[Area5<0.788037419] yes=103,no=104,missing=103,gain=2.09086919,cover=162
- 103:leaf=0.0154889002,cover=0
- 104:leaf=0.00309998146,cover=0
- 26:[Pol<64.3762589] yes=53,no=54,missing=54,gain=1.88987255,cover=97986
- 53:[Ecc<34.5416374] yes=105,no=106,missing=105,gain=7.71970224,cover=7013
- 105:leaf=0.00442958204,cover=0
- 106:leaf=-0.00111870584,cover=0
- 54:[Ecc<10.147254] yes=107,no=108,missing=107,gain=1.61069465,cover=90973
- 107:leaf=-0.000364616833,cover=0
- 108:leaf=0.000351777329,cover=0
- 6:[Ecc<13.1181517] yes=13,no=14,missing=13,gain=1.43742287,cover=80829
- 13:[Curv5<0.126145482] yes=27,no=28,missing=28,gain=2.24531913,cover=22923
- 27:[Pol<102.778297] yes=55,no=56,missing=55,gain=0.678883076,cover=133
- 55:[Ecc<10.569519] yes=109,no=110,missing=109,gain=0.685157299,cover=113
- 109:leaf=-0.00468385546,cover=0
- 110:leaf=-0.012575577,cover=0
- 56:[LGI5<3.09244633] yes=111,no=112,missing=111,gain=0.349637628,cover=20
- 111:leaf=-0.0024727725,cover=0
- 112:leaf=0.0116968509,cover=0
- 28:[Pol<111.846848] yes=57,no=58,missing=57,gain=1.20462894,cover=22790
- 57:[Ecc<5.53207445] yes=113,no=114,missing=113,gain=1.17709577,cover=22465
- 113:leaf=0.000735105656,cover=0
- 114:leaf=-0.000548063486,cover=0
- 58:[PialArea5<0.485325813] yes=115,no=116,missing=115,gain=0.462485194,cover=325
- 115:leaf=-0.00399472238,cover=0
- 116:leaf=0.00355116348,cover=0
- 14:[LGI5<2.53029394] yes=29,no=30,missing=29,gain=1.16737318,cover=57906
- 29:[Area5<0.688713074] yes=59,no=60,missing=59,gain=0.189364076,cover=183
- 59:[Pol<107.66053] yes=117,no=118,missing=118,gain=0.121611714,cover=86
- 117:leaf=0.00471677352,cover=0
- 118:leaf=0.0100540537,cover=0
- 60:[Pol<30.3635597] yes=119,no=120,missing=120,gain=0.143222049,cover=97
- 119:leaf=-0.0069905729,cover=0
- 120:leaf=0.00274264044,cover=0
- 30:[LGI5<2.59789038] yes=61,no=62,missing=61,gain=1.42993879,cover=57723
- 61:[Ecc<18.5999508] yes=121,no=122,missing=121,gain=0.563352704,cover=196
- 121:leaf=-0.00809019618,cover=0
- 122:leaf=-0.00239547808,cover=0
- 62:[Pol<57.0350037] yes=123,no=124,missing=124,gain=1.12126577,cover=57527
- 123:leaf=0.00126862933,cover=0
- 124:leaf=-8.53573001e-05,cover=0
-booster[1032]:
-0:[LGI5<2.2730217] yes=1,no=2,missing=1,gain=0.133167341,cover=5124388
- 1:[Sulc0<0.662694752] yes=3,no=4,missing=3,gain=1.0315634,cover=242979
- 3:[Ecc<8.41855335] yes=7,no=8,missing=8,gain=1.11902952,cover=241871
- 7:[PialArea5<0.679818809] yes=15,no=16,missing=15,gain=1.0614543,cover=240284
- 15:[Pol<53.6550331] yes=31,no=32,missing=31,gain=2.65521026,cover=75393
- 31:[Sulc0<-0.43309778] yes=63,no=64,missing=64,gain=2.27730513,cover=2750
- 63:leaf=0.000173065695,cover=0
- 64:leaf=0.00311626983,cover=0
- 32:[Pol<86.0952454] yes=65,no=66,missing=65,gain=6.21503878,cover=72643
- 65:leaf=-0.00155912223,cover=0
- 66:leaf=-8.44341339e-05,cover=0
- 16:[Pol<170.080093] yes=33,no=34,missing=33,gain=1.76990831,cover=164891
- 33:[Sulc0<0.263311565] yes=67,no=68,missing=67,gain=1.55340481,cover=153186
- 67:leaf=7.6160235e-05,cover=0
- 68:leaf=0.00443154527,cover=0
- 34:[Sulc0<-0.0637059584] yes=69,no=70,missing=70,gain=1.89919865,cover=11705
- 69:leaf=-0.000527575787,cover=0
- 70:leaf=-0.0149100116,cover=0
- 8:[Area5<0.67996794] yes=17,no=18,missing=18,gain=3.00059462,cover=1587
- 17:[Pol<124.735107] yes=35,no=36,missing=35,gain=1.11578131,cover=485
- 35:[PialCurv5<0.119354174] yes=71,no=72,missing=72,gain=0.884588242,cover=193
- 71:leaf=0.001487487,cover=0
- 72:leaf=-0.00553448685,cover=0
- 36:[MidArea5<0.664561689] yes=73,no=74,missing=73,gain=1.23007715,cover=292
- 73:leaf=0.00733451545,cover=0
- 74:leaf=0.000832406804,cover=0
- 18:[Sulc0<0.218763664] yes=37,no=38,missing=37,gain=2.04987144,cover=1102
- 37:[Pol<108.715256] yes=75,no=76,missing=76,gain=1.60188007,cover=517
- 75:leaf=-0.00204869593,cover=0
- 76:leaf=-0.00764333596,cover=0
- 38:[LGI5<2.13090348] yes=77,no=78,missing=77,gain=0.628350973,cover=585
- 77:leaf=-0.0069098114,cover=0
- 78:leaf=-0.000340027589,cover=0
- 4:[Curv5<0.153449878] yes=9,no=10,missing=9,gain=2.79192328,cover=1108
- 9:[Sulc0<0.795422614] yes=19,no=20,missing=20,gain=1.46730137,cover=198
- 19:[Pol<95.6227875] yes=39,no=40,missing=39,gain=0.961590171,cover=145
- 39:[Ecc<7.1378541] yes=79,no=80,missing=79,gain=0.267907262,cover=35
- 79:leaf=0.0138067035,cover=0
- 80:leaf=0.00337659637,cover=0
- 40:[Pol<105.995506] yes=81,no=82,missing=81,gain=1.2703352,cover=110
- 81:leaf=-0.00131096819,cover=0
- 82:leaf=0.0108518209,cover=0
- 20:[Ecc<6.22534323] yes=41,no=42,missing=42,gain=0.386608124,cover=53
- 41:[Ecc<5.85121489] yes=83,no=84,missing=83,gain=0.0312955379,cover=17
- 83:leaf=0.00399258407,cover=0
- 84:leaf=0.0091434028,cover=0
- 42:leaf=0.0168478098,cover=0
- 10:[Ecc<10.569519] yes=21,no=22,missing=21,gain=0.465645522,cover=910
- 21:[PialArea5<0.338250697] yes=43,no=44,missing=43,gain=0.384762257,cover=871
- 43:[Area5<0.598585367] yes=85,no=86,missing=85,gain=0.521395385,cover=587
- 85:leaf=-0.00154692424,cover=0
- 86:leaf=0.00174272608,cover=0
- 44:[LGI5<2.22170687] yes=87,no=88,missing=87,gain=0.315073907,cover=284
- 87:leaf=0.00101895828,cover=0
- 88:leaf=-0.00255934871,cover=0
- 22:[PialCurv5<0.426807076] yes=45,no=46,missing=45,gain=0.0805347562,cover=39
- 45:[Area5<0.744179189] yes=89,no=90,missing=89,gain=0.0792714953,cover=37
- 89:leaf=0.00749913231,cover=0
- 90:leaf=0.00204817881,cover=0
- 46:leaf=-0.00301172351,cover=0
- 2:[LGI5<2.27925944] yes=5,no=6,missing=6,gain=0.291035414,cover=4881409
- 5:[Pol<68.895668] yes=11,no=12,missing=12,gain=1.58885002,cover=20016
- 11:[Curv5<-0.0598238073] yes=23,no=24,missing=23,gain=0.908445299,cover=4555
- 23:[Ecc<2.79805064] yes=47,no=48,missing=47,gain=1.0761373,cover=4106
- 47:[Area5<0.732334435] yes=91,no=92,missing=92,gain=0.953577518,cover=3135
- 91:leaf=-0.000233803323,cover=0
- 92:leaf=0.00267905276,cover=0
- 48:[PialCurv5<-0.119850777] yes=93,no=94,missing=93,gain=1.14326239,cover=971
- 93:leaf=0.000286713184,cover=0
- 94:leaf=-0.0032251135,cover=0
- 24:[PialCurv5<-0.0644776821] yes=49,no=50,missing=49,gain=3.19495201,cover=449
- 49:[Ecc<2.31110334] yes=95,no=96,missing=95,gain=1.52482796,cover=44
- 95:leaf=-0.01903948,cover=0
- 96:leaf=0.00706470991,cover=0
- 50:[Sulc0<-0.540693521] yes=97,no=98,missing=97,gain=0.905230045,cover=405
- 97:leaf=-0.00469862903,cover=0
- 98:leaf=0.000311750715,cover=0
- 12:[Sulc0<0.0770083591] yes=25,no=26,missing=25,gain=0.979913235,cover=15461
- 25:[Area5<0.606435955] yes=51,no=52,missing=52,gain=1.7266593,cover=13032
- 51:[Sulc0<-0.0401471928] yes=99,no=100,missing=99,gain=1.21317554,cover=6158
- 99:leaf=-0.000113990332,cover=0
- 100:leaf=0.00440910179,cover=0
- 52:[Ecc<3.67199802] yes=101,no=102,missing=101,gain=1.16746974,cover=6874
- 101:leaf=0.00159839657,cover=0
- 102:leaf=0.000202689669,cover=0
- 26:[PialArea5<0.454431564] yes=53,no=54,missing=53,gain=0.858818591,cover=2429
- 53:[Curv5<0.099404186] yes=103,no=104,missing=103,gain=0.922329783,cover=1315
- 103:leaf=0.00710824504,cover=0
- 104:leaf=0.000116883974,cover=0
- 54:[Ecc<1.68457866] yes=105,no=106,missing=106,gain=1.09558821,cover=1114
- 105:leaf=-0.0100917425,cover=0
- 106:leaf=-0.00122134795,cover=0
- 6:[Sulc0<-1.24864507] yes=13,no=14,missing=14,gain=0.158607006,cover=4861393
- 13:[LGI5<2.50273752] yes=27,no=28,missing=27,gain=1.9023447,cover=16730
- 27:[Curv5<-0.211220503] yes=55,no=56,missing=55,gain=2.5503726,cover=7853
- 55:[Ecc<5.01513863] yes=107,no=108,missing=108,gain=2.33503032,cover=6656
- 107:leaf=0.00136067823,cover=0
- 108:leaf=-0.00230618427,cover=0
- 56:[Curv5<-0.161761403] yes=109,no=110,missing=109,gain=1.32531476,cover=1197
- 109:leaf=-0.000811435573,cover=0
- 110:leaf=-0.00608908711,cover=0
- 28:[Curv5<-0.192867488] yes=57,no=58,missing=57,gain=2.65750694,cover=8877
- 57:[PialArea5<1.57955706] yes=111,no=112,missing=112,gain=2.15583682,cover=8477
- 111:leaf=-0.000389638124,cover=0
- 112:leaf=-0.00491428934,cover=0
- 58:[LGI5<2.60212255] yes=113,no=114,missing=113,gain=1.26677775,cover=400
- 113:leaf=-0.000768028433,cover=0
- 114:leaf=0.00542378193,cover=0
- 14:[Pol<138.971481] yes=29,no=30,missing=29,gain=0.20529975,cover=4844663
- 29:[Area5<0.672473609] yes=59,no=60,missing=59,gain=0.865671873,cover=3684482
- 59:[Pol<62.0115929] yes=115,no=116,missing=115,gain=6.45798779,cover=1462023
- 115:leaf=-0.000118729244,cover=0
- 116:leaf=0.000101643549,cover=0
- 60:[Ecc<0.567370772] yes=117,no=118,missing=118,gain=4.2645483,cover=2222459
- 117:leaf=0.000855170947,cover=0
- 118:leaf=-3.03931483e-05,cover=0
- 30:[Sulc0<0.649594426] yes=61,no=62,missing=61,gain=2.53567338,cover=1160181
- 61:[Curv5<0.0257103238] yes=119,no=120,missing=119,gain=2.88679504,cover=1157322
- 119:leaf=-5.34965193e-06,cover=0
- 120:leaf=0.000246363343,cover=0
- 62:[Curv5<-0.148390457] yes=121,no=122,missing=121,gain=1.43065524,cover=2859
- 121:leaf=0.00873080827,cover=0
- 122:leaf=-0.00159026403,cover=0
-booster[1033]:
-0:[Pol<103.31839] yes=1,no=2,missing=1,gain=0.158442706,cover=5124388
- 1:[Sulc0<0.184694022] yes=3,no=4,missing=3,gain=2.74320078,cover=2642469
- 3:[PialCurv5<0.0519027263] yes=7,no=8,missing=8,gain=6.28476286,cover=1840197
- 7:[Ecc<4.20590305] yes=15,no=16,missing=15,gain=3.25503874,cover=1593166
- 15:[Pol<53.6550331] yes=31,no=32,missing=31,gain=10.1261444,cover=576693
- 31:[Curv5<-0.141545609] yes=63,no=64,missing=64,gain=7.45577335,cover=320571
- 63:leaf=-2.86245959e-05,cover=0
- 64:leaf=0.000556741725,cover=0
- 32:[Ecc<1.96654522] yes=65,no=66,missing=65,gain=15.4204121,cover=256122
- 65:leaf=5.64402217e-05,cover=0
- 66:leaf=-0.000719660718,cover=0
- 16:[Pol<61.2046547] yes=33,no=34,missing=33,gain=19.876297,cover=1016473
- 33:[LGI5<2.18291569] yes=67,no=68,missing=67,gain=4.6805315,cover=789200
- 67:leaf=-0.00448457943,cover=0
- 68:leaf=-5.56903033e-05,cover=0
- 34:[Ecc<11.6821251] yes=69,no=70,missing=70,gain=29.7013474,cover=227273
- 69:leaf=0.000220851769,cover=0
- 70:leaf=0.00177447253,cover=0
- 8:[Area5<0.665633082] yes=17,no=18,missing=18,gain=6.19899368,cover=247031
- 17:[Ecc<3.03937531] yes=35,no=36,missing=35,gain=3.63644147,cover=77725
- 35:[PialArea5<0.605248392] yes=71,no=72,missing=71,gain=2.69067264,cover=36087
- 71:leaf=3.63454637e-05,cover=0
- 72:leaf=0.00105713808,cover=0
- 36:[LGI5<2.77946544] yes=73,no=74,missing=73,gain=8.58049774,cover=41638
- 73:leaf=-0.0010065689,cover=0
- 74:leaf=0.000454093533,cover=0
- 18:[Pol<83.4982376] yes=37,no=38,missing=37,gain=5.43880749,cover=169306
- 37:[Ecc<0.836319208] yes=75,no=76,missing=76,gain=5.13164139,cover=101147
- 75:leaf=-0.00192720559,cover=0
- 76:leaf=0.000727817067,cover=0
- 38:[LGI5<2.36078882] yes=77,no=78,missing=78,gain=6.05993557,cover=68159
- 77:leaf=0.000832969963,cover=0
- 78:leaf=-0.000202478404,cover=0
- 4:[PialCurv5<-0.0314326771] yes=9,no=10,missing=10,gain=4.36983395,cover=802272
- 9:[PialArea5<0.718622029] yes=19,no=20,missing=19,gain=9.94477463,cover=12187
- 19:[Curv5<0.0452247933] yes=39,no=40,missing=40,gain=4.88502026,cover=6499
- 39:[Area5<0.653711498] yes=79,no=80,missing=79,gain=5.24911451,cover=5596
- 79:leaf=-9.79770484e-05,cover=0
- 80:leaf=-0.00356991962,cover=0
- 40:[Ecc<7.69572639] yes=81,no=82,missing=81,gain=4.34792233,cover=903
- 81:leaf=0.00843232591,cover=0
- 82:leaf=0.000752591062,cover=0
- 20:[Curv5<-0.0752395913] yes=41,no=42,missing=41,gain=3.04085255,cover=5688
- 41:[Area5<0.551487505] yes=83,no=84,missing=84,gain=1.96125007,cover=2608
- 83:leaf=-0.00542622618,cover=0
- 84:leaf=0.0014261977,cover=0
- 42:[LGI5<3.84897733] yes=85,no=86,missing=85,gain=2.60726929,cover=3080
- 85:leaf=0.00367023586,cover=0
- 86:leaf=-0.00661645969,cover=0
- 10:[Pol<87.3220139] yes=21,no=22,missing=21,gain=4.1267004,cover=790085
- 21:[Ecc<10.7180347] yes=43,no=44,missing=43,gain=16.5496349,cover=407597
- 43:[Curv5<0.0877084062] yes=87,no=88,missing=87,gain=59.1846962,cover=97912
- 87:leaf=-0.00237204507,cover=0
- 88:leaf=0.000177231515,cover=0
- 44:[PialCurv5<0.0193316489] yes=89,no=90,missing=89,gain=5.30463982,cover=309685
- 89:leaf=0.00063886866,cover=0
- 90:leaf=-8.0194739e-05,cover=0
- 22:[PialArea5<0.550757647] yes=45,no=46,missing=45,gain=17.3869553,cover=382488
- 45:[PialCurv5<0.054317683] yes=91,no=92,missing=91,gain=5.04934406,cover=328897
- 91:leaf=-0.00145630096,cover=0
- 92:leaf=-7.29155217e-05,cover=0
- 46:[Ecc<34.5416374] yes=93,no=94,missing=93,gain=10.9765854,cover=53591
- 93:leaf=0.00105298171,cover=0
- 94:leaf=-0.00192764157,cover=0
- 2:[Sulc0<0.830503881] yes=5,no=6,missing=5,gain=2.30417633,cover=2481919
- 5:[Ecc<17.2700901] yes=11,no=12,missing=11,gain=2.56618714,cover=2413696
- 11:[LGI5<2.93978119] yes=23,no=24,missing=24,gain=5.33584738,cover=1924131
- 23:[Sulc0<-0.00954892673] yes=47,no=48,missing=47,gain=4.55857468,cover=1539340
- 47:[Pol<130.198486] yes=95,no=96,missing=95,gain=14.4430532,cover=1128343
- 95:leaf=-0.000386219239,cover=0
- 96:leaf=2.141816e-05,cover=0
- 48:[Ecc<7.69572639] yes=97,no=98,missing=97,gain=12.705019,cover=410997
- 97:leaf=-9.72992202e-05,cover=0
- 98:leaf=0.000482980016,cover=0
- 24:[PialCurv5<-0.0758950338] yes=49,no=50,missing=50,gain=7.65389633,cover=384791
- 49:[Sulc0<-0.217071146] yes=99,no=100,missing=99,gain=15.007081,cover=126232
- 99:leaf=4.68337421e-05,cover=0
- 100:leaf=-0.00170305208,cover=0
- 50:[Pol<155.757294] yes=101,no=102,missing=101,gain=13.0162964,cover=258559
- 101:leaf=0.000541222573,cover=0
- 102:leaf=-0.000268014264,cover=0
- 12:[Sulc0<-0.210027173] yes=25,no=26,missing=25,gain=10.4361439,cover=489565
- 25:[Pol<141.081833] yes=51,no=52,missing=51,gain=24.1403866,cover=170543
- 51:[Ecc<19.4699688] yes=103,no=104,missing=104,gain=7.38756371,cover=5984
- 103:leaf=-0.00106416305,cover=0
- 104:leaf=0.0040200376,cover=0
- 52:[Curv5<0.049365297] yes=105,no=106,missing=105,gain=3.06127262,cover=164559
- 105:leaf=7.43369965e-05,cover=0
- 106:leaf=0.00550406286,cover=0
- 26:[Ecc<25.981123] yes=53,no=54,missing=53,gain=9.28076267,cover=319022
- 53:[Pol<152.092255] yes=107,no=108,missing=108,gain=20.8395176,cover=137733
- 107:leaf=-0.00081226445,cover=0
- 108:leaf=0.00116415217,cover=0
- 54:[Pol<116.093399] yes=109,no=110,missing=110,gain=8.51352882,cover=181289
- 109:leaf=-0.00099173584,cover=0
- 110:leaf=7.19791278e-05,cover=0
- 6:[PialArea5<0.580179036] yes=13,no=14,missing=13,gain=3.44427395,cover=68223
- 13:[PialCurv5<0.0720715299] yes=27,no=28,missing=28,gain=2.42805719,cover=65150
- 27:[Pol<110.811417] yes=55,no=56,missing=55,gain=1.1193862,cover=672
- 55:[LGI5<3.1767621] yes=111,no=112,missing=112,gain=1.63236618,cover=366
- 111:leaf=-0.0035354651,cover=0
- 112:leaf=0.00360100786,cover=0
- 56:[Pol<112.874634] yes=113,no=114,missing=113,gain=0.55795908,cover=306
- 113:leaf=0.00986195542,cover=0
- 114:leaf=0.00436191633,cover=0
- 28:[Pol<135.419098] yes=57,no=58,missing=58,gain=2.34602785,cover=64478
- 57:[LGI5<3.58443618] yes=115,no=116,missing=116,gain=2.18058014,cover=63807
- 115:leaf=0.00029516287,cover=0
- 116:leaf=-0.000698385935,cover=0
- 58:[LGI5<3.1900804] yes=117,no=118,missing=118,gain=0.688022137,cover=671
- 117:leaf=-0.00119402655,cover=0
- 118:leaf=-0.00439911243,cover=0
- 14:[Ecc<25.1292973] yes=29,no=30,missing=29,gain=1.70536709,cover=3073
- 29:[Ecc<15.7955055] yes=59,no=60,missing=60,gain=0.834912479,cover=879
- 59:[LGI5<3.25380015] yes=119,no=120,missing=119,gain=0.707349956,cover=310
- 119:leaf=0.00352865877,cover=0
- 120:leaf=-0.00193059247,cover=0
- 60:[Curv5<0.00546095846] yes=121,no=122,missing=121,gain=0.397304595,cover=569
- 121:leaf=-0.00659109047,cover=0
- 122:leaf=-0.000766989309,cover=0
- 30:[LGI5<3.84897733] yes=61,no=62,missing=62,gain=1.30821705,cover=2194
- 61:[PialCurv5<-0.0133872591] yes=123,no=124,missing=124,gain=1.87924147,cover=2128
- 123:leaf=0.0170996841,cover=0
- 124:leaf=0.00271712639,cover=0
- 62:[PialCurv5<0.255337358] yes=125,no=126,missing=125,gain=0.476949483,cover=66
- 125:leaf=-0.00522204442,cover=0
- 126:leaf=0.0127057675,cover=0
-booster[1034]:
-0:[LGI5<2.6558373] yes=1,no=2,missing=1,gain=0.158579737,cover=5124388
- 1:[Pol<14.1659222] yes=3,no=4,missing=4,gain=1.36755371,cover=2219201
- 3:[Area5<0.721707046] yes=7,no=8,missing=7,gain=4.10869026,cover=97146
- 7:[PialCurv5<-0.0330938511] yes=15,no=16,missing=15,gain=2.20650959,cover=74604
- 15:[Curv5<-0.0273730159] yes=31,no=32,missing=32,gain=4.83619833,cover=68980
- 31:[Ecc<2.3695333] yes=63,no=64,missing=63,gain=2.06089544,cover=68656
- 63:leaf=-0.000161665783,cover=0
- 64:leaf=0.000401827478,cover=0
- 32:[PialArea5<0.946096778] yes=65,no=66,missing=65,gain=3.5561142,cover=324
- 65:leaf=0.00721554598,cover=0
- 66:leaf=-0.0195297357,cover=0
- 16:[PialArea5<1.02520955] yes=33,no=34,missing=33,gain=6.03928614,cover=5624
- 33:[Ecc<7.59607029] yes=67,no=68,missing=68,gain=2.96662402,cover=5203
- 67:leaf=-0.000835112936,cover=0
- 68:leaf=0.00353349862,cover=0
- 34:[LGI5<2.56078315] yes=69,no=70,missing=69,gain=1.10325623,cover=421
- 69:leaf=-0.00518586859,cover=0
- 70:leaf=-0.0111074811,cover=0
- 8:[MidArea5<1.21578133] yes=17,no=18,missing=17,gain=2.46671963,cover=22542
- 17:[MidArea5<1.03476131] yes=35,no=36,missing=36,gain=2.46785116,cover=21398
- 35:[PialArea5<0.96486038] yes=71,no=72,missing=72,gain=3.40690279,cover=14558
- 71:leaf=-0.00175341277,cover=0
- 72:leaf=-4.42989367e-05,cover=0
- 36:[Ecc<6.2938199] yes=73,no=74,missing=74,gain=3.29482937,cover=6840
- 73:leaf=-0.00131398079,cover=0
- 74:leaf=-0.00506179733,cover=0
- 18:[Pol<11.2407846] yes=37,no=38,missing=37,gain=0.913744092,cover=1144
- 37:[PialCurv5<-0.08490628] yes=75,no=76,missing=75,gain=0.77254045,cover=883
- 75:leaf=0.00280706002,cover=0
- 76:leaf=-0.00174864323,cover=0
- 38:[Sulc0<-0.463317156] yes=77,no=78,missing=77,gain=0.577326357,cover=261
- 77:leaf=-0.00134724518,cover=0
- 78:leaf=0.0207222532,cover=0
- 4:[Pol<62.799984] yes=9,no=10,missing=9,gain=2.11765862,cover=2122055
- 9:[Area5<0.667375207] yes=19,no=20,missing=20,gain=8.14042377,cover=373810
- 19:[Ecc<0.889730632] yes=39,no=40,missing=39,gain=4.32064867,cover=209947
- 39:[Sulc0<-1.01050735] yes=79,no=80,missing=79,gain=1.85516739,cover=43052
- 79:leaf=0.00102325971,cover=0
- 80:leaf=0.00020279568,cover=0
- 40:[Sulc0<-0.188964635] yes=81,no=82,missing=82,gain=3.26903081,cover=166895
- 81:leaf=-0.000156798778,cover=0
- 82:leaf=-0.00148162909,cover=0
- 20:[PialArea5<1.02520955] yes=41,no=42,missing=41,gain=11.657196,cover=163863
- 41:[Ecc<1.57116413] yes=83,no=84,missing=84,gain=16.5101604,cover=55974
- 83:leaf=-0.000475927489,cover=0
- 84:leaf=0.001483912,cover=0
- 42:[Ecc<9.61991787] yes=85,no=86,missing=85,gain=3.8144269,cover=107889
- 85:leaf=4.85652563e-05,cover=0
- 86:leaf=0.00239680684,cover=0
- 10:[Sulc0<-0.305269122] yes=21,no=22,missing=21,gain=2.18157458,cover=1748245
- 21:[Area5<0.655598104] yes=43,no=44,missing=44,gain=7.28317165,cover=870246
- 43:[Ecc<4.8056078] yes=87,no=88,missing=87,gain=5.19121456,cover=590457
- 87:leaf=0.000121112003,cover=0
- 88:leaf=-0.000228314471,cover=0
- 44:[Curv5<-0.166574284] yes=89,no=90,missing=90,gain=13.4774923,cover=279789
- 89:leaf=0.000323357934,cover=0
- 90:leaf=-0.000473521388,cover=0
- 22:[Ecc<5.08081961] yes=45,no=46,missing=45,gain=3.35873318,cover=877999
- 45:[Pol<73.3354874] yes=91,no=92,missing=91,gain=6.46758652,cover=452192
- 91:leaf=0.000961050391,cover=0
- 92:leaf=-7.95002197e-05,cover=0
- 46:[PialCurv5<0.0798129067] yes=93,no=94,missing=93,gain=10.0084705,cover=425807
- 93:leaf=0.000450441934,cover=0
- 94:leaf=-4.49780309e-05,cover=0
- 2:[Ecc<3.80337262] yes=5,no=6,missing=6,gain=1.48182178,cover=2905187
- 5:[Area5<0.702883124] yes=11,no=12,missing=11,gain=3.11653566,cover=76044
- 11:[Area5<0.548651993] yes=23,no=24,missing=23,gain=3.38169813,cover=53041
- 23:[Ecc<0.999059319] yes=47,no=48,missing=48,gain=2.80120325,cover=10507
- 47:[Sulc0<-0.678985238] yes=95,no=96,missing=95,gain=0.928678274,cover=1128
- 95:leaf=0.00386395841,cover=0
- 96:leaf=0.000919663929,cover=0
- 48:[PialArea5<0.96486038] yes=97,no=98,missing=97,gain=2.14178085,cover=9379
- 97:leaf=-0.000230991791,cover=0
- 98:leaf=0.00189745147,cover=0
- 24:[Curv5<0.129884616] yes=49,no=50,missing=49,gain=4.08585739,cover=42534
- 49:[Sulc0<0.0294309072] yes=99,no=100,missing=100,gain=3.95327473,cover=37218
- 99:leaf=-0.000702643767,cover=0
- 100:leaf=-0.00308474782,cover=0
- 50:[Sulc0<-0.439186513] yes=101,no=102,missing=102,gain=5.18783808,cover=5316
- 101:leaf=0.0139921708,cover=0
- 102:leaf=0.000478780654,cover=0
- 12:[Pol<81.5476837] yes=25,no=26,missing=25,gain=6.66052485,cover=23003
- 25:[LGI5<2.80803919] yes=51,no=52,missing=51,gain=3.24103642,cover=13854
- 51:[Ecc<2.6675415] yes=103,no=104,missing=103,gain=3.06660032,cover=10595
- 103:leaf=0.00121416652,cover=0
- 104:leaf=-0.000599248742,cover=0
- 52:[Curv5<-0.100392215] yes=105,no=106,missing=105,gain=5.75296879,cover=3259
- 105:leaf=-0.000493230589,cover=0
- 106:leaf=-0.00516186235,cover=0
- 26:[PialArea5<1.48916721] yes=53,no=54,missing=54,gain=4.74116135,cover=9149
- 53:[Pol<129.571716] yes=107,no=108,missing=107,gain=4.74948502,cover=9057
- 107:leaf=0.00204536179,cover=0
- 108:leaf=-0.000343999069,cover=0
- 54:[Pol<170.080093] yes=109,no=110,missing=109,gain=2.71381903,cover=92
- 109:leaf=0.0188748073,cover=0
- 110:leaf=0.000992128043,cover=0
- 6:[PialArea5<1.25128293] yes=13,no=14,missing=13,gain=1.26535618,cover=2829143
- 13:[Sulc0<-0.87967056] yes=27,no=28,missing=27,gain=1.51995599,cover=2731588
- 27:[LGI5<2.96780801] yes=55,no=56,missing=55,gain=3.10913658,cover=132619
- 55:[Curv5<-0.192867488] yes=111,no=112,missing=111,gain=2.96074963,cover=40369
- 111:leaf=0.000358667807,cover=0
- 112:leaf=0.00163924124,cover=0
- 56:[Sulc0<-1.05304158] yes=113,no=114,missing=113,gain=1.84022546,cover=92250
- 113:leaf=-0.000342394749,cover=0
- 114:leaf=0.00014382966,cover=0
- 28:[Pol<65.1286774] yes=57,no=58,missing=57,gain=1.65241873,cover=2598969
- 57:[Ecc<16.7734241] yes=115,no=116,missing=115,gain=6.97808886,cover=754257
- 115:leaf=-0.000244833995,cover=0
- 116:leaf=6.04829984e-05,cover=0
- 58:[Ecc<6.03867722] yes=117,no=118,missing=117,gain=3.02028847,cover=1844712
- 117:leaf=-0.000273312879,cover=0
- 118:leaf=2.34234612e-05,cover=0
- 14:[Area5<0.628069878] yes=29,no=30,missing=29,gain=3.35020494,cover=97555
- 29:[Ecc<4.60336304] yes=59,no=60,missing=59,gain=2.85545516,cover=2204
- 59:[PialCurv5<-0.151339546] yes=119,no=120,missing=120,gain=1.14774394,cover=317
- 119:leaf=0.0144102192,cover=0
- 120:leaf=-0.00281646475,cover=0
- 60:[LGI5<3.07984829] yes=121,no=122,missing=121,gain=2.84855843,cover=1887
- 121:leaf=0.00380964926,cover=0
- 122:leaf=-0.00104620855,cover=0
- 30:[Pol<164.532394] yes=61,no=62,missing=62,gain=2.21084261,cover=95351
- 61:[PialCurv5<-0.0595124774] yes=123,no=124,missing=124,gain=2.232759,cover=80181
- 123:leaf=0.0001560081,cover=0
- 124:leaf=0.00111350871,cover=0
- 62:[Ecc<8.87956142] yes=125,no=126,missing=126,gain=5.37309933,cover=15170
- 125:leaf=0.000752742111,cover=0
- 126:leaf=-0.00117600511,cover=0
-booster[1035]:
-0:[Ecc<1.3629595] yes=1,no=2,missing=1,gain=0.150537372,cover=5124388
- 1:[PialCurv5<-0.0133872591] yes=3,no=4,missing=4,gain=1.34208298,cover=443423
- 3:[PialCurv5<-0.062031392] yes=7,no=8,missing=7,gain=2.96199083,cover=333567
- 7:[Area5<0.57817024] yes=15,no=16,missing=15,gain=3.74099874,cover=260729
- 15:[PialArea5<0.831580997] yes=31,no=32,missing=31,gain=2.46589017,cover=139933
- 31:[Sulc0<-0.325671464] yes=63,no=64,missing=63,gain=2.85842443,cover=67738
- 63:leaf=-0.000132236179,cover=0
- 64:leaf=0.0029296719,cover=0
- 32:[LGI5<2.40037155] yes=65,no=66,missing=65,gain=2.82584214,cover=72195
- 65:leaf=6.72851893e-05,cover=0
- 66:leaf=0.000705863349,cover=0
- 16:[PialArea5<1.00196755] yes=33,no=34,missing=34,gain=6.1243844,cover=120796
- 33:[PialArea5<0.811158121] yes=67,no=68,missing=67,gain=4.22710705,cover=56542
- 67:leaf=9.70649489e-05,cover=0
- 68:leaf=-0.000893590332,cover=0
- 34:[Curv5<-0.0366821773] yes=69,no=70,missing=69,gain=3.87583756,cover=64254
- 69:leaf=8.35063111e-05,cover=0
- 70:leaf=-0.0149328327,cover=0
- 8:[Sulc0<-0.357752919] yes=17,no=18,missing=18,gain=6.94560242,cover=72838
- 17:[Pol<60.4070244] yes=35,no=36,missing=36,gain=5.64830828,cover=65761
- 35:[Ecc<1.05247808] yes=71,no=72,missing=71,gain=3.04756308,cover=12713
- 71:leaf=-6.23377637e-05,cover=0
- 72:leaf=-0.00190901069,cover=0
- 36:[Area5<0.665633082] yes=73,no=74,missing=74,gain=6.63145638,cover=53048
- 73:leaf=0.000347526133,cover=0
- 74:leaf=0.00160090497,cover=0
- 18:[Pol<99.5532455] yes=37,no=38,missing=37,gain=4.44425964,cover=7077
- 37:[Pol<22.2436924] yes=75,no=76,missing=75,gain=6.68292618,cover=3481
- 75:leaf=0.00437160209,cover=0
- 76:leaf=-0.00315953861,cover=0
- 38:[Curv5<-0.100392215] yes=77,no=78,missing=77,gain=3.37843204,cover=3596
- 77:leaf=-0.0027362993,cover=0
- 78:leaf=0.000891500153,cover=0
- 4:[Curv5<-0.024997253] yes=9,no=10,missing=9,gain=6.42497253,cover=109856
- 9:[Pol<93.9093552] yes=19,no=20,missing=20,gain=4.29955482,cover=21166
- 19:[PialArea5<0.613238215] yes=39,no=40,missing=39,gain=2.83827782,cover=8349
- 39:[Ecc<0.836319208] yes=79,no=80,missing=79,gain=3.38879275,cover=668
- 79:leaf=0.000568027201,cover=0
- 80:leaf=-0.00655963505,cover=0
- 40:[Sulc0<-0.426983118] yes=81,no=82,missing=81,gain=3.61543775,cover=7681
- 81:leaf=-0.000575215905,cover=0
- 82:leaf=0.00172453467,cover=0
- 20:[Ecc<0.353712648] yes=41,no=42,missing=42,gain=2.56436825,cover=12817
- 41:[LGI5<2.18291569] yes=83,no=84,missing=83,gain=4.26614761,cover=1980
- 83:leaf=0.00973318517,cover=0
- 84:leaf=-0.000442365184,cover=0
- 42:[Ecc<0.889730632] yes=85,no=86,missing=85,gain=2.12604141,cover=10837
- 85:leaf=-0.00248336047,cover=0
- 86:leaf=-0.00107743545,cover=0
- 10:[LGI5<2.18291569] yes=21,no=22,missing=21,gain=3.3242681,cover=88690
- 21:[Ecc<0.669936359] yes=43,no=44,missing=44,gain=4.90457344,cover=4296
- 43:[PialArea5<0.761482477] yes=87,no=88,missing=87,gain=2.30268168,cover=2186
- 87:leaf=0.000816456799,cover=0
- 88:leaf=-0.00488979323,cover=0
- 44:[Pol<51.9018669] yes=89,no=90,missing=90,gain=4.19473505,cover=2110
- 89:leaf=0.00496705296,cover=0
- 90:leaf=-0.00368534937,cover=0
- 22:[LGI5<2.22170687] yes=45,no=46,missing=45,gain=6.09898806,cover=84394
- 45:[Sulc0<-0.173886195] yes=91,no=92,missing=91,gain=7.20666647,cover=4600
- 91:leaf=0.00274561928,cover=0
- 92:leaf=-0.00250726915,cover=0
- 46:[Pol<139.671173] yes=93,no=94,missing=93,gain=3.89254117,cover=79794
- 93:leaf=0.000302195054,cover=0
- 94:leaf=-0.00039763964,cover=0
- 2:[LGI5<2.18291569] yes=5,no=6,missing=5,gain=0.501918375,cover=4680965
- 5:[Ecc<2.3695333] yes=11,no=12,missing=11,gain=2.75482917,cover=37818
- 11:[Area5<0.663893223] yes=23,no=24,missing=24,gain=3.38577366,cover=13601
- 23:[MidArea5<0.643286705] yes=47,no=48,missing=47,gain=2.15685654,cover=9835
- 47:[Pol<99.0100403] yes=95,no=96,missing=95,gain=2.75532484,cover=4212
- 95:leaf=0.000921864004,cover=0
- 96:leaf=-0.00167127734,cover=0
- 48:[LGI5<2.13090348] yes=97,no=98,missing=97,gain=2.92538738,cover=5623
- 97:leaf=-0.000851255201,cover=0
- 98:leaf=0.00164587738,cover=0
- 24:[PialCurv5<0.107261039] yes=49,no=50,missing=49,gain=2.52460957,cover=3766
- 49:[PialArea5<0.864470184] yes=99,no=100,missing=99,gain=5.57491112,cover=2645
- 99:leaf=0.00543075381,cover=0
- 100:leaf=0.000812536746,cover=0
- 50:[PialArea5<0.744910836] yes=101,no=102,missing=101,gain=1.43299723,cover=1121
- 101:leaf=0.000537351647,cover=0
- 102:leaf=-0.00636673579,cover=0
- 12:[MidArea5<0.552703321] yes=25,no=26,missing=25,gain=2.77414584,cover=24217
- 25:[PialCurv5<0.24610664] yes=51,no=52,missing=51,gain=4.07857609,cover=3923
- 51:[Ecc<6.87229633] yes=103,no=104,missing=103,gain=3.54809332,cover=1896
- 103:leaf=0.00353323529,cover=0
- 104:leaf=-0.00319632562,cover=0
- 52:[MidArea5<0.512587845] yes=105,no=106,missing=105,gain=0.805790424,cover=2027
- 105:leaf=0.000343752472,cover=0
- 106:leaf=-0.00168646069,cover=0
- 26:[PialArea5<0.884929597] yes=53,no=54,missing=53,gain=1.49068975,cover=20294
- 53:[Sulc0<-0.842326522] yes=107,no=108,missing=107,gain=1.20625925,cover=13772
- 107:leaf=0.00116462156,cover=0
- 108:leaf=-0.00025258481,cover=0
- 54:[Curv5<-0.148390457] yes=109,no=110,missing=110,gain=3.10974264,cover=6522
- 109:leaf=-0.000256937055,cover=0
- 110:leaf=-0.00261150347,cover=0
- 6:[LGI5<2.21018219] yes=13,no=14,missing=13,gain=0.882205606,cover=4643147
- 13:[Area5<0.641697526] yes=27,no=28,missing=27,gain=6.30411196,cover=24799
- 27:[MidArea5<0.638313055] yes=55,no=56,missing=55,gain=3.42731309,cover=13247
- 55:[Pol<78.2110443] yes=111,no=112,missing=111,gain=2.6217227,cover=5494
- 111:leaf=-0.00264295307,cover=0
- 112:leaf=5.13076338e-05,cover=0
- 56:[PialCurv5<0.204323933] yes=113,no=114,missing=113,gain=2.3681531,cover=7753
- 113:leaf=0.00109059468,cover=0
- 114:leaf=0.0233219992,cover=0
- 28:[MidArea5<0.874306321] yes=57,no=58,missing=57,gain=5.52354527,cover=11552
- 57:[Pol<165.239029] yes=115,no=116,missing=115,gain=3.21589565,cover=9456
- 115:leaf=-0.00178267283,cover=0
- 116:leaf=0.00552689191,cover=0
- 58:[Sulc0<-0.828605771] yes=117,no=118,missing=117,gain=1.83954883,cover=2096
- 117:leaf=0.00270973868,cover=0
- 118:leaf=-0.000253957813,cover=0
- 14:[LGI5<2.48603988] yes=29,no=30,missing=29,gain=0.42319566,cover=4618348
- 29:[Ecc<13.4950199] yes=59,no=60,missing=60,gain=2.49985075,cover=934958
- 59:[Pol<56.1920547] yes=119,no=120,missing=119,gain=2.04061794,cover=930674
- 119:leaf=0.000210060927,cover=0
- 120:leaf=6.42892428e-06,cover=0
- 60:[Pol<141.801834] yes=121,no=122,missing=122,gain=6.09456062,cover=4284
- 121:leaf=-0.00032246238,cover=0
- 122:leaf=-0.00535758166,cover=0
- 30:[Ecc<3.60812569] yes=61,no=62,missing=62,gain=0.793415129,cover=3683390
- 61:[Pol<93.3357697] yes=123,no=124,missing=123,gain=5.81749964,cover=263591
- 123:leaf=-0.000332755357,cover=0
- 124:leaf=0.000137394818,cover=0
- 62:[Pol<112.874634] yes=125,no=126,missing=125,gain=1.08243108,cover=3419799
- 125:leaf=2.50149515e-05,cover=0
- 126:leaf=-3.2185817e-05,cover=0
-booster[1036]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=1,gain=0.145822152,cover=5124388
- 1:[Pol<172.045227] yes=3,no=4,missing=3,gain=1.68809867,cover=2198906
- 3:[Sulc0<-0.152423486] yes=7,no=8,missing=7,gain=2.22435164,cover=2121469
- 7:[Ecc<8.29616165] yes=15,no=16,missing=16,gain=5.96472788,cover=449791
- 15:[LGI5<2.88525915] yes=31,no=32,missing=31,gain=10.9497595,cover=344813
- 31:[Pol<125.881905] yes=63,no=64,missing=64,gain=7.44007492,cover=325105
- 63:leaf=-0.00027536563,cover=0
- 64:leaf=0.000215951077,cover=0
- 32:[Curv5<0.0473068655] yes=65,no=66,missing=65,gain=3.66575146,cover=19708
- 65:leaf=0.000828978547,cover=0
- 66:leaf=0.00268330122,cover=0
- 16:[Curv5<-0.0860676765] yes=33,no=34,missing=34,gain=11.9238434,cover=104978
- 33:[Area5<0.623097897] yes=67,no=68,missing=67,gain=8.7221899,cover=63632
- 67:leaf=-0.00036931099,cover=0
- 68:leaf=0.000956051692,cover=0
- 34:[Pol<74.0505524] yes=69,no=70,missing=70,gain=16.5463047,cover=41346
- 69:leaf=-2.43055292e-05,cover=0
- 70:leaf=-0.00203116657,cover=0
- 8:[Curv5<-0.121808149] yes=17,no=18,missing=17,gain=4.04876232,cover=1671678
- 17:[LGI5<2.46931005] yes=35,no=36,missing=36,gain=4.7531991,cover=30907
- 35:[PialArea5<0.559226274] yes=71,no=72,missing=71,gain=3.02068782,cover=1919
- 71:leaf=-0.00295113493,cover=0
- 72:leaf=0.0026690641,cover=0
- 36:[Ecc<0.783076942] yes=73,no=74,missing=74,gain=3.61671925,cover=28988
- 73:leaf=0.0238280464,cover=0
- 74:leaf=-0.000730721687,cover=0
- 18:[PialCurv5<0.110155433] yes=37,no=38,missing=38,gain=1.58465517,cover=1640771
- 37:[Ecc<5.27515984] yes=75,no=76,missing=76,gain=10.5928574,cover=463818
- 75:leaf=-0.000427859894,cover=0
- 76:leaf=0.000206114215,cover=0
- 38:[Curv5<-0.024997253] yes=77,no=78,missing=78,gain=2.20828199,cover=1176953
- 77:leaf=0.00230920734,cover=0
- 78:leaf=-1.37237603e-05,cover=0
- 4:[Sulc0<-0.152423486] yes=9,no=10,missing=9,gain=2.95924377,cover=77437
- 9:[Ecc<1.51801682] yes=19,no=20,missing=20,gain=3.33930039,cover=53851
- 19:[Sulc0<-0.312649339] yes=39,no=40,missing=39,gain=1.97798681,cover=18063
- 39:[PialCurv5<-0.0974217355] yes=79,no=80,missing=80,gain=2.32246995,cover=13983
- 79:leaf=0.00175748009,cover=0
- 80:leaf=-0.000603989465,cover=0
- 40:[MidArea5<0.683478653] yes=81,no=82,missing=81,gain=1.97407019,cover=4080
- 81:leaf=0.000551415724,cover=0
- 82:leaf=0.00505425781,cover=0
- 20:[Ecc<8.01039791] yes=41,no=42,missing=41,gain=5.04990816,cover=35788
- 41:[Curv5<0.0300692953] yes=83,no=84,missing=84,gain=7.14360237,cover=12510
- 83:leaf=0.000795235217,cover=0
- 84:leaf=0.00350030744,cover=0
- 42:[LGI5<2.72552347] yes=85,no=86,missing=86,gain=3.73179412,cover=23278
- 85:leaf=-0.00123350357,cover=0
- 86:leaf=0.000535233994,cover=0
- 10:[Ecc<12.0179253] yes=21,no=22,missing=21,gain=5.04235601,cover=23586
- 21:[PialCurv5<0.131570891] yes=43,no=44,missing=43,gain=7.31744671,cover=18942
- 43:[Sulc0<0.0451717228] yes=87,no=88,missing=88,gain=8.67271519,cover=6855
- 87:leaf=-0.000954509887,cover=0
- 88:leaf=-0.00521008624,cover=0
- 44:[LGI5<2.92895722] yes=89,no=90,missing=89,gain=2.95608497,cover=12087
- 89:leaf=0.00075857644,cover=0
- 90:leaf=-0.000842901121,cover=0
- 22:[PialCurv5<0.064168714] yes=45,no=46,missing=45,gain=2.81587052,cover=4644
- 45:[LGI5<2.43692279] yes=91,no=92,missing=91,gain=1.74385166,cover=1473
- 91:leaf=-0.015218623,cover=0
- 92:leaf=0.00319474749,cover=0
- 46:[PialCurv5<0.493508637] yes=93,no=94,missing=93,gain=1.67023349,cover=3171
- 93:leaf=0.00025964115,cover=0
- 94:leaf=0.0105419662,cover=0
- 2:[MidArea5<0.552703321] yes=5,no=6,missing=5,gain=1.36476576,cover=2925482
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=0.213399291,cover=703
- 11:[LGI5<2.43374896] yes=23,no=24,missing=23,gain=0.249851227,cover=91
- 23:[LGI5<2.3969903] yes=47,no=48,missing=48,gain=0.152901292,cover=63
- 47:[PialCurv5<-0.111886919] yes=95,no=96,missing=95,gain=0.0747457147,cover=53
- 95:leaf=0.00416760473,cover=0
- 96:leaf=0.0104481019,cover=0
- 48:[Ecc<0.567370772] yes=97,no=98,missing=98,gain=0.0862131119,cover=10
- 97:leaf=0.00320051913,cover=0
- 98:leaf=0.0145165371,cover=0
- 24:[Pol<133.406311] yes=49,no=50,missing=49,gain=0.0388049744,cover=28
- 49:[Ecc<0.513775289] yes=99,no=100,missing=99,gain=0.0138144884,cover=24
- 99:leaf=-0.00176669471,cover=0
- 100:leaf=0.000605654728,cover=0
- 50:leaf=0.00451226253,cover=0
- 12:[Ecc<8.70817566] yes=25,no=26,missing=26,gain=0.176821768,cover=612
- 25:[PialCurv5<-0.181738108] yes=51,no=52,missing=52,gain=0.154989958,cover=585
- 51:[Curv5<-0.26661092] yes=101,no=102,missing=101,gain=0.0715061352,cover=34
- 101:leaf=6.61005542e-05,cover=0
- 102:leaf=-0.00469233794,cover=0
- 52:[Pol<171.401581] yes=103,no=104,missing=103,gain=0.175079644,cover=551
- 103:leaf=0.00206275028,cover=0
- 104:leaf=-0.00241120858,cover=0
- 26:[PialCurv5<-0.154837668] yes=53,no=54,missing=53,gain=0.0975335836,cover=27
- 53:[Curv5<-0.319950402] yes=105,no=106,missing=106,gain=0.0325662196,cover=12
- 105:leaf=0.00194281735,cover=0
- 106:leaf=0.0100874277,cover=0
- 54:[LGI5<2.75749183] yes=107,no=108,missing=107,gain=0.0611245222,cover=15
- 107:leaf=0.00459920382,cover=0
- 108:leaf=-0.00213580625,cover=0
- 6:[Pol<117.668175] yes=13,no=14,missing=13,gain=1.0127703,cover=2924779
- 13:[Pol<79.5617371] yes=27,no=28,missing=27,gain=8.01080132,cover=1608368
- 27:[PialCurv5<-0.0501225069] yes=55,no=56,missing=55,gain=6.35244083,cover=1376416
- 55:[Curv5<-0.0860676765] yes=109,no=110,missing=109,gain=20.5863037,cover=993529
- 109:leaf=2.55031341e-06,cover=0
- 110:leaf=0.00105563866,cover=0
- 56:[Curv5<-0.106344692] yes=111,no=112,missing=112,gain=14.4449806,cover=382887
- 111:leaf=0.000993174384,cover=0
- 112:leaf=-0.000265453447,cover=0
- 28:[Ecc<1.46579576] yes=57,no=58,missing=57,gain=14.6891794,cover=231952
- 57:[Sulc0<-0.609302223] yes=113,no=114,missing=114,gain=8.16974831,cover=58550
- 113:leaf=3.82103572e-05,cover=0
- 114:leaf=-0.00121458387,cover=0
- 58:[Area5<0.776627541] yes=115,no=116,missing=115,gain=11.5006351,cover=173402
- 115:leaf=0.000738016563,cover=0
- 116:leaf=-0.000286112481,cover=0
- 14:[Ecc<35.8605728] yes=29,no=30,missing=29,gain=5.80247974,cover=1316411
- 29:[LGI5<3.48966408] yes=59,no=60,missing=59,gain=3.85238123,cover=1243045
- 59:[LGI5<3.28291535] yes=117,no=118,missing=118,gain=8.54868698,cover=1168007
- 117:leaf=-3.22111518e-05,cover=0
- 118:leaf=-0.000516203232,cover=0
- 60:[Pol<134.743088] yes=119,no=120,missing=119,gain=13.1540804,cover=75038
- 119:leaf=0.00202431367,cover=0
- 120:leaf=4.24641148e-05,cover=0
- 30:[Pol<143.237381] yes=61,no=62,missing=61,gain=16.8240433,cover=73366
- 61:[LGI5<3.51961541] yes=121,no=122,missing=121,gain=8.45861626,cover=15627
- 121:leaf=0.00245173625,cover=0
- 122:leaf=-0.000431486143,cover=0
- 62:[LGI5<3.03694534] yes=123,no=124,missing=123,gain=5.76342297,cover=57739
- 123:leaf=-0.000872243952,cover=0
- 124:leaf=0.000294505095,cover=0
-booster[1037]:
-0:[Curv5<-0.297558427] yes=1,no=2,missing=2,gain=0.159535795,cover=5124388
- 1:[PialCurv5<-0.10074953] yes=3,no=4,missing=4,gain=0.78616786,cover=140394
- 3:[LGI5<2.58096433] yes=7,no=8,missing=7,gain=0.789726615,cover=136772
- 7:[Area5<0.504816413] yes=15,no=16,missing=15,gain=1.74473882,cover=46254
- 15:[Pol<118.712891] yes=31,no=32,missing=31,gain=0.917006791,cover=19811
- 31:[Pol<55.3432045] yes=63,no=64,missing=63,gain=1.69078732,cover=8966
- 63:leaf=-0.000304990012,cover=0
- 64:leaf=0.00109463918,cover=0
- 32:[PialArea5<0.859420419] yes=65,no=66,missing=65,gain=0.866036654,cover=10845
- 65:leaf=-0.000681148202,cover=0
- 66:leaf=0.000352545234,cover=0
- 16:[Pol<84.7687759] yes=33,no=34,missing=33,gain=1.35612059,cover=26443
- 33:[Sulc0<-0.298712492] yes=67,no=68,missing=67,gain=2.12002516,cover=15321
- 67:leaf=0.000298583589,cover=0
- 68:leaf=-0.00332876784,cover=0
- 34:[Pol<135.419098] yes=69,no=70,missing=69,gain=1.83305168,cover=11122
- 69:leaf=0.00191742927,cover=0
- 70:leaf=0.000510311569,cover=0
- 8:[LGI5<2.63290954] yes=17,no=18,missing=17,gain=1.01945102,cover=90518
- 17:[Ecc<3.29132295] yes=35,no=36,missing=35,gain=2.29068661,cover=6227
- 35:[Pol<5.08026028] yes=71,no=72,missing=72,gain=1.46354091,cover=1321
- 71:leaf=0.00768599426,cover=0
- 72:leaf=0.000787612458,cover=0
- 36:[Pol<56.1920547] yes=73,no=74,missing=74,gain=1.72758174,cover=4906
- 73:leaf=-0.00238127518,cover=0
- 74:leaf=-0.000425967621,cover=0
- 18:[Ecc<46.7494621] yes=37,no=38,missing=38,gain=0.771619618,cover=84291
- 37:[Area5<0.504816413] yes=75,no=76,missing=75,gain=0.854700208,cover=83293
- 75:leaf=0.000349803508,cover=0
- 76:leaf=-6.16330726e-05,cover=0
- 38:[LGI5<3.78836131] yes=77,no=78,missing=77,gain=1.65611756,cover=998
- 77:leaf=0.00167100376,cover=0
- 78:leaf=-0.014549436,cover=0
- 4:[MidArea5<0.626464844] yes=9,no=10,missing=10,gain=1.22608423,cover=3622
- 9:[Curv5<-0.350989401] yes=19,no=20,missing=19,gain=0.655954659,cover=1583
- 19:[LGI5<2.61980247] yes=39,no=40,missing=39,gain=0.847521245,cover=980
- 39:[Ecc<0.45941934] yes=79,no=80,missing=79,gain=0.419608712,cover=252
- 79:leaf=0.00195436808,cover=0
- 80:leaf=-0.00376625964,cover=0
- 40:[LGI5<2.82485151] yes=81,no=82,missing=81,gain=1.08726227,cover=728
- 81:leaf=0.0040786094,cover=0
- 82:leaf=-0.000586011854,cover=0
- 20:[Ecc<5.66086149] yes=41,no=42,missing=41,gain=0.84657979,cover=603
- 41:[LGI5<2.79054689] yes=83,no=84,missing=84,gain=1.77385366,cover=164
- 83:leaf=0.00311826752,cover=0
- 84:leaf=0.0217639562,cover=0
- 42:[Ecc<10.2861843] yes=85,no=86,missing=85,gain=0.714102447,cover=439
- 85:leaf=-0.00200072187,cover=0
- 86:leaf=0.0021246362,cover=0
- 10:[LGI5<2.25958419] yes=21,no=22,missing=21,gain=0.73992002,cover=2039
- 21:[PialArea5<0.744910836] yes=43,no=44,missing=44,gain=0.444265842,cover=105
- 43:[Ecc<2.97906685] yes=87,no=88,missing=87,gain=0.122874811,cover=5
- 87:leaf=0.0150572201,cover=0
- 88:leaf=0.000552897167,cover=0
- 44:[Pol<16.156723] yes=89,no=90,missing=89,gain=0.393663645,cover=100
- 89:leaf=-0.0128567368,cover=0
- 90:leaf=-0.00472067529,cover=0
- 22:[Sulc0<-0.389213681] yes=45,no=46,missing=45,gain=0.895472169,cover=1934
- 45:[Ecc<34.5416374] yes=91,no=92,missing=91,gain=1.00863552,cover=1409
- 91:leaf=-0.000750528998,cover=0
- 92:leaf=0.0115034217,cover=0
- 46:[Area5<0.521939099] yes=93,no=94,missing=94,gain=1.60745037,cover=525
- 93:leaf=0.00785725843,cover=0
- 94:leaf=-0.00371873728,cover=0
- 2:[PialCurv5<-0.190801308] yes=5,no=6,missing=6,gain=0.281269282,cover=4983994
- 5:[Curv5<-0.225438625] yes=11,no=12,missing=12,gain=1.21284723,cover=8571
- 11:[Ecc<22.8050022] yes=23,no=24,missing=24,gain=0.874028206,cover=7024
- 23:[LGI5<2.94529939] yes=47,no=48,missing=48,gain=0.995234847,cover=6142
- 47:[Area5<0.864337862] yes=95,no=96,missing=95,gain=2.11150551,cover=4364
- 95:leaf=0.00018146084,cover=0
- 96:leaf=0.00682691252,cover=0
- 48:[Pol<11.2407846] yes=97,no=98,missing=97,gain=1.75935721,cover=1778
- 97:leaf=0.00489954324,cover=0
- 98:leaf=0.000980611774,cover=0
- 24:[MidArea5<0.816721499] yes=49,no=50,missing=50,gain=0.898835361,cover=882
- 49:[PialArea5<0.584843099] yes=99,no=100,missing=99,gain=0.578773677,cover=678
- 99:leaf=0.00358981336,cover=0
- 100:leaf=-0.000617832935,cover=0
- 50:[Ecc<38.7725143] yes=101,no=102,missing=102,gain=0.729058981,cover=204
- 101:leaf=-0.0019652741,cover=0
- 102:leaf=-0.00867736991,cover=0
- 12:[Area5<0.702101529] yes=25,no=26,missing=26,gain=0.920155644,cover=1547
- 25:[MidArea5<0.733414948] yes=51,no=52,missing=51,gain=1.06740189,cover=863
- 51:[Ecc<31.520586] yes=103,no=104,missing=103,gain=0.975234568,cover=628
- 103:leaf=-0.0016885834,cover=0
- 104:leaf=0.00442260457,cover=0
- 52:[Pol<55.3432045] yes=105,no=106,missing=105,gain=1.34346485,cover=235
- 105:leaf=-0.000432259141,cover=0
- 106:leaf=0.00714891171,cover=0
- 26:[LGI5<2.8746686] yes=53,no=54,missing=53,gain=0.848218918,cover=684
- 53:[Pol<99.5532455] yes=107,no=108,missing=107,gain=0.686796665,cover=253
- 107:leaf=-0.005978161,cover=0
- 108:leaf=0.000412681809,cover=0
- 54:[Ecc<12.0179253] yes=109,no=110,missing=109,gain=1.90761089,cover=431
- 109:leaf=0.00553037552,cover=0
- 110:leaf=-0.00268315314,cover=0
- 6:[PialCurv5<-0.153030112] yes=13,no=14,missing=13,gain=0.291517377,cover=4975423
- 13:[Curv5<-0.22713457] yes=27,no=28,missing=27,gain=3.25491095,cover=138769
- 27:[Area5<0.509397149] yes=55,no=56,missing=56,gain=2.07520843,cover=119614
- 55:[Ecc<5.14592695] yes=111,no=112,missing=111,gain=1.39119244,cover=19032
- 111:leaf=-3.43158208e-05,cover=0
- 112:leaf=0.000841571018,cover=0
- 56:[Ecc<0.999059319] yes=113,no=114,missing=113,gain=2.41228962,cover=100582
- 113:leaf=-0.00159754476,cover=0
- 114:leaf=-0.000216057218,cover=0
- 28:[MidArea5<0.677069247] yes=57,no=58,missing=57,gain=1.22325587,cover=19155
- 57:[Pol<71.0996552] yes=115,no=116,missing=116,gain=1.24762738,cover=5565
- 115:leaf=0.00112867926,cover=0
- 116:leaf=-0.00055142137,cover=0
- 58:[Curv5<-0.0203319378] yes=117,no=118,missing=118,gain=2.05166221,cover=13590
- 117:leaf=0.000812036393,cover=0
- 118:leaf=-0.014470296,cover=0
- 14:[Curv5<-0.241649449] yes=29,no=30,missing=29,gain=0.639653087,cover=4836654
- 29:[Sulc0<-0.569364369] yes=59,no=60,missing=59,gain=2.16941047,cover=272269
- 59:[Ecc<19.4699688] yes=119,no=120,missing=119,gain=1.50084364,cover=214007
- 119:leaf=-5.48157805e-05,cover=0
- 120:leaf=0.000315624377,cover=0
- 60:[Ecc<3.54469991] yes=121,no=122,missing=121,gain=2.18641376,cover=58262
- 121:leaf=-0.000809699413,cover=0
- 122:leaf=0.000426266721,cover=0
- 30:[PialArea5<1.16111541] yes=61,no=62,missing=62,gain=0.415519118,cover=4564385
- 61:[PialCurv5<-0.0758950338] yes=123,no=124,missing=123,gain=0.939256072,cover=4214922
- 123:leaf=-4.92566578e-05,cover=0
- 124:leaf=5.03455976e-06,cover=0
- 62:[Ecc<9.50052643] yes=125,no=126,missing=125,gain=1.78718424,cover=349463
- 125:leaf=0.000111952497,cover=0
- 126:leaf=-0.000151987391,cover=0
-booster[1038]:
-0:[LGI5<2.6558373] yes=1,no=2,missing=2,gain=0.158375919,cover=5124388
- 1:[Pol<14.1659222] yes=3,no=4,missing=4,gain=1.25713551,cover=2219201
- 3:[Area5<0.751858592] yes=7,no=8,missing=8,gain=3.8169682,cover=97146
- 7:[MidArea5<0.938860953] yes=15,no=16,missing=15,gain=2.00633168,cover=82680
- 15:[Ecc<2.31110334] yes=31,no=32,missing=31,gain=2.85830903,cover=68118
- 31:[PialCurv5<-0.113441773] yes=63,no=64,missing=63,gain=5.8627739,cover=41388
- 63:leaf=0.000401945086,cover=0
- 64:leaf=-0.000788459729,cover=0
- 32:[Curv5<-0.218969986] yes=65,no=66,missing=65,gain=3.92291284,cover=26730
- 65:leaf=-0.000245293922,cover=0
- 66:leaf=0.000986498548,cover=0
- 16:[PialCurv5<-0.0693148375] yes=33,no=34,missing=34,gain=3.5273881,cover=14562
- 33:[Sulc0<-0.603582025] yes=67,no=68,missing=67,gain=1.80765438,cover=13691
- 67:leaf=-0.000250798301,cover=0
- 68:leaf=-0.00311746565,cover=0
- 34:[PialArea5<1.31770575] yes=69,no=70,missing=70,gain=2.09876633,cover=871
- 69:leaf=-0.00207424257,cover=0
- 70:leaf=-0.00747863948,cover=0
- 8:[Sulc0<-0.998678327] yes=17,no=18,missing=18,gain=3.97084856,cover=14466
- 17:[Ecc<5.27515984] yes=35,no=36,missing=35,gain=2.57375908,cover=2780
- 35:[PialArea5<1.23851824] yes=71,no=72,missing=71,gain=1.5697397,cover=2569
- 71:leaf=0.00311256293,cover=0
- 72:leaf=0.000412719004,cover=0
- 36:[LGI5<2.46931005] yes=73,no=74,missing=73,gain=1.48990524,cover=211
- 73:leaf=-0.0127090858,cover=0
- 74:leaf=-0.00235175667,cover=0
- 18:[Ecc<8.41855335] yes=37,no=38,missing=38,gain=2.64972401,cover=11686
- 37:[LGI5<2.27925944] yes=75,no=76,missing=75,gain=1.94939089,cover=10720
- 75:leaf=0.00248380587,cover=0
- 76:leaf=-0.00121986703,cover=0
- 38:[LGI5<2.57675576] yes=77,no=78,missing=78,gain=1.29853106,cover=966
- 77:leaf=-0.0019366747,cover=0
- 78:leaf=-0.00560883107,cover=0
- 4:[Pol<62.799984] yes=9,no=10,missing=9,gain=1.87113416,cover=2122055
- 9:[Curv5<-0.143275946] yes=19,no=20,missing=19,gain=7.8169198,cover=373810
- 19:[PialCurv5<-0.0715543851] yes=39,no=40,missing=40,gain=3.88948345,cover=253131
- 39:[Sulc0<-0.609302223] yes=79,no=80,missing=79,gain=3.45352936,cover=244229
- 79:leaf=-0.000155726724,cover=0
- 80:leaf=0.000365774409,cover=0
- 40:[Area5<0.601796865] yes=81,no=82,missing=82,gain=5.30775738,cover=8902
- 81:leaf=-0.000772438245,cover=0
- 82:leaf=0.0018347021,cover=0
- 20:[Ecc<1.57116413] yes=41,no=42,missing=42,gain=11.6697292,cover=120679
- 41:[PialCurv5<-0.0931780562] yes=83,no=84,missing=83,gain=5.31230545,cover=39424
- 83:leaf=0.00161114649,cover=0
- 84:leaf=-0.000435572321,cover=0
- 42:[Ecc<3.35458159] yes=85,no=86,missing=85,gain=23.515131,cover=81255
- 85:leaf=0.00200974173,cover=0
- 86:leaf=0.000198525187,cover=0
- 10:[Sulc0<-0.332174033] yes=21,no=22,missing=21,gain=2.01567793,cover=1748245
- 21:[Area5<0.655598104] yes=43,no=44,missing=44,gain=6.43365097,cover=838708
- 43:[Ecc<0.618862808] yes=87,no=88,missing=88,gain=4.61409712,cover=575707
- 87:leaf=-0.000344716333,cover=0
- 88:leaf=8.69883734e-05,cover=0
- 44:[Curv5<-0.166574284] yes=89,no=90,missing=89,gain=12.0669098,cover=263001
- 89:leaf=0.000297158927,cover=0
- 90:leaf=-0.000468652521,cover=0
- 22:[Pol<78.8803177] yes=45,no=46,missing=45,gain=2.65817547,cover=909537
- 45:[Area5<0.718244016] yes=91,no=92,missing=91,gain=8.06384659,cover=86042
- 91:leaf=-7.97520115e-05,cover=0
- 92:leaf=0.000909863214,cover=0
- 46:[Ecc<5.72519016] yes=93,no=94,missing=93,gain=3.81845808,cover=823495
- 93:leaf=-6.57732526e-05,cover=0
- 94:leaf=0.000154960973,cover=0
- 2:[Sulc0<-0.872199774] yes=5,no=6,missing=6,gain=1.38058698,cover=2905187
- 5:[Ecc<0.567370772] yes=11,no=12,missing=12,gain=2.00106668,cover=176360
- 11:[Pol<26.4235344] yes=23,no=24,missing=23,gain=0.940355778,cover=482
- 23:[PialArea5<0.994868398] yes=47,no=48,missing=48,gain=0.92832911,cover=112
- 47:[PialCurv5<-0.104067586] yes=95,no=96,missing=95,gain=0.402568936,cover=39
- 95:leaf=-0.00169155176,cover=0
- 96:leaf=-0.0118231522,cover=0
- 48:[Curv5<-0.146701202] yes=97,no=98,missing=98,gain=0.425077826,cover=73
- 97:leaf=0.00131515018,cover=0
- 98:leaf=0.0135491807,cover=0
- 24:[Curv5<-0.218969986] yes=49,no=50,missing=49,gain=1.58503771,cover=370
- 49:[LGI5<2.68420529] yes=99,no=100,missing=100,gain=0.608787537,cover=225
- 99:leaf=0.00759520987,cover=0
- 100:leaf=0.000722576806,cover=0
- 50:[MidArea5<0.742612839] yes=101,no=102,missing=102,gain=1.47296381,cover=145
- 101:leaf=0.0164157525,cover=0
- 102:leaf=0.00530417403,cover=0
- 12:[MidArea5<1.21578133] yes=25,no=26,missing=25,gain=1.52229333,cover=175878
- 25:[Curv5<-0.186853081] yes=51,no=52,missing=51,gain=1.27742708,cover=172776
- 51:[PialCurv5<-0.128275648] yes=103,no=104,missing=103,gain=1.62048578,cover=151560
- 103:leaf=0.000188826918,cover=0
- 104:leaf=-0.000176979695,cover=0
- 52:[PialArea5<0.621054947] yes=105,no=106,missing=106,gain=2.28859329,cover=21216
- 105:leaf=0.0143026737,cover=0
- 106:leaf=0.000482595293,cover=0
- 26:[Ecc<3.16401935] yes=53,no=54,missing=53,gain=0.911320686,cover=3102
- 53:[PialCurv5<-0.0974217355] yes=107,no=108,missing=107,gain=1.71800625,cover=149
- 107:leaf=0.000371179747,cover=0
- 108:leaf=0.01451053,cover=0
- 54:[Ecc<3.94116735] yes=109,no=110,missing=109,gain=1.04228199,cover=2953
- 109:leaf=-0.00409149984,cover=0
- 110:leaf=-0.000868869654,cover=0
- 6:[Ecc<3.73767829] yes=13,no=14,missing=13,gain=2.39405179,cover=2728827
- 13:[Curv5<0.0554658733] yes=27,no=28,missing=27,gain=3.42603445,cover=56294
- 27:[Sulc0<0.218763664] yes=55,no=56,missing=56,gain=5.23209238,cover=43857
- 55:[Ecc<2.54464626] yes=111,no=112,missing=111,gain=4.98673391,cover=43623
- 111:leaf=5.47398013e-05,cover=0
- 112:leaf=-0.00101571297,cover=0
- 56:[Curv5<0.0146088367] yes=113,no=114,missing=113,gain=1.40501642,cover=234
- 113:leaf=-0.0140721826,cover=0
- 114:leaf=-0.00547710015,cover=0
- 28:[Sulc0<-0.481185079] yes=57,no=58,missing=57,gain=2.43113947,cover=12437
- 57:[Pol<66.6374893] yes=115,no=116,missing=116,gain=5.45609188,cover=287
- 115:leaf=-0.011530119,cover=0
- 116:leaf=0.00779151404,cover=0
- 58:[Area5<0.827407002] yes=117,no=118,missing=117,gain=1.74809611,cover=12150
- 117:leaf=0.000384762592,cover=0
- 118:leaf=-0.00334349019,cover=0
- 14:[PialArea5<1.25128293] yes=29,no=30,missing=29,gain=1.67285073,cover=2672533
- 29:[Pol<62.799984] yes=59,no=60,missing=59,gain=1.62602925,cover=2595005
- 59:[Ecc<18.8860435] yes=119,no=120,missing=119,gain=6.49183035,cover=715696
- 119:leaf=-0.000231837432,cover=0
- 120:leaf=6.93401307e-05,cover=0
- 60:[Ecc<5.72519016] yes=121,no=122,missing=121,gain=2.31478977,cover=1879309
- 121:leaf=-0.000266003248,cover=0
- 122:leaf=1.91862509e-05,cover=0
- 30:[Ecc<9.17092323] yes=61,no=62,missing=62,gain=4.677423,cover=77528
- 61:[Area5<0.680766582] yes=123,no=124,missing=124,gain=5.25835848,cover=43975
- 123:leaf=0.0022388238,cover=0
- 124:leaf=0.000380546175,cover=0
- 62:[Sulc0<-0.540693521] yes=125,no=126,missing=126,gain=5.06509018,cover=33553
- 125:leaf=0.00032426024,cover=0
- 126:leaf=-0.000911962998,cover=0
-booster[1039]:
-0:[PialArea5<0.808668435] yes=1,no=2,missing=2,gain=0.157820597,cover=5124388
- 1:[Area5<0.822840035] yes=3,no=4,missing=3,gain=1.03136683,cover=2702518
- 3:[Pol<170.080093] yes=7,no=8,missing=7,gain=0.931220591,cover=2641020
- 7:[Sulc0<-0.407819748] yes=15,no=16,missing=15,gain=1.16020918,cover=2517709
- 15:[Curv5<-0.104371414] yes=31,no=32,missing=32,gain=4.19474936,cover=414853
- 31:[Pol<159.435425] yes=63,no=64,missing=63,gain=2.36518908,cover=291293
- 63:leaf=-4.23241108e-05,cover=0
- 64:leaf=0.000414563488,cover=0
- 32:[Ecc<4.33753681] yes=65,no=66,missing=66,gain=10.3608437,cover=123560
- 65:leaf=-6.22316948e-05,cover=0
- 66:leaf=-0.0010944911,cover=0
- 16:[Pol<9.44515038] yes=33,no=34,missing=33,gain=1.47748244,cover=2102856
- 33:[Ecc<33.9075584] yes=67,no=68,missing=67,gain=10.900054,cover=17330
- 67:leaf=-0.00116488454,cover=0
- 68:leaf=0.00177975779,cover=0
- 34:[Pol<42.7478409] yes=69,no=70,missing=69,gain=1.74717259,cover=2085526
- 69:leaf=0.000261943234,cover=0
- 70:leaf=-8.66256505e-06,cover=0
- 8:[LGI5<2.74668789] yes=17,no=18,missing=17,gain=3.14408255,cover=123311
- 17:[Ecc<7.64592981] yes=35,no=36,missing=35,gain=4.50981617,cover=63174
- 35:[Sulc0<-0.195981219] yes=71,no=72,missing=71,gain=3.45157743,cover=50812
- 71:leaf=0.000246138865,cover=0
- 72:leaf=-0.000958941062,cover=0
- 36:[Area5<0.698189139] yes=73,no=74,missing=73,gain=6.85737991,cover=12362
- 73:leaf=-0.00183378381,cover=0
- 74:leaf=0.000645514985,cover=0
- 18:[LGI5<2.89660096] yes=37,no=38,missing=37,gain=4.20883274,cover=60137
- 37:[PialCurv5<0.336333007] yes=75,no=76,missing=76,gain=3.96921444,cover=15641
- 75:leaf=0.000934576732,cover=0
- 76:leaf=0.00529363006,cover=0
- 38:[Curv5<0.0736173838] yes=77,no=78,missing=77,gain=6.5294919,cover=44496
- 77:leaf=0.000602002547,cover=0
- 78:leaf=-0.000648443762,cover=0
- 4:[Ecc<6.10119486] yes=9,no=10,missing=9,gain=1.57192111,cover=61498
- 9:[Curv5<-0.0708468556] yes=19,no=20,missing=19,gain=2.31255341,cover=13313
- 19:[LGI5<2.8416636] yes=39,no=40,missing=39,gain=1.94868219,cover=802
- 39:[PialCurv5<-0.0347327143] yes=79,no=80,missing=79,gain=1.13477159,cover=783
- 79:leaf=0.00330624613,cover=0
- 80:leaf=-0.0032886297,cover=0
- 40:[Pol<28.4081879] yes=81,no=82,missing=81,gain=0.326302886,cover=19
- 81:leaf=-0.000268098112,cover=0
- 82:leaf=-0.0163023453,cover=0
- 20:[PialCurv5<0.224192142] yes=41,no=42,missing=41,gain=2.52011156,cover=12511
- 41:[Pol<92.7492142] yes=83,no=84,missing=83,gain=2.68620253,cover=8262
- 83:leaf=0.00080054038,cover=0
- 84:leaf=-0.0014234453,cover=0
- 42:[Sulc0<-0.469276249] yes=85,no=86,missing=86,gain=1.50319004,cover=4249
- 85:leaf=0.0130140176,cover=0
- 86:leaf=0.000464779878,cover=0
- 10:[PialCurv5<0.228302389] yes=21,no=22,missing=21,gain=2.53513265,cover=48185
- 21:[Curv5<0.0386843979] yes=43,no=44,missing=43,gain=2.99690104,cover=28915
- 43:[LGI5<3.50441384] yes=87,no=88,missing=87,gain=2.97259831,cover=3928
- 87:leaf=-0.00108234724,cover=0
- 88:leaf=0.00382244517,cover=0
- 44:[Ecc<35.195137] yes=89,no=90,missing=89,gain=2.16676044,cover=24987
- 89:leaf=0.0011390479,cover=0
- 90:leaf=0.000134856775,cover=0
- 22:[LGI5<3.12489319] yes=45,no=46,missing=45,gain=1.29178536,cover=19270
- 45:[Area5<0.864337862] yes=91,no=92,missing=91,gain=1.28015804,cover=9845
- 91:leaf=-0.000157154005,cover=0
- 92:leaf=0.00102126121,cover=0
- 46:[LGI5<3.21727777] yes=93,no=94,missing=93,gain=2.77637029,cover=9425
- 93:leaf=-0.0022727428,cover=0
- 94:leaf=-0.000111723377,cover=0
- 2:[MidArea5<0.586498976] yes=5,no=6,missing=5,gain=1.07942188,cover=2421870
- 5:[LGI5<2.69973111] yes=11,no=12,missing=11,gain=0.429011464,cover=292
- 11:[Curv5<-0.172863677] yes=23,no=24,missing=24,gain=0.306211114,cover=274
- 23:[Ecc<4.40349627] yes=47,no=48,missing=47,gain=0.171289325,cover=268
- 47:[PialArea5<0.824056447] yes=95,no=96,missing=95,gain=0.160911143,cover=206
- 95:leaf=0.00164450391,cover=0
- 96:leaf=0.00475414796,cover=0
- 48:[Curv5<-0.254102558] yes=97,no=98,missing=97,gain=0.151593029,cover=62
- 97:leaf=0.00301486324,cover=0
- 98:leaf=0.00807533879,cover=0
- 24:[Ecc<4.00532722] yes=49,no=50,missing=49,gain=0.059984386,cover=6
- 49:leaf=0.0158416517,cover=0
- 50:leaf=0.00123985414,cover=0
- 12:[Sulc0<-0.872199774] yes=25,no=26,missing=25,gain=0.0417579561,cover=18
- 25:[Ecc<2.3695333] yes=51,no=52,missing=51,gain=0.000397381722,cover=3
- 51:leaf=9.38773155e-06,cover=0
- 52:leaf=0.00116979284,cover=0
- 26:[Curv5<-0.279226273] yes=53,no=54,missing=53,gain=0.0266437829,cover=15
- 53:[MidArea5<0.578370392] yes=99,no=100,missing=99,gain=0.00705115125,cover=10
- 99:leaf=-0.00170175859,cover=0
- 100:leaf=-0.00476070447,cover=0
- 54:leaf=-0.00813830271,cover=0
- 6:[Area5<0.864337862] yes=13,no=14,missing=13,gain=0.844551206,cover=2421578
- 13:[Sulc0<0.795422614] yes=27,no=28,missing=28,gain=1.19760025,cover=2346284
- 27:[Pol<119.248337] yes=55,no=56,missing=55,gain=1.05618572,cover=2346091
- 55:[Pol<76.1517639] yes=101,no=102,missing=101,gain=7.07023716,cover=1309930
- 101:leaf=-3.17816739e-06,cover=0
- 102:leaf=0.00033148902,cover=0
- 56:[PialCurv5<-0.0680129603] yes=103,no=104,missing=103,gain=4.96131277,cover=1036161
- 103:leaf=-9.60201432e-05,cover=0
- 104:leaf=0.000142009987,cover=0
- 28:[Area5<0.754342616] yes=57,no=58,missing=57,gain=1.46752691,cover=193
- 57:[Pol<108.715256] yes=105,no=106,missing=105,gain=1.35952473,cover=33
- 105:leaf=0.0253727883,cover=0
- 106:leaf=0.00474932836,cover=0
- 58:[Pol<80.8913651] yes=107,no=108,missing=108,gain=0.709235013,cover=160
- 107:leaf=0.00547979446,cover=0
- 108:leaf=-0.00116195995,cover=0
- 14:[Curv5<-0.215837389] yes=29,no=30,missing=30,gain=1.56272542,cover=75294
- 29:[Ecc<4.00532722] yes=59,no=60,missing=59,gain=2.65793538,cover=8687
- 59:[PialArea5<1.57955706] yes=109,no=110,missing=109,gain=3.21846318,cover=904
- 109:leaf=0.00124613324,cover=0
- 110:leaf=0.00800329819,cover=0
- 60:[LGI5<2.57675576] yes=111,no=112,missing=111,gain=1.91821671,cover=7783
- 111:leaf=0.00246082619,cover=0
- 112:leaf=-9.31418544e-05,cover=0
- 30:[Ecc<8.17402458] yes=61,no=62,missing=61,gain=2.01277113,cover=66607
- 61:[PialCurv5<-0.159167215] yes=113,no=114,missing=114,gain=2.75332856,cover=33314
- 113:leaf=0.00552098313,cover=0
- 114:leaf=-0.000547179196,cover=0
- 62:[Curv5<0.000893599819] yes=115,no=116,missing=115,gain=2.40748096,cover=33293
- 115:leaf=-0.000163698278,cover=0
- 116:leaf=0.000938552374,cover=0
-booster[1040]:
-0:[Sulc0<0.317313671] yes=1,no=2,missing=2,gain=0.157073826,cover=5124388
- 1:[Pol<103.31839] yes=3,no=4,missing=4,gain=1.5329932,cover=3994701
- 3:[PialCurv5<0.0666604191] yes=7,no=8,missing=7,gain=4.25387383,cover=1988157
- 7:[Curv5<0.049365297] yes=15,no=16,missing=16,gain=3.97875547,cover=1687345
- 15:[PialCurv5<-0.0680129603] yes=31,no=32,missing=31,gain=2.91625786,cover=1647728
- 31:[Curv5<-0.106344692] yes=63,no=64,missing=63,gain=19.2649632,cover=1020226
- 63:leaf=-7.17114153e-06,cover=0
- 64:leaf=0.000947237655,cover=0
- 32:[Curv5<-0.119937547] yes=65,no=66,missing=65,gain=10.621419,cover=627502
- 65:leaf=0.000505293196,cover=0
- 66:leaf=-0.000162690441,cover=0
- 16:[Area5<0.730491161] yes=33,no=34,missing=34,gain=4.80621529,cover=39617
- 33:[Sulc0<-0.0862998366] yes=67,no=68,missing=67,gain=5.4006424,cover=28912
- 67:leaf=-0.000612531963,cover=0
- 68:leaf=0.0007655464,cover=0
- 34:[Ecc<1.51801682] yes=69,no=70,missing=70,gain=3.61032772,cover=10705
- 69:leaf=-0.00176682044,cover=0
- 70:leaf=0.00167076197,cover=0
- 8:[Area5<0.665633082] yes=17,no=18,missing=17,gain=5.23024845,cover=300812
- 17:[LGI5<3.45167398] yes=35,no=36,missing=36,gain=5.06034613,cover=92294
- 35:[Ecc<4.94054604] yes=71,no=72,missing=71,gain=2.77756166,cover=88579
- 71:leaf=5.50630284e-05,cover=0
- 72:leaf=-0.000513401872,cover=0
- 36:[Pol<74.0505524] yes=73,no=74,missing=74,gain=7.36591196,cover=3715
- 73:leaf=0.000382765167,cover=0
- 74:leaf=0.00545657519,cover=0
- 18:[Curv5<0.147363082] yes=37,no=38,missing=37,gain=2.75989914,cover=208518
- 37:[PialArea5<0.601145923] yes=75,no=76,missing=75,gain=5.8920536,cover=180336
- 75:leaf=0.00083277002,cover=0
- 76:leaf=0.000221910261,cover=0
- 38:[PialArea5<0.427728564] yes=77,no=78,missing=77,gain=1.90670884,cover=28182
- 77:leaf=0.000657509663,cover=0
- 78:leaf=-0.000332105206,cover=0
- 4:[LGI5<3.50441384] yes=9,no=10,missing=9,gain=3.77859759,cover=2006544
- 9:[Ecc<12.9325523] yes=19,no=20,missing=20,gain=6.36814451,cover=1905360
- 19:[LGI5<2.96780801] yes=39,no=40,missing=39,gain=8.83237743,cover=1502924
- 39:[Pol<128.951508] yes=79,no=80,missing=79,gain=5.74484921,cover=1336486
- 79:leaf=-0.000182057353,cover=0
- 80:leaf=3.68603614e-05,cover=0
- 40:[PialCurv5<-0.107211173] yes=81,no=82,missing=81,gain=13.4856253,cover=166438
- 81:leaf=-0.000457415095,cover=0
- 82:leaf=0.00060004351,cover=0
- 20:[Curv5<-0.102400392] yes=41,no=42,missing=42,gain=18.1494846,cover=402436
- 41:[Pol<140.372742] yes=83,no=84,missing=83,gain=12.9456482,cover=256105
- 83:leaf=0.00115711323,cover=0
- 84:leaf=-7.74518339e-05,cover=0
- 42:[Pol<144.670364] yes=85,no=86,missing=85,gain=27.8998165,cover=146331
- 85:leaf=-0.00129789428,cover=0
- 86:leaf=8.77293132e-05,cover=0
- 10:[Ecc<9.0678978] yes=21,no=22,missing=21,gain=13.5832558,cover=101184
- 21:[Ecc<7.59607029] yes=43,no=44,missing=43,gain=4.32033157,cover=1402
- 43:[Area5<0.77338779] yes=87,no=88,missing=88,gain=3.33916283,cover=104
- 87:leaf=0.0123895546,cover=0
- 88:leaf=0.0485919528,cover=0
- 44:[Curv5<-0.00866711512] yes=89,no=90,missing=89,gain=3.91146278,cover=1298
- 89:leaf=0.00219371426,cover=0
- 90:leaf=0.00783875305,cover=0
- 22:[Pol<133.406311] yes=45,no=46,missing=45,gain=7.48973656,cover=99782
- 45:[Sulc0<0.0608992092] yes=91,no=92,missing=91,gain=10.9986324,cover=15463
- 91:leaf=0.00301452633,cover=0
- 92:leaf=0.000226611373,cover=0
- 46:[Ecc<14.28263] yes=93,no=94,missing=93,gain=4.93476152,cover=84319
- 93:leaf=-0.00102375809,cover=0
- 94:leaf=0.00015789461,cover=0
- 2:[Pol<90.9627914] yes=5,no=6,missing=5,gain=3.67235208,cover=1129687
- 5:[Ecc<11.0302963] yes=11,no=12,missing=11,gain=6.36448193,cover=377168
- 11:[PialArea5<0.567627013] yes=23,no=24,missing=24,gain=33.8389206,cover=93333
- 23:[Curv5<0.139330834] yes=47,no=48,missing=47,gain=3.92573762,cover=70477
- 47:[PialArea5<0.404493898] yes=95,no=96,missing=96,gain=4.5060668,cover=30073
- 95:leaf=0.000925497443,cover=0
- 96:leaf=-0.000676550902,cover=0
- 48:[Ecc<8.87956142] yes=97,no=98,missing=97,gain=2.3558898,cover=40404
- 97:leaf=0.000621721265,cover=0
- 98:leaf=-0.000199414193,cover=0
- 24:[PialCurv5<0.15079549] yes=49,no=50,missing=49,gain=12.1306534,cover=22856
- 49:[Pol<85.4004211] yes=99,no=100,missing=99,gain=8.45515823,cover=14121
- 99:leaf=-0.00377740501,cover=0
- 100:leaf=-0.000934137322,cover=0
- 50:[Sulc0<0.464385748] yes=101,no=102,missing=101,gain=3.13235116,cover=8735
- 101:leaf=5.23692288e-05,cover=0
- 102:leaf=-0.0018863118,cover=0
- 12:[PialCurv5<0.04242469] yes=25,no=26,missing=25,gain=7.66319561,cover=283835
- 25:[Area5<0.57817024] yes=51,no=52,missing=51,gain=5.04002428,cover=31103
- 51:[Ecc<14.694541] yes=103,no=104,missing=104,gain=3.46576095,cover=2058
- 103:leaf=0.00388201629,cover=0
- 104:leaf=-0.00243229349,cover=0
- 52:[Curv5<-0.186853081] yes=105,no=106,missing=106,gain=4.69135952,cover=29045
- 105:leaf=-0.00824708864,cover=0
- 106:leaf=0.000928182795,cover=0
- 26:[Curv5<0.0213092454] yes=53,no=54,missing=53,gain=4.6173501,cover=252732
- 53:[PialArea5<0.39986974] yes=107,no=108,missing=108,gain=3.46753645,cover=8112
- 107:leaf=-0.00370661612,cover=0
- 108:leaf=0.00128058286,cover=0
- 54:[LGI5<3.31338549] yes=109,no=110,missing=109,gain=3.37389231,cover=244620
- 109:leaf=-2.08833335e-05,cover=0
- 110:leaf=-0.000411128538,cover=0
- 6:[Pol<152.092255] yes=13,no=14,missing=14,gain=3.36454058,cover=752519
- 13:[Curv5<0.122410901] yes=27,no=28,missing=27,gain=3.42721486,cover=743455
- 27:[Ecc<6.52965975] yes=55,no=56,missing=55,gain=6.48662043,cover=322433
- 55:[LGI5<2.56078315] yes=111,no=112,missing=112,gain=4.03284836,cover=27485
- 111:leaf=-4.20370561e-05,cover=0
- 112:leaf=-0.00127091096,cover=0
- 56:[LGI5<2.97342348] yes=113,no=114,missing=113,gain=7.71545172,cover=294948
- 113:leaf=0.000555405102,cover=0
- 114:leaf=3.59214282e-05,cover=0
- 28:[Ecc<33.9075584] yes=57,no=58,missing=57,gain=2.6966989,cover=421022
- 57:[Ecc<13.8847265] yes=115,no=116,missing=116,gain=1.69742632,cover=397589
- 115:leaf=4.26614406e-08,cover=0
- 116:leaf=-0.000228158417,cover=0
- 58:[LGI5<2.98459172] yes=117,no=118,missing=117,gain=3.5169723,cover=23433
- 117:leaf=0.00174036494,cover=0
- 118:leaf=0.000187119891,cover=0
- 14:[Ecc<27.7987404] yes=29,no=30,missing=29,gain=4.87765789,cover=9064
- 29:[Curv5<0.147363082] yes=59,no=60,missing=59,gain=7.16245365,cover=2487
- 59:[MidArea5<0.772133708] yes=119,no=120,missing=119,gain=5.00139809,cover=926
- 119:leaf=-0.00795475394,cover=0
- 120:leaf=0.00175395701,cover=0
- 60:[Ecc<8.87956142] yes=121,no=122,missing=121,gain=0.610330343,cover=1561
- 121:leaf=-0.00160491804,cover=0
- 122:leaf=0.000385489344,cover=0
- 30:[MidArea5<0.776906967] yes=61,no=62,missing=61,gain=4.84880638,cover=6577
- 61:[Curv5<-0.0366821773] yes=123,no=124,missing=123,gain=3.65152907,cover=3800
- 123:leaf=0.00305794552,cover=0
- 124:leaf=-0.000183000506,cover=0
- 62:[LGI5<2.89127874] yes=125,no=126,missing=125,gain=3.66311669,cover=2777
- 125:leaf=0.00737865781,cover=0
- 126:leaf=-0.0021435963,cover=0
-booster[1041]:
-0:[LGI5<2.77946544] yes=1,no=2,missing=1,gain=0.160986736,cover=5124388
- 1:[Ecc<36.5542564] yes=3,no=4,missing=3,gain=2.45375681,cover=2702518
- 3:[Ecc<16.7734241] yes=7,no=8,missing=8,gain=3.46342683,cover=2688295
- 7:[Sulc0<0.636906147] yes=15,no=16,missing=15,gain=2.32344341,cover=2646404
- 15:[Sulc0<0.0931760818] yes=31,no=32,missing=31,gain=1.96465278,cover=2531007
- 31:[Pol<85.4004211] yes=63,no=64,missing=63,gain=3.68321919,cover=2052493
- 63:leaf=7.41401163e-05,cover=0
- 64:leaf=-6.21471481e-05,cover=0
- 32:[Pol<82.8478928] yes=65,no=66,missing=66,gain=12.2455616,cover=478514
- 65:leaf=-0.000571897253,cover=0
- 66:leaf=0.000200340713,cover=0
- 16:[Curv5<0.199476883] yes=33,no=34,missing=33,gain=3.23201418,cover=115397
- 33:[Ecc<6.81643343] yes=67,no=68,missing=67,gain=2.19830179,cover=84617
- 67:leaf=-0.000800502952,cover=0
- 68:leaf=-0.00022189517,cover=0
- 34:[Ecc<15.3430929] yes=69,no=70,missing=70,gain=0.967722178,cover=30780
- 69:leaf=0.000205920413,cover=0
- 70:leaf=0.00456254091,cover=0
- 8:[Curv5<-0.172863677] yes=17,no=18,missing=18,gain=4.77119303,cover=41891
- 17:[Area5<0.894858658] yes=35,no=36,missing=36,gain=2.15794659,cover=10834
- 35:[MidArea5<0.96394527] yes=71,no=72,missing=71,gain=1.48273814,cover=10738
- 71:leaf=-0.00052634161,cover=0
- 72:leaf=0.00188281236,cover=0
- 36:[Pol<29.3809395] yes=73,no=74,missing=73,gain=1.37399411,cover=96
- 73:leaf=-0.012335931,cover=0
- 74:leaf=5.38799504e-05,cover=0
- 18:[Area5<0.727793753] yes=37,no=38,missing=37,gain=5.07256794,cover=31057
- 37:[Sulc0<0.676033437] yes=75,no=76,missing=75,gain=4.19455338,cover=18930
- 75:leaf=0.00176524639,cover=0
- 76:leaf=0.000125107181,cover=0
- 38:[Pol<73.3354874] yes=77,no=78,missing=77,gain=4.34052324,cover=12127
- 77:leaf=0.00135029992,cover=0
- 78:leaf=-0.000673037954,cover=0
- 4:[Curv5<0.133649558] yes=9,no=10,missing=10,gain=1.80778718,cover=14223
- 9:[MidArea5<0.557227194] yes=19,no=20,missing=19,gain=2.800313,cover=12151
- 19:[LGI5<2.49595737] yes=39,no=40,missing=40,gain=1.3840127,cover=319
- 39:[Pol<9.44515038] yes=79,no=80,missing=79,gain=0.0956571996,cover=17
- 79:leaf=0.00177281001,cover=0
- 80:leaf=0.0103291161,cover=0
- 40:[LGI5<2.60212255] yes=81,no=82,missing=81,gain=1.00609255,cover=302
- 81:leaf=-0.0124980463,cover=0
- 82:leaf=-0.00491353218,cover=0
- 20:[PialCurv5<-0.104861222] yes=41,no=42,missing=41,gain=1.66625452,cover=11832
- 41:[MidArea5<0.739589095] yes=83,no=84,missing=83,gain=1.38606524,cover=3022
- 83:leaf=-0.00130754523,cover=0
- 84:leaf=0.00099021534,cover=0
- 42:[Area5<0.621834755] yes=85,no=86,missing=85,gain=2.89488506,cover=8810
- 85:leaf=-0.00477769924,cover=0
- 86:leaf=-0.000878355408,cover=0
- 10:[LGI5<2.70988083] yes=21,no=22,missing=22,gain=1.13644254,cover=2072
- 21:[PialCurv5<0.110155433] yes=43,no=44,missing=43,gain=1.78546882,cover=1130
- 43:[Pol<99.5532455] yes=87,no=88,missing=87,gain=0.0403511524,cover=23
- 87:leaf=-0.0107578104,cover=0
- 88:leaf=-0.01779004,cover=0
- 44:[Pol<97.9094925] yes=89,no=90,missing=89,gain=0.412055135,cover=1107
- 89:leaf=-0.000482545205,cover=0
- 90:leaf=0.00213124091,cover=0
- 22:[LGI5<2.74668789] yes=45,no=46,missing=45,gain=0.53281796,cover=942
- 45:[Sulc0<0.940059185] yes=91,no=92,missing=91,gain=0.33674407,cover=298
- 91:leaf=0.00514048804,cover=0
- 92:leaf=0.00170635281,cover=0
- 46:[Sulc0<0.517823458] yes=93,no=94,missing=94,gain=0.46227628,cover=644
- 93:leaf=-0.00695500756,cover=0
- 94:leaf=0.00140586833,cover=0
- 2:[Ecc<3.80337262] yes=5,no=6,missing=5,gain=2.97355795,cover=2421870
- 5:[Curv5<-0.168147355] yes=11,no=12,missing=11,gain=2.78132892,cover=21706
- 11:[Pol<39.0368156] yes=23,no=24,missing=24,gain=2.1175704,cover=9257
- 23:[PialArea5<1.13904655] yes=47,no=48,missing=47,gain=1.72711325,cover=3710
- 47:[Sulc0<-0.856543541] yes=95,no=96,missing=95,gain=3.35752797,cover=1807
- 95:leaf=-0.00398961827,cover=0
- 96:leaf=0.000327952235,cover=0
- 48:[Ecc<2.8577323] yes=97,no=98,missing=97,gain=1.22790778,cover=1903
- 97:leaf=0.00248034694,cover=0
- 98:leaf=-0.00051284238,cover=0
- 24:[Area5<0.987501919] yes=49,no=50,missing=50,gain=4.32485247,cover=5547
- 49:[Area5<0.644818127] yes=99,no=100,missing=99,gain=2.65315771,cover=5529
- 99:leaf=-5.80883825e-05,cover=0
- 100:leaf=0.00242098863,cover=0
- 50:leaf=0.0244973265,cover=0
- 12:[Sulc0<-0.540693521] yes=25,no=26,missing=25,gain=5.11323118,cover=12449
- 25:[PialArea5<1.05055559] yes=51,no=52,missing=51,gain=4.41652107,cover=4523
- 51:[Curv5<-0.0816265643] yes=101,no=102,missing=101,gain=2.12015057,cover=2948
- 101:leaf=-0.00275918422,cover=0
- 102:leaf=-0.00580597902,cover=0
- 52:[Ecc<1.26157856] yes=103,no=104,missing=103,gain=2.15318513,cover=1575
- 103:leaf=0.00646397471,cover=0
- 104:leaf=-0.000789036916,cover=0
- 26:[Area5<0.768806875] yes=53,no=54,missing=54,gain=3.69857168,cover=7926
- 53:[MidArea5<0.639977157] yes=105,no=106,missing=105,gain=2.89889216,cover=7124
- 105:leaf=-0.00118057977,cover=0
- 106:leaf=0.000875862897,cover=0
- 54:[Pol<79.5617371] yes=107,no=108,missing=107,gain=3.01919889,cover=802
- 107:leaf=-0.00754416082,cover=0
- 108:leaf=-0.0011861067,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=13,gain=2.778651,cover=2400164
- 13:[Sulc0<-0.047846999] yes=27,no=28,missing=28,gain=9.0513916,cover=261758
- 27:[Curv5<-0.0390223041] yes=55,no=56,missing=56,gain=17.1981316,cover=201198
- 55:[Area5<0.802302957] yes=109,no=110,missing=110,gain=5.36776686,cover=175443
- 109:leaf=0.000238173685,cover=0
- 110:leaf=-0.000599433552,cover=0
- 56:[Pol<42.7478409] yes=111,no=112,missing=112,gain=20.5036316,cover=25755
- 111:leaf=-0.00132211891,cover=0
- 112:leaf=0.00221831212,cover=0
- 28:[Curv5<0.0322575867] yes=57,no=58,missing=57,gain=12.400918,cover=60560
- 57:[Pol<157.22821] yes=113,no=114,missing=114,gain=15.980854,cover=20183
- 113:leaf=-0.00124217267,cover=0
- 114:leaf=-0.0140905827,cover=0
- 58:[Pol<163.028091] yes=115,no=116,missing=116,gain=4.32004261,cover=40377
- 115:leaf=0.000193017448,cover=0
- 116:leaf=-0.00352502288,cover=0
- 14:[Pol<65.1286774] yes=29,no=30,missing=29,gain=1.62180209,cover=2138406
- 29:[Ecc<10.8716469] yes=59,no=60,missing=60,gain=9.9017992,cover=689647
- 59:[Pol<48.3047981] yes=117,no=118,missing=117,gain=36.3174782,cover=110235
- 117:leaf=0.000128157364,cover=0
- 118:leaf=-0.00179036276,cover=0
- 60:[PialCurv5<-0.0209923834] yes=119,no=120,missing=119,gain=4.49542618,cover=579412
- 119:leaf=0.000110689456,cover=0
- 120:leaf=-0.00017342002,cover=0
- 30:[Area5<0.684738636] yes=61,no=62,missing=61,gain=2.59173226,cover=1448759
- 61:[Pol<79.5617371] yes=121,no=122,missing=121,gain=14.6694307,cover=590523
- 121:leaf=0.000842641108,cover=0
- 122:leaf=5.48757225e-06,cover=0
- 62:[Pol<87.3220139] yes=123,no=124,missing=123,gain=5.06907082,cover=858236
- 123:leaf=-0.000308048562,cover=0
- 124:leaf=8.51714049e-06,cover=0
-booster[1042]:
-0:[LGI5<2.77946544] yes=1,no=2,missing=2,gain=0.145270705,cover=5124388
- 1:[Sulc0<0.74744761] yes=3,no=4,missing=3,gain=2.27578211,cover=2702518
- 3:[Ecc<37.2796402] yes=7,no=8,missing=7,gain=2.96424103,cover=2629905
- 7:[Ecc<16.7734241] yes=15,no=16,missing=15,gain=4.43033981,cover=2618780
- 15:[Pol<62.0115929] yes=31,no=32,missing=32,gain=1.83056927,cover=2583077
- 31:[Curv5<-0.141545609] yes=63,no=64,missing=63,gain=6.88358307,cover=555737
- 63:leaf=-2.36209598e-05,cover=0
- 64:leaf=0.000360076752,cover=0
- 32:[Sulc0<-0.0637059584] yes=65,no=66,missing=65,gain=2.71490192,cover=2027340
- 65:leaf=-5.34589744e-05,cover=0
- 66:leaf=6.75329575e-05,cover=0
- 16:[Curv5<-0.172863677] yes=33,no=34,missing=34,gain=6.28528833,cover=35703
- 33:[Area5<0.894858658] yes=67,no=68,missing=68,gain=1.98120213,cover=11078
- 67:leaf=-0.000353652606,cover=0
- 68:leaf=-0.00749463821,cover=0
- 34:[LGI5<2.49262404] yes=69,no=70,missing=70,gain=6.28438282,cover=24625
- 69:leaf=-0.00274356618,cover=0
- 70:leaf=0.00118677481,cover=0
- 8:[Area5<0.616426587] yes=17,no=18,missing=17,gain=1.76651716,cover=11125
- 17:[PialCurv5<-0.0715543851] yes=35,no=36,missing=36,gain=2.34087777,cover=1599
- 35:[Sulc0<0.0372688323] yes=71,no=72,missing=71,gain=0.719704747,cover=1356
- 71:leaf=-0.00186778454,cover=0
- 72:leaf=0.00231927168,cover=0
- 36:[Sulc0<0.126604497] yes=73,no=74,missing=73,gain=2.67141676,cover=243
- 73:leaf=-0.0124802357,cover=0
- 74:leaf=-0.00197006389,cover=0
- 18:[Sulc0<-0.166708246] yes=37,no=38,missing=37,gain=2.23231936,cover=9526
- 37:[PialCurv5<-0.0173297711] yes=75,no=76,missing=76,gain=1.0531323,cover=1817
- 75:leaf=0.000965853222,cover=0
- 76:leaf=0.0219524335,cover=0
- 38:[PialArea5<1.01305103] yes=77,no=78,missing=77,gain=1.82716775,cover=7709
- 77:leaf=-0.000550247438,cover=0
- 78:leaf=-0.00254986039,cover=0
- 4:[Curv5<0.190557376] yes=9,no=10,missing=9,gain=3.20435047,cover=72613
- 9:[LGI5<2.26652193] yes=19,no=20,missing=20,gain=2.4884634,cover=48456
- 19:[Curv5<0.155577481] yes=39,no=40,missing=40,gain=1.59361601,cover=122
- 39:[Ecc<6.64552498] yes=79,no=80,missing=79,gain=0.557677269,cover=78
- 79:leaf=0.00678233663,cover=0
- 80:leaf=0.0155163603,cover=0
- 40:[Ecc<7.59607029] yes=81,no=82,missing=81,gain=0.114291206,cover=44
- 81:leaf=-0.0022978445,cover=0
- 82:leaf=0.00375489518,cover=0
- 20:[LGI5<2.75749183] yes=41,no=42,missing=41,gain=2.23741531,cover=48334
- 41:[PialCurv5<0.0471153036] yes=83,no=84,missing=83,gain=2.37942791,cover=44003
- 83:leaf=0.00506226439,cover=0
- 84:leaf=-0.000651206821,cover=0
- 42:[Area5<0.631603718] yes=85,no=86,missing=85,gain=1.57338953,cover=4331
- 85:leaf=0.00436580786,cover=0
- 86:leaf=0.000324614142,cover=0
- 10:[PialCurv5<0.45140323] yes=21,no=22,missing=21,gain=1.38938868,cover=24157
- 21:[Pol<92.1537628] yes=43,no=44,missing=43,gain=1.28844345,cover=17318
- 43:[Ecc<6.70300007] yes=87,no=88,missing=87,gain=1.23908472,cover=2358
- 87:leaf=-0.00106991327,cover=0
- 88:leaf=0.00203197263,cover=0
- 44:[PialCurv5<0.260145098] yes=89,no=90,missing=90,gain=1.35931253,cover=14960
- 89:leaf=-0.000898907543,cover=0
- 90:leaf=0.000463690114,cover=0
- 22:[Area5<0.559839368] yes=45,no=46,missing=45,gain=1.23827577,cover=6839
- 45:[Curv5<0.22365725] yes=91,no=92,missing=92,gain=0.549851477,cover=417
- 91:leaf=-0.00281411922,cover=0
- 92:leaf=0.00288330577,cover=0
- 46:[Ecc<5.53207445] yes=93,no=94,missing=93,gain=0.831668615,cover=6422
- 93:leaf=0.00011921148,cover=0
- 94:leaf=-0.00104050513,cover=0
- 2:[Ecc<4.20590305] yes=5,no=6,missing=5,gain=2.6906898,cover=2421870
- 5:[Area5<0.786000133] yes=11,no=12,missing=12,gain=4.4823885,cover=29390
- 11:[PialArea5<1.04185641] yes=23,no=24,missing=24,gain=2.45994735,cover=26761
- 23:[Sulc0<-0.516633809] yes=47,no=48,missing=47,gain=2.76858068,cover=19522
- 47:[Curv5<-0.0963523984] yes=95,no=96,missing=95,gain=5.57370234,cover=10233
- 95:leaf=-0.00066594017,cover=0
- 96:leaf=-0.00396347744,cover=0
- 48:[Pol<118.191307] yes=97,no=98,missing=97,gain=3.74838948,cover=9289
- 97:leaf=-0.00083210459,cover=0
- 98:leaf=0.00119579141,cover=0
- 24:[Ecc<1.26157856] yes=49,no=50,missing=49,gain=2.01440287,cover=7239
- 49:[Ecc<0.221054599] yes=99,no=100,missing=99,gain=1.10542655,cover=236
- 99:leaf=0.0169760901,cover=0
- 100:leaf=0.0040297634,cover=0
- 50:[Pol<25.2957573] yes=101,no=102,missing=101,gain=1.43356919,cover=7003
- 101:leaf=-0.000607848866,cover=0
- 102:leaf=0.000881029584,cover=0
- 12:[Curv5<-0.204921171] yes=25,no=26,missing=26,gain=4.01262188,cover=2629
- 25:[Pol<161.595886] yes=51,no=52,missing=51,gain=0.885525942,cover=526
- 51:[LGI5<3.15728688] yes=103,no=104,missing=103,gain=0.854215801,cover=493
- 103:leaf=0.000566436502,cover=0
- 104:leaf=0.0135575132,cover=0
- 52:[Area5<0.877147377] yes=105,no=106,missing=106,gain=1.00078499,cover=33
- 105:leaf=0.000147751154,cover=0
- 106:leaf=0.0173434149,cover=0
- 26:[MidArea5<0.742612839] yes=53,no=54,missing=54,gain=2.21270847,cover=2103
- 53:[Pol<111.326981] yes=107,no=108,missing=107,gain=0.992397189,cover=150
- 107:leaf=-0.00105658022,cover=0
- 108:leaf=0.00713574374,cover=0
- 54:[Sulc0<-0.678985238] yes=109,no=110,missing=110,gain=2.48313427,cover=1953
- 109:leaf=-0.00187333114,cover=0
- 110:leaf=-0.00546585722,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=13,gain=2.82164788,cover=2392480
- 13:[Sulc0<-0.0637059584] yes=27,no=28,missing=27,gain=8.74035645,cover=254074
- 27:[Curv5<-0.0390223041] yes=55,no=56,missing=55,gain=17.0721283,cover=192528
- 55:[Area5<0.714116395] yes=111,no=112,missing=111,gain=4.00849581,cover=168898
- 111:leaf=0.000335474499,cover=0
- 112:leaf=-0.000165980819,cover=0
- 56:[Pol<42.7478409] yes=113,no=114,missing=113,gain=17.4030495,cover=23630
- 113:leaf=-0.00108812505,cover=0
- 114:leaf=0.00226929015,cover=0
- 28:[Pol<159.435425] yes=57,no=58,missing=57,gain=11.860981,cover=61546
- 57:[Curv5<0.0322575867] yes=115,no=116,missing=115,gain=9.51832962,cover=60366
- 115:leaf=-0.00111606799,cover=0
- 116:leaf=0.000197205736,cover=0
- 58:[Curv5<0.0278947372] yes=117,no=118,missing=118,gain=9.56401443,cover=1180
- 117:leaf=-0.0140113039,cover=0
- 118:leaf=-0.00299138972,cover=0
- 14:[Sulc0<0.676033437] yes=29,no=30,missing=29,gain=1.58740425,cover=2138406
- 29:[PialCurv5<0.303062648] yes=59,no=60,missing=60,gain=3.03107357,cover=1787650
- 59:[Curv5<0.0736173838] yes=119,no=120,missing=119,gain=4.53217983,cover=1752922
- 119:leaf=-1.62154065e-05,cover=0
- 120:leaf=-0.000241281814,cover=0
- 60:[Ecc<11.3532677] yes=121,no=122,missing=121,gain=1.72689462,cover=34728
- 121:leaf=0.000845414994,cover=0
- 122:leaf=0.000128309141,cover=0
- 30:[PialCurv5<0.265012205] yes=61,no=62,missing=62,gain=2.73769689,cover=350756
- 61:[Pol<91.5616074] yes=123,no=124,missing=123,gain=4.12416363,cover=195778
- 123:leaf=-6.4889311e-05,cover=0
- 124:leaf=0.000398756674,cover=0
- 62:[LGI5<3.30554914] yes=125,no=126,missing=125,gain=1.38690257,cover=154978
- 125:leaf=-0.00018646683,cover=0
- 126:leaf=0.000131647786,cover=0
-booster[1043]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=1,gain=0.152604148,cover=5124388
- 1:[Pol<48.3047981] yes=3,no=4,missing=4,gain=1.74080491,cover=2198906
- 3:[Area5<0.646843374] yes=7,no=8,missing=7,gain=3.39864492,cover=116413
- 7:[Curv5<-0.0902613774] yes=15,no=16,missing=16,gain=3.55219555,cover=51994
- 15:[Ecc<0.406764686] yes=31,no=32,missing=31,gain=1.72669673,cover=35367
- 31:[Sulc0<-1.06881595] yes=63,no=64,missing=63,gain=1.98958957,cover=1249
- 63:leaf=0.0102406647,cover=0
- 64:leaf=0.0015025218,cover=0
- 32:[LGI5<2.73077893] yes=65,no=66,missing=65,gain=2.58421779,cover=34118
- 65:leaf=-0.000425231381,cover=0
- 66:leaf=0.000458668277,cover=0
- 16:[PialArea5<0.636387587] yes=33,no=34,missing=34,gain=7.48164272,cover=16627
- 33:[LGI5<2.36078882] yes=67,no=68,missing=67,gain=2.58854866,cover=8926
- 67:leaf=0.0025113041,cover=0
- 68:leaf=-6.20386782e-05,cover=0
- 34:[LGI5<2.42065382] yes=69,no=70,missing=70,gain=4.41180992,cover=7701
- 69:leaf=0.000751839601,cover=0
- 70:leaf=-0.00241371687,cover=0
- 8:[Ecc<2.07756257] yes=17,no=18,missing=18,gain=5.38731194,cover=64419
- 17:[Ecc<1.05247808] yes=35,no=36,missing=35,gain=3.89171624,cover=4645
- 35:[Sulc0<-0.79536891] yes=71,no=72,missing=72,gain=3.65291691,cover=2178
- 71:leaf=-0.0117422706,cover=0
- 72:leaf=0.000668256078,cover=0
- 36:[LGI5<2.67938972] yes=73,no=74,missing=73,gain=3.84013033,cover=2467
- 73:leaf=-0.00292429188,cover=0
- 74:leaf=0.00864442531,cover=0
- 18:[LGI5<2.67457628] yes=37,no=38,missing=37,gain=8.42548847,cover=59774
- 37:[Pol<13.2006302] yes=75,no=76,missing=76,gain=5.63985062,cover=4547
- 75:leaf=0.000444187055,cover=0
- 76:leaf=0.0040439819,cover=0
- 38:[LGI5<3.20360112] yes=77,no=78,missing=77,gain=4.98117065,cover=55227
- 77:leaf=-0.000102206832,cover=0
- 78:leaf=0.000847549643,cover=0
- 4:[Pol<172.045227] yes=9,no=10,missing=9,gain=1.64786029,cover=2082493
- 9:[Sulc0<-0.152423486] yes=19,no=20,missing=19,gain=2.91083765,cover=2005056
- 19:[Ecc<4.33753681] yes=39,no=40,missing=40,gain=7.77486992,cover=383833
- 39:[Area5<0.682363749] yes=79,no=80,missing=79,gain=7.16624641,cover=213282
- 79:leaf=0.000181915442,cover=0
- 80:leaf=-0.000580035965,cover=0
- 40:[Curv5<-0.0922861248] yes=81,no=82,missing=82,gain=16.2182274,cover=170551
- 81:leaf=3.76104144e-05,cover=0
- 82:leaf=-0.000942183018,cover=0
- 20:[Curv5<-0.121808149] yes=41,no=42,missing=41,gain=5.1700778,cover=1621223
- 41:[LGI5<2.67457628] yes=83,no=84,missing=83,gain=4.3642602,cover=28390
- 83:leaf=0.000547581934,cover=0
- 84:leaf=-0.000984636834,cover=0
- 42:[LGI5<3.38720298] yes=85,no=86,missing=85,gain=2.35049844,cover=1592833
- 85:leaf=3.39904436e-05,cover=0
- 86:leaf=-0.000155946647,cover=0
- 10:[Sulc0<-0.152423486] yes=21,no=22,missing=21,gain=2.44961262,cover=77437
- 21:[LGI5<2.5416429] yes=43,no=44,missing=43,gain=2.85554671,cover=53851
- 43:[LGI5<2.51629615] yes=87,no=88,missing=87,gain=2.74851966,cover=23058
- 87:leaf=0.000106253428,cover=0
- 88:leaf=-0.00223524263,cover=0
- 44:[Ecc<7.90440989] yes=89,no=90,missing=90,gain=4.5246911,cover=30793
- 89:leaf=0.00174240337,cover=0
- 90:leaf=0.000352221337,cover=0
- 22:[Ecc<12.0179253] yes=45,no=46,missing=45,gain=4.44216299,cover=23586
- 45:[PialCurv5<0.131570891] yes=91,no=92,missing=91,gain=6.51852703,cover=18942
- 91:leaf=-0.00179035927,cover=0
- 92:leaf=0.000139706579,cover=0
- 46:[PialCurv5<0.064168714] yes=93,no=94,missing=93,gain=2.45261025,cover=4644
- 93:leaf=0.00285177468,cover=0
- 94:leaf=0.00038314081,cover=0
- 2:[MidArea5<0.552703321] yes=5,no=6,missing=5,gain=1.23796463,cover=2925482
- 5:[PialArea5<0.756055057] yes=11,no=12,missing=11,gain=0.200909972,cover=703
- 11:[MidArea5<0.548060238] yes=23,no=24,missing=24,gain=0.201951534,cover=436
- 23:[PialCurv5<-0.11422696] yes=47,no=48,missing=47,gain=0.157431543,cover=265
- 47:[Curv5<-0.331971258] yes=95,no=96,missing=95,gain=0.155601144,cover=254
- 95:leaf=-0.000803225324,cover=0
- 96:leaf=0.00300677703,cover=0
- 48:[Sulc0<-0.769821882] yes=97,no=98,missing=97,gain=0.0327325575,cover=11
- 97:leaf=-0.00486160256,cover=0
- 98:leaf=0.000907048583,cover=0
- 24:[Curv5<-0.235803962] yes=49,no=50,missing=49,gain=0.232055366,cover=171
- 49:[Curv5<-0.292340577] yes=99,no=100,missing=99,gain=0.0858643204,cover=109
- 99:leaf=-0.00313874707,cover=0
- 100:leaf=-0.000231098718,cover=0
- 50:[Pol<106.604004] yes=101,no=102,missing=101,gain=0.211536661,cover=62
- 101:leaf=0.00620863494,cover=0
- 102:leaf=0.000236094886,cover=0
- 12:[Ecc<0.783076942] yes=25,no=26,missing=25,gain=0.205956697,cover=267
- 25:[MidArea5<0.538059175] yes=51,no=52,missing=52,gain=0.0843586922,cover=45
- 51:leaf=0.0127869649,cover=0
- 52:[Sulc0<-0.976720333] yes=103,no=104,missing=104,gain=0.011186868,cover=41
- 103:leaf=0.00607207045,cover=0
- 104:leaf=0.00371925603,cover=0
- 26:[PialCurv5<-0.190801308] yes=53,no=54,missing=54,gain=0.15473491,cover=222
- 53:[Curv5<-0.218969986] yes=105,no=106,missing=105,gain=0.0225718692,cover=15
- 105:leaf=-0.000330110401,cover=0
- 106:leaf=-0.00413143635,cover=0
- 54:[LGI5<2.46595764] yes=107,no=108,missing=108,gain=0.193861425,cover=207
- 107:leaf=0.00180129148,cover=0
- 108:leaf=0.00506718038,cover=0
- 6:[Sulc0<0.68960917] yes=13,no=14,missing=14,gain=0.950884104,cover=2924779
- 13:[Curv5<0.0322575867] yes=27,no=28,missing=27,gain=1.21443975,cover=2920456
- 27:[PialCurv5<0.0616685152] yes=55,no=56,missing=55,gain=6.52839708,cover=2784607
- 55:[Area5<0.670794368] yes=109,no=110,missing=109,gain=1.01298344,cover=2736045
- 109:leaf=3.51214076e-05,cover=0
- 110:leaf=-2.5836347e-05,cover=0
- 56:[Sulc0<-0.312649339] yes=111,no=112,missing=111,gain=3.57420158,cover=48562
- 111:leaf=-0.000326094334,cover=0
- 112:leaf=0.000789012702,cover=0
- 28:[PialCurv5<0.0447484925] yes=57,no=58,missing=57,gain=8.34536076,cover=135849
- 57:[LGI5<2.72552347] yes=113,no=114,missing=113,gain=6.49918795,cover=18634
- 113:leaf=-0.000293307356,cover=0
- 114:leaf=0.00161021668,cover=0
- 58:[PialCurv5<0.116372027] yes=115,no=116,missing=115,gain=4.4602809,cover=117215
- 115:leaf=-0.000503077579,cover=0
- 116:leaf=0.000163810604,cover=0
- 14:[Area5<0.792350233] yes=29,no=30,missing=29,gain=3.49644375,cover=4323
- 29:[Pol<79.5617371] yes=59,no=60,missing=59,gain=2.12469578,cover=1195
- 59:[LGI5<3.70550299] yes=117,no=118,missing=118,gain=3.97624874,cover=557
- 117:leaf=0.00434012292,cover=0
- 118:leaf=0.024036523,cover=0
- 60:[LGI5<3.13786864] yes=119,no=120,missing=119,gain=2.41286063,cover=638
- 119:leaf=0.0058879368,cover=0
- 120:leaf=-0.000884984911,cover=0
- 30:[LGI5<3.21041465] yes=61,no=62,missing=62,gain=1.60122538,cover=3128
- 61:[Pol<149.072266] yes=121,no=122,missing=121,gain=1.2390461,cover=1103
- 121:leaf=0.00159602205,cover=0
- 122:leaf=-0.0128774717,cover=0
- 62:[PialArea5<1.18617713] yes=123,no=124,missing=124,gain=0.927176118,cover=2025
- 123:leaf=-0.000898198807,cover=0
- 124:leaf=-0.0179571453,cover=0
-booster[1044]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=1,gain=0.151217207,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=4,gain=0.383717507,cover=5064338
- 3:[LGI5<2.6558373] yes=7,no=8,missing=7,gain=0.169476926,cover=5048039
- 7:[Sulc0<-0.801933944] yes=15,no=16,missing=15,gain=1.02010751,cover=2178878
- 15:[Curv5<-0.119937547] yes=31,no=32,missing=31,gain=4.33486032,cover=445182
- 31:[PialCurv5<-0.0886472985] yes=61,no=62,missing=61,gain=1.7393353,cover=420544
- 61:leaf=-5.42563394e-05,cover=0
- 62:leaf=0.000277113024,cover=0
- 32:[MidArea5<0.742612839] yes=63,no=64,missing=63,gain=2.90633821,cover=24638
- 63:leaf=-0.00137542828,cover=0
- 64:leaf=-0.000263989321,cover=0
- 16:[Pol<61.2046547] yes=33,no=34,missing=33,gain=3.02762198,cover=1733696
- 33:[Curv5<-0.125495523] yes=65,no=66,missing=66,gain=6.91317558,cover=231484
- 65:leaf=-2.87928997e-05,cover=0
- 66:leaf=0.000528122007,cover=0
- 34:[PialCurv5<-0.104861222] yes=67,no=68,missing=67,gain=2.11095572,cover=1502212
- 67:leaf=0.000165763253,cover=0
- 68:leaf=-1.96572601e-05,cover=0
- 8:[Sulc0<-0.87967056] yes=17,no=18,missing=17,gain=1.35738063,cover=2869161
- 17:[Ecc<0.567370772] yes=35,no=36,missing=35,gain=1.67457497,cover=159649
- 35:[Ecc<0.353712648] yes=69,no=70,missing=70,gain=0.894855857,cover=461
- 69:leaf=0.000199762479,cover=0
- 70:leaf=0.00478736125,cover=0
- 36:[Sulc0<-1.19305253] yes=71,no=72,missing=71,gain=1.37815619,cover=159188
- 71:leaf=-0.000418451906,cover=0
- 72:leaf=0.000164660669,cover=0
- 18:[Ecc<4.46987629] yes=37,no=38,missing=38,gain=1.91908455,cover=2709512
- 37:[Curv5<0.0365542509] yes=73,no=74,missing=73,gain=5.14555979,cover=86562
- 73:leaf=-0.000479715323,cover=0
- 74:leaf=0.000393525232,cover=0
- 38:[Pol<61.2046547] yes=75,no=76,missing=76,gain=1.48060167,cover=2622950
- 75:leaf=-6.98956355e-05,cover=0
- 76:leaf=1.42764302e-05,cover=0
- 4:[PialCurv5<-0.0868030339] yes=9,no=10,missing=10,gain=2.20907331,cover=16299
- 9:[Curv5<-0.0943295062] yes=19,no=20,missing=19,gain=1.89531577,cover=13616
- 19:[Curv5<-0.212755695] yes=39,no=40,missing=39,gain=1.29575145,cover=13537
- 39:[Area5<0.693521142] yes=77,no=78,missing=78,gain=1.12743807,cover=5320
- 77:leaf=3.76363896e-05,cover=0
- 78:leaf=-0.00145289663,cover=0
- 40:[Sulc0<-0.540693521] yes=79,no=80,missing=80,gain=1.24797773,cover=8217
- 79:leaf=0.000601765641,cover=0
- 80:leaf=-0.00211802544,cover=0
- 20:[PialCurv5<-0.0886472985] yes=41,no=42,missing=41,gain=1.38547552,cover=79
- 41:[Sulc0<-0.726142108] yes=81,no=82,missing=81,gain=0.693587065,cover=69
- 81:leaf=-0.00515921693,cover=0
- 82:leaf=-0.0153389322,cover=0
- 42:[Ecc<6.10119486] yes=83,no=84,missing=83,gain=0.383856207,cover=10
- 83:leaf=0.0176013391,cover=0
- 84:leaf=-0.000973264396,cover=0
- 10:[Sulc0<-0.745069146] yes=21,no=22,missing=21,gain=0.810921431,cover=2683
- 21:[Curv5<-0.0413376503] yes=43,no=44,missing=43,gain=1.928473,cover=1423
- 43:[LGI5<2.23211861] yes=85,no=86,missing=86,gain=0.985651731,cover=1418
- 85:leaf=0.00195510196,cover=0
- 86:leaf=-0.00287956907,cover=0
- 44:[Pol<52.7894325] yes=87,no=88,missing=87,gain=0.788536549,cover=5
- 87:leaf=0.0387505554,cover=0
- 88:leaf=0.000199087459,cover=0
- 22:[Sulc0<-0.510775328] yes=45,no=46,missing=45,gain=1.12722182,cover=1260
- 45:[Ecc<8.7927618] yes=89,no=90,missing=90,gain=1.66230047,cover=907
- 89:leaf=-7.75631415e-05,cover=0
- 90:leaf=0.012297418,cover=0
- 46:[Pol<170.749283] yes=91,no=92,missing=91,gain=0.775890827,cover=353
- 91:leaf=-0.00341294869,cover=0
- 92:leaf=0.0107480017,cover=0
- 2:[Curv5<-0.350989401] yes=5,no=6,missing=6,gain=0.538254023,cover=60050
- 5:[Sulc0<-0.911647499] yes=11,no=12,missing=12,gain=0.436715305,cover=39
- 11:[PialCurv5<-0.175695807] yes=23,no=24,missing=23,gain=0.359038889,cover=13
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=0.0286557525,cover=9
- 47:[Ecc<3.60812569] yes=93,no=94,missing=93,gain=0.00133235578,cover=3
- 93:leaf=-0.00103066571,cover=0
- 94:leaf=0.000635687495,cover=0
- 48:leaf=0.00578937726,cover=0
- 24:leaf=-0.0123928739,cover=0
- 12:[Pol<11.2407846] yes=25,no=26,missing=25,gain=0.263985395,cover=26
- 25:[PialArea5<1.4350239] yes=49,no=50,missing=50,gain=0.00234866142,cover=8
- 49:leaf=0.00488495827,cover=0
- 50:leaf=0.0175350476,cover=0
- 26:[LGI5<2.56467891] yes=51,no=52,missing=51,gain=0.0759107322,cover=18
- 51:[MidArea5<1.21578133] yes=95,no=96,missing=95,gain=0.0227035582,cover=9
- 95:leaf=0.00992147904,cover=0
- 96:leaf=0.00236116652,cover=0
- 52:[Sulc0<-0.738139331] yes=97,no=98,missing=97,gain=0.0241134763,cover=9
- 97:leaf=1.04274068e-05,cover=0
- 98:leaf=0.00502397725,cover=0
- 6:[LGI5<2.16230083] yes=13,no=14,missing=14,gain=0.515338659,cover=60011
- 13:[Area5<0.759248734] yes=27,no=28,missing=27,gain=0.724970222,cover=283
- 27:[Curv5<-0.207981065] yes=53,no=54,missing=53,gain=0.543167233,cover=118
- 53:[Area5<0.693521142] yes=99,no=100,missing=100,gain=0.0830471665,cover=46
- 99:leaf=-0.00148314587,cover=0
- 100:leaf=0.00271721208,cover=0
- 54:[Ecc<4.40349627] yes=101,no=102,missing=101,gain=0.232466698,cover=72
- 101:leaf=0.00854362734,cover=0
- 102:leaf=-0.00319169997,cover=0
- 28:[Sulc0<-0.782470584] yes=55,no=56,missing=55,gain=0.682030797,cover=165
- 55:[PialArea5<1.48916721] yes=103,no=104,missing=104,gain=0.396606624,cover=118
- 103:leaf=0.00139093131,cover=0
- 104:leaf=-0.00443515508,cover=0
- 56:[Ecc<3.73767829] yes=105,no=106,missing=105,gain=0.197755009,cover=47
- 105:leaf=0.00746286241,cover=0
- 106:leaf=0.000707255851,cover=0
- 14:[LGI5<2.23211861] yes=29,no=30,missing=29,gain=0.804055214,cover=59728
- 29:[Curv5<-0.121808149] yes=57,no=58,missing=58,gain=1.58429217,cover=729
- 57:[Sulc0<-0.976720333] yes=107,no=108,missing=107,gain=1.33697176,cover=598
- 107:leaf=-0.00270356983,cover=0
- 108:leaf=0.0020265677,cover=0
- 58:[Area5<0.705328763] yes=109,no=110,missing=110,gain=0.758676291,cover=131
- 109:leaf=0.00421661651,cover=0
- 110:leaf=-0.00785449333,cover=0
- 30:[Area5<0.626857519] yes=59,no=60,missing=60,gain=0.486130893,cover=58999
- 59:[LGI5<3.23945832] yes=111,no=112,missing=111,gain=0.562473118,cover=448
- 111:leaf=0.00211195392,cover=0
- 112:leaf=-0.00627774745,cover=0
- 60:[Curv5<-0.121808149] yes=113,no=114,missing=114,gain=0.518821597,cover=58551
- 113:leaf=4.30222741e-07,cover=0
- 114:leaf=0.000379067729,cover=0
-booster[1045]:
-0:[Sulc0<0.317313671] yes=1,no=2,missing=1,gain=0.150519311,cover=5124388
- 1:[Curv5<0.147363082] yes=3,no=4,missing=3,gain=1.42425251,cover=3994701
- 3:[PialCurv5<0.185672894] yes=7,no=8,missing=7,gain=2.81911874,cover=3851343
- 7:[Pol<94.4799194] yes=15,no=16,missing=15,gain=1.14491975,cover=3748644
- 15:[PialCurv5<0.0666604191] yes=31,no=32,missing=31,gain=5.59423923,cover=1800848
- 31:[Curv5<0.0452247933] yes=63,no=64,missing=63,gain=4.1714282,cover=1631623
- 63:leaf=-9.06762489e-06,cover=0
- 64:leaf=0.00050820061,cover=0
- 32:[Sulc0<0.20153527] yes=65,no=66,missing=65,gain=4.48684692,cover=169225
- 65:leaf=0.000444934296,cover=0
- 66:leaf=-0.000170167521,cover=0
- 16:[LGI5<3.50441384] yes=33,no=34,missing=33,gain=3.13126016,cover=1947796
- 33:[Ecc<12.9325523] yes=67,no=68,missing=67,gain=5.69736147,cover=1849137
- 67:leaf=7.94070274e-06,cover=0
- 68:leaf=-0.000205742894,cover=0
- 34:[Ecc<9.0678978] yes=69,no=70,missing=69,gain=12.407917,cover=98659
- 69:leaf=0.00501888618,cover=0
- 70:leaf=0.000185180339,cover=0
- 8:[Ecc<4.94054604] yes=17,no=18,missing=17,gain=4.99843788,cover=102699
- 17:[LGI5<2.16230083] yes=35,no=36,missing=35,gain=4.95624733,cover=43962
- 35:[Pol<104.38549] yes=71,no=72,missing=72,gain=1.80157781,cover=961
- 71:leaf=-0.00558505906,cover=0
- 72:leaf=-0.00114586903,cover=0
- 36:[Sulc0<-0.338601172] yes=73,no=74,missing=73,gain=3.6116991,cover=43001
- 73:leaf=-0.000746808597,cover=0
- 74:leaf=0.000891497184,cover=0
- 18:[LGI5<3.15084362] yes=37,no=38,missing=37,gain=5.60204983,cover=58737
- 37:[Pol<98.4687576] yes=75,no=76,missing=76,gain=3.85654163,cover=46493
- 75:leaf=0.000230090445,cover=0
- 76:leaf=-0.000687275024,cover=0
- 38:[LGI5<3.37729335] yes=77,no=78,missing=78,gain=2.17154074,cover=12244
- 77:leaf=0.00154230488,cover=0
- 78:leaf=0.000207738936,cover=0
- 4:[Pol<137.578873] yes=9,no=10,missing=9,gain=2.86578059,cover=143358
- 9:[Ecc<5.66086149] yes=19,no=20,missing=20,gain=5.16971016,cover=116007
- 19:[PialCurv5<0.119354174] yes=39,no=40,missing=40,gain=1.68362451,cover=90084
- 39:[Sulc0<0.0689564943] yes=79,no=80,missing=79,gain=1.43897247,cover=6360
- 79:leaf=4.92914405e-05,cover=0
- 80:leaf=0.00156766141,cover=0
- 40:[Pol<51.9018669] yes=81,no=82,missing=82,gain=1.6186465,cover=83724
- 81:leaf=-0.0022447193,cover=0
- 82:leaf=-0.000116296673,cover=0
- 20:[Pol<65.1286774] yes=41,no=42,missing=42,gain=4.45377636,cover=25923
- 41:[PialCurv5<0.196748361] yes=83,no=84,missing=84,gain=3.7719059,cover=2433
- 83:leaf=0.00329595618,cover=0
- 84:leaf=-0.000654126692,cover=0
- 42:[Area5<0.593548477] yes=85,no=86,missing=85,gain=2.47296619,cover=23490
- 85:leaf=-0.00276091252,cover=0
- 86:leaf=-0.000934110023,cover=0
- 10:[Ecc<14.694541] yes=21,no=22,missing=22,gain=3.19211197,cover=27351
- 21:[LGI5<2.93433285] yes=43,no=44,missing=43,gain=5.2606535,cover=26447
- 43:[Ecc<1.51801682] yes=87,no=88,missing=87,gain=7.08491516,cover=18665
- 87:leaf=-0.00033814754,cover=0
- 88:leaf=0.00161093532,cover=0
- 44:[Ecc<5.66086149] yes=89,no=90,missing=90,gain=3.78374791,cover=7782
- 89:leaf=0.0139098363,cover=0
- 90:leaf=-0.000963814731,cover=0
- 22:[Ecc<28.2834949] yes=45,no=46,missing=45,gain=2.26166821,cover=904
- 45:[PialCurv5<0.255337358] yes=91,no=92,missing=91,gain=1.02310085,cover=786
- 91:leaf=0.00553948572,cover=0
- 92:leaf=0.00176528399,cover=0
- 46:[PialCurv5<0.216171265] yes=93,no=94,missing=93,gain=1.25754738,cover=118
- 93:leaf=-0.0077368021,cover=0
- 94:leaf=0.00258722948,cover=0
- 2:[Curv5<-0.129194111] yes=5,no=6,missing=5,gain=3.01760793,cover=1129687
- 5:[Pol<159.435425] yes=11,no=12,missing=11,gain=2.92608213,cover=6070
- 11:[Area5<0.564792395] yes=23,no=24,missing=24,gain=1.76417828,cover=5617
- 23:[Ecc<22.4429302] yes=47,no=48,missing=47,gain=4.9646306,cover=1193
- 47:[LGI5<2.56078315] yes=95,no=96,missing=96,gain=1.08195019,cover=542
- 95:leaf=0.00427239342,cover=0
- 96:leaf=-0.00392195489,cover=0
- 48:[Pol<55.3432045] yes=97,no=98,missing=97,gain=0.716321945,cover=651
- 97:leaf=-0.0025649888,cover=0
- 98:leaf=0.00368068158,cover=0
- 24:[LGI5<2.99594808] yes=49,no=50,missing=50,gain=4.05146313,cover=4424
- 49:[MidArea5<0.633289158] yes=99,no=100,missing=99,gain=1.80813026,cover=556
- 99:leaf=-0.00305649964,cover=0
- 100:leaf=0.00366183114,cover=0
- 50:[Pol<39.9674568] yes=101,no=102,missing=102,gain=1.9788332,cover=3868
- 101:leaf=0.00625154004,cover=0
- 102:leaf=-0.00261949003,cover=0
- 12:[MidArea5<0.653349936] yes=25,no=26,missing=25,gain=4.78707743,cover=453
- 25:[Sulc0<0.345196545] yes=51,no=52,missing=51,gain=1.61546898,cover=42
- 51:[LGI5<3.23945832] yes=103,no=104,missing=104,gain=0.0807899088,cover=7
- 103:leaf=0.000771619903,cover=0
- 104:leaf=-0.00947121624,cover=0
- 52:[LGI5<3.09872246] yes=105,no=106,missing=106,gain=0.796936989,cover=35
- 105:leaf=0.0014647519,cover=0
- 106:leaf=0.0255184975,cover=0
- 26:[PialCurv5<-0.131946102] yes=53,no=54,missing=53,gain=2.24061918,cover=411
- 53:[Pol<167.338547] yes=107,no=108,missing=107,gain=2.15419602,cover=17
- 107:leaf=0.0356203653,cover=0
- 108:leaf=0.000920607417,cover=0
- 54:[PialCurv5<-0.0644776821] yes=109,no=110,missing=109,gain=1.47386587,cover=394
- 109:leaf=-0.00143286353,cover=0
- 110:leaf=0.00571055664,cover=0
- 6:[Pol<152.092255] yes=13,no=14,missing=13,gain=3.41345525,cover=1123617
- 13:[Pol<119.248337] yes=27,no=28,missing=27,gain=3.92769027,cover=1115325
- 27:[LGI5<3.31338549] yes=55,no=56,missing=55,gain=2.27012849,cover=968555
- 55:[Area5<0.854415178] yes=111,no=112,missing=112,gain=2.41559505,cover=781606
- 111:leaf=-1.45474814e-05,cover=0
- 112:leaf=0.00059857656,cover=0
- 56:[Sulc0<0.762988985] yes=113,no=114,missing=113,gain=5.30900955,cover=186949
- 113:leaf=-0.000464712182,cover=0
- 114:leaf=6.82108439e-05,cover=0
- 28:[PialCurv5<0.101587482] yes=57,no=58,missing=57,gain=9.32841396,cover=146770
- 57:[Ecc<10.426198] yes=115,no=116,missing=115,gain=5.78872871,cover=46335
- 115:leaf=-0.00160459976,cover=0
- 116:leaf=0.000953830313,cover=0
- 58:[LGI5<2.35684347] yes=117,no=118,missing=118,gain=2.49418712,cover=100435
- 117:leaf=-0.00181853899,cover=0
- 118:leaf=2.45346905e-06,cover=0
- 14:[Ecc<26.874506] yes=29,no=30,missing=29,gain=3.9822042,cover=8292
- 29:[Curv5<0.149355054] yes=59,no=60,missing=59,gain=7.55188179,cover=2377
- 59:[Area5<0.715747833] yes=119,no=120,missing=119,gain=4.28944302,cover=845
- 119:leaf=-0.00948844757,cover=0
- 120:leaf=-0.00223216321,cover=0
- 60:[Ecc<6.22534323] yes=121,no=122,missing=121,gain=0.556544662,cover=1532
- 121:leaf=-0.00275766733,cover=0
- 122:leaf=-0.000222742558,cover=0
- 30:[LGI5<2.89660096] yes=61,no=62,missing=61,gain=3.94350338,cover=5915
- 61:[PialCurv5<0.0567538291] yes=123,no=124,missing=123,gain=2.21799588,cover=449
- 123:leaf=0.00748630194,cover=0
- 124:leaf=0.000451694767,cover=0
- 62:[PialCurv5<-0.0914456472] yes=125,no=126,missing=126,gain=3.62160158,cover=5466
- 125:leaf=0.0113198599,cover=0
- 126:leaf=-0.000833946688,cover=0
-booster[1046]:
-0:[PialArea5<0.811158121] yes=1,no=2,missing=2,gain=0.167326272,cover=5124388
- 1:[Area5<0.822840035] yes=3,no=4,missing=3,gain=0.965534031,cover=2722535
- 3:[MidArea5<0.72893405] yes=7,no=8,missing=7,gain=0.915481329,cover=2660633
- 7:[Area5<0.748478889] yes=15,no=16,missing=16,gain=0.995785177,cover=2399668
- 15:[PialArea5<0.753297985] yes=31,no=32,missing=31,gain=1.08386159,cover=2170954
- 31:[MidArea5<0.703235805] yes=63,no=64,missing=63,gain=1.30570793,cover=1913186
- 63:leaf=-1.71305492e-05,cover=0
- 64:leaf=-0.000203728909,cover=0
- 32:[Sulc0<0.218763664] yes=65,no=66,missing=65,gain=4.37748241,cover=257768
- 65:leaf=4.66645797e-05,cover=0
- 66:leaf=0.00126903714,cover=0
- 16:[PialCurv5<0.171042696] yes=33,no=34,missing=33,gain=3.65937376,cover=228714
- 33:[Curv5<0.0300692953] yes=67,no=68,missing=68,gain=4.17134428,cover=81498
- 67:leaf=-0.000580173917,cover=0
- 68:leaf=0.000500102586,cover=0
- 34:[PialArea5<0.550757647] yes=69,no=70,missing=69,gain=2.54072762,cover=147216
- 69:leaf=6.46899207e-05,cover=0
- 70:leaf=-0.000419765303,cover=0
- 8:[Sulc0<0.830503881] yes=17,no=18,missing=18,gain=2.24607134,cover=260965
- 17:[LGI5<2.13090348] yes=35,no=36,missing=36,gain=1.56177545,cover=259898
- 35:[Pol<90.9627914] yes=71,no=72,missing=71,gain=1.78333545,cover=459
- 71:leaf=0.00585903553,cover=0
- 72:leaf=-0.000366786087,cover=0
- 36:[Pol<7.58674097] yes=73,no=74,missing=73,gain=1.45606339,cover=259439
- 73:leaf=-0.00083918107,cover=0
- 74:leaf=-9.71072732e-05,cover=0
- 18:[PialArea5<0.733388364] yes=37,no=38,missing=38,gain=1.93130589,cover=1067
- 37:[Ecc<21.0377083] yes=75,no=76,missing=75,gain=0.61650157,cover=791
- 75:leaf=-0.00489833392,cover=0
- 76:leaf=0.00125952379,cover=0
- 38:[Area5<0.737164855] yes=77,no=78,missing=77,gain=1.42263484,cover=276
- 77:leaf=0.0183299612,cover=0
- 78:leaf=0.00473163044,cover=0
- 4:[Ecc<6.10119486] yes=9,no=10,missing=9,gain=1.44048691,cover=61902
- 9:[Curv5<-0.0439181365] yes=19,no=20,missing=19,gain=1.94211888,cover=13414
- 19:[Ecc<3.67199802] yes=39,no=40,missing=39,gain=2.28784561,cover=1171
- 39:[Ecc<1.57116413] yes=79,no=80,missing=80,gain=2.44923878,cover=953
- 79:leaf=0.000919544778,cover=0
- 80:leaf=0.00627900753,cover=0
- 40:[Pol<123.615685] yes=81,no=82,missing=81,gain=2.43830109,cover=218
- 81:leaf=-0.000712523994,cover=0
- 82:leaf=-0.0154646039,cover=0
- 20:[Sulc0<-0.130613819] yes=41,no=42,missing=41,gain=2.77146745,cover=12243
- 41:[Area5<0.987501919] yes=83,no=84,missing=83,gain=2.29440737,cover=3005
- 83:leaf=-0.00259651756,cover=0
- 84:leaf=0.000550242898,cover=0
- 42:[Pol<86.0952454] yes=85,no=86,missing=85,gain=4.17771816,cover=9238
- 85:leaf=0.0042854771,cover=0
- 86:leaf=-0.000290814962,cover=0
- 10:[PialCurv5<0.228302389] yes=21,no=22,missing=22,gain=2.29076695,cover=48488
- 21:[Curv5<0.0386843979] yes=43,no=44,missing=44,gain=2.66205072,cover=29213
- 43:[Sulc0<-0.00176540145] yes=87,no=88,missing=87,gain=2.80410838,cover=4034
- 87:leaf=0.00103608065,cover=0
- 88:leaf=-0.00166150462,cover=0
- 44:[Pol<95.6227875] yes=89,no=90,missing=89,gain=1.89952087,cover=25179
- 89:leaf=0.000421907956,cover=0
- 90:leaf=0.00130499923,cover=0
- 22:[LGI5<3.12489319] yes=45,no=46,missing=46,gain=1.1344614,cover=19275
- 45:[Area5<0.877147377] yes=91,no=92,missing=91,gain=1.12745702,cover=9848
- 91:leaf=-7.02669495e-05,cover=0
- 92:leaf=0.00111736113,cover=0
- 46:[LGI5<3.21727777] yes=93,no=94,missing=93,gain=2.53736973,cover=9427
- 93:leaf=-0.00216166978,cover=0
- 94:leaf=-9.62349659e-05,cover=0
- 2:[MidArea5<0.592231214] yes=5,no=6,missing=5,gain=0.958587825,cover=2401853
- 5:[PialCurv5<-0.144106165] yes=11,no=12,missing=12,gain=0.362939537,cover=512
- 11:[PialArea5<0.829066753] yes=23,no=24,missing=23,gain=0.184184566,cover=200
- 23:[PialCurv5<-0.154837668] yes=47,no=48,missing=47,gain=0.103325337,cover=148
- 47:[PialArea5<0.813682437] yes=95,no=96,missing=95,gain=0.103285402,cover=90
- 95:leaf=-0.00242952234,cover=0
- 96:leaf=0.00156539108,cover=0
- 48:[Ecc<4.07113361] yes=97,no=98,missing=97,gain=0.108217075,cover=58
- 97:leaf=-0.00344904559,cover=0
- 98:leaf=0.00114973029,cover=0
- 24:[Ecc<2.54464626] yes=49,no=50,missing=49,gain=0.217096612,cover=52
- 49:[Sulc0<-0.966370046] yes=99,no=100,missing=99,gain=0.134125739,cover=17
- 99:leaf=0.0105577474,cover=0
- 100:leaf=0.00118260214,cover=0
- 50:[Curv5<-0.297558427] yes=101,no=102,missing=101,gain=0.0588961989,cover=35
- 101:leaf=0.00208248431,cover=0
- 102:leaf=-0.00218617241,cover=0
- 12:[LGI5<2.41724968] yes=25,no=26,missing=26,gain=0.336449742,cover=312
- 25:[Pol<72.6247101] yes=51,no=52,missing=52,gain=0.298671693,cover=196
- 51:[PialCurv5<-0.111109555] yes=103,no=104,missing=103,gain=0.163064063,cover=47
- 103:leaf=0.00697533181,cover=0
- 104:leaf=3.8039685e-05,cover=0
- 52:[Ecc<3.35458159] yes=105,no=106,missing=105,gain=0.473202378,cover=149
- 105:leaf=-0.00122120196,cover=0
- 106:leaf=0.00464504911,cover=0
- 26:[Ecc<5.53207445] yes=53,no=54,missing=53,gain=0.360184073,cover=116
- 53:[Pol<123.059357] yes=107,no=108,missing=108,gain=0.310226917,cover=106
- 107:leaf=0.00201885751,cover=0
- 108:leaf=0.00797811244,cover=0
- 54:[Curv5<-0.206445083] yes=109,no=110,missing=109,gain=0.00761704892,cover=10
- 109:leaf=-0.00385490176,cover=0
- 110:leaf=0.000378048426,cover=0
- 6:[Ecc<48.8682671] yes=13,no=14,missing=14,gain=0.727764606,cover=2401341
- 13:[Area5<0.877147377] yes=27,no=28,missing=27,gain=0.714278936,cover=2394381
- 27:[Sulc0<0.849368811] yes=55,no=56,missing=56,gain=1.02387834,cover=2334268
- 55:[Pol<119.248337] yes=111,no=112,missing=111,gain=0.923812568,cover=2334179
- 111:leaf=3.97695803e-05,cover=0
- 112:leaf=-2.35905827e-05,cover=0
- 56:[LGI5<3.14439583] yes=113,no=114,missing=113,gain=1.31175601,cover=89
- 113:leaf=0.0117982058,cover=0
- 114:leaf=-0.000295445643,cover=0
- 28:[LGI5<3.10571551] yes=57,no=58,missing=58,gain=1.45871234,cover=60113
- 57:[Curv5<-0.18985194] yes=115,no=116,missing=115,gain=1.98992169,cover=42326
- 115:leaf=0.000303432113,cover=0
- 116:leaf=-0.00051002932,cover=0
- 58:[LGI5<3.51961541] yes=117,no=118,missing=117,gain=2.57945681,cover=17787
- 117:leaf=0.000534854888,cover=0
- 118:leaf=-0.000924606284,cover=0
- 14:[MidArea5<0.856507063] yes=29,no=30,missing=29,gain=1.08785367,cover=6960
- 29:[LGI5<2.70988083] yes=59,no=60,missing=60,gain=0.57986474,cover=4382
- 59:[PialCurv5<-0.129174799] yes=119,no=120,missing=119,gain=0.391755581,cover=157
- 119:leaf=0.00366068189,cover=0
- 120:leaf=-0.0030632352,cover=0
- 60:[LGI5<3.37729335] yes=121,no=122,missing=121,gain=0.559150457,cover=4225
- 121:leaf=0.00145730551,cover=0
- 122:leaf=0.000157339789,cover=0
- 30:[LGI5<3.23945832] yes=61,no=62,missing=61,gain=0.681575954,cover=2578
- 61:[Area5<0.782137334] yes=123,no=124,missing=123,gain=0.412073314,cover=1611
- 123:leaf=-0.000385903491,cover=0
- 124:leaf=0.00122116308,cover=0
- 62:[Sulc0<-0.0862998366] yes=125,no=126,missing=126,gain=0.414795816,cover=967
- 125:leaf=-0.00299992203,cover=0
- 126:leaf=-0.000695692899,cover=0
-booster[1047]:
-0:[PialArea5<0.806151748] yes=1,no=2,missing=1,gain=0.151350036,cover=5124388
- 1:[Area5<0.877147377] yes=3,no=4,missing=3,gain=0.878195047,cover=2682502
- 3:[Pol<170.080093] yes=7,no=8,missing=7,gain=0.834213614,cover=2663025
- 7:[Sulc0<-0.407819748] yes=15,no=16,missing=15,gain=1.22141147,cover=2540673
- 15:[Curv5<-0.104371414] yes=31,no=32,missing=32,gain=3.87865448,cover=407566
- 31:[Ecc<12.9325523] yes=63,no=64,missing=63,gain=2.20375896,cover=284820
- 63:leaf=6.50168586e-05,cover=0
- 64:leaf=-0.000318031962,cover=0
- 32:[Ecc<4.33753681] yes=65,no=66,missing=66,gain=9.24980927,cover=122746
- 65:leaf=-6.81314996e-05,cover=0
- 66:leaf=-0.00104759389,cover=0
- 16:[Pol<9.44515038] yes=33,no=34,missing=33,gain=1.47157168,cover=2133107
- 33:[Ecc<33.9075584] yes=67,no=68,missing=67,gain=10.0387993,cover=17399
- 67:leaf=-0.00112439273,cover=0
- 68:leaf=0.00170978776,cover=0
- 34:[Pol<51.9018669] yes=69,no=70,missing=69,gain=1.81003129,cover=2115708
- 69:leaf=0.000204479191,cover=0
- 70:leaf=-8.43045927e-06,cover=0
- 8:[LGI5<2.74668789] yes=17,no=18,missing=17,gain=2.86466694,cover=122352
- 17:[Ecc<7.64592981] yes=35,no=36,missing=36,gain=4.05808783,cover=62628
- 35:[Sulc0<-0.195981219] yes=71,no=72,missing=72,gain=2.84609342,cover=50336
- 71:leaf=0.00022929984,cover=0
- 72:leaf=-0.000864192378,cover=0
- 36:[Area5<0.698189139] yes=73,no=74,missing=73,gain=6.06260443,cover=12292
- 73:leaf=-0.00174038799,cover=0
- 74:leaf=0.000594685553,cover=0
- 18:[LGI5<2.89660096] yes=37,no=38,missing=37,gain=4.08163643,cover=59724
- 37:[Area5<0.790145099] yes=75,no=76,missing=75,gain=3.44112682,cover=15541
- 75:leaf=0.000969697547,cover=0
- 76:leaf=0.00709250662,cover=0
- 38:[Curv5<0.0736173838] yes=77,no=78,missing=77,gain=5.83325624,cover=44183
- 77:leaf=0.000569078547,cover=0
- 78:leaf=-0.000614609511,cover=0
- 4:[Sulc0<0.849368811] yes=9,no=10,missing=9,gain=1.67848492,cover=19477
- 9:[Ecc<6.87229633] yes=19,no=20,missing=19,gain=2.47340178,cover=11992
- 19:[LGI5<2.80243301] yes=39,no=40,missing=39,gain=3.88111281,cover=6380
- 39:[Curv5<-0.0179657843] yes=79,no=80,missing=79,gain=3.44240522,cover=6273
- 79:leaf=0.00319966674,cover=0
- 80:leaf=-0.000273131387,cover=0
- 40:[Pol<139.671173] yes=81,no=82,missing=81,gain=3.4965539,cover=107
- 81:leaf=-0.00216680509,cover=0
- 82:leaf=-0.0206592958,cover=0
- 20:[Pol<165.239029] yes=41,no=42,missing=41,gain=3.33863163,cover=5612
- 41:[Ecc<10.0121937] yes=83,no=84,missing=83,gain=2.28032732,cover=5530
- 83:leaf=0.00367129035,cover=0
- 84:leaf=0.00110784778,cover=0
- 42:[PialArea5<0.537928462] yes=85,no=86,missing=85,gain=1.35049224,cover=82
- 85:leaf=-0.0177037902,cover=0
- 86:leaf=-0.00398624176,cover=0
- 10:[Pol<108.184875] yes=21,no=22,missing=21,gain=2.19394946,cover=7485
- 21:[Ecc<8.41855335] yes=43,no=44,missing=43,gain=1.45873356,cover=6791
- 43:[Pol<98.4687576] yes=87,no=88,missing=87,gain=0.645210385,cover=254
- 87:leaf=0.000503296033,cover=0
- 88:leaf=0.00554676028,cover=0
- 44:[Ecc<20.7119312] yes=89,no=90,missing=89,gain=2.45786905,cover=6537
- 89:leaf=-0.00262835412,cover=0
- 90:leaf=-0.000197253758,cover=0
- 22:[LGI5<3.13786864] yes=45,no=46,missing=45,gain=1.29224145,cover=694
- 45:[PialCurv5<0.241144046] yes=91,no=92,missing=91,gain=0.524730206,cover=309
- 91:leaf=0.00668871636,cover=0
- 92:leaf=0.0025269289,cover=0
- 46:[LGI5<3.23225117] yes=93,no=94,missing=93,gain=0.649012446,cover=385
- 93:leaf=-0.00388026796,cover=0
- 94:leaf=0.00143963774,cover=0
- 2:[MidArea5<0.586498976] yes=5,no=6,missing=5,gain=1.11209333,cover=2441886
- 5:[Curv5<-0.245563462] yes=11,no=12,missing=12,gain=0.343271971,cover=345
- 11:[Sulc0<-0.528458416] yes=23,no=24,missing=23,gain=0.205785602,cover=254
- 23:[Curv5<-0.26388669] yes=47,no=48,missing=47,gain=0.144332826,cover=243
- 47:[Ecc<2.73602629] yes=95,no=96,missing=95,gain=0.210848629,cover=189
- 95:leaf=0.00451044878,cover=0
- 96:leaf=0.00116263586,cover=0
- 48:[PialCurv5<-0.122305259] yes=97,no=98,missing=97,gain=0.0925460681,cover=54
- 97:leaf=0.000977876247,cover=0
- 98:leaf=-0.00397585845,cover=0
- 24:[LGI5<2.77389717] yes=49,no=50,missing=49,gain=0.0216201097,cover=11
- 49:leaf=-0.00774202961,cover=0
- 50:[Ecc<6.58772182] yes=99,no=100,missing=99,gain=0.00570018031,cover=8
- 99:leaf=-0.000165903577,cover=0
- 100:leaf=-0.00327995163,cover=0
- 12:[Pol<166.64444] yes=25,no=26,missing=26,gain=0.244854569,cover=91
- 25:[Curv5<-0.172863677] yes=51,no=52,missing=51,gain=0.251597583,cover=70
- 51:[Ecc<0.999059319] yes=101,no=102,missing=101,gain=0.0971220881,cover=61
- 101:leaf=0.000190336228,cover=0
- 102:leaf=0.00426140148,cover=0
- 52:[PialCurv5<-0.119850777] yes=103,no=104,missing=103,gain=0.136146784,cover=9
- 103:leaf=-0.000220425922,cover=0
- 104:leaf=0.0142561663,cover=0
- 26:[PialArea5<0.824056447] yes=53,no=54,missing=53,gain=0.0119436979,cover=21
- 53:leaf=0.0104134362,cover=0
- 54:leaf=0.00204330101,cover=0
- 6:[Area5<0.877147377] yes=13,no=14,missing=14,gain=0.657106638,cover=2441541
- 13:[Sulc0<0.795422614] yes=27,no=28,missing=28,gain=0.951924443,cover=2380951
- 27:[Pol<119.248337] yes=55,no=56,missing=55,gain=0.770198643,cover=2380729
- 55:[Pol<77.5287857] yes=105,no=106,missing=105,gain=6.49870586,cover=1330498
- 105:leaf=-5.62155174e-06,cover=0
- 106:leaf=0.000319515617,cover=0
- 56:[Ecc<35.8605728] yes=107,no=108,missing=107,gain=4.69310665,cover=1050231
- 107:leaf=-4.53684261e-05,cover=0
- 108:leaf=0.000413411384,cover=0
- 28:[Pol<58.6768646] yes=57,no=58,missing=57,gain=1.41155171,cover=222
- 57:[Area5<0.805150867] yes=109,no=110,missing=109,gain=1.32424736,cover=45
- 109:leaf=0.0221982934,cover=0
- 110:leaf=0.00441690115,cover=0
- 58:[LGI5<3.09244633] yes=111,no=112,missing=111,gain=1.03543341,cover=177
- 111:leaf=0.00680212909,cover=0
- 112:leaf=-0.0013631176,cover=0
- 14:[LGI5<3.10571551] yes=29,no=30,missing=29,gain=1.29321611,cover=60590
- 29:[Curv5<-0.18985194] yes=59,no=60,missing=60,gain=1.77490795,cover=42559
- 59:[PialArea5<1.57955706] yes=113,no=114,missing=113,gain=2.42002869,cover=9790
- 113:leaf=-5.15144311e-05,cover=0
- 114:leaf=0.00211508176,cover=0
- 60:[PialCurv5<-0.0940372422] yes=115,no=116,missing=115,gain=1.43705869,cover=32769
- 115:leaf=-0.000984051847,cover=0
- 116:leaf=-0.000262955087,cover=0
- 30:[LGI5<3.51961541] yes=61,no=62,missing=61,gain=2.44934964,cover=18031
- 61:[LGI5<3.45167398] yes=117,no=118,missing=117,gain=1.64478755,cover=14088
- 117:leaf=0.000308841612,cover=0
- 118:leaf=0.00196615141,cover=0
- 62:[Ecc<18.0513744] yes=119,no=120,missing=119,gain=3.86871505,cover=3943
- 119:leaf=0.00159279094,cover=0
- 120:leaf=-0.00188374333,cover=0
-booster[1048]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=1,gain=0.164586425,cover=5124388
- 1:[PialArea5<1.31770575] yes=3,no=4,missing=4,gain=0.324757904,cover=5024305
- 3:[LGI5<2.6558373] yes=7,no=8,missing=8,gain=0.223000228,cover=4971378
- 7:[Sulc0<-0.82173413] yes=15,no=16,missing=16,gain=0.974923491,cover=2137879
- 15:[Curv5<-0.115945198] yes=31,no=32,missing=31,gain=5.61863661,cover=388071
- 31:[PialCurv5<-0.0737633556] yes=63,no=64,missing=64,gain=1.63195503,cover=371381
- 63:leaf=-4.0116407e-05,cover=0
- 64:leaf=0.000504067517,cover=0
- 32:[PialCurv5<-0.0501225069] yes=65,no=66,missing=65,gain=3.39951801,cover=16690
- 65:leaf=-0.0014482626,cover=0
- 66:leaf=7.93301806e-05,cover=0
- 16:[Pol<60.4070244] yes=33,no=34,missing=33,gain=2.78533268,cover=1749808
- 33:[Ecc<1.62447274] yes=67,no=68,missing=68,gain=7.2554431,cover=227202
- 67:leaf=-0.000225672295,cover=0
- 68:leaf=0.000382843107,cover=0
- 34:[Area5<0.600206077] yes=69,no=70,missing=69,gain=2.1044035,cover=1522606
- 69:leaf=0.000107505963,cover=0
- 70:leaf=-2.953281e-05,cover=0
- 8:[Sulc0<-0.87967056] yes=17,no=18,missing=17,gain=1.15447807,cover=2833499
- 17:[LGI5<2.96218491] yes=35,no=36,missing=35,gain=1.52947056,cover=152004
- 35:[Pol<39.9674568] yes=71,no=72,missing=71,gain=1.8306334,cover=55350
- 71:leaf=0.000602990331,cover=0
- 72:leaf=2.65456274e-05,cover=0
- 36:[Pol<20.2198563] yes=73,no=74,missing=73,gain=2.08148456,cover=96654
- 73:leaf=-0.000265308103,cover=0
- 74:leaf=0.000204139258,cover=0
- 18:[Ecc<4.46987629] yes=37,no=38,missing=38,gain=1.68766236,cover=2681495
- 37:[Curv5<0.0365542509] yes=75,no=76,missing=75,gain=4.69289207,cover=84051
- 75:leaf=-0.000466229598,cover=0
- 76:leaf=0.000372329174,cover=0
- 38:[Pol<61.2046547] yes=77,no=78,missing=78,gain=1.38457167,cover=2597444
- 77:leaf=-6.95245399e-05,cover=0
- 78:leaf=1.26335917e-05,cover=0
- 4:[PialCurv5<-0.0715543851] yes=9,no=10,missing=10,gain=2.65336537,cover=52927
- 9:[Curv5<-0.0730527416] yes=19,no=20,missing=19,gain=2.00456381,cover=48100
- 19:[Curv5<-0.230516881] yes=39,no=40,missing=39,gain=1.88629091,cover=48007
- 39:[Pol<146.864227] yes=79,no=80,missing=79,gain=1.49834883,cover=10928
- 79:leaf=-0.000308501854,cover=0
- 80:leaf=-0.00186015293,cover=0
- 40:[Sulc0<-0.574995995] yes=81,no=82,missing=81,gain=2.41045618,cover=37079
- 81:leaf=0.000330581883,cover=0
- 82:leaf=-0.000853514415,cover=0
- 20:[Pol<23.2745647] yes=41,no=42,missing=41,gain=1.78104591,cover=93
- 41:[PialCurv5<-0.113441773] yes=83,no=84,missing=84,gain=0.218212366,cover=13
- 83:leaf=-0.00528517552,cover=0
- 84:leaf=-0.0264390502,cover=0
- 42:[Area5<0.724280655] yes=85,no=86,missing=85,gain=1.94428706,cover=80
- 85:leaf=-0.00986827258,cover=0
- 86:leaf=0.00639923802,cover=0
- 10:[Area5<0.738135278] yes=21,no=22,missing=21,gain=4.4157629,cover=4827
- 21:[Ecc<1.21076584] yes=43,no=44,missing=44,gain=2.59320927,cover=2762
- 43:[LGI5<2.3349762] yes=87,no=88,missing=87,gain=1.33646834,cover=466
- 87:leaf=0.00415331824,cover=0
- 88:leaf=-0.00131230953,cover=0
- 44:[Pol<113.913933] yes=89,no=90,missing=90,gain=1.49346542,cover=2296
- 89:leaf=-0.00216421718,cover=0
- 90:leaf=-0.00475547556,cover=0
- 22:[Curv5<-0.0983823985] yes=45,no=46,missing=45,gain=0.918789506,cover=2065
- 45:[Pol<3.6072247] yes=91,no=92,missing=92,gain=1.16568816,cover=1074
- 91:leaf=0.00719528878,cover=0
- 92:leaf=-0.000857193663,cover=0
- 46:[PialCurv5<-0.0595124774] yes=93,no=94,missing=93,gain=1.55727112,cover=991
- 93:leaf=0.00507290009,cover=0
- 94:leaf=0.000472090032,cover=0
- 2:[LGI5<2.16230083] yes=5,no=6,missing=5,gain=0.874915242,cover=100083
- 5:[Ecc<0.729281187] yes=11,no=12,missing=12,gain=0.712879896,cover=416
- 11:[Sulc0<-1.15707839] yes=23,no=24,missing=23,gain=0.155879974,cover=41
- 23:[Pol<65.8802414] yes=47,no=48,missing=47,gain=0.104583859,cover=35
- 47:[Pol<22.2436924] yes=95,no=96,missing=96,gain=0.0139827728,cover=29
- 95:leaf=0.00744094653,cover=0
- 96:leaf=0.0121809961,cover=0
- 48:[Ecc<0.669936359] yes=97,no=98,missing=97,gain=0.00252168253,cover=6
- 97:leaf=0.00349999266,cover=0
- 98:leaf=0.000365555286,cover=0
- 24:[PialCurv5<-0.0896686092] yes=49,no=50,missing=49,gain=0.00297073857,cover=6
- 49:[PialCurv5<-0.0931780562] yes=99,no=100,missing=99,gain=0.0010044002,cover=3
- 99:leaf=0.00020482541,cover=0
- 100:leaf=0.00226972508,cover=0
- 50:[Ecc<0.45941934] yes=101,no=102,missing=101,gain=0.000497905305,cover=3
- 101:leaf=-0.000791162252,cover=0
- 102:leaf=0.000242189577,cover=0
- 12:[Area5<0.761842728] yes=25,no=26,missing=26,gain=0.390102804,cover=375
- 25:[Curv5<-0.220549613] yes=51,no=52,missing=52,gain=0.542437613,cover=164
- 51:[Sulc0<-0.998678327] yes=103,no=104,missing=103,gain=0.0940546393,cover=44
- 103:leaf=-0.00249929936,cover=0
- 104:leaf=0.00281843706,cover=0
- 52:[Pol<38.1036148] yes=105,no=106,missing=105,gain=0.411110759,cover=120
- 105:leaf=0.0069881524,cover=0
- 106:leaf=0.000430491753,cover=0
- 26:[PialArea5<1.48916721] yes=53,no=54,missing=54,gain=0.649838746,cover=211
- 53:[Area5<0.827407002] yes=107,no=108,missing=107,gain=0.266900092,cover=134
- 107:leaf=-0.000563031936,cover=0
- 108:leaf=0.00403062673,cover=0
- 54:[Sulc0<-0.82173413] yes=109,no=110,missing=109,gain=0.455957741,cover=77
- 109:leaf=-0.00536344852,cover=0
- 110:leaf=0.00392618543,cover=0
- 6:[Area5<0.617766261] yes=13,no=14,missing=14,gain=0.610680401,cover=99667
- 13:[Curv5<-0.186853081] yes=27,no=28,missing=27,gain=0.77405256,cover=760
- 27:[Sulc0<-0.763524294] yes=55,no=56,missing=55,gain=0.798423409,cover=528
- 55:[Ecc<1.10530448] yes=111,no=112,missing=112,gain=0.90880543,cover=488
- 111:leaf=0.00848937687,cover=0
- 112:leaf=0.0012394198,cover=0
- 56:[LGI5<2.58096433] yes=113,no=114,missing=113,gain=0.406066775,cover=40
- 113:leaf=0.011680006,cover=0
- 114:leaf=-0.000782636867,cover=0
- 28:[Sulc0<-0.911647499] yes=57,no=58,missing=57,gain=0.628408849,cover=232
- 57:[Ecc<3.48115921] yes=115,no=116,missing=115,gain=0.343088567,cover=78
- 115:leaf=-0.00590078859,cover=0
- 116:leaf=0.00337868812,cover=0
- 58:[LGI5<2.74668789] yes=117,no=118,missing=117,gain=0.459436923,cover=154
- 117:leaf=0.00255655241,cover=0
- 118:leaf=-0.00356307975,cover=0
- 14:[PialCurv5<-0.108766198] yes=29,no=30,missing=29,gain=0.683367372,cover=98907
- 29:[Curv5<-0.0752395913] yes=59,no=60,missing=59,gain=1.28063595,cover=43195
- 59:[Ecc<31.520586] yes=119,no=120,missing=120,gain=1.149086,cover=43136
- 119:leaf=-0.000132915316,cover=0
- 120:leaf=0.00170905853,cover=0
- 60:[Sulc0<-0.0788570642] yes=121,no=122,missing=121,gain=0.577786803,cover=59
- 121:leaf=-0.00564750237,cover=0
- 122:leaf=-0.0222902112,cover=0
- 30:[LGI5<2.45281005] yes=61,no=62,missing=61,gain=1.57218075,cover=55712
- 61:[LGI5<2.31192279] yes=123,no=124,missing=124,gain=2.18363166,cover=12108
- 123:leaf=-0.000327110232,cover=0
- 124:leaf=0.00111820654,cover=0
- 62:[LGI5<2.61063838] yes=125,no=126,missing=125,gain=4.45878029,cover=43604
- 125:leaf=-0.000830423553,cover=0
- 126:leaf=0.000319834071,cover=0
-booster[1049]:
-0:[Pol<138.971481] yes=1,no=2,missing=1,gain=0.159686968,cover=5124388
- 1:[Curv5<-0.171285838] yes=3,no=4,missing=4,gain=1.20496893,cover=3894617
- 3:[PialCurv5<-0.0877386853] yes=7,no=8,missing=7,gain=6.39516687,cover=869924
- 7:[Ecc<2.73602629] yes=15,no=16,missing=15,gain=2.490453,cover=806256
- 15:[LGI5<2.92895722] yes=31,no=32,missing=31,gain=2.21684456,cover=238529
- 31:[PialArea5<0.898016751] yes=63,no=64,missing=63,gain=2.17314863,cover=238263
- 63:leaf=5.46523188e-05,cover=0
- 64:leaf=-0.000254115381,cover=0
- 32:[Ecc<0.889730632] yes=65,no=66,missing=65,gain=0.469974279,cover=266
- 65:leaf=-0.00165047334,cover=0
- 66:leaf=0.00514554931,cover=0
- 16:[Pol<34.3003769] yes=33,no=34,missing=33,gain=2.90291357,cover=567727
- 33:[Area5<0.720017433] yes=67,no=68,missing=67,gain=3.90873361,cover=305385
- 67:leaf=8.85835907e-05,cover=0
- 68:leaf=-0.000289781165,cover=0
- 34:[MidArea5<0.818603933] yes=69,no=70,missing=69,gain=8.29144669,cover=262342
- 69:leaf=-1.63207933e-05,cover=0
- 70:leaf=0.000574931561,cover=0
- 8:[Sulc0<0.143142253] yes=17,no=18,missing=17,gain=3.17902374,cover=63668
- 17:[Pol<10.3232107] yes=35,no=36,missing=36,gain=2.79824543,cover=61359
- 35:[Ecc<2.42687178] yes=71,no=72,missing=71,gain=2.60357714,cover=8286
- 71:leaf=-0.00197451678,cover=0
- 72:leaf=0.000200538227,cover=0
- 36:[Area5<0.657483757] yes=73,no=74,missing=74,gain=3.22666836,cover=53073
- 73:leaf=0.000467017118,cover=0
- 74:leaf=0.00130645896,cover=0
- 18:[LGI5<2.89660096] yes=37,no=38,missing=37,gain=3.70303297,cover=2309
- 37:[PialArea5<0.715215623] yes=75,no=76,missing=75,gain=2.96192312,cover=492
- 75:leaf=-0.000852589787,cover=0
- 76:leaf=0.00695990399,cover=0
- 38:[Pol<102.241241] yes=77,no=78,missing=77,gain=3.41337037,cover=1817
- 77:leaf=-0.00560184522,cover=0
- 78:leaf=-0.000896445476,cover=0
- 4:[PialCurv5<-0.107986279] yes=9,no=10,missing=10,gain=7.9078207,cover=3024693
- 9:[Ecc<2.54464626] yes=19,no=20,missing=20,gain=9.48623085,cover=67003
- 19:[PialArea5<0.856611013] yes=39,no=40,missing=40,gain=5.74897003,cover=17311
- 39:[Pol<61.2046547] yes=79,no=80,missing=79,gain=3.43268776,cover=7815
- 79:leaf=-0.000917738245,cover=0
- 80:leaf=0.00128390279,cover=0
- 40:[Curv5<-0.151772231] yes=81,no=82,missing=82,gain=5.42186737,cover=9496
- 81:leaf=0.00146094244,cover=0
- 82:leaf=0.0039546336,cover=0
- 20:[Pol<20.2198563] yes=41,no=42,missing=42,gain=6.14800167,cover=49692
- 41:[Pol<2.97048163] yes=83,no=84,missing=83,gain=2.93777323,cover=11053
- 83:leaf=-0.000537759799,cover=0
- 84:leaf=0.00158689637,cover=0
- 42:[Curv5<-0.0773924068] yes=85,no=86,missing=86,gain=3.72207785,cover=38639
- 85:leaf=-2.4372137e-05,cover=0
- 86:leaf=-0.00238242629,cover=0
- 10:[Sulc0<-0.202991232] yes=21,no=22,missing=21,gain=4.63027477,cover=2957690
- 21:[Ecc<3.22716212] yes=43,no=44,missing=44,gain=8.7044735,cover=824290
- 43:[Pol<83.4982376] yes=87,no=88,missing=87,gain=11.67027,cover=329192
- 87:leaf=-0.000203090764,cover=0
- 88:leaf=0.000395231415,cover=0
- 44:[Pol<86.7064972] yes=89,no=90,missing=90,gain=42.5912018,cover=495098
- 89:leaf=-2.80114382e-05,cover=0
- 90:leaf=-0.0011720052,cover=0
- 22:[Pol<69.6327286] yes=45,no=46,missing=45,gain=2.01306701,cover=2133400
- 45:[Ecc<13.4950199] yes=91,no=92,missing=91,gain=37.5878258,cover=397855
- 91:leaf=-0.000942381215,cover=0
- 92:leaf=0.000184002696,cover=0
- 46:[PialCurv5<-0.0704385936] yes=93,no=94,missing=93,gain=5.39193344,cover=1735545
- 93:leaf=-0.000653692114,cover=0
- 94:leaf=4.14632195e-05,cover=0
- 2:[Area5<0.688713074] yes=5,no=6,missing=5,gain=2.81857228,cover=1229771
- 5:[Sulc0<-0.0936657563] yes=11,no=12,missing=11,gain=4.82671356,cover=803527
- 11:[Curv5<0.0300692953] yes=23,no=24,missing=23,gain=4.10791826,cover=729815
- 23:[PialCurv5<-0.0114707183] yes=47,no=48,missing=47,gain=6.64202547,cover=683842
- 47:[Ecc<5.21075869] yes=95,no=96,missing=96,gain=2.80715585,cover=635026
- 95:leaf=-0.000106854903,cover=0
- 96:leaf=0.000104976156,cover=0
- 48:[Ecc<8.48579407] yes=97,no=98,missing=97,gain=15.539444,cover=48816
- 97:leaf=-6.23148371e-05,cover=0
- 98:leaf=-0.0020921214,cover=0
- 24:[Ecc<1.41371143] yes=49,no=50,missing=50,gain=9.31080341,cover=45973
- 49:[Curv5<0.113010712] yes=99,no=100,missing=100,gain=2.72200513,cover=21679
- 99:leaf=0.000171930107,cover=0
- 100:leaf=-0.000966682972,cover=0
- 50:[Ecc<7.64592981] yes=101,no=102,missing=101,gain=26.2099304,cover=24294
- 101:leaf=0.00301521993,cover=0
- 102:leaf=-0.00030080523,cover=0
- 12:[Ecc<42.9490852] yes=25,no=26,missing=25,gain=6.06610155,cover=73712
- 25:[Curv5<0.120553598] yes=51,no=52,missing=52,gain=7.50549412,cover=66092
- 51:[Pol<156.492447] yes=103,no=104,missing=104,gain=8.24062443,cover=50087
- 103:leaf=-0.000409838976,cover=0
- 104:leaf=-0.00175466423,cover=0
- 52:[LGI5<2.91823459] yes=105,no=106,missing=105,gain=3.62178993,cover=16005
- 105:leaf=0.00102689245,cover=0
- 106:leaf=-0.000489190919,cover=0
- 26:[Curv5<-0.0390223041] yes=53,no=54,missing=53,gain=4.80824852,cover=7620
- 53:[Pol<178.471024] yes=107,no=108,missing=107,gain=3.94515514,cover=6335
- 107:leaf=0.00161636714,cover=0
- 108:leaf=-0.00962866005,cover=0
- 54:[Pol<171.401581] yes=109,no=110,missing=110,gain=1.38981164,cover=1285
- 109:leaf=-0.00118926109,cover=0
- 110:leaf=-0.0058134459,cover=0
- 6:[PialArea5<0.718622029] yes=13,no=14,missing=13,gain=3.39783955,cover=426244
- 13:[PialCurv5<0.074624911] yes=27,no=28,missing=28,gain=7.05041313,cover=61126
- 27:[Ecc<10.0121937] yes=55,no=56,missing=55,gain=5.37165356,cover=26997
- 55:[Sulc0<0.110320561] yes=111,no=112,missing=111,gain=9.68881607,cover=13158
- 111:leaf=0.000566641276,cover=0
- 112:leaf=-0.007960652,cover=0
- 56:[LGI5<2.72022414] yes=113,no=114,missing=113,gain=7.22024918,cover=13839
- 113:leaf=0.00550221605,cover=0
- 114:leaf=0.00140778755,cover=0
- 28:[Ecc<23.1745358] yes=57,no=58,missing=57,gain=7.34027481,cover=34129
- 57:[Sulc0<0.193122864] yes=115,no=116,missing=116,gain=5.35626554,cover=27327
- 115:leaf=-3.18905622e-05,cover=0
- 116:leaf=-0.00179132563,cover=0
- 58:[LGI5<3.00232744] yes=117,no=118,missing=117,gain=5.7394309,cover=6802
- 117:leaf=-0.00110209826,cover=0
- 118:leaf=0.00228082016,cover=0
- 14:[Ecc<11.3532677] yes=29,no=30,missing=29,gain=3.11884928,cover=365118
- 29:[Sulc0<-0.569364369] yes=59,no=60,missing=59,gain=10.3998623,cover=147613
- 59:[Ecc<5.97554874] yes=119,no=120,missing=120,gain=8.71221447,cover=71208
- 119:leaf=0.000412274065,cover=0
- 120:leaf=-0.000698745134,cover=0
- 60:[Ecc<6.87229633] yes=121,no=122,missing=121,gain=20.7058487,cover=76405
- 121:leaf=-0.00036251088,cover=0
- 122:leaf=0.001317246,cover=0
- 30:[PialCurv5<-0.00171623251] yes=61,no=62,missing=61,gain=3.91313171,cover=217505
- 61:[PialArea5<0.884929597] yes=123,no=124,missing=124,gain=4.17069769,cover=180282
- 123:leaf=-0.000639725418,cover=0
- 124:leaf=-3.55867996e-05,cover=0
- 62:[Sulc0<-0.130613819] yes=125,no=126,missing=125,gain=6.15255213,cover=37223
- 125:leaf=-0.000881199085,cover=0
- 126:leaf=0.00072867109,cover=0
-booster[1050]:
-0:[Sulc0<0.317313671] yes=1,no=2,missing=1,gain=0.219041452,cover=5124388
- 1:[Curv5<0.147363082] yes=3,no=4,missing=3,gain=1.26255262,cover=3994701
- 3:[PialCurv5<0.185672894] yes=7,no=8,missing=8,gain=2.60789084,cover=3851343
- 7:[Pol<94.4799194] yes=15,no=16,missing=15,gain=1.00494385,cover=3748644
- 15:[PialCurv5<0.0666604191] yes=31,no=32,missing=32,gain=5.19029236,cover=1800848
- 31:[Curv5<0.0452247933] yes=63,no=64,missing=63,gain=3.86470222,cover=1631623
- 63:leaf=-8.48908167e-06,cover=0
- 64:leaf=0.000489398662,cover=0
- 32:[Area5<0.638344944] yes=65,no=66,missing=66,gain=4.47674513,cover=169225
- 65:leaf=-0.000360297883,cover=0
- 66:leaf=0.000395597046,cover=0
- 16:[PialCurv5<0.0666604191] yes=33,no=34,missing=34,gain=3.0471158,cover=1947796
- 33:[Curv5<0.0595101416] yes=67,no=68,missing=67,gain=3.28978038,cover=1719071
- 67:leaf=1.13055385e-05,cover=0
- 68:leaf=-0.000514025975,cover=0
- 34:[LGI5<3.1767621] yes=69,no=70,missing=69,gain=7.28505707,cover=228725
- 69:leaf=-0.000300509244,cover=0
- 70:leaf=0.000543111586,cover=0
- 8:[Ecc<6.41291761] yes=17,no=18,missing=17,gain=4.58624363,cover=102699
- 17:[LGI5<2.16230083] yes=35,no=36,missing=36,gain=4.61430264,cover=56199
- 35:[Pol<104.929901] yes=71,no=72,missing=72,gain=2.06162572,cover=1111
- 71:leaf=-0.00516510755,cover=0
- 72:leaf=-0.000798959285,cover=0
- 36:[Area5<0.664770067] yes=73,no=74,missing=74,gain=3.1305294,cover=55088
- 73:leaf=7.84883523e-05,cover=0
- 74:leaf=0.000886424445,cover=0
- 18:[LGI5<2.80243301] yes=37,no=38,missing=37,gain=7.08676147,cover=46500
- 37:[Pol<95.050293] yes=75,no=76,missing=76,gain=9.15025902,cover=20102
- 75:leaf=0.000389015884,cover=0
- 76:leaf=-0.00176010956,cover=0
- 38:[Sulc0<-0.137935251] yes=77,no=78,missing=77,gain=2.68786049,cover=26398
- 77:leaf=-0.000995468115,cover=0
- 78:leaf=0.000609263137,cover=0
- 4:[Pol<137.578873] yes=9,no=10,missing=9,gain=2.66048002,cover=143358
- 9:[Ecc<5.66086149] yes=19,no=20,missing=20,gain=4.62337971,cover=116007
- 19:[PialCurv5<0.119354174] yes=39,no=40,missing=40,gain=1.52144206,cover=90084
- 39:[Sulc0<0.0689564943] yes=79,no=80,missing=79,gain=1.29393566,cover=6360
- 79:leaf=4.86861791e-05,cover=0
- 80:leaf=0.00148850516,cover=0
- 40:[LGI5<2.51629615] yes=81,no=82,missing=82,gain=1.45417523,cover=83724
- 81:leaf=-2.17268698e-05,cover=0
- 82:leaf=-0.000525537762,cover=0
- 20:[Pol<65.1286774] yes=41,no=42,missing=42,gain=4.13903427,cover=25923
- 41:[LGI5<2.37953305] yes=83,no=84,missing=83,gain=3.61948872,cover=2433
- 83:leaf=0.0178352911,cover=0
- 84:leaf=0.00090665929,cover=0
- 42:[Area5<0.593548477] yes=85,no=86,missing=85,gain=2.23271561,cover=23490
- 85:leaf=-0.00262243277,cover=0
- 86:leaf=-0.000886634924,cover=0
- 10:[Ecc<14.694541] yes=21,no=22,missing=21,gain=2.88921094,cover=27351
- 21:[LGI5<2.93433285] yes=43,no=44,missing=43,gain=4.4529233,cover=26447
- 43:[Ecc<2.8577323] yes=87,no=88,missing=87,gain=5.9965744,cover=18665
- 87:leaf=-0.00027719888,cover=0
- 88:leaf=0.00151521491,cover=0
- 44:[Ecc<5.66086149] yes=89,no=90,missing=89,gain=3.36981511,cover=7782
- 89:leaf=0.013162653,cover=0
- 90:leaf=-0.000873821788,cover=0
- 22:[Ecc<27.327179] yes=45,no=46,missing=45,gain=2.07185459,cover=904
- 45:[PialCurv5<0.0308136549] yes=91,no=92,missing=91,gain=1.25312805,cover=754
- 91:leaf=0.0127789546,cover=0
- 92:leaf=0.00366031565,cover=0
- 46:[PialCurv5<0.216171265] yes=93,no=94,missing=93,gain=1.13556385,cover=150
- 93:leaf=-0.00609883945,cover=0
- 94:leaf=0.0026136667,cover=0
- 2:[Pol<90.9627914] yes=5,no=6,missing=5,gain=2.9443996,cover=1129687
- 5:[Ecc<10.569519] yes=11,no=12,missing=12,gain=5.79198074,cover=377168
- 11:[PialArea5<0.567627013] yes=23,no=24,missing=23,gain=30.8211384,cover=88212
- 23:[Curv5<0.139330834] yes=47,no=48,missing=47,gain=3.50563335,cover=66296
- 47:[Area5<0.758003652] yes=95,no=96,missing=95,gain=4.82092285,cover=28169
- 95:leaf=-0.000616497011,cover=0
- 96:leaf=0.0013882874,cover=0
- 48:[PialCurv5<0.343960524] yes=97,no=98,missing=97,gain=2.23476839,cover=38127
- 97:leaf=0.000621107116,cover=0
- 98:leaf=-0.00020328832,cover=0
- 24:[PialCurv5<0.125401646] yes=49,no=50,missing=49,gain=11.019371,cover=21916
- 49:[Pol<85.4004211] yes=99,no=100,missing=99,gain=8.15372849,cover=10740
- 99:leaf=-0.00403454062,cover=0
- 100:leaf=-0.000815428444,cover=0
- 50:[Sulc0<0.474820405] yes=101,no=102,missing=101,gain=4.81265974,cover=11176
- 101:leaf=-0.00026727753,cover=0
- 102:leaf=-0.00245534698,cover=0
- 12:[PialCurv5<0.04242469] yes=25,no=26,missing=25,gain=6.92718554,cover=288956
- 25:[MidArea5<0.656586885] yes=51,no=52,missing=52,gain=4.57939529,cover=31274
- 51:[LGI5<2.98459172] yes=103,no=104,missing=103,gain=4.95190573,cover=9509
- 103:leaf=-0.00242454535,cover=0
- 104:leaf=0.000357431039,cover=0
- 52:[PialCurv5<-0.0114707183] yes=105,no=106,missing=105,gain=4.34788132,cover=21765
- 105:leaf=0.00273115025,cover=0
- 106:leaf=0.000775382272,cover=0
- 26:[Curv5<0.0213092454] yes=53,no=54,missing=54,gain=3.88311529,cover=257682
- 53:[Ecc<20.7119312] yes=107,no=108,missing=107,gain=3.51273584,cover=8196
- 107:leaf=-5.21074071e-05,cover=0
- 108:leaf=0.00201850408,cover=0
- 54:[LGI5<2.83602357] yes=109,no=110,missing=110,gain=3.18576241,cover=249486
- 109:leaf=0.000366196851,cover=0
- 110:leaf=-0.000208029174,cover=0
- 6:[Pol<152.092255] yes=13,no=14,missing=13,gain=2.79782104,cover=752519
- 13:[Curv5<0.122410901] yes=27,no=28,missing=27,gain=2.83477187,cover=743455
- 27:[Ecc<4.94054604] yes=55,no=56,missing=55,gain=5.98669815,cover=322433
- 55:[Pol<129.571716] yes=111,no=112,missing=112,gain=2.68363762,cover=11326
- 111:leaf=-0.000842606823,cover=0
- 112:leaf=-0.00565147726,cover=0
- 56:[LGI5<2.95653391] yes=113,no=114,missing=113,gain=5.15124655,cover=311107
- 113:leaf=0.000437793176,cover=0
- 114:leaf=2.61968798e-05,cover=0
- 28:[Ecc<32.0879669] yes=57,no=58,missing=57,gain=2.40816283,cover=421022
- 57:[Ecc<13.8847265] yes=115,no=116,missing=115,gain=1.69290042,cover=393314
- 115:leaf=-4.12876943e-06,cover=0
- 116:leaf=-0.000235154104,cover=0
- 58:[LGI5<2.96218491] yes=117,no=118,missing=117,gain=3.56958008,cover=27708
- 117:leaf=0.00168426509,cover=0
- 118:leaf=0.00016000992,cover=0
- 14:[Ecc<29.8764286] yes=29,no=30,missing=30,gain=3.8097508,cover=9064
- 29:[Curv5<0.157731384] yes=59,no=60,missing=59,gain=4.48018932,cover=2731
- 59:[MidArea5<0.770541191] yes=119,no=120,missing=119,gain=3.2330389,cover=1270
- 119:leaf=-0.00574912736,cover=0
- 120:leaf=0.000809007324,cover=0
- 60:[LGI5<2.25075769] yes=121,no=122,missing=121,gain=0.558377802,cover=1461
- 121:leaf=-0.00880469847,cover=0
- 122:leaf=-0.000391752837,cover=0
- 30:[PialArea5<0.782997906] yes=61,no=62,missing=62,gain=4.55850077,cover=6333
- 61:[PialCurv5<-0.0656740367] yes=123,no=124,missing=123,gain=4.46992016,cover=2785
- 123:leaf=0.0077730054,cover=0
- 124:leaf=0.000726747967,cover=0
- 62:[LGI5<2.93978119] yes=125,no=126,missing=126,gain=2.28915596,cover=3548
- 125:leaf=0.00370154087,cover=0
- 126:leaf=-0.00166929222,cover=0
-booster[1051]:
-0:[Sulc0<0.383163035] yes=1,no=2,missing=2,gain=0.199724838,cover=5124388
- 1:[Curv5<0.155577481] yes=3,no=4,missing=3,gain=1.21356618,cover=4135095
- 3:[PialCurv5<0.185672894] yes=7,no=8,missing=7,gain=2.75629973,cover=3988572
- 7:[LGI5<3.74316525] yes=15,no=16,missing=16,gain=0.834387541,cover=3849548
- 15:[PialArea5<0.580179036] yes=31,no=32,missing=31,gain=0.888471067,cover=3798265
- 31:[Area5<0.67507118] yes=63,no=64,missing=63,gain=7.12313175,cover=270237
- 63:leaf=-9.41850667e-05,cover=0
- 64:leaf=0.000445744256,cover=0
- 32:[Curv5<0.0473068655] yes=65,no=66,missing=65,gain=2.95573282,cover=3528028
- 65:leaf=1.04195606e-05,cover=0
- 66:leaf=-0.000172414337,cover=0
- 16:[PialArea5<0.617149889] yes=33,no=34,missing=33,gain=2.01938534,cover=51283
- 33:[LGI5<3.84897733] yes=67,no=68,missing=68,gain=2.07572699,cover=5010
- 67:leaf=9.12488103e-05,cover=0
- 68:leaf=-0.00198481884,cover=0
- 34:[Area5<0.782137334] yes=69,no=70,missing=70,gain=1.08092725,cover=46273
- 69:leaf=-0.000188143735,cover=0
- 70:leaf=0.000531680125,cover=0
- 8:[Area5<0.639429986] yes=17,no=18,missing=18,gain=3.02913642,cover=139024
- 17:[LGI5<3.58443618] yes=35,no=36,missing=35,gain=3.38173008,cover=21166
- 35:[PialArea5<0.38075453] yes=71,no=72,missing=71,gain=2.05111933,cover=20853
- 71:leaf=0.000928768248,cover=0
- 72:leaf=-0.000584615569,cover=0
- 36:[LGI5<3.94193578] yes=73,no=74,missing=73,gain=1.2509656,cover=313
- 73:leaf=0.00653450284,cover=0
- 74:leaf=-0.000997078489,cover=0
- 18:[Ecc<4.94054604] yes=37,no=38,missing=37,gain=3.24215221,cover=117858
- 37:[LGI5<2.16230083] yes=75,no=76,missing=75,gain=3.08222532,cover=44323
- 75:leaf=-0.00228138547,cover=0
- 76:leaf=0.000724410987,cover=0
- 38:[LGI5<3.09244633] yes=77,no=78,missing=77,gain=3.49273467,cover=73535
- 77:leaf=-7.16536524e-05,cover=0
- 78:leaf=0.000730797241,cover=0
- 4:[Ecc<5.46745825] yes=9,no=10,missing=9,gain=2.16156673,cover=146523
- 9:[LGI5<2.69973111] yes=19,no=20,missing=20,gain=2.67886758,cover=101254
- 19:[PialArea5<0.662493944] yes=39,no=40,missing=39,gain=1.12778282,cover=97783
- 39:[Ecc<4.27275372] yes=79,no=80,missing=79,gain=1.27116823,cover=96228
- 79:leaf=-0.000149624757,cover=0
- 80:leaf=0.000383783947,cover=0
- 40:[PialCurv5<0.260145098] yes=81,no=82,missing=81,gain=1.52803195,cover=1555
- 81:leaf=0.00223329687,cover=0
- 82:leaf=-0.00129137945,cover=0
- 20:[Sulc0<-0.469276249] yes=41,no=42,missing=41,gain=1.97691774,cover=3471
- 41:[LGI5<2.79054689] yes=83,no=84,missing=83,gain=2.52178335,cover=50
- 83:leaf=0.0190041941,cover=0
- 84:leaf=-0.00436235638,cover=0
- 42:[Pol<44.6807365] yes=85,no=86,missing=86,gain=1.75855184,cover=3421
- 85:leaf=-0.00727567449,cover=0
- 86:leaf=0.00136175123,cover=0
- 10:[Pol<151.353775] yes=21,no=22,missing=21,gain=4.66780472,cover=45269
- 21:[Pol<67.3859482] yes=43,no=44,missing=43,gain=3.57163906,cover=31644
- 43:[PialCurv5<0.196748361] yes=87,no=88,missing=88,gain=3.27850151,cover=2290
- 87:leaf=0.00337981246,cover=0
- 88:leaf=-0.000455648144,cover=0
- 44:[LGI5<3.42912889] yes=89,no=90,missing=89,gain=2.07577515,cover=29354
- 89:leaf=-0.00100624782,cover=0
- 90:leaf=0.000844388676,cover=0
- 22:[LGI5<2.92895722] yes=45,no=46,missing=45,gain=6.22589588,cover=13625
- 45:[PialCurv5<0.010724308] yes=91,no=92,missing=92,gain=2.65655088,cover=6224
- 91:leaf=0.0115721757,cover=0
- 92:leaf=0.00140907068,cover=0
- 46:[Ecc<14.694541] yes=93,no=94,missing=93,gain=2.33873177,cover=7401
- 93:leaf=-0.00086139515,cover=0
- 94:leaf=0.00278336811,cover=0
- 2:[Pol<147.599014] yes=5,no=6,missing=6,gain=2.62365746,cover=989293
- 5:[Pol<119.777687] yes=11,no=12,missing=11,gain=3.1169107,cover=980600
- 11:[Curv5<0.151368812] yes=23,no=24,missing=24,gain=2.12589169,cover=869570
- 23:[Ecc<4.94054604] yes=47,no=48,missing=47,gain=9.07038975,cover=546435
- 47:[Area5<0.687926829] yes=95,no=96,missing=95,gain=3.834095,cover=15013
- 95:leaf=-0.00251044752,cover=0
- 96:leaf=-0.000781638722,cover=0
- 48:[Pol<93.9093552] yes=97,no=98,missing=97,gain=3.89538336,cover=531422
- 97:leaf=-0.000209145437,cover=0
- 98:leaf=6.16859252e-05,cover=0
- 24:[Sulc0<0.574602425] yes=49,no=50,missing=49,gain=3.2198348,cover=323135
- 49:[MidArea5<0.505849421] yes=99,no=100,missing=99,gain=1.76119256,cover=79164
- 99:leaf=9.21701394e-06,cover=0
- 100:leaf=0.000505424512,cover=0
- 50:[LGI5<2.42065382] yes=101,no=102,missing=101,gain=1.50146878,cover=243971
- 101:leaf=0.000424600177,cover=0
- 102:leaf=-6.62556922e-05,cover=0
- 12:[Ecc<12.7231894] yes=25,no=26,missing=25,gain=7.98333502,cover=111030
- 25:[Pol<125.881905] yes=51,no=52,missing=51,gain=6.03973198,cover=13874
- 51:[LGI5<3.38720298] yes=103,no=104,missing=103,gain=2.92653394,cover=10098
- 103:leaf=-8.02398281e-05,cover=0
- 104:leaf=-0.00459324103,cover=0
- 52:[PialArea5<0.621054947] yes=105,no=106,missing=106,gain=2.87782192,cover=3776
- 105:leaf=-0.00181793049,cover=0
- 106:leaf=-0.00505885389,cover=0
- 26:[PialCurv5<0.104427323] yes=53,no=54,missing=53,gain=7.5039649,cover=97156
- 53:[MidArea5<0.722913623] yes=107,no=108,missing=107,gain=5.89117718,cover=29157
- 107:leaf=0.00168297219,cover=0
- 108:leaf=0.000246550626,cover=0
- 54:[Sulc0<1.06550956] yes=109,no=110,missing=109,gain=1.81075573,cover=67999
- 109:leaf=0.000141033132,cover=0
- 110:leaf=-0.00199717842,cover=0
- 6:[Ecc<24.3269672] yes=13,no=14,missing=13,gain=3.29446507,cover=8693
- 13:[Curv5<0.166947007] yes=27,no=28,missing=27,gain=3.80469751,cover=1760
- 27:[Curv5<-0.00633975025] yes=55,no=56,missing=56,gain=1.92809772,cover=856
- 55:[Pol<157.965515] yes=111,no=112,missing=111,gain=2.08844256,cover=116
- 111:leaf=0.00350706279,cover=0
- 112:leaf=-0.0154365376,cover=0
- 56:[Ecc<3.35458159] yes=113,no=114,missing=114,gain=1.28236485,cover=740
- 113:leaf=0.00423376216,cover=0
- 114:leaf=-0.00655497098,cover=0
- 28:[LGI5<2.56865931] yes=57,no=58,missing=57,gain=0.398292243,cover=904
- 57:[Ecc<7.34691238] yes=115,no=116,missing=115,gain=1.25076652,cover=251
- 115:leaf=-0.00187769218,cover=0
- 116:leaf=0.00524000451,cover=0
- 58:[Sulc0<0.610343635] yes=117,no=118,missing=117,gain=0.325368375,cover=653
- 117:leaf=-0.000630128197,cover=0
- 118:leaf=-0.00337998802,cover=0
- 14:[MidArea5<0.781777322] yes=29,no=30,missing=29,gain=3.70821667,cover=6933
- 29:[Area5<0.612264991] yes=59,no=60,missing=59,gain=3.33139014,cover=4655
- 59:[LGI5<3.39750218] yes=119,no=120,missing=120,gain=1.92662621,cover=257
- 119:leaf=0.00309849973,cover=0
- 120:leaf=0.0125677288,cover=0
- 60:[Sulc0<0.528918922] yes=121,no=122,missing=121,gain=3.09908247,cover=4398
- 121:leaf=0.00117154943,cover=0
- 122:leaf=-0.00153840357,cover=0
- 30:[LGI5<2.89660096] yes=61,no=62,missing=62,gain=1.48667526,cover=2278
- 61:[Curv5<-0.0575901605] yes=123,no=124,missing=123,gain=0.743427575,cover=104
- 123:leaf=0.0115018459,cover=0
- 124:leaf=0.0014587664,cover=0
- 62:[Sulc0<0.506771445] yes=125,no=126,missing=126,gain=1.53666067,cover=2174
- 125:leaf=-0.00151839142,cover=0
- 126:leaf=-0.00451580528,cover=0
-booster[1052]:
-0:[Ecc<40.3354568] yes=1,no=2,missing=2,gain=0.183929309,cover=5124388
- 1:[Pol<103.31839] yes=3,no=4,missing=4,gain=0.342764437,cover=4921442
- 3:[Ecc<14.9070177] yes=7,no=8,missing=8,gain=3.35077238,cover=2511275
- 7:[Ecc<7.24576569] yes=15,no=16,missing=15,gain=6.36990881,cover=1870378
- 15:[Ecc<4.73840666] yes=31,no=32,missing=32,gain=4.18940258,cover=1253426
- 31:[PialCurv5<0.171042696] yes=63,no=64,missing=63,gain=3.17301083,cover=826023
- 63:leaf=-5.55631887e-05,cover=0
- 64:leaf=0.000249828096,cover=0
- 32:[PialCurv5<-0.139269829] yes=65,no=66,missing=66,gain=9.34376049,cover=427403
- 65:leaf=-0.000545880699,cover=0
- 66:leaf=0.00024890434,cover=0
- 16:[Sulc0<-0.420901269] yes=33,no=34,missing=33,gain=10.491497,cover=616952
- 33:[Pol<1.49603665] yes=67,no=68,missing=67,gain=3.50510502,cover=186396
- 67:leaf=-0.00110023306,cover=0
- 68:leaf=0.000200115479,cover=0
- 34:[Pol<68.1421661] yes=69,no=70,missing=69,gain=24.2994862,cover=430556
- 69:leaf=-0.000904368411,cover=0
- 70:leaf=-5.79158768e-05,cover=0
- 8:[Pol<36.2100182] yes=17,no=18,missing=18,gain=11.4388428,cover=640897
- 17:[Area5<0.691945016] yes=35,no=36,missing=35,gain=10.1005058,cover=230844
- 35:[Curv5<-0.195883974] yes=71,no=72,missing=72,gain=7.99885082,cover=109462
- 71:leaf=-0.000184683464,cover=0
- 72:leaf=-0.00106720347,cover=0
- 36:[PialArea5<0.808668435] yes=73,no=74,missing=74,gain=5.22125816,cover=121382
- 73:leaf=0.00120179227,cover=0
- 74:leaf=4.42069359e-05,cover=0
- 18:[Curv5<-0.024997253] yes=37,no=38,missing=37,gain=26.6688843,cover=410053
- 37:[PialArea5<0.655307472] yes=75,no=76,missing=75,gain=13.9439049,cover=86166
- 75:leaf=-0.000271575875,cover=0
- 76:leaf=0.00135902525,cover=0
- 38:[PialCurv5<-0.00763805071] yes=77,no=78,missing=77,gain=7.5280056,cover=323887
- 77:leaf=0.00135432801,cover=0
- 78:leaf=1.89980383e-05,cover=0
- 4:[Ecc<17.5281601] yes=9,no=10,missing=9,gain=3.5437839,cover=2410167
- 9:[LGI5<2.93978119] yes=19,no=20,missing=19,gain=5.62339211,cover=1957404
- 19:[Sulc0<-0.0637059584] yes=39,no=40,missing=40,gain=3.47602296,cover=1554320
- 39:[Ecc<4.13769388] yes=79,no=80,missing=79,gain=10.6125841,cover=1084667
- 79:leaf=8.68698335e-05,cover=0
- 80:leaf=-0.00022609478,cover=0
- 40:[Ecc<7.59607029] yes=81,no=82,missing=81,gain=12.1767101,cover=469653
- 81:leaf=-0.000107789376,cover=0
- 82:leaf=0.000418991607,cover=0
- 20:[PialCurv5<-0.0758950338] yes=41,no=42,missing=41,gain=7.33075047,cover=403084
- 41:[Sulc0<-0.27863887] yes=83,no=84,missing=83,gain=13.2874365,cover=128822
- 83:leaf=9.08015209e-05,cover=0
- 84:leaf=-0.001310547,cover=0
- 42:[Pol<158.709351] yes=85,no=86,missing=86,gain=10.933363,cover=274262
- 85:leaf=0.000502736832,cover=0
- 86:leaf=-0.000247359771,cover=0
- 10:[Sulc0<-0.210027173] yes=21,no=22,missing=21,gain=12.0235386,cover=452763
- 21:[Pol<141.801834] yes=43,no=44,missing=44,gain=21.9512691,cover=157526
- 43:[Ecc<19.4699688] yes=87,no=88,missing=87,gain=6.74176407,cover=6011
- 87:leaf=-0.00111595495,cover=0
- 88:leaf=0.00383089273,cover=0
- 44:[LGI5<2.90731096] yes=89,no=90,missing=90,gain=2.90031624,cover=151515
- 89:leaf=0.000793467276,cover=0
- 90:leaf=2.88017964e-05,cover=0
- 22:[Sulc0<0.392869562] yes=45,no=46,missing=45,gain=12.0446405,cover=295237
- 45:[Pol<144.670364] yes=91,no=92,missing=91,gain=10.0382824,cover=162943
- 91:leaf=-0.00099218206,cover=0
- 92:leaf=-0.000206780023,cover=0
- 46:[Pol<124.735107] yes=93,no=94,missing=93,gain=7.00004339,cover=132294
- 93:leaf=-0.000242967188,cover=0
- 94:leaf=0.000515683729,cover=0
- 2:[PialCurv5<-0.0209923834] yes=5,no=6,missing=6,gain=3.18687367,cover=202946
- 5:[LGI5<3.51961541] yes=11,no=12,missing=12,gain=2.70729876,cover=76975
- 11:[Sulc0<-0.115756653] yes=23,no=24,missing=24,gain=3.82155824,cover=65075
- 23:[PialCurv5<-0.0982506946] yes=47,no=48,missing=47,gain=1.65583289,cover=26196
- 47:[Area5<0.598585367] yes=95,no=96,missing=95,gain=2.10013533,cover=18453
- 95:leaf=-0.000823297654,cover=0
- 96:leaf=0.00042455495,cover=0
- 48:[PialArea5<0.785624862] yes=97,no=98,missing=98,gain=2.00324416,cover=7743
- 97:leaf=0.00207190774,cover=0
- 98:leaf=-0.000976130657,cover=0
- 24:[Pol<142.520569] yes=49,no=50,missing=50,gain=3.46756887,cover=38879
- 49:[MidArea5<0.688058555] yes=99,no=100,missing=99,gain=4.0414753,cover=22222
- 99:leaf=-0.000277050392,cover=0
- 100:leaf=0.00139774929,cover=0
- 50:[Area5<0.666510165] yes=101,no=102,missing=101,gain=7.61402035,cover=16657
- 101:leaf=0.00167434698,cover=0
- 102:leaf=-0.000624317792,cover=0
- 12:[Area5<0.924216449] yes=25,no=26,missing=26,gain=2.24268484,cover=11900
- 25:[Sulc0<0.118391842] yes=51,no=52,missing=51,gain=2.23092628,cover=11805
- 51:[PialCurv5<-0.0330938511] yes=103,no=104,missing=103,gain=2.74855304,cover=6445
- 103:leaf=0.000440037664,cover=0
- 104:leaf=-0.00427856995,cover=0
- 52:[PialArea5<0.550757647] yes=105,no=106,missing=105,gain=1.28087735,cover=5360
- 105:leaf=0.00296928128,cover=0
- 106:leaf=-0.00132209284,cover=0
- 26:[Ecc<43.8470497] yes=53,no=54,missing=54,gain=0.296247482,cover=95
- 53:[Pol<16.156723] yes=107,no=108,missing=107,gain=0.40586412,cover=45
- 107:leaf=-0.0145351207,cover=0
- 108:leaf=-0.00258615962,cover=0
- 54:[Pol<149.072266] yes=109,no=110,missing=110,gain=0.281395912,cover=50
- 109:leaf=-0.00642566383,cover=0
- 110:leaf=-0.0143584032,cover=0
- 6:[Curv5<0.0278947372] yes=13,no=14,missing=13,gain=2.62895346,cover=125971
- 13:[Pol<111.846848] yes=27,no=28,missing=27,gain=2.23838758,cover=34773
- 27:[Pol<90.9627914] yes=55,no=56,missing=56,gain=5.50660849,cover=24398
- 55:[Pol<56.1920547] yes=111,no=112,missing=111,gain=10.3190212,cover=22403
- 111:leaf=-0.000796276901,cover=0
- 112:leaf=0.00553135341,cover=0
- 56:[Pol<106.604004] yes=113,no=114,missing=113,gain=3.01183987,cover=1995
- 113:leaf=-0.00503616827,cover=0
- 114:leaf=-0.0011112513,cover=0
- 28:[PialArea5<0.651661396] yes=57,no=58,missing=57,gain=5.04907942,cover=10375
- 57:[LGI5<2.90731096] yes=115,no=116,missing=115,gain=2.18315244,cover=2057
- 115:leaf=-0.0070057991,cover=0
- 116:leaf=-0.00162372179,cover=0
- 58:[Curv5<-0.163374811] yes=117,no=118,missing=118,gain=2.97952223,cover=8318
- 117:leaf=-0.0110070696,cover=0
- 118:leaf=0.000669425179,cover=0
- 14:[PialCurv5<0.0400940292] yes=29,no=30,missing=29,gain=6.04703474,cover=91198
- 29:[PialArea5<0.640100121] yes=59,no=60,missing=59,gain=4.44301891,cover=3759
- 59:[Sulc0<0.235979095] yes=119,no=120,missing=120,gain=3.07552505,cover=943
- 119:leaf=0.00858039316,cover=0
- 120:leaf=-0.00190925563,cover=0
- 60:[LGI5<3.58443618] yes=121,no=122,missing=121,gain=3.6581068,cover=2816
- 121:leaf=0.0035391592,cover=0
- 122:leaf=-0.0021570283,cover=0
- 30:[PialArea5<1.05055559] yes=61,no=62,missing=62,gain=3.29675198,cover=87439
- 61:[Pol<84.7687759] yes=123,no=124,missing=123,gain=2.65761089,cover=87352
- 123:leaf=-0.000359913392,cover=0
- 124:leaf=0.000215888678,cover=0
- 62:[Curv5<0.0574831441] yes=125,no=126,missing=126,gain=1.92646456,cover=87
- 125:leaf=0.00138757494,cover=0
- 126:leaf=0.0162826534,cover=0
-booster[1053]:
-0:[Sulc0<0.383163035] yes=1,no=2,missing=1,gain=0.247494057,cover=5124388
- 1:[Curv5<0.155577481] yes=3,no=4,missing=3,gain=1.14439154,cover=4135095
- 3:[PialCurv5<0.185672894] yes=7,no=8,missing=8,gain=2.40202188,cover=3988572
- 7:[LGI5<3.74316525] yes=15,no=16,missing=15,gain=0.755332887,cover=3849548
- 15:[PialArea5<0.580179036] yes=31,no=32,missing=31,gain=0.802889347,cover=3798265
- 31:[Area5<0.695856333] yes=63,no=64,missing=64,gain=6.5892334,cover=270237
- 63:leaf=-4.52890999e-05,cover=0
- 64:leaf=0.000543686037,cover=0
- 32:[Curv5<0.0896491781] yes=65,no=66,missing=65,gain=2.79075742,cover=3528028
- 65:leaf=5.10730388e-06,cover=0
- 66:leaf=-0.000338895479,cover=0
- 16:[PialArea5<0.617149889] yes=33,no=34,missing=33,gain=1.80035126,cover=51283
- 33:[Sulc0<-0.265099555] yes=67,no=68,missing=68,gain=1.89778256,cover=5010
- 67:leaf=0.00136634754,cover=0
- 68:leaf=-0.00147343625,cover=0
- 34:[MidArea5<0.639977157] yes=69,no=70,missing=69,gain=1.05889714,cover=46273
- 69:leaf=0.000869854062,cover=0
- 70:leaf=-0.000149660322,cover=0
- 8:[Area5<0.639429986] yes=17,no=18,missing=18,gain=2.73526907,cover=139024
- 17:[LGI5<3.58443618] yes=35,no=36,missing=36,gain=3.06921506,cover=21166
- 35:[PialArea5<0.38075453] yes=71,no=72,missing=71,gain=1.8536514,cover=20853
- 71:leaf=0.000880132895,cover=0
- 72:leaf=-0.00055855891,cover=0
- 36:[PialCurv5<0.322157294] yes=73,no=74,missing=73,gain=1.21389842,cover=313
- 73:leaf=0.00532715535,cover=0
- 74:leaf=-0.00845720153,cover=0
- 18:[Ecc<5.01513863] yes=37,no=38,missing=37,gain=2.90014219,cover=117858
- 37:[LGI5<2.16230083] yes=75,no=76,missing=76,gain=2.70530462,cover=45007
- 75:leaf=-0.0021273829,cover=0
- 76:leaf=0.000678739161,cover=0
- 38:[LGI5<3.09244633] yes=77,no=78,missing=77,gain=3.24705935,cover=72851
- 77:leaf=-7.70923361e-05,cover=0
- 78:leaf=0.000697854499,cover=0
- 4:[Ecc<5.46745825] yes=9,no=10,missing=9,gain=1.92422044,cover=146523
- 9:[LGI5<2.95653391] yes=19,no=20,missing=19,gain=2.47346044,cover=101254
- 19:[Pol<125.308708] yes=39,no=40,missing=39,gain=1.1568327,cover=100794
- 39:[PialCurv5<0.119354174] yes=79,no=80,missing=80,gain=1.11949205,cover=84357
- 79:leaf=0.000661191705,cover=0
- 80:leaf=-0.000145644983,cover=0
- 40:[Ecc<2.73602629] yes=81,no=82,missing=81,gain=3.12075853,cover=16437
- 81:leaf=-0.000249094446,cover=0
- 82:leaf=0.00114026142,cover=0
- 20:[Pol<134.081207] yes=41,no=42,missing=41,gain=2.60782766,cover=460
- 41:[Pol<44.6807365] yes=83,no=84,missing=84,gain=1.81330276,cover=413
- 83:leaf=-0.0113034733,cover=0
- 84:leaf=0.0031504964,cover=0
- 42:[Sulc0<0.0689564943] yes=85,no=86,missing=85,gain=0.551953316,cover=47
- 85:leaf=0.0160783492,cover=0
- 86:leaf=-0.00473258644,cover=0
- 10:[Pol<151.353775] yes=21,no=22,missing=21,gain=4.24843502,cover=45269
- 21:[Pol<67.3859482] yes=43,no=44,missing=44,gain=3.29019213,cover=31644
- 43:[Sulc0<0.0530014001] yes=87,no=88,missing=87,gain=3.21512127,cover=2290
- 87:leaf=0.00285634142,cover=0
- 88:leaf=-0.000897547696,cover=0
- 44:[Ecc<19.4699688] yes=89,no=90,missing=89,gain=1.9971199,cover=29354
- 89:leaf=-0.000979429809,cover=0
- 90:leaf=0.000598586339,cover=0
- 22:[LGI5<2.92895722] yes=45,no=46,missing=45,gain=5.52315283,cover=13625
- 45:[PialCurv5<-0.0800075978] yes=91,no=92,missing=91,gain=2.42567253,cover=6224
- 91:leaf=0.0260426737,cover=0
- 92:leaf=0.00139314064,cover=0
- 46:[Ecc<10.8716469] yes=93,no=94,missing=93,gain=2.17234373,cover=7401
- 93:leaf=-0.00123863248,cover=0
- 94:leaf=0.000539409637,cover=0
- 2:[Pol<147.599014] yes=5,no=6,missing=6,gain=2.40640306,cover=989293
- 5:[Pol<119.777687] yes=11,no=12,missing=11,gain=2.55751014,cover=980600
- 11:[Curv5<0.151368812] yes=23,no=24,missing=23,gain=1.89921761,cover=869570
- 23:[Ecc<4.27275372] yes=47,no=48,missing=48,gain=8.23632622,cover=546435
- 47:[LGI5<2.54917789] yes=95,no=96,missing=95,gain=5.48690701,cover=8851
- 95:leaf=-0.000724363024,cover=0
- 96:leaf=-0.00335659832,cover=0
- 48:[Pol<93.9093552] yes=97,no=98,missing=97,gain=3.05573344,cover=537584
- 97:leaf=-0.000199230082,cover=0
- 98:leaf=3.93239279e-05,cover=0
- 24:[Sulc0<0.610343635] yes=49,no=50,missing=49,gain=2.87787151,cover=323135
- 49:[Pol<96.8070755] yes=99,no=100,missing=99,gain=2.40721869,cover=95866
- 99:leaf=0.000624827633,cover=0
- 100:leaf=9.88264946e-05,cover=0
- 50:[LGI5<2.41724968] yes=101,no=102,missing=101,gain=1.31136334,cover=227269
- 101:leaf=0.00043299119,cover=0
- 102:leaf=-7.49832689e-05,cover=0
- 12:[Ecc<12.7231894] yes=25,no=26,missing=25,gain=7.14167786,cover=111030
- 25:[Pol<128.334747] yes=51,no=52,missing=51,gain=5.45684481,cover=13874
- 51:[LGI5<3.38720298] yes=103,no=104,missing=103,gain=3.30359602,cover=11692
- 103:leaf=-0.00025773549,cover=0
- 104:leaf=-0.00472822879,cover=0
- 52:[Curv5<0.135532871] yes=105,no=106,missing=105,gain=3.06680393,cover=2182
- 105:leaf=-0.00523912674,cover=0
- 106:leaf=-0.00146619289,cover=0
- 26:[PialCurv5<0.104427323] yes=53,no=54,missing=53,gain=6.82881355,cover=97156
- 53:[MidArea5<0.722913623] yes=107,no=108,missing=107,gain=5.39321136,cover=29157
- 107:leaf=0.00159073551,cover=0
- 108:leaf=0.000216364468,cover=0
- 54:[Sulc0<1.06550956] yes=109,no=110,missing=109,gain=1.61691093,cover=67999
- 109:leaf=0.000117761723,cover=0
- 110:leaf=-0.00190276059,cover=0
- 6:[Ecc<24.3269672] yes=13,no=14,missing=13,gain=2.97813845,cover=8693
- 13:[Curv5<0.166947007] yes=27,no=28,missing=27,gain=3.45474577,cover=1760
- 27:[Curv5<-0.00633975025] yes=55,no=56,missing=56,gain=1.73580933,cover=856
- 55:[Pol<157.965515] yes=111,no=112,missing=111,gain=1.89362252,cover=116
- 111:leaf=0.0033127272,cover=0
- 112:leaf=-0.0147255957,cover=0
- 56:[Ecc<3.35458159] yes=113,no=114,missing=114,gain=1.16434193,cover=740
- 113:leaf=0.00403457833,cover=0
- 114:leaf=-0.00624569133,cover=0
- 28:[Area5<0.67507118] yes=57,no=58,missing=57,gain=0.392636776,cover=904
- 57:[Curv5<0.204311207] yes=115,no=116,missing=115,gain=0.560560226,cover=563
- 115:leaf=-0.00456095999,cover=0
- 116:leaf=-0.000567150826,cover=0
- 58:[LGI5<2.96218491] yes=117,no=118,missing=118,gain=0.98815608,cover=341
- 117:leaf=0.00255132699,cover=0
- 118:leaf=-0.00332056964,cover=0
- 14:[PialArea5<0.846608043] yes=29,no=30,missing=29,gain=3.35793877,cover=6933
- 29:[Area5<0.615061462] yes=59,no=60,missing=59,gain=3.41551757,cover=4992
- 59:[LGI5<3.39750218] yes=119,no=120,missing=120,gain=1.71706057,cover=242
- 119:leaf=0.00330662238,cover=0
- 120:leaf=0.0125059253,cover=0
- 60:[Sulc0<0.528918922] yes=121,no=122,missing=121,gain=3.08978581,cover=4750
- 121:leaf=0.00102646509,cover=0
- 122:leaf=-0.00158705714,cover=0
- 30:[Curv5<-0.0366821773] yes=61,no=62,missing=61,gain=1.58592749,cover=1941
- 61:[LGI5<2.91278505] yes=123,no=124,missing=123,gain=1.33083153,cover=1238
- 123:leaf=0.00779063115,cover=0
- 124:leaf=-0.00137190067,cover=0
- 62:[PialCurv5<-0.0173297711] yes=125,no=126,missing=125,gain=2.94760847,cover=703
- 125:leaf=-0.0125526777,cover=0
- 126:leaf=-0.00280739041,cover=0
-booster[1054]:
-0:[Sulc0<0.383163035] yes=1,no=2,missing=2,gain=0.223402843,cover=5124388
- 1:[Curv5<0.151368812] yes=3,no=4,missing=4,gain=1.04844403,cover=4135095
- 3:[Curv5<0.129884616] yes=7,no=8,missing=7,gain=2.35566163,cover=3976049
- 7:[PialCurv5<0.137877449] yes=15,no=16,missing=15,gain=0.922640383,cover=3900943
- 15:[Curv5<0.0857537538] yes=31,no=32,missing=31,gain=1.48689115,cover=3704465
- 31:[LGI5<3.74316525] yes=63,no=64,missing=63,gain=0.540186644,cover=3619248
- 63:leaf=6.32939873e-06,cover=0
- 64:leaf=-0.00016094427,cover=0
- 32:[Pol<80.8913651] yes=65,no=66,missing=65,gain=8.06541443,cover=85217
- 65:leaf=0.000625505287,cover=0
- 66:leaf=-0.000491363695,cover=0
- 16:[Ecc<6.41291761] yes=33,no=34,missing=33,gain=6.24211073,cover=196478
- 33:[LGI5<2.16230083] yes=67,no=68,missing=68,gain=4.5404954,cover=92807
- 67:leaf=-0.00216749823,cover=0
- 68:leaf=0.000455735222,cover=0
- 34:[LGI5<3.16380119] yes=69,no=70,missing=69,gain=8.09375095,cover=103671
- 69:leaf=-0.000416356837,cover=0
- 70:leaf=0.000594122859,cover=0
- 8:[PialArea5<0.432214499] yes=17,no=18,missing=17,gain=2.17777133,cover=75106
- 17:[Pol<103.31839] yes=35,no=36,missing=36,gain=3.50894022,cover=14991
- 35:[Ecc<6.52965975] yes=71,no=72,missing=71,gain=1.71989775,cover=7169
- 71:leaf=0.00236396282,cover=0
- 72:leaf=0.000813053455,cover=0
- 36:[Ecc<14.28263] yes=73,no=74,missing=73,gain=1.82954776,cover=7822
- 73:leaf=-0.000163603443,cover=0
- 74:leaf=0.00236138958,cover=0
- 18:[Pol<138.276962] yes=37,no=38,missing=37,gain=1.635782,cover=60115
- 37:[Sulc0<0.15957281] yes=75,no=76,missing=75,gain=1.97615743,cover=52410
- 75:leaf=-0.000252134603,cover=0
- 76:leaf=0.00036191495,cover=0
- 38:[PialCurv5<-0.0456207059] yes=77,no=78,missing=78,gain=2.70150375,cover=7705
- 77:leaf=0.0158088487,cover=0
- 78:leaf=0.000774611894,cover=0
- 4:[Pol<135.419098] yes=9,no=10,missing=9,gain=1.71087408,cover=159046
- 9:[Ecc<5.66086149] yes=19,no=20,missing=19,gain=3.58934355,cover=131503
- 19:[PialCurv5<0.119354174] yes=39,no=40,missing=39,gain=1.56218898,cover=98975
- 39:[PialArea5<0.245474651] yes=79,no=80,missing=79,gain=1.84634292,cover=5937
- 79:leaf=0.00893223099,cover=0
- 80:leaf=0.000645215565,cover=0
- 40:[LGI5<2.73607373] yes=81,no=82,missing=82,gain=1.20765162,cover=93038
- 81:leaf=-0.000125671781,cover=0
- 82:leaf=0.00100654969,cover=0
- 20:[Pol<67.3859482] yes=41,no=42,missing=41,gain=2.92379713,cover=32528
- 41:[Sulc0<0.0608992092] yes=83,no=84,missing=83,gain=2.36336851,cover=2602
- 83:leaf=0.00237097545,cover=0
- 84:leaf=-0.000647731067,cover=0
- 42:[Sulc0<0.20153527] yes=85,no=86,missing=85,gain=1.98016977,cover=29926
- 85:leaf=-0.00140294444,cover=0
- 86:leaf=-0.000520791335,cover=0
- 10:[PialCurv5<-0.0314326771] yes=21,no=22,missing=21,gain=2.73844862,cover=27543
- 21:[PialArea5<0.422649235] yes=43,no=44,missing=43,gain=4.44154692,cover=106
- 43:[LGI5<3.10571551] yes=87,no=88,missing=88,gain=0.705227375,cover=60
- 87:leaf=-0.00627818471,cover=0
- 88:leaf=0.00439438364,cover=0
- 44:[LGI5<2.8746686] yes=89,no=90,missing=89,gain=4.55186939,cover=46
- 89:leaf=0.0356395394,cover=0
- 90:leaf=0.00430620695,cover=0
- 22:[Ecc<16.2597466] yes=45,no=46,missing=45,gain=1.94019556,cover=27437
- 45:[LGI5<2.92895722] yes=91,no=92,missing=91,gain=2.62022114,cover=26641
- 91:leaf=0.000456548907,cover=0
- 92:leaf=-0.000627816131,cover=0
- 46:[Ecc<29.3556995] yes=93,no=94,missing=94,gain=1.77250624,cover=796
- 93:leaf=0.00358193554,cover=0
- 94:leaf=-0.00323306071,cover=0
- 2:[Pol<147.599014] yes=5,no=6,missing=6,gain=2.17220545,cover=989293
- 5:[Curv5<-0.129194111] yes=11,no=12,missing=11,gain=2.58011651,cover=980600
- 11:[Area5<0.557224929] yes=23,no=24,missing=23,gain=1.70197654,cover=3152
- 23:[Ecc<22.8050022] yes=47,no=48,missing=48,gain=2.98676014,cover=690
- 47:[LGI5<2.99594808] yes=95,no=96,missing=96,gain=0.598309278,cover=305
- 95:leaf=-0.00602224749,cover=0
- 96:leaf=-0.00134507113,cover=0
- 48:[LGI5<3.06122994] yes=97,no=98,missing=98,gain=0.809181929,cover=385
- 97:leaf=-0.00019439582,cover=0
- 98:leaf=0.00502891978,cover=0
- 24:[LGI5<2.99594808] yes=49,no=50,missing=50,gain=3.84634829,cover=2462
- 49:[MidArea5<0.633289158] yes=99,no=100,missing=99,gain=2.19999361,cover=282
- 99:leaf=-0.00380625273,cover=0
- 100:leaf=0.0061036963,cover=0
- 50:[Pol<35.2629585] yes=101,no=102,missing=101,gain=2.11057711,cover=2180
- 101:leaf=0.0138369603,cover=0
- 102:leaf=-0.00291277305,cover=0
- 12:[PialCurv5<0.0193316489] yes=25,no=26,missing=25,gain=3.17222357,cover=977448
- 25:[PialArea5<0.679818809] yes=51,no=52,missing=51,gain=5.95851755,cover=26406
- 51:[Pol<116.093399] yes=103,no=104,missing=103,gain=3.05887032,cover=12891
- 103:leaf=-0.000630225521,cover=0
- 104:leaf=0.00127484265,cover=0
- 52:[Curv5<0.012354264] yes=105,no=106,missing=105,gain=5.19735527,cover=13515
- 105:leaf=0.000813260151,cover=0
- 106:leaf=0.00339610549,cover=0
- 26:[Pol<90.9627914] yes=53,no=54,missing=53,gain=1.95327854,cover=951042
- 53:[Curv5<0.162240714] yes=107,no=108,missing=107,gain=4.68791628,cover=315950
- 107:leaf=-0.000231671424,cover=0
- 108:leaf=0.000225859971,cover=0
- 54:[Curv5<0.012354264] yes=109,no=110,missing=109,gain=4.09073591,cover=635092
- 109:leaf=-0.00084964605,cover=0
- 110:leaf=4.41705306e-05,cover=0
- 6:[Ecc<27.327179] yes=13,no=14,missing=13,gain=2.7222836,cover=8693
- 13:[Curv5<0.177453667] yes=27,no=28,missing=27,gain=1.82826281,cover=2302
- 27:[Area5<0.72690624] yes=55,no=56,missing=55,gain=2.52750206,cover=1464
- 55:[Pol<149.072266] yes=111,no=112,missing=112,gain=1.7525053,cover=857
- 111:leaf=-0.00110662228,cover=0
- 112:leaf=-0.00637704367,cover=0
- 56:[Curv5<-0.00633975025] yes=113,no=114,missing=113,gain=1.72138882,cover=607
- 113:leaf=0.00681558205,cover=0
- 114:leaf=-0.00179437047,cover=0
- 28:[LGI5<2.56865931] yes=57,no=58,missing=57,gain=0.45450449,cover=838
- 57:[Ecc<7.34691238] yes=115,no=116,missing=115,gain=0.988303661,cover=218
- 115:leaf=-0.00144417235,cover=0
- 116:leaf=0.00530880969,cover=0
- 58:[Sulc0<0.649594426] yes=117,no=118,missing=117,gain=0.364018828,cover=620
- 117:leaf=-0.000549381773,cover=0
- 118:leaf=-0.00373319839,cover=0
- 14:[MidArea5<0.781777322] yes=29,no=30,missing=29,gain=3.84831691,cover=6391
- 29:[LGI5<3.84897733] yes=59,no=60,missing=59,gain=3.22477818,cover=4190
- 59:[Curv5<-0.0390223041] yes=119,no=120,missing=119,gain=2.4955163,cover=4017
- 119:leaf=0.00297692791,cover=0
- 120:leaf=0.000152777066,cover=0
- 60:[Curv5<0.0534323379] yes=121,no=122,missing=121,gain=1.38963985,cover=173
- 121:leaf=-0.00805480964,cover=0
- 122:leaf=0.00382912089,cover=0
- 30:[PialCurv5<0.0904879719] yes=61,no=62,missing=61,gain=1.65154052,cover=2201
- 61:[Curv5<-0.0439181365] yes=123,no=124,missing=123,gain=1.55907536,cover=2015
- 123:leaf=-0.00110027718,cover=0
- 124:leaf=-0.00389144057,cover=0
- 62:[Sulc0<0.540103436] yes=125,no=126,missing=125,gain=1.53662241,cover=186
- 125:leaf=0.00509013049,cover=0
- 126:leaf=-0.00543357385,cover=0
-booster[1055]:
-0:[Sulc0<0.383163035] yes=1,no=2,missing=1,gain=0.201625928,cover=5124388
- 1:[Curv5<0.151368812] yes=3,no=4,missing=3,gain=0.945982456,cover=4135095
- 3:[PialCurv5<0.185672894] yes=7,no=8,missing=8,gain=2.15815234,cover=3976049
- 7:[LGI5<3.74316525] yes=15,no=16,missing=15,gain=0.640125513,cover=3845208
- 15:[LGI5<3.34776258] yes=31,no=32,missing=31,gain=0.759645939,cover=3793952
- 31:[Ecc<28.2834949] yes=63,no=64,missing=63,gain=2.17878461,cover=3456726
- 63:leaf=8.64573394e-06,cover=0
- 64:leaf=-0.000153022978,cover=0
- 32:[PialCurv5<0.0377402082] yes=65,no=66,missing=66,gain=2.97886777,cover=337226
- 65:leaf=1.16448628e-05,cover=0
- 66:leaf=0.000415542483,cover=0
- 16:[Pol<117.137611] yes=33,no=34,missing=34,gain=1.72158766,cover=51256
- 33:[Pol<41.8258972] yes=67,no=68,missing=67,gain=2.62921619,cover=24221
- 67:leaf=-2.86123632e-05,cover=0
- 68:leaf=-0.00108158577,cover=0
- 34:[Pol<129.571716] yes=69,no=70,missing=69,gain=2.44175434,cover=27035
- 69:leaf=0.00158727844,cover=0
- 70:leaf=-5.03644951e-05,cover=0
- 8:[Ecc<6.70300007] yes=17,no=18,missing=17,gain=2.57672524,cover=130841
- 17:[LGI5<2.16230083] yes=35,no=36,missing=36,gain=2.61450529,cover=69908
- 35:[Pol<105.995506] yes=71,no=72,missing=72,gain=1.97834182,cover=1257
- 71:leaf=-0.00411764113,cover=0
- 72:leaf=-0.00011426922,cover=0
- 36:[Area5<0.664770067] yes=73,no=74,missing=74,gain=2.38824368,cover=68651
- 73:leaf=1.47178498e-05,cover=0
- 74:leaf=0.00065412448,cover=0
- 18:[LGI5<2.99035311] yes=37,no=38,missing=37,gain=5.7327919,cover=60933
- 37:[Pol<109.248352] yes=75,no=76,missing=75,gain=8.9456625,cover=36611
- 75:leaf=0.000288583105,cover=0
- 76:leaf=-0.00128128543,cover=0
- 38:[Sulc0<-0.137935251] yes=77,no=78,missing=77,gain=3.15157485,cover=24322
- 77:leaf=-0.00125050079,cover=0
- 78:leaf=0.000744916033,cover=0
- 4:[Pol<116.615585] yes=9,no=10,missing=9,gain=1.5482862,cover=159046
- 9:[Ecc<6.52965975] yes=19,no=20,missing=19,gain=2.23827076,cover=107048
- 19:[PialArea5<0.267248243] yes=39,no=40,missing=40,gain=1.48053181,cover=86414
- 39:[LGI5<2.29093218] yes=79,no=80,missing=79,gain=1.11177313,cover=1299
- 79:leaf=-0.000829978788,cover=0
- 80:leaf=0.0024557428,cover=0
- 40:[Pol<104.929901] yes=81,no=82,missing=82,gain=1.45780993,cover=85115
- 81:leaf=-1.47518483e-06,cover=0
- 82:leaf=-0.000452555687,cover=0
- 20:[Pol<70.3717499] yes=41,no=42,missing=41,gain=4.48260021,cover=20634
- 41:[Ecc<10.2861843] yes=83,no=84,missing=84,gain=2.09687185,cover=2713
- 83:leaf=0.00286678225,cover=0
- 84:leaf=4.18808304e-05,cover=0
- 42:[PialCurv5<0.122354448] yes=85,no=86,missing=85,gain=3.49678612,cover=17921
- 85:leaf=-0.00357602234,cover=0
- 86:leaf=-0.000790241,cover=0
- 10:[MidArea5<0.606966078] yes=21,no=22,missing=21,gain=2.27639771,cover=51998
- 21:[LGI5<2.5379107] yes=43,no=44,missing=43,gain=1.29894924,cover=41236
- 43:[PialCurv5<-0.0472753309] yes=87,no=88,missing=88,gain=1.71856833,cover=21309
- 87:leaf=0.0163873713,cover=0
- 88:leaf=-5.55727047e-06,cover=0
- 44:[Sulc0<-0.23104082] yes=89,no=90,missing=89,gain=2.68770432,cover=19927
- 89:leaf=0.00277093798,cover=0
- 90:leaf=0.000415205461,cover=0
- 22:[PialCurv5<0.0354230702] yes=45,no=46,missing=45,gain=1.94149816,cover=10762
- 45:[Ecc<8.29616165] yes=91,no=92,missing=92,gain=1.24206984,cover=131
- 91:leaf=0.00197526836,cover=0
- 92:leaf=0.012236557,cover=0
- 46:[LGI5<2.21018219] yes=93,no=94,missing=94,gain=1.53184974,cover=10631
- 93:leaf=0.00292739482,cover=0
- 94:leaf=-0.000714880822,cover=0
- 2:[Ecc<8.7927618] yes=5,no=6,missing=5,gain=2.03535819,cover=989293
- 5:[LGI5<3.26095963] yes=11,no=12,missing=12,gain=6.80679893,cover=291893
- 11:[Pol<114.432869] yes=23,no=24,missing=23,gain=6.64115858,cover=289271
- 23:[Pol<74.7525482] yes=47,no=48,missing=47,gain=3.71001863,cover=267453
- 47:[LGI5<2.58096433] yes=95,no=96,missing=96,gain=3.9457159,cover=2172
- 95:leaf=0.000963113445,cover=0
- 96:leaf=-0.00358006428,cover=0
- 48:[PialCurv5<-0.00763805071] yes=97,no=98,missing=97,gain=1.93846262,cover=265281
- 97:leaf=0.002056611,cover=0
- 98:leaf=-3.16369769e-05,cover=0
- 24:[Curv5<0.10516572] yes=49,no=50,missing=49,gain=7.17812061,cover=21818
- 49:[Area5<0.675895274] yes=99,no=100,missing=99,gain=7.3896389,cover=4843
- 99:leaf=-0.00617108122,cover=0
- 100:leaf=-0.00156257045,cover=0
- 50:[Sulc0<0.649594426] yes=101,no=102,missing=102,gain=4.31117535,cover=16975
- 101:leaf=-0.000166378843,cover=0
- 102:leaf=-0.00260710577,cover=0
- 12:[Curv5<0.0407969989] yes=25,no=26,missing=25,gain=2.41912365,cover=2622
- 25:[Ecc<8.06448936] yes=51,no=52,missing=51,gain=3.42057323,cover=241
- 51:[PialArea5<0.542192638] yes=103,no=104,missing=103,gain=0.92053318,cover=65
- 103:leaf=-0.0350971408,cover=0
- 104:leaf=-0.0147668794,cover=0
- 52:[Pol<109.248352] yes=105,no=106,missing=105,gain=2.15338039,cover=176
- 105:leaf=-0.000876788981,cover=0
- 106:leaf=-0.0143153546,cover=0
- 26:[Area5<0.640637577] yes=53,no=54,missing=53,gain=2.06910324,cover=2381
- 53:[Curv5<0.153449878] yes=107,no=108,missing=107,gain=2.69859505,cover=256
- 107:leaf=0.00880740676,cover=0
- 108:leaf=-0.00182174833,cover=0
- 54:[Sulc0<0.551384151] yes=109,no=110,missing=109,gain=2.12432146,cover=2125
- 109:leaf=-0.000730755914,cover=0
- 110:leaf=-0.00396677898,cover=0
- 6:[Pol<113.913933] yes=13,no=14,missing=13,gain=3.15048051,cover=697400
- 13:[Sulc0<0.586347759] yes=27,no=28,missing=27,gain=2.49416852,cover=531576
- 27:[Pol<59.5955544] yes=55,no=56,missing=55,gain=4.25522518,cover=146207
- 55:[PialCurv5<0.01500447] yes=111,no=112,missing=111,gain=7.72243929,cover=36739
- 111:leaf=0.00221751234,cover=0
- 112:leaf=-1.14218083e-05,cover=0
- 56:[Ecc<12.3665791] yes=113,no=114,missing=113,gain=8.14299965,cover=109468
- 113:leaf=0.000206232988,cover=0
- 114:leaf=-0.000690691057,cover=0
- 28:[PialArea5<0.658944428] yes=57,no=58,missing=58,gain=2.44257927,cover=385369
- 57:[Pol<100.090813] yes=115,no=116,missing=115,gain=2.52900553,cover=361617
- 115:leaf=-8.84611436e-05,cover=0
- 116:leaf=0.000196176232,cover=0
- 58:[Area5<0.723411918] yes=117,no=118,missing=117,gain=9.33549881,cover=23752
- 117:leaf=0.00313125341,cover=0
- 118:leaf=0.000147683066,cover=0
- 14:[PialCurv5<0.134718806] yes=29,no=30,missing=29,gain=3.54247165,cover=165824
- 29:[MidArea5<0.707922041] yes=59,no=60,missing=59,gain=8.11898994,cover=63958
- 59:[LGI5<3.58443618] yes=119,no=120,missing=119,gain=4.16488457,cover=36487
- 119:leaf=0.0011894902,cover=0
- 120:leaf=-0.000484378135,cover=0
- 60:[Ecc<12.5441074] yes=121,no=122,missing=121,gain=4.70733833,cover=27471
- 121:leaf=-0.00248900545,cover=0
- 122:leaf=4.12650079e-05,cover=0
- 30:[Curv5<0.0595101416] yes=61,no=62,missing=61,gain=5.12428522,cover=101866
- 61:[MidArea5<0.681940854] yes=123,no=124,missing=124,gain=1.96405077,cover=2445
- 123:leaf=-0.00365384598,cover=0
- 124:leaf=-0.000819263631,cover=0
- 62:[Ecc<17.7876587] yes=125,no=126,missing=125,gain=3.66070294,cover=99421
- 125:leaf=0.000446624879,cover=0
- 126:leaf=-0.0001684171,cover=0
-booster[1056]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=2,gain=0.194051385,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=3,gain=0.465310037,cover=4943960
- 3:[Pol<103.31839] yes=7,no=8,missing=7,gain=0.647790313,cover=4628667
- 7:[Ecc<16.7734241] yes=15,no=16,missing=15,gain=3.94428968,cover=2321102
- 15:[Ecc<7.24576569] yes=31,no=32,missing=31,gain=4.11824036,cover=1911304
- 31:[Ecc<4.73840666] yes=63,no=64,missing=63,gain=4.22162485,cover=1248913
- 63:leaf=-2.17857632e-05,cover=0
- 64:leaf=0.000172390646,cover=0
- 32:[Pol<26.4235344] yes=65,no=66,missing=65,gain=6.28257418,cover=662391
- 65:leaf=0.000208432204,cover=0
- 66:leaf=-0.000184586606,cover=0
- 16:[Pol<36.2100182] yes=33,no=34,missing=33,gain=10.6417065,cover=409798
- 33:[Area5<0.747392178] yes=67,no=68,missing=67,gain=7.11156511,cover=161102
- 67:leaf=-0.000353926531,cover=0
- 68:leaf=0.000399781158,cover=0
- 34:[Curv5<-0.024997253] yes=69,no=70,missing=69,gain=17.6483192,cover=248696
- 69:leaf=0.00108651479,cover=0
- 70:leaf=0.00012019206,cover=0
- 8:[Ecc<17.5281601] yes=17,no=18,missing=17,gain=4.56957102,cover=2307565
- 17:[LGI5<2.93978119] yes=35,no=36,missing=35,gain=4.18358135,cover=1946862
- 35:[Sulc0<-0.0637059584] yes=71,no=72,missing=72,gain=3.45665884,cover=1548990
- 71:leaf=-7.23418052e-05,cover=0
- 72:leaf=9.06868299e-05,cover=0
- 36:[PialCurv5<-0.0758950338] yes=73,no=74,missing=73,gain=5.96455908,cover=397872
- 73:leaf=-0.000121479854,cover=0
- 74:leaf=0.000292251381,cover=0
- 18:[Sulc0<-0.237935558] yes=37,no=38,missing=37,gain=12.3647404,cover=360703
- 37:[Pol<143.959366] yes=75,no=76,missing=75,gain=20.5509319,cover=135901
- 75:leaf=0.00313479011,cover=0
- 76:leaf=6.77736753e-05,cover=0
- 38:[Sulc0<0.272107065] yes=77,no=78,missing=77,gain=12.802886,cover=224802
- 77:leaf=-0.000806488679,cover=0
- 78:leaf=-5.0669747e-05,cover=0
- 4:[PialCurv5<-0.0297427773] yes=9,no=10,missing=9,gain=5.35893965,cover=315293
- 9:[Pol<151.353775] yes=19,no=20,missing=19,gain=4.82860327,cover=145573
- 19:[Sulc0<-0.23104082] yes=39,no=40,missing=39,gain=6.86601686,cover=88244
- 39:[PialCurv5<-0.072655201] yes=79,no=80,missing=80,gain=7.06233788,cover=30851
- 79:leaf=8.69833893e-05,cover=0
- 80:leaf=-0.00215080916,cover=0
- 40:[PialArea5<0.736284733] yes=81,no=82,missing=81,gain=6.3530817,cover=57393
- 81:leaf=-0.000308690593,cover=0
- 82:leaf=0.000987094245,cover=0
- 20:[LGI5<3.00232744] yes=41,no=42,missing=41,gain=5.38545084,cover=57329
- 41:[PialCurv5<-0.122305259] yes=83,no=84,missing=83,gain=3.81403637,cover=12130
- 83:leaf=-0.000231834812,cover=0
- 84:leaf=-0.00200519105,cover=0
- 42:[Curv5<-0.0837168768] yes=85,no=86,missing=85,gain=3.4977324,cover=45199
- 85:leaf=0.000202921947,cover=0
- 86:leaf=-0.00125862018,cover=0
- 10:[Curv5<0.155577481] yes=21,no=22,missing=21,gain=5.77928686,cover=169720
- 21:[Pol<111.846848] yes=43,no=44,missing=43,gain=5.92916536,cover=161545
- 43:[Pol<70.3717499] yes=87,no=88,missing=88,gain=7.84097767,cover=121388
- 87:leaf=-0.000327114569,cover=0
- 88:leaf=-0.0014743855,cover=0
- 44:[PialArea5<0.563414931] yes=89,no=90,missing=90,gain=7.91024637,cover=40157
- 89:leaf=-0.00111089204,cover=0
- 90:leaf=0.000582426845,cover=0
- 22:[Pol<121.948479] yes=45,no=46,missing=45,gain=1.89069891,cover=8175
- 45:[Pol<65.1286774] yes=91,no=92,missing=91,gain=1.69682074,cover=7771
- 91:leaf=-5.94307603e-05,cover=0
- 92:leaf=0.00164582732,cover=0
- 46:[Area5<0.619086087] yes=93,no=94,missing=93,gain=0.73571372,cover=404
- 93:leaf=-0.00881856773,cover=0
- 94:leaf=-0.00158526644,cover=0
- 2:[Ecc<11.6821251] yes=5,no=6,missing=6,gain=2.64989901,cover=180428
- 5:[LGI5<3.17022181] yes=11,no=12,missing=11,gain=3.61548138,cover=31399
- 11:[PialCurv5<0.0798129067] yes=23,no=24,missing=23,gain=1.16883612,cover=28573
- 23:[Curv5<0.135532871] yes=47,no=48,missing=48,gain=0.311366677,cover=67
- 47:[PialArea5<0.385581404] yes=95,no=96,missing=95,gain=0.0880036056,cover=20
- 95:leaf=-0.00216595153,cover=0
- 96:leaf=0.00417389302,cover=0
- 48:[LGI5<2.63290954] yes=97,no=98,missing=98,gain=0.269564986,cover=47
- 97:leaf=0.00638637692,cover=0
- 98:leaf=0.0160630271,cover=0
- 24:[LGI5<2.33061647] yes=49,no=50,missing=49,gain=1.06631708,cover=28506
- 49:[Curv5<0.18040961] yes=99,no=100,missing=100,gain=2.9221983,cover=77
- 99:leaf=0.023294121,cover=0
- 100:leaf=0.000318685314,cover=0
- 50:[Area5<0.513795495] yes=101,no=102,missing=101,gain=1.03402996,cover=28429
- 101:leaf=0.00702783186,cover=0
- 102:leaf=-0.000241886009,cover=0
- 12:[MidArea5<0.692627788] yes=25,no=26,missing=25,gain=1.75859976,cover=2826
- 25:[Ecc<9.75650311] yes=51,no=52,missing=51,gain=1.91536117,cover=2679
- 51:[Pol<103.851685] yes=103,no=104,missing=103,gain=1.03393364,cover=1129
- 103:leaf=-0.00398915494,cover=0
- 104:leaf=0.000200093302,cover=0
- 52:[PialCurv5<0.493508637] yes=105,no=106,missing=105,gain=1.29455185,cover=1550
- 105:leaf=-0.000410476321,cover=0
- 106:leaf=-0.00987711083,cover=0
- 26:[Ecc<9.0678978] yes=53,no=54,missing=53,gain=1.13420343,cover=147
- 53:[PialCurv5<0.228302389] yes=107,no=108,missing=107,gain=0.208979562,cover=38
- 107:leaf=-0.00486120721,cover=0
- 108:leaf=0.00271589193,cover=0
- 54:[PialCurv5<0.178517133] yes=109,no=110,missing=109,gain=1.12671947,cover=109
- 109:leaf=-0.0215110872,cover=0
- 110:leaf=-0.00760835735,cover=0
- 6:[Pol<34.3003769] yes=13,no=14,missing=14,gain=2.00201797,cover=149029
- 13:[Curv5<0.169394374] yes=27,no=28,missing=27,gain=0.792803049,cover=968
- 27:[PialCurv5<0.131570891] yes=55,no=56,missing=55,gain=0.483570099,cover=629
- 55:[Ecc<45.751255] yes=111,no=112,missing=111,gain=1.01304281,cover=90
- 111:leaf=-0.00334680872,cover=0
- 112:leaf=0.00794627424,cover=0
- 56:[PialArea5<0.245474651] yes=113,no=114,missing=114,gain=0.32232523,cover=539
- 113:leaf=0.00310011161,cover=0
- 114:leaf=-0.00395587692,cover=0
- 28:[Sulc0<1.25822949] yes=57,no=58,missing=57,gain=0.330896795,cover=339
- 57:[PialArea5<0.292306483] yes=115,no=116,missing=115,gain=0.534401417,cover=130
- 115:leaf=0.00636521121,cover=0
- 116:leaf=-0.00043122741,cover=0
- 58:[Area5<0.714924753] yes=117,no=118,missing=117,gain=0.245191634,cover=209
- 117:leaf=-2.45109677e-05,cover=0
- 118:leaf=-0.00351925823,cover=0
- 14:[Pol<48.3047981] yes=29,no=30,missing=29,gain=2.13006783,cover=148061
- 29:[Ecc<44.7855835] yes=59,no=60,missing=59,gain=1.45428014,cover=1770
- 59:[Sulc0<1.16950965] yes=119,no=120,missing=119,gain=1.7469368,cover=605
- 119:leaf=0.00613698876,cover=0
- 120:leaf=0.000690222834,cover=0
- 60:[Area5<0.700531542] yes=121,no=122,missing=121,gain=0.96693027,cover=1165
- 121:leaf=0.00334563339,cover=0
- 122:leaf=1.46840093e-05,cover=0
- 30:[LGI5<2.53029394] yes=61,no=62,missing=61,gain=1.93095529,cover=146291
- 61:[Pol<113.394409] yes=123,no=124,missing=124,gain=0.319543123,cover=335
- 123:leaf=0.00333686289,cover=0
- 124:leaf=0.0081426464,cover=0
- 62:[LGI5<2.74668789] yes=125,no=126,missing=125,gain=2.88230467,cover=145956
- 125:leaf=-0.00127051468,cover=0
- 126:leaf=0.000159528921,cover=0
-booster[1057]:
-0:[Pol<138.971481] yes=1,no=2,missing=2,gain=0.229763418,cover=5124388
- 1:[Curv5<-0.171285838] yes=3,no=4,missing=3,gain=1.20082808,cover=3894617
- 3:[PialCurv5<-0.0914456472] yes=7,no=8,missing=7,gain=5.76200056,cover=869924
- 7:[Ecc<2.79805064] yes=15,no=16,missing=16,gain=2.03014207,cover=788986
- 15:[LGI5<2.92895722] yes=31,no=32,missing=31,gain=2.07177353,cover=236303
- 31:[PialArea5<0.898016751] yes=63,no=64,missing=64,gain=2.05114746,cover=236032
- 63:leaf=5.99169762e-05,cover=0
- 64:leaf=-0.000241797403,cover=0
- 32:[Ecc<0.943656743] yes=65,no=66,missing=65,gain=0.432130098,cover=271
- 65:leaf=-0.00100268063,cover=0
- 66:leaf=0.00499677984,cover=0
- 16:[Ecc<4.94054604] yes=33,no=34,missing=33,gain=2.91599631,cover=552683
- 33:[Pol<55.3432045] yes=67,no=68,missing=68,gain=17.1065178,cover=108265
- 67:leaf=-7.8221703e-05,cover=0
- 68:leaf=0.00136324798,cover=0
- 34:[PialArea5<1.06442153] yes=69,no=70,missing=69,gain=4.11759806,cover=444418
- 69:leaf=-9.56152508e-05,cover=0
- 70:leaf=0.000241691392,cover=0
- 8:[Area5<0.695856333] yes=17,no=18,missing=17,gain=2.74723148,cover=80938
- 17:[PialCurv5<-0.058241725] yes=35,no=36,missing=35,gain=3.53353286,cover=63442
- 35:[PialArea5<0.617149889] yes=71,no=72,missing=72,gain=2.23309755,cover=54916
- 71:leaf=-0.00133713556,cover=0
- 72:leaf=0.000216028915,cover=0
- 36:[LGI5<2.70478106] yes=73,no=74,missing=73,gain=3.13561058,cover=8526
- 73:leaf=0.00204549544,cover=0
- 74:leaf=9.8003824e-05,cover=0
- 18:[Sulc0<-0.93782407] yes=37,no=38,missing=38,gain=3.48460579,cover=17496
- 37:[LGI5<2.6558373] yes=75,no=76,missing=75,gain=1.68166971,cover=1809
- 75:leaf=-0.00216598227,cover=0
- 76:leaf=0.0010530696,cover=0
- 38:[Pol<18.1680222] yes=77,no=78,missing=77,gain=2.60994244,cover=15687
- 77:leaf=0.000289583375,cover=0
- 78:leaf=0.00167867076,cover=0
- 4:[PialCurv5<-0.107986279] yes=9,no=10,missing=9,gain=7.11562729,cover=3024693
- 9:[Ecc<2.42687178] yes=19,no=20,missing=19,gain=8.64434052,cover=67003
- 19:[MidArea5<0.786720097] yes=39,no=40,missing=40,gain=5.62164974,cover=16547
- 39:[Sulc0<-0.395407349] yes=79,no=80,missing=79,gain=3.04555202,cover=10436
- 79:leaf=0.000616074947,cover=0
- 80:leaf=0.00536715146,cover=0
- 40:[Curv5<-0.151772231] yes=81,no=82,missing=82,gain=4.15380478,cover=6111
- 81:leaf=0.00166269939,cover=0
- 82:leaf=0.00434838049,cover=0
- 20:[Pol<20.2198563] yes=41,no=42,missing=41,gain=5.29990244,cover=50456
- 41:[LGI5<3.51961541] yes=83,no=84,missing=83,gain=2.72013998,cover=11206
- 83:leaf=0.0013325942,cover=0
- 84:leaf=-0.00176398165,cover=0
- 42:[Curv5<-0.0773924068] yes=85,no=86,missing=85,gain=3.4825592,cover=39250
- 85:leaf=-7.87745103e-06,cover=0
- 86:leaf=-0.00227444596,cover=0
- 10:[Sulc0<-0.202991232] yes=21,no=22,missing=21,gain=4.28173161,cover=2957690
- 21:[Ecc<3.22716212] yes=43,no=44,missing=43,gain=8.09365559,cover=824290
- 43:[Pol<83.4982376] yes=87,no=88,missing=88,gain=10.4479189,cover=329192
- 87:leaf=-0.000192175707,cover=0
- 88:leaf=0.000373945659,cover=0
- 44:[Pol<86.7064972] yes=89,no=90,missing=89,gain=37.9823723,cover=495098
- 89:leaf=-3.29568757e-05,cover=0
- 90:leaf=-0.00111328275,cover=0
- 22:[Ecc<2.73602629] yes=45,no=46,missing=45,gain=2.09240627,cover=2133400
- 45:[Pol<108.715256] yes=91,no=92,missing=91,gain=9.79915619,cover=128497
- 91:leaf=7.21701435e-05,cover=0
- 92:leaf=-0.00091616885,cover=0
- 46:[LGI5<2.43374896] yes=93,no=94,missing=93,gain=3.23690343,cover=2004903
- 93:leaf=0.000203601769,cover=0
- 94:leaf=-4.14226633e-06,cover=0
- 2:[Area5<0.671631575] yes=5,no=6,missing=6,gain=2.7358737,cover=1229771
- 5:[Sulc0<-0.123243913] yes=11,no=12,missing=11,gain=4.4880724,cover=715851
- 11:[Curv5<0.0386843979] yes=23,no=24,missing=23,gain=3.0325017,cover=650943
- 23:[PialCurv5<-0.0133872591] yes=47,no=48,missing=47,gain=5.64745951,cover=618099
- 47:[Curv5<-0.0133169871] yes=95,no=96,missing=95,gain=3.17969656,cover=572956
- 95:leaf=2.32410803e-05,cover=0
- 96:leaf=-0.0013078819,cover=0
- 48:[Ecc<7.54628181] yes=97,no=98,missing=97,gain=17.2469177,cover=45143
- 97:leaf=3.69046138e-05,cover=0
- 98:leaf=-0.00214674603,cover=0
- 24:[Ecc<1.41371143] yes=49,no=50,missing=50,gain=8.94652176,cover=32844
- 49:[Curv5<0.113010712] yes=99,no=100,missing=99,gain=2.18247914,cover=17372
- 99:leaf=0.000175231078,cover=0
- 100:leaf=-0.000955488475,cover=0
- 50:[Ecc<7.85193825] yes=101,no=102,missing=101,gain=19.9231815,cover=15472
- 101:leaf=0.00312183774,cover=0
- 102:leaf=-0.000466493861,cover=0
- 12:[Ecc<42.1016579] yes=25,no=26,missing=25,gain=7.87962961,cover=64908
- 25:[Curv5<0.116796501] yes=51,no=52,missing=51,gain=7.22533321,cover=57932
- 51:[Pol<156.492447] yes=103,no=104,missing=104,gain=5.91254044,cover=43457
- 103:leaf=-0.00052337168,cover=0
- 104:leaf=-0.00174368662,cover=0
- 52:[LGI5<2.91823459] yes=105,no=106,missing=105,gain=3.43760347,cover=14475
- 105:leaf=0.000989535241,cover=0
- 106:leaf=-0.000572155288,cover=0
- 26:[Curv5<-0.0816265643] yes=53,no=54,missing=53,gain=3.09245825,cover=6976
- 53:[LGI5<3.00812316] yes=107,no=108,missing=107,gain=2.6184988,cover=5367
- 107:leaf=-0.000638273312,cover=0
- 108:leaf=0.00223932299,cover=0
- 54:[LGI5<3.1900804] yes=109,no=110,missing=109,gain=1.39332652,cover=1609
- 109:leaf=-0.00278431294,cover=0
- 110:leaf=0.000301188964,cover=0
- 6:[PialCurv5<-0.0487009101] yes=13,no=14,missing=14,gain=3.78482103,cover=513920
- 13:[PialArea5<0.683221579] yes=27,no=28,missing=27,gain=6.41453171,cover=305462
- 27:[Curv5<-0.0963523984] yes=55,no=56,missing=55,gain=5.55056715,cover=4184
- 55:[Ecc<25.1292973] yes=111,no=112,missing=111,gain=5.23158264,cover=1672
- 111:leaf=0.00574003905,cover=0
- 112:leaf=-0.000807771168,cover=0
- 56:[Sulc0<-0.244882882] yes=113,no=114,missing=113,gain=3.63706207,cover=2512
- 113:leaf=-0.000973888848,cover=0
- 114:leaf=0.00298825814,cover=0
- 28:[Sulc0<-0.0637059584] yes=57,no=58,missing=57,gain=3.27643895,cover=301278
- 57:[Ecc<1.96654522] yes=115,no=116,missing=115,gain=2.82274413,cover=275188
- 115:leaf=-0.00074612454,cover=0
- 116:leaf=5.20720278e-05,cover=0
- 58:[Ecc<6.70300007] yes=117,no=118,missing=117,gain=3.51869702,cover=26090
- 117:leaf=-0.00890322402,cover=0
- 118:leaf=-0.000527260767,cover=0
- 14:[Curv5<-0.106344692] yes=29,no=30,missing=29,gain=9.46552563,cover=208458
- 29:[Curv5<-0.191348091] yes=59,no=60,missing=60,gain=4.64499378,cover=10220
- 59:[LGI5<3.53458858] yes=119,no=120,missing=119,gain=1.00846338,cover=207
- 119:leaf=-0.00464290474,cover=0
- 120:leaf=-0.0181835089,cover=0
- 60:[Ecc<6.81643343] yes=121,no=122,missing=122,gain=4.17686749,cover=10013
- 121:leaf=-0.000293754012,cover=0
- 122:leaf=0.00238187541,cover=0
- 30:[PialArea5<1.39628088] yes=61,no=62,missing=61,gain=3.93887091,cover=198238
- 61:[LGI5<2.21018219] yes=123,no=124,missing=123,gain=3.41881752,cover=197849
- 123:leaf=0.00211553345,cover=0
- 124:leaf=0.000181897296,cover=0
- 62:[Pol<161.595886] yes=125,no=126,missing=125,gain=1.40677857,cover=389
- 125:leaf=-0.0020905151,cover=0
- 126:leaf=-0.00813869759,cover=0
-booster[1058]:
-0:[Curv5<0.081820026] yes=1,no=2,missing=1,gain=0.213734955,cover=5124388
- 1:[PialCurv5<0.189327508] yes=3,no=4,missing=3,gain=1.41331577,cover=3894618
- 3:[Sulc0<0.586347759] yes=7,no=8,missing=8,gain=0.914606333,cover=3870626
- 7:[MidArea5<0.48507002] yes=15,no=16,missing=16,gain=0.541329205,cover=3793970
- 15:[PialArea5<0.613238215] yes=31,no=32,missing=31,gain=1.7182796,cover=17870
- 31:[Ecc<7.29654455] yes=63,no=64,missing=63,gain=1.24343288,cover=17342
- 63:leaf=0.000609209936,cover=0
- 64:leaf=-0.000237651169,cover=0
- 32:[Pol<117.137611] yes=65,no=66,missing=65,gain=0.463992119,cover=528
- 65:leaf=0.00169801456,cover=0
- 66:leaf=0.004676593,cover=0
- 16:[PialArea5<0.458904862] yes=33,no=34,missing=33,gain=1.21093976,cover=3776100
- 33:[LGI5<3.30554914] yes=67,no=68,missing=67,gain=3.55786061,cover=22329
- 67:leaf=-0.00012687764,cover=0
- 68:leaf=-0.00204538554,cover=0
- 34:[Pol<68.895668] yes=69,no=70,missing=70,gain=0.520537436,cover=3753771
- 69:leaf=-1.82426338e-05,cover=0
- 70:leaf=2.01176408e-05,cover=0
- 8:[Ecc<12.1917515] yes=17,no=18,missing=18,gain=2.60054827,cover=76656
- 17:[Pol<107.129471] yes=35,no=36,missing=36,gain=9.21637154,cover=9859
- 35:[Pol<78.8803177] yes=71,no=72,missing=71,gain=4.60145521,cover=6981
- 71:leaf=-0.00520174112,cover=0
- 72:leaf=0.000696623698,cover=0
- 36:[PialArea5<0.669517875] yes=73,no=74,missing=74,gain=2.71321774,cover=2878
- 73:leaf=-0.00208479795,cover=0
- 74:leaf=-0.0056581255,cover=0
- 18:[Pol<140.372742] yes=37,no=38,missing=37,gain=2.55514717,cover=66797
- 37:[Area5<0.67507118] yes=75,no=76,missing=75,gain=2.02986073,cover=65062
- 75:leaf=0.000803049945,cover=0
- 76:leaf=0.000172505082,cover=0
- 38:[LGI5<3.36766768] yes=77,no=78,missing=77,gain=2.49162841,cover=1735
- 77:leaf=-0.00306774094,cover=0
- 78:leaf=0.000845130242,cover=0
- 4:[Sulc0<-0.351394534] yes=9,no=10,missing=9,gain=2.13013911,cover=23992
- 9:[Ecc<1.26157856] yes=19,no=20,missing=19,gain=1.08017135,cover=1078
- 19:[LGI5<2.3349762] yes=39,no=40,missing=40,gain=1.15440655,cover=453
- 39:[Pol<148.336472] yes=79,no=80,missing=79,gain=1.87573409,cover=168
- 79:leaf=0.00488174241,cover=0
- 80:leaf=-0.00571287097,cover=0
- 40:[Pol<167.338547] yes=81,no=82,missing=81,gain=1.197402,cover=285
- 81:leaf=-0.00803944282,cover=0
- 82:leaf=-0.000184903081,cover=0
- 20:[Curv5<-0.0203319378] yes=41,no=42,missing=42,gain=0.723799169,cover=625
- 41:[Area5<0.736205518] yes=83,no=84,missing=83,gain=1.10991192,cover=43
- 83:leaf=0.00178642198,cover=0
- 84:leaf=0.0249876101,cover=0
- 42:[Curv5<0.067619428] yes=85,no=86,missing=86,gain=0.829538703,cover=582
- 85:leaf=-0.00325687579,cover=0
- 86:leaf=0.000566517934,cover=0
- 10:[Ecc<2.97906685] yes=21,no=22,missing=21,gain=2.85539627,cover=22914
- 21:[Sulc0<0.254506379] yes=43,no=44,missing=43,gain=1.25674903,cover=2310
- 43:[Area5<0.483568966] yes=87,no=88,missing=87,gain=1.00663805,cover=2238
- 87:leaf=-0.00782454573,cover=0
- 88:leaf=0.00172055222,cover=0
- 44:[Pol<115.563423] yes=89,no=90,missing=89,gain=0.947609067,cover=72
- 89:leaf=-0.00822308846,cover=0
- 90:leaf=0.00503494404,cover=0
- 22:[MidArea5<0.480047464] yes=45,no=46,missing=46,gain=1.83317113,cover=20604
- 45:[Sulc0<0.308185816] yes=91,no=92,missing=91,gain=3.44024515,cover=785
- 91:leaf=0.00820357818,cover=0
- 92:leaf=0.000168748636,cover=0
- 46:[LGI5<2.68917012] yes=93,no=94,missing=93,gain=1.51442719,cover=19819
- 93:leaf=-0.00120014686,cover=0
- 94:leaf=-0.000259088702,cover=0
- 2:[Sulc0<-0.678985238] yes=5,no=6,missing=5,gain=1.260674,cover=1229770
- 5:[PialArea5<0.567627013] yes=11,no=12,missing=12,gain=1.798684,cover=565
- 11:[PialCurv5<0.0400940292] yes=23,no=24,missing=23,gain=1.58896017,cover=330
- 23:[PialCurv5<0.0171581414] yes=47,no=48,missing=47,gain=1.6007148,cover=48
- 47:[LGI5<2.32613516] yes=95,no=96,missing=96,gain=0.496283799,cover=35
- 95:leaf=-0.00988726504,cover=0
- 96:leaf=0.00208240352,cover=0
- 48:[Ecc<5.33884621] yes=97,no=98,missing=97,gain=0.182968378,cover=13
- 97:leaf=-0.0241958331,cover=0
- 98:leaf=-0.000977391028,cover=0
- 24:[Ecc<1.68457866] yes=49,no=50,missing=49,gain=0.919979692,cover=282
- 49:[Ecc<0.729281187] yes=99,no=100,missing=100,gain=1.62308419,cover=225
- 99:leaf=0.00210049725,cover=0
- 100:leaf=-0.0085045239,cover=0
- 50:[Ecc<3.03937531] yes=101,no=102,missing=101,gain=0.723752379,cover=57
- 101:leaf=0.0144904135,cover=0
- 102:leaf=0.00276866113,cover=0
- 12:[Ecc<1.79549146] yes=25,no=26,missing=25,gain=1.88010502,cover=235
- 25:[LGI5<2.41354537] yes=51,no=52,missing=51,gain=1.07891989,cover=136
- 51:[LGI5<2.18291569] yes=103,no=104,missing=104,gain=0.992961407,cover=118
- 103:leaf=0.00168913405,cover=0
- 104:leaf=-0.0128314709,cover=0
- 52:[Area5<0.664770067] yes=105,no=106,missing=105,gain=0.885412574,cover=18
- 105:leaf=0.014614529,cover=0
- 106:leaf=-0.00687504513,cover=0
- 26:[Area5<0.770300686] yes=53,no=54,missing=53,gain=0.711761951,cover=99
- 53:[Curv5<0.107059956] yes=107,no=108,missing=107,gain=0.45617786,cover=80
- 107:leaf=-0.00643297797,cover=0
- 108:leaf=0.00105534971,cover=0
- 54:[LGI5<2.56467891] yes=109,no=110,missing=109,gain=1.01785707,cover=19
- 109:leaf=0.00221232581,cover=0
- 110:leaf=0.0305787027,cover=0
- 6:[Sulc0<-0.552155435] yes=13,no=14,missing=14,gain=1.3511188,cover=1229205
- 13:[PialCurv5<0.0128733069] yes=27,no=28,missing=27,gain=2.85750246,cover=2433
- 27:[Ecc<2.31110334] yes=55,no=56,missing=55,gain=2.01243925,cover=203
- 55:[LGI5<2.61063838] yes=111,no=112,missing=111,gain=0.831377506,cover=126
- 111:leaf=-0.00921681151,cover=0
- 112:leaf=0.010163838,cover=0
- 56:[Pol<174.523148] yes=113,no=114,missing=113,gain=1.16625106,cover=77
- 113:leaf=-6.83274557e-05,cover=0
- 114:leaf=0.0213219281,cover=0
- 28:[LGI5<2.34802985] yes=57,no=58,missing=57,gain=1.62335372,cover=2230
- 57:[Pol<106.604004] yes=115,no=116,missing=115,gain=1.66394842,cover=916
- 115:leaf=-0.00340896659,cover=0
- 116:leaf=0.00136700447,cover=0
- 58:[MidArea5<0.548060238] yes=117,no=118,missing=117,gain=2.75642681,cover=1314
- 117:leaf=-0.00142183783,cover=0
- 118:leaf=0.00404230878,cover=0
- 14:[Area5<0.924216449] yes=29,no=30,missing=29,gain=0.968524277,cover=1226772
- 29:[MidArea5<0.741105855] yes=59,no=60,missing=59,gain=1.31098127,cover=1217073
- 59:[PialArea5<0.761482477] yes=119,no=120,missing=119,gain=1.6572051,cover=1186731
- 119:leaf=-1.67534508e-05,cover=0
- 120:leaf=0.00207902282,cover=0
- 60:[PialCurv5<-0.062031392] yes=121,no=122,missing=122,gain=2.22208738,cover=30342
- 121:leaf=0.0260004234,cover=0
- 122:leaf=-0.000354852469,cover=0
- 30:[LGI5<2.33061647] yes=61,no=62,missing=61,gain=1.18834031,cover=9699
- 61:[Pol<96.2546158] yes=123,no=124,missing=123,gain=1.54638624,cover=1020
- 123:leaf=-0.0046078437,cover=0
- 124:leaf=-4.49317886e-05,cover=0
- 62:[PialCurv5<0.0331302322] yes=125,no=126,missing=126,gain=1.44264472,cover=8679
- 125:leaf=-0.00470891874,cover=0
- 126:leaf=0.000745177036,cover=0
-booster[1059]:
-0:[PialArea5<0.788206637] yes=1,no=2,missing=1,gain=0.202751085,cover=5124388
- 1:[Area5<0.741095543] yes=3,no=4,missing=3,gain=1.20323491,cover=2542247
- 3:[MidArea5<0.70642072] yes=7,no=8,missing=8,gain=1.08685136,cover=2095657
- 7:[PialArea5<0.724588811] yes=15,no=16,missing=16,gain=1.01931405,cover=1902640
- 15:[LGI5<2.42399812] yes=31,no=32,missing=32,gain=1.25718081,cover=1672143
- 31:[Ecc<11.0302963] yes=63,no=64,missing=64,gain=3.25994563,cover=330468
- 63:leaf=7.26080543e-05,cover=0
- 64:leaf=-0.00179908297,cover=0
- 32:[LGI5<3.06122994] yes=65,no=66,missing=65,gain=1.98293698,cover=1341675
- 65:leaf=-9.19223385e-05,cover=0
- 66:leaf=3.76334901e-05,cover=0
- 16:[Curv5<0.0736173838] yes=33,no=34,missing=34,gain=2.97308898,cover=230497
- 33:[MidArea5<0.543015957] yes=67,no=68,missing=68,gain=1.93193603,cover=229526
- 67:leaf=0.00262136967,cover=0
- 68:leaf=6.41991792e-05,cover=0
- 34:[Ecc<15.121048] yes=69,no=70,missing=69,gain=3.25848937,cover=971
- 69:leaf=0.00402252097,cover=0
- 70:leaf=-0.00425040908,cover=0
- 8:[Pol<151.353775] yes=17,no=18,missing=17,gain=3.37340927,cover=193017
- 17:[Pol<114.432869] yes=35,no=36,missing=36,gain=3.28233218,cover=168563
- 35:[Ecc<10.2861843] yes=71,no=72,missing=71,gain=4.27529383,cover=104813
- 71:leaf=-0.00030537264,cover=0
- 72:leaf=0.000347404915,cover=0
- 36:[Sulc0<0.013685069] yes=73,no=74,missing=73,gain=2.98215961,cover=63750
- 73:leaf=-0.000851946883,cover=0
- 74:leaf=-0.000167787992,cover=0
- 18:[Sulc0<-0.00176540145] yes=37,no=38,missing=37,gain=2.44846749,cover=24454
- 37:[Ecc<1.96654522] yes=75,no=76,missing=76,gain=2.17742229,cover=20910
- 75:leaf=-0.000663738057,cover=0
- 76:leaf=0.000819239591,cover=0
- 38:[LGI5<3.11839271] yes=77,no=78,missing=77,gain=7.79162407,cover=3544
- 77:leaf=-0.00325433537,cover=0
- 78:leaf=0.00143782154,cover=0
- 4:[Sulc0<-0.332174033] yes=9,no=10,missing=9,gain=3.42193127,cover=446590
- 9:[Curv5<-0.146701202] yes=19,no=20,missing=20,gain=4.88010406,cover=18323
- 19:[Pol<38.1036148] yes=39,no=40,missing=39,gain=5.97118139,cover=2334
- 39:[PialArea5<0.683221579] yes=79,no=80,missing=80,gain=1.11678565,cover=827
- 79:leaf=0.00334998826,cover=0
- 80:leaf=-0.00252434006,cover=0
- 40:[Ecc<29.3556995] yes=81,no=82,missing=82,gain=3.74686193,cover=1507
- 81:leaf=0.00407935865,cover=0
- 82:leaf=-0.00576215331,cover=0
- 20:[Pol<65.1286774] yes=41,no=42,missing=41,gain=4.86110067,cover=15989
- 41:[Ecc<2.97906685] yes=83,no=84,missing=83,gain=9.73892403,cover=4562
- 83:leaf=-0.00384476758,cover=0
- 84:leaf=0.00170155393,cover=0
- 42:[Ecc<2.13501525] yes=85,no=86,missing=85,gain=5.40728569,cover=11427
- 85:leaf=-0.000190733088,cover=0
- 86:leaf=-0.00239393488,cover=0
- 10:[Sulc0<0.20153527] yes=21,no=22,missing=21,gain=4.7550354,cover=428267
- 21:[Pol<87.9431763] yes=43,no=44,missing=43,gain=5.41198444,cover=96761
- 43:[LGI5<2.68917012] yes=87,no=88,missing=87,gain=5.16848564,cover=35461
- 87:leaf=0.00157981773,cover=0
- 88:leaf=0.000362491846,cover=0
- 44:[Ecc<6.64552498] yes=89,no=90,missing=89,gain=5.73034477,cover=61300
- 89:leaf=-0.000346095156,cover=0
- 90:leaf=0.000621626095,cover=0
- 22:[PialCurv5<0.0218105931] yes=45,no=46,missing=45,gain=3.81527233,cover=331506
- 45:[LGI5<2.52671862] yes=91,no=92,missing=92,gain=7.14796066,cover=6148
- 91:leaf=-0.00978289265,cover=0
- 92:leaf=-0.000890763768,cover=0
- 46:[Ecc<20.7119312] yes=93,no=94,missing=93,gain=3.63646746,cover=325358
- 93:leaf=-0.000114154733,cover=0
- 94:leaf=0.000225184049,cover=0
- 2:[MidArea5<0.574335396] yes=5,no=6,missing=6,gain=1.00618362,cover=2582141
- 5:[PialArea5<0.793370187] yes=11,no=12,missing=11,gain=0.210776567,cover=322
- 11:[PialCurv5<-0.159167215] yes=23,no=24,missing=24,gain=0.198532999,cover=109
- 23:[Curv5<-0.234010845] yes=47,no=48,missing=47,gain=0.117566168,cover=31
- 47:[Ecc<1.10530448] yes=95,no=96,missing=95,gain=0.0220354795,cover=27
- 95:leaf=0.00103766622,cover=0
- 96:leaf=0.00597729534,cover=0
- 48:[Curv5<-0.217408031] yes=97,no=98,missing=97,gain=0.00650371611,cover=4
- 97:leaf=0.000265926123,cover=0
- 98:leaf=-0.00399594009,cover=0
- 24:[MidArea5<0.566005528] yes=49,no=50,missing=50,gain=0.139454558,cover=78
- 49:[LGI5<2.37589788] yes=99,no=100,missing=99,gain=0.0326365381,cover=22
- 99:leaf=0.00459254347,cover=0
- 100:leaf=0.000709349464,cover=0
- 50:[LGI5<2.29093218] yes=101,no=102,missing=102,gain=0.0851970688,cover=56
- 101:leaf=0.00147561659,cover=0
- 102:leaf=-0.00283972709,cover=0
- 12:[Curv5<-0.247622609] yes=25,no=26,missing=25,gain=0.284287453,cover=213
- 25:[PialCurv5<-0.117370568] yes=51,no=52,missing=52,gain=0.260632426,cover=143
- 51:[Ecc<0.943656743] yes=103,no=104,missing=103,gain=0.160271674,cover=132
- 103:leaf=0.00648820773,cover=0
- 104:leaf=0.00212848675,cover=0
- 52:[Ecc<0.783076942] yes=105,no=106,missing=106,gain=0.0247534215,cover=11
- 105:leaf=0.00156242249,cover=0
- 106:leaf=-0.00540952804,cover=0
- 26:[Pol<116.615585] yes=53,no=54,missing=54,gain=0.241652369,cover=70
- 53:[Curv5<-0.228820562] yes=107,no=108,missing=107,gain=0.0902693123,cover=19
- 107:leaf=0.00478758104,cover=0
- 108:leaf=-0.00180335471,cover=0
- 54:[PialCurv5<-0.146805272] yes=109,no=110,missing=110,gain=0.279261947,cover=51
- 109:leaf=-0.000461096235,cover=0
- 110:leaf=0.0096386224,cover=0
- 6:[Pol<55.3432045] yes=13,no=14,missing=13,gain=0.942188561,cover=2581819
- 13:[Sulc0<0.485350072] yes=27,no=28,missing=28,gain=2.42791629,cover=966938
- 27:[PialCurv5<0.000298873958] yes=55,no=56,missing=55,gain=2.75856829,cover=961408
- 55:[Sulc0<0.0770083591] yes=111,no=112,missing=111,gain=8.70049191,cover=894403
- 111:leaf=-3.47943824e-05,cover=0
- 112:leaf=0.00107063993,cover=0
- 56:[Ecc<14.694541] yes=113,no=114,missing=113,gain=12.6987858,cover=67005
- 113:leaf=0.000954257324,cover=0
- 114:leaf=-0.000709623564,cover=0
- 28:[LGI5<2.87999082] yes=57,no=58,missing=58,gain=4.58978367,cover=5530
- 57:[PialCurv5<-0.00171623251] yes=115,no=116,missing=116,gain=1.13795352,cover=474
- 115:leaf=-0.0168163162,cover=0
- 116:leaf=-0.00321977213,cover=0
- 58:[PialCurv5<-0.00569582684] yes=117,no=118,missing=117,gain=5.1064496,cover=5056
- 117:leaf=0.0101628071,cover=0
- 118:leaf=0.00116607442,cover=0
- 14:[Area5<0.778322995] yes=29,no=30,missing=30,gain=3.66858459,cover=1614881
- 29:[Pol<118.191307] yes=59,no=60,missing=59,gain=7.07169533,cover=1410316
- 59:[Ecc<12.9325523] yes=119,no=120,missing=119,gain=48.7605133,cover=393063
- 119:leaf=9.66327934e-05,cover=0
- 120:leaf=0.00237933872,cover=0
- 60:[Ecc<36.5542564] yes=121,no=122,missing=121,gain=6.0203104,cover=1017253
- 121:leaf=-3.51544113e-05,cover=0
- 122:leaf=0.000536855019,cover=0
- 30:[PialArea5<1.07423365] yes=61,no=62,missing=61,gain=4.7963562,cover=204565
- 61:[Pol<123.615685] yes=123,no=124,missing=123,gain=4.30097866,cover=125542
- 123:leaf=-0.000650458329,cover=0
- 124:leaf=-6.51433002e-05,cover=0
- 62:[Sulc0<-0.563680887] yes=125,no=126,missing=125,gain=3.21492124,cover=79023
- 125:leaf=-0.000272610981,cover=0
- 126:leaf=0.000386565749,cover=0
-booster[1060]:
-0:[Ecc<42.1016579] yes=1,no=2,missing=2,gain=0.219109416,cover=5124388
- 1:[Pol<103.31839] yes=3,no=4,missing=4,gain=0.264435947,cover=4963977
- 3:[Ecc<14.9070177] yes=7,no=8,missing=7,gain=2.85938072,cover=2537600
- 7:[LGI5<2.83602357] yes=15,no=16,missing=15,gain=5.20251036,cover=1870378
- 15:[MidArea5<0.756283522] yes=31,no=32,missing=31,gain=2.66398525,cover=1386957
- 31:[Ecc<10.426198] yes=63,no=64,missing=63,gain=3.98831487,cover=777212
- 63:leaf=-5.63386311e-05,cover=0
- 64:leaf=0.000469664083,cover=0
- 32:[Ecc<4.53598547] yes=65,no=66,missing=65,gain=7.12676811,cover=609745
- 65:leaf=-1.97980062e-05,cover=0
- 66:leaf=0.000335935241,cover=0
- 16:[Sulc0<-0.420901269] yes=33,no=34,missing=33,gain=7.97931767,cover=483421
- 33:[Pol<59.5955544] yes=67,no=68,missing=67,gain=5.44107819,cover=211512
- 67:leaf=1.30385151e-05,cover=0
- 68:leaf=0.00118933187,cover=0
- 34:[Pol<67.3859482] yes=69,no=70,missing=69,gain=22.3739414,cover=271909
- 69:leaf=-0.000959796773,cover=0
- 70:leaf=-7.61645197e-06,cover=0
- 8:[Pol<47.409153] yes=17,no=18,missing=17,gain=9.44244671,cover=667222
- 17:[Ecc<19.7764034] yes=35,no=36,missing=35,gain=10.3517103,cover=318397
- 35:[Pol<13.2006302] yes=71,no=72,missing=71,gain=12.6971397,cover=77936
- 71:leaf=0.000372836745,cover=0
- 72:leaf=-0.00101618096,cover=0
- 36:[PialArea5<0.676429033] yes=73,no=74,missing=73,gain=5.86674929,cover=240461
- 73:leaf=0.000950478017,cover=0
- 74:leaf=-1.63289212e-06,cover=0
- 18:[Curv5<0.0300692953] yes=37,no=38,missing=37,gain=39.7727318,cover=348825
- 37:[MidArea5<0.619563401] yes=75,no=76,missing=75,gain=12.388752,cover=96376
- 75:leaf=0.000160475538,cover=0
- 76:leaf=0.00147195242,cover=0
- 38:[LGI5<3.31338549] yes=77,no=78,missing=77,gain=5.05415392,cover=252449
- 77:leaf=0.000124251048,cover=0
- 78:leaf=-0.000338454585,cover=0
- 4:[Ecc<17.0169544] yes=9,no=10,missing=9,gain=3.14701152,cover=2426377
- 9:[LGI5<2.93978119] yes=19,no=20,missing=19,gain=5.03964043,cover=1937063
- 19:[Sulc0<-0.00954892673] yes=39,no=40,missing=39,gain=3.02247643,cover=1550042
- 39:[Pol<128.951508] yes=79,no=80,missing=79,gain=12.1284342,cover=1127538
- 79:leaf=-0.000353719748,cover=0
- 80:leaf=2.85751194e-05,cover=0
- 40:[Ecc<7.59607029] yes=81,no=82,missing=81,gain=9.69529629,cover=422504
- 81:leaf=-9.26167486e-05,cover=0
- 82:leaf=0.000402441336,cover=0
- 20:[PialCurv5<-0.0758950338] yes=41,no=42,missing=41,gain=6.66637468,cover=387021
- 41:[Sulc0<-0.217071146] yes=83,no=84,missing=84,gain=12.647397,cover=123525
- 83:leaf=5.48370954e-05,cover=0
- 84:leaf=-0.00156232668,cover=0
- 42:[Pol<155.757294] yes=85,no=86,missing=85,gain=11.4460917,cover=263496
- 85:leaf=0.000513742387,cover=0
- 86:leaf=-0.000244685885,cover=0
- 10:[Sulc0<-0.210027173] yes=21,no=22,missing=21,gain=9.2062645,cover=489314
- 21:[Pol<137.578873] yes=43,no=44,missing=44,gain=18.7157707,cover=167630
- 43:[Ecc<19.4699688] yes=87,no=88,missing=88,gain=5.20111847,cover=4194
- 87:leaf=-0.000685030187,cover=0
- 88:leaf=0.00421980303,cover=0
- 44:[Curv5<0.0407969989] yes=89,no=90,missing=89,gain=3.05525494,cover=163436
- 89:leaf=8.2615843e-05,cover=0
- 90:leaf=0.00479285885,cover=0
- 22:[Sulc0<0.443755656] yes=45,no=46,missing=45,gain=9.02797413,cover=321684
- 45:[Pol<144.670364] yes=91,no=92,missing=91,gain=8.65252304,cover=192429
- 91:leaf=-0.00080677605,cover=0
- 92:leaf=-0.000134138711,cover=0
- 46:[PialCurv5<0.119354174] yes=93,no=94,missing=93,gain=5.54455614,cover=129255
- 93:leaf=0.000626879511,cover=0
- 94:leaf=-0.000140394055,cover=0
- 2:[Pol<108.715256] yes=5,no=6,missing=5,gain=2.94448018,cover=160411
- 5:[LGI5<2.56865931] yes=11,no=12,missing=11,gain=2.45632267,cover=108525
- 11:[Sulc0<-0.0936657563] yes=23,no=24,missing=24,gain=1.67603135,cover=624
- 23:[PialArea5<0.984361112] yes=47,no=48,missing=48,gain=0.762506723,cover=148
- 47:[Area5<0.521939099] yes=95,no=96,missing=95,gain=0.256011128,cover=108
- 95:leaf=0.0077396282,cover=0
- 96:leaf=-0.00155463337,cover=0
- 48:[Curv5<-0.211220503] yes=97,no=98,missing=98,gain=0.292937398,cover=40
- 97:leaf=0.00321000139,cover=0
- 98:leaf=0.0119281216,cover=0
- 24:[LGI5<2.52320862] yes=49,no=50,missing=50,gain=1.14696026,cover=476
- 49:[Pol<46.5024796] yes=99,no=100,missing=99,gain=1.02149558,cover=235
- 99:leaf=-0.0052198763,cover=0
- 100:leaf=0.00138874899,cover=0
- 50:[Area5<0.701312602] yes=101,no=102,missing=101,gain=1.44001436,cover=241
- 101:leaf=-0.0115326745,cover=0
- 102:leaf=-0.00372394617,cover=0
- 12:[Pol<30.3635597] yes=25,no=26,missing=25,gain=2.08472323,cover=107901
- 25:[PialArea5<0.758763015] yes=51,no=52,missing=52,gain=3.36780596,cover=42058
- 51:[LGI5<3.53458858] yes=103,no=104,missing=103,gain=2.95758057,cover=8762
- 103:leaf=0.00142632786,cover=0
- 104:leaf=-0.000847933523,cover=0
- 52:[Sulc0<0.101211272] yes=105,no=106,missing=105,gain=2.46607494,cover=33296
- 105:leaf=-0.000509286299,cover=0
- 106:leaf=0.000362133374,cover=0
- 26:[Curv5<0.0554658733] yes=53,no=54,missing=53,gain=2.63476872,cover=65843
- 53:[Pol<92.1537628] yes=107,no=108,missing=108,gain=5.48043537,cover=17720
- 107:leaf=-0.000553392281,cover=0
- 108:leaf=-0.00322053256,cover=0
- 54:[PialArea5<1.0376358] yes=109,no=110,missing=110,gain=3.77624178,cover=48123
- 109:leaf=-0.00018351934,cover=0
- 110:leaf=0.0157961119,cover=0
- 6:[Pol<178.925751] yes=13,no=14,missing=13,gain=3.13614655,cover=51886
- 13:[PialArea5<0.669517875] yes=27,no=28,missing=27,gain=3.72493529,cover=49921
- 27:[Curv5<0.0655679703] yes=55,no=56,missing=55,gain=3.27282906,cover=13282
- 55:[Pol<156.492447] yes=111,no=112,missing=111,gain=3.97011375,cover=6799
- 111:leaf=-0.00163818954,cover=0
- 112:leaf=0.00186080614,cover=0
- 56:[PialCurv5<0.0959877223] yes=113,no=114,missing=113,gain=1.65989399,cover=6483
- 113:leaf=0.00318044983,cover=0
- 114:leaf=0.000184327233,cover=0
- 28:[Pol<143.237381] yes=57,no=58,missing=58,gain=4.88285828,cover=36639
- 57:[LGI5<3.15084362] yes=115,no=116,missing=116,gain=6.0225029,cover=10825
- 115:leaf=0.00301738409,cover=0
- 116:leaf=0.000575592916,cover=0
- 58:[Area5<0.674147427] yes=117,no=118,missing=117,gain=4.27906895,cover=25814
- 117:leaf=0.00110526651,cover=0
- 118:leaf=-0.000250145531,cover=0
- 14:[Sulc0<0.281104684] yes=29,no=30,missing=30,gain=0.974935055,cover=1965
- 29:[MidArea5<0.858873606] yes=59,no=60,missing=59,gain=0.605495811,cover=1922
- 59:[Sulc0<-0.319176674] yes=119,no=120,missing=119,gain=0.878517389,cover=1191
- 119:leaf=-0.000899930601,cover=0
- 120:leaf=-0.00361725804,cover=0
- 60:[PialCurv5<-0.0607835948] yes=121,no=122,missing=121,gain=1.02762234,cover=731
- 121:leaf=-0.000881842745,cover=0
- 122:leaf=0.0069173933,cover=0
- 30:[PialArea5<0.879786193] yes=61,no=62,missing=62,gain=0.68159914,cover=43
- 61:[Curv5<-0.0773924068] yes=123,no=124,missing=123,gain=0.323385596,cover=20
- 123:leaf=0.005266733,cover=0
- 124:leaf=-0.00709601259,cover=0
- 62:[MidArea5<0.982253611] yes=125,no=126,missing=125,gain=0.176821947,cover=23
- 125:leaf=-0.0156725403,cover=0
- 126:leaf=0.00313915918,cover=0
-booster[1061]:
-0:[Sulc0<0.383163035] yes=1,no=2,missing=1,gain=0.231434003,cover=5124388
- 1:[Curv5<0.149355054] yes=3,no=4,missing=3,gain=0.867957473,cover=4135095
- 3:[Curv5<0.129884616] yes=7,no=8,missing=8,gain=2.28627563,cover=3969743
- 7:[PialCurv5<0.137877449] yes=15,no=16,missing=16,gain=0.781612813,cover=3900943
- 15:[Curv5<0.0857537538] yes=31,no=32,missing=31,gain=1.34689498,cover=3704465
- 31:[Pol<65.1286774] yes=63,no=64,missing=63,gain=0.622616947,cover=3619248
- 63:leaf=-2.31550603e-05,cover=0
- 64:leaf=1.99684018e-05,cover=0
- 32:[Pol<80.8913651] yes=65,no=66,missing=65,gain=7.25773239,cover=85217
- 65:leaf=0.00059314369,cover=0
- 66:leaf=-0.00046632794,cover=0
- 16:[Ecc<6.41291761] yes=33,no=34,missing=33,gain=5.50831699,cover=196478
- 33:[LGI5<2.16230083] yes=67,no=68,missing=68,gain=3.94749737,cover=92807
- 67:leaf=-0.00201984565,cover=0
- 68:leaf=0.0004260969,cover=0
- 34:[LGI5<3.16380119] yes=69,no=70,missing=70,gain=7.00944996,cover=103671
- 69:leaf=-0.000390519708,cover=0
- 70:leaf=0.000549841381,cover=0
- 8:[PialArea5<0.436710119] yes=17,no=18,missing=17,gain=1.70413613,cover=68800
- 17:[Pol<103.31839] yes=35,no=36,missing=35,gain=2.58113956,cover=14426
- 35:[Ecc<6.52965975] yes=71,no=72,missing=71,gain=1.79854059,cover=6913
- 71:leaf=0.00224648206,cover=0
- 72:leaf=0.000631697651,cover=0
- 36:[Ecc<14.0810061] yes=73,no=74,missing=73,gain=1.65253472,cover=7513
- 73:leaf=-0.000120623583,cover=0
- 74:leaf=0.00227031764,cover=0
- 18:[Pol<136.095428] yes=37,no=38,missing=37,gain=1.29508412,cover=54374
- 37:[Sulc0<0.101211272] yes=75,no=76,missing=75,gain=1.58878696,cover=46888
- 75:leaf=-0.000287460629,cover=0
- 76:leaf=0.000306939357,cover=0
- 38:[PialCurv5<-0.0472753309] yes=77,no=78,missing=78,gain=2.55983806,cover=7486
- 77:leaf=0.0170819629,cover=0
- 78:leaf=0.000725541147,cover=0
- 4:[Pol<135.419098] yes=9,no=10,missing=9,gain=1.41057539,cover=165352
- 9:[Ecc<5.66086149] yes=19,no=20,missing=19,gain=2.81192493,cover=136849
- 19:[LGI5<2.73607373] yes=39,no=40,missing=39,gain=1.28703821,cover=102165
- 39:[LGI5<2.51629615] yes=79,no=80,missing=79,gain=1.45791376,cover=99463
- 79:leaf=2.76586743e-05,cover=0
- 80:leaf=-0.000442747318,cover=0
- 40:[Pol<46.5024796] yes=81,no=82,missing=82,gain=1.53640974,cover=2702
- 81:leaf=-0.00716232089,cover=0
- 82:leaf=0.00120785192,cover=0
- 20:[Pol<89.1530609] yes=41,no=42,missing=42,gain=2.54113626,cover=34684
- 41:[Sulc0<-0.0713235363] yes=83,no=84,missing=83,gain=1.77728462,cover=14339
- 83:leaf=0.00164010504,cover=0
- 84:leaf=-0.000235877451,cover=0
- 42:[LGI5<3.11198854] yes=85,no=86,missing=85,gain=2.3142643,cover=20345
- 85:leaf=-0.00118405884,cover=0
- 86:leaf=0.000162921438,cover=0
- 10:[PialCurv5<-0.0314326771] yes=21,no=22,missing=22,gain=2.34878278,cover=28503
- 21:[PialArea5<0.422649235] yes=43,no=44,missing=43,gain=3.87064958,cover=112
- 43:[LGI5<3.11198854] yes=87,no=88,missing=88,gain=0.679958344,cover=61
- 87:leaf=-0.00590021629,cover=0
- 88:leaf=0.00452536624,cover=0
- 44:[LGI5<2.8746686] yes=89,no=90,missing=89,gain=4.86434221,cover=51
- 89:leaf=0.0333278067,cover=0
- 90:leaf=0.00261428021,cover=0
- 22:[Ecc<14.694541] yes=45,no=46,missing=45,gain=2.02454281,cover=28391
- 45:[LGI5<3.11839271] yes=91,no=92,missing=91,gain=2.70773959,cover=27291
- 91:leaf=0.000297363586,cover=0
- 92:leaf=-0.00115398376,cover=0
- 46:[Ecc<29.3556995] yes=93,no=94,missing=93,gain=1.33695245,cover=1100
- 93:leaf=0.002876363,cover=0
- 94:leaf=-0.00284667872,cover=0
- 2:[Curv5<-0.114048101] yes=5,no=6,missing=5,gain=2.10551047,cover=989293
- 5:[Pol<157.22821] yes=11,no=12,missing=11,gain=2.39611292,cover=4795
- 11:[LGI5<2.92358446] yes=23,no=24,missing=24,gain=2.28534579,cover=4448
- 23:[PialArea5<0.662493944] yes=47,no=48,missing=47,gain=3.04622149,cover=416
- 47:[Sulc0<0.517823458] yes=95,no=96,missing=95,gain=1.16870689,cover=222
- 95:leaf=-0.00397999259,cover=0
- 96:leaf=0.00426959945,cover=0
- 48:[PialCurv5<-0.0800075978] yes=97,no=98,missing=97,gain=1.35253596,cover=194
- 97:leaf=-0.00158451521,cover=0
- 98:leaf=0.00878921244,cover=0
- 24:[Area5<0.562355936] yes=49,no=50,missing=50,gain=2.96670437,cover=4032
- 49:[Ecc<22.8050022] yes=99,no=100,missing=100,gain=3.16143322,cover=783
- 99:leaf=-0.00280805724,cover=0
- 100:leaf=0.00364958285,cover=0
- 50:[Ecc<10.0121937] yes=101,no=102,missing=102,gain=1.76266384,cover=3249
- 101:leaf=0.00909631699,cover=0
- 102:leaf=-0.00252616499,cover=0
- 12:[Area5<0.587948382] yes=25,no=26,missing=25,gain=3.74149799,cover=347
- 25:[Curv5<-0.174421206] yes=51,no=52,missing=52,gain=0.689059734,cover=30
- 51:[LGI5<2.91823459] yes=103,no=104,missing=103,gain=0.393117905,cover=28
- 103:leaf=0.00318359444,cover=0
- 104:leaf=0.0234911479,cover=0
- 52:leaf=-0.00623508496,cover=0
- 26:[PialCurv5<-0.138158455] yes=53,no=54,missing=53,gain=1.89647579,cover=317
- 53:leaf=0.0270424671,cover=0
- 54:[Ecc<42.9490852] yes=105,no=106,missing=105,gain=1.19130886,cover=311
- 105:leaf=-0.00413611159,cover=0
- 106:leaf=0.00267971563,cover=0
- 6:[Pol<153.554306] yes=13,no=14,missing=14,gain=2.78667116,cover=984498
- 13:[PialCurv5<0.0193316489] yes=27,no=28,missing=27,gain=2.66922688,cover=979839
- 27:[PialArea5<0.679818809] yes=55,no=56,missing=55,gain=4.81622791,cover=26282
- 55:[Pol<116.093399] yes=107,no=108,missing=107,gain=2.79095316,cover=12666
- 107:leaf=-0.000597487844,cover=0
- 108:leaf=0.00122643996,cover=0
- 56:[Curv5<0.012354264] yes=109,no=110,missing=109,gain=4.37453365,cover=13616
- 109:leaf=0.000724833226,cover=0
- 110:leaf=0.00307847187,cover=0
- 28:[Pol<20.2198563] yes=57,no=58,missing=58,gain=1.9139334,cover=953557
- 57:[Ecc<47.7892265] yes=111,no=112,missing=111,gain=1.25961173,cover=2294
- 111:leaf=-0.00223714742,cover=0
- 112:leaf=0.000313858996,cover=0
- 58:[LGI5<2.34364653] yes=113,no=114,missing=113,gain=1.6749624,cover=951263
- 113:leaf=-0.000457540533,cover=0
- 114:leaf=-1.09647472e-05,cover=0
- 14:[PialCurv5<-0.0858580992] yes=29,no=30,missing=30,gain=2.57629561,cover=4659
- 29:[PialArea5<0.813682437] yes=59,no=60,missing=59,gain=0.693977594,cover=49
- 59:[Area5<0.771817088] yes=115,no=116,missing=115,gain=0.548282862,cover=32
- 115:leaf=0.0170098301,cover=0
- 116:leaf=-0.000808469485,cover=0
- 60:[Pol<160.869751] yes=117,no=118,missing=117,gain=0.349313587,cover=17
- 117:leaf=-0.00971737131,cover=0
- 118:leaf=0.0057037184,cover=0
- 30:[Curv5<-0.0366821773] yes=61,no=62,missing=62,gain=1.67651272,cover=4610
- 61:[Ecc<45.751255] yes=119,no=120,missing=119,gain=3.18437171,cover=1157
- 119:leaf=-0.00229001511,cover=0
- 120:leaf=0.00295239268,cover=0
- 62:[PialArea5<0.636387587] yes=121,no=122,missing=122,gain=2.67580795,cover=3453
- 121:leaf=-0.000696409435,cover=0
- 122:leaf=-0.00350633822,cover=0
-booster[1062]:
-0:[Sulc0<0.383163035] yes=1,no=2,missing=1,gain=0.208785072,cover=5124388
- 1:[Curv5<0.190557376] yes=3,no=4,missing=3,gain=0.803853571,cover=4135095
- 3:[PialArea5<0.436710119] yes=7,no=8,missing=7,gain=1.27603877,cover=4066331
- 7:[Ecc<8.29616165] yes=15,no=16,missing=15,gain=3.15946198,cover=86082
- 15:[Ecc<1.10530448] yes=31,no=32,missing=32,gain=3.00711632,cover=60674
- 31:[LGI5<2.40692019] yes=63,no=64,missing=63,gain=1.73140264,cover=12153
- 63:leaf=0.000137210489,cover=0
- 64:leaf=-0.00110708061,cover=0
- 32:[Area5<0.805150867] yes=65,no=66,missing=65,gain=3.28139782,cover=48521
- 65:leaf=0.000591828313,cover=0
- 66:leaf=-0.00733244559,cover=0
- 16:[Area5<0.731406808] yes=33,no=34,missing=33,gain=3.83988094,cover=25408
- 33:[PialCurv5<0.147539601] yes=67,no=68,missing=67,gain=3.78044152,cover=23440
- 67:leaf=-0.00106955227,cover=0
- 68:leaf=0.000200660783,cover=0
- 34:[Pol<117.668175] yes=69,no=70,missing=70,gain=2.66490006,cover=1968
- 69:leaf=0.000921540544,cover=0
- 70:leaf=0.00549426815,cover=0
- 8:[MidArea5<0.56810379] yes=17,no=18,missing=17,gain=0.778879702,cover=3980249
- 17:[PialArea5<0.767178178] yes=35,no=36,missing=35,gain=2.16846895,cover=162940
- 35:[Curv5<0.0322575867] yes=71,no=72,missing=71,gain=1.49230194,cover=162205
- 71:leaf=3.27926614e-06,cover=0
- 72:leaf=-0.000309039635,cover=0
- 36:[MidArea5<0.561631978] yes=73,no=74,missing=73,gain=0.285194039,cover=735
- 73:leaf=0.00365148415,cover=0
- 74:leaf=0.00167132157,cover=0
- 18:[PialArea5<0.529292643] yes=37,no=38,missing=37,gain=2.1373539,cover=3817309
- 37:[Pol<82.8478928] yes=75,no=76,missing=75,gain=3.63710594,cover=107303
- 75:leaf=0.000798072957,cover=0
- 76:leaf=7.95388987e-05,cover=0
- 38:[Curv5<0.14511615] yes=77,no=78,missing=77,gain=1.42962265,cover=3710006
- 77:leaf=4.60252841e-06,cover=0
- 78:leaf=-0.000353786338,cover=0
- 4:[Pol<138.276962] yes=9,no=10,missing=9,gain=1.68035197,cover=68764
- 9:[Ecc<5.59685707] yes=19,no=20,missing=19,gain=1.70337975,cover=56156
- 19:[LGI5<2.86927843] yes=39,no=40,missing=40,gain=1.82256246,cover=47775
- 39:[Ecc<4.00532722] yes=79,no=80,missing=79,gain=0.727217913,cover=47461
- 79:leaf=-0.000279856002,cover=0
- 80:leaf=0.000242046008,cover=0
- 40:[PialCurv5<0.220156521] yes=81,no=82,missing=81,gain=0.549092889,cover=314
- 81:leaf=0.00789459329,cover=0
- 82:leaf=0.00258864462,cover=0
- 20:[LGI5<3.11198854] yes=41,no=42,missing=41,gain=2.40761733,cover=8381
- 41:[Pol<23.2745647] yes=83,no=84,missing=83,gain=2.36172676,cover=7040
- 83:leaf=0.00609921152,cover=0
- 84:leaf=-0.00142200978,cover=0
- 42:[PialArea5<0.563414931] yes=85,no=86,missing=85,gain=1.76266277,cover=1341
- 85:leaf=0.000660108577,cover=0
- 86:leaf=0.0106208846,cover=0
- 10:[LGI5<2.99035311] yes=21,no=22,missing=21,gain=1.34677768,cover=12608
- 21:[LGI5<2.75749183] yes=43,no=44,missing=43,gain=2.06765413,cover=9249
- 43:[Area5<0.643796742] yes=87,no=88,missing=87,gain=1.37707496,cover=6837
- 87:leaf=0.000814826402,cover=0
- 88:leaf=-0.000628139649,cover=0
- 44:[PialArea5<0.324585885] yes=89,no=90,missing=89,gain=2.2914927,cover=2412
- 89:leaf=0.00725934375,cover=0
- 90:leaf=0.00148071931,cover=0
- 22:[LGI5<3.58443618] yes=45,no=46,missing=45,gain=1.57299531,cover=3359
- 45:[Sulc0<0.126604497] yes=91,no=92,missing=91,gain=1.83393812,cover=3142
- 91:leaf=-0.00175363279,cover=0
- 92:leaf=0.000720632728,cover=0
- 46:[Ecc<21.7409172] yes=93,no=94,missing=93,gain=0.772987843,cover=217
- 93:leaf=0.00537951104,cover=0
- 94:leaf=-0.00137512467,cover=0
- 2:[Curv5<-0.141545609] yes=5,no=6,missing=5,gain=1.94082391,cover=989293
- 5:[Area5<0.564792395] yes=11,no=12,missing=11,gain=2.21684003,cover=2972
- 11:[Ecc<22.8050022] yes=23,no=24,missing=24,gain=2.54656529,cover=697
- 23:[LGI5<3.26095963] yes=47,no=48,missing=47,gain=0.521218956,cover=278
- 47:[LGI5<2.76298451] yes=95,no=96,missing=95,gain=0.781532645,cover=206
- 95:leaf=0.00271435617,cover=0
- 96:leaf=-0.00524648605,cover=0
- 48:[PialArea5<0.370812863] yes=97,no=98,missing=97,gain=0.151384532,cover=72
- 97:leaf=-0.00289504742,cover=0
- 98:leaf=0.00238453294,cover=0
- 24:[Pol<156.492447] yes=49,no=50,missing=50,gain=1.87615442,cover=419
- 49:[Area5<0.380439579] yes=99,no=100,missing=99,gain=0.498619437,cover=406
- 99:leaf=-0.00542085478,cover=0
- 100:leaf=0.00335783395,cover=0
- 50:[Area5<0.536314785] yes=101,no=102,missing=102,gain=0.381816387,cover=13
- 101:leaf=0.000934352458,cover=0
- 102:leaf=0.0250146538,cover=0
- 12:[LGI5<2.93978119] yes=25,no=26,missing=25,gain=1.94635701,cover=2275
- 25:[PialArea5<0.643814564] yes=51,no=52,missing=52,gain=1.16320562,cover=146
- 51:[Pol<90.361351] yes=103,no=104,missing=103,gain=0.671759725,cover=37
- 103:leaf=-0.0118665248,cover=0
- 104:leaf=0.00153819355,cover=0
- 52:[Area5<0.761842728] yes=105,no=106,missing=105,gain=0.802394032,cover=109
- 105:leaf=0.00724368123,cover=0
- 106:leaf=-0.00934535358,cover=0
- 26:[Ecc<46.7494621] yes=53,no=54,missing=53,gain=2.03119659,cover=2129
- 53:[Area5<0.751858592] yes=107,no=108,missing=108,gain=2.30401754,cover=1617
- 107:leaf=-0.00416133227,cover=0
- 108:leaf=0.000844893162,cover=0
- 54:[PialCurv5<-0.107986279] yes=109,no=110,missing=109,gain=1.28681493,cover=512
- 109:leaf=0.0050213174,cover=0
- 110:leaf=-0.00101962429,cover=0
- 6:[Pol<153.554306] yes=13,no=14,missing=13,gain=2.27832842,cover=986321
- 13:[Pol<119.777687] yes=27,no=28,missing=27,gain=2.07165742,cover=981472
- 27:[MidArea5<0.95319289] yes=55,no=56,missing=55,gain=1.7498728,cover=868337
- 55:[Curv5<0.151368812] yes=111,no=112,missing=111,gain=1.64340758,cover=866783
- 111:leaf=-9.37362274e-05,cover=0
- 112:leaf=4.86520585e-05,cover=0
- 56:[Ecc<23.1745358] yes=113,no=114,missing=113,gain=1.24160957,cover=1554
- 113:leaf=0.0037751745,cover=0
- 114:leaf=0.000703253434,cover=0
- 28:[PialCurv5<0.122354448] yes=57,no=58,missing=57,gain=6.64940262,cover=113135
- 57:[MidArea5<0.721430659] yes=115,no=116,missing=115,gain=5.17723083,cover=39133
- 115:leaf=0.00120200077,cover=0
- 116:leaf=3.509827e-05,cover=0
- 58:[Curv5<0.0574831441] yes=117,no=118,missing=117,gain=2.46024394,cover=74002
- 117:leaf=-0.00170406722,cover=0
- 118:leaf=-3.74849224e-05,cover=0
- 14:[PialCurv5<-0.0858580992] yes=29,no=30,missing=29,gain=2.37732673,cover=4849
- 29:[PialArea5<0.816499233] yes=59,no=60,missing=59,gain=1.71193647,cover=76
- 59:[PialArea5<0.736284733] yes=119,no=120,missing=120,gain=0.646643639,cover=40
- 119:leaf=0.00664592907,cover=0
- 120:leaf=0.0199656263,cover=0
- 60:[LGI5<3.33014965] yes=121,no=122,missing=121,gain=0.916533351,cover=36
- 121:leaf=0.00400622282,cover=0
- 122:leaf=-0.0142590282,cover=0
- 30:[Curv5<-0.0366821773] yes=61,no=62,missing=61,gain=1.66217065,cover=4773
- 61:[Ecc<45.751255] yes=123,no=124,missing=123,gain=3.61571932,cover=1320
- 123:leaf=-0.00225865259,cover=0
- 124:leaf=0.00297402614,cover=0
- 62:[PialArea5<0.636387587] yes=125,no=126,missing=125,gain=2.41509628,cover=3453
- 125:leaf=-0.000661606202,cover=0
- 126:leaf=-0.00333113782,cover=0
-booster[1063]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.194029719,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.490003794,cover=4943960
- 3:[Pol<103.31839] yes=7,no=8,missing=7,gain=0.492554218,cover=4628667
- 7:[Ecc<16.2597466] yes=15,no=16,missing=16,gain=3.24088359,cover=2321102
- 15:[Ecc<7.24576569] yes=31,no=32,missing=31,gain=3.7245276,cover=1892183
- 31:[Ecc<4.73840666] yes=63,no=64,missing=63,gain=3.66566515,cover=1248913
- 63:leaf=-2.06347722e-05,cover=0
- 64:leaf=0.000160304582,cover=0
- 32:[Pol<27.4246235] yes=65,no=66,missing=65,gain=6.65946865,cover=643270
- 65:leaf=0.000221576774,cover=0
- 66:leaf=-0.000186040532,cover=0
- 16:[Pol<36.2100182] yes=33,no=34,missing=34,gain=9.9749403,cover=428919
- 33:[Area5<0.790145099] yes=67,no=68,missing=68,gain=7.22605705,cover=167292
- 67:leaf=-0.000287345552,cover=0
- 68:leaf=0.000681955076,cover=0
- 34:[Curv5<-0.024997253] yes=69,no=70,missing=69,gain=16.2646961,cover=261627
- 69:leaf=0.000993159367,cover=0
- 70:leaf=9.91279521e-05,cover=0
- 8:[Ecc<14.484726] yes=17,no=18,missing=17,gain=4.287673,cover=2307565
- 17:[LGI5<2.95653391] yes=35,no=36,missing=35,gain=6.85204172,cover=1812525
- 35:[Sulc0<0.0850813463] yes=71,no=72,missing=71,gain=2.95124149,cover=1532846
- 71:leaf=-5.67199604e-05,cover=0
- 72:leaf=0.000111115201,cover=0
- 36:[PialCurv5<-0.107986279] yes=73,no=74,missing=74,gain=9.21800423,cover=279679
- 73:leaf=-0.00035975597,cover=0
- 74:leaf=0.000384435029,cover=0
- 18:[Pol<157.22821] yes=37,no=38,missing=37,gain=8.14408016,cover=495040
- 37:[Ecc<25.981123] yes=75,no=76,missing=75,gain=10.2024965,cover=324325
- 75:leaf=-0.000450056978,cover=0
- 76:leaf=0.000204826225,cover=0
- 38:[Ecc<25.1292973] yes=77,no=78,missing=77,gain=6.91120434,cover=170715
- 77:leaf=0.000355628435,cover=0
- 78:leaf=-0.000323735585,cover=0
- 4:[PialCurv5<-0.0297427773] yes=9,no=10,missing=10,gain=4.80684566,cover=315293
- 9:[Pol<151.353775] yes=19,no=20,missing=20,gain=4.6430316,cover=145573
- 19:[Pol<8.56911278] yes=39,no=40,missing=39,gain=6.25550461,cover=88244
- 39:[Curv5<-0.0642315522] yes=79,no=80,missing=80,gain=4.09609985,cover=24141
- 79:leaf=-0.000459208124,cover=0
- 80:leaf=0.00252803159,cover=0
- 40:[LGI5<2.79683423] yes=81,no=82,missing=82,gain=5.49821186,cover=64103
- 81:leaf=-0.00119231909,cover=0
- 82:leaf=0.000751935411,cover=0
- 20:[LGI5<3.00232744] yes=41,no=42,missing=41,gain=4.78756189,cover=57329
- 41:[PialCurv5<-0.122305259] yes=83,no=84,missing=84,gain=3.32722235,cover=12130
- 83:leaf=-0.000244086637,cover=0
- 84:leaf=-0.00190041331,cover=0
- 42:[Sulc0<0.0294309072] yes=85,no=86,missing=85,gain=3.34582138,cover=45199
- 85:leaf=0.000322938635,cover=0
- 86:leaf=-0.000607688213,cover=0
- 10:[Curv5<0.155577481] yes=21,no=22,missing=21,gain=5.27320242,cover=169720
- 21:[Pol<127.133438] yes=43,no=44,missing=43,gain=5.24563551,cover=161545
- 43:[Area5<0.689492285] yes=87,no=88,missing=87,gain=3.34638309,cover=135269
- 87:leaf=-0.000954662624,cover=0
- 88:leaf=-0.000313083612,cover=0
- 44:[LGI5<3.70550299] yes=89,no=90,missing=89,gain=4.5937748,cover=26276
- 89:leaf=0.000194206237,cover=0
- 90:leaf=0.00332277943,cover=0
- 22:[Pol<121.948479] yes=45,no=46,missing=46,gain=1.67397761,cover=8175
- 45:[Pol<65.1286774] yes=91,no=92,missing=91,gain=1.53961706,cover=7771
- 91:leaf=-5.85469643e-05,cover=0
- 92:leaf=0.00156579784,cover=0
- 46:[LGI5<3.05514836] yes=93,no=94,missing=93,gain=0.666625023,cover=404
- 93:leaf=-0.00585522968,cover=0
- 94:leaf=-0.00102737918,cover=0
- 2:[PialCurv5<0.309146255] yes=5,no=6,missing=5,gain=2.56632543,cover=180428
- 5:[Pol<32.323391] yes=11,no=12,missing=11,gain=1.35380232,cover=99599
- 11:[Curv5<0.149355054] yes=23,no=24,missing=23,gain=0.523854017,cover=540
- 23:[LGI5<3.50441384] yes=47,no=48,missing=47,gain=0.550346971,cover=373
- 47:[Curv5<0.120553598] yes=95,no=96,missing=95,gain=0.447992086,cover=271
- 95:leaf=-0.00600064499,cover=0
- 96:leaf=-0.00174063444,cover=0
- 48:[Curv5<0.069626309] yes=97,no=98,missing=97,gain=0.474115521,cover=102
- 97:leaf=0.0107906973,cover=0
- 98:leaf=-0.00121677318,cover=0
- 24:[Curv5<0.266060919] yes=49,no=50,missing=49,gain=0.357811749,cover=167
- 49:[Ecc<39.5502243] yes=99,no=100,missing=99,gain=0.249853611,cover=165
- 99:leaf=-0.00294044195,cover=0
- 100:leaf=0.00113861519,cover=0
- 50:leaf=0.0171679854,cover=0
- 12:[Pol<46.5024796] yes=25,no=26,missing=25,gain=1.22384143,cover=99059
- 25:[PialArea5<0.628734469] yes=51,no=52,missing=52,gain=1.50972986,cover=1073
- 51:[MidArea5<0.701709926] yes=101,no=102,missing=101,gain=0.787726223,cover=911
- 101:leaf=0.00155064894,cover=0
- 102:leaf=-0.00386598869,cover=0
- 52:[Area5<0.788037419] yes=103,no=104,missing=103,gain=1.80772471,cover=162
- 103:leaf=0.014384523,cover=0
- 104:leaf=0.00286523323,cover=0
- 26:[Pol<64.3762589] yes=53,no=54,missing=54,gain=1.49582016,cover=97986
- 53:[Ecc<34.5416374] yes=105,no=106,missing=105,gain=6.93408632,cover=7013
- 105:leaf=0.00424920348,cover=0
- 106:leaf=-0.00100918463,cover=0
- 54:[LGI5<2.95653391] yes=107,no=108,missing=108,gain=1.51015496,cover=90973
- 107:leaf=-0.000139165189,cover=0
- 108:leaf=0.000371624337,cover=0
- 6:[LGI5<3.23945832] yes=13,no=14,missing=13,gain=1.36238158,cover=80829
- 13:[Curv5<0.204311207] yes=27,no=28,missing=27,gain=1.87753892,cover=48870
- 27:[LGI5<2.33061647] yes=55,no=56,missing=56,gain=1.63086319,cover=36342
- 55:[Curv5<0.183586344] yes=109,no=110,missing=109,gain=1.52403891,cover=22
- 109:leaf=0.0222294908,cover=0
- 110:leaf=-0.00432765158,cover=0
- 56:[PialArea5<0.485325813] yes=111,no=112,missing=112,gain=0.983957052,cover=36320
- 111:leaf=-0.000561807188,cover=0
- 112:leaf=0.000924535037,cover=0
- 28:[Pol<89.7623749] yes=57,no=58,missing=57,gain=0.89287889,cover=12528
- 57:[PialCurv5<0.409174502] yes=113,no=114,missing=113,gain=0.754763842,cover=4193
- 113:leaf=0.00158114755,cover=0
- 114:leaf=0.00022353619,cover=0
- 58:[Area5<0.483568966] yes=115,no=116,missing=116,gain=0.838465452,cover=8335
- 115:leaf=-0.00636483682,cover=0
- 116:leaf=-5.58377906e-05,cover=0
- 14:[Ecc<11.0302963] yes=29,no=30,missing=30,gain=1.43253732,cover=31959
- 29:[PialCurv5<0.426807076] yes=59,no=60,missing=60,gain=1.36701143,cover=728
- 59:[Pol<99.5532455] yes=117,no=118,missing=117,gain=0.674263775,cover=569
- 117:leaf=-0.00277782558,cover=0
- 118:leaf=0.000666669337,cover=0
- 60:[Area5<0.652759671] yes=119,no=120,missing=119,gain=0.592088699,cover=159
- 119:leaf=-0.00955492537,cover=0
- 120:leaf=-0.00337886671,cover=0
- 30:[Pol<128.334747] yes=61,no=62,missing=61,gain=1.34631371,cover=31231
- 61:[LGI5<3.38720298] yes=121,no=122,missing=121,gain=1.12093437,cover=31009
- 121:leaf=0.000548069947,cover=0
- 122:leaf=-6.74307739e-05,cover=0
- 62:[Area5<0.744179189] yes=123,no=124,missing=123,gain=0.904598475,cover=222
- 123:leaf=-0.00121561915,cover=0
- 124:leaf=-0.00778352795,cover=0
-booster[1064]:
-0:[LGI5<2.77946544] yes=1,no=2,missing=1,gain=0.208001569,cover=5124388
- 1:[Sulc0<0.74744761] yes=3,no=4,missing=3,gain=2.05568886,cover=2702518
- 3:[Ecc<8.01039791] yes=7,no=8,missing=8,gain=2.66359091,cover=2629905
- 7:[Pol<158.709351] yes=15,no=16,missing=16,gain=2.00262809,cover=2299127
- 15:[Pol<102.241241] yes=31,no=32,missing=31,gain=3.21778345,cover=2006622
- 31:[PialArea5<0.785624862] yes=63,no=64,missing=63,gain=2.569206,cover=1137762
- 63:leaf=-5.5161363e-05,cover=0
- 64:leaf=9.76787414e-05,cover=0
- 32:[MidArea5<0.750180483] yes=65,no=66,missing=65,gain=9.36906338,cover=868860
- 65:leaf=1.51010536e-05,cover=0
- 66:leaf=-0.000342940009,cover=0
- 16:[PialCurv5<-0.0999256745] yes=33,no=34,missing=33,gain=6.54188585,cover=292505
- 33:[Curv5<-0.0413376503] yes=67,no=68,missing=68,gain=5.25779724,cover=134639
- 67:leaf=-0.000145013226,cover=0
- 68:leaf=0.0108408667,cover=0
- 34:[Ecc<1.62447274] yes=69,no=70,missing=69,gain=13.9888706,cover=157866
- 69:leaf=-0.000164885831,cover=0
- 70:leaf=0.000778551155,cover=0
- 8:[Pol<163.028091] yes=17,no=18,missing=17,gain=11.8560171,cover=330778
- 17:[Area5<0.66211915] yes=35,no=36,missing=36,gain=6.95902157,cover=289780
- 35:[Pol<144.670364] yes=71,no=72,missing=71,gain=4.77286673,cover=95418
- 71:leaf=-0.000238469336,cover=0
- 72:leaf=0.000741525262,cover=0
- 36:[PialCurv5<0.119354174] yes=73,no=74,missing=73,gain=7.35415363,cover=194362
- 73:leaf=0.000676282798,cover=0
- 74:leaf=4.37449598e-05,cover=0
- 18:[PialCurv5<-0.135003537] yes=37,no=38,missing=38,gain=4.14594221,cover=40998
- 37:[Curv5<-0.191348091] yes=75,no=76,missing=76,gain=1.53027809,cover=3284
- 75:leaf=0.00080259284,cover=0
- 76:leaf=0.0056347358,cover=0
- 38:[PialArea5<1.57955706] yes=77,no=78,missing=77,gain=3.76833057,cover=37714
- 77:leaf=-0.000820113346,cover=0
- 78:leaf=0.00904796086,cover=0
- 4:[Curv5<0.190557376] yes=9,no=10,missing=9,gain=2.89438915,cover=72613
- 9:[LGI5<2.26652193] yes=19,no=20,missing=19,gain=2.23840189,cover=48456
- 19:[Curv5<0.155577481] yes=39,no=40,missing=39,gain=1.44516838,cover=122
- 39:[Ecc<6.64552498] yes=79,no=80,missing=80,gain=0.503926277,cover=78
- 79:leaf=0.00644138455,cover=0
- 80:leaf=0.0147434641,cover=0
- 40:[Ecc<7.59607029] yes=81,no=82,missing=81,gain=0.105707571,cover=44
- 81:leaf=-0.00222417386,cover=0
- 82:leaf=0.00359714404,cover=0
- 20:[Ecc<6.81643343] yes=41,no=42,missing=42,gain=2.0982585,cover=48334
- 41:[Area5<0.621834755] yes=83,no=84,missing=84,gain=1.83485937,cover=7806
- 83:leaf=0.00176200573,cover=0
- 84:leaf=-0.00143890548,cover=0
- 42:[PialCurv5<0.0471153036] yes=85,no=86,missing=85,gain=1.68271673,cover=40528
- 85:leaf=0.00415925262,cover=0
- 86:leaf=-0.000371336471,cover=0
- 10:[PialCurv5<0.45140323] yes=21,no=22,missing=22,gain=1.24648023,cover=24157
- 21:[Pol<92.1537628] yes=43,no=44,missing=43,gain=1.13640964,cover=17318
- 43:[Ecc<7.08616447] yes=87,no=88,missing=88,gain=1.15797818,cover=2358
- 87:leaf=-0.000652647752,cover=0
- 88:leaf=0.00202604965,cover=0
- 44:[PialCurv5<0.260145098] yes=89,no=90,missing=89,gain=1.22992146,cover=14960
- 89:leaf=-0.000852159807,cover=0
- 90:leaf=0.000443964876,cover=0
- 22:[Area5<0.559839368] yes=45,no=46,missing=46,gain=1.08908641,cover=6839
- 45:[Curv5<0.22365725] yes=91,no=92,missing=91,gain=0.500871837,cover=417
- 91:leaf=-0.00272370572,cover=0
- 92:leaf=0.00271369447,cover=0
- 46:[Area5<0.648839295] yes=93,no=94,missing=93,gain=0.776238441,cover=6422
- 93:leaf=-0.0012053696,cover=0
- 94:leaf=-8.53192687e-05,cover=0
- 2:[Ecc<3.80337262] yes=5,no=6,missing=6,gain=2.41129065,cover=2421870
- 5:[Curv5<-0.169727564] yes=11,no=12,missing=12,gain=2.40786958,cover=21706
- 11:[Pol<39.0368156] yes=23,no=24,missing=23,gain=1.82394421,cover=9138
- 23:[PialArea5<1.00196755] yes=47,no=48,missing=47,gain=1.48966861,cover=3671
- 47:[Sulc0<-0.842326522] yes=95,no=96,missing=96,gain=1.96340156,cover=1000
- 95:leaf=-0.00469963532,cover=0
- 96:leaf=-0.000268653384,cover=0
- 48:[Ecc<3.16401935] yes=97,no=98,missing=97,gain=0.903138518,cover=2671
- 97:leaf=0.000831784215,cover=0
- 98:leaf=-0.00101211667,cover=0
- 24:[Area5<0.987501919] yes=49,no=50,missing=49,gain=3.71724796,cover=5467
- 49:[Area5<0.644818127] yes=99,no=100,missing=99,gain=2.33250713,cover=5450
- 99:leaf=-3.18402126e-05,cover=0
- 100:leaf=0.00231721206,cover=0
- 50:[Sulc0<-1.02305627] yes=101,no=102,missing=102,gain=0.0671851635,cover=17
- 101:leaf=0.0132835079,cover=0
- 102:leaf=0.026194429,cover=0
- 12:[Sulc0<-0.540693521] yes=25,no=26,missing=25,gain=4.11638355,cover=12568
- 25:[PialArea5<1.05055559] yes=51,no=52,missing=52,gain=3.72748756,cover=4626
- 51:[Curv5<-0.0816265643] yes=103,no=104,missing=103,gain=1.82573509,cover=3006
- 103:leaf=-0.00248254742,cover=0
- 104:leaf=-0.00530000543,cover=0
- 52:[Area5<0.760524631] yes=105,no=106,missing=106,gain=1.79864919,cover=1620
- 105:leaf=0.00105501292,cover=0
- 106:leaf=-0.00238339975,cover=0
- 26:[LGI5<2.83041978] yes=53,no=54,missing=53,gain=3.23983407,cover=7942
- 53:[Sulc0<-0.258417875] yes=107,no=108,missing=107,gain=3.00247788,cover=3415
- 107:leaf=0.000138014759,cover=0
- 108:leaf=-0.00283444743,cover=0
- 54:[Ecc<2.8577323] yes=109,no=110,missing=109,gain=4.90348482,cover=4527
- 109:leaf=0.00253365794,cover=0
- 110:leaf=-0.000804520329,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=13,gain=2.24229193,cover=2400164
- 13:[Sulc0<0.00591620663] yes=27,no=28,missing=27,gain=7.46691084,cover=261758
- 27:[Curv5<-0.0461937301] yes=55,no=56,missing=55,gain=12.419857,cover=207959
- 55:[Area5<0.808195949] yes=111,no=112,missing=111,gain=4.62953949,cover=175152
- 111:leaf=0.000193117739,cover=0
- 112:leaf=-0.000615180354,cover=0
- 56:[Pol<42.7478409] yes=113,no=114,missing=113,gain=16.6625214,cover=32807
- 113:leaf=-0.00126568042,cover=0
- 114:leaf=0.00168409536,cover=0
- 28:[PialCurv5<0.0377402082] yes=57,no=58,missing=57,gain=11.1491718,cover=53799
- 57:[Pol<155.012512] yes=115,no=116,missing=115,gain=9.35956955,cover=12282
- 115:leaf=-0.0015704697,cover=0
- 116:leaf=-0.0148095563,cover=0
- 58:[Area5<0.619086087] yes=117,no=118,missing=117,gain=4.57140923,cover=41517
- 117:leaf=-0.00168389629,cover=0
- 118:leaf=0.000162300741,cover=0
- 14:[Sulc0<0.676033437] yes=29,no=30,missing=29,gain=1.61436236,cover=2138406
- 29:[PialCurv5<0.303062648] yes=59,no=60,missing=59,gain=2.80001163,cover=1787650
- 59:[Curv5<0.0736173838] yes=119,no=120,missing=120,gain=4.20921707,cover=1752922
- 119:leaf=-1.82862859e-05,cover=0
- 120:leaf=-0.000235185376,cover=0
- 60:[Ecc<11.3532677] yes=121,no=122,missing=121,gain=1.56179547,cover=34728
- 121:leaf=0.000805471384,cover=0
- 122:leaf=0.000123505844,cover=0
- 30:[Pol<141.081833] yes=61,no=62,missing=62,gain=2.46071815,cover=350756
- 61:[PialCurv5<0.265012205] yes=123,no=124,missing=123,gain=2.4857645,cover=349367
- 123:leaf=0.000202461364,cover=0
- 124:leaf=-6.60566657e-05,cover=0
- 62:[Ecc<28.2834949] yes=125,no=126,missing=125,gain=2.2605834,cover=1389
- 125:leaf=-0.00566007756,cover=0
- 126:leaf=-0.000905012712,cover=0
-booster[1065]:
-0:[Pol<124.735107] yes=1,no=2,missing=2,gain=0.211692855,cover=5124388
- 1:[PialCurv5<-0.0931780562] yes=3,no=4,missing=4,gain=2.02086163,cover=3448693
- 3:[Curv5<-0.141545609] yes=7,no=8,missing=7,gain=15.9456644,cover=836823
- 7:[LGI5<2.3865335] yes=15,no=16,missing=16,gain=1.97463083,cover=784645
- 15:[Sulc0<-1.03844893] yes=31,no=32,missing=31,gain=1.75217319,cover=143286
- 31:[Area5<0.987501919] yes=63,no=64,missing=63,gain=2.9695549,cover=36809
- 63:leaf=0.000114636357,cover=0
- 64:leaf=0.010650604,cover=0
- 32:[MidArea5<0.73508203] yes=65,no=66,missing=65,gain=2.30724764,cover=106477
- 65:leaf=-7.99404279e-06,cover=0
- 66:leaf=-0.000476031477,cover=0
- 16:[Area5<0.739104271] yes=33,no=34,missing=33,gain=2.38163447,cover=641359
- 33:[MidArea5<0.820509911] yes=67,no=68,missing=68,gain=2.68245411,cover=497015
- 67:leaf=2.21661867e-06,cover=0
- 68:leaf=0.000241207541,cover=0
- 34:[Pol<51.9018669] yes=69,no=70,missing=70,gain=4.4140377,cover=144344
- 69:leaf=-0.000227331402,cover=0
- 70:leaf=0.00070967467,cover=0
- 8:[Ecc<2.3695333] yes=17,no=18,missing=17,gain=10.1226635,cover=52178
- 17:[MidArea5<0.691121161] yes=35,no=36,missing=35,gain=10.9107552,cover=12024
- 35:[Sulc0<-0.546384335] yes=71,no=72,missing=71,gain=5.0848217,cover=4400
- 71:leaf=-0.0007335025,cover=0
- 72:leaf=0.00330102746,cover=0
- 36:[Ecc<0.836319208] yes=73,no=74,missing=73,gain=6.32199478,cover=7624
- 73:leaf=0.00106583559,cover=0
- 74:leaf=0.00424193963,cover=0
- 18:[PialCurv5<-0.126528949] yes=37,no=38,missing=37,gain=8.14962959,cover=40154
- 37:[Area5<0.433531314] yes=75,no=76,missing=76,gain=3.28645754,cover=3724
- 75:leaf=0.00264242524,cover=0
- 76:leaf=-0.00220919354,cover=0
- 38:[PialArea5<0.643814564] yes=77,no=78,missing=77,gain=5.83077621,cover=36430
- 77:leaf=-0.00157190801,cover=0
- 78:leaf=0.000925592321,cover=0
- 4:[Curv5<-0.171285838] yes=9,no=10,missing=10,gain=4.93673372,cover=2611870
- 9:[Sulc0<0.143142253] yes=19,no=20,missing=20,gain=2.5796876,cover=74919
- 19:[Pol<10.3232107] yes=39,no=40,missing=39,gain=2.8028779,cover=72970
- 39:[Ecc<2.42687178] yes=79,no=80,missing=79,gain=3.8622725,cover=12211
- 79:leaf=-0.00202108431,cover=0
- 80:leaf=0.000180030751,cover=0
- 40:[PialCurv5<-0.0595124774] yes=81,no=82,missing=82,gain=3.99999762,cover=60759
- 81:leaf=0.000412169611,cover=0
- 82:leaf=0.00168570399,cover=0
- 20:[LGI5<2.89660096] yes=41,no=42,missing=42,gain=2.66907001,cover=1949
- 41:[PialArea5<0.715215623] yes=83,no=84,missing=84,gain=1.69005883,cover=493
- 83:leaf=-0.000656278804,cover=0
- 84:leaf=0.0052997279,cover=0
- 42:[Pol<100.628822] yes=85,no=86,missing=85,gain=2.83789277,cover=1456
- 85:leaf=-0.00510748522,cover=0
- 86:leaf=-0.000631624833,cover=0
- 10:[Curv5<-0.0773924068] yes=21,no=22,missing=21,gain=5.54789639,cover=2536951
- 21:[PialCurv5<-0.0280297659] yes=43,no=44,missing=43,gain=13.6632557,cover=438861
- 43:[Pol<119.248337] yes=87,no=88,missing=88,gain=3.9145298,cover=392577
- 87:leaf=-0.000257178763,cover=0
- 88:leaf=-0.000908392132,cover=0
- 44:[Pol<23.2745647] yes=89,no=90,missing=89,gain=6.91470671,cover=46284
- 89:leaf=-0.000966522319,cover=0
- 90:leaf=0.000847129326,cover=0
- 22:[PialCurv5<-0.0472753309] yes=45,no=46,missing=45,gain=10.6900797,cover=2098090
- 45:[Ecc<15.7955055] yes=91,no=92,missing=92,gain=16.4793396,cover=63353
- 91:leaf=0.000193322427,cover=0
- 92:leaf=0.00211233646,cover=0
- 46:[Curv5<-0.0530214235] yes=93,no=94,missing=93,gain=5.93902969,cover=2034737
- 93:leaf=-0.000412636116,cover=0
- 94:leaf=-7.75149783e-06,cover=0
- 2:[PialCurv5<-0.0758950338] yes=5,no=6,missing=6,gain=2.79628921,cover=1675695
- 5:[Sulc0<-0.0326132737] yes=11,no=12,missing=11,gain=4.05963993,cover=857249
- 11:[Ecc<30.4150848] yes=23,no=24,missing=24,gain=2.72315526,cover=824958
- 23:[PialArea5<0.782997906] yes=47,no=48,missing=47,gain=3.22433257,cover=764319
- 47:[Area5<0.601796865] yes=95,no=96,missing=95,gain=7.30038023,cover=132466
- 95:leaf=-4.05637074e-05,cover=0
- 96:leaf=0.000820785761,cover=0
- 48:[Curv5<-0.102400392] yes=97,no=98,missing=97,gain=8.35553551,cover=631853
- 97:leaf=-0.000123584046,cover=0
- 98:leaf=0.00127938576,cover=0
- 24:[Pol<161.595886] yes=49,no=50,missing=49,gain=8.04208851,cover=60639
- 49:[PialCurv5<-0.139269829] yes=99,no=100,missing=100,gain=5.65846634,cover=19207
- 99:leaf=-0.000185511439,cover=0
- 100:leaf=0.00169628975,cover=0
- 50:[PialArea5<0.816499233] yes=101,no=102,missing=101,gain=3.39512491,cover=41432
- 101:leaf=-0.0011526586,cover=0
- 102:leaf=9.74271898e-05,cover=0
- 12:[Ecc<37.2796402] yes=25,no=26,missing=25,gain=6.95704174,cover=32291
- 25:[Area5<0.710077047] yes=51,no=52,missing=51,gain=4.6287384,cover=15302
- 51:[LGI5<3.48966408] yes=103,no=104,missing=103,gain=5.46772575,cover=9902
- 103:leaf=-0.00259732176,cover=0
- 104:leaf=0.000351818802,cover=0
- 52:[Pol<134.743088] yes=105,no=106,missing=105,gain=1.70650935,cover=5400
- 105:leaf=-0.0015855903,cover=0
- 106:leaf=0.000373482093,cover=0
- 26:[Pol<168.718765] yes=53,no=54,missing=53,gain=4.73967981,cover=16989
- 53:[Curv5<-0.134546712] yes=107,no=108,missing=107,gain=6.09708405,cover=14034
- 107:leaf=-0.000799720001,cover=0
- 108:leaf=0.00182545267,cover=0
- 54:[MidArea5<0.798780084] yes=109,no=110,missing=109,gain=4.70066404,cover=2955
- 109:leaf=0.00397600606,cover=0
- 110:leaf=-1.37478419e-05,cover=0
- 6:[Ecc<11.8489361] yes=13,no=14,missing=13,gain=7.97729015,cover=818446
- 13:[LGI5<2.75211287] yes=27,no=28,missing=28,gain=11.6545591,cover=499907
- 27:[Ecc<9.17092323] yes=55,no=56,missing=55,gain=13.3311596,cover=367654
- 55:[Ecc<0.889730632] yes=111,no=112,missing=111,gain=3.89683461,cover=347809
- 111:leaf=-0.000187370038,cover=0
- 112:leaf=0.000220003654,cover=0
- 56:[Area5<0.682363749] yes=113,no=114,missing=113,gain=16.7353344,cover=19845
- 113:leaf=-0.00283598132,cover=0
- 114:leaf=8.86212656e-05,cover=0
- 28:[Pol<149.795395] yes=57,no=58,missing=57,gain=62.389698,cover=132253
- 57:[PialCurv5<0.116372027] yes=115,no=116,missing=115,gain=14.3696365,cover=46421
- 115:leaf=0.00248191762,cover=0
- 116:leaf=0.0001373142,cover=0
- 58:[Area5<0.644818127] yes=117,no=118,missing=117,gain=9.09560585,cover=85832
- 117:leaf=-0.00101747771,cover=0
- 118:leaf=0.000129638342,cover=0
- 14:[Curv5<-0.12365336] yes=29,no=30,missing=29,gain=12.1817703,cover=318539
- 29:[PialArea5<0.780359626] yes=59,no=60,missing=59,gain=7.36851501,cover=33729
- 59:[Ecc<19.170145] yes=119,no=120,missing=120,gain=2.40376973,cover=6817
- 119:leaf=0.000240970083,cover=0
- 120:leaf=-0.0016368198,cover=0
- 60:[PialCurv5<-0.0569176264] yes=121,no=122,missing=121,gain=6.16259098,cover=26912
- 121:leaf=0.000658051053,cover=0
- 122:leaf=0.00230631395,cover=0
- 30:[Sulc0<0.193122864] yes=61,no=62,missing=61,gain=14.6182146,cover=284810
- 61:[Pol<146.864227] yes=123,no=124,missing=123,gain=23.0007114,cover=151705
- 123:leaf=-0.00124083122,cover=0
- 124:leaf=-2.68302279e-06,cover=0
- 62:[Ecc<20.3925476] yes=125,no=126,missing=125,gain=4.35104561,cover=133105
- 125:leaf=-0.000205802877,cover=0
- 126:leaf=0.000383849489,cover=0
-booster[1066]:
-0:[LGI5<2.77946544] yes=1,no=2,missing=1,gain=0.203610465,cover=5124388
- 1:[Ecc<38.0136108] yes=3,no=4,missing=3,gain=2.09565496,cover=2702518
- 3:[Ecc<8.01039791] yes=7,no=8,missing=8,gain=2.43590736,cover=2689997
- 7:[Pol<155.012512] yes=15,no=16,missing=15,gain=1.97094321,cover=2336161
- 15:[Pol<102.241241] yes=31,no=32,missing=32,gain=3.16147423,cover=1997070
- 31:[PialArea5<0.785624862] yes=63,no=64,missing=63,gain=2.67120743,cover=1160680
- 63:leaf=-6.06642679e-05,cover=0
- 64:leaf=9.30008537e-05,cover=0
- 32:[LGI5<2.6558373] yes=65,no=66,missing=65,gain=9.25566006,cover=836390
- 65:leaf=-4.08880551e-05,cover=0
- 66:leaf=-0.000574298319,cover=0
- 16:[Sulc0<0.0294309072] yes=33,no=34,missing=34,gain=7.37031889,cover=339091
- 33:[PialCurv5<-0.0779728889] yes=67,no=68,missing=67,gain=9.24611855,cover=335010
- 67:leaf=-7.32048429e-05,cover=0
- 68:leaf=0.000468817161,cover=0
- 34:[Curv5<0.133649558] yes=69,no=70,missing=69,gain=7.5474658,cover=4081
- 69:leaf=-0.00441877358,cover=0
- 70:leaf=-9.02339962e-05,cover=0
- 8:[Pol<165.239029] yes=17,no=18,missing=17,gain=10.4905863,cover=353836
- 17:[MidArea5<0.667703152] yes=35,no=36,missing=36,gain=8.32001305,cover=317424
- 35:[Ecc<20.0856266] yes=71,no=72,missing=71,gain=5.38266087,cover=151868
- 71:leaf=-0.000122867801,cover=0
- 72:leaf=0.00103358168,cover=0
- 36:[Pol<86.0952454] yes=73,no=74,missing=74,gain=6.7416687,cover=165556
- 73:leaf=5.21489237e-05,cover=0
- 74:leaf=0.000714508235,cover=0
- 18:[Ecc<19.170145] yes=37,no=38,missing=37,gain=3.69995117,cover=36412
- 37:[Sulc0<-0.87967056] yes=75,no=76,missing=75,gain=2.97040462,cover=33499
- 75:leaf=0.00128533621,cover=0
- 76:leaf=-0.000923141779,cover=0
- 38:[MidArea5<0.710933506] yes=77,no=78,missing=77,gain=3.23894405,cover=2913
- 77:leaf=-0.00269606244,cover=0
- 78:leaf=0.00178318273,cover=0
- 4:[Sulc0<0.495946974] yes=9,no=10,missing=9,gain=1.56228638,cover=12521
- 9:[PialCurv5<0.0695191324] yes=19,no=20,missing=19,gain=2.25827265,cover=8718
- 19:[Area5<0.615061462] yes=39,no=40,missing=39,gain=1.66082752,cover=7956
- 39:[PialCurv5<-0.0704385936] yes=79,no=80,missing=80,gain=2.36382532,cover=1399
- 79:leaf=-0.00159505534,cover=0
- 80:leaf=-0.00816407427,cover=0
- 40:[PialCurv5<-0.101551421] yes=81,no=82,missing=81,gain=1.90576124,cover=6557
- 81:leaf=0.00100412592,cover=0
- 82:leaf=-0.000931054819,cover=0
- 20:[Area5<0.672473609] yes=41,no=42,missing=41,gain=1.17518449,cover=762
- 41:[Pol<44.6807365] yes=83,no=84,missing=83,gain=0.463851213,cover=101
- 83:leaf=-0.0114508169,cover=0
- 84:leaf=-0.0044349134,cover=0
- 42:[LGI5<2.60638428] yes=85,no=86,missing=85,gain=0.803230762,cover=661
- 85:leaf=-0.00622409536,cover=0
- 86:leaf=-0.00192883913,cover=0
- 10:[LGI5<2.61063838] yes=21,no=22,missing=21,gain=0.753363252,cover=3803
- 21:[LGI5<2.51969218] yes=43,no=44,missing=43,gain=1.53353441,cover=749
- 43:[Pol<105.995506] yes=87,no=88,missing=87,gain=1.53366137,cover=160
- 87:leaf=0.000728544022,cover=0
- 88:leaf=0.0131114349,cover=0
- 44:[LGI5<2.56467891] yes=89,no=90,missing=89,gain=1.00448453,cover=589
- 89:leaf=-0.00546654407,cover=0
- 90:leaf=-0.00100308075,cover=0
- 22:[LGI5<2.6558373] yes=45,no=46,missing=45,gain=1.98912346,cover=3054
- 45:[Pol<118.191307] yes=91,no=92,missing=91,gain=0.601428509,cover=420
- 91:leaf=0.00441196794,cover=0
- 92:leaf=-0.00161598343,cover=0
- 46:[Curv5<0.14511615] yes=93,no=94,missing=93,gain=1.02404761,cover=2634
- 93:leaf=-0.000743619166,cover=0
- 94:leaf=0.00127480028,cover=0
- 2:[Ecc<4.20590305] yes=5,no=6,missing=5,gain=2.265167,cover=2421870
- 5:[Area5<0.786000133] yes=11,no=12,missing=12,gain=3.89758563,cover=29390
- 11:[PialArea5<0.998395085] yes=23,no=24,missing=23,gain=2.16780853,cover=26761
- 23:[LGI5<3.25380015] yes=47,no=48,missing=48,gain=2.50450706,cover=18060
- 47:[Sulc0<-0.516633809] yes=95,no=96,missing=95,gain=2.13534117,cover=17934
- 95:leaf=-0.00107539177,cover=0
- 96:leaf=1.57537652e-05,cover=0
- 48:[Pol<151.353775] yes=97,no=98,missing=98,gain=1.09580231,cover=126
- 97:leaf=-0.00401554396,cover=0
- 98:leaf=-0.0137569671,cover=0
- 24:[Ecc<0.221054599] yes=49,no=50,missing=49,gain=2.19646454,cover=8701
- 49:[LGI5<2.81919122] yes=99,no=100,missing=99,gain=0.0799987316,cover=18
- 99:leaf=0.0232164245,cover=0
- 100:leaf=0.0128768412,cover=0
- 50:[Sulc0<-0.849334478] yes=101,no=102,missing=101,gain=1.49769068,cover=8683
- 101:leaf=-0.000347805442,cover=0
- 102:leaf=0.00096727116,cover=0
- 12:[Curv5<-0.204921171] yes=25,no=26,missing=26,gain=3.5570631,cover=2629
- 25:[Pol<161.595886] yes=51,no=52,missing=52,gain=0.718891382,cover=526
- 51:[LGI5<3.15728688] yes=103,no=104,missing=103,gain=0.777492285,cover=493
- 103:leaf=0.000577649509,cover=0
- 104:leaf=0.0129717989,cover=0
- 52:[Area5<0.846071243] yes=105,no=106,missing=106,gain=0.861650586,cover=33
- 105:leaf=-0.00358729507,cover=0
- 106:leaf=0.0135803362,cover=0
- 26:[MidArea5<0.742612839] yes=53,no=54,missing=54,gain=1.94637489,cover=2103
- 53:[Pol<111.326981] yes=107,no=108,missing=108,gain=0.905819654,cover=150
- 107:leaf=-0.00103679241,cover=0
- 108:leaf=0.00678980863,cover=0
- 54:[Sulc0<-0.678985238] yes=109,no=110,missing=110,gain=2.23596478,cover=1953
- 109:leaf=-0.00172035361,cover=0
- 110:leaf=-0.00512926793,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=13,gain=2.22426105,cover=2392480
- 13:[Sulc0<-0.0637059584] yes=27,no=28,missing=27,gain=7.23339176,cover=254074
- 27:[Curv5<-0.0390223041] yes=55,no=56,missing=55,gain=13.8727932,cover=192528
- 55:[Area5<0.714116395] yes=111,no=112,missing=112,gain=3.36514759,cover=168898
- 111:leaf=0.000302053842,cover=0
- 112:leaf=-0.000157401781,cover=0
- 56:[Pol<42.7478409] yes=113,no=114,missing=113,gain=14.0293007,cover=23630
- 113:leaf=-0.000974498165,cover=0
- 114:leaf=0.00203996873,cover=0
- 28:[Pol<159.435425] yes=57,no=58,missing=58,gain=10.0612888,cover=61546
- 57:[Curv5<0.0322575867] yes=115,no=116,missing=115,gain=8.16076374,cover=60366
- 115:leaf=-0.00103382475,cover=0
- 116:leaf=0.000182193922,cover=0
- 58:[PialCurv5<0.113078766] yes=117,no=118,missing=117,gain=8.53466606,cover=1180
- 117:leaf=-0.00908326451,cover=0
- 118:leaf=-0.000579886721,cover=0
- 14:[Sulc0<0.74744761] yes=29,no=30,missing=29,gain=1.47625494,cover=2138406
- 29:[Curv5<-0.143275946] yes=59,no=60,missing=59,gain=2.08539391,cover=1852044
- 59:[PialCurv5<-0.0704385936] yes=119,no=120,missing=119,gain=15.885087,cover=629077
- 119:leaf=-2.08248075e-05,cover=0
- 120:leaf=0.00114958151,cover=0
- 60:[PialCurv5<-0.0923183635] yes=121,no=122,missing=121,gain=6.01820374,cover=1222967
- 121:leaf=0.000613307231,cover=0
- 122:leaf=-9.40145255e-05,cover=0
- 30:[Pol<100.090813] yes=61,no=62,missing=61,gain=2.60772371,cover=286362
- 61:[Ecc<12.1917515] yes=123,no=124,missing=123,gain=1.94366717,cover=180508
- 123:leaf=-0.000460469775,cover=0
- 124:leaf=3.11020158e-05,cover=0
- 62:[LGI5<3.58443618] yes=125,no=126,missing=125,gain=3.22549605,cover=105854
- 125:leaf=0.00037852992,cover=0
- 126:leaf=-0.000499337562,cover=0
-booster[1067]:
-0:[LGI5<2.77946544] yes=1,no=2,missing=2,gain=0.183720067,cover=5124388
- 1:[Ecc<33.2971039] yes=3,no=4,missing=3,gain=1.92608547,cover=2702518
- 3:[Ecc<17.7876587] yes=7,no=8,missing=7,gain=3.13253355,cover=2684226
- 7:[Sulc0<0.636906147] yes=15,no=16,missing=15,gain=1.82855928,cover=2651985
- 15:[Ecc<8.01039791] yes=31,no=32,missing=31,gain=1.893749,cover=2535137
- 31:[PialArea5<0.516320646] yes=63,no=64,missing=63,gain=2.19644809,cover=2265668
- 63:leaf=0.000125495251,cover=0
- 64:leaf=-1.88857775e-05,cover=0
- 32:[Pol<163.028091] yes=65,no=66,missing=65,gain=12.9543114,cover=269469
- 65:leaf=0.000277169689,cover=0
- 66:leaf=-0.000740032643,cover=0
- 16:[Curv5<0.199476883] yes=33,no=34,missing=33,gain=2.76573849,cover=116848
- 33:[LGI5<2.58096433] yes=67,no=68,missing=67,gain=2.02245426,cover=86006
- 67:leaf=-0.000617168495,cover=0
- 68:leaf=-0.000126001731,cover=0
- 34:[Ecc<15.3430929] yes=69,no=70,missing=70,gain=1.72929466,cover=30842
- 69:leaf=0.000189837301,cover=0
- 70:leaf=0.00497472659,cover=0
- 8:[Curv5<-0.172863677] yes=17,no=18,missing=18,gain=3.81183887,cover=32241
- 17:[Area5<0.894858658] yes=35,no=36,missing=36,gain=1.89229798,cover=8520
- 35:[PialArea5<1.19545019] yes=71,no=72,missing=71,gain=1.78407431,cover=8447
- 71:leaf=-0.0005138829,cover=0
- 72:leaf=0.00261573191,cover=0
- 36:[Pol<29.3809395] yes=73,no=74,missing=73,gain=0.779173374,cover=73
- 73:leaf=-0.0117030311,cover=0
- 74:leaf=-0.000456558628,cover=0
- 18:[Area5<0.721707046] yes=37,no=38,missing=37,gain=4.73534346,cover=23721
- 37:[Sulc0<0.676033437] yes=75,no=76,missing=75,gain=3.82358074,cover=13448
- 75:leaf=0.00198900606,cover=0
- 76:leaf=0.000137668671,cover=0
- 38:[Pol<73.3354874] yes=77,no=78,missing=77,gain=4.06226444,cover=10273
- 77:leaf=0.00152399717,cover=0
- 78:leaf=-0.000637258403,cover=0
- 4:[Sulc0<0.464385748] yes=9,no=10,missing=9,gain=2.12643862,cover=18292
- 9:[PialCurv5<-0.102360219] yes=19,no=20,missing=20,gain=2.69550395,cover=12531
- 19:[MidArea5<0.757804036] yes=39,no=40,missing=39,gain=1.50706649,cover=4323
- 39:[Sulc0<0.281104684] yes=79,no=80,missing=79,gain=1.0910666,cover=1618
- 79:leaf=-0.000897679129,cover=0
- 80:leaf=-0.0112255877,cover=0
- 40:[LGI5<2.74668789] yes=81,no=82,missing=81,gain=1.53692865,cover=2705
- 81:leaf=0.00160384912,cover=0
- 82:leaf=-0.00105518219,cover=0
- 20:[Area5<0.609410942] yes=41,no=42,missing=41,gain=2.54161882,cover=8208
- 41:[Sulc0<0.118391842] yes=83,no=84,missing=83,gain=2.1159606,cover=400
- 83:leaf=-0.0070682168,cover=0
- 84:leaf=0.00208474626,cover=0
- 42:[PialCurv5<0.0695191324] yes=85,no=86,missing=86,gain=1.85188437,cover=7808
- 85:leaf=-0.000909282302,cover=0
- 86:leaf=-0.00323795038,cover=0
- 10:[LGI5<2.50944686] yes=21,no=22,missing=21,gain=1.29252827,cover=5761
- 21:[Curv5<0.0431617796] yes=43,no=44,missing=43,gain=2.11657143,cover=220
- 43:[Area5<0.693521142] yes=87,no=88,missing=88,gain=0.114505053,cover=22
- 87:leaf=0.0111262854,cover=0
- 88:leaf=0.0215481352,cover=0
- 44:[Pol<103.851685] yes=89,no=90,missing=89,gain=0.608600378,cover=198
- 89:leaf=0.000882616674,cover=0
- 90:leaf=0.00755303819,cover=0
- 22:[LGI5<2.61550069] yes=45,no=46,missing=45,gain=1.98195982,cover=5541
- 45:[Area5<0.631603718] yes=91,no=92,missing=92,gain=0.978410602,cover=944
- 91:leaf=-0.0100311348,cover=0
- 92:leaf=-0.00162031024,cover=0
- 46:[LGI5<2.6558373] yes=93,no=94,missing=93,gain=3.52145863,cover=4597
- 93:leaf=0.00403482048,cover=0
- 94:leaf=1.88282174e-05,cover=0
- 2:[Ecc<3.80337262] yes=5,no=6,missing=5,gain=2.04534674,cover=2421870
- 5:[Curv5<-0.168147355] yes=11,no=12,missing=12,gain=2.24497437,cover=21706
- 11:[Pol<39.0368156] yes=23,no=24,missing=23,gain=1.74522567,cover=9257
- 23:[PialArea5<1.13904655] yes=47,no=48,missing=47,gain=1.4052273,cover=3710
- 47:[Sulc0<-0.856543541] yes=95,no=96,missing=96,gain=2.97439647,cover=1807
- 95:leaf=-0.00364498841,cover=0
- 96:leaf=0.000418673124,cover=0
- 48:[Ecc<3.29132295] yes=97,no=98,missing=97,gain=1.02612329,cover=1903
- 97:leaf=0.00134584471,cover=0
- 98:leaf=-0.000975400617,cover=0
- 24:[Area5<0.987501919] yes=49,no=50,missing=49,gain=3.31990004,cover=5547
- 49:[Area5<0.644818127] yes=99,no=100,missing=99,gain=2.02738476,cover=5529
- 99:leaf=1.00562165e-05,cover=0
- 100:leaf=0.00217715884,cover=0
- 50:[Pol<164.532394] yes=101,no=102,missing=102,gain=0.0604293346,cover=18
- 101:leaf=0.024436282,cover=0
- 102:leaf=0.0130378949,cover=0
- 12:[Sulc0<-0.540693521] yes=25,no=26,missing=25,gain=3.72139692,cover=12449
- 25:[PialArea5<1.08978546] yes=51,no=52,missing=51,gain=3.29796219,cover=4523
- 51:[Area5<0.513795495] yes=103,no=104,missing=104,gain=1.49450588,cover=3125
- 103:leaf=0.00153076649,cover=0
- 104:leaf=-0.00324333063,cover=0
- 52:[Ecc<1.26157856] yes=105,no=106,missing=106,gain=1.55298102,cover=1398
- 105:leaf=0.00597980106,cover=0
- 106:leaf=-0.000516423548,cover=0
- 26:[LGI5<2.83041978] yes=53,no=54,missing=53,gain=2.90606546,cover=7926
- 53:[Sulc0<-0.258417875] yes=107,no=108,missing=108,gain=2.69675827,cover=3404
- 107:leaf=0.00013580393,cover=0
- 108:leaf=-0.00268641277,cover=0
- 54:[Ecc<3.10160303] yes=109,no=110,missing=109,gain=4.51098394,cover=4522
- 109:leaf=0.00206592074,cover=0
- 110:leaf=-0.00109463593,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=13,gain=1.78017664,cover=2400164
- 13:[Sulc0<0.0608992092] yes=27,no=28,missing=27,gain=6.47591782,cover=261758
- 27:[Curv5<0.0278947372] yes=55,no=56,missing=55,gain=10.9193163,cover=214370
- 55:[Area5<0.808195949] yes=111,no=112,missing=112,gain=4.89351988,cover=199530
- 111:leaf=0.000222748495,cover=0
- 112:leaf=-0.000578427745,cover=0
- 56:[LGI5<3.33878016] yes=113,no=114,missing=113,gain=5.48579311,cover=14840
- 113:leaf=0.00136359816,cover=0
- 114:leaf=0.00670215441,cover=0
- 28:[PialCurv5<0.04242469] yes=57,no=58,missing=57,gain=10.9568233,cover=47388
- 57:[Area5<0.713311911] yes=115,no=116,missing=115,gain=8.75369453,cover=9424
- 115:leaf=-0.00317687402,cover=0
- 116:leaf=-6.40726867e-05,cover=0
- 58:[Area5<0.620557249] yes=117,no=118,missing=117,gain=3.9515059,cover=37964
- 117:leaf=-0.00165519805,cover=0
- 118:leaf=0.00012768594,cover=0
- 14:[Pol<63.605114] yes=29,no=30,missing=29,gain=1.42018509,cover=2138406
- 29:[Ecc<19.7764034] yes=59,no=60,missing=59,gain=7.8837285,cover=671825
- 59:[Pol<23.2745647] yes=119,no=120,missing=119,gain=11.5528316,cover=301265
- 119:leaf=0.000130373097,cover=0
- 120:leaf=-0.000509794045,cover=0
- 60:[PialCurv5<-0.0555995218] yes=121,no=122,missing=121,gain=6.0245862,cover=370560
- 121:leaf=0.000335111661,cover=0
- 122:leaf=-8.18472327e-05,cover=0
- 30:[Area5<0.684738636] yes=61,no=62,missing=61,gain=2.93156075,cover=1466581
- 61:[Pol<79.5617371] yes=123,no=124,missing=123,gain=14.017499,cover=596990
- 123:leaf=0.000788350997,cover=0
- 124:leaf=7.88109537e-06,cover=0
- 62:[Pol<138.971481] yes=125,no=126,missing=125,gain=4.89759016,cover=869591
- 125:leaf=-0.000134935617,cover=0
- 126:leaf=0.000117446354,cover=0
-booster[1068]:
-0:[Ecc<42.1016579] yes=1,no=2,missing=2,gain=0.173302218,cover=5124388
- 1:[Area5<0.724280655] yes=3,no=4,missing=4,gain=0.29731515,cover=4963977
- 3:[Pol<13.2006302] yes=7,no=8,missing=7,gain=1.24864233,cover=3530155
- 7:[LGI5<3.42912889] yes=15,no=16,missing=16,gain=4.00061131,cover=189450
- 15:[Ecc<4.53598547] yes=31,no=32,missing=32,gain=3.72247219,cover=175613
- 31:[PialCurv5<-0.0644776821] yes=63,no=64,missing=64,gain=3.05257678,cover=66439
- 63:leaf=2.26934681e-05,cover=0
- 64:leaf=-0.000965486863,cover=0
- 32:[Curv5<0.000893599819] yes=65,no=66,missing=65,gain=3.31426716,cover=109174
- 65:leaf=0.000429445616,cover=0
- 66:leaf=-0.000775986235,cover=0
- 16:[Ecc<8.35574818] yes=33,no=34,missing=33,gain=4.92406368,cover=13837
- 33:[Sulc0<-0.123243913] yes=67,no=68,missing=67,gain=3.12416482,cover=760
- 67:leaf=0.0025802427,cover=0
- 68:leaf=0.0196086243,cover=0
- 34:[PialArea5<0.861938] yes=69,no=70,missing=69,gain=1.43622208,cover=13077
- 69:leaf=-0.00031941873,cover=0
- 70:leaf=-0.00137899246,cover=0
- 8:[Pol<63.605114] yes=17,no=18,missing=17,gain=2.8470602,cover=3340705
- 17:[Ecc<5.72519016] yes=35,no=36,missing=35,gain=7.13962936,cover=673233
- 35:[Sulc0<-0.661663771] yes=71,no=72,missing=71,gain=6.72371292,cover=311158
- 71:leaf=-8.70405202e-05,cover=0
- 72:leaf=0.000413356873,cover=0
- 36:[PialCurv5<-0.0896686092] yes=73,no=74,missing=73,gain=12.7924738,cover=362075
- 73:leaf=7.15012866e-05,cover=0
- 74:leaf=-0.000525708601,cover=0
- 18:[Curv5<0.0473068655] yes=37,no=38,missing=37,gain=2.35821772,cover=2667472
- 37:[Pol<114.432869] yes=75,no=76,missing=75,gain=9.30972004,cover=1717957
- 75:leaf=0.000237234664,cover=0
- 76:leaf=-2.55281375e-05,cover=0
- 38:[PialArea5<0.636387587] yes=77,no=78,missing=77,gain=2.92539167,cover=949515
- 77:leaf=-2.65689305e-05,cover=0
- 78:leaf=-0.000341718318,cover=0
- 4:[Ecc<22.0897732] yes=9,no=10,missing=10,gain=3.07719064,cover=1433822
- 9:[Ecc<9.61991787] yes=19,no=20,missing=19,gain=3.53754425,cover=1129416
- 19:[Pol<19.2006226] yes=39,no=40,missing=39,gain=7.64864254,cover=735674
- 39:[PialArea5<0.952096343] yes=79,no=80,missing=79,gain=10.7416649,cover=71675
- 79:leaf=-0.00161970023,cover=0
- 80:leaf=-0.000124696046,cover=0
- 40:[Ecc<6.70300007] yes=81,no=82,missing=81,gain=4.44370842,cover=663999
- 81:leaf=-4.92484014e-06,cover=0
- 82:leaf=0.000259181426,cover=0
- 20:[Pol<27.4246235] yes=41,no=42,missing=41,gain=5.22357845,cover=393742
- 41:[PialCurv5<-0.0715543851] yes=83,no=84,missing=83,gain=9.76539803,cover=41164
- 83:leaf=-4.82331925e-05,cover=0
- 84:leaf=0.00173333404,cover=0
- 42:[LGI5<2.95092106] yes=85,no=86,missing=86,gain=4.48646164,cover=352578
- 85:leaf=5.38548993e-05,cover=0
- 86:leaf=-0.000325494766,cover=0
- 10:[Curv5<0.0257103238] yes=21,no=22,missing=22,gain=3.82030177,cover=304406
- 21:[Sulc0<-0.123243913] yes=43,no=44,missing=43,gain=3.726969,cover=150815
- 43:[PialArea5<0.866999865] yes=87,no=88,missing=88,gain=3.75433683,cover=74446
- 87:leaf=0.00151576276,cover=0
- 88:leaf=0.000136504794,cover=0
- 44:[Pol<101.695656] yes=89,no=90,missing=89,gain=4.89893532,cover=76369
- 89:leaf=0.000227455123,cover=0
- 90:leaf=-0.000589713338,cover=0
- 22:[Sulc0<-0.258417875] yes=45,no=46,missing=45,gain=4.70636082,cover=153591
- 45:[Ecc<35.8605728] yes=91,no=92,missing=91,gain=1.03577471,cover=214
- 91:leaf=0.00846574455,cover=0
- 92:leaf=-0.00820008758,cover=0
- 46:[PialCurv5<-0.0114707183] yes=93,no=94,missing=94,gain=3.84456158,cover=153377
- 93:leaf=-0.00586833153,cover=0
- 94:leaf=0.000337216072,cover=0
- 2:[Pol<108.715256] yes=5,no=6,missing=5,gain=2.45564294,cover=160411
- 5:[LGI5<2.56865931] yes=11,no=12,missing=11,gain=2.0179615,cover=108525
- 11:[Sulc0<-0.0936657563] yes=23,no=24,missing=24,gain=1.46249175,cover=624
- 23:[PialArea5<0.943111241] yes=47,no=48,missing=47,gain=0.656374693,cover=148
- 47:[Area5<0.521939099] yes=95,no=96,missing=95,gain=0.254510492,cover=99
- 95:leaf=0.00754130213,cover=0
- 96:leaf=-0.00176030269,cover=0
- 48:[Curv5<-0.215837389] yes=97,no=98,missing=97,gain=0.310917735,cover=49
- 97:leaf=0.00239247712,cover=0
- 98:leaf=0.0104512079,cover=0
- 24:[LGI5<2.52320862] yes=49,no=50,missing=50,gain=0.95685339,cover=476
- 49:[Pol<46.5024796] yes=99,no=100,missing=99,gain=0.878722668,cover=235
- 99:leaf=-0.00481601618,cover=0
- 100:leaf=0.00131324807,cover=0
- 50:[Area5<0.701312602] yes=101,no=102,missing=101,gain=1.2910533,cover=241
- 101:leaf=-0.0106847668,cover=0
- 102:leaf=-0.00329447165,cover=0
- 12:[LGI5<3.44046211] yes=25,no=26,missing=25,gain=2.02776575,cover=107901
- 25:[LGI5<3.36766768] yes=51,no=52,missing=52,gain=3.22115135,cover=84726
- 51:[PialCurv5<0.0262785293] yes=103,no=104,missing=103,gain=3.40261316,cover=77912
- 103:leaf=0.00026224769,cover=0
- 104:leaf=-0.000414064067,cover=0
- 52:[PialArea5<0.767178178] yes=105,no=106,missing=105,gain=6.10197783,cover=6814
- 105:leaf=0.00205399701,cover=0
- 106:leaf=-0.00110937678,cover=0
- 26:[LGI5<3.60428405] yes=53,no=54,missing=53,gain=1.91118407,cover=23175
- 53:[PialArea5<0.718622029] yes=107,no=108,missing=107,gain=1.47954082,cover=13050
- 107:leaf=-0.00146808522,cover=0
- 108:leaf=-0.000398365839,cover=0
- 54:[PialArea5<0.686586082] yes=109,no=110,missing=110,gain=2.56316185,cover=10125
- 109:leaf=0.000593495788,cover=0
- 110:leaf=-0.00102414086,cover=0
- 6:[MidArea5<0.656586885] yes=13,no=14,missing=13,gain=2.85363603,cover=51886
- 13:[Pol<157.22821] yes=27,no=28,missing=28,gain=2.68827939,cover=11043
- 27:[Sulc0<0.68960917] yes=55,no=56,missing=55,gain=3.88076043,cover=9471
- 55:[Area5<0.600206077] yes=111,no=112,missing=112,gain=3.0271492,cover=4492
- 111:leaf=0.000286374881,cover=0
- 112:leaf=-0.00264756149,cover=0
- 56:[LGI5<2.99035311] yes=113,no=114,missing=113,gain=1.57709348,cover=4979
- 113:leaf=0.00234250887,cover=0
- 114:leaf=-0.00020086221,cover=0
- 28:[LGI5<2.78495932] yes=57,no=58,missing=58,gain=2.00887251,cover=1572
- 57:[PialCurv5<-0.128275648] yes=115,no=116,missing=116,gain=0.651455402,cover=67
- 115:leaf=-0.00215533329,cover=0
- 116:leaf=-0.0120233679,cover=0
- 58:[Curv5<-0.00866711512] yes=117,no=118,missing=117,gain=1.24460757,cover=1505
- 117:leaf=0.00264381245,cover=0
- 118:leaf=-0.000669767673,cover=0
- 14:[Pol<143.237381] yes=29,no=30,missing=30,gain=4.39655399,cover=40843
- 29:[LGI5<3.48966408] yes=59,no=60,missing=59,gain=4.72881365,cover=13240
- 59:[PialArea5<0.782997906] yes=119,no=120,missing=120,gain=5.14107323,cover=10494
- 119:leaf=0.000697639072,cover=0
- 120:leaf=0.00293375365,cover=0
- 60:[Area5<0.66824472] yes=121,no=122,missing=122,gain=1.30551362,cover=2746
- 121:leaf=0.0014362518,cover=0
- 122:leaf=-0.00123632501,cover=0
- 30:[PialCurv5<0.0354230702] yes=61,no=62,missing=61,gain=3.42339396,cover=27603
- 61:[Area5<0.797084928] yes=123,no=124,missing=124,gain=3.61210227,cover=26072
- 123:leaf=0.000123112608,cover=0
- 124:leaf=-0.00186611083,cover=0
- 62:[Sulc0<0.485350072] yes=125,no=126,missing=125,gain=1.99292922,cover=1531
- 125:leaf=0.00366824237,cover=0
- 126:leaf=-0.000127790481,cover=0
-booster[1069]:
-0:[Pol<124.735107] yes=1,no=2,missing=2,gain=0.201896802,cover=5124388
- 1:[PialCurv5<-0.0931780562] yes=3,no=4,missing=3,gain=1.5553031,cover=3448693
- 3:[Curv5<-0.141545609] yes=7,no=8,missing=7,gain=14.1199865,cover=836823
- 7:[PialCurv5<-0.111109555] yes=15,no=16,missing=15,gain=1.90006089,cover=784645
- 15:[Curv5<-0.172863677] yes=31,no=32,missing=32,gain=5.90755081,cover=579389
- 31:[Pol<52.7894325] yes=63,no=64,missing=63,gain=2.27013874,cover=543128
- 63:leaf=-5.03559131e-05,cover=0
- 64:leaf=0.000194991808,cover=0
- 32:[Ecc<4.94054604] yes=65,no=66,missing=65,gain=2.84791565,cover=36261
- 65:leaf=0.00112742127,cover=0
- 66:leaf=0.000240271751,cover=0
- 16:[Curv5<-0.183827445] yes=33,no=34,missing=33,gain=4.68275261,cover=205256
- 33:[MidArea5<0.786720097] yes=67,no=68,missing=67,gain=4.37864304,cover=104677
- 67:leaf=-0.000307403883,cover=0
- 68:leaf=0.00035773596,cover=0
- 34:[Area5<0.745235085] yes=69,no=70,missing=69,gain=1.80973959,cover=100579
- 69:leaf=-0.000239360495,cover=0
- 70:leaf=-0.000706763996,cover=0
- 8:[Ecc<2.3695333] yes=17,no=18,missing=17,gain=9.23718643,cover=52178
- 17:[MidArea5<0.730430186] yes=35,no=36,missing=36,gain=9.89684105,cover=12024
- 35:[Sulc0<-0.563680887] yes=71,no=72,missing=72,gain=4.42180729,cover=5604
- 71:leaf=-0.000282810273,cover=0
- 72:leaf=0.00295827445,cover=0
- 36:[PialCurv5<-0.159167215] yes=73,no=74,missing=74,gain=5.10703087,cover=6420
- 73:leaf=-0.0165298078,cover=0
- 74:leaf=0.00350388745,cover=0
- 18:[PialCurv5<-0.126528949] yes=37,no=38,missing=37,gain=7.36207438,cover=40154
- 37:[Area5<0.433531314] yes=75,no=76,missing=76,gain=2.96534085,cover=3724
- 75:leaf=0.00249411701,cover=0
- 76:leaf=-0.00211440283,cover=0
- 38:[Ecc<14.694541] yes=77,no=78,missing=77,gain=5.5621686,cover=36430
- 77:leaf=0.000384225335,cover=0
- 78:leaf=0.00190527865,cover=0
- 4:[Curv5<-0.160152137] yes=9,no=10,missing=9,gain=4.25890398,cover=2611870
- 9:[Area5<0.637240529] yes=19,no=20,missing=19,gain=3.59079123,cover=105763
- 19:[PialCurv5<-0.0472753309] yes=39,no=40,missing=39,gain=4.67709589,cover=52716
- 39:[Sulc0<-0.808473051] yes=79,no=80,missing=79,gain=2.16169977,cover=48375
- 79:leaf=0.000414189795,cover=0
- 80:leaf=-0.000347012538,cover=0
- 40:[Area5<0.554568231] yes=81,no=82,missing=82,gain=3.46576262,cover=4341
- 81:leaf=6.1208244e-05,cover=0
- 82:leaf=0.00289195147,cover=0
- 20:[Pol<18.1680222] yes=41,no=42,missing=41,gain=4.88407755,cover=53047
- 41:[Ecc<27.7987404] yes=83,no=84,missing=84,gain=3.42078066,cover=17509
- 83:leaf=0.000271114433,cover=0
- 84:leaf=-0.00139570876,cover=0
- 42:[Sulc0<-0.8873595] yes=85,no=86,missing=85,gain=4.06798172,cover=35538
- 85:leaf=-0.000504162279,cover=0
- 86:leaf=0.00111409731,cover=0
- 10:[Curv5<-0.0773924068] yes=21,no=22,missing=21,gain=6.25885057,cover=2506107
- 21:[PialCurv5<-0.0280297659] yes=43,no=44,missing=43,gain=12.0697842,cover=408017
- 43:[Pol<119.248337] yes=87,no=88,missing=87,gain=3.94042778,cover=362485
- 87:leaf=-0.000271779718,cover=0
- 88:leaf=-0.000949278416,cover=0
- 44:[Pol<105.995506] yes=89,no=90,missing=89,gain=6.01227331,cover=45532
- 89:leaf=0.000877137762,cover=0
- 90:leaf=-0.000457129063,cover=0
- 22:[PialCurv5<-0.0472753309] yes=45,no=46,missing=45,gain=9.64229393,cover=2098090
- 45:[Ecc<15.7955055] yes=91,no=92,missing=92,gain=15.09624,cover=63353
- 91:leaf=0.000182567164,cover=0
- 92:leaf=0.00201928592,cover=0
- 46:[Curv5<-0.0507577434] yes=93,no=94,missing=94,gain=5.3697505,cover=2034737
- 93:leaf=-0.000370429567,cover=0
- 94:leaf=-4.11109386e-06,cover=0
- 2:[Ecc<10.426198] yes=5,no=6,missing=5,gain=2.49504972,cover=1675695
- 5:[PialCurv5<-0.0999256745] yes=11,no=12,missing=12,gain=6.51712179,cover=1006662
- 11:[PialArea5<0.811158121] yes=23,no=24,missing=23,gain=3.38989043,cover=394777
- 23:[Area5<0.494833142] yes=47,no=48,missing=47,gain=7.6857338,cover=97419
- 47:[Ecc<3.80337262] yes=95,no=96,missing=95,gain=4.5195303,cover=40964
- 95:leaf=-0.000813309103,cover=0
- 96:leaf=0.000248367753,cover=0
- 48:[Pol<155.012512] yes=97,no=98,missing=98,gain=6.82884264,cover=56455
- 97:leaf=0.000152754117,cover=0
- 98:leaf=0.00132103055,cover=0
- 24:[Curv5<-0.129194111] yes=49,no=50,missing=50,gain=7.3100481,cover=297358
- 49:[LGI5<2.53029394] yes=99,no=100,missing=99,gain=3.22271013,cover=292573
- 99:leaf=-4.55800546e-05,cover=0
- 100:leaf=-0.000377483928,cover=0
- 50:[PialCurv5<-0.139269829] yes=101,no=102,missing=101,gain=8.67381477,cover=4785
- 101:leaf=0.0119266761,cover=0
- 102:leaf=0.00131405226,cover=0
- 12:[LGI5<2.73607373] yes=25,no=26,missing=26,gain=10.3782005,cover=611885
- 25:[Sulc0<0.299089104] yes=51,no=52,missing=52,gain=3.45948052,cover=472296
- 51:[Curv5<-0.0943295062] yes=103,no=104,missing=103,gain=2.46262836,cover=466238
- 103:leaf=-6.24590539e-05,cover=0
- 104:leaf=0.000169601844,cover=0
- 52:[PialCurv5<0.0824522972] yes=105,no=106,missing=105,gain=2.65268517,cover=6058
- 105:leaf=-0.0044573755,cover=0
- 106:leaf=-0.000803435163,cover=0
- 26:[Pol<145.397461] yes=53,no=54,missing=53,gain=42.2987366,cover=139589
- 53:[PialCurv5<-0.0680129603] yes=107,no=108,missing=108,gain=8.99202347,cover=43392
- 107:leaf=0.000843827089,cover=0
- 108:leaf=0.00236050179,cover=0
- 54:[Sulc0<-0.0172607526] yes=109,no=110,missing=109,gain=10.1473274,cover=96197
- 109:leaf=0.000126184124,cover=0
- 110:leaf=-0.00162998983,cover=0
- 6:[LGI5<2.63290954] yes=13,no=14,missing=13,gain=5.88789225,cover=669033
- 13:[PialArea5<1.14602101] yes=27,no=28,missing=27,gain=3.73389864,cover=18077
- 27:[MidArea5<0.725911021] yes=55,no=56,missing=55,gain=3.9676857,cover=17302
- 55:[Area5<0.704541981] yes=111,no=112,missing=111,gain=2.48149109,cover=8446
- 111:leaf=-0.00203411398,cover=0
- 112:leaf=2.1437203e-05,cover=0
- 56:[Sulc0<0.33585754] yes=113,no=114,missing=113,gain=1.7937305,cover=8856
- 113:leaf=-0.000229282698,cover=0
- 114:leaf=0.00291358284,cover=0
- 28:[LGI5<2.49262404] yes=57,no=58,missing=57,gain=5.52857399,cover=775
- 57:[Curv5<-0.166574284] yes=115,no=116,missing=115,gain=1.74728012,cover=147
- 115:leaf=-0.00860802364,cover=0
- 116:leaf=-0.0199620444,cover=0
- 58:[Ecc<36.5542564] yes=117,no=118,missing=117,gain=3.29931664,cover=628
- 117:leaf=-0.0032547575,cover=0
- 118:leaf=0.0112555595,cover=0
- 14:[LGI5<2.73077893] yes=29,no=30,missing=29,gain=4.71202517,cover=650956
- 29:[PialCurv5<0.0771882981] yes=59,no=60,missing=59,gain=8.58239365,cover=20144
- 59:[Sulc0<0.184694022] yes=119,no=120,missing=119,gain=7.10723209,cover=15351
- 119:leaf=0.00091699633,cover=0
- 120:leaf=0.00436778693,cover=0
- 60:[Ecc<12.9325523] yes=121,no=122,missing=121,gain=4.26542377,cover=4793
- 121:leaf=-0.00316511514,cover=0
- 122:leaf=-3.69714035e-05,cover=0
- 30:[Ecc<30.959959] yes=61,no=62,missing=61,gain=2.9593935,cover=630812
- 61:[Pol<146.864227] yes=123,no=124,missing=123,gain=7.05778599,cover=488832
- 123:leaf=-0.000354442716,cover=0
- 124:leaf=3.45578046e-05,cover=0
- 62:[LGI5<2.77389717] yes=125,no=126,missing=126,gain=8.27376461,cover=141980
- 125:leaf=-0.00327371922,cover=0
- 126:leaf=0.000183690921,cover=0
-booster[1070]:
-0:[Pol<124.735107] yes=1,no=2,missing=1,gain=0.182237074,cover=5124388
- 1:[LGI5<2.13090348] yes=3,no=4,missing=4,gain=1.48138261,cover=3448693
- 3:[Area5<0.536314785] yes=7,no=8,missing=8,gain=2.03473186,cover=12674
- 7:[Pol<113.913933] yes=15,no=16,missing=15,gain=3.69478226,cover=2733
- 15:[Pol<74.0505524] yes=31,no=32,missing=31,gain=2.76224661,cover=2436
- 31:[Area5<0.420677572] yes=63,no=64,missing=64,gain=1.38122046,cover=1716
- 63:leaf=0.00308624282,cover=0
- 64:leaf=-0.000832909835,cover=0
- 32:[PialArea5<0.903379142] yes=65,no=66,missing=66,gain=1.98863888,cover=720
- 65:leaf=-0.00297481497,cover=0
- 66:leaf=-0.0113022709,cover=0
- 16:[Sulc0<-0.87967056] yes=33,no=34,missing=34,gain=3.54901314,cover=297
- 33:[Ecc<1.91022825] yes=67,no=68,missing=67,gain=0.532709837,cover=53
- 67:leaf=-0.00832635071,cover=0
- 68:leaf=0.0109666213,cover=0
- 34:[Ecc<0.567370772] yes=69,no=70,missing=69,gain=1.68766022,cover=244
- 69:leaf=-0.00773053337,cover=0
- 70:leaf=0.00826738868,cover=0
- 8:[Ecc<2.6675415] yes=17,no=18,missing=17,gain=2.46253228,cover=9941
- 17:[PialArea5<0.866999865] yes=35,no=36,missing=35,gain=2.73165321,cover=5894
- 35:[Sulc0<-0.947149038] yes=71,no=72,missing=72,gain=3.69181108,cover=3044
- 71:leaf=-0.00417472562,cover=0
- 72:leaf=0.0030079931,cover=0
- 36:[Area5<0.754342616] yes=73,no=74,missing=73,gain=2.16246128,cover=2850
- 73:leaf=1.61463449e-05,cover=0
- 74:leaf=0.00528783118,cover=0
- 18:[Pol<85.4004211] yes=37,no=38,missing=38,gain=2.27275705,cover=4047
- 37:[Sulc0<-0.626357138] yes=75,no=76,missing=76,gain=3.95771813,cover=1677
- 75:leaf=0.00112090551,cover=0
- 76:leaf=-0.00374781038,cover=0
- 38:[PialCurv5<0.04242469] yes=77,no=78,missing=77,gain=4.78021526,cover=2370
- 77:leaf=0.00642755721,cover=0
- 78:leaf=-1.8216615e-06,cover=0
- 4:[Ecc<10.2861843] yes=9,no=10,missing=9,gain=1.51521373,cover=3436019
- 9:[LGI5<3.08610082] yes=19,no=20,missing=20,gain=2.56346726,cover=2176405
- 19:[Pol<115.563423] yes=39,no=40,missing=40,gain=2.33781624,cover=2052213
- 39:[MidArea5<0.756283522] yes=79,no=80,missing=79,gain=3.0534234,cover=1835821
- 79:leaf=-5.49416691e-05,cover=0
- 80:leaf=7.66150624e-05,cover=0
- 40:[LGI5<2.5379107] yes=81,no=82,missing=81,gain=15.9300203,cover=216392
- 81:leaf=0.000217564331,cover=0
- 82:leaf=-0.000643639767,cover=0
- 20:[PialArea5<0.662493944] yes=41,no=42,missing=42,gain=7.22873497,cover=124192
- 41:[Sulc0<0.812575758] yes=83,no=84,missing=83,gain=8.88572025,cover=36031
- 83:leaf=0.000638586527,cover=0
- 84:leaf=-0.00173830881,cover=0
- 42:[Sulc0<-0.420901269] yes=85,no=86,missing=86,gain=10.9670706,cover=88161
- 85:leaf=-6.19540288e-06,cover=0
- 86:leaf=-0.00113027112,cover=0
- 10:[Curv5<0.0635297745] yes=21,no=22,missing=21,gain=3.75233102,cover=1259614
- 21:[Pol<60.4070244] yes=43,no=44,missing=43,gain=20.80023,cover=724150
- 43:[PialCurv5<-0.0487009101] yes=87,no=88,missing=88,gain=7.421628,cover=527987
- 87:leaf=9.56102595e-05,cover=0
- 88:leaf=-0.000288856798,cover=0
- 44:[Area5<0.705328763] yes=89,no=90,missing=89,gain=34.1204796,cover=196163
- 89:leaf=0.00109832117,cover=0
- 90:leaf=-0.000242571186,cover=0
- 22:[Sulc0<0.636906147] yes=45,no=46,missing=45,gain=5.30591106,cover=535464
- 45:[LGI5<2.80803919] yes=91,no=92,missing=91,gain=7.58448696,cover=205793
- 91:leaf=0.000410118053,cover=0
- 92:leaf=-0.000401062629,cover=0
- 46:[Pol<100.090813] yes=93,no=94,missing=93,gain=1.63173783,cover=329671
- 93:leaf=-2.76546325e-05,cover=0
- 94:leaf=0.000201745177,cover=0
- 2:[PialCurv5<-0.0758950338] yes=5,no=6,missing=5,gain=2.30632448,cover=1675695
- 5:[Sulc0<-0.0326132737] yes=11,no=12,missing=12,gain=3.72531796,cover=857249
- 11:[Ecc<31.520586] yes=23,no=24,missing=23,gain=2.25372839,cover=824958
- 23:[PialArea5<0.782997906] yes=47,no=48,missing=48,gain=2.50748849,cover=771687
- 47:[Area5<0.718244016] yes=95,no=96,missing=95,gain=6.59069681,cover=133393
- 95:leaf=9.7592354e-05,cover=0
- 96:leaf=0.00241108565,cover=0
- 48:[Curv5<-0.104371414] yes=97,no=98,missing=97,gain=7.32310963,cover=638294
- 97:leaf=-0.000109619577,cover=0
- 98:leaf=0.00113251631,cover=0
- 24:[Pol<163.028091] yes=49,no=50,missing=49,gain=7.55796337,cover=53271
- 49:[LGI5<2.8416636] yes=99,no=100,missing=99,gain=4.44365883,cover=17676
- 99:leaf=-0.0021520108,cover=0
- 100:leaf=0.00132754084,cover=0
- 50:[PialArea5<0.816499233] yes=101,no=102,missing=101,gain=2.65146589,cover=35595
- 101:leaf=-0.00111856649,cover=0
- 102:leaf=5.97341459e-05,cover=0
- 12:[Ecc<37.2796402] yes=25,no=26,missing=25,gain=6.11491203,cover=32291
- 25:[Area5<0.710077047] yes=51,no=52,missing=51,gain=4.27079868,cover=15302
- 51:[LGI5<3.48966408] yes=103,no=104,missing=103,gain=4.9253912,cover=9902
- 103:leaf=-0.00246612146,cover=0
- 104:leaf=0.000332940253,cover=0
- 52:[Area5<0.924216449] yes=105,no=106,missing=106,gain=1.67267203,cover=5400
- 105:leaf=-5.92524848e-05,cover=0
- 106:leaf=-0.00752970204,cover=0
- 26:[Pol<168.718765] yes=53,no=54,missing=53,gain=4.25131226,cover=16989
- 53:[Curv5<-0.134546712] yes=107,no=108,missing=107,gain=5.49493742,cover=14034
- 107:leaf=-0.000769013481,cover=0
- 108:leaf=0.00172315992,cover=0
- 54:[PialArea5<0.844099998] yes=109,no=110,missing=109,gain=4.26741314,cover=2955
- 109:leaf=0.0051445174,cover=0
- 110:leaf=0.000724402023,cover=0
- 6:[Ecc<13.1181517] yes=13,no=14,missing=13,gain=6.43313408,cover=818446
- 13:[Sulc0<0.454035848] yes=27,no=28,missing=28,gain=10.4340515,cover=533309
- 27:[LGI5<2.75211287] yes=55,no=56,missing=55,gain=9.24234962,cover=529988
- 55:[Ecc<9.17092323] yes=111,no=112,missing=112,gain=10.168211,cover=370785
- 111:leaf=0.000126384708,cover=0
- 112:leaf=-0.000927806366,cover=0
- 56:[Pol<152.092255] yes=113,no=114,missing=113,gain=53.5928726,cover=159203
- 113:leaf=0.00164922408,cover=0
- 114:leaf=-0.000227947836,cover=0
- 28:[MidArea5<0.633289158] yes=57,no=58,missing=58,gain=3.32477283,cover=3321
- 57:[LGI5<3.41813922] yes=115,no=116,missing=115,gain=0.930439234,cover=2230
- 115:leaf=-0.0013763695,cover=0
- 116:leaf=-0.00937573519,cover=0
- 58:[Area5<0.677535415] yes=117,no=118,missing=117,gain=2.34613132,cover=1091
- 117:leaf=-0.0140301315,cover=0
- 118:leaf=-0.00428522937,cover=0
- 14:[Sulc0<0.184694022] yes=29,no=30,missing=29,gain=9.28064346,cover=285137
- 29:[Pol<149.795395] yes=59,no=60,missing=59,gain=29.8289585,cover=152106
- 59:[PialArea5<0.859420419] yes=119,no=120,missing=119,gain=15.612072,cover=72754
- 119:leaf=-0.00171573588,cover=0
- 120:leaf=-0.000221416733,cover=0
- 60:[LGI5<3.34776258] yes=121,no=122,missing=121,gain=11.0017691,cover=79352
- 121:leaf=-9.32842231e-05,cover=0
- 122:leaf=0.00120051089,cover=0
- 30:[LGI5<2.72022414] yes=61,no=62,missing=61,gain=4.0485816,cover=133031
- 61:[PialCurv5<0.0695191324] yes=123,no=124,missing=123,gain=6.87411451,cover=6442
- 123:leaf=0.00370606524,cover=0
- 124:leaf=0.000248019322,cover=0
- 62:[Ecc<17.2700901] yes=125,no=126,missing=126,gain=4.80617189,cover=126589
- 125:leaf=-0.000518236251,cover=0
- 126:leaf=0.000272280595,cover=0
-booster[1071]:
-0:[Ecc<42.1016579] yes=1,no=2,missing=1,gain=0.171080068,cover=5124388
- 1:[Area5<0.724280655] yes=3,no=4,missing=4,gain=0.339869052,cover=4963977
- 3:[Pol<16.156723] yes=7,no=8,missing=8,gain=1.139449,cover=3530155
- 7:[LGI5<3.42912889] yes=15,no=16,missing=15,gain=2.95991087,cover=227999
- 15:[PialCurv5<0.0771882981] yes=31,no=32,missing=31,gain=2.93372917,cover=210970
- 31:[PialArea5<1.0376358] yes=63,no=64,missing=63,gain=3.41505146,cover=206765
- 63:leaf=0.000316235324,cover=0
- 64:leaf=-0.000122101832,cover=0
- 32:[Curv5<0.0756113976] yes=65,no=66,missing=65,gain=2.33615971,cover=4205
- 65:leaf=-0.00248514884,cover=0
- 66:leaf=-0.000110952104,cover=0
- 16:[Ecc<8.35574818] yes=33,no=34,missing=34,gain=5.24135494,cover=17029
- 33:[Sulc0<-0.123243913] yes=67,no=68,missing=68,gain=2.98655772,cover=935
- 67:leaf=0.00259658508,cover=0
- 68:leaf=0.0189069323,cover=0
- 34:[LGI5<3.55025291] yes=69,no=70,missing=69,gain=1.87500691,cover=16094
- 69:leaf=-0.00132167654,cover=0
- 70:leaf=-0.000239828529,cover=0
- 8:[Pol<63.605114] yes=17,no=18,missing=17,gain=2.89655495,cover=3302156
- 17:[Ecc<5.72519016] yes=35,no=36,missing=35,gain=6.12059975,cover=634684
- 35:[Sulc0<-0.609302223] yes=71,no=72,missing=71,gain=6.45147133,cover=293686
- 71:leaf=-8.17760956e-05,cover=0
- 72:leaf=0.00045245557,cover=0
- 36:[PialCurv5<-0.0896686092] yes=73,no=74,missing=73,gain=11.1887159,cover=340998
- 73:leaf=7.45250654e-05,cover=0
- 74:leaf=-0.000503750402,cover=0
- 18:[Curv5<0.0431617796] yes=37,no=38,missing=37,gain=1.97997856,cover=2667472
- 37:[Pol<114.432869] yes=75,no=76,missing=75,gain=8.11063862,cover=1698457
- 75:leaf=0.000223355863,cover=0
- 76:leaf=-2.43252871e-05,cover=0
- 38:[PialArea5<0.977763891] yes=77,no=78,missing=77,gain=2.8978579,cover=969015
- 77:leaf=-4.72027859e-05,cover=0
- 78:leaf=-0.0065758354,cover=0
- 4:[Ecc<22.0897732] yes=9,no=10,missing=10,gain=2.79762125,cover=1433822
- 9:[Sulc0<0.485350072] yes=19,no=20,missing=20,gain=3.3251245,cover=1129416
- 19:[PialArea5<0.676429033] yes=39,no=40,missing=39,gain=4.12574673,cover=968254
- 39:[LGI5<2.45932961] yes=79,no=80,missing=79,gain=9.77030468,cover=164948
- 79:leaf=-0.000395363284,cover=0
- 80:leaf=0.000478602626,cover=0
- 40:[Sulc0<0.151281953] yes=81,no=82,missing=81,gain=3.20180559,cover=803306
- 81:leaf=6.36153572e-06,cover=0
- 82:leaf=-0.00033514676,cover=0
- 20:[PialArea5<0.524996102] yes=41,no=42,missing=41,gain=4.67513847,cover=161162
- 41:[Curv5<0.0574831441] yes=83,no=84,missing=83,gain=3.50154567,cover=115598
- 83:leaf=-0.00388108683,cover=0
- 84:leaf=-3.55050834e-05,cover=0
- 42:[LGI5<2.45602322] yes=85,no=86,missing=85,gain=3.33888149,cover=45564
- 85:leaf=0.00112280028,cover=0
- 86:leaf=-0.000756442896,cover=0
- 10:[Curv5<0.0146088367] yes=21,no=22,missing=22,gain=3.56704974,cover=304406
- 21:[Sulc0<0.263311565] yes=43,no=44,missing=43,gain=3.97371507,cover=141627
- 43:[LGI5<2.61063838] yes=87,no=88,missing=88,gain=2.82514906,cover=127042
- 87:leaf=-0.00248821522,cover=0
- 88:leaf=8.47367119e-05,cover=0
- 44:[Pol<84.7687759] yes=89,no=90,missing=90,gain=3.78621912,cover=14585
- 89:leaf=0.000476292887,cover=0
- 90:leaf=-0.00131351769,cover=0
- 22:[Pol<155.757294] yes=45,no=46,missing=46,gain=5.25393724,cover=162779
- 45:[Sulc0<-0.258417875] yes=91,no=92,missing=92,gain=4.00309896,cover=161499
- 91:leaf=0.00651423726,cover=0
- 92:leaf=0.000281090848,cover=0
- 46:[PialArea5<0.856611013] yes=93,no=94,missing=93,gain=4.2592597,cover=1280
- 93:leaf=0.00490122847,cover=0
- 94:leaf=-0.00244454923,cover=0
- 2:[LGI5<3.47596025] yes=5,no=6,missing=5,gain=2.12858415,cover=160411
- 5:[PialCurv5<0.010724308] yes=11,no=12,missing=11,gain=3.16322303,cover=129057
- 11:[Sulc0<0.15957281] yes=23,no=24,missing=24,gain=3.47113347,cover=59315
- 23:[Curv5<0.00780903921] yes=47,no=48,missing=47,gain=3.29805207,cover=37513
- 47:[LGI5<2.84729719] yes=95,no=96,missing=96,gain=2.2352128,cover=37303
- 95:leaf=-0.000978705939,cover=0
- 96:leaf=0.000136672505,cover=0
- 48:[Area5<0.720017433] yes=97,no=98,missing=97,gain=1.50441861,cover=210
- 97:leaf=0.00221934053,cover=0
- 98:leaf=0.010700318,cover=0
- 24:[PialArea5<0.736284733] yes=49,no=50,missing=49,gain=2.55712986,cover=21802
- 49:[LGI5<3.07360435] yes=99,no=100,missing=99,gain=4.44646168,cover=5551
- 99:leaf=0.0020624164,cover=0
- 100:leaf=-0.00103575026,cover=0
- 50:[Curv5<0.0235087723] yes=101,no=102,missing=102,gain=4.27345943,cover=16251
- 101:leaf=0.00101870671,cover=0
- 102:leaf=0.00728309108,cover=0
- 12:[LGI5<3.36766768] yes=25,no=26,missing=25,gain=3.81983542,cover=69742
- 25:[Curv5<0.0595101416] yes=51,no=52,missing=51,gain=2.33379126,cover=61330
- 51:[PialArea5<0.628734469] yes=103,no=104,missing=103,gain=3.08922672,cover=21846
- 103:leaf=-0.00216176175,cover=0
- 104:leaf=-0.000492167543,cover=0
- 52:[PialCurv5<0.0666604191] yes=105,no=106,missing=105,gain=5.38231134,cover=39484
- 105:leaf=0.00372754829,cover=0
- 106:leaf=-0.000186045887,cover=0
- 26:[LGI5<3.38720298] yes=53,no=54,missing=54,gain=4.30102634,cover=8412
- 53:[Ecc<43.8470497] yes=107,no=108,missing=107,gain=2.18831158,cover=1698
- 107:leaf=-0.00010905636,cover=0
- 108:leaf=0.00407404965,cover=0
- 54:[PialArea5<0.777740717] yes=109,no=110,missing=110,gain=1.55035865,cover=6714
- 109:leaf=0.000585027272,cover=0
- 110:leaf=-0.00143648812,cover=0
- 6:[PialArea5<1.33957577] yes=13,no=14,missing=14,gain=2.08402395,cover=31354
- 13:[Pol<134.081207] yes=27,no=28,missing=27,gain=1.51919341,cover=31281
- 27:[LGI5<3.64692807] yes=55,no=56,missing=55,gain=2.06449485,cover=23853
- 55:[MidArea5<1.09619975] yes=111,no=112,missing=111,gain=2.62538862,cover=14806
- 111:leaf=-0.000993976253,cover=0
- 112:leaf=0.0115255918,cover=0
- 56:[Area5<0.72867924] yes=113,no=114,missing=113,gain=3.83713603,cover=9047
- 113:leaf=0.00106624269,cover=0
- 114:leaf=-0.000994228758,cover=0
- 28:[PialCurv5<0.01500447] yes=57,no=58,missing=57,gain=2.35618281,cover=7428
- 57:[LGI5<3.51961541] yes=115,no=116,missing=115,gain=2.29762244,cover=6347
- 115:leaf=0.00180556031,cover=0
- 116:leaf=-0.000607848924,cover=0
- 58:[Sulc0<0.636906147] yes=117,no=118,missing=117,gain=2.00073361,cover=1081
- 117:leaf=0.00370320678,cover=0
- 118:leaf=-0.00111162965,cover=0
- 14:[Curv5<0.00546095846] yes=29,no=30,missing=29,gain=1.33213758,cover=73
- 29:[LGI5<3.56741142] yes=59,no=60,missing=59,gain=0.312126398,cover=60
- 59:[Curv5<-0.00141534733] yes=119,no=120,missing=119,gain=0.0546844006,cover=33
- 119:leaf=-0.0155728981,cover=0
- 120:leaf=-0.00172461872,cover=0
- 60:[Sulc0<-0.047846999] yes=121,no=122,missing=121,gain=0.00303417444,cover=27
- 121:leaf=-0.00761472574,cover=0
- 122:leaf=-0.0018654645,cover=0
- 30:[Pol<44.6807365] yes=61,no=62,missing=61,gain=0.151436597,cover=13
- 61:[Pol<40.9012032] yes=123,no=124,missing=123,gain=0.00529236207,cover=6
- 123:leaf=-0.00147280225,cover=0
- 124:leaf=0.00120853784,cover=0
- 62:leaf=0.00988976192,cover=0
-booster[1072]:
-0:[Pol<124.735107] yes=1,no=2,missing=1,gain=0.181357682,cover=5124388
- 1:[Ecc<10.2861843] yes=3,no=4,missing=3,gain=1.37384355,cover=3448693
- 3:[Ecc<7.64592981] yes=7,no=8,missing=8,gain=2.37317657,cover=2189056
- 7:[PialArea5<0.785624862] yes=15,no=16,missing=15,gain=3.47793269,cover=1742372
- 15:[Ecc<0.836319208] yes=31,no=32,missing=32,gain=5.4253149,cover=855897
- 31:[PialArea5<0.655307472] yes=63,no=64,missing=63,gain=3.16837692,cover=41112
- 63:leaf=0.00098613638,cover=0
- 64:leaf=0.000100398545,cover=0
- 32:[Curv5<0.0344051942] yes=65,no=66,missing=65,gain=5.72306633,cover=814785
- 65:leaf=-0.000296256127,cover=0
- 66:leaf=-1.28231404e-05,cover=0
- 16:[Ecc<1.46579576] yes=33,no=34,missing=33,gain=3.25075293,cover=886475
- 33:[Sulc0<-0.59790951] yes=67,no=68,missing=68,gain=7.62776756,cover=196408
- 67:leaf=4.21582481e-05,cover=0
- 68:leaf=-0.000735165901,cover=0
- 34:[Pol<79.5617371] yes=69,no=70,missing=69,gain=8.49125862,cover=690067
- 69:leaf=3.37865094e-05,cover=0
- 70:leaf=0.000488911232,cover=0
- 8:[Pol<87.9431763] yes=17,no=18,missing=17,gain=14.7244978,cover=446684
- 17:[Pol<48.3047981] yes=35,no=36,missing=36,gain=16.2888947,cover=209721
- 35:[Area5<0.44435063] yes=71,no=72,missing=71,gain=2.34058094,cover=77627
- 71:leaf=0.00417557405,cover=0
- 72:leaf=0.000117692885,cover=0
- 36:[PialCurv5<0.157381535] yes=73,no=74,missing=73,gain=16.959898,cover=132094
- 73:leaf=-0.00110276416,cover=0
- 74:leaf=0.000206810495,cover=0
- 18:[Sulc0<-0.0172607526] yes=37,no=38,missing=37,gain=23.0491295,cover=236963
- 37:[PialArea5<1.36541271] yes=75,no=76,missing=75,gain=9.92253876,cover=45086
- 75:leaf=-0.000923510641,cover=0
- 76:leaf=0.0119153997,cover=0
- 38:[PialCurv5<0.160740122] yes=77,no=78,missing=78,gain=14.4143476,cover=191877
- 77:leaf=0.000869427982,cover=0
- 78:leaf=-4.66310212e-06,cover=0
- 4:[Curv5<0.0595101416] yes=9,no=10,missing=9,gain=3.49321866,cover=1259637
- 9:[Pol<60.4070244] yes=19,no=20,missing=19,gain=20.2318611,cover=708678
- 19:[PialCurv5<-0.0487009101] yes=39,no=40,missing=39,gain=6.92542934,cover=522202
- 39:[Sulc0<-0.23104082] yes=79,no=80,missing=79,gain=18.6311626,cover=322454
- 79:leaf=-4.69090155e-05,cover=0
- 80:leaf=0.00113103376,cover=0
- 40:[Area5<0.680766582] yes=81,no=82,missing=82,gain=9.52269363,cover=199748
- 81:leaf=-0.000929779315,cover=0
- 82:leaf=-9.83912178e-05,cover=0
- 20:[Area5<0.705328763] yes=41,no=42,missing=41,gain=30.0561008,cover=186476
- 41:[PialArea5<0.679818809] yes=83,no=84,missing=83,gain=48.5428886,cover=111374
- 83:leaf=0.000325237022,cover=0
- 84:leaf=0.00252663507,cover=0
- 42:[MidArea5<0.641634583] yes=85,no=86,missing=86,gain=6.52720118,cover=75102
- 85:leaf=-0.00195524446,cover=0
- 86:leaf=-9.24583728e-05,cover=0
- 10:[Sulc0<0.636906147] yes=21,no=22,missing=21,gain=4.57179737,cover=550959
- 21:[LGI5<2.80803919] yes=43,no=44,missing=44,gain=7.51147509,cover=217463
- 43:[LGI5<2.3969903] yes=87,no=88,missing=88,gain=2.35804343,cover=36000
- 87:leaf=-0.00168050267,cover=0
- 88:leaf=0.000499868474,cover=0
- 44:[Pol<58.6768646] yes=89,no=90,missing=90,gain=9.72839642,cover=181463
- 89:leaf=0.000370604423,cover=0
- 90:leaf=-0.000549938355,cover=0
- 22:[Pol<100.090813] yes=45,no=46,missing=45,gain=1.47669089,cover=333496
- 45:[PialArea5<0.669517875] yes=91,no=92,missing=92,gain=1.40715933,cover=207631
- 91:leaf=-5.08546727e-05,cover=0
- 92:leaf=0.000630270864,cover=0
- 46:[Ecc<13.1181517] yes=93,no=94,missing=93,gain=3.6648562,cover=125865
- 93:leaf=0.000833367114,cover=0
- 94:leaf=7.85454613e-05,cover=0
- 2:[Ecc<10.569519] yes=5,no=6,missing=5,gain=2.12479091,cover=1675695
- 5:[PialCurv5<-0.0999256745] yes=11,no=12,missing=12,gain=5.50996685,cover=1014061
- 11:[PialArea5<0.811158121] yes=23,no=24,missing=23,gain=2.8976481,cover=396915
- 23:[Area5<0.601796865] yes=47,no=48,missing=47,gain=7.32736969,cover=98066
- 47:[Ecc<2.97906685] yes=95,no=96,missing=95,gain=5.16160393,cover=80362
- 95:leaf=-0.000541120942,cover=0
- 96:leaf=0.000275829312,cover=0
- 48:[Curv5<-0.0708468556] yes=97,no=98,missing=97,gain=3.26632881,cover=17704
- 97:leaf=0.00119696266,cover=0
- 98:leaf=-0.0025687099,cover=0
- 24:[Curv5<-0.129194111] yes=49,no=50,missing=49,gain=6.33060741,cover=298849
- 49:[LGI5<2.5379107] yes=99,no=100,missing=100,gain=2.91803837,cover=294049
- 99:leaf=-4.05917745e-05,cover=0
- 100:leaf=-0.000355770433,cover=0
- 50:[PialCurv5<-0.137075767] yes=101,no=102,missing=101,gain=7.91467285,cover=4800
- 101:leaf=0.0104108891,cover=0
- 102:leaf=0.00116720912,cover=0
- 12:[LGI5<2.73607373] yes=25,no=26,missing=26,gain=9.03987885,cover=617146
- 25:[Sulc0<0.299089104] yes=51,no=52,missing=51,gain=3.00708628,cover=473401
- 51:[Ecc<9.50052643] yes=103,no=104,missing=103,gain=2.40941024,cover=467301
- 103:leaf=7.8113706e-05,cover=0
- 104:leaf=-0.000709489628,cover=0
- 52:[PialCurv5<0.0824522972] yes=105,no=106,missing=105,gain=2.31855941,cover=6100
- 105:leaf=-0.00413419399,cover=0
- 106:leaf=-0.000747081067,cover=0
- 26:[Pol<145.397461] yes=53,no=54,missing=53,gain=36.0625,cover=143745
- 53:[PialCurv5<-0.0680129603] yes=107,no=108,missing=108,gain=7.65014267,cover=44768
- 107:leaf=0.000770735322,cover=0
- 108:leaf=0.00214855466,cover=0
- 54:[Sulc0<-0.0172607526] yes=109,no=110,missing=109,gain=8.95112419,cover=98977
- 109:leaf=0.000121193218,cover=0
- 110:leaf=-0.00150004926,cover=0
- 6:[LGI5<2.63290954] yes=13,no=14,missing=13,gain=4.95787287,cover=661634
- 13:[PialArea5<1.14602101] yes=27,no=28,missing=27,gain=3.69659567,cover=17235
- 27:[MidArea5<0.727421284] yes=55,no=56,missing=56,gain=3.42853689,cover=16511
- 55:[Sulc0<0.263311565] yes=111,no=112,missing=111,gain=2.13817883,cover=8108
- 111:leaf=-0.00201822352,cover=0
- 112:leaf=-0.000263789349,cover=0
- 56:[Sulc0<0.474820405] yes=113,no=114,missing=114,gain=1.76525652,cover=8403
- 113:leaf=-0.0001318055,cover=0
- 114:leaf=0.00522022648,cover=0
- 28:[LGI5<2.49262404] yes=57,no=58,missing=57,gain=4.80262089,cover=724
- 57:[Curv5<-0.166574284] yes=115,no=116,missing=116,gain=1.62093735,cover=136
- 115:leaf=-0.00816009473,cover=0
- 116:leaf=-0.0194155704,cover=0
- 58:[Ecc<35.195137] yes=117,no=118,missing=117,gain=3.14345789,cover=588
- 117:leaf=-0.00346367317,cover=0
- 118:leaf=0.010291202,cover=0
- 14:[LGI5<2.73607373] yes=29,no=30,missing=29,gain=4.55681038,cover=644399
- 29:[PialCurv5<0.0666604191] yes=59,no=60,missing=59,gain=8.06992912,cover=20891
- 59:[Sulc0<0.184694022] yes=119,no=120,missing=119,gain=6.01784897,cover=15504
- 119:leaf=0.000937450852,cover=0
- 120:leaf=0.0041747489,cover=0
- 60:[Sulc0<-0.115756653] yes=121,no=122,missing=122,gain=3.51826262,cover=5387
- 121:leaf=-0.00478715822,cover=0
- 122:leaf=-0.000546187279,cover=0
- 30:[PialArea5<0.617149889] yes=61,no=62,missing=61,gain=3.15060234,cover=623508
- 61:[Area5<0.615061462] yes=123,no=124,missing=123,gain=9.09916973,cover=77171
- 123:leaf=-0.00109877635,cover=0
- 124:leaf=0.000460916664,cover=0
- 62:[PialArea5<0.844099998] yes=125,no=126,missing=126,gain=5.63863325,cover=546337
- 125:leaf=-0.000294594909,cover=0
- 126:leaf=3.24649591e-05,cover=0
-booster[1073]:
-0:[Pol<138.971481] yes=1,no=2,missing=1,gain=0.200326174,cover=5124388
- 1:[LGI5<2.13090348] yes=3,no=4,missing=4,gain=1.06731153,cover=3894617
- 3:[Ecc<0.567370772] yes=7,no=8,missing=7,gain=2.53191328,cover=14457
- 7:[MidArea5<0.84300822] yes=15,no=16,missing=15,gain=7.29016113,cover=1375
- 15:[MidArea5<0.703235805] yes=31,no=32,missing=32,gain=2.82351351,cover=1097
- 31:[Curv5<-0.0226651002] yes=63,no=64,missing=63,gain=1.37165487,cover=629
- 63:leaf=-0.00270069367,cover=0
- 64:leaf=0.00250772317,cover=0
- 32:[Curv5<-0.0773924068] yes=65,no=66,missing=66,gain=1.43338966,cover=468
- 65:leaf=-0.00500295265,cover=0
- 66:leaf=-0.0120015936,cover=0
- 16:[Sulc0<-0.732140064] yes=33,no=34,missing=33,gain=2.12034225,cover=278
- 33:[Pol<109.248352] yes=67,no=68,missing=67,gain=1.40402865,cover=229
- 67:leaf=0.00174484088,cover=0
- 68:leaf=0.0120651089,cover=0
- 34:[Pol<74.7525482] yes=69,no=70,missing=69,gain=3.66574812,cover=49
- 69:leaf=0.0259969421,cover=0
- 70:leaf=-0.00156381761,cover=0
- 8:[Ecc<8.06448936] yes=17,no=18,missing=17,gain=1.6134429,cover=13082
- 17:[Area5<0.433531314] yes=35,no=36,missing=35,gain=1.36912751,cover=12969
- 35:[Pol<112.874634] yes=71,no=72,missing=72,gain=2.10045362,cover=578
- 71:leaf=0.00132236164,cover=0
- 72:leaf=0.00827740412,cover=0
- 36:[Area5<0.657483757] yes=73,no=74,missing=73,gain=1.75440073,cover=12391
- 73:leaf=7.07237632e-05,cover=0
- 74:leaf=0.00127547409,cover=0
- 18:[PialCurv5<0.141046807] yes=37,no=38,missing=37,gain=0.135787249,cover=113
- 37:[Pol<65.8802414] yes=75,no=76,missing=76,gain=0.0740127116,cover=26
- 75:leaf=-0.00604852755,cover=0
- 76:leaf=-0.000298355531,cover=0
- 38:[Pol<106.604004] yes=77,no=78,missing=77,gain=0.220477939,cover=87
- 77:leaf=-0.00427706167,cover=0
- 78:leaf=-0.00967916008,cover=0
- 4:[Ecc<0.889730632] yes=9,no=10,missing=10,gain=1.03221333,cover=3880160
- 9:[PialArea5<0.655307472] yes=19,no=20,missing=19,gain=4.2685914,cover=170105
- 19:[Sulc0<-0.401674598] yes=39,no=40,missing=39,gain=4.82200241,cover=24980
- 39:[Area5<0.661233962] yes=79,no=80,missing=80,gain=13.8903551,cover=14327
- 79:leaf=0.00065428589,cover=0
- 80:leaf=0.0049791201,cover=0
- 40:[LGI5<2.16230083] yes=81,no=82,missing=81,gain=5.57405329,cover=10653
- 81:leaf=-0.00711468235,cover=0
- 82:leaf=9.75115763e-05,cover=0
- 20:[PialCurv5<0.00860458333] yes=41,no=42,missing=41,gain=4.63407373,cover=145125
- 41:[Curv5<-0.0439181365] yes=83,no=84,missing=83,gain=4.6499629,cover=136707
- 83:leaf=1.9830888e-05,cover=0
- 84:leaf=0.00150498317,cover=0
- 42:[Pol<97.3566132] yes=85,no=86,missing=85,gain=2.58098364,cover=8418
- 85:leaf=-0.00185791438,cover=0
- 86:leaf=-7.74566943e-05,cover=0
- 10:[Sulc0<-0.202991232] yes=21,no=22,missing=21,gain=1.26044011,cover=3710055
- 21:[PialArea5<0.672997355] yes=43,no=44,missing=43,gain=12.8014431,cover=1538103
- 43:[Pol<64.3762589] yes=87,no=88,missing=88,gain=8.7897501,cover=121804
- 87:leaf=8.86686903e-05,cover=0
- 88:leaf=-0.000826517295,cover=0
- 44:[PialCurv5<0.000298873958] yes=89,no=90,missing=89,gain=5.06989908,cover=1416299
- 89:leaf=-3.12874145e-05,cover=0
- 90:leaf=0.000335472956,cover=0
- 22:[Ecc<2.73602629] yes=45,no=46,missing=45,gain=1.50404131,cover=2171952
- 45:[Pol<108.715256] yes=91,no=92,missing=91,gain=9.6830492,cover=122165
- 91:leaf=0.00010713339,cover=0
- 92:leaf=-0.000904315733,cover=0
- 46:[LGI5<2.43374896] yes=93,no=94,missing=93,gain=2.87670088,cover=2049787
- 93:leaf=0.000198029404,cover=0
- 94:leaf=2.07658968e-06,cover=0
- 2:[Area5<0.688713074] yes=5,no=6,missing=5,gain=2.26139164,cover=1229771
- 5:[Sulc0<-0.0936657563] yes=11,no=12,missing=11,gain=3.56946206,cover=803527
- 11:[Curv5<0.0300692953] yes=23,no=24,missing=23,gain=3.23878765,cover=729815
- 23:[PialCurv5<-0.0114707183] yes=47,no=48,missing=47,gain=6.05664492,cover=683842
- 47:[LGI5<2.13090348] yes=95,no=96,missing=96,gain=2.63036489,cover=635026
- 95:leaf=-0.0012375036,cover=0
- 96:leaf=2.39130313e-05,cover=0
- 48:[Ecc<8.48579407] yes=97,no=98,missing=97,gain=12.024147,cover=48816
- 97:leaf=-9.52528935e-05,cover=0
- 98:leaf=-0.00188077148,cover=0
- 24:[Ecc<1.41371143] yes=49,no=50,missing=49,gain=7.94172239,cover=45973
- 49:[Curv5<0.113010712] yes=99,no=100,missing=99,gain=2.40772319,cover=21679
- 99:leaf=0.000152561159,cover=0
- 100:leaf=-0.000918304955,cover=0
- 50:[Ecc<7.64592981] yes=101,no=102,missing=101,gain=19.3758278,cover=24294
- 101:leaf=0.0026503196,cover=0
- 102:leaf=-0.000200800438,cover=0
- 12:[Curv5<0.135532871] yes=25,no=26,missing=25,gain=4.28939724,cover=73712
- 25:[Ecc<10.0121937] yes=51,no=52,missing=52,gain=8.57877064,cover=59555
- 51:[Sulc0<0.151281953] yes=103,no=104,missing=104,gain=7.09324169,cover=12432
- 103:leaf=-0.00131767523,cover=0
- 104:leaf=-0.00528518576,cover=0
- 52:[LGI5<3.78836131] yes=105,no=106,missing=105,gain=5.78542185,cover=47123
- 105:leaf=-0.000119549084,cover=0
- 106:leaf=-0.00276632677,cover=0
- 26:[LGI5<2.91823459] yes=53,no=54,missing=53,gain=1.81722605,cover=14157
- 53:[LGI5<2.74668789] yes=107,no=108,missing=108,gain=2.96966457,cover=7925
- 107:leaf=0.000300427026,cover=0
- 108:leaf=0.00243025622,cover=0
- 54:[Ecc<10.2861843] yes=109,no=110,missing=109,gain=3.65366745,cover=6232
- 109:leaf=-0.00150113879,cover=0
- 110:leaf=0.000923704065,cover=0
- 6:[PialCurv5<-0.0395349935] yes=13,no=14,missing=13,gain=3.02245617,cover=426244
- 13:[PialArea5<0.662493944] yes=27,no=28,missing=27,gain=4.68951035,cover=268483
- 27:[Curv5<-0.0575901605] yes=55,no=56,missing=55,gain=4.28730011,cover=2806
- 55:[LGI5<2.37953305] yes=111,no=112,missing=111,gain=4.75723648,cover=1229
- 111:leaf=-0.00567937223,cover=0
- 112:leaf=0.00522516249,cover=0
- 56:[Ecc<10.0121937] yes=113,no=114,missing=113,gain=4.33954477,cover=1577
- 113:leaf=-0.00202371133,cover=0
- 114:leaf=0.00325273722,cover=0
- 28:[Ecc<13.4950199] yes=57,no=58,missing=57,gain=3.23994327,cover=265677
- 57:[Sulc0<-0.426983118] yes=115,no=116,missing=115,gain=12.4493113,cover=127155
- 115:leaf=-8.76085105e-05,cover=0
- 116:leaf=0.00112178375,cover=0
- 58:[Sulc0<-0.445309728] yes=117,no=118,missing=117,gain=4.90583372,cover=138522
- 117:leaf=0.000160203839,cover=0
- 118:leaf=-0.000440282718,cover=0
- 14:[Curv5<-0.0983823985] yes=29,no=30,missing=29,gain=4.69066906,cover=157761
- 29:[PialArea5<0.803608477] yes=59,no=60,missing=60,gain=3.38620472,cover=6426
- 59:[Ecc<35.195137] yes=119,no=120,missing=119,gain=2.28838181,cover=1193
- 119:leaf=0.000229582758,cover=0
- 120:leaf=-0.00546694174,cover=0
- 60:[Curv5<-0.20189926] yes=121,no=122,missing=122,gain=2.73924732,cover=5233
- 121:leaf=-0.00884790998,cover=0
- 122:leaf=0.00227386854,cover=0
- 30:[LGI5<3.34776258] yes=61,no=62,missing=61,gain=3.65099311,cover=151335
- 61:[LGI5<2.21018219] yes=123,no=124,missing=124,gain=3.82263184,cover=125813
- 123:leaf=0.00253828196,cover=0
- 124:leaf=8.6198088e-05,cover=0
- 62:[Ecc<7.4459548] yes=125,no=126,missing=125,gain=15.653264,cover=25522
- 125:leaf=0.0247309487,cover=0
- 126:leaf=0.000709421642,cover=0
-booster[1074]:
-0:[Pol<138.971481] yes=1,no=2,missing=2,gain=0.18080008,cover=5124388
- 1:[LGI5<2.13090348] yes=3,no=4,missing=3,gain=0.963442385,cover=3894617
- 3:[Ecc<0.567370772] yes=7,no=8,missing=8,gain=2.28333902,cover=14457
- 7:[MidArea5<0.847394943] yes=15,no=16,missing=15,gain=6.61963844,cover=1375
- 15:[MidArea5<0.697175384] yes=31,no=32,missing=32,gain=2.43826532,cover=1107
- 31:[Curv5<-0.0226651002] yes=63,no=64,missing=63,gain=1.1194768,cover=611
- 63:leaf=-0.00246872823,cover=0
- 64:leaf=0.00227149669,cover=0
- 32:[MidArea5<0.805760801] yes=65,no=66,missing=65,gain=1.351336,cover=496
- 65:leaf=-0.00724177435,cover=0
- 66:leaf=-0.000972125621,cover=0
- 16:[Sulc0<-0.732140064] yes=33,no=34,missing=33,gain=2.19164586,cover=268
- 33:[Pol<109.248352] yes=67,no=68,missing=67,gain=1.18853021,cover=223
- 67:leaf=0.00177799782,cover=0
- 68:leaf=0.0114967478,cover=0
- 34:[Pol<74.7525482] yes=69,no=70,missing=69,gain=3.55292463,cover=45
- 69:leaf=0.0271072872,cover=0
- 70:leaf=-0.00106048409,cover=0
- 8:[Ecc<8.06448936] yes=17,no=18,missing=17,gain=1.46072614,cover=13082
- 17:[Area5<0.433531314] yes=35,no=36,missing=35,gain=1.23650169,cover=12969
- 35:[Pol<112.874634] yes=71,no=72,missing=71,gain=1.89720762,cover=578
- 71:leaf=0.00125639967,cover=0
- 72:leaf=0.00786638539,cover=0
- 36:[Area5<0.521939099] yes=73,no=74,missing=73,gain=1.60357881,cover=12391
- 73:leaf=-0.000840935973,cover=0
- 74:leaf=0.000782358868,cover=0
- 18:[PialCurv5<0.141046807] yes=37,no=38,missing=38,gain=0.122259498,cover=113
- 37:[Pol<68.895668] yes=75,no=76,missing=75,gain=0.0682565272,cover=26
- 75:leaf=-0.005202075,cover=0
- 76:leaf=3.65508936e-06,cover=0
- 38:[Pol<106.604004] yes=77,no=78,missing=78,gain=0.199934721,cover=87
- 77:leaf=-0.00406689337,cover=0
- 78:leaf=-0.00921081472,cover=0
- 4:[Area5<0.539561152] yes=9,no=10,missing=10,gain=0.971810341,cover=3880160
- 9:[Sulc0<-0.0250212289] yes=19,no=20,missing=19,gain=1.86124742,cover=280188
- 19:[Pol<23.2745647] yes=39,no=40,missing=39,gain=2.37861443,cover=250909
- 39:[PialArea5<1.29873812] yes=79,no=80,missing=80,gain=2.17098045,cover=37738
- 79:leaf=-0.000268193864,cover=0
- 80:leaf=0.00467986334,cover=0
- 40:[Ecc<18.3223667] yes=81,no=82,missing=81,gain=4.76852226,cover=213171
- 81:leaf=0.000160813783,cover=0
- 82:leaf=0.00200267485,cover=0
- 20:[PialArea5<0.89536339] yes=41,no=42,missing=42,gain=3.31027555,cover=29279
- 41:[PialArea5<0.655307472] yes=83,no=84,missing=83,gain=1.70576727,cover=29181
- 83:leaf=-9.6486503e-05,cover=0
- 84:leaf=-0.00113905373,cover=0
- 42:[Pol<63.605114] yes=85,no=86,missing=86,gain=0.855219364,cover=98
- 85:leaf=-0.0021207747,cover=0
- 86:leaf=-0.0124162463,cover=0
- 10:[LGI5<2.21018219] yes=21,no=22,missing=22,gain=1.61766267,cover=3599972
- 21:[Area5<0.642765105] yes=43,no=44,missing=43,gain=3.56711507,cover=46236
- 43:[Ecc<0.406764686] yes=87,no=88,missing=88,gain=1.97540402,cover=20459
- 87:leaf=0.00192454702,cover=0
- 88:leaf=4.65544836e-05,cover=0
- 44:[Pol<82.2009888] yes=89,no=90,missing=89,gain=3.24640703,cover=25777
- 89:leaf=-0.00147097441,cover=0
- 90:leaf=-0.000291073287,cover=0
- 22:[LGI5<2.24172258] yes=45,no=46,missing=46,gain=1.34478617,cover=3553736
- 45:[Pol<97.3566132] yes=91,no=92,missing=91,gain=5.83844709,cover=36342
- 91:leaf=0.000857659557,cover=0
- 92:leaf=-0.000418151234,cover=0
- 46:[Sulc0<-0.202991232] yes=93,no=94,missing=93,gain=1.21159244,cover=3517394
- 93:leaf=-4.88541555e-05,cover=0
- 94:leaf=1.09921357e-05,cover=0
- 2:[Sulc0<0.649594426] yes=5,no=6,missing=5,gain=2.25396872,cover=1229771
- 5:[Area5<0.671631575] yes=11,no=12,missing=12,gain=2.26813316,cover=1226912
- 11:[Sulc0<-0.202991232] yes=23,no=24,missing=24,gain=3.24755454,cover=715198
- 23:[Curv5<0.0386843979] yes=47,no=48,missing=47,gain=2.31322598,cover=625416
- 47:[PialCurv5<-0.0245349593] yes=95,no=96,missing=95,gain=3.66125441,cover=599489
- 95:leaf=2.0498539e-05,cover=0
- 96:leaf=-0.000422694022,cover=0
- 48:[Ecc<1.41371143] yes=97,no=98,missing=97,gain=10.5381126,cover=25927
- 97:leaf=-0.000400243007,cover=0
- 98:leaf=0.0016392339,cover=0
- 24:[Ecc<42.1016579] yes=49,no=50,missing=49,gain=5.37157154,cover=89782
- 49:[PialArea5<0.494012713] yes=99,no=100,missing=100,gain=5.72929907,cover=82192
- 99:leaf=0.000357487763,cover=0
- 100:leaf=-0.000655797077,cover=0
- 50:[Pol<178.925751] yes=101,no=102,missing=101,gain=3.27266669,cover=7590
- 101:leaf=0.00113806885,cover=0
- 102:leaf=-0.00489363819,cover=0
- 12:[PialCurv5<-0.0487009101] yes=25,no=26,missing=26,gain=3.95793557,cover=511714
- 25:[PialArea5<0.683221579] yes=51,no=52,missing=51,gain=5.10650587,cover=305414
- 51:[Curv5<-0.0963523984] yes=103,no=104,missing=103,gain=4.71336126,cover=4174
- 103:leaf=0.00377927208,cover=0
- 104:leaf=0.000350187765,cover=0
- 52:[Sulc0<-0.0637059584] yes=105,no=106,missing=106,gain=2.63565588,cover=301240
- 105:leaf=7.50393656e-06,cover=0
- 106:leaf=-0.000518668152,cover=0
- 26:[Curv5<-0.108295463] yes=53,no=54,missing=53,gain=7.53757906,cover=206300
- 53:[Curv5<-0.191348091] yes=107,no=108,missing=108,gain=4.23436451,cover=9391
- 107:leaf=-0.00541965384,cover=0
- 108:leaf=0.00181260507,cover=0
- 54:[PialArea5<1.39628088] yes=109,no=110,missing=109,gain=3.76597691,cover=196909
- 109:leaf=0.000213355044,cover=0
- 110:leaf=-0.00466753868,cover=0
- 6:[LGI5<3.23225117] yes=13,no=14,missing=14,gain=1.28198814,cover=2859
- 13:[LGI5<3.10571551] yes=27,no=28,missing=27,gain=2.04317784,cover=1549
- 27:[Area5<0.72867924] yes=55,no=56,missing=55,gain=0.647414684,cover=1196
- 55:[PialCurv5<0.228302389] yes=111,no=112,missing=112,gain=0.836125851,cover=689
- 111:leaf=-0.000730721687,cover=0
- 112:leaf=-0.00421800045,cover=0
- 56:[PialArea5<0.712173045] yes=113,no=114,missing=113,gain=1.02133381,cover=507
- 113:leaf=0.0011961112,cover=0
- 114:leaf=-0.0040957341,cover=0
- 28:[Curv5<0.157731384] yes=57,no=58,missing=57,gain=2.91828012,cover=353
- 57:[Sulc0<0.732260227] yes=115,no=116,missing=116,gain=1.1539309,cover=309
- 115:leaf=0.00403312873,cover=0
- 116:leaf=-0.00207359437,cover=0
- 58:[Ecc<28.2834949] yes=117,no=118,missing=118,gain=2.42880464,cover=44
- 117:leaf=-0.00517719518,cover=0
- 118:leaf=0.0214465763,cover=0
- 14:[PialCurv5<-0.0501225069] yes=29,no=30,missing=30,gain=2.65587068,cover=1310
- 29:[PialArea5<0.767178178] yes=59,no=60,missing=59,gain=1.99521065,cover=67
- 59:[Pol<145.397461] yes=119,no=120,missing=119,gain=1.23623586,cover=40
- 119:leaf=0.0056802202,cover=0
- 120:leaf=0.0234441962,cover=0
- 60:[Ecc<41.2560654] yes=121,no=122,missing=121,gain=1.37447703,cover=27
- 121:leaf=0.0288615953,cover=0
- 122:leaf=-0.006937664,cover=0
- 30:[Ecc<21.0377083] yes=61,no=62,missing=61,gain=1.88398218,cover=1243
- 61:[Area5<0.747392178] yes=123,no=124,missing=123,gain=0.30188036,cover=21
- 123:leaf=-0.0199104063,cover=0
- 124:leaf=-0.00208344613,cover=0
- 62:[PialArea5<0.85412097] yes=125,no=126,missing=126,gain=1.43852425,cover=1222
- 125:leaf=-0.00245152297,cover=0
- 126:leaf=-0.0113815656,cover=0
-booster[1075]:
-0:[Ecc<42.1016579] yes=1,no=2,missing=2,gain=0.167603388,cover=5124388
- 1:[Area5<0.745235085] yes=3,no=4,missing=3,gain=0.283344954,cover=4963977
- 3:[MidArea5<0.943411052] yes=7,no=8,missing=7,gain=0.795102537,cover=3954251
- 7:[Pol<17.1471634] yes=15,no=16,missing=15,gain=1.28957391,cover=3815979
- 15:[LGI5<3.42912889] yes=31,no=32,missing=32,gain=3.54021788,cover=240643
- 31:[LGI5<3.33014965] yes=63,no=64,missing=64,gain=3.74217272,cover=220573
- 63:leaf=0.000122569138,cover=0
- 64:leaf=0.00106880802,cover=0
- 32:[Ecc<8.35574818] yes=65,no=66,missing=66,gain=3.15320802,cover=20070
- 65:leaf=0.00198601745,cover=0
- 66:leaf=-0.000680316763,cover=0
- 16:[Pol<57.0350037] yes=33,no=34,missing=33,gain=1.71970332,cover=3575336
- 33:[Area5<0.691153347] yes=67,no=68,missing=67,gain=6.92919111,cover=529443
- 67:leaf=-0.000206413519,cover=0
- 68:leaf=0.000192284395,cover=0
- 34:[PialArea5<0.777740717] yes=69,no=70,missing=69,gain=2.5250411,cover=3045893
- 69:leaf=-3.00460506e-05,cover=0
- 70:leaf=6.30602372e-05,cover=0
- 8:[PialCurv5<-0.0758950338] yes=17,no=18,missing=17,gain=10.1499119,cover=138272
- 17:[Curv5<-0.206445083] yes=35,no=36,missing=35,gain=5.32363749,cover=119460
- 35:[Area5<0.69896996] yes=71,no=72,missing=71,gain=1.87414265,cover=50949
- 71:leaf=-6.35437536e-05,cover=0
- 72:leaf=-0.000672796974,cover=0
- 36:[Sulc0<-0.383002371] yes=73,no=74,missing=73,gain=3.82243991,cover=68511
- 73:leaf=0.000431612454,cover=0
- 74:leaf=-0.001117707,cover=0
- 18:[LGI5<3.48966408] yes=37,no=38,missing=37,gain=2.6247015,cover=18812
- 37:[Pol<96.8070755] yes=75,no=76,missing=75,gain=2.58330059,cover=18527
- 75:leaf=-0.000837173488,cover=0
- 76:leaf=-0.00207135244,cover=0
- 38:[Pol<7.58674097] yes=77,no=78,missing=77,gain=0.831653833,cover=285
- 77:leaf=0.00921246503,cover=0
- 78:leaf=0.00225508446,cover=0
- 4:[Ecc<21.0377083] yes=9,no=10,missing=9,gain=2.75640106,cover=1009726
- 9:[LGI5<2.53428411] yes=19,no=20,missing=19,gain=2.88245106,cover=772902
- 19:[LGI5<2.45932961] yes=39,no=40,missing=39,gain=4.80907393,cover=198783
- 39:[Pol<110.811417] yes=79,no=80,missing=79,gain=3.59266829,cover=132843
- 79:leaf=-0.000210194688,cover=0
- 80:leaf=0.000344810222,cover=0
- 40:[Pol<34.3003769] yes=81,no=82,missing=81,gain=5.893291,cover=65940
- 81:leaf=-0.000735021371,cover=0
- 82:leaf=0.000674678478,cover=0
- 20:[Ecc<1.31300318] yes=41,no=42,missing=41,gain=5.91681719,cover=574119
- 41:[LGI5<2.67938972] yes=83,no=84,missing=83,gain=6.8474884,cover=3248
- 83:leaf=-0.00303702289,cover=0
- 84:leaf=0.00412277645,cover=0
- 42:[Ecc<5.78819752] yes=85,no=86,missing=85,gain=2.4484179,cover=570871
- 85:leaf=-0.000295475853,cover=0
- 86:leaf=-1.86124453e-05,cover=0
- 10:[Curv5<0.0235087723] yes=21,no=22,missing=21,gain=4.14207172,cover=236824
- 21:[Sulc0<-0.210027173] yes=43,no=44,missing=43,gain=5.37384844,cover=118061
- 43:[PialCurv5<0.0044251224] yes=87,no=88,missing=88,gain=2.73793244,cover=50591
- 87:leaf=0.000302182918,cover=0
- 88:leaf=0.00294860825,cover=0
- 44:[LGI5<2.99035311] yes=89,no=90,missing=89,gain=3.70831323,cover=67470
- 89:leaf=-0.00105394504,cover=0
- 90:leaf=-0.000138220043,cover=0
- 22:[PialCurv5<0.160740122] yes=45,no=46,missing=45,gain=4.82841778,cover=118763
- 45:[Sulc0<-0.210027173] yes=91,no=92,missing=91,gain=4.29396439,cover=63422
- 91:leaf=0.0068701962,cover=0
- 92:leaf=0.000653439492,cover=0
- 46:[PialArea5<0.550757647] yes=93,no=94,missing=93,gain=2.92383337,cover=55341
- 93:leaf=0.000273020763,cover=0
- 94:leaf=-0.000529268873,cover=0
- 2:[Pol<178.925751] yes=5,no=6,missing=6,gain=1.95690179,cover=160411
- 5:[Pol<108.715256] yes=11,no=12,missing=11,gain=2.6154511,cover=158446
- 11:[LGI5<2.56865931] yes=23,no=24,missing=23,gain=1.8099041,cover=108525
- 23:[Sulc0<-0.0637059584] yes=47,no=48,missing=48,gain=1.34128404,cover=624
- 47:[PialArea5<0.943111241] yes=95,no=96,missing=95,gain=0.543880165,cover=156
- 95:leaf=-0.000993988011,cover=0
- 96:leaf=0.00516717834,cover=0
- 48:[LGI5<2.52320862] yes=97,no=98,missing=98,gain=0.915011644,cover=468
- 97:leaf=-0.00194526394,cover=0
- 98:leaf=-0.00637456169,cover=0
- 24:[Pol<30.3635597] yes=49,no=50,missing=49,gain=1.71869826,cover=107901
- 49:[PialArea5<0.758763015] yes=99,no=100,missing=99,gain=3.29622746,cover=42058
- 99:leaf=0.000959416328,cover=0
- 100:leaf=-0.000130478365,cover=0
- 50:[Sulc0<0.464385748] yes=101,no=102,missing=101,gain=2.41982484,cover=65843
- 101:leaf=-0.00104669761,cover=0
- 102:leaf=-0.000187413054,cover=0
- 12:[PialArea5<0.718622029] yes=25,no=26,missing=25,gain=3.12056351,cover=49921
- 25:[LGI5<3.05514836] yes=51,no=52,missing=52,gain=2.7067275,cover=16991
- 51:[LGI5<2.8416636] yes=103,no=104,missing=103,gain=3.64014387,cover=4447
- 103:leaf=-0.00165878108,cover=0
- 104:leaf=0.00161744689,cover=0
- 52:[LGI5<3.36766768] yes=105,no=106,missing=105,gain=3.38347173,cover=12544
- 105:leaf=-0.00139463379,cover=0
- 106:leaf=0.000257151638,cover=0
- 26:[Pol<138.971481] yes=53,no=54,missing=53,gain=5.04510117,cover=32930
- 53:[LGI5<3.4634192] yes=107,no=108,missing=107,gain=5.64919186,cover=6900
- 107:leaf=0.0025676759,cover=0
- 108:leaf=-0.000761987583,cover=0
- 54:[Area5<0.674147427] yes=109,no=110,missing=109,gain=3.25590849,cover=26030
- 109:leaf=0.0010364725,cover=0
- 110:leaf=-0.000155677742,cover=0
- 6:[Sulc0<0.281104684] yes=13,no=14,missing=14,gain=0.879303455,cover=1965
- 13:[PialArea5<0.712173045] yes=27,no=28,missing=28,gain=0.575828552,cover=1922
- 27:[Curv5<0.083802022] yes=55,no=56,missing=55,gain=0.398666978,cover=57
- 55:[Area5<0.576076329] yes=111,no=112,missing=111,gain=0.515121698,cover=50
- 111:leaf=0.00153390423,cover=0
- 112:leaf=-0.0105563542,cover=0
- 56:[Curv5<0.107059956] yes=113,no=114,missing=113,gain=0.0231589824,cover=7
- 113:leaf=0.00706093758,cover=0
- 114:leaf=0.00127011293,cover=0
- 28:[PialCurv5<-0.0632625744] yes=57,no=58,missing=57,gain=0.620118141,cover=1865
- 57:[LGI5<3.268116] yes=115,no=116,missing=115,gain=0.601063609,cover=1720
- 115:leaf=-0.000897225633,cover=0
- 116:leaf=-0.00287121045,cover=0
- 58:[LGI5<3.03694534] yes=117,no=118,missing=118,gain=0.698376298,cover=145
- 117:leaf=0.0120478459,cover=0
- 118:leaf=0.000651835871,cover=0
- 14:[PialArea5<0.879786193] yes=29,no=30,missing=30,gain=0.616718531,cover=43
- 29:[Curv5<-0.0773924068] yes=59,no=60,missing=59,gain=0.285269022,cover=20
- 59:[Sulc0<0.364060968] yes=119,no=120,missing=119,gain=0.120113626,cover=8
- 119:leaf=0.000727324863,cover=0
- 120:leaf=0.0131143769,cover=0
- 60:[MidArea5<0.793646336] yes=121,no=122,missing=121,gain=0.150359765,cover=12
- 121:leaf=-0.00904879998,cover=0
- 122:leaf=0.00425616093,cover=0
- 30:[MidArea5<0.982253611] yes=61,no=62,missing=61,gain=0.165334582,cover=23
- 61:[Curv5<-0.0320370905] yes=123,no=124,missing=123,gain=0.175523996,cover=22
- 123:leaf=-0.0158578064,cover=0
- 124:leaf=0.00299747288,cover=0
- 62:leaf=0.00318135018,cover=0
-booster[1076]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=2,gain=0.169980526,cover=5124388
- 1:[PialArea5<1.36541271] yes=3,no=4,missing=4,gain=0.322245002,cover=5024305
- 3:[Pol<134.743088] yes=7,no=8,missing=7,gain=0.210487202,cover=5000360
- 7:[LGI5<2.13090348] yes=15,no=16,missing=16,gain=0.985585392,cover=3673605
- 15:[Ecc<0.567370772] yes=31,no=32,missing=31,gain=2.10826015,cover=13633
- 31:[MidArea5<0.847394943] yes=63,no=64,missing=63,gain=4.79532528,cover=1279
- 63:leaf=-0.00296667498,cover=0
- 64:leaf=0.00492521329,cover=0
- 32:[Ecc<8.06448936] yes=65,no=66,missing=65,gain=1.34245336,cover=12354
- 65:leaf=0.000668090885,cover=0
- 66:leaf=-0.00478326576,cover=0
- 16:[Ecc<0.889730632] yes=33,no=34,missing=33,gain=0.982135892,cover=3659972
- 33:[PialArea5<0.655307472] yes=67,no=68,missing=67,gain=4.45491314,cover=158847
- 67:leaf=0.000755286834,cover=0
- 68:leaf=4.20988408e-06,cover=0
- 34:[Ecc<1.31300318] yes=69,no=70,missing=70,gain=1.37362754,cover=3501125
- 69:leaf=-0.000186582358,cover=0
- 70:leaf=-7.99624377e-06,cover=0
- 8:[LGI5<2.13090348] yes=17,no=18,missing=18,gain=2.17152166,cover=1326755
- 17:[Sulc0<-0.15955846] yes=35,no=36,missing=35,gain=2.07187271,cover=6071
- 35:[MidArea5<0.610527694] yes=71,no=72,missing=71,gain=1.64945292,cover=5854
- 71:leaf=0.000194717126,cover=0
- 72:leaf=-0.00164671603,cover=0
- 36:[MidArea5<0.521771789] yes=73,no=74,missing=73,gain=4.07001972,cover=217
- 73:leaf=-0.0126471939,cover=0
- 74:leaf=0.00666407496,cover=0
- 18:[Ecc<13.1181517] yes=37,no=38,missing=37,gain=2.38887358,cover=1320684
- 37:[Sulc0<0.235979095] yes=75,no=76,missing=75,gain=10.7057276,cover=868260
- 75:leaf=8.39344139e-05,cover=0
- 76:leaf=-0.00207234779,cover=0
- 38:[LGI5<2.49262404] yes=77,no=78,missing=78,gain=6.13201475,cover=452424
- 77:leaf=-0.00376229035,cover=0
- 78:leaf=-6.29739588e-05,cover=0
- 4:[PialCurv5<-0.0839454681] yes=9,no=10,missing=10,gain=3.01559877,cover=23945
- 9:[Curv5<-0.100392215] yes=19,no=20,missing=19,gain=1.94221282,cover=20496
- 19:[Area5<0.72690624] yes=39,no=40,missing=40,gain=1.57364666,cover=20342
- 39:[LGI5<2.75749183] yes=79,no=80,missing=80,gain=1.39740825,cover=16752
- 79:leaf=9.97647803e-05,cover=0
- 80:leaf=0.00137676427,cover=0
- 40:[Pol<19.2006226] yes=81,no=82,missing=81,gain=0.925970674,cover=3590
- 81:leaf=-0.00218780898,cover=0
- 82:leaf=-0.000375225849,cover=0
- 20:[Area5<0.714116395] yes=41,no=42,missing=41,gain=2.48002768,cover=154
- 41:[PialCurv5<-0.0886472985] yes=83,no=84,missing=83,gain=1.38682365,cover=119
- 83:leaf=-0.011433973,cover=0
- 84:leaf=0.00260288897,cover=0
- 42:[Pol<157.22821] yes=85,no=86,missing=85,gain=1.07360446,cover=35
- 85:leaf=-0.00160294387,cover=0
- 86:leaf=0.0157023855,cover=0
- 10:[MidArea5<1.06072605] yes=21,no=22,missing=21,gain=1.09911585,cover=3449
- 21:[Pol<34.3003769] yes=43,no=44,missing=43,gain=1.2331934,cover=2236
- 43:[LGI5<2.40692019] yes=87,no=88,missing=87,gain=1.18612766,cover=561
- 87:leaf=-0.00716867298,cover=0
- 88:leaf=-0.00242648995,cover=0
- 44:[Pol<123.059357] yes=89,no=90,missing=90,gain=2.188869,cover=1675
- 89:leaf=8.25577517e-05,cover=0
- 90:leaf=-0.00355517864,cover=0
- 22:[Sulc0<-1.06881595] yes=45,no=46,missing=45,gain=0.997330785,cover=1213
- 45:[PialCurv5<-0.0789950639] yes=91,no=92,missing=91,gain=0.642326474,cover=51
- 91:leaf=0.0147898095,cover=0
- 92:leaf=0.00264889491,cover=0
- 46:[Area5<0.714116395] yes=93,no=94,missing=93,gain=0.95758903,cover=1162
- 93:leaf=-0.00276796636,cover=0
- 94:leaf=0.000325730682,cover=0
- 2:[LGI5<2.16230083] yes=5,no=6,missing=5,gain=0.741697669,cover=100083
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=0.648894608,cover=416
- 11:[Sulc0<-1.15707839] yes=23,no=24,missing=23,gain=0.133761406,cover=41
- 23:[Pol<68.895668] yes=47,no=48,missing=47,gain=0.0966230631,cover=35
- 47:[Pol<6.72755051] yes=95,no=96,missing=96,gain=0.00996243954,cover=30
- 95:leaf=0.00223222375,cover=0
- 96:leaf=0.0104672862,cover=0
- 48:[Ecc<0.618862808] yes=97,no=98,missing=97,gain=0.00340613816,cover=5
- 97:leaf=0.00348466239,cover=0
- 98:leaf=0.000749579107,cover=0
- 24:[PialCurv5<-0.0896686092] yes=49,no=50,missing=49,gain=0.00273653329,cover=6
- 49:[PialCurv5<-0.0931780562] yes=99,no=100,missing=99,gain=0.000930425711,cover=3
- 99:leaf=0.000241857764,cover=0
- 100:leaf=0.00228854432,cover=0
- 50:[Ecc<0.45941934] yes=101,no=102,missing=101,gain=0.000469165796,cover=3
- 101:leaf=-0.000694179558,cover=0
- 102:leaf=0.00029951334,cover=0
- 12:[Area5<0.761842728] yes=25,no=26,missing=25,gain=0.368984401,cover=375
- 25:[Curv5<-0.220549613] yes=51,no=52,missing=52,gain=0.485066116,cover=164
- 51:[Sulc0<-0.998678327] yes=103,no=104,missing=103,gain=0.0836138204,cover=44
- 103:leaf=-0.00236873678,cover=0
- 104:leaf=0.00264550885,cover=0
- 52:[Ecc<3.94116735] yes=105,no=106,missing=105,gain=0.382228494,cover=120
- 105:leaf=0.00601117825,cover=0
- 106:leaf=-0.00217086636,cover=0
- 26:[Sulc0<-0.966370046] yes=53,no=54,missing=54,gain=0.599189401,cover=211
- 53:[PialArea5<1.39628088] yes=107,no=108,missing=107,gain=0.249203533,cover=88
- 107:leaf=0.000677005562,cover=0
- 108:leaf=-0.00489955721,cover=0
- 54:[PialArea5<1.13220918] yes=109,no=110,missing=109,gain=0.232677728,cover=123
- 109:leaf=0.00589181436,cover=0
- 110:leaf=0.00102098088,cover=0
- 6:[PialCurv5<-0.181738108] yes=13,no=14,missing=13,gain=0.569842339,cover=99667
- 13:[LGI5<2.89660096] yes=27,no=28,missing=28,gain=0.609962404,cover=585
- 27:[Area5<0.839165807] yes=55,no=56,missing=55,gain=0.980002284,cover=344
- 55:[Curv5<-0.222158164] yes=111,no=112,missing=112,gain=0.980419695,cover=179
- 111:leaf=-0.00157771318,cover=0
- 112:leaf=-0.0149454279,cover=0
- 56:[Ecc<4.00532722] yes=113,no=114,missing=113,gain=0.98330009,cover=165
- 113:leaf=-0.00391411828,cover=0
- 114:leaf=0.0048726839,cover=0
- 28:[Sulc0<-0.708302617] yes=57,no=58,missing=57,gain=0.414293289,cover=241
- 57:[Ecc<6.98131132] yes=115,no=116,missing=116,gain=0.430004358,cover=154
- 115:leaf=-0.00101731613,cover=0
- 116:leaf=-0.00673717493,cover=0
- 58:[Curv5<-0.235803962] yes=117,no=118,missing=117,gain=0.437079728,cover=87
- 117:leaf=0.00224295328,cover=0
- 118:leaf=-0.00489773182,cover=0
- 14:[Ecc<2.13501525] yes=29,no=30,missing=29,gain=0.595801353,cover=99082
- 29:[LGI5<2.85840034] yes=59,no=60,missing=59,gain=2.40520334,cover=10419
- 59:[Sulc0<-1.03844893] yes=119,no=120,missing=120,gain=1.90119064,cover=10398
- 119:leaf=-0.000775530178,cover=0
- 120:leaf=0.000828104559,cover=0
- 60:[Curv5<-0.161761403] yes=121,no=122,missing=121,gain=1.09843206,cover=21
- 121:leaf=-0.0011634297,cover=0
- 122:leaf=-0.0245404691,cover=0
- 30:[Area5<0.782137334] yes=61,no=62,missing=62,gain=1.06564748,cover=88663
- 61:[PialCurv5<-0.0923183635] yes=123,no=124,missing=123,gain=3.09392357,cover=21670
- 123:leaf=4.69856677e-05,cover=0
- 124:leaf=-0.00136714324,cover=0
- 62:[Curv5<-0.230516881] yes=125,no=126,missing=125,gain=1.2993319,cover=66993
- 125:leaf=0.000803319213,cover=0
- 126:leaf=5.03564443e-05,cover=0
-booster[1077]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.172509283,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.445765883,cover=4943960
- 3:[Pol<103.31839] yes=7,no=8,missing=8,gain=0.445120513,cover=4628667
- 7:[Ecc<16.7734241] yes=15,no=16,missing=15,gain=2.88157654,cover=2321102
- 15:[LGI5<2.8746686] yes=31,no=32,missing=31,gain=2.63567281,cover=1911304
- 31:[Ecc<11.1913614] yes=63,no=64,missing=64,gain=2.86905718,cover=1434690
- 63:leaf=1.13021279e-05,cover=0
- 64:leaf=0.00037352505,cover=0
- 32:[Pol<67.3859482] yes=65,no=66,missing=65,gain=4.85765934,cover=476614
- 65:leaf=-0.000225444121,cover=0
- 66:leaf=0.000110746478,cover=0
- 16:[Pol<36.2100182] yes=33,no=34,missing=33,gain=8.05248833,cover=409798
- 33:[Area5<0.747392178] yes=67,no=68,missing=67,gain=5.80309391,cover=161102
- 67:leaf=-0.000317123457,cover=0
- 68:leaf=0.00036372451,cover=0
- 34:[Curv5<-0.024997253] yes=69,no=70,missing=69,gain=12.7107697,cover=248696
- 69:leaf=0.00092726649,cover=0
- 70:leaf=0.000107186082,cover=0
- 8:[Ecc<17.5281601] yes=17,no=18,missing=17,gain=3.22642326,cover=2307565
- 17:[LGI5<2.93978119] yes=35,no=36,missing=35,gain=3.29208088,cover=1946862
- 35:[Sulc0<-0.115756653] yes=71,no=72,missing=71,gain=3.3001442,cover=1548990
- 71:leaf=-7.19359232e-05,cover=0
- 72:leaf=8.3448329e-05,cover=0
- 36:[PialCurv5<-0.0758950338] yes=73,no=74,missing=74,gain=4.56789351,cover=397872
- 73:leaf=-0.000104481202,cover=0
- 74:leaf=0.000257584295,cover=0
- 18:[Sulc0<-0.292069882] yes=37,no=38,missing=37,gain=9.29930115,cover=360703
- 37:[Pol<144.670364] yes=75,no=76,missing=75,gain=15.6998415,cover=124984
- 75:leaf=0.00307739992,cover=0
- 76:leaf=8.88523282e-05,cover=0
- 38:[LGI5<3.47596025] yes=77,no=78,missing=77,gain=9.03753662,cover=235719
- 77:leaf=-0.000491055136,cover=0
- 78:leaf=0.00028097484,cover=0
- 4:[PialCurv5<-0.0297427773] yes=9,no=10,missing=10,gain=3.64347172,cover=315293
- 9:[Pol<151.353775] yes=19,no=20,missing=19,gain=4.02173281,cover=145573
- 19:[Sulc0<-0.23104082] yes=39,no=40,missing=39,gain=5.7558403,cover=88244
- 39:[PialCurv5<-0.072655201] yes=79,no=80,missing=80,gain=6.2056241,cover=30851
- 79:leaf=6.13460143e-05,cover=0
- 80:leaf=-0.00203633006,cover=0
- 40:[PialArea5<0.775119185] yes=81,no=82,missing=81,gain=5.5430994,cover=57393
- 81:leaf=-0.000151347456,cover=0
- 82:leaf=0.000940307684,cover=0
- 20:[LGI5<3.00232744] yes=41,no=42,missing=41,gain=4.11966372,cover=57329
- 41:[LGI5<2.60638428] yes=83,no=84,missing=84,gain=2.94778681,cover=12130
- 83:leaf=0.00384199223,cover=0
- 84:leaf=-0.00114481372,cover=0
- 42:[Curv5<-0.048490826] yes=85,no=86,missing=85,gain=3.20895195,cover=45199
- 85:leaf=8.82670647e-05,cover=0
- 86:leaf=-0.00250005536,cover=0
- 10:[Curv5<0.155577481] yes=21,no=22,missing=21,gain=4.68510342,cover=169720
- 21:[Pol<145.397461] yes=43,no=44,missing=43,gain=4.14627981,cover=161545
- 43:[Area5<0.67915231] yes=87,no=88,missing=87,gain=3.40657473,cover=149045
- 87:leaf=-0.000935334654,cover=0
- 88:leaf=-0.000251666381,cover=0
- 44:[PialCurv5<0.01500447] yes=89,no=90,missing=89,gain=4.75370646,cover=12500
- 89:leaf=-0.000314919453,cover=0
- 90:leaf=0.00163917895,cover=0
- 22:[Pol<121.948479] yes=45,no=46,missing=45,gain=1.5887351,cover=8175
- 45:[Pol<65.1286774] yes=91,no=92,missing=91,gain=1.34063554,cover=7771
- 91:leaf=-2.62016674e-05,cover=0
- 92:leaf=0.00148956117,cover=0
- 46:[Area5<0.619086087] yes=93,no=94,missing=93,gain=0.623477936,cover=404
- 93:leaf=-0.00811642967,cover=0
- 94:leaf=-0.00145769538,cover=0
- 2:[PialCurv5<0.309146255] yes=5,no=6,missing=6,gain=2.15819621,cover=180428
- 5:[Pol<35.2629585] yes=11,no=12,missing=12,gain=1.23723626,cover=99599
- 11:[PialArea5<0.331288606] yes=23,no=24,missing=23,gain=0.754000664,cover=653
- 23:[Sulc0<0.995960534] yes=47,no=48,missing=47,gain=0.808450878,cover=124
- 47:[PialCurv5<-0.0501225069] yes=95,no=96,missing=95,gain=0.494305909,cover=18
- 95:leaf=-0.0141784791,cover=0
- 96:leaf=0.0132220453,cover=0
- 48:[Ecc<48.8682671] yes=97,no=98,missing=97,gain=0.328247875,cover=106
- 97:leaf=-0.00094309164,cover=0
- 98:leaf=0.00958246272,cover=0
- 24:[PialArea5<0.624898493] yes=49,no=50,missing=49,gain=0.611932397,cover=529
- 49:[Ecc<39.5502243] yes=99,no=100,missing=99,gain=0.242802143,cover=470
- 99:leaf=-0.00510800676,cover=0
- 100:leaf=-0.00262197084,cover=0
- 50:[LGI5<2.90731096] yes=101,no=102,missing=102,gain=0.591888309,cover=59
- 101:leaf=0.0205714907,cover=0
- 102:leaf=0.00064839836,cover=0
- 12:[Pol<44.6807365] yes=25,no=26,missing=25,gain=1.57080483,cover=98946
- 25:[PialArea5<0.632563293] yes=51,no=52,missing=52,gain=1.42332852,cover=678
- 51:[PialCurv5<0.196748361] yes=103,no=104,missing=103,gain=0.829831362,cover=574
- 103:leaf=-0.000322904525,cover=0
- 104:leaf=0.00347662275,cover=0
- 52:[Area5<0.788037419] yes=105,no=106,missing=105,gain=1.72804475,cover=104
- 105:leaf=0.0176725611,cover=0
- 106:leaf=0.00366544141,cover=0
- 26:[Ecc<46.7494621] yes=53,no=54,missing=53,gain=1.15926003,cover=98268
- 53:[Area5<0.57817024] yes=107,no=108,missing=108,gain=1.35927129,cover=89966
- 107:leaf=-0.00106202462,cover=0
- 108:leaf=0.000282442896,cover=0
- 54:[Pol<84.1277542] yes=109,no=110,missing=109,gain=1.85168934,cover=8302
- 109:leaf=-0.00103091251,cover=0
- 110:leaf=0.000471839914,cover=0
- 6:[LGI5<3.23945832] yes=13,no=14,missing=13,gain=1.17062831,cover=80829
- 13:[Curv5<0.204311207] yes=27,no=28,missing=27,gain=1.68465447,cover=48870
- 27:[LGI5<2.33929968] yes=55,no=56,missing=56,gain=1.49557972,cover=36342
- 55:[PialCurv5<0.394910008] yes=111,no=112,missing=111,gain=1.91107464,cover=26
- 111:leaf=0.0215321612,cover=0
- 112:leaf=-0.00555641903,cover=0
- 56:[LGI5<2.97342348] yes=113,no=114,missing=113,gain=0.886722326,cover=36316
- 113:leaf=-0.000243521368,cover=0
- 114:leaf=-0.000738249917,cover=0
- 28:[Pol<90.361351] yes=57,no=58,missing=57,gain=0.823504627,cover=12528
- 57:[PialCurv5<0.45140323] yes=115,no=116,missing=116,gain=0.730887532,cover=4354
- 115:leaf=0.00126194686,cover=0
- 116:leaf=-7.42167686e-05,cover=0
- 58:[Area5<0.517926872] yes=117,no=118,missing=117,gain=0.797571838,cover=8174
- 117:leaf=-0.00462428061,cover=0
- 118:leaf=-3.98538796e-05,cover=0
- 14:[Pol<128.334747] yes=29,no=30,missing=29,gain=1.21706188,cover=31959
- 29:[Ecc<11.5171156] yes=59,no=60,missing=59,gain=1.23581016,cover=31737
- 59:[PialCurv5<0.426807076] yes=119,no=120,missing=119,gain=1.48514056,cover=892
- 119:leaf=-0.000658954727,cover=0
- 120:leaf=-0.00565204164,cover=0
- 60:[Sulc0<1.16950965] yes=121,no=122,missing=121,gain=1.08967662,cover=30845
- 121:leaf=0.000424591504,cover=0
- 122:leaf=-0.000176994756,cover=0
- 30:[LGI5<3.31338549] yes=61,no=62,missing=61,gain=0.879137158,cover=222
- 61:[Area5<0.744179189] yes=123,no=124,missing=123,gain=0.189377904,cover=95
- 123:leaf=-0.00505122403,cover=0
- 124:leaf=-0.00973328482,cover=0
- 62:[LGI5<3.36766768] yes=125,no=126,missing=125,gain=0.611835599,cover=127
- 125:leaf=0.00355462707,cover=0
- 126:leaf=-0.00354183139,cover=0
-booster[1078]:
-0:[Sulc0<1.25822949] yes=1,no=2,missing=1,gain=0.1682702,cover=5124388
- 1:[Ecc<40.3354568] yes=3,no=4,missing=4,gain=0.180724949,cover=5104371
- 3:[LGI5<3.44046211] yes=7,no=8,missing=7,gain=0.275180697,cover=4912104
- 7:[LGI5<3.38720298] yes=15,no=16,missing=15,gain=1.10421908,cover=4558770
- 15:[LGI5<3.35709596] yes=31,no=32,missing=31,gain=0.930571675,cover=4469116
- 31:[Ecc<32.0879669] yes=63,no=64,missing=64,gain=1.25383055,cover=4413176
- 63:leaf=4.08713049e-06,cover=0
- 64:leaf=-0.000138514821,cover=0
- 32:[Pol<42.7478409] yes=65,no=66,missing=65,gain=3.1584568,cover=55940
- 65:leaf=0.000925708679,cover=0
- 66:leaf=8.52029007e-06,cover=0
- 16:[Pol<52.7894325] yes=33,no=34,missing=33,gain=8.64059258,cover=89654
- 33:[Ecc<22.8050022] yes=67,no=68,missing=67,gain=4.06185913,cover=23708
- 67:leaf=7.77882451e-05,cover=0
- 68:leaf=0.00140081567,cover=0
- 34:[Ecc<15.7955055] yes=69,no=70,missing=69,gain=4.18505764,cover=65946
- 69:leaf=0.000101814912,cover=0
- 70:leaf=-0.00074747717,cover=0
- 8:[Pol<95.050293] yes=17,no=18,missing=18,gain=2.70996618,cover=353334
- 17:[Pol<56.1920547] yes=35,no=36,missing=35,gain=1.9846828,cover=164632
- 35:[PialArea5<0.563414931] yes=71,no=72,missing=71,gain=3.47499371,cover=99279
- 71:leaf=0.00151495961,cover=0
- 72:leaf=-2.27731543e-05,cover=0
- 36:[PialCurv5<0.113078766] yes=73,no=74,missing=73,gain=4.88151932,cover=65353
- 73:leaf=-0.000774139073,cover=0
- 74:leaf=9.13348485e-05,cover=0
- 18:[Ecc<9.0678978] yes=37,no=38,missing=38,gain=3.94121981,cover=188702
- 37:[Curv5<-0.228820562] yes=75,no=76,missing=76,gain=8.1717186,cover=3648
- 75:leaf=-0.00409775693,cover=0
- 76:leaf=0.0027490973,cover=0
- 38:[Ecc<28.2834949] yes=77,no=78,missing=77,gain=4.47052574,cover=185054
- 77:leaf=3.80580582e-06,cover=0
- 78:leaf=0.000581089582,cover=0
- 4:[LGI5<3.47596025] yes=9,no=10,missing=10,gain=1.91847575,cover=192267
- 9:[LGI5<3.36766768] yes=19,no=20,missing=19,gain=3.17081213,cover=155750
- 19:[PialCurv5<0.010724308] yes=39,no=40,missing=39,gain=3.56371856,cover=136908
- 39:[Sulc0<0.101211272] yes=79,no=80,missing=80,gain=3.48596358,cover=66674
- 79:leaf=-9.85846782e-05,cover=0
- 80:leaf=0.000634933531,cover=0
- 40:[Curv5<0.0595101416] yes=81,no=82,missing=81,gain=2.73680878,cover=70234
- 81:leaf=-0.000700151257,cover=0
- 82:leaf=-5.80475316e-05,cover=0
- 20:[PialArea5<0.841635466] yes=41,no=42,missing=41,gain=6.90598869,cover=18842
- 41:[PialCurv5<0.0877920389] yes=83,no=84,missing=83,gain=3.54957962,cover=12059
- 83:leaf=0.00218816032,cover=0
- 84:leaf=0.000471772713,cover=0
- 42:[Sulc0<0.0770083591] yes=85,no=86,missing=85,gain=2.04533672,cover=6783
- 85:leaf=0.000184872682,cover=0
- 86:leaf=-0.00155372918,cover=0
- 10:[PialArea5<1.33957577] yes=21,no=22,missing=22,gain=2.21722984,cover=36517
- 21:[Pol<134.081207] yes=43,no=44,missing=43,gain=1.84853208,cover=36425
- 43:[LGI5<3.64692807] yes=87,no=88,missing=87,gain=1.88251901,cover=26607
- 87:leaf=-0.000896446349,cover=0
- 88:leaf=-2.75352559e-05,cover=0
- 44:[LGI5<3.51961541] yes=89,no=90,missing=89,gain=2.35528255,cover=9818
- 89:leaf=0.00185465941,cover=0
- 90:leaf=-0.000137739931,cover=0
- 22:[PialCurv5<0.074624911] yes=45,no=46,missing=45,gain=1.21229506,cover=92
- 45:[Pol<15.1533136] yes=91,no=92,missing=91,gain=0.13112998,cover=81
- 91:leaf=-0.0130982939,cover=0
- 92:leaf=-0.00835780706,cover=0
- 46:[Pol<44.6807365] yes=93,no=94,missing=93,gain=0.0604991019,cover=11
- 93:leaf=0.000631436706,cover=0
- 94:leaf=0.00905516837,cover=0
- 2:[LGI5<3.78836131] yes=5,no=6,missing=5,gain=1.13893616,cover=20017
- 5:[Curv5<0.155577481] yes=11,no=12,missing=11,gain=1.15577841,cover=18690
- 11:[LGI5<3.53458858] yes=23,no=24,missing=23,gain=1.61326814,cover=5759
- 23:[LGI5<3.29780769] yes=47,no=48,missing=47,gain=2.12770677,cover=4233
- 47:[Curv5<0.0935273841] yes=95,no=96,missing=96,gain=2.45072651,cover=2571
- 95:leaf=-0.00656496361,cover=0
- 96:leaf=0.00153773976,cover=0
- 48:[Curv5<0.081820026] yes=97,no=98,missing=97,gain=0.753589213,cover=1662
- 97:leaf=0.00911659095,cover=0
- 98:leaf=-0.00117287436,cover=0
- 24:[PialArea5<0.839144647] yes=49,no=50,missing=49,gain=0.744460106,cover=1526
- 49:[Pol<96.2546158] yes=99,no=100,missing=99,gain=0.651781082,cover=1509
- 99:leaf=0.00297677726,cover=0
- 100:leaf=0.000631989096,cover=0
- 50:[Pol<71.0996552] yes=101,no=102,missing=101,gain=0.0842658579,cover=17
- 101:leaf=-0.0103578651,cover=0
- 102:leaf=-0.00254700519,cover=0
- 12:[MidArea5<0.94823128] yes=25,no=26,missing=26,gain=0.768976986,cover=12931
- 25:[MidArea5<0.70642072] yes=51,no=52,missing=51,gain=0.65854919,cover=12914
- 51:[PialCurv5<0.216171265] yes=103,no=104,missing=103,gain=0.642411709,cover=12688
- 103:leaf=-0.00142695371,cover=0
- 104:leaf=0.000103852923,cover=0
- 52:[LGI5<3.13142419] yes=105,no=106,missing=105,gain=0.316447258,cover=226
- 105:leaf=0.00124887063,cover=0
- 106:leaf=-0.00357828662,cover=0
- 26:[LGI5<3.23945832] yes=53,no=54,missing=53,gain=0.215040982,cover=17
- 53:leaf=0.0132313324,cover=0
- 54:[Curv5<0.166947007] yes=107,no=108,missing=107,gain=0.00495286658,cover=4
- 107:leaf=-0.000958698976,cover=0
- 108:leaf=0.00208918168,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=14,gain=0.895974815,cover=1327
- 13:[PialCurv5<0.185672894] yes=27,no=28,missing=28,gain=0.568877697,cover=341
- 27:[Area5<0.678346932] yes=55,no=56,missing=55,gain=0.170125008,cover=11
- 55:leaf=-0.0185346585,cover=0
- 56:[Ecc<42.9490852] yes=109,no=110,missing=109,gain=0.0195875019,cover=4
- 109:leaf=-0.000396243733,cover=0
- 110:leaf=-0.00699776784,cover=0
- 28:[Ecc<43.8470497] yes=57,no=58,missing=57,gain=0.415433645,cover=330
- 57:[MidArea5<0.52745223] yes=111,no=112,missing=111,gain=0.25579977,cover=249
- 111:leaf=-0.00659267558,cover=0
- 112:leaf=-0.00303263264,cover=0
- 58:[PialArea5<0.355263293] yes=113,no=114,missing=113,gain=0.451784551,cover=81
- 113:leaf=-0.00428491784,cover=0
- 114:leaf=0.00318507734,cover=0
- 14:[Pol<93.9093552] yes=29,no=30,missing=29,gain=0.869140029,cover=986
- 29:[PialArea5<0.432214499] yes=59,no=60,missing=60,gain=0.975688636,cover=728
- 59:[PialArea5<0.267248243] yes=115,no=116,missing=115,gain=0.285015434,cover=552
- 115:leaf=-0.00352071575,cover=0
- 116:leaf=-0.000204894095,cover=0
- 60:[Area5<0.782137334] yes=117,no=118,missing=117,gain=0.580129623,cover=176
- 117:leaf=0.00782200787,cover=0
- 118:leaf=0.00164752477,cover=0
- 30:[Pol<125.881905] yes=61,no=62,missing=62,gain=0.622873545,cover=258
- 61:[MidArea5<0.614099324] yes=119,no=120,missing=120,gain=0.427579522,cover=242
- 119:leaf=-0.0049776528,cover=0
- 120:leaf=-0.000360306352,cover=0
- 62:[Curv5<0.183586344] yes=121,no=122,missing=122,gain=0.059520483,cover=16
- 121:leaf=0.00235171616,cover=0
- 122:leaf=0.00882546511,cover=0
-booster[1079]:
-0:[Curv5<-0.292340577] yes=1,no=2,missing=1,gain=0.161758557,cover=5124388
- 1:[PialCurv5<-0.10074953] yes=3,no=4,missing=3,gain=1.04642785,cover=160410
- 3:[LGI5<2.57263851] yes=7,no=8,missing=7,gain=0.915347099,cover=156373
- 7:[Area5<0.504816413] yes=15,no=16,missing=16,gain=1.78480732,cover=52623
- 15:[Pol<11.2407846] yes=31,no=32,missing=31,gain=0.966921926,cover=22248
- 31:[Ecc<5.72519016] yes=63,no=64,missing=63,gain=1.93212664,cover=1028
- 63:leaf=0.0010198903,cover=0
- 64:leaf=0.0139004085,cover=0
- 32:[Pol<36.2100182] yes=65,no=66,missing=65,gain=0.913365245,cover=21220
- 65:leaf=-0.000974910043,cover=0
- 66:leaf=-3.88327826e-05,cover=0
- 16:[Pol<84.7687759] yes=33,no=34,missing=34,gain=1.63447404,cover=30375
- 33:[LGI5<2.47631311] yes=67,no=68,missing=67,gain=2.22355366,cover=17479
- 67:leaf=-0.000217701425,cover=0
- 68:leaf=0.000985909719,cover=0
- 34:[Area5<0.571740985] yes=69,no=70,missing=70,gain=1.55884981,cover=12896
- 69:leaf=0.000404640072,cover=0
- 70:leaf=0.00150701508,cover=0
- 8:[PialArea5<1.10075188] yes=17,no=18,missing=17,gain=0.944263399,cover=103750
- 17:[Ecc<6.70300007] yes=35,no=36,missing=35,gain=0.800697029,cover=96901
- 35:[Area5<0.678346932] yes=71,no=72,missing=71,gain=1.49136686,cover=18533
- 71:leaf=-0.000107507243,cover=0
- 72:leaf=-0.00149724935,cover=0
- 36:[PialArea5<0.813682437] yes=73,no=74,missing=73,gain=0.803217292,cover=78368
- 73:leaf=-5.13331506e-05,cover=0
- 74:leaf=0.000270349061,cover=0
- 18:[Area5<0.771817088] yes=37,no=38,missing=37,gain=1.55425656,cover=6849
- 37:[Sulc0<-0.987509191] yes=75,no=76,missing=75,gain=1.14256835,cover=5460
- 75:leaf=0.000113155183,cover=0
- 76:leaf=-0.00144925003,cover=0
- 38:[Ecc<45.751255] yes=77,no=78,missing=77,gain=1.13166952,cover=1389
- 77:leaf=0.00074536982,cover=0
- 78:leaf=0.0133661227,cover=0
- 4:[MidArea5<0.626464844] yes=9,no=10,missing=9,gain=1.34603119,cover=4037
- 9:[Pol<11.2407846] yes=19,no=20,missing=19,gain=0.687696278,cover=1692
- 19:[LGI5<2.37953305] yes=39,no=40,missing=39,gain=0.592421114,cover=91
- 39:leaf=0.0197844114,cover=0
- 40:[LGI5<2.79683423] yes=79,no=80,missing=79,gain=0.539406657,cover=86
- 79:leaf=-0.00321873208,cover=0
- 80:leaf=0.00572900334,cover=0
- 20:[Ecc<3.54469991] yes=41,no=42,missing=42,gain=0.642878771,cover=1601
- 41:[Area5<0.504816413] yes=81,no=82,missing=81,gain=0.650688767,cover=306
- 81:leaf=-0.00273286854,cover=0
- 82:leaf=0.00491476012,cover=0
- 42:[Ecc<4.00532722] yes=83,no=84,missing=83,gain=1.53469276,cover=1295
- 83:leaf=0.013668715,cover=0
- 84:leaf=0.000348751666,cover=0
- 10:[LGI5<2.25958419] yes=21,no=22,missing=21,gain=0.72251606,cover=2345
- 21:[PialArea5<0.769840837] yes=43,no=44,missing=43,gain=0.465776324,cover=123
- 43:[LGI5<2.23211861] yes=85,no=86,missing=85,gain=0.258964509,cover=11
- 85:leaf=0.0129929129,cover=0
- 86:leaf=-0.00170075521,cover=0
- 44:[Pol<16.156723] yes=87,no=88,missing=87,gain=0.319272161,cover=112
- 87:leaf=-0.0122030005,cover=0
- 88:leaf=-0.00493535586,cover=0
- 22:[Ecc<16.7734241] yes=45,no=46,missing=46,gain=0.808322549,cover=2222
- 45:[Pol<74.7525482] yes=89,no=90,missing=89,gain=0.538002372,cover=1703
- 89:leaf=-0.0015636133,cover=0
- 90:leaf=0.000228544028,cover=0
- 46:[Sulc0<0.263311565] yes=91,no=92,missing=91,gain=0.868289351,cover=519
- 91:leaf=-0.00345165818,cover=0
- 92:leaf=0.00694864942,cover=0
- 2:[PialArea5<0.931472182] yes=5,no=6,missing=5,gain=0.212116241,cover=4963978
- 5:[Sulc0<-0.445309728] yes=11,no=12,missing=11,gain=0.655815899,cover=3533969
- 11:[Ecc<38.0136108] yes=23,no=24,missing=24,gain=1.92767906,cover=810389
- 23:[Pol<34.3003769] yes=47,no=48,missing=47,gain=1.46026373,cover=806482
- 47:[Curv5<-0.108295463] yes=93,no=94,missing=93,gain=5.31225967,cover=144073
- 93:leaf=-4.03723534e-05,cover=0
- 94:leaf=0.000749529514,cover=0
- 48:[Pol<102.778297] yes=95,no=96,missing=96,gain=3.25026798,cover=662409
- 95:leaf=-0.000243991177,cover=0
- 96:leaf=-1.64460596e-06,cover=0
- 24:[PialCurv5<-0.0395349935] yes=49,no=50,missing=49,gain=1.09835267,cover=3907
- 49:[Curv5<-0.114048101] yes=97,no=98,missing=98,gain=1.91584206,cover=3886
- 97:leaf=-0.00110473332,cover=0
- 98:leaf=-0.0121057471,cover=0
- 50:[Area5<0.664770067] yes=99,no=100,missing=100,gain=0.720403552,cover=21
- 99:leaf=-0.00288007106,cover=0
- 100:leaf=0.0161851551,cover=0
- 12:[PialCurv5<-0.10074953] yes=25,no=26,missing=25,gain=1.76657224,cover=2723580
- 25:[Pol<35.2629585] yes=51,no=52,missing=51,gain=4.54295778,cover=109416
- 51:[LGI5<2.98459172] yes=101,no=102,missing=102,gain=4.41910315,cover=7516
- 101:leaf=0.000100599347,cover=0
- 102:leaf=0.00252947654,cover=0
- 52:[LGI5<2.79054689] yes=103,no=104,missing=103,gain=5.81052017,cover=101900
- 103:leaf=0.000613400829,cover=0
- 104:leaf=-0.000171916734,cover=0
- 26:[Curv5<-0.0773924068] yes=53,no=54,missing=53,gain=1.89374232,cover=2614164
- 53:[Ecc<4.20590305] yes=105,no=106,missing=105,gain=9.86293125,cover=285656
- 105:leaf=-0.000836292398,cover=0
- 106:leaf=-4.60639649e-06,cover=0
- 54:[PialCurv5<-0.0501225069] yes=107,no=108,missing=107,gain=7.91020107,cover=2328508
- 107:leaf=0.000694809307,cover=0
- 108:leaf=-2.15747536e-06,cover=0
- 6:[PialCurv5<0.119354174] yes=13,no=14,missing=13,gain=0.811018705,cover=1430009
- 13:[Area5<0.483568966] yes=27,no=28,missing=27,gain=0.675081015,cover=1426664
- 27:[Sulc0<-0.325671464] yes=55,no=56,missing=55,gain=2.48763752,cover=16707
- 55:[PialCurv5<-0.105644517] yes=109,no=110,missing=110,gain=1.97575009,cover=16571
- 109:leaf=0.000730738509,cover=0
- 110:leaf=-0.000481393043,cover=0
- 56:[Ecc<6.76014757] yes=111,no=112,missing=111,gain=0.808850527,cover=136
- 111:leaf=-5.98974948e-05,cover=0
- 112:leaf=-0.00871446263,cover=0
- 28:[PialCurv5<-0.105644517] yes=57,no=58,missing=57,gain=0.730752289,cover=1409957
- 57:[Curv5<-0.155295327] yes=113,no=114,missing=113,gain=17.6545391,cover=580269
- 113:leaf=-9.20199454e-05,cover=0
- 114:leaf=0.00120220776,cover=0
- 58:[Curv5<-0.182293281] yes=115,no=116,missing=115,gain=5.81076193,cover=829688
- 115:leaf=0.000374609197,cover=0
- 116:leaf=-9.93612866e-06,cover=0
- 14:[Sulc0<0.227376223] yes=29,no=30,missing=29,gain=1.10505581,cover=3345
- 29:[Ecc<0.889730632] yes=59,no=60,missing=59,gain=1.14007688,cover=2715
- 59:[Pol<27.4246235] yes=117,no=118,missing=117,gain=1.51137996,cover=94
- 117:leaf=0.0249934308,cover=0
- 118:leaf=0.00224253465,cover=0
- 60:[LGI5<2.32164335] yes=119,no=120,missing=119,gain=1.42869282,cover=2621
- 119:leaf=-0.0048985621,cover=0
- 120:leaf=-0.00100579672,cover=0
- 30:[Sulc0<0.966456771] yes=61,no=62,missing=61,gain=1.35376418,cover=630
- 61:[Pol<105.462654] yes=121,no=122,missing=121,gain=2.0427525,cover=591
- 121:leaf=0.00543351099,cover=0
- 122:leaf=-0.000600655039,cover=0
- 62:[LGI5<3.84897733] yes=123,no=124,missing=123,gain=0.124957085,cover=39
- 123:leaf=-0.0095300097,cover=0
- 124:leaf=-0.00291423406,cover=0
-booster[1080]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.161253735,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.387773007,cover=4943960
- 3:[Pol<103.31839] yes=7,no=8,missing=7,gain=0.424567372,cover=4628667
- 7:[Ecc<14.9070177] yes=15,no=16,missing=15,gain=2.61010242,cover=2321102
- 15:[Ecc<7.90440989] yes=31,no=32,missing=31,gain=3.24473548,cover=1837611
- 31:[Ecc<4.73840666] yes=63,no=64,missing=63,gain=2.32920718,cover=1371527
- 63:leaf=-2.44073653e-05,cover=0
- 64:leaf=0.000108696186,cover=0
- 32:[Sulc0<-0.439186513] yes=65,no=66,missing=65,gain=6.29981422,cover=466084
- 65:leaf=0.000145421305,cover=0
- 66:leaf=-0.000249477598,cover=0
- 16:[Pol<39.0368156] yes=33,no=34,missing=33,gain=10.0597458,cover=483491
- 33:[Area5<0.771817088] yes=67,no=68,missing=67,gain=7.47143364,cover=199862
- 67:leaf=-0.000296875922,cover=0
- 68:leaf=0.000490546343,cover=0
- 34:[Curv5<0.0322575867] yes=69,no=70,missing=69,gain=19.3015575,cover=283629
- 69:leaf=0.000764872588,cover=0
- 70:leaf=-6.36877012e-05,cover=0
- 8:[Ecc<17.5281601] yes=17,no=18,missing=17,gain=2.85232925,cover=2307565
- 17:[LGI5<2.93978119] yes=35,no=36,missing=36,gain=2.96569633,cover=1946862
- 35:[Sulc0<-0.0637059584] yes=71,no=72,missing=71,gain=3.02949095,cover=1548990
- 71:leaf=-6.63211613e-05,cover=0
- 72:leaf=8.63020032e-05,cover=0
- 36:[PialCurv5<-0.0758950338] yes=73,no=74,missing=74,gain=4.09184933,cover=397872
- 73:leaf=-9.92592686e-05,cover=0
- 74:leaf=0.000243420873,cover=0
- 18:[Sulc0<-0.292069882] yes=37,no=38,missing=37,gain=8.41907024,cover=360703
- 37:[Pol<144.670364] yes=75,no=76,missing=76,gain=14.1739273,cover=124984
- 75:leaf=0.0029253473,cover=0
- 76:leaf=8.57443156e-05,cover=0
- 38:[Sulc0<0.272107065] yes=77,no=78,missing=77,gain=8.55369759,cover=235719
- 77:leaf=-0.000621397048,cover=0
- 78:leaf=-1.89931507e-05,cover=0
- 4:[PialCurv5<-0.0644776821] yes=9,no=10,missing=10,gain=3.24095941,cover=315293
- 9:[Curv5<-0.114048101] yes=19,no=20,missing=19,gain=4.23529148,cover=109968
- 19:[Sulc0<0.308185816] yes=39,no=40,missing=39,gain=2.61249042,cover=99841
- 39:[LGI5<2.98459172] yes=79,no=80,missing=80,gain=2.54282331,cover=95974
- 79:leaf=-0.000331289921,cover=0
- 80:leaf=0.000264228758,cover=0
- 40:[Area5<0.564792395] yes=81,no=82,missing=82,gain=3.20253158,cover=3867
- 81:leaf=0.00308192312,cover=0
- 82:leaf=-0.00169119926,cover=0
- 20:[Pol<41.8258972] yes=41,no=42,missing=42,gain=5.67508173,cover=10127
- 41:[Sulc0<-0.370474488] yes=83,no=84,missing=83,gain=3.4024086,cover=3779
- 83:leaf=-0.00191245473,cover=0
- 84:leaf=0.00316227274,cover=0
- 42:[Area5<0.695070922] yes=85,no=86,missing=85,gain=3.28026295,cover=6348
- 85:leaf=-0.00116635009,cover=0
- 86:leaf=0.00115305337,cover=0
- 10:[Curv5<0.155577481] yes=21,no=22,missing=21,gain=3.93613005,cover=205325
- 21:[Pol<116.093399] yes=43,no=44,missing=43,gain=3.96634841,cover=197147
- 43:[Pol<70.3717499] yes=87,no=88,missing=88,gain=6.79235792,cover=145583
- 87:leaf=-0.0002048428,cover=0
- 88:leaf=-0.00115030981,cover=0
- 44:[Curv5<-0.195883974] yes=89,no=90,missing=90,gain=5.33318663,cover=51564
- 89:leaf=-0.0058381171,cover=0
- 90:leaf=0.000202692303,cover=0
- 22:[PialCurv5<0.064168714] yes=45,no=46,missing=45,gain=1.46478558,cover=8178
- 45:[Pol<93.3357697] yes=91,no=92,missing=92,gain=0.598069906,cover=66
- 91:leaf=-0.0029682538,cover=0
- 92:leaf=-0.0130149638,cover=0
- 46:[Pol<121.948479] yes=93,no=94,missing=93,gain=1.35387182,cover=8112
- 93:leaf=0.00110981695,cover=0
- 94:leaf=-0.00187395664,cover=0
- 2:[PialCurv5<0.309146255] yes=5,no=6,missing=5,gain=1.95072258,cover=180428
- 5:[Pol<35.2629585] yes=11,no=12,missing=12,gain=1.12531161,cover=99599
- 11:[PialArea5<0.331288606] yes=23,no=24,missing=23,gain=0.683986664,cover=653
- 23:[Sulc0<0.995960534] yes=47,no=48,missing=47,gain=0.728929937,cover=124
- 47:[PialCurv5<-0.0501225069] yes=95,no=96,missing=96,gain=0.462300062,cover=18
- 95:leaf=-0.0138572548,cover=0
- 96:leaf=0.0126010133,cover=0
- 48:[Ecc<48.8682671] yes=97,no=98,missing=97,gain=0.297816008,cover=106
- 97:leaf=-0.000895704608,cover=0
- 98:leaf=0.00913006719,cover=0
- 24:[PialArea5<0.624898493] yes=49,no=50,missing=49,gain=0.556892991,cover=529
- 49:[Ecc<39.5502243] yes=99,no=100,missing=99,gain=0.222390771,cover=470
- 99:leaf=-0.00487612188,cover=0
- 100:leaf=-0.00249704067,cover=0
- 50:[LGI5<2.90731096] yes=101,no=102,missing=101,gain=0.549396932,cover=59
- 101:leaf=0.0198023207,cover=0
- 102:leaf=0.000608120055,cover=0
- 12:[Pol<44.6807365] yes=25,no=26,missing=25,gain=1.41739988,cover=98946
- 25:[PialCurv5<0.064168714] yes=51,no=52,missing=52,gain=1.32314086,cover=678
- 51:[LGI5<3.11839271] yes=103,no=104,missing=103,gain=0.306991398,cover=29
- 103:leaf=0.00422961777,cover=0
- 104:leaf=-0.00980730262,cover=0
- 52:[PialArea5<0.632563293] yes=105,no=106,missing=106,gain=1.34928942,cover=649
- 105:leaf=0.00196273974,cover=0
- 106:leaf=0.00820820685,cover=0
- 26:[Pol<87.3220139] yes=53,no=54,missing=53,gain=1.05495203,cover=98268
- 53:[Sulc0<1.16950965] yes=107,no=108,missing=108,gain=2.76246953,cover=34490
- 107:leaf=-0.00027942154,cover=0
- 108:leaf=0.000773443317,cover=0
- 54:[Ecc<34.5416374] yes=109,no=110,missing=109,gain=2.00809097,cover=63778
- 109:leaf=0.000144734469,cover=0
- 110:leaf=0.000780908158,cover=0
- 6:[Pol<57.0350037] yes=13,no=14,missing=14,gain=1.10480356,cover=80829
- 13:[Pol<39.9674568] yes=27,no=28,missing=27,gain=2.09854484,cover=1595
- 27:[Area5<0.738135278] yes=55,no=56,missing=55,gain=0.791407824,cover=508
- 55:[LGI5<3.1833725] yes=111,no=112,missing=111,gain=0.492104769,cover=326
- 111:leaf=0.00179243484,cover=0
- 112:leaf=-0.00209137169,cover=0
- 56:[Curv5<0.139330834] yes=113,no=114,missing=114,gain=0.439748645,cover=182
- 113:leaf=-0.0109556569,cover=0
- 114:leaf=-0.00320960092,cover=0
- 28:[Curv5<0.143178418] yes=57,no=58,missing=58,gain=1.38878417,cover=1087
- 57:[PialArea5<0.39986974] yes=115,no=116,missing=116,gain=0.824957132,cover=169
- 115:leaf=0.0022017078,cover=0
- 116:leaf=0.00937084295,cover=0
- 58:[Area5<0.755546272] yes=117,no=118,missing=118,gain=1.06792808,cover=918
- 117:leaf=0.00285684969,cover=0
- 118:leaf=-0.000740522461,cover=0
- 14:[Curv5<0.129884616] yes=29,no=30,missing=29,gain=1.09523892,cover=79234
- 29:[Area5<0.666510165] yes=59,no=60,missing=59,gain=1.59083652,cover=2609
- 59:[Ecc<12.9325523] yes=119,no=120,missing=119,gain=1.34752226,cover=655
- 119:leaf=-0.00913920905,cover=0
- 120:leaf=-0.00241481583,cover=0
- 60:[LGI5<2.97899532] yes=121,no=122,missing=121,gain=1.64855134,cover=1954
- 121:leaf=0.00237369072,cover=0
- 122:leaf=-0.00119904557,cover=0
- 30:[LGI5<3.23945832] yes=61,no=62,missing=62,gain=1.01131892,cover=76625
- 61:[Curv5<0.204311207] yes=123,no=124,missing=123,gain=1.36333358,cover=46544
- 123:leaf=-0.000436443923,cover=0
- 124:leaf=0.000176798465,cover=0
- 62:[Ecc<11.0302963] yes=125,no=126,missing=126,gain=0.948526502,cover=30081
- 125:leaf=-0.0017014062,cover=0
- 126:leaf=0.000141766315,cover=0
-booster[1081]:
-0:[Pol<138.971481] yes=1,no=2,missing=2,gain=0.181906059,cover=5124388
- 1:[Curv5<-0.185332045] yes=3,no=4,missing=3,gain=1.0607878,cover=3894617
- 3:[PialCurv5<-0.0990834236] yes=7,no=8,missing=7,gain=3.35446596,cover=754362
- 7:[Ecc<2.73602629] yes=15,no=16,missing=16,gain=1.62963152,cover=670734
- 15:[PialArea5<0.900697351] yes=31,no=32,missing=31,gain=2.13616657,cover=195673
- 31:[Area5<0.603367925] yes=63,no=64,missing=63,gain=3.44538474,cover=79854
- 63:leaf=-3.71597089e-05,cover=0
- 64:leaf=0.000948379282,cover=0
- 32:[Pol<119.777687] yes=65,no=66,missing=65,gain=3.15543795,cover=115819
- 65:leaf=-0.000332109717,cover=0
- 66:leaf=0.000560831395,cover=0
- 16:[Pol<21.2328167] yes=33,no=34,missing=33,gain=3.39236426,cover=475061
- 33:[Area5<0.720017433] yes=67,no=68,missing=67,gain=3.35566711,cover=179543
- 67:leaf=3.14674835e-05,cover=0
- 68:leaf=-0.000439389201,cover=0
- 34:[Ecc<18.8860435] yes=69,no=70,missing=69,gain=5.55574989,cover=295518
- 69:leaf=0.000105891202,cover=0
- 70:leaf=0.000961598766,cover=0
- 8:[Area5<0.700531542] yes=17,no=18,missing=17,gain=2.8969717,cover=83628
- 17:[Pol<67.3859482] yes=35,no=36,missing=36,gain=2.4156518,cover=67817
- 35:[Ecc<1.15906882] yes=71,no=72,missing=71,gain=4.25091267,cover=36802
- 71:leaf=0.00127442076,cover=0
- 72:leaf=-0.000284357782,cover=0
- 36:[PialCurv5<-0.0595124774] yes=73,no=74,missing=74,gain=2.23366356,cover=31015
- 73:leaf=0.000379892997,cover=0
- 74:leaf=0.00173304265,cover=0
- 18:[Sulc0<-1.03844893] yes=37,no=38,missing=37,gain=5.78565788,cover=15811
- 37:[Pol<62.0115929] yes=75,no=76,missing=76,gain=1.12040806,cover=1079
- 75:leaf=-0.00211860728,cover=0
- 76:leaf=-0.00827494636,cover=0
- 38:[PialArea5<0.872134149] yes=77,no=78,missing=77,gain=2.37489223,cover=14732
- 77:leaf=-0.000541360059,cover=0
- 78:leaf=0.0014443238,cover=0
- 4:[PialCurv5<-0.118254207] yes=9,no=10,missing=10,gain=4.55990124,cover=3140255
- 9:[Curv5<-0.0963523984] yes=19,no=20,missing=20,gain=7.59909821,cover=52566
- 19:[Ecc<4.94054604] yes=39,no=40,missing=39,gain=5.55762577,cover=50216
- 39:[Sulc0<-0.620624542] yes=79,no=80,missing=79,gain=4.57708359,cover=22674
- 79:leaf=0.000788801815,cover=0
- 80:leaf=0.00253754575,cover=0
- 40:[Pol<20.2198563] yes=81,no=82,missing=81,gain=2.84846711,cover=27542
- 81:leaf=0.000916809309,cover=0
- 82:leaf=-0.000218685178,cover=0
- 20:[Pol<51.9018669] yes=41,no=42,missing=41,gain=2.73267508,cover=2350
- 41:[PialCurv5<-0.126528949] yes=83,no=84,missing=83,gain=3.35637188,cover=749
- 83:leaf=-0.00737060374,cover=0
- 84:leaf=-0.000427962979,cover=0
- 42:[PialArea5<1.19545019] yes=85,no=86,missing=85,gain=3.37519121,cover=1601
- 85:leaf=-0.000915092125,cover=0
- 86:leaf=-0.022116594,cover=0
- 10:[Sulc0<-0.244882882] yes=21,no=22,missing=21,gain=3.01395369,cover=3087689
- 21:[Ecc<3.22716212] yes=43,no=44,missing=43,gain=7.08037233,cover=866585
- 43:[Pol<83.4982376] yes=87,no=88,missing=87,gain=9.72256565,cover=355150
- 87:leaf=-0.00015537483,cover=0
- 88:leaf=0.000374967902,cover=0
- 44:[Pol<86.7064972] yes=89,no=90,missing=89,gain=35.6101799,cover=511435
- 89:leaf=-2.53101261e-05,cover=0
- 90:leaf=-0.00109966192,cover=0
- 22:[LGI5<2.58096433] yes=45,no=46,missing=45,gain=1.27564442,cover=2221104
- 45:[Ecc<4.87342644] yes=91,no=92,missing=91,gain=4.2932415,cover=624523
- 91:leaf=-5.79892658e-05,cover=0
- 92:leaf=0.00020467017,cover=0
- 46:[Ecc<2.6050899] yes=93,no=94,missing=93,gain=6.00051832,cover=1596581
- 93:leaf=-0.0010328124,cover=0
- 94:leaf=-9.51806851e-06,cover=0
- 2:[Sulc0<0.717745602] yes=5,no=6,missing=5,gain=2.04170394,cover=1229771
- 5:[Area5<0.67507118] yes=11,no=12,missing=12,gain=2.10395288,cover=1228338
- 11:[Sulc0<-0.123243913] yes=23,no=24,missing=23,gain=3.12031054,cover=733232
- 23:[Curv5<0.0574831441] yes=47,no=48,missing=47,gain=2.24548483,cover=665175
- 47:[PialCurv5<-0.0133872591] yes=95,no=96,missing=95,gain=3.67185688,cover=637706
- 95:leaf=1.51917093e-05,cover=0
- 96:leaf=-0.000419973017,cover=0
- 48:[Ecc<1.62447274] yes=97,no=98,missing=97,gain=9.89703274,cover=27469
- 97:leaf=-0.00041588,cover=0
- 98:leaf=0.0014921691,cover=0
- 24:[Ecc<42.1016579] yes=49,no=50,missing=49,gain=4.98945236,cover=68057
- 49:[PialArea5<0.511941612] yes=99,no=100,missing=100,gain=6.25830221,cover=60831
- 99:leaf=0.00033345152,cover=0
- 100:leaf=-0.000811630569,cover=0
- 50:[Curv5<-0.0598238073] yes=101,no=102,missing=101,gain=2.91230345,cover=7226
- 101:leaf=0.00133250374,cover=0
- 102:leaf=-0.00136488455,cover=0
- 12:[PialArea5<0.721636832] yes=25,no=26,missing=25,gain=3.91119719,cover=495106
- 25:[LGI5<3.3215456] yes=51,no=52,missing=52,gain=7.01208782,cover=76977
- 51:[Curv5<-0.153417632] yes=103,no=104,missing=103,gain=6.9810338,cover=66852
- 103:leaf=0.00384048675,cover=0
- 104:leaf=0.000167883656,cover=0
- 52:[LGI5<3.45167398] yes=105,no=106,missing=105,gain=6.25524616,cover=10125
- 105:leaf=0.00309038605,cover=0
- 106:leaf=0.000578281877,cover=0
- 26:[PialCurv5<-0.0280297659] yes=53,no=54,missing=53,gain=2.45625067,cover=418129
- 53:[Ecc<13.1181517] yes=107,no=108,missing=107,gain=4.04116917,cover=324287
- 107:leaf=0.000157681236,cover=0
- 108:leaf=-0.000195681219,cover=0
- 54:[Curv5<-0.0816265643] yes=109,no=110,missing=109,gain=4.7684269,cover=93842
- 109:leaf=0.00146156305,cover=0
- 110:leaf=0.000157540839,cover=0
- 6:[Ecc<27.7987404] yes=13,no=14,missing=13,gain=1.03027511,cover=1433
- 13:[LGI5<3.45167398] yes=27,no=28,missing=27,gain=0.907370329,cover=368
- 27:[Area5<0.751858592] yes=55,no=56,missing=56,gain=0.582120538,cover=352
- 55:[PialArea5<0.413606972] yes=111,no=112,missing=111,gain=0.34403348,cover=258
- 111:leaf=-0.00316566299,cover=0
- 112:leaf=-0.00687996298,cover=0
- 56:[Curv5<0.174639657] yes=113,no=114,missing=114,gain=0.750722468,cover=94
- 113:leaf=-0.00276735774,cover=0
- 114:leaf=0.00744389091,cover=0
- 28:[Ecc<25.981123] yes=57,no=58,missing=58,gain=0.424611688,cover=16
- 57:leaf=-0.0183835123,cover=0
- 58:leaf=0.00430813013,cover=0
- 14:[Curv5<0.169394374] yes=29,no=30,missing=30,gain=2.22567439,cover=1065
- 29:[PialCurv5<-0.00763805071] yes=59,no=60,missing=59,gain=1.05210495,cover=955
- 59:[LGI5<3.31338549] yes=115,no=116,missing=115,gain=2.28885603,cover=75
- 115:leaf=-0.010349798,cover=0
- 116:leaf=0.00903045665,cover=0
- 60:[LGI5<2.96780801] yes=117,no=118,missing=117,gain=1.01310933,cover=880
- 117:leaf=0.00126507808,cover=0
- 118:leaf=-0.00313715264,cover=0
- 30:[LGI5<3.20360112] yes=61,no=62,missing=61,gain=1.12304461,cover=110
- 61:[LGI5<3.04906535] yes=119,no=120,missing=119,gain=1.78819871,cover=57
- 119:leaf=0.00216477714,cover=0
- 120:leaf=0.0198447984,cover=0
- 62:[PialCurv5<0.426807076] yes=121,no=122,missing=121,gain=0.778731942,cover=53
- 121:leaf=-0.00488485768,cover=0
- 122:leaf=0.00711214636,cover=0
-booster[1082]:
-0:[PialArea5<0.81902951] yes=1,no=2,missing=2,gain=0.177058265,cover=5124388
- 1:[Area5<0.782137334] yes=3,no=4,missing=3,gain=0.990139663,cover=2785087
- 3:[MidArea5<0.715439677] yes=7,no=8,missing=8,gain=0.829965591,cover=2604704
- 7:[PialArea5<0.739180207] yes=15,no=16,missing=15,gain=0.885819316,cover=2252329
- 15:[Pol<48.3047981] yes=31,no=32,missing=32,gain=1.35775208,cover=1955991
- 31:[Area5<0.648839295] yes=63,no=64,missing=63,gain=3.08711171,cover=98201
- 63:leaf=-0.00010424183,cover=0
- 64:leaf=0.000457002927,cover=0
- 32:[LGI5<3.38720298] yes=65,no=66,missing=65,gain=1.34027171,cover=1857790
- 65:leaf=-1.32121231e-05,cover=0
- 66:leaf=-0.000157987597,cover=0
- 16:[Sulc0<0.254506379] yes=33,no=34,missing=33,gain=3.8090415,cover=296338
- 33:[Ecc<23.5513935] yes=67,no=68,missing=67,gain=3.96404672,cover=291213
- 67:leaf=0.000107210246,cover=0
- 68:leaf=-0.000560136803,cover=0
- 34:[Ecc<12.9325523] yes=69,no=70,missing=69,gain=4.27829552,cover=5125
- 69:leaf=-0.000964665029,cover=0
- 70:leaf=0.00229893415,cover=0
- 8:[Sulc0<0.717745602] yes=17,no=18,missing=17,gain=2.0951767,cover=352375
- 17:[LGI5<3.13142419] yes=35,no=36,missing=36,gain=2.06725836,cover=350167
- 35:[Pol<55.3432045] yes=71,no=72,missing=71,gain=3.13789225,cover=249313
- 71:leaf=0.000427400984,cover=0
- 72:leaf=-9.04389453e-05,cover=0
- 36:[LGI5<3.1833725] yes=73,no=74,missing=73,gain=2.9141438,cover=100854
- 73:leaf=-0.000977851683,cover=0
- 74:leaf=-0.000183631593,cover=0
- 18:[Pol<73.3354874] yes=37,no=38,missing=37,gain=1.8124485,cover=2208
- 37:[Ecc<32.0879669] yes=75,no=76,missing=76,gain=1.806494,cover=1232
- 75:leaf=0.00903049856,cover=0
- 76:leaf=0.00213849521,cover=0
- 38:[Curv5<0.067619428] yes=77,no=78,missing=77,gain=1.27986658,cover=976
- 77:leaf=-0.00173136988,cover=0
- 78:leaf=0.00192274188,cover=0
- 4:[PialCurv5<0.0240441076] yes=9,no=10,missing=9,gain=1.62660623,cover=180383
- 9:[Sulc0<0.013685069] yes=19,no=20,missing=20,gain=4.2845583,cover=15475
- 19:[PialArea5<0.580179036] yes=39,no=40,missing=39,gain=4.19811249,cover=11038
- 39:[LGI5<2.31192279] yes=79,no=80,missing=79,gain=3.67135525,cover=598
- 79:leaf=-0.00251530949,cover=0
- 80:leaf=0.00648623053,cover=0
- 40:[LGI5<2.81359315] yes=81,no=82,missing=81,gain=3.29377675,cover=10440
- 81:leaf=0.000650913047,cover=0
- 82:leaf=-0.00115374941,cover=0
- 20:[LGI5<3.12489319] yes=41,no=42,missing=41,gain=2.20893621,cover=4437
- 41:[MidArea5<0.773718297] yes=83,no=84,missing=83,gain=1.7366724,cover=2294
- 83:leaf=-0.00433406932,cover=0
- 84:leaf=-0.00155976857,cover=0
- 42:[Pol<25.2957573] yes=85,no=86,missing=85,gain=1.77610672,cover=2143
- 85:leaf=-0.0073781996,cover=0
- 86:leaf=-0.00023962227,cover=0
- 10:[Sulc0<-0.27863887] yes=21,no=22,missing=21,gain=2.95873475,cover=164908
- 21:[MidArea5<0.721430659] yes=43,no=44,missing=44,gain=2.4133904,cover=3237
- 43:[Pol<173.32489] yes=87,no=88,missing=87,gain=2.62560272,cover=608
- 87:leaf=-0.00566431461,cover=0
- 88:leaf=0.00307011208,cover=0
- 44:[Area5<0.818724692] yes=89,no=90,missing=89,gain=2.40553117,cover=2629
- 89:leaf=0.000676296069,cover=0
- 90:leaf=-0.00236349739,cover=0
- 22:[Sulc0<0.506771445] yes=45,no=46,missing=45,gain=2.54761171,cover=161671
- 45:[Ecc<6.22534323] yes=91,no=92,missing=91,gain=2.55233192,cover=67144
- 91:leaf=-2.52072678e-05,cover=0
- 92:leaf=0.000631509291,cover=0
- 46:[Ecc<2.97906685] yes=93,no=94,missing=94,gain=2.15183425,cover=94527
- 93:leaf=0.00339545845,cover=0
- 94:leaf=-3.37020879e-06,cover=0
- 2:[MidArea5<0.595963955] yes=5,no=6,missing=5,gain=0.987388372,cover=2339301
- 5:[LGI5<2.41354537] yes=11,no=12,missing=12,gain=0.266416848,cover=427
- 11:[Ecc<4.00532722] yes=23,no=24,missing=23,gain=0.189963579,cover=232
- 23:[Pol<71.0996552] yes=47,no=48,missing=47,gain=0.250917137,cover=184
- 47:[Sulc0<-0.966370046] yes=95,no=96,missing=95,gain=0.207278639,cover=57
- 95:leaf=0.00501502492,cover=0
- 96:leaf=-0.00171740877,cover=0
- 48:[Ecc<1.26157856] yes=97,no=98,missing=97,gain=0.144821182,cover=127
- 97:leaf=-0.00304549164,cover=0
- 98:leaf=0.000490850012,cover=0
- 24:[Sulc0<-0.864702106] yes=49,no=50,missing=49,gain=0.361288607,cover=48
- 49:[Ecc<6.10119486] yes=99,no=100,missing=99,gain=0.079650633,cover=27
- 99:leaf=0.00204065489,cover=0
- 100:leaf=-0.00347260945,cover=0
- 50:[LGI5<2.30690479] yes=101,no=102,missing=101,gain=0.414402366,cover=21
- 101:leaf=0.000479971146,cover=0
- 102:leaf=0.0144922649,cover=0
- 12:[Curv5<-0.245563462] yes=25,no=26,missing=26,gain=0.369110465,cover=195
- 25:[Ecc<2.73602629] yes=51,no=52,missing=52,gain=0.634172797,cover=131
- 51:[Curv5<-0.319950402] yes=103,no=104,missing=104,gain=0.204363525,cover=57
- 103:leaf=0.000812970044,cover=0
- 104:leaf=0.00781162316,cover=0
- 52:[PialCurv5<-0.153030112] yes=105,no=106,missing=106,gain=0.121447109,cover=74
- 105:leaf=0.0013982479,cover=0
- 106:leaf=-0.0026261406,cover=0
- 26:[Pol<128.334747] yes=53,no=54,missing=54,gain=0.317200541,cover=64
- 53:[Pol<30.3635597] yes=107,no=108,missing=107,gain=0.280674934,cover=20
- 107:leaf=0.00712158019,cover=0
- 108:leaf=-0.00419161236,cover=0
- 54:[Pol<143.959366] yes=109,no=110,missing=109,gain=0.149083257,cover=44
- 109:leaf=0.0137479976,cover=0
- 110:leaf=0.00691026775,cover=0
- 6:[PialCurv5<0.208232641] yes=13,no=14,missing=14,gain=0.773106992,cover=2338874
- 13:[LGI5<3.48966408] yes=27,no=28,missing=27,gain=0.732676864,cover=2337132
- 27:[PialCurv5<-0.171137348] yes=55,no=56,missing=56,gain=1.29634821,cover=2203222
- 55:[PialArea5<1.33957577] yes=111,no=112,missing=112,gain=1.50686884,cover=43861
- 111:leaf=0.000321857253,cover=0
- 112:leaf=-0.00147398876,cover=0
- 56:[LGI5<3.4634192] yes=113,no=114,missing=114,gain=1.01939428,cover=2159361
- 113:leaf=1.26998884e-06,cover=0
- 114:leaf=-0.000376770215,cover=0
- 28:[Pol<15.1533136] yes=57,no=58,missing=57,gain=2.86027384,cover=133910
- 57:[Ecc<21.7409172] yes=115,no=116,missing=116,gain=3.95867872,cover=16628
- 115:leaf=0.000491811719,cover=0
- 116:leaf=-0.00109600381,cover=0
- 58:[Ecc<22.0897732] yes=117,no=118,missing=118,gain=3.8495934,cover=117282
- 117:leaf=-6.52792514e-05,cover=0
- 118:leaf=0.000508005091,cover=0
- 14:[Sulc0<0.433680743] yes=29,no=30,missing=29,gain=0.820122778,cover=1742
- 29:[LGI5<2.23211861] yes=59,no=60,missing=60,gain=0.763073444,cover=1512
- 59:[Area5<0.730491161] yes=119,no=120,missing=119,gain=1.11896515,cover=33
- 119:leaf=0.0174763985,cover=0
- 120:leaf=-0.00113925128,cover=0
- 60:[LGI5<2.33929968] yes=121,no=122,missing=121,gain=0.648909688,cover=1479
- 121:leaf=-0.00540687004,cover=0
- 122:leaf=-0.00134344038,cover=0
- 30:[Curv5<0.081820026] yes=61,no=62,missing=61,gain=1.31191683,cover=230
- 61:[Pol<104.38549] yes=123,no=124,missing=123,gain=1.44643927,cover=48
- 123:leaf=0.018130023,cover=0
- 124:leaf=0.000880793144,cover=0
- 62:[LGI5<3.08610082] yes=125,no=126,missing=125,gain=0.283173293,cover=182
- 125:leaf=0.00137131452,cover=0
- 126:leaf=-0.00263824803,cover=0
-booster[1083]:
-0:[Pol<134.743088] yes=1,no=2,missing=1,gain=0.161754802,cover=5124388
- 1:[LGI5<2.13090348] yes=3,no=4,missing=4,gain=1.00406492,cover=3772016
- 3:[Ecc<0.567370772] yes=7,no=8,missing=8,gain=1.57158208,cover=13937
- 7:[MidArea5<0.864058435] yes=15,no=16,missing=15,gain=5.30397797,cover=1307
- 15:[MidArea5<0.697175384] yes=31,no=32,missing=32,gain=1.98144031,cover=1073
- 31:[MidArea5<0.521771789] yes=63,no=64,missing=63,gain=1.28286588,cover=572
- 63:leaf=-0.00694705779,cover=0
- 64:leaf=0.000190213177,cover=0
- 32:[MidArea5<0.805760801] yes=65,no=66,missing=65,gain=1.61274004,cover=501
- 65:leaf=-0.00676587457,cover=0
- 66:leaf=-0.000429148378,cover=0
- 16:[PialCurv5<-0.0819871053] yes=33,no=34,missing=33,gain=2.7591424,cover=234
- 33:[Pol<116.093399] yes=67,no=68,missing=67,gain=1.14613223,cover=125
- 67:leaf=-0.00118835247,cover=0
- 68:leaf=0.0139787933,cover=0
- 34:[Pol<61.2046547] yes=69,no=70,missing=69,gain=1.34109831,cover=109
- 69:leaf=0.0173205994,cover=0
- 70:leaf=0.00608451851,cover=0
- 8:[Ecc<2.8577323] yes=17,no=18,missing=17,gain=1.4157362,cover=12630
- 17:[Curv5<-0.0860676765] yes=35,no=36,missing=36,gain=2.13458943,cover=8151
- 35:[Area5<0.420677572] yes=71,no=72,missing=72,gain=1.49614203,cover=5003
- 71:leaf=0.00332572474,cover=0
- 72:leaf=8.9172041e-05,cover=0
- 36:[Ecc<2.13501525] yes=73,no=74,missing=73,gain=2.49021196,cover=3148
- 73:leaf=0.00302576669,cover=0
- 74:leaf=7.14585185e-05,cover=0
- 18:[Pol<85.4004211] yes=37,no=38,missing=37,gain=4.34181786,cover=4479
- 37:[Sulc0<-0.690729618] yes=75,no=76,missing=75,gain=2.892658,cover=1813
- 75:leaf=0.000352083152,cover=0
- 76:leaf=-0.00369805167,cover=0
- 38:[Curv5<-0.0320370905] yes=77,no=78,missing=77,gain=5.03566885,cover=2666
- 77:leaf=0.0064321137,cover=0
- 78:leaf=0.000263372989,cover=0
- 4:[Curv5<-0.194365487] yes=9,no=10,missing=10,gain=0.973547101,cover=3758079
- 9:[Sulc0<0.218763664] yes=19,no=20,missing=20,gain=2.50619745,cover=646218
- 19:[PialCurv5<-0.0905637741] yes=39,no=40,missing=40,gain=3.30166459,cover=643551
- 39:[LGI5<3.58443618] yes=79,no=80,missing=79,gain=1.93595695,cover=612571
- 79:leaf=1.63351178e-05,cover=0
- 80:leaf=0.000615334255,cover=0
- 40:[Pol<54.5053368] yes=81,no=82,missing=81,gain=3.3485682,cover=30980
- 81:leaf=3.37191486e-05,cover=0
- 82:leaf=0.00107341318,cover=0
- 20:[Pol<123.615685] yes=41,no=42,missing=42,gain=2.21922398,cover=2667
- 41:[Ecc<31.520586] yes=83,no=84,missing=83,gain=2.28356862,cover=1788
- 83:leaf=-0.00234619109,cover=0
- 84:leaf=0.00123014662,cover=0
- 42:[Area5<0.723411918] yes=85,no=86,missing=85,gain=1.57684469,cover=879
- 85:leaf=-0.00449159136,cover=0
- 86:leaf=0.00114523864,cover=0
- 10:[PialCurv5<-0.120663248] yes=21,no=22,missing=22,gain=3.69248796,cover=3111861
- 21:[Curv5<-0.0963523984] yes=43,no=44,missing=44,gain=7.33221388,cover=59770
- 43:[Ecc<4.94054604] yes=87,no=88,missing=87,gain=4.63491297,cover=57766
- 87:leaf=0.000970461406,cover=0
- 88:leaf=6.99430166e-05,cover=0
- 44:[Pol<51.9018669] yes=89,no=90,missing=89,gain=3.43987417,cover=2004
- 89:leaf=-0.00561620668,cover=0
- 90:leaf=-0.00117783074,cover=0
- 22:[Sulc0<-0.137935251] yes=45,no=46,missing=45,gain=2.97680759,cover=3052091
- 45:[Ecc<3.22716212] yes=91,no=92,missing=92,gain=5.91957808,cover=1079848
- 91:leaf=5.89470328e-05,cover=0
- 92:leaf=-0.000183128213,cover=0
- 46:[Ecc<1.96654522] yes=93,no=94,missing=93,gain=2.30982637,cover=1972243
- 93:leaf=-0.000354868185,cover=0
- 94:leaf=1.84478613e-05,cover=0
- 2:[LGI5<2.13090348] yes=5,no=6,missing=6,gain=1.8592186,cover=1352372
- 5:[Sulc0<-0.15955846] yes=11,no=12,missing=11,gain=1.84803998,cover=6079
- 11:[PialArea5<1.28208315] yes=23,no=24,missing=23,gain=1.61991739,cover=5862
- 23:[MidArea5<0.610527694] yes=47,no=48,missing=47,gain=1.60797191,cover=5831
- 47:[MidArea5<0.489716202] yes=95,no=96,missing=95,gain=2.11732316,cover=1723
- 95:leaf=-0.00519129261,cover=0
- 96:leaf=0.000764717639,cover=0
- 48:[PialCurv5<0.0308136549] yes=97,no=98,missing=98,gain=4.52701473,cover=4108
- 97:leaf=-0.00117796077,cover=0
- 98:leaf=-0.00779765844,cover=0
- 24:[Ecc<1.46579576] yes=49,no=50,missing=49,gain=0.671696424,cover=31
- 49:[Sulc0<-0.849334478] yes=99,no=100,missing=99,gain=0.00480306149,cover=12
- 99:leaf=0.0196716432,cover=0
- 100:leaf=0.00544281024,cover=0
- 50:[Ecc<7.08616447] yes=101,no=102,missing=101,gain=0.0449196398,cover=19
- 101:leaf=0.00515231583,cover=0
- 102:leaf=-0.000627708447,cover=0
- 12:[MidArea5<0.521771789] yes=25,no=26,missing=26,gain=3.68775249,cover=217
- 25:[Ecc<1.15906882] yes=51,no=52,missing=51,gain=1.2022022,cover=31
- 51:[Curv5<0.166947007] yes=103,no=104,missing=104,gain=0.0551147535,cover=11
- 103:leaf=-0.00483620586,cover=0
- 104:leaf=0.00293009775,cover=0
- 52:leaf=-0.0190654509,cover=0
- 26:[Ecc<3.73767829] yes=53,no=54,missing=53,gain=3.16692662,cover=186
- 53:[PialCurv5<0.0495097227] yes=105,no=106,missing=105,gain=0.575460672,cover=70
- 105:leaf=-0.0131705524,cover=0
- 106:leaf=-0.000226374294,cover=0
- 54:[MidArea5<0.605162561] yes=107,no=108,missing=108,gain=2.87466049,cover=116
- 107:leaf=0.0239065643,cover=0
- 108:leaf=0.00636474416,cover=0
- 6:[Ecc<12.9325523] yes=13,no=14,missing=13,gain=1.80271566,cover=1346293
- 13:[Sulc0<0.15957281] yes=27,no=28,missing=28,gain=10.157156,cover=882667
- 27:[Sulc0<-0.43309778] yes=55,no=56,missing=55,gain=6.25456047,cover=871869
- 55:[Pol<176.117172] yes=109,no=110,missing=109,gain=2.40007019,cover=608102
- 109:leaf=-4.40476542e-05,cover=0
- 110:leaf=0.000269831449,cover=0
- 56:[Ecc<5.97554874] yes=111,no=112,missing=112,gain=19.158144,cover=263767
- 111:leaf=-0.000250847166,cover=0
- 112:leaf=0.000623109692,cover=0
- 28:[Curv5<0.114925429] yes=57,no=58,missing=57,gain=8.71117115,cover=10798
- 57:[Pol<143.959366] yes=113,no=114,missing=114,gain=10.5670185,cover=3967
- 113:leaf=-0.00125248299,cover=0
- 114:leaf=-0.00653747981,cover=0
- 58:[LGI5<2.33929968] yes=115,no=116,missing=115,gain=1.7963264,cover=6831
- 115:leaf=-0.00305033009,cover=0
- 116:leaf=-0.00013465542,cover=0
- 14:[LGI5<2.57263851] yes=29,no=30,missing=29,gain=5.38686037,cover=463626
- 29:[Sulc0<0.0214736983] yes=59,no=60,missing=59,gain=3.77796173,cover=3558
- 59:[Curv5<-0.144993886] yes=117,no=118,missing=118,gain=7.5124855,cover=2328
- 117:leaf=-0.00110821298,cover=0
- 118:leaf=-0.00707159285,cover=0
- 60:[PialArea5<0.900697351] yes=119,no=120,missing=119,gain=3.48813963,cover=1230
- 119:leaf=-0.000956627657,cover=0
- 120:leaf=0.00614555925,cover=0
- 30:[Curv5<0.0257103238] yes=61,no=62,missing=61,gain=5.67340899,cover=460068
- 61:[Curv5<-0.119937547] yes=121,no=122,missing=121,gain=7.0626955,cover=407913
- 121:leaf=3.34975884e-05,cover=0
- 122:leaf=-0.000412936613,cover=0
- 62:[LGI5<3.34776258] yes=123,no=124,missing=123,gain=10.9374027,cover=52155
- 123:leaf=-1.45872525e-06,cover=0
- 124:leaf=0.00161931687,cover=0
-booster[1084]:
-0:[PialArea5<0.81902951] yes=1,no=2,missing=1,gain=0.183575809,cover=5124388
- 1:[Area5<0.802302957] yes=3,no=4,missing=3,gain=0.923046052,cover=2785087
- 3:[LGI5<3.56741142] yes=7,no=8,missing=8,gain=0.787071884,cover=2678420
- 7:[Pol<161.595886] yes=15,no=16,missing=15,gain=0.822386086,cover=2555026
- 15:[Sulc0<-0.407819748] yes=31,no=32,missing=31,gain=2.38851452,cover=2352714
- 31:[Ecc<0.999059319] yes=63,no=64,missing=63,gain=3.82866359,cover=397687
- 63:leaf=0.000184940654,cover=0
- 64:leaf=-0.000205269185,cover=0
- 32:[Pol<9.44515038] yes=65,no=66,missing=65,gain=1.42355263,cover=1955027
- 65:leaf=-0.000456811482,cover=0
- 66:leaf=9.87955082e-06,cover=0
- 16:[Curv5<-0.0530214235] yes=33,no=34,missing=33,gain=4.9089222,cover=202312
- 33:[Ecc<22.8050022] yes=67,no=68,missing=68,gain=4.87383413,cover=88122
- 67:leaf=0.000532400561,cover=0
- 68:leaf=-0.000475673238,cover=0
- 34:[Ecc<21.3640327] yes=69,no=70,missing=69,gain=8.30193233,cover=114190
- 69:leaf=-0.000197133268,cover=0
- 70:leaf=0.00250412221,cover=0
- 8:[PialCurv5<0.0616685152] yes=17,no=18,missing=17,gain=4.13406467,cover=123394
- 17:[Sulc0<0.915739596] yes=35,no=36,missing=36,gain=3.82008123,cover=50284
- 35:[Area5<0.737164855] yes=71,no=72,missing=72,gain=3.21427917,cover=50030
- 71:leaf=-0.00032135722,cover=0
- 72:leaf=-0.00165220688,cover=0
- 36:[Pol<78.8803177] yes=73,no=74,missing=73,gain=4.20468855,cover=254
- 73:leaf=-0.0160893016,cover=0
- 74:leaf=-0.00223618117,cover=0
- 18:[Curv5<0.069626309] yes=37,no=38,missing=37,gain=2.09372735,cover=73110
- 37:[PialArea5<0.546516836] yes=75,no=76,missing=75,gain=2.51763391,cover=16322
- 75:leaf=0.00187975971,cover=0
- 76:leaf=0.000299695384,cover=0
- 38:[PialCurv5<0.196748361] yes=77,no=78,missing=77,gain=3.13298035,cover=56788
- 77:leaf=-0.000464760233,cover=0
- 78:leaf=0.000284422946,cover=0
- 4:[Pol<112.874634] yes=9,no=10,missing=9,gain=1.0149374,cover=106667
- 9:[Curv5<0.049365297] yes=19,no=20,missing=20,gain=1.99531782,cover=79141
- 19:[LGI5<3.33878016] yes=39,no=40,missing=39,gain=2.60746169,cover=9469
- 39:[Pol<84.7687759] yes=79,no=80,missing=79,gain=1.98113775,cover=7903
- 79:leaf=-0.00037107183,cover=0
- 80:leaf=-0.0019932366,cover=0
- 40:[Area5<0.894858658] yes=81,no=82,missing=82,gain=3.2823832,cover=1566
- 81:leaf=0.000576560735,cover=0
- 82:leaf=0.00928320643,cover=0
- 20:[Ecc<1.3629595] yes=41,no=42,missing=42,gain=2.21745634,cover=69672
- 41:[MidArea5<0.628216386] yes=83,no=84,missing=83,gain=1.79843616,cover=445
- 83:leaf=0.0149783147,cover=0
- 84:leaf=-0.00391915208,cover=0
- 42:[PialCurv5<0.00860458333] yes=85,no=86,missing=85,gain=2.31558013,cover=69227
- 85:leaf=0.00487866253,cover=0
- 86:leaf=0.000142082004,cover=0
- 10:[LGI5<3.33878016] yes=21,no=22,missing=22,gain=1.89281094,cover=27526
- 21:[Curv5<0.0877084062] yes=43,no=44,missing=43,gain=1.87718153,cover=23332
- 43:[PialCurv5<0.134718806] yes=87,no=88,missing=87,gain=2.50737906,cover=11695
- 87:leaf=0.000352665229,cover=0
- 88:leaf=0.00236516516,cover=0
- 44:[LGI5<3.05514836] yes=89,no=90,missing=89,gain=2.6321187,cover=11637
- 89:leaf=0.000265576702,cover=0
- 90:leaf=-0.0013730519,cover=0
- 22:[Ecc<12.1917515] yes=45,no=46,missing=46,gain=1.15693045,cover=4194
- 45:[Pol<156.492447] yes=91,no=92,missing=91,gain=1.00127065,cover=312
- 91:leaf=-0.000420494704,cover=0
- 92:leaf=-0.00863723457,cover=0
- 46:[Pol<157.22821] yes=93,no=94,missing=94,gain=0.676132679,cover=3882
- 93:leaf=0.00149882981,cover=0
- 94:leaf=0.00553243235,cover=0
- 2:[MidArea5<0.595963955] yes=5,no=6,missing=6,gain=0.894380689,cover=2339301
- 5:[LGI5<2.41354537] yes=11,no=12,missing=11,gain=0.241580248,cover=427
- 11:[Ecc<4.00532722] yes=23,no=24,missing=24,gain=0.173051,cover=232
- 23:[Pol<71.0996552] yes=47,no=48,missing=47,gain=0.226500258,cover=184
- 47:[Sulc0<-0.966370046] yes=95,no=96,missing=95,gain=0.18831332,cover=57
- 95:leaf=0.00476920651,cover=0
- 96:leaf=-0.00164739939,cover=0
- 48:[MidArea5<0.586498976] yes=97,no=98,missing=97,gain=0.13583599,cover=127
- 97:leaf=0.00192890503,cover=0
- 98:leaf=-0.00169083965,cover=0
- 24:[Sulc0<-0.864702106] yes=49,no=50,missing=50,gain=0.32914272,cover=48
- 49:[Ecc<6.10119486] yes=99,no=100,missing=99,gain=0.0725543946,cover=27
- 99:leaf=0.00194443017,cover=0
- 100:leaf=-0.0033174993,cover=0
- 50:[LGI5<2.30690479] yes=101,no=102,missing=102,gain=0.377025425,cover=21
- 101:leaf=0.000459753268,cover=0
- 102:leaf=0.0138254287,cover=0
- 12:[Curv5<-0.275784403] yes=25,no=26,missing=25,gain=0.336604357,cover=195
- 25:[Ecc<2.6675415] yes=51,no=52,missing=52,gain=0.283014178,cover=91
- 51:[Curv5<-0.319950402] yes=103,no=104,missing=103,gain=0.146082014,cover=32
- 103:leaf=0.000859342341,cover=0
- 104:leaf=0.00774115464,cover=0
- 52:[PialCurv5<-0.154837668] yes=105,no=106,missing=106,gain=0.0934691355,cover=59
- 105:leaf=0.00142291316,cover=0
- 106:leaf=-0.0025089737,cover=0
- 26:[Pol<123.059357] yes=53,no=54,missing=53,gain=0.369275212,cover=104
- 53:[Pol<30.3635597] yes=107,no=108,missing=107,gain=0.271706909,cover=29
- 107:leaf=0.00656505628,cover=0
- 108:leaf=-0.00304848282,cover=0
- 54:[Curv5<-0.204921171] yes=109,no=110,missing=109,gain=0.212576628,cover=75
- 109:leaf=0.00607332122,cover=0
- 110:leaf=0.0136713972,cover=0
- 6:[PialCurv5<0.208232641] yes=13,no=14,missing=14,gain=0.700012267,cover=2338874
- 13:[Sulc0<0.995960534] yes=27,no=28,missing=27,gain=0.677646756,cover=2337132
- 27:[LGI5<3.48966408] yes=55,no=56,missing=55,gain=0.700741768,cover=2336981
- 55:[Sulc0<0.849368811] yes=111,no=112,missing=111,gain=1.18220508,cover=2203166
- 111:leaf=3.87599357e-06,cover=0
- 112:leaf=0.00533489231,cover=0
- 56:[PialCurv5<-0.0133872591] yes=113,no=114,missing=113,gain=2.9496696,cover=133815
- 113:leaf=1.66863629e-05,cover=0
- 114:leaf=0.00064538623,cover=0
- 28:[LGI5<3.21727777] yes=57,no=58,missing=57,gain=0.67478472,cover=151
- 57:[LGI5<2.99594808] yes=115,no=116,missing=115,gain=0.128365785,cover=38
- 115:leaf=0.00565294223,cover=0
- 116:leaf=-0.000126304323,cover=0
- 58:[LGI5<3.94193578] yes=117,no=118,missing=117,gain=0.508648396,cover=113
- 117:leaf=-0.00716043031,cover=0
- 118:leaf=0.000578904757,cover=0
- 14:[Sulc0<0.433680743] yes=29,no=30,missing=29,gain=0.742192447,cover=1742
- 29:[LGI5<2.23211861] yes=59,no=60,missing=60,gain=0.693627954,cover=1512
- 59:[Area5<0.730491161] yes=119,no=120,missing=119,gain=1.01761413,cover=33
- 119:leaf=0.0166682731,cover=0
- 120:leaf=-0.00108438707,cover=0
- 60:[LGI5<2.32613516] yes=121,no=122,missing=121,gain=0.589788318,cover=1479
- 121:leaf=-0.00545749394,cover=0
- 122:leaf=-0.00129912107,cover=0
- 30:[Curv5<0.081820026] yes=61,no=62,missing=61,gain=1.18963468,cover=230
- 61:[Pol<104.38549] yes=123,no=124,missing=123,gain=1.31127679,cover=48
- 123:leaf=0.0172620509,cover=0
- 124:leaf=0.000838514126,cover=0
- 62:[LGI5<3.08610082] yes=125,no=126,missing=125,gain=0.256256133,cover=182
- 125:leaf=0.00130307616,cover=0
- 126:leaf=-0.00251116557,cover=0
-booster[1085]:
-0:[PialArea5<0.811158121] yes=1,no=2,missing=2,gain=0.166790038,cover=5124388
- 1:[MidArea5<0.914227545] yes=3,no=4,missing=3,gain=0.859868884,cover=2722535
- 3:[Pol<56.1920547] yes=7,no=8,missing=7,gain=0.771347582,cover=2721058
- 7:[Area5<0.65839982] yes=15,no=16,missing=15,gain=3.69969177,cover=271023
- 15:[Curv5<-0.141545609] yes=31,no=32,missing=31,gain=6.43245029,cover=133531
- 31:[Sulc0<-0.224179193] yes=61,no=62,missing=62,gain=2.69190121,cover=81230
- 61:leaf=9.50752437e-05,cover=0
- 62:leaf=0.00140129775,cover=0
- 32:[LGI5<2.37953305] yes=63,no=64,missing=64,gain=8.18233967,cover=52301
- 63:leaf=0.00108355004,cover=0
- 64:leaf=-0.000788574747,cover=0
- 16:[Ecc<2.19188094] yes=33,no=34,missing=33,gain=4.60960865,cover=137492
- 33:[Ecc<1.05247808] yes=65,no=66,missing=65,gain=4.25026321,cover=7831
- 65:leaf=0.000387271866,cover=0
- 66:leaf=-0.00195877929,cover=0
- 34:[LGI5<2.67457628] yes=67,no=68,missing=67,gain=13.8273611,cover=129661
- 67:leaf=0.00217172247,cover=0
- 68:leaf=0.000179822338,cover=0
- 8:[MidArea5<0.742612839] yes=17,no=18,missing=17,gain=1.24016559,cover=2450035
- 17:[PialArea5<0.780359626] yes=35,no=36,missing=36,gain=1.63533831,cover=2290041
- 35:[Sulc0<-0.87967056] yes=69,no=70,missing=70,gain=1.36213577,cover=2171708
- 69:leaf=0.000335590186,cover=0
- 70:leaf=-2.2867056e-05,cover=0
- 36:[Curv5<-0.0366821773] yes=71,no=72,missing=71,gain=8.67297935,cover=118333
- 71:leaf=4.45556225e-06,cover=0
- 72:leaf=0.0012632393,cover=0
- 18:[Sulc0<-0.903383076] yes=37,no=38,missing=37,gain=2.47870398,cover=159994
- 37:[PialCurv5<-0.0779728889] yes=73,no=74,missing=73,gain=0.756703377,cover=360
- 73:leaf=0.00525629008,cover=0
- 74:leaf=-0.000137504525,cover=0
- 38:[LGI5<3.78836131] yes=75,no=76,missing=75,gain=2.06966209,cover=159634
- 75:leaf=-0.000181545198,cover=0
- 76:leaf=0.00148949062,cover=0
- 4:[LGI5<2.26652193] yes=9,no=10,missing=9,gain=1.0464685,cover=1477
- 9:[MidArea5<0.969680429] yes=19,no=20,missing=20,gain=0.378016353,cover=86
- 19:[PialCurv5<0.104427323] yes=39,no=40,missing=39,gain=0.234426826,cover=51
- 39:[Ecc<0.999059319] yes=77,no=78,missing=77,gain=0.33689025,cover=46
- 77:leaf=-0.000789683021,cover=0
- 78:leaf=0.00797736179,cover=0
- 40:[Ecc<1.51801682] yes=79,no=80,missing=79,gain=0.00875576586,cover=5
- 79:leaf=-0.000725057733,cover=0
- 80:leaf=-0.0066969241,cover=0
- 20:[MidArea5<1.09619975] yes=41,no=42,missing=41,gain=0.0622138977,cover=35
- 41:[Ecc<1.62447274] yes=81,no=82,missing=81,gain=0.00523018837,cover=31
- 81:leaf=0.0115384571,cover=0
- 82:leaf=0.0044886847,cover=0
- 42:[Ecc<1.21076584] yes=83,no=84,missing=83,gain=0.00456371903,cover=4
- 83:leaf=0.00420999108,cover=0
- 84:leaf=0.000209516293,cover=0
- 10:[Sulc0<-0.469276249] yes=21,no=22,missing=21,gain=1.1424675,cover=1391
- 21:[LGI5<2.61980247] yes=43,no=44,missing=43,gain=2.08308411,cover=141
- 43:[Curv5<-0.0413376503] yes=85,no=86,missing=85,gain=0.665456414,cover=132
- 85:leaf=-0.000231199825,cover=0
- 86:leaf=-0.00763497455,cover=0
- 44:leaf=0.0186683051,cover=0
- 22:[Curv5<-0.00141534733] yes=45,no=46,missing=45,gain=1.27548194,cover=1250
- 45:[Ecc<4.13769388] yes=87,no=88,missing=87,gain=0.794560313,cover=26
- 87:leaf=0.014684774,cover=0
- 88:leaf=-0.0134980753,cover=0
- 46:[Ecc<0.45941934] yes=89,no=90,missing=89,gain=1.37859535,cover=1224
- 89:leaf=0.015689915,cover=0
- 90:leaf=0.000913869415,cover=0
- 2:[MidArea5<0.586498976] yes=5,no=6,missing=5,gain=0.722904205,cover=2401853
- 5:[Curv5<-0.214297205] yes=11,no=12,missing=12,gain=0.296698213,cover=241
- 11:[LGI5<2.69973111] yes=23,no=24,missing=23,gain=0.178442001,cover=230
- 23:[PialArea5<0.824056447] yes=47,no=48,missing=47,gain=0.0884968042,cover=218
- 47:[Ecc<3.8768425] yes=91,no=92,missing=91,gain=0.140835807,cover=147
- 91:leaf=0.000843249902,cover=0
- 92:leaf=0.0041326019,cover=0
- 48:[PialCurv5<-0.167439327] yes=93,no=94,missing=93,gain=0.0961427391,cover=71
- 93:leaf=0.00119584089,cover=0
- 94:leaf=0.00528504886,cover=0
- 24:[PialArea5<0.81902951] yes=49,no=50,missing=49,gain=0.0168602094,cover=12
- 49:leaf=-0.00540689845,cover=0
- 50:[Curv5<-0.282992184] yes=95,no=96,missing=95,gain=0.00551824877,cover=7
- 95:leaf=-0.0022490581,cover=0
- 96:leaf=0.00055611931,cover=0
- 12:[Curv5<-0.204921171] yes=25,no=26,missing=26,gain=0.0310221314,cover=11
- 25:[MidArea5<0.580365539] yes=51,no=52,missing=51,gain=0.00153037906,cover=6
- 51:leaf=0.0026341239,cover=0
- 52:leaf=0.00710772071,cover=0
- 26:leaf=0.0136299133,cover=0
- 6:[PialCurv5<-0.171137348] yes=13,no=14,missing=14,gain=0.617162108,cover=2401612
- 13:[LGI5<3.4634192] yes=27,no=28,missing=27,gain=2.46586943,cover=48401
- 27:[Curv5<-0.0730527416] yes=53,no=54,missing=53,gain=1.6558032,cover=45270
- 53:[Ecc<0.729281187] yes=97,no=98,missing=98,gain=1.49197948,cover=45243
- 97:leaf=-0.00174770865,cover=0
- 98:leaf=0.000327948452,cover=0
- 54:[Area5<0.580209434] yes=99,no=100,missing=99,gain=0.0663958788,cover=27
- 99:leaf=-0.00439400924,cover=0
- 100:leaf=-0.0129391691,cover=0
- 28:[LGI5<3.64692807] yes=55,no=56,missing=55,gain=1.68086064,cover=3131
- 55:[PialCurv5<-0.190801308] yes=101,no=102,missing=101,gain=0.941166401,cover=2237
- 101:leaf=-0.00343114557,cover=0
- 102:leaf=-0.00121372496,cover=0
- 56:[Pol<56.1920547] yes=103,no=104,missing=103,gain=1.02967334,cover=894
- 103:leaf=0.00217938237,cover=0
- 104:leaf=-0.00123133662,cover=0
- 14:[LGI5<3.48966408] yes=29,no=30,missing=29,gain=0.919314384,cover=2353211
- 29:[LGI5<3.4634192] yes=57,no=58,missing=57,gain=0.976370454,cover=2217876
- 57:[Ecc<48.8682671] yes=105,no=106,missing=106,gain=0.740512192,cover=2199416
- 105:leaf=-4.64657802e-07,cover=0
- 106:leaf=0.000569179363,cover=0
- 58:[Ecc<29.8764286] yes=107,no=108,missing=107,gain=1.94378805,cover=18460
- 107:leaf=-0.000677853765,cover=0
- 108:leaf=0.000474857603,cover=0
- 30:[PialCurv5<-0.0133872591] yes=59,no=60,missing=59,gain=2.21781945,cover=135335
- 59:[Area5<0.715747833] yes=109,no=110,missing=109,gain=2.01949763,cover=111163
- 109:leaf=0.000231623984,cover=0
- 110:leaf=-0.000196523848,cover=0
- 60:[Pol<71.8249207] yes=111,no=112,missing=111,gain=5.44495821,cover=24172
- 111:leaf=-7.44993667e-05,cover=0
- 112:leaf=0.0014450911,cover=0
-booster[1086]:
-0:[MidArea5<1.1557827] yes=1,no=2,missing=1,gain=0.158430234,cover=5124388
- 1:[PialArea5<1.57955706] yes=3,no=4,missing=4,gain=1.02681601,cover=5084355
- 3:[PialArea5<1.48916721] yes=7,no=8,missing=7,gain=0.292632669,cover=5082312
- 7:[MidArea5<1.09619975] yes=15,no=16,missing=15,gain=0.447141975,cover=5072371
- 15:[PialArea5<1.39628088] yes=31,no=32,missing=31,gain=0.296069235,cover=5041596
- 31:[MidArea5<1.07671547] yes=63,no=64,missing=64,gain=0.200155973,cover=5024122
- 63:leaf=-7.50899346e-07,cover=0
- 64:leaf=0.000194147098,cover=0
- 32:[Sulc0<-0.540693521] yes=65,no=66,missing=66,gain=1.95999002,cover=17474
- 65:leaf=-5.1589217e-05,cover=0
- 66:leaf=-0.00201765331,cover=0
- 16:[Area5<0.729573667] yes=33,no=34,missing=34,gain=1.4379319,cover=30775
- 33:[Ecc<1.57116413] yes=67,no=68,missing=67,gain=0.70436275,cover=389
- 67:leaf=-0.00206177286,cover=0
- 68:leaf=0.00405985583,cover=0
- 34:[PialCurv5<-0.0779728889] yes=69,no=70,missing=69,gain=0.703372359,cover=30386
- 69:leaf=2.05508368e-05,cover=0
- 70:leaf=0.000593444274,cover=0
- 8:[Ecc<3.67199802] yes=17,no=18,missing=17,gain=1.57308149,cover=9941
- 17:[Curv5<-0.0902613774] yes=35,no=36,missing=35,gain=1.48698866,cover=5911
- 35:[PialCurv5<-0.0896686092] yes=71,no=72,missing=72,gain=2.32423162,cover=5819
- 71:leaf=0.000614518241,cover=0
- 72:leaf=-0.00199069991,cover=0
- 36:[LGI5<2.49262404] yes=73,no=74,missing=73,gain=2.28111148,cover=92
- 73:leaf=0.0119350012,cover=0
- 74:leaf=-0.00469345553,cover=0
- 18:[LGI5<2.46931005] yes=37,no=38,missing=37,gain=1.32531297,cover=4030
- 37:[Ecc<4.07113361] yes=75,no=76,missing=76,gain=0.780314445,cover=581
- 75:leaf=-0.000861258712,cover=0
- 76:leaf=-0.00465203356,cover=0
- 38:[Ecc<12.7231894] yes=77,no=78,missing=77,gain=0.778320193,cover=3449
- 77:leaf=-0.000480358489,cover=0
- 78:leaf=-0.00379757932,cover=0
- 4:[Area5<0.635019779] yes=9,no=10,missing=10,gain=1.40212703,cover=2043
- 9:[Ecc<0.889730632] yes=19,no=20,missing=19,gain=0.682578146,cover=721
- 19:[LGI5<2.35684347] yes=39,no=40,missing=40,gain=0.448263586,cover=55
- 39:[LGI5<2.24172258] yes=79,no=80,missing=79,gain=0.749002516,cover=18
- 79:leaf=0.0162683334,cover=0
- 80:leaf=-0.00607899437,cover=0
- 40:[Sulc0<-0.842326522] yes=81,no=82,missing=81,gain=0.459384322,cover=37
- 81:leaf=0.0106983148,cover=0
- 82:leaf=-0.00779696694,cover=0
- 20:[Sulc0<-0.815117955] yes=41,no=42,missing=41,gain=0.646729827,cover=666
- 41:[Curv5<-0.172863677] yes=83,no=84,missing=83,gain=0.848575056,cover=477
- 83:leaf=5.28064957e-05,cover=0
- 84:leaf=-0.00613348326,cover=0
- 42:[LGI5<2.59361267] yes=85,no=86,missing=85,gain=0.848564684,cover=189
- 85:leaf=0.00528485142,cover=0
- 86:leaf=-0.00158509181,cover=0
- 10:[Ecc<7.29654455] yes=21,no=22,missing=21,gain=0.835604668,cover=1322
- 21:[PialCurv5<-0.0990834236] yes=43,no=44,missing=44,gain=0.864527702,cover=1262
- 43:[Pol<54.5053368] yes=87,no=88,missing=88,gain=0.786878526,cover=910
- 87:leaf=-0.000453312008,cover=0
- 88:leaf=-0.00352391298,cover=0
- 44:[Sulc0<-1.10615158] yes=89,no=90,missing=90,gain=0.638655424,cover=352
- 89:leaf=0.00018581748,cover=0
- 90:leaf=-0.00543635059,cover=0
- 22:[Area5<0.710880876] yes=45,no=46,missing=45,gain=0.510174751,cover=60
- 45:[Curv5<-0.26661092] yes=91,no=92,missing=91,gain=0.314613998,cover=50
- 91:leaf=-0.00447404385,cover=0
- 92:leaf=0.0071487464,cover=0
- 46:[PialCurv5<-0.0758950338] yes=93,no=94,missing=93,gain=0.101528883,cover=10
- 93:leaf=-0.00855514873,cover=0
- 94:leaf=0.00278811459,cover=0
- 2:[Area5<0.701312602] yes=5,no=6,missing=6,gain=0.612022638,cover=40033
- 5:[Ecc<2.6675415] yes=11,no=12,missing=12,gain=0.855224669,cover=1853
- 11:[Ecc<1.51801682] yes=23,no=24,missing=23,gain=1.01665354,cover=905
- 23:[PialCurv5<-0.0965851992] yes=47,no=48,missing=47,gain=0.658757508,cover=374
- 47:[Pol<125.308708] yes=95,no=96,missing=95,gain=0.516705871,cover=295
- 95:leaf=0.00364323216,cover=0
- 96:leaf=-0.00340647739,cover=0
- 48:[Curv5<-0.108295463] yes=97,no=98,missing=97,gain=0.430907965,cover=79
- 97:leaf=-0.00306511368,cover=0
- 98:leaf=0.0121205924,cover=0
- 24:[Area5<0.660333693] yes=49,no=50,missing=49,gain=0.679004431,cover=531
- 49:[LGI5<2.50944686] yes=99,no=100,missing=99,gain=0.280525684,cover=199
- 99:leaf=0.00184565061,cover=0
- 100:leaf=-0.00250672153,cover=0
- 50:[Sulc0<-0.776109517] yes=101,no=102,missing=102,gain=0.521623015,cover=332
- 101:leaf=-0.00368330418,cover=0
- 102:leaf=0.00206894777,cover=0
- 12:[Curv5<-0.245563462] yes=25,no=26,missing=26,gain=1.29041898,cover=948
- 25:[Ecc<3.10160303] yes=51,no=52,missing=51,gain=0.466885477,cover=119
- 51:[Area5<0.663893223] yes=103,no=104,missing=103,gain=0.212295264,cover=39
- 103:leaf=-0.0022800013,cover=0
- 104:leaf=0.00495296344,cover=0
- 52:[Pol<8.56911278] yes=105,no=106,missing=105,gain=0.35556972,cover=80
- 105:leaf=-0.0107991006,cover=0
- 106:leaf=-0.00302697509,cover=0
- 26:[Curv5<-0.125495523] yes=53,no=54,missing=53,gain=1.28380299,cover=829
- 53:[Pol<154.27803] yes=107,no=108,missing=107,gain=0.833950281,cover=761
- 107:leaf=0.0044513382,cover=0
- 108:leaf=0.000893854653,cover=0
- 54:[Pol<156.492447] yes=109,no=110,missing=109,gain=2.15282965,cover=68
- 109:leaf=-0.0095013855,cover=0
- 110:leaf=0.00965846237,cover=0
- 6:[Ecc<0.999059319] yes=13,no=14,missing=13,gain=0.642207801,cover=38180
- 13:[Sulc0<-0.298712492] yes=27,no=28,missing=27,gain=2.05580282,cover=1226
- 27:[PialCurv5<-0.104861222] yes=55,no=56,missing=56,gain=1.21790516,cover=1171
- 55:[Sulc0<-1.03844893] yes=111,no=112,missing=111,gain=0.67910409,cover=349
- 111:leaf=-0.00184517761,cover=0
- 112:leaf=0.00268302928,cover=0
- 56:[LGI5<2.32164335] yes=113,no=114,missing=114,gain=1.82450485,cover=822
- 113:leaf=0.00124430505,cover=0
- 114:leaf=-0.00401863409,cover=0
- 28:[LGI5<2.45602322] yes=57,no=58,missing=57,gain=0.473602176,cover=55
- 57:[Pol<129.571716] yes=115,no=116,missing=116,gain=0.191344529,cover=32
- 115:leaf=0.00703030452,cover=0
- 116:leaf=-0.000821956375,cover=0
- 58:[LGI5<2.52320862] yes=117,no=118,missing=117,gain=0.514293551,cover=23
- 117:leaf=0.0217293072,cover=0
- 118:leaf=0.0063111051,cover=0
- 14:[Ecc<1.3629595] yes=29,no=30,missing=29,gain=2.03946042,cover=36954
- 29:[Area5<0.818724692] yes=59,no=60,missing=59,gain=3.2859211,cover=642
- 59:[Curv5<-0.174421206] yes=119,no=120,missing=119,gain=4.69608784,cover=294
- 119:leaf=0.00171428721,cover=0
- 120:leaf=0.0146603649,cover=0
- 60:[Pol<93.3357697] yes=121,no=122,missing=122,gain=1.74300313,cover=348
- 121:leaf=-0.00274535338,cover=0
- 122:leaf=0.00491354382,cover=0
- 30:[LGI5<2.33929968] yes=61,no=62,missing=62,gain=0.78367275,cover=36312
- 61:[Ecc<7.18838644] yes=123,no=124,missing=123,gain=0.939006686,cover=2823
- 123:leaf=-0.000907269598,cover=0
- 124:leaf=0.00472744927,cover=0
- 62:[Ecc<2.73602629] yes=125,no=126,missing=126,gain=1.01366806,cover=33489
- 125:leaf=0.000996136456,cover=0
- 126:leaf=2.58555519e-05,cover=0
-booster[1087]:
-0:[Ecc<42.1016579] yes=1,no=2,missing=2,gain=0.15502578,cover=5124388
- 1:[Ecc<21.0377083] yes=3,no=4,missing=3,gain=0.268287987,cover=4963977
- 3:[Sulc0<1.16950965] yes=7,no=8,missing=8,gain=1.05803466,cover=4175128
- 7:[Sulc0<0.474820405] yes=15,no=16,missing=15,gain=0.820048213,cover=4170497
- 15:[Sulc0<-0.0862998366] yes=31,no=32,missing=31,gain=0.997550249,cover=3690107
- 31:[Ecc<8.41855335] yes=63,no=64,missing=63,gain=2.83309364,cover=2695122
- 63:leaf=1.9194842e-05,cover=0
- 64:leaf=-9.91132038e-05,cover=0
- 32:[Pol<70.3717499] yes=65,no=66,missing=65,gain=14.4215946,cover=994985
- 65:leaf=-0.00053760584,cover=0
- 66:leaf=0.000110001049,cover=0
- 16:[Pol<138.276962] yes=33,no=34,missing=34,gain=5.77129221,cover=480390
- 33:[Area5<0.701312602] yes=67,no=68,missing=67,gain=3.97659731,cover=478639
- 67:leaf=8.48315758e-05,cover=0
- 68:leaf=-0.000203638963,cover=0
- 34:[LGI5<2.96780801] yes=69,no=70,missing=70,gain=2.93042946,cover=1751
- 69:leaf=-0.00117454154,cover=0
- 70:leaf=-0.0053145662,cover=0
- 8:[Curv5<0.108977526] yes=17,no=18,missing=17,gain=2.45957184,cover=4631
- 17:[PialCurv5<0.125401646] yes=35,no=36,missing=35,gain=3.0767796,cover=101
- 35:[Ecc<19.170145] yes=71,no=72,missing=71,gain=0.457828522,cover=30
- 71:leaf=-0.023950018,cover=0
- 72:leaf=-0.00450013299,cover=0
- 36:[Ecc<17.2700901] yes=73,no=74,missing=73,gain=0.275942385,cover=71
- 73:leaf=0.00179205404,cover=0
- 74:leaf=-0.00478484202,cover=0
- 18:[PialCurv5<0.119354174] yes=37,no=38,missing=37,gain=1.08025396,cover=4530
- 37:[LGI5<3.50441384] yes=75,no=76,missing=75,gain=0.152520001,cover=19
- 75:leaf=0.0146975042,cover=0
- 76:leaf=0.00486953603,cover=0
- 38:[PialArea5<0.38075453] yes=77,no=78,missing=77,gain=0.927612782,cover=4511
- 77:leaf=-0.000229365061,cover=0
- 78:leaf=-0.00189811923,cover=0
- 4:[Area5<0.714116395] yes=9,no=10,missing=9,gain=3.0645659,cover=788849
- 9:[LGI5<3.60428405] yes=19,no=20,missing=19,gain=4.35975885,cover=416665
- 19:[LGI5<2.59361267] yes=39,no=40,missing=40,gain=2.92894983,cover=368660
- 39:[Sulc0<0.540103436] yes=79,no=80,missing=80,gain=1.57774401,cover=2231
- 79:leaf=0.000971352041,cover=0
- 80:leaf=0.00416986132,cover=0
- 40:[Sulc0<-0.690729618] yes=81,no=82,missing=82,gain=2.78371644,cover=366429
- 81:leaf=0.00021769265,cover=0
- 82:leaf=-0.000188166596,cover=0
- 20:[Pol<63.605114] yes=41,no=42,missing=41,gain=6.01285553,cover=48005
- 41:[Sulc0<0.433680743] yes=83,no=84,missing=83,gain=5.63747215,cover=13883
- 83:leaf=0.000891925418,cover=0
- 84:leaf=0.00401457353,cover=0
- 42:[Area5<0.660333693] yes=85,no=86,missing=85,gain=1.60949397,cover=34122
- 85:leaf=-0.000331419345,cover=0
- 86:leaf=0.000355939817,cover=0
- 10:[PialArea5<0.777740717] yes=21,no=22,missing=21,gain=2.14933872,cover=372184
- 21:[Pol<55.3432045] yes=43,no=44,missing=43,gain=6.25329876,cover=171921
- 43:[Ecc<29.8764286] yes=87,no=88,missing=87,gain=5.00037956,cover=26033
- 87:leaf=0.00224867812,cover=0
- 88:leaf=0.000598732091,cover=0
- 44:[Pol<144.670364] yes=89,no=90,missing=89,gain=3.7535243,cover=145888
- 89:leaf=7.82305069e-05,cover=0
- 90:leaf=0.00127038278,cover=0
- 22:[LGI5<2.63290954] yes=45,no=46,missing=45,gain=4.20044518,cover=200263
- 45:[Pol<139.671173] yes=91,no=92,missing=92,gain=3.73967695,cover=2132
- 91:leaf=-0.00373860705,cover=0
- 92:leaf=0.000636123354,cover=0
- 46:[PialCurv5<-0.072655201] yes=93,no=94,missing=93,gain=3.00150609,cover=198131
- 93:leaf=0.000288161566,cover=0
- 94:leaf=-0.000110745656,cover=0
- 2:[LGI5<3.47596025] yes=5,no=6,missing=6,gain=1.83952963,cover=160411
- 5:[PialCurv5<0.010724308] yes=11,no=12,missing=11,gain=2.36038733,cover=129057
- 11:[Sulc0<0.15957281] yes=23,no=24,missing=23,gain=3.00982523,cover=59315
- 23:[Curv5<0.00780903921] yes=47,no=48,missing=47,gain=3.02466726,cover=37513
- 47:[LGI5<2.84729719] yes=95,no=96,missing=95,gain=1.91100264,cover=37303
- 95:leaf=-0.000925277302,cover=0
- 96:leaf=0.000106042891,cover=0
- 48:[Area5<0.720017433] yes=97,no=98,missing=97,gain=1.34312463,cover=210
- 97:leaf=0.00215651747,cover=0
- 98:leaf=0.0101708099,cover=0
- 24:[Area5<0.600206077] yes=49,no=50,missing=49,gain=2.34003592,cover=21802
- 49:[LGI5<3.39750218] yes=99,no=100,missing=100,gain=1.5833745,cover=1403
- 99:leaf=0.00207299041,cover=0
- 100:leaf=0.00716079352,cover=0
- 50:[MidArea5<0.644943953] yes=101,no=102,missing=102,gain=4.03934002,cover=20399
- 101:leaf=-0.0019596424,cover=0
- 102:leaf=0.000791701023,cover=0
- 12:[LGI5<3.36766768] yes=25,no=26,missing=25,gain=3.09236908,cover=69742
- 25:[Curv5<0.0595101416] yes=51,no=52,missing=52,gain=1.78109264,cover=61330
- 51:[PialArea5<0.628734469] yes=103,no=104,missing=103,gain=2.66783595,cover=21846
- 103:leaf=-0.00196794351,cover=0
- 104:leaf=-0.00041640061,cover=0
- 52:[PialCurv5<0.0666604191] yes=105,no=106,missing=105,gain=4.89385128,cover=39484
- 105:leaf=0.00356183201,cover=0
- 106:leaf=-0.000169954088,cover=0
- 26:[LGI5<3.38720298] yes=53,no=54,missing=54,gain=3.85579157,cover=8412
- 53:[Ecc<43.8470497] yes=107,no=108,missing=107,gain=1.96207714,cover=1698
- 107:leaf=-0.000133299021,cover=0
- 108:leaf=0.00382760842,cover=0
- 54:[PialArea5<0.777740717] yes=109,no=110,missing=110,gain=1.34383738,cover=6714
- 109:leaf=0.000518604589,cover=0
- 110:leaf=-0.00136345613,cover=0
- 6:[PialArea5<1.31770575] yes=13,no=14,missing=14,gain=1.73350859,cover=31354
- 13:[LGI5<3.64692807] yes=27,no=28,missing=28,gain=1.20899439,cover=31271
- 27:[Pol<156.492447] yes=55,no=56,missing=55,gain=1.88053465,cover=19248
- 55:[Area5<0.72690624] yes=111,no=112,missing=112,gain=1.83152342,cover=16565
- 111:leaf=-0.00135397632,cover=0
- 112:leaf=-0.000302232045,cover=0
- 56:[Area5<0.854415178] yes=113,no=114,missing=114,gain=1.86341262,cover=2683
- 113:leaf=0.00075624662,cover=0
- 114:leaf=-0.0111993216,cover=0
- 28:[Sulc0<-0.552155435] yes=57,no=58,missing=57,gain=2.7586422,cover=12023
- 57:[PialArea5<0.89536339] yes=115,no=116,missing=116,gain=1.16448212,cover=39
- 115:leaf=-0.00479223719,cover=0
- 116:leaf=0.0170764215,cover=0
- 58:[Area5<0.72867924] yes=117,no=118,missing=117,gain=2.49479008,cover=11984
- 117:leaf=0.000656832417,cover=0
- 118:leaf=-0.000788418227,cover=0
- 14:[Sulc0<0.193122864] yes=29,no=30,missing=29,gain=1.01564991,cover=83
- 29:[LGI5<3.55025291] yes=59,no=60,missing=59,gain=0.362672329,cover=72
- 59:[Curv5<-0.00141534733] yes=119,no=120,missing=119,gain=0.153850317,cover=35
- 119:leaf=-0.0143531458,cover=0
- 120:leaf=-0.00184298609,cover=0
- 60:[Pol<1.49603665] yes=121,no=122,missing=121,gain=0.244058728,cover=37
- 121:leaf=0.0116423909,cover=0
- 122:leaf=-0.0067993477,cover=0
- 30:[Pol<44.6807365] yes=61,no=62,missing=61,gain=0.0734588057,cover=11
- 61:[Pol<40.9012032] yes=123,no=124,missing=123,gain=0.00139112631,cover=4
- 123:leaf=-0.000372181355,cover=0
- 124:leaf=0.00119424867,cover=0
- 62:leaf=0.00892206933,cover=0
-booster[1088]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.173248887,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.384045213,cover=4943960
- 3:[Pol<103.31839] yes=7,no=8,missing=7,gain=0.465797752,cover=4628667
- 7:[Ecc<14.9070177] yes=15,no=16,missing=15,gain=2.4064815,cover=2321102
- 15:[Ecc<7.90440989] yes=31,no=32,missing=31,gain=2.67118073,cover=1837611
- 31:[Curv5<0.0615303926] yes=63,no=64,missing=64,gain=2.28965187,cover=1371527
- 63:leaf=-7.90418926e-06,cover=0
- 64:leaf=0.000147245242,cover=0
- 32:[Sulc0<-0.439186513] yes=65,no=66,missing=66,gain=5.71953392,cover=466084
- 65:leaf=0.00014498744,cover=0
- 66:leaf=-0.000231284983,cover=0
- 16:[Pol<45.5953903] yes=33,no=34,missing=33,gain=9.26619053,cover=483491
- 33:[Ecc<20.0856266] yes=67,no=68,missing=68,gain=8.70317078,cover=234892
- 67:leaf=-0.000535881612,cover=0
- 68:leaf=0.000108366556,cover=0
- 34:[Curv5<0.0365542509] yes=69,no=70,missing=69,gain=23.7351875,cover=248599
- 69:leaf=0.000897706603,cover=0
- 70:leaf=-9.05153502e-05,cover=0
- 8:[Ecc<17.5281601] yes=17,no=18,missing=17,gain=2.40838909,cover=2307565
- 17:[LGI5<2.96780801] yes=35,no=36,missing=35,gain=2.72261715,cover=1946862
- 35:[Sulc0<-0.115756653] yes=71,no=72,missing=71,gain=2.68299651,cover=1579837
- 71:leaf=-6.6381479e-05,cover=0
- 72:leaf=7.20741082e-05,cover=0
- 36:[Ecc<9.50052643] yes=73,no=74,missing=73,gain=3.49635506,cover=367025
- 73:leaf=0.000385230669,cover=0
- 74:leaf=3.70933594e-05,cover=0
- 18:[Sulc0<-0.292069882] yes=37,no=38,missing=38,gain=7.62431717,cover=360703
- 37:[Pol<144.670364] yes=75,no=76,missing=75,gain=12.9446144,cover=124984
- 75:leaf=0.00279763713,cover=0
- 76:leaf=8.396661e-05,cover=0
- 38:[LGI5<3.47596025] yes=77,no=78,missing=77,gain=7.55176353,cover=235719
- 77:leaf=-0.000442188466,cover=0
- 78:leaf=0.000263532827,cover=0
- 4:[PialCurv5<-0.0262977369] yes=9,no=10,missing=10,gain=3.01657343,cover=315293
- 9:[Pol<149.072266] yes=19,no=20,missing=19,gain=3.6058321,cover=148775
- 19:[Pol<9.44515038] yes=39,no=40,missing=40,gain=5.68090391,cover=88244
- 39:[Curv5<-0.0642315522] yes=79,no=80,missing=79,gain=4.74360037,cover=26425
- 79:leaf=-0.000471418956,cover=0
- 80:leaf=0.00233578379,cover=0
- 40:[LGI5<2.84729719] yes=81,no=82,missing=82,gain=4.81922436,cover=61819
- 81:leaf=-0.000814237923,cover=0
- 82:leaf=0.000714943511,cover=0
- 20:[Sulc0<-0.0862998366] yes=41,no=42,missing=41,gain=3.91498184,cover=60531
- 41:[Pol<166.64444] yes=83,no=84,missing=83,gain=4.67570591,cover=32382
- 83:leaf=0.00120958651,cover=0
- 84:leaf=-0.000166533035,cover=0
- 42:[Pol<167.338547] yes=85,no=86,missing=85,gain=6.14936161,cover=28149
- 85:leaf=-0.00115619029,cover=0
- 86:leaf=0.000398507895,cover=0
- 10:[Curv5<0.151368812] yes=21,no=22,missing=21,gain=3.90982747,cover=166518
- 21:[Pol<145.397461] yes=43,no=44,missing=43,gain=3.80475616,cover=157410
- 43:[Sulc0<0.464385748] yes=87,no=88,missing=87,gain=3.60503864,cover=145648
- 87:leaf=-0.000596185855,cover=0
- 88:leaf=-9.74656577e-05,cover=0
- 44:[PialCurv5<0.01500447] yes=89,no=90,missing=89,gain=3.97257519,cover=11762
- 89:leaf=-0.000305265363,cover=0
- 90:leaf=0.00153247523,cover=0
- 22:[PialCurv5<0.064168714] yes=45,no=46,missing=45,gain=1.68134117,cover=9108
- 45:[Pol<93.3357697] yes=91,no=92,missing=92,gain=0.703792691,cover=74
- 91:leaf=-0.00251996727,cover=0
- 92:leaf=-0.0124313151,cover=0
- 46:[Pol<121.948479] yes=93,no=94,missing=93,gain=1.33405161,cover=9034
- 93:leaf=0.00101065706,cover=0
- 94:leaf=-0.0017119468,cover=0
- 2:[Ecc<11.6821251] yes=5,no=6,missing=5,gain=1.77542949,cover=180428
- 5:[LGI5<3.17022181] yes=11,no=12,missing=12,gain=2.94980216,cover=31399
- 11:[PialCurv5<0.0798129067] yes=23,no=24,missing=23,gain=1.0166378,cover=28573
- 23:[Curv5<0.135532871] yes=47,no=48,missing=48,gain=0.281187356,cover=67
- 47:[PialArea5<0.385581404] yes=95,no=96,missing=95,gain=0.0809702873,cover=20
- 95:leaf=-0.00214778725,cover=0
- 96:leaf=0.00393137103,cover=0
- 48:[LGI5<2.66519833] yes=97,no=98,missing=98,gain=0.255085349,cover=47
- 97:leaf=0.00608369429,cover=0
- 98:leaf=0.0158521682,cover=0
- 24:[Area5<0.513795495] yes=49,no=50,missing=49,gain=0.966131568,cover=28506
- 49:[Pol<93.3357697] yes=99,no=100,missing=99,gain=0.916165411,cover=48
- 99:leaf=0.0166870337,cover=0
- 100:leaf=0.00203255494,cover=0
- 50:[Area5<0.864337862] yes=101,no=102,missing=102,gain=0.927819371,cover=28458
- 101:leaf=-0.000213519976,cover=0
- 102:leaf=0.0016131876,cover=0
- 12:[Pol<87.3220139] yes=25,no=26,missing=25,gain=1.72986579,cover=2826
- 25:[PialCurv5<0.255337358] yes=51,no=52,missing=51,gain=1.277246,cover=155
- 51:[Area5<0.776627541] yes=103,no=104,missing=104,gain=0.763564587,cover=67
- 103:leaf=-0.00755793462,cover=0
- 104:leaf=-0.018735623,cover=0
- 52:[Area5<0.726017833] yes=105,no=106,missing=106,gain=0.219684482,cover=88
- 105:leaf=-0.00562650291,cover=0
- 106:leaf=-0.000627893081,cover=0
- 26:[Ecc<9.38688755] yes=53,no=54,missing=54,gain=1.53962898,cover=2671
- 53:[Pol<103.851685] yes=107,no=108,missing=107,gain=0.945363283,cover=896
- 107:leaf=-0.00395926647,cover=0
- 108:leaf=0.000354057091,cover=0
- 54:[PialCurv5<0.171042696] yes=109,no=110,missing=109,gain=2.02571225,cover=1775
- 109:leaf=0.00525486795,cover=0
- 110:leaf=-0.00116085762,cover=0
- 6:[LGI5<2.53029394] yes=13,no=14,missing=13,gain=1.62111688,cover=149029
- 13:[Pol<113.394409] yes=27,no=28,missing=28,gain=0.295637846,cover=341
- 27:[Ecc<11.8489361] yes=55,no=56,missing=56,gain=0.252135158,cover=302
- 55:[PialCurv5<0.329096764] yes=111,no=112,missing=111,gain=0.135854661,cover=9
- 111:leaf=0.0049357852,cover=0
- 112:leaf=-0.00792969298,cover=0
- 56:[Area5<0.690371037] yes=113,no=114,missing=114,gain=0.198358417,cover=293
- 113:leaf=0.00494392682,cover=0
- 114:leaf=0.00223905314,cover=0
- 28:[Area5<0.703760326] yes=57,no=58,missing=57,gain=0.336908162,cover=39
- 57:[LGI5<2.52320862] yes=115,no=116,missing=115,gain=0.0381292105,cover=17
- 115:leaf=0.0133011388,cover=0
- 116:leaf=0.00150880811,cover=0
- 58:[Curv5<0.143178418] yes=117,no=118,missing=117,gain=0.0476417467,cover=22
- 117:leaf=0.00119389209,cover=0
- 118:leaf=0.00590567477,cover=0
- 14:[LGI5<2.75211287] yes=29,no=30,missing=29,gain=2.48139405,cover=148688
- 29:[PialArea5<0.467676282] yes=59,no=60,missing=59,gain=2.66555882,cover=3905
- 59:[PialCurv5<0.382664889] yes=119,no=120,missing=119,gain=1.52540255,cover=3587
- 119:leaf=-0.00214495952,cover=0
- 120:leaf=0.000181402997,cover=0
- 60:[Curv5<0.10516572] yes=121,no=122,missing=121,gain=0.598024368,cover=318
- 121:leaf=0.00589576736,cover=0
- 122:leaf=0.00146812841,cover=0
- 30:[Pol<33.3267784] yes=61,no=62,missing=61,gain=1.5364759,cover=144783
- 61:[Curv5<0.166947007] yes=123,no=124,missing=123,gain=0.518973112,cover=864
- 123:leaf=-0.002852245,cover=0
- 124:leaf=-0.000282062421,cover=0
- 62:[Pol<50.9985542] yes=125,no=126,missing=125,gain=1.56247044,cover=143919
- 125:leaf=0.00136148639,cover=0
- 126:leaf=0.000135825321,cover=0
-booster[1089]:
-0:[PialArea5<0.811158121] yes=1,no=2,missing=2,gain=0.189294606,cover=5124388
- 1:[Area5<0.780320704] yes=3,no=4,missing=4,gain=0.899981737,cover=2722535
- 3:[MidArea5<0.72893405] yes=7,no=8,missing=8,gain=0.883241534,cover=2537689
- 7:[LGI5<3.38720298] yes=15,no=16,missing=15,gain=0.82295233,cover=2325610
- 15:[LGI5<3.26095963] yes=31,no=32,missing=31,gain=2.27467299,cover=2100049
- 31:[LGI5<3.23945832] yes=63,no=64,missing=63,gain=1.57981133,cover=1968493
- 63:leaf=-6.32887532e-06,cover=0
- 64:leaf=-0.000393642433,cover=0
- 32:[Ecc<12.9325523] yes=65,no=66,missing=66,gain=4.04874468,cover=131556
- 65:leaf=0.000744119927,cover=0
- 66:leaf=6.09350864e-05,cover=0
- 16:[Sulc0<0.0294309072] yes=33,no=34,missing=33,gain=2.60073996,cover=225561
- 33:[Pol<135.419098] yes=67,no=68,missing=68,gain=4.00992155,cover=55716
- 67:leaf=0.000564301095,cover=0
- 68:leaf=-0.000293113495,cover=0
- 34:[Pol<143.237381] yes=69,no=70,missing=70,gain=4.26505375,cover=169845
- 69:leaf=-0.000243217597,cover=0
- 70:leaf=0.00113003817,cover=0
- 8:[Sulc0<0.676033437] yes=17,no=18,missing=17,gain=1.3955003,cover=212079
- 17:[LGI5<2.93433285] yes=35,no=36,missing=36,gain=1.46403074,cover=210173
- 35:[Ecc<7.59607029] yes=71,no=72,missing=71,gain=2.69346523,cover=117064
- 71:leaf=-0.000179602546,cover=0
- 72:leaf=0.000328149472,cover=0
- 36:[LGI5<3.78836131] yes=73,no=74,missing=73,gain=1.64817262,cover=93109
- 73:leaf=-0.000311830343,cover=0
- 74:leaf=0.000915480021,cover=0
- 18:[Pol<73.3354874] yes=37,no=38,missing=37,gain=1.80489802,cover=1906
- 37:[LGI5<3.70550299] yes=75,no=76,missing=75,gain=2.15600228,cover=1069
- 75:leaf=0.00201485748,cover=0
- 76:leaf=0.011349651,cover=0
- 38:[PialCurv5<0.336333007] yes=77,no=78,missing=77,gain=1.99313045,cover=837
- 77:leaf=-0.000759805029,cover=0
- 78:leaf=0.0228977408,cover=0
- 4:[PialCurv5<0.0285326894] yes=9,no=10,missing=9,gain=1.43167365,cover=184846
- 9:[Sulc0<-0.0172607526] yes=19,no=20,missing=19,gain=4.17774582,cover=16014
- 19:[LGI5<2.81359315] yes=39,no=40,missing=40,gain=3.88195562,cover=10738
- 39:[Ecc<5.85121489] yes=79,no=80,missing=79,gain=5.58072758,cover=6559
- 79:leaf=7.30706015e-05,cover=0
- 80:leaf=0.0033403018,cover=0
- 40:[Ecc<6.2938199] yes=81,no=82,missing=81,gain=4.57524538,cover=4179
- 81:leaf=-0.00769645721,cover=0
- 82:leaf=-0.000571566634,cover=0
- 20:[Curv5<0.107059956] yes=41,no=42,missing=41,gain=2.71388149,cover=5276
- 41:[PialArea5<0.571868718] yes=83,no=84,missing=83,gain=3.4856329,cover=5160
- 83:leaf=-0.00699303159,cover=0
- 84:leaf=-0.00135880488,cover=0
- 42:[Ecc<5.46745825] yes=85,no=86,missing=86,gain=1.47902203,cover=116
- 85:leaf=-0.00935673155,cover=0
- 86:leaf=0.00803815108,cover=0
- 10:[Sulc0<-0.27863887] yes=21,no=22,missing=21,gain=2.35227394,cover=168832
- 21:[Pol<172.695618] yes=43,no=44,missing=43,gain=2.33675385,cover=3078
- 43:[MidArea5<0.721430659] yes=87,no=88,missing=87,gain=2.98489738,cover=2685
- 87:leaf=-0.00522446632,cover=0
- 88:leaf=-0.000954582065,cover=0
- 44:[Ecc<13.8847265] yes=89,no=90,missing=90,gain=1.27415669,cover=393
- 89:leaf=0.00343136233,cover=0
- 90:leaf=-0.00519096991,cover=0
- 22:[Sulc0<0.20153527] yes=45,no=46,missing=45,gain=2.60621238,cover=165754
- 45:[Ecc<6.22534323] yes=91,no=92,missing=91,gain=3.91358852,cover=25715
- 91:leaf=9.65844083e-06,cover=0
- 92:leaf=0.00124329829,cover=0
- 46:[Area5<0.827407002] yes=93,no=94,missing=93,gain=1.48197985,cover=140039
- 93:leaf=-2.8704093e-05,cover=0
- 94:leaf=0.000322375388,cover=0
- 2:[MidArea5<0.592231214] yes=5,no=6,missing=5,gain=0.656614065,cover=2401853
- 5:[PialCurv5<-0.144106165] yes=11,no=12,missing=12,gain=0.286614895,cover=512
- 11:[PialArea5<0.829066753] yes=23,no=24,missing=23,gain=0.154333949,cover=200
- 23:[MidArea5<0.590346038] yes=47,no=48,missing=47,gain=0.0951740146,cover=148
- 47:[Pol<172.045227] yes=95,no=96,missing=95,gain=0.108705536,cover=121
- 95:leaf=0.000673784059,cover=0
- 96:leaf=-0.00374501641,cover=0
- 48:[Pol<167.338547] yes=97,no=98,missing=97,gain=0.0385923162,cover=27
- 97:leaf=-0.00389869208,cover=0
- 98:leaf=0.00116178044,cover=0
- 24:[Ecc<2.54464626] yes=49,no=50,missing=49,gain=0.163598686,cover=52
- 49:[Sulc0<-0.998678327] yes=99,no=100,missing=99,gain=0.114898205,cover=17
- 99:leaf=0.0105432076,cover=0
- 100:leaf=0.00222952361,cover=0
- 50:[Curv5<-0.297558427] yes=101,no=102,missing=101,gain=0.0432399511,cover=35
- 101:leaf=0.00179316755,cover=0
- 102:leaf=-0.00186456449,cover=0
- 12:[PialCurv5<-0.10074953] yes=25,no=26,missing=25,gain=0.289907575,cover=312
- 25:[Ecc<6.16403294] yes=51,no=52,missing=51,gain=0.309541464,cover=295
- 51:[Ecc<2.02168798] yes=103,no=104,missing=104,gain=0.363042355,cover=277
- 103:leaf=0.00161042926,cover=0
- 104:leaf=0.00524616102,cover=0
- 52:[Ecc<6.58772182] yes=105,no=106,missing=105,gain=0.0248789489,cover=18
- 105:leaf=-7.00930759e-05,cover=0
- 106:leaf=-0.00419309502,cover=0
- 26:[PialCurv5<-0.0839454681] yes=53,no=54,missing=53,gain=0.172694966,cover=17
- 53:[Curv5<-0.26661092] yes=107,no=108,missing=107,gain=0.111843288,cover=14
- 107:leaf=0.00222508609,cover=0
- 108:leaf=-0.0079535665,cover=0
- 54:[Ecc<0.889730632] yes=109,no=110,missing=109,gain=0.00461221114,cover=3
- 109:leaf=0.00135070086,cover=0
- 110:leaf=0.00720018987,cover=0
- 6:[Area5<0.894858658] yes=13,no=14,missing=13,gain=0.631245494,cover=2401341
- 13:[Sulc0<0.830503881] yes=27,no=28,missing=27,gain=0.713353753,cover=2355885
- 27:[Pol<165.944183] yes=55,no=56,missing=55,gain=0.652398467,cover=2355751
- 55:[Curv5<-0.0708468556] yes=111,no=112,missing=111,gain=1.32394254,cover=2039890
- 111:leaf=2.66362918e-06,cover=0
- 112:leaf=0.000101215592,cover=0
- 56:[Sulc0<0.308185816] yes=113,no=114,missing=113,gain=2.9957068,cover=315861
- 113:leaf=-4.36361406e-05,cover=0
- 114:leaf=-0.00241807429,cover=0
- 28:[LGI5<3.26095963] yes=57,no=58,missing=57,gain=0.953984022,cover=134
- 57:[Area5<0.792350233] yes=115,no=116,missing=115,gain=0.46841979,cover=63
- 115:leaf=0.014045394,cover=0
- 116:leaf=0.0048326496,cover=0
- 58:[LGI5<3.84897733] yes=117,no=118,missing=117,gain=0.961660624,cover=71
- 117:leaf=-0.0030046918,cover=0
- 118:leaf=0.0119957915,cover=0
- 14:[LGI5<2.19753051] yes=29,no=30,missing=30,gain=1.11394739,cover=45456
- 29:[Pol<168.023468] yes=59,no=60,missing=59,gain=0.320144415,cover=192
- 59:[PialArea5<1.0952065] yes=119,no=120,missing=119,gain=0.328505278,cover=178
- 119:leaf=0.00559852738,cover=0
- 120:leaf=0.000912458578,cover=0
- 60:[Ecc<0.295587689] yes=121,no=122,missing=121,gain=0.372209191,cover=14
- 121:leaf=0.0127125159,cover=0
- 122:leaf=-0.00694455579,cover=0
- 30:[LGI5<2.23211861] yes=61,no=62,missing=61,gain=1.72378683,cover=45264
- 61:[PialCurv5<-0.019163372] yes=123,no=124,missing=123,gain=1.01287758,cover=176
- 123:leaf=-0.0022462674,cover=0
- 124:leaf=-0.0101464326,cover=0
- 62:[LGI5<3.51961541] yes=125,no=126,missing=125,gain=1.09951758,cover=45088
- 125:leaf=-0.000106524189,cover=0
- 126:leaf=-0.00110948028,cover=0
-booster[1090]:
-0:[Pol<134.743088] yes=1,no=2,missing=2,gain=0.172735512,cover=5124388
- 1:[LGI5<2.13090348] yes=3,no=4,missing=4,gain=0.903479636,cover=3772016
- 3:[Ecc<0.567370772] yes=7,no=8,missing=8,gain=1.42910933,cover=13937
- 7:[MidArea5<0.864058435] yes=15,no=16,missing=15,gain=4.8148222,cover=1307
- 15:[MidArea5<0.703235805] yes=31,no=32,missing=31,gain=1.77477956,cover=1073
- 31:[Curv5<-0.0226651002] yes=63,no=64,missing=63,gain=1.34628808,cover=590
- 63:leaf=-0.00210921629,cover=0
- 64:leaf=0.00343574514,cover=0
- 32:[Curv5<-0.0598238073] yes=65,no=66,missing=66,gain=1.63774824,cover=483
- 65:leaf=-0.00378684863,cover=0
- 66:leaf=-0.0129761938,cover=0
- 16:[PialCurv5<-0.0819871053] yes=33,no=34,missing=33,gain=2.49520206,cover=234
- 33:[Pol<116.093399] yes=67,no=68,missing=67,gain=1.04165566,cover=125
- 67:leaf=-0.00112763944,cover=0
- 68:leaf=0.0133317187,cover=0
- 34:[Sulc0<-0.738139331] yes=69,no=70,missing=69,gain=1.21518993,cover=109
- 69:leaf=0.00723507255,cover=0
- 70:leaf=0.0188966431,cover=0
- 8:[PialCurv5<0.24610664] yes=17,no=18,missing=17,gain=1.31165338,cover=12630
- 17:[PialCurv5<-0.0595124774] yes=35,no=36,missing=35,gain=1.26281023,cover=11354
- 35:[MidArea5<0.521771789] yes=71,no=72,missing=71,gain=1.67821705,cover=6014
- 71:leaf=0.00542007433,cover=0
- 72:leaf=9.85993684e-05,cover=0
- 36:[Sulc0<-0.714205623] yes=73,no=74,missing=73,gain=3.33406949,cover=5340
- 73:leaf=0.00544364983,cover=0
- 74:leaf=0.00091366237,cover=0
- 18:[Ecc<4.13769388] yes=37,no=38,missing=37,gain=4.06763363,cover=1276
- 37:[Ecc<2.07756257] yes=75,no=76,missing=75,gain=0.966023266,cover=945
- 75:leaf=0.00488380576,cover=0
- 76:leaf=9.96910894e-05,cover=0
- 38:[Pol<106.604004] yes=77,no=78,missing=77,gain=0.586762905,cover=331
- 77:leaf=-0.00459939055,cover=0
- 78:leaf=-0.00978048798,cover=0
- 4:[Curv5<-0.194365487] yes=9,no=10,missing=9,gain=0.884698451,cover=3758079
- 9:[Pol<21.2328167] yes=19,no=20,missing=20,gain=2.40138578,cover=646218
- 19:[Area5<0.666510165] yes=39,no=40,missing=39,gain=2.29264021,cover=232228
- 39:[Ecc<11.5171156] yes=79,no=80,missing=79,gain=2.02323985,cover=129893
- 79:leaf=0.000235237807,cover=0
- 80:leaf=-0.000161472795,cover=0
- 40:[PialArea5<0.955112517] yes=81,no=82,missing=81,gain=2.7314496,cover=102335
- 81:leaf=-0.000794538762,cover=0
- 82:leaf=-0.000134731585,cover=0
- 20:[MidArea5<0.818603933] yes=41,no=42,missing=41,gain=5.16773701,cover=413990
- 41:[PialCurv5<-0.0905637741] yes=83,no=84,missing=84,gain=3.66454816,cover=264061
- 83:leaf=-6.48529458e-05,cover=0
- 84:leaf=0.000676685886,cover=0
- 42:[Ecc<3.29132295] yes=85,no=86,missing=85,gain=5.912992,cover=149929
- 85:leaf=-7.0470931e-05,cover=0
- 86:leaf=0.000585774076,cover=0
- 10:[PialCurv5<-0.120663248] yes=21,no=22,missing=22,gain=3.35464382,cover=3111861
- 21:[Curv5<-0.0963523984] yes=43,no=44,missing=43,gain=6.59264374,cover=59770
- 43:[Ecc<4.94054604] yes=87,no=88,missing=87,gain=4.17849779,cover=57766
- 87:leaf=0.000922249106,cover=0
- 88:leaf=6.7218054e-05,cover=0
- 44:[Pol<50.1003532] yes=89,no=90,missing=89,gain=3.09568691,cover=2004
- 89:leaf=-0.00540237501,cover=0
- 90:leaf=-0.00115024077,cover=0
- 22:[Sulc0<-0.137935251] yes=45,no=46,missing=45,gain=2.62699199,cover=3052091
- 45:[Ecc<3.22716212] yes=91,no=92,missing=91,gain=5.35826015,cover=1079848
- 91:leaf=5.6416251e-05,cover=0
- 92:leaf=-0.000173895955,cover=0
- 46:[Ecc<2.48523927] yes=93,no=94,missing=93,gain=2.17260194,cover=1972243
- 93:leaf=-0.000242709415,cover=0
- 94:leaf=1.99603655e-05,cover=0
- 2:[LGI5<2.13090348] yes=5,no=6,missing=6,gain=1.68496418,cover=1352372
- 5:[Sulc0<-0.15955846] yes=11,no=12,missing=11,gain=1.66393578,cover=6079
- 11:[PialArea5<1.31770575] yes=23,no=24,missing=23,gain=1.4807241,cover=5862
- 23:[MidArea5<0.615840912] yes=47,no=48,missing=47,gain=1.41011977,cover=5848
- 47:[PialCurv5<-0.0999256745] yes=95,no=96,missing=95,gain=1.90192962,cover=1824
- 95:leaf=-0.00235500163,cover=0
- 96:leaf=0.00118281099,cover=0
- 48:[PialCurv5<0.0308136549] yes=97,no=98,missing=98,gain=4.49521399,cover=4024
- 97:leaf=-0.00109689799,cover=0
- 98:leaf=-0.00788307097,cover=0
- 24:[Ecc<1.57116413] yes=49,no=50,missing=49,gain=0.126857281,cover=14
- 49:[Pol<149.072266] yes=99,no=100,missing=100,gain=0.0235191584,cover=11
- 99:leaf=0.00659869565,cover=0
- 100:leaf=0.0185274687,cover=0
- 50:leaf=0.00392113021,cover=0
- 12:[Area5<0.567154288] yes=25,no=26,missing=25,gain=3.41946411,cover=217
- 25:[MidArea5<0.548060238] yes=51,no=52,missing=52,gain=0.0690023899,cover=17
- 51:leaf=-0.019860778,cover=0
- 52:leaf=-0.00927016139,cover=0
- 26:[Curv5<0.0736173838] yes=53,no=54,missing=53,gain=3.34498429,cover=200
- 53:[MidArea5<0.605162561] yes=101,no=102,missing=101,gain=3.32706404,cover=107
- 101:leaf=0.025495559,cover=0
- 102:leaf=0.005788262,cover=0
- 54:[PialCurv5<0.131570891] yes=103,no=104,missing=103,gain=1.04329681,cover=93
- 103:leaf=-0.0141977444,cover=0
- 104:leaf=0.000591340999,cover=0
- 6:[Ecc<12.9325523] yes=13,no=14,missing=13,gain=1.60982132,cover=1346293
- 13:[Sulc0<0.235979095] yes=27,no=28,missing=27,gain=9.4222765,cover=882667
- 27:[PialCurv5<-0.0999256745] yes=55,no=56,missing=56,gain=5.61814976,cover=876990
- 55:[PialArea5<0.811158121] yes=105,no=106,missing=105,gain=3.38093019,cover=359057
- 105:leaf=0.000200249997,cover=0
- 106:leaf=-0.000164094075,cover=0
- 56:[Ecc<0.999059319] yes=107,no=108,missing=108,gain=6.84121799,cover=517933
- 107:leaf=-0.00022653109,cover=0
- 108:leaf=0.000259010063,cover=0
- 28:[Curv5<0.114925429] yes=57,no=58,missing=57,gain=8.74969959,cover=5677
- 57:[Pol<142.520569] yes=109,no=110,missing=109,gain=3.41687965,cover=1718
- 109:leaf=-0.00312737306,cover=0
- 110:leaf=-0.00768398633,cover=0
- 58:[LGI5<3.13786864] yes=111,no=112,missing=112,gain=1.18811154,cover=3959
- 111:leaf=-0.000965254789,cover=0
- 112:leaf=0.00193159468,cover=0
- 14:[LGI5<2.49262404] yes=29,no=30,missing=30,gain=4.91306448,cover=463626
- 29:[LGI5<2.32164335] yes=59,no=60,missing=60,gain=2.35312176,cover=1198
- 59:[Area5<0.731406808] yes=113,no=114,missing=113,gain=0.689001441,cover=200
- 113:leaf=0.00383362151,cover=0
- 114:leaf=-0.00228775479,cover=0
- 60:[Pol<165.239029] yes=115,no=116,missing=116,gain=2.59321928,cover=998
- 115:leaf=-0.00280320155,cover=0
- 116:leaf=-0.0087647913,cover=0
- 30:[Curv5<0.0257103238] yes=61,no=62,missing=62,gain=4.99624586,cover=462428
- 61:[Curv5<-0.119937547] yes=117,no=118,missing=117,gain=6.44096851,cover=409934
- 117:leaf=2.88031861e-05,cover=0
- 118:leaf=-0.00039638087,cover=0
- 62:[PialCurv5<0.0495097227] yes=119,no=120,missing=119,gain=10.3962059,cover=52494
- 119:leaf=0.00231621321,cover=0
- 120:leaf=0.000151302578,cover=0
-booster[1091]:
-0:[PialArea5<0.811158121] yes=1,no=2,missing=2,gain=0.19982107,cover=5124388
- 1:[Area5<0.770300686] yes=3,no=4,missing=3,gain=0.823490381,cover=2722535
- 3:[MidArea5<0.770541191] yes=7,no=8,missing=7,gain=0.772927403,cover=2483607
- 7:[Pol<160.869751] yes=15,no=16,missing=16,gain=0.660669565,cover=2467209
- 15:[Sulc0<-0.407819748] yes=31,no=32,missing=31,gain=1.6577431,cover=2264964
- 31:[Ecc<0.999059319] yes=61,no=62,missing=61,gain=3.61480474,cover=373620
- 61:leaf=0.000194868117,cover=0
- 62:leaf=-0.000196440131,cover=0
- 32:[LGI5<3.33878016] yes=63,no=64,missing=63,gain=1.57865894,cover=1891344
- 63:leaf=1.37923726e-05,cover=0
- 64:leaf=-0.000119930519,cover=0
- 16:[Curv5<-0.0816265643] yes=33,no=34,missing=33,gain=2.87287092,cover=202245
- 33:[Ecc<22.0897732] yes=65,no=66,missing=65,gain=7.2333622,cover=76783
- 65:leaf=0.00055931852,cover=0
- 66:leaf=-0.000640079379,cover=0
- 34:[Ecc<18.8860435] yes=67,no=68,missing=67,gain=8.09695911,cover=125462
- 67:leaf=-0.000159490126,cover=0
- 68:leaf=0.00186449755,cover=0
- 8:[Pol<169.412277] yes=17,no=18,missing=17,gain=1.96419954,cover=16398
- 17:[Ecc<0.943656743] yes=35,no=36,missing=36,gain=0.696826458,cover=15790
- 35:[Curv5<-0.0708468556] yes=69,no=70,missing=69,gain=0.784407675,cover=202
- 69:leaf=-0.00954097696,cover=0
- 70:leaf=-0.00163634983,cover=0
- 36:[Pol<168.718765] yes=71,no=72,missing=72,gain=0.751745939,cover=15588
- 71:leaf=-0.000229761659,cover=0
- 72:leaf=0.00769285206,cover=0
- 18:[Ecc<19.7764034] yes=37,no=38,missing=37,gain=1.12504196,cover=608
- 37:[Ecc<12.1917515] yes=73,no=74,missing=73,gain=0.927920341,cover=500
- 73:leaf=-0.0025991553,cover=0
- 74:leaf=-0.00716488808,cover=0
- 38:[PialCurv5<-0.123133563] yes=75,no=76,missing=75,gain=0.751939774,cover=108
- 75:leaf=-0.00759510836,cover=0
- 76:leaf=0.00334716961,cover=0
- 4:[Pol<18.1680222] yes=9,no=10,missing=9,gain=1.87047875,cover=238928
- 9:[LGI5<3.29043651] yes=19,no=20,missing=19,gain=3.98139763,cover=3559
- 19:[LGI5<3.1900804] yes=39,no=40,missing=39,gain=2.20662951,cover=2903
- 39:[Ecc<7.95697832] yes=77,no=78,missing=77,gain=2.54346299,cover=2573
- 77:leaf=-0.00334625295,cover=0
- 78:leaf=-0.000115512346,cover=0
- 40:[PialCurv5<-0.00372259994] yes=79,no=80,missing=79,gain=2.42029047,cover=330
- 79:leaf=-0.00944859907,cover=0
- 80:leaf=-0.00081829814,cover=0
- 20:[Ecc<6.87229633] yes=41,no=42,missing=41,gain=3.93118286,cover=656
- 41:[Pol<12.2267933] yes=81,no=82,missing=81,gain=0.872567177,cover=6
- 81:leaf=0.0469524041,cover=0
- 82:leaf=-0.00178452733,cover=0
- 42:[LGI5<3.74316525] yes=83,no=84,missing=83,gain=2.29257202,cover=650
- 83:leaf=0.00294977776,cover=0
- 84:leaf=-0.0077222297,cover=0
- 10:[Pol<57.8577347] yes=21,no=22,missing=21,gain=2.55436087,cover=235369
- 21:[Ecc<2.97906685] yes=43,no=44,missing=43,gain=6.18503952,cover=21520
- 43:[Ecc<0.45941934] yes=85,no=86,missing=85,gain=1.82640457,cover=539
- 85:leaf=0.00161048758,cover=0
- 86:leaf=-0.00601176545,cover=0
- 44:[LGI5<2.64649582] yes=87,no=88,missing=88,gain=8.63996124,cover=20981
- 87:leaf=0.00694170361,cover=0
- 88:leaf=0.000585431408,cover=0
- 22:[Sulc0<-0.782470584] yes=45,no=46,missing=46,gain=2.19496155,cover=213849
- 45:[Ecc<0.353712648] yes=89,no=90,missing=90,gain=2.28347015,cover=502
- 89:leaf=-0.00783632509,cover=0
- 90:leaf=0.00435248343,cover=0
- 46:[Sulc0<-0.338601172] yes=91,no=92,missing=91,gain=2.54077053,cover=213347
- 91:leaf=-0.000907400914,cover=0
- 92:leaf=6.81006859e-05,cover=0
- 2:[MidArea5<0.586498976] yes=5,no=6,missing=5,gain=0.607356846,cover=2401853
- 5:[Curv5<-0.214297205] yes=11,no=12,missing=12,gain=0.271365583,cover=241
- 11:[LGI5<2.69973111] yes=23,no=24,missing=24,gain=0.157159775,cover=230
- 23:[Curv5<-0.245563462] yes=47,no=48,missing=47,gain=0.0787192583,cover=218
- 47:[Curv5<-0.26388669] yes=93,no=94,missing=93,gain=0.150236964,cover=171
- 93:leaf=0.00263511157,cover=0
- 94:leaf=-0.00109077839,cover=0
- 48:[Ecc<1.96654522] yes=95,no=96,missing=95,gain=0.136829048,cover=47
- 95:leaf=-0.000605874287,cover=0
- 96:leaf=0.00569435582,cover=0
- 24:[PialArea5<0.81902951] yes=49,no=50,missing=49,gain=0.0160220973,cover=12
- 49:leaf=-0.0052061039,cover=0
- 50:[Curv5<-0.282992184] yes=97,no=98,missing=97,gain=0.00487848045,cover=7
- 97:leaf=-0.00211527362,cover=0
- 98:leaf=0.000522430753,cover=0
- 12:[Ecc<4.00532722] yes=25,no=26,missing=25,gain=0.0284681916,cover=11
- 25:[PialArea5<0.813682437] yes=51,no=52,missing=52,gain=0.0156872571,cover=9
- 51:leaf=0.00400506658,cover=0
- 52:leaf=0.012296428,cover=0
- 26:leaf=0.00268367934,cover=0
- 6:[Area5<0.864337862] yes=13,no=14,missing=13,gain=0.583145201,cover=2401612
- 13:[PialArea5<1.57955706] yes=27,no=28,missing=28,gain=0.783100963,cover=2326450
- 27:[MidArea5<1.1557827] yes=53,no=54,missing=54,gain=1.6473552,cover=2313022
- 53:[Sulc0<0.610343635] yes=99,no=100,missing=100,gain=0.720230818,cover=2307275
- 99:leaf=1.3968106e-05,cover=0
- 100:leaf=0.000958041288,cover=0
- 54:[Area5<0.805150867] yes=101,no=102,missing=101,gain=1.80101609,cover=5747
- 101:leaf=0.00227089017,cover=0
- 102:leaf=0.000306113972,cover=0
- 28:[PialCurv5<-0.058241725] yes=55,no=56,missing=56,gain=2.787395,cover=13428
- 55:[Curv5<-0.200394869] yes=103,no=104,missing=104,gain=3.36352563,cover=13067
- 103:leaf=-0.00122859247,cover=0
- 104:leaf=0.000408791209,cover=0
- 56:[LGI5<2.37224698] yes=105,no=106,missing=106,gain=2.01215768,cover=361
- 105:leaf=0.000225002063,cover=0
- 106:leaf=-0.00751802837,cover=0
- 14:[Curv5<-0.215837389] yes=29,no=30,missing=30,gain=1.22313094,cover=75162
- 29:[LGI5<2.57675576] yes=57,no=58,missing=57,gain=2.30205703,cover=8687
- 57:[Pol<149.795395] yes=107,no=108,missing=108,gain=1.6710031,cover=1367
- 107:leaf=0.00161041936,cover=0
- 108:leaf=0.00666638976,cover=0
- 58:[Ecc<4.27275372] yes=109,no=110,missing=109,gain=2.10834265,cover=7320
- 109:leaf=0.0034186237,cover=0
- 110:leaf=-0.000136323666,cover=0
- 30:[Ecc<8.17402458] yes=59,no=60,missing=59,gain=1.49068832,cover=66475
- 59:[PialCurv5<-0.167439327] yes=111,no=112,missing=111,gain=2.50820398,cover=33251
- 111:leaf=0.00735412166,cover=0
- 112:leaf=-0.000460591167,cover=0
- 60:[LGI5<2.80243301] yes=113,no=114,missing=113,gain=2.51320505,cover=33224
- 113:leaf=0.00136872835,cover=0
- 114:leaf=-0.000104866682,cover=0
-booster[1092]:
-0:[PialArea5<0.81902951] yes=1,no=2,missing=2,gain=0.180534005,cover=5124388
- 1:[Pol<56.1920547] yes=3,no=4,missing=3,gain=0.783361614,cover=2785087
- 3:[Area5<0.703760326] yes=7,no=8,missing=7,gain=3.64431286,cover=285898
- 7:[Ecc<5.27515984] yes=15,no=16,missing=15,gain=3.61491704,cover=196271
- 15:[Ecc<2.13501525] yes=31,no=32,missing=32,gain=7.35663319,cover=60506
- 31:[LGI5<2.25075769] yes=63,no=64,missing=63,gain=4.02635574,cover=39305
- 63:leaf=0.00104330375,cover=0
- 64:leaf=-0.000351776951,cover=0
- 32:[Ecc<3.29132295] yes=65,no=66,missing=65,gain=9.24037266,cover=21201
- 65:leaf=0.00243329513,cover=0
- 66:leaf=0.000249611185,cover=0
- 16:[PialCurv5<-0.072655201] yes=33,no=34,missing=34,gain=4.31586838,cover=135765
- 33:[LGI5<2.73077893] yes=67,no=68,missing=67,gain=4.68823004,cover=61765
- 67:leaf=-0.000919387385,cover=0
- 68:leaf=0.000298025814,cover=0
- 34:[PialArea5<0.636387587] yes=69,no=70,missing=70,gain=10.4091072,cover=74000
- 69:leaf=0.000445466256,cover=0
- 70:leaf=-0.000843615853,cover=0
- 8:[Ecc<2.97906685] yes=17,no=18,missing=18,gain=6.68133354,cover=89627
- 17:[Area5<0.753010809] yes=35,no=36,missing=35,gain=3.21701622,cover=4252
- 35:[LGI5<2.13090348] yes=71,no=72,missing=71,gain=2.89967608,cover=3088
- 71:leaf=0.00969427265,cover=0
- 72:leaf=-0.000979592442,cover=0
- 36:[Ecc<0.45941934] yes=73,no=74,missing=73,gain=2.83090925,cover=1164
- 73:leaf=0.00199384708,cover=0
- 74:leaf=-0.00487919291,cover=0
- 18:[LGI5<2.56467891] yes=37,no=38,missing=37,gain=15.2740107,cover=85375
- 37:[Pol<20.2198563] yes=75,no=76,missing=76,gain=13.8375645,cover=2302
- 75:leaf=-0.00103110832,cover=0
- 76:leaf=0.00718843658,cover=0
- 38:[Ecc<22.4429302] yes=77,no=78,missing=78,gain=3.72449923,cover=83073
- 77:leaf=-0.000255213497,cover=0
- 78:leaf=0.000514167477,cover=0
- 4:[Sulc0<-0.463317156] yes=9,no=10,missing=10,gain=1.2482233,cover=2499189
- 9:[Curv5<-0.104371414] yes=19,no=20,missing=20,gain=7.39600277,cover=327728
- 19:[Area5<0.770300686] yes=39,no=40,missing=39,gain=3.51334023,cover=230475
- 39:[Pol<159.435425] yes=79,no=80,missing=79,gain=2.81784081,cover=229143
- 79:leaf=-7.72333005e-05,cover=0
- 80:leaf=0.000315237034,cover=0
- 40:[Ecc<0.406764686] yes=81,no=82,missing=82,gain=2.23691916,cover=1332
- 81:leaf=-0.00561774196,cover=0
- 82:leaf=0.00311386376,cover=0
- 20:[Pol<89.1530609] yes=41,no=42,missing=41,gain=12.0528002,cover=97253
- 41:[Area5<0.654657125] yes=83,no=84,missing=84,gain=10.0947952,cover=18883
- 83:leaf=-0.00065878476,cover=0
- 84:leaf=-0.00301597873,cover=0
- 42:[Ecc<4.33753681] yes=85,no=86,missing=85,gain=10.6183434,cover=78370
- 85:leaf=0.00011724895,cover=0
- 86:leaf=-0.00126545515,cover=0
- 10:[Ecc<2.19188094] yes=21,no=22,missing=21,gain=1.43601477,cover=2171461
- 21:[Area5<0.453641325] yes=43,no=44,missing=43,gain=2.96819305,cover=161511
- 43:[PialCurv5<-0.115016438] yes=87,no=88,missing=88,gain=3.12225795,cover=2950
- 87:leaf=-0.00233950117,cover=0
- 88:leaf=0.00236338284,cover=0
- 44:[Curv5<-0.110226393] yes=89,no=90,missing=90,gain=5.52951431,cover=158561
- 89:leaf=-0.00106783991,cover=0
- 90:leaf=0.000184351156,cover=0
- 22:[Sulc0<-0.181880832] yes=45,no=46,missing=45,gain=1.36208189,cover=2009950
- 45:[Pol<127.133438] yes=91,no=92,missing=91,gain=8.57614994,cover=246025
- 91:leaf=-0.000450960884,cover=0
- 92:leaf=0.000142249657,cover=0
- 46:[Pol<158.709351] yes=93,no=94,missing=93,gain=1.8475889,cover=1763925
- 93:leaf=8.8398765e-06,cover=0
- 94:leaf=-0.000296422048,cover=0
- 2:[MidArea5<0.595963955] yes=5,no=6,missing=5,gain=0.700695276,cover=2339301
- 5:[LGI5<2.41354537] yes=11,no=12,missing=12,gain=0.212427318,cover=427
- 11:[Ecc<4.00532722] yes=23,no=24,missing=23,gain=0.150287509,cover=232
- 23:[Pol<71.0996552] yes=47,no=48,missing=47,gain=0.203311205,cover=184
- 47:[Sulc0<-0.864702106] yes=95,no=96,missing=95,gain=0.17101033,cover=57
- 95:leaf=0.00398038095,cover=0
- 96:leaf=-0.0032588304,cover=0
- 48:[Ecc<1.26157856] yes=97,no=98,missing=97,gain=0.123386085,cover=127
- 97:leaf=-0.00291342754,cover=0
- 98:leaf=0.00035150192,cover=0
- 24:[Sulc0<-0.864702106] yes=49,no=50,missing=49,gain=0.295879662,cover=48
- 49:[Ecc<6.35379457] yes=99,no=100,missing=99,gain=0.060497392,cover=27
- 99:leaf=0.00124900776,cover=0
- 100:leaf=-0.00408777175,cover=0
- 50:[LGI5<2.30690479] yes=101,no=102,missing=101,gain=0.352234602,cover=21
- 101:leaf=0.000149022351,cover=0
- 102:leaf=0.0130335642,cover=0
- 12:[LGI5<2.69973111] yes=25,no=26,missing=25,gain=0.284902453,cover=195
- 25:[Curv5<-0.292340577] yes=51,no=52,missing=52,gain=0.294881105,cover=175
- 51:[Curv5<-0.350989401] yes=103,no=104,missing=103,gain=0.104531907,cover=58
- 103:leaf=-0.00688416371,cover=0
- 104:leaf=0.00149668904,cover=0
- 52:[Pol<123.059357] yes=105,no=106,missing=106,gain=0.260233998,cover=117
- 105:leaf=0.00125856325,cover=0
- 106:leaf=0.00669980748,cover=0
- 26:[Pol<168.718765] yes=53,no=54,missing=53,gain=0.0160380602,cover=20
- 53:[Ecc<6.92728615] yes=107,no=108,missing=107,gain=0.0161102302,cover=17
- 107:leaf=-0.00234739692,cover=0
- 108:leaf=0.00104925875,cover=0
- 54:leaf=-0.0052511245,cover=0
- 6:[PialCurv5<0.208232641] yes=13,no=14,missing=14,gain=0.6387254,cover=2338874
- 13:[Sulc0<0.995960534] yes=27,no=28,missing=27,gain=0.608936429,cover=2337132
- 27:[Pol<55.3432045] yes=55,no=56,missing=56,gain=0.581459641,cover=2336981
- 55:[Sulc0<0.454035848] yes=109,no=110,missing=109,gain=2.49543285,cover=911919
- 109:leaf=-2.63528964e-05,cover=0
- 110:leaf=0.00112605782,cover=0
- 56:[Ecc<12.5441074] yes=111,no=112,missing=111,gain=2.64722967,cover=1425062
- 111:leaf=-9.38395351e-06,cover=0
- 112:leaf=0.000146477556,cover=0
- 28:[LGI5<3.21727777] yes=57,no=58,missing=57,gain=0.608827174,cover=151
- 57:[LGI5<2.99594808] yes=113,no=114,missing=114,gain=0.117130436,cover=38
- 113:leaf=0.00539383665,cover=0
- 114:leaf=-0.000126452287,cover=0
- 58:[LGI5<3.94193578] yes=115,no=116,missing=115,gain=0.452614546,cover=113
- 115:leaf=-0.00678209541,cover=0
- 116:leaf=0.00051937293,cover=0
- 14:[Sulc0<0.433680743] yes=29,no=30,missing=29,gain=0.666296721,cover=1742
- 29:[LGI5<2.23211861] yes=59,no=60,missing=60,gain=0.635107398,cover=1512
- 59:[Area5<0.730491161] yes=117,no=118,missing=117,gain=0.920239687,cover=33
- 117:leaf=0.0158900116,cover=0
- 118:leaf=-0.000993431779,cover=0
- 60:[Ecc<5.78819752] yes=119,no=120,missing=119,gain=0.556325316,cover=1479
- 119:leaf=-0.00253580068,cover=0
- 120:leaf=-0.000589398376,cover=0
- 30:[Curv5<0.081820026] yes=61,no=62,missing=61,gain=1.08045113,cover=230
- 61:[Pol<104.38549] yes=121,no=122,missing=121,gain=1.19089866,cover=48
- 121:leaf=0.0164343696,cover=0
- 122:leaf=0.00078350259,cover=0
- 62:[LGI5<3.08610082] yes=123,no=124,missing=123,gain=0.225703984,cover=182
- 123:leaf=0.00120372628,cover=0
- 124:leaf=-0.00237594987,cover=0
-booster[1093]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=2,gain=0.1767084,cover=5124388
- 1:[PialArea5<1.4350239] yes=3,no=4,missing=3,gain=0.351814687,cover=5064338
- 3:[Pol<5.08026028] yes=7,no=8,missing=7,gain=0.171541408,cover=5048039
- 7:[Ecc<8.7927618] yes=15,no=16,missing=16,gain=1.98103607,cover=115746
- 15:[Area5<0.771817088] yes=31,no=32,missing=31,gain=2.24762249,cover=48140
- 31:[PialCurv5<0.0771882981] yes=59,no=60,missing=60,gain=2.34609151,cover=39475
- 59:leaf=4.46982558e-05,cover=0
- 60:leaf=-0.00215233187,cover=0
- 32:[PialArea5<1.07926941] yes=61,no=62,missing=61,gain=3.72327662,cover=8665
- 61:leaf=-0.0020389487,cover=0
- 62:leaf=4.07363077e-05,cover=0
- 16:[Ecc<28.7730255] yes=33,no=34,missing=33,gain=2.3341794,cover=67606
- 33:[MidArea5<0.65496558] yes=63,no=64,missing=63,gain=2.94858122,cover=42854
- 63:leaf=-0.000782257353,cover=0
- 64:leaf=0.000596445985,cover=0
- 34:[PialArea5<0.772500634] yes=65,no=66,missing=65,gain=3.80349088,cover=24752
- 65:leaf=0.00154630502,cover=0
- 66:leaf=-0.000378277444,cover=0
- 8:[Curv5<-0.310856104] yes=17,no=18,missing=17,gain=0.268347859,cover=4932293
- 17:[PialArea5<1.03340518] yes=35,no=36,missing=35,gain=1.0184412,cover=93803
- 35:[Area5<0.716575325] yes=67,no=68,missing=68,gain=0.875191927,cover=84819
- 67:leaf=0.000164291356,cover=0
- 68:leaf=-0.000766760553,cover=0
- 36:[LGI5<2.90190363] yes=69,no=70,missing=69,gain=1.4036386,cover=8984
- 69:leaf=-2.433798e-05,cover=0
- 70:leaf=-0.00140106154,cover=0
- 18:[PialCurv5<-0.210138425] yes=37,no=38,missing=38,gain=0.398925245,cover=4838490
- 37:[Pol<174.523148] yes=71,no=72,missing=72,gain=1.51979542,cover=3665
- 71:leaf=0.000668990833,cover=0
- 72:leaf=-0.00634222943,cover=0
- 38:[Area5<0.720017433] yes=73,no=74,missing=73,gain=0.333688676,cover=4834825
- 73:leaf=-1.25243041e-05,cover=0
- 74:leaf=1.58412822e-05,cover=0
- 4:[PialCurv5<-0.0800075978] yes=9,no=10,missing=9,gain=1.77059007,cover=16299
- 9:[Curv5<-0.066452302] yes=19,no=20,missing=19,gain=1.13830209,cover=14470
- 19:[Ecc<14.694541] yes=39,no=40,missing=39,gain=1.11634815,cover=14447
- 39:[PialCurv5<-0.175695807] yes=75,no=76,missing=76,gain=1.04891837,cover=14155
- 75:leaf=-0.00582450954,cover=0
- 76:leaf=6.53237803e-05,cover=0
- 40:[Ecc<29.3556995] yes=77,no=78,missing=78,gain=0.610290289,cover=292
- 77:leaf=-0.00401968043,cover=0
- 78:leaf=0.00244706846,cover=0
- 20:[LGI5<2.54917789] yes=41,no=42,missing=41,gain=0.523660898,cover=23
- 41:[Ecc<0.567370772] yes=79,no=80,missing=80,gain=0.075819768,cover=10
- 79:leaf=-0.00748560717,cover=0
- 80:leaf=0.00102464412,cover=0
- 42:[Ecc<5.53207445] yes=81,no=82,missing=81,gain=0.215854287,cover=13
- 81:leaf=-0.0212471485,cover=0
- 82:leaf=-0.00560959103,cover=0
- 10:[Pol<31.3444195] yes=21,no=22,missing=21,gain=1.03409076,cover=1829
- 21:[Ecc<4.27275372] yes=43,no=44,missing=43,gain=0.995822668,cover=388
- 43:[Ecc<1.3629595] yes=83,no=84,missing=83,gain=1.42049122,cover=328
- 83:leaf=0.000449988729,cover=0
- 84:leaf=-0.00702212239,cover=0
- 44:[LGI5<2.35279679] yes=85,no=86,missing=86,gain=0.660400033,cover=60
- 85:leaf=-0.0177920368,cover=0
- 86:leaf=0.00323591684,cover=0
- 22:[Pol<132.083344] yes=45,no=46,missing=45,gain=1.17638159,cover=1441
- 45:[Sulc0<-0.745069146] yes=87,no=88,missing=88,gain=0.910850108,cover=875
- 87:leaf=-0.00158837903,cover=0
- 88:leaf=0.00163566263,cover=0
- 46:[Pol<156.492447] yes=89,no=90,missing=90,gain=0.874953985,cover=566
- 89:leaf=-0.00525858765,cover=0
- 90:leaf=-0.00124481949,cover=0
- 2:[Curv5<-0.350989401] yes=5,no=6,missing=5,gain=0.502859294,cover=60050
- 5:[Sulc0<-0.911647499] yes=11,no=12,missing=12,gain=0.395893574,cover=39
- 11:[PialCurv5<-0.175695807] yes=23,no=24,missing=23,gain=0.334095269,cover=13
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=0.0256862193,cover=9
- 47:[Ecc<3.60812569] yes=91,no=92,missing=91,gain=0.00123472349,cover=3
- 91:leaf=-0.000889843737,cover=0
- 92:leaf=0.000715762377,cover=0
- 48:[Ecc<5.21075869] yes=93,no=94,missing=93,gain=0.000143952668,cover=6
- 93:leaf=0.00603250694,cover=0
- 94:leaf=0.00168738968,cover=0
- 24:leaf=-0.0118525503,cover=0
- 12:[Pol<11.2407846] yes=25,no=26,missing=25,gain=0.241996646,cover=26
- 25:leaf=0.0160079971,cover=0
- 26:[Ecc<4.73840666] yes=49,no=50,missing=49,gain=0.0724992007,cover=18
- 49:[MidArea5<1.21578133] yes=95,no=96,missing=95,gain=0.020487994,cover=9
- 95:leaf=0.00959352124,cover=0
- 96:leaf=0.00233396678,cover=0
- 50:[Sulc0<-0.738139331] yes=97,no=98,missing=97,gain=0.02633119,cover=9
- 97:leaf=-0.000553609978,cover=0
- 98:leaf=0.00448137522,cover=0
- 6:[PialArea5<1.04617453] yes=13,no=14,missing=13,gain=0.399526089,cover=60011
- 13:[Pol<114.966316] yes=27,no=28,missing=28,gain=0.44240886,cover=584
- 27:[PialArea5<0.874648154] yes=51,no=52,missing=51,gain=0.242069066,cover=354
- 51:[Curv5<0.157731384] yes=99,no=100,missing=99,gain=0.344141722,cover=71
- 99:leaf=-0.00340977195,cover=0
- 100:leaf=0.00828562491,cover=0
- 52:[Sulc0<1.25822949] yes=101,no=102,missing=101,gain=0.2253353,cover=283
- 101:leaf=0.00125443039,cover=0
- 102:leaf=-0.0050465581,cover=0
- 28:[PialCurv5<0.224192142] yes=53,no=54,missing=53,gain=0.588036299,cover=230
- 53:[PialCurv5<0.01500447] yes=103,no=104,missing=104,gain=0.522663474,cover=196
- 103:leaf=-0.000162350581,cover=0
- 104:leaf=0.0056774877,cover=0
- 54:[Ecc<2.48523927] yes=105,no=106,missing=106,gain=0.141791761,cover=34
- 105:leaf=0.00138294417,cover=0
- 106:leaf=-0.00522600813,cover=0
- 14:[Sulc0<0.649594426] yes=29,no=30,missing=30,gain=0.60578382,cover=59427
- 29:[PialArea5<1.31770575] yes=55,no=56,missing=55,gain=0.515001059,cover=59387
- 55:[LGI5<3.78836131] yes=107,no=108,missing=107,gain=0.9164837,cover=3371
- 107:leaf=-0.000642577768,cover=0
- 108:leaf=0.00535295065,cover=0
- 56:[LGI5<2.61063838] yes=109,no=110,missing=109,gain=0.551540852,cover=56016
- 109:leaf=-7.8116158e-05,cover=0
- 110:leaf=0.000240561363,cover=0
- 30:[Pol<103.851685] yes=57,no=58,missing=58,gain=0.489375532,cover=40
- 57:[Curv5<0.0595101416] yes=111,no=112,missing=111,gain=0.196492106,cover=23
- 111:leaf=0.00318607176,cover=0
- 112:leaf=-0.00569744082,cover=0
- 58:[PialArea5<1.13904655] yes=113,no=114,missing=114,gain=0.0621176958,cover=17
- 113:leaf=-0.0069157742,cover=0
- 114:leaf=-0.0149094779,cover=0
-booster[1094]:
-0:[Area5<0.380439579] yes=1,no=2,missing=1,gain=0.177645341,cover=5124388
- 1:[PialCurv5<-0.138158455] yes=3,no=4,missing=3,gain=1.45099103,cover=20016
- 3:[MidArea5<0.421422303] yes=7,no=8,missing=8,gain=1.1797334,cover=9633
- 7:[PialCurv5<-0.210138425] yes=15,no=16,missing=15,gain=0.924605846,cover=669
- 15:[Curv5<-0.303613424] yes=31,no=32,missing=32,gain=0.827597082,cover=326
- 31:[Ecc<7.85193825] yes=63,no=64,missing=63,gain=0.432706267,cover=312
- 63:leaf=-0.00155516935,cover=0
- 64:leaf=0.0021875368,cover=0
- 32:[Sulc0<-0.895242691] yes=65,no=66,missing=66,gain=0.0238265991,cover=14
- 65:leaf=-0.00517778238,cover=0
- 66:leaf=-0.0132055869,cover=0
- 16:[LGI5<2.25075769] yes=33,no=34,missing=33,gain=0.847907186,cover=343
- 33:[PialArea5<0.324585885] yes=67,no=68,missing=68,gain=0.109010488,cover=48
- 67:leaf=-0.00119239988,cover=0
- 68:leaf=-0.00627107313,cover=0
- 34:[Ecc<6.58772182] yes=69,no=70,missing=69,gain=0.529345512,cover=295
- 69:leaf=0.00640482968,cover=0
- 70:leaf=0.00215338334,cover=0
- 8:[PialCurv5<-0.181738108] yes=17,no=18,missing=17,gain=1.12676275,cover=8964
- 17:[PialArea5<0.844099998] yes=35,no=36,missing=35,gain=1.70804882,cover=1350
- 35:[Pol<124.172195] yes=71,no=72,missing=71,gain=0.675766945,cover=1285
- 71:leaf=-0.00368113047,cover=0
- 72:leaf=-0.00138242624,cover=0
- 36:[Curv5<-0.39144522] yes=73,no=74,missing=73,gain=0.573692799,cover=65
- 73:leaf=-0.00174627302,cover=0
- 74:leaf=0.00863551255,cover=0
- 18:[MidArea5<0.524661958] yes=37,no=38,missing=37,gain=1.52786517,cover=7614
- 37:[PialArea5<0.672997355] yes=75,no=76,missing=75,gain=1.74452186,cover=2718
- 75:leaf=-0.000384967832,cover=0
- 76:leaf=0.00237734034,cover=0
- 38:[PialArea5<0.70906347] yes=77,no=78,missing=77,gain=1.52313352,cover=4896
- 77:leaf=-0.00375259551,cover=0
- 78:leaf=-0.000747097714,cover=0
- 4:[LGI5<3.04906535] yes=9,no=10,missing=9,gain=2.67810726,cover=10383
- 9:[Pol<170.080093] yes=19,no=20,missing=19,gain=1.18844736,cover=9797
- 19:[LGI5<2.18291569] yes=39,no=40,missing=40,gain=1.28731382,cover=9268
- 39:[Ecc<3.16401935] yes=79,no=80,missing=79,gain=0.805330575,cover=564
- 79:leaf=-0.00107046624,cover=0
- 80:leaf=-0.00720150396,cover=0
- 40:[Ecc<18.0513744] yes=81,no=82,missing=82,gain=0.867899776,cover=8704
- 81:leaf=0.000678253127,cover=0
- 82:leaf=0.00481069088,cover=0
- 20:[Ecc<4.67068386] yes=41,no=42,missing=42,gain=0.935040355,cover=529
- 41:[Sulc0<-0.751221538] yes=83,no=84,missing=83,gain=0.844195008,cover=396
- 83:leaf=-0.00453386968,cover=0
- 84:leaf=0.000544673065,cover=0
- 42:[LGI5<2.53428411] yes=85,no=86,missing=85,gain=0.86443156,cover=133
- 85:leaf=0.00337984087,cover=0
- 86:leaf=-0.00813371595,cover=0
- 10:[Pol<89.7623749] yes=21,no=22,missing=21,gain=1.59546185,cover=586
- 21:[Ecc<13.4950199] yes=43,no=44,missing=43,gain=2.54464746,cover=362
- 43:[Ecc<10.147254] yes=87,no=88,missing=88,gain=1.60018551,cover=90
- 87:leaf=-0.00243987492,cover=0
- 88:leaf=0.0112880487,cover=0
- 44:[LGI5<3.4634192] yes=89,no=90,missing=89,gain=1.04522979,cover=272
- 89:leaf=-0.00473189214,cover=0
- 90:leaf=0.00362157379,cover=0
- 22:[PialArea5<0.476533443] yes=45,no=46,missing=45,gain=0.713567734,cover=224
- 45:[Pol<124.735107] yes=91,no=92,missing=92,gain=0.4248119,cover=70
- 91:leaf=-0.00551364943,cover=0
- 92:leaf=0.00223128055,cover=0
- 46:[PialCurv5<-0.0982506946] yes=93,no=94,missing=93,gain=0.228225231,cover=154
- 93:leaf=-0.00675872853,cover=0
- 94:leaf=-0.0110688871,cover=0
- 2:[Curv5<-0.256378978] yes=5,no=6,missing=5,gain=0.217393398,cover=5104372
- 5:[PialCurv5<-0.0948967114] yes=11,no=12,missing=12,gain=1.35779095,cover=373197
- 11:[LGI5<3.45167398] yes=23,no=24,missing=23,gain=0.904265165,cover=365893
- 23:[Ecc<6.98131132] yes=47,no=48,missing=47,gain=1.12599003,cover=339800
- 47:[LGI5<2.78495932] yes=95,no=96,missing=96,gain=2.32705617,cover=173935
- 95:leaf=4.84593693e-05,cover=0
- 96:leaf=-0.00053279713,cover=0
- 48:[PialCurv5<-0.126528949] yes=97,no=98,missing=97,gain=0.892135739,cover=165865
- 97:leaf=0.000121457262,cover=0
- 98:leaf=0.000469115999,cover=0
- 24:[Ecc<7.29654455] yes=49,no=50,missing=49,gain=1.28355861,cover=26093
- 49:[PialArea5<0.971235156] yes=99,no=100,missing=99,gain=2.58133125,cover=289
- 99:leaf=-0.00618148176,cover=0
- 100:leaf=0.00484693702,cover=0
- 50:[Sulc0<-0.445309728] yes=101,no=102,missing=101,gain=1.23651767,cover=25804
- 101:leaf=-3.69363988e-05,cover=0
- 102:leaf=-0.000950389949,cover=0
- 12:[MidArea5<0.643286705] yes=25,no=26,missing=26,gain=2.19406176,cover=7304
- 25:[Area5<0.529385149] yes=51,no=52,missing=51,gain=1.24145627,cover=2610
- 51:[Ecc<3.22716212] yes=103,no=104,missing=103,gain=1.69980347,cover=1651
- 103:leaf=-0.00126376317,cover=0
- 104:leaf=0.0023367058,cover=0
- 52:[Ecc<5.72519016] yes=105,no=106,missing=105,gain=1.95506573,cover=959
- 105:leaf=0.00396019546,cover=0
- 106:leaf=-0.00195046642,cover=0
- 26:[LGI5<3.28291535] yes=53,no=54,missing=54,gain=1.32205415,cover=4694
- 53:[PialArea5<1.05506396] yes=107,no=108,missing=107,gain=0.969104171,cover=4183
- 107:leaf=-0.000603215478,cover=0
- 108:leaf=-0.0024882562,cover=0
- 54:[Ecc<8.11897564] yes=109,no=110,missing=109,gain=1.21421671,cover=511
- 109:leaf=-0.0115372818,cover=0
- 110:leaf=-0.0029191426,cover=0
- 6:[PialCurv5<-0.164281175] yes=13,no=14,missing=13,gain=0.392473072,cover=4731175
- 13:[Curv5<-0.169727564] yes=27,no=28,missing=27,gain=1.94348466,cover=21777
- 27:[Ecc<4.40349627] yes=55,no=56,missing=55,gain=1.14320922,cover=20258
- 55:[Sulc0<-0.987509191] yes=111,no=112,missing=112,gain=1.83778715,cover=5477
- 111:leaf=-0.000304868241,cover=0
- 112:leaf=0.00162101944,cover=0
- 56:[Ecc<6.2938199] yes=113,no=114,missing=114,gain=1.93509007,cover=14781
- 113:leaf=-0.000908948947,cover=0
- 114:leaf=0.000431269698,cover=0
- 28:[PialArea5<0.621054947] yes=57,no=58,missing=57,gain=2.13826036,cover=1519
- 57:[Area5<0.780320704] yes=115,no=116,missing=116,gain=0.831507325,cover=312
- 115:leaf=0.00187031121,cover=0
- 116:leaf=0.0248395558,cover=0
- 58:[Ecc<5.66086149] yes=117,no=118,missing=117,gain=2.2149539,cover=1207
- 117:leaf=0.000319507701,cover=0
- 118:leaf=-0.00411223155,cover=0
- 14:[Pol<5.08026028] yes=29,no=30,missing=29,gain=0.316984564,cover=4709398
- 29:[Ecc<5.46745825] yes=59,no=60,missing=60,gain=2.17203331,cover=98933
- 59:[PialCurv5<-0.019163372] yes=119,no=120,missing=119,gain=2.04408407,cover=20944
- 119:leaf=-0.000215203996,cover=0
- 120:leaf=-0.00197625835,cover=0
- 60:[Curv5<0.0191024225] yes=121,no=122,missing=121,gain=1.39954579,cover=77989
- 121:leaf=0.000274149905,cover=0
- 122:leaf=-0.000458144495,cover=0
- 30:[MidArea5<0.903842509] yes=61,no=62,missing=61,gain=0.383884788,cover=4610465
- 61:[MidArea5<0.840858281] yes=123,no=124,missing=123,gain=0.655361056,cover=4056308
- 123:leaf=-3.62547917e-06,cover=0
- 124:leaf=-6.90765519e-05,cover=0
- 62:[PialCurv5<-0.11422696] yes=125,no=126,missing=125,gain=1.32584894,cover=554157
- 125:leaf=-9.42366896e-05,cover=0
- 126:leaf=8.05434247e-05,cover=0
-booster[1095]:
-0:[Ecc<42.1016579] yes=1,no=2,missing=2,gain=0.161916852,cover=5124388
- 1:[Pol<103.31839] yes=3,no=4,missing=3,gain=0.299442947,cover=4963977
- 3:[LGI5<3.84897733] yes=7,no=8,missing=7,gain=1.85129404,cover=2537600
- 7:[Ecc<12.7231894] yes=15,no=16,missing=15,gain=2.34368396,cover=2519554
- 15:[Ecc<8.06448936] yes=31,no=32,missing=31,gain=4.1583004,cover=1765517
- 31:[MidArea5<0.756283522] yes=63,no=64,missing=63,gain=2.13553047,cover=1407922
- 63:leaf=-3.44364053e-05,cover=0
- 64:leaf=8.88516952e-05,cover=0
- 32:[Pol<46.5024796] yes=65,no=66,missing=65,gain=7.13747787,cover=357595
- 65:leaf=0.000189671468,cover=0
- 66:leaf=-0.000306630274,cover=0
- 16:[Pol<47.409153] yes=33,no=34,missing=33,gain=7.05355549,cover=754037
- 33:[Ecc<20.3925476] yes=67,no=68,missing=67,gain=6.73955917,cover=349334
- 67:leaf=-0.000372795155,cover=0
- 68:leaf=8.7609289e-05,cover=0
- 34:[Curv5<0.0322575867] yes=69,no=70,missing=69,gain=35.5711365,cover=404703
- 69:leaf=0.000949394132,cover=0
- 70:leaf=-7.36726142e-05,cover=0
- 8:[Sulc0<0.551384151] yes=17,no=18,missing=17,gain=2.0691545,cover=18046
- 17:[Pol<60.4070244] yes=35,no=36,missing=35,gain=4.59359264,cover=12763
- 35:[PialCurv5<0.125401646] yes=71,no=72,missing=72,gain=1.63320649,cover=9669
- 71:leaf=-9.67667802e-05,cover=0
- 72:leaf=-0.00238922564,cover=0
- 36:[MidArea5<0.518836677] yes=73,no=74,missing=74,gain=4.17376995,cover=3094
- 73:leaf=0.00236185617,cover=0
- 74:leaf=-0.00320321624,cover=0
- 18:[Area5<0.659308732] yes=37,no=38,missing=37,gain=4.88305855,cover=5283
- 37:[PialArea5<0.432214499] yes=75,no=76,missing=75,gain=2.82870364,cover=941
- 75:leaf=-0.00124204508,cover=0
- 76:leaf=-0.00739597855,cover=0
- 38:[Curv5<0.0257103238] yes=77,no=78,missing=78,gain=5.08941841,cover=4342
- 77:leaf=0.0114274584,cover=0
- 78:leaf=0.000766408048,cover=0
- 4:[LGI5<3.48966408] yes=9,no=10,missing=9,gain=1.71414399,cover=2426377
- 9:[Ecc<17.7876587] yes=19,no=20,missing=19,gain=4.01488113,cover=2284228
- 19:[LGI5<2.96780801] yes=39,no=40,missing=39,gain=2.86345077,cover=1919223
- 39:[Sulc0<-0.115756653] yes=79,no=80,missing=79,gain=2.42444921,cover=1587778
- 79:leaf=-6.4189735e-05,cover=0
- 80:leaf=6.68136126e-05,cover=0
- 40:[Area5<0.799647689] yes=81,no=82,missing=82,gain=3.99424839,cover=331445
- 81:leaf=0.000187661935,cover=0
- 82:leaf=-0.000506406766,cover=0
- 20:[LGI5<2.95653391] yes=41,no=42,missing=41,gain=5.82555199,cover=365005
- 41:[PialArea5<0.849116743] yes=83,no=84,missing=84,gain=5.65386915,cover=72648
- 83:leaf=-0.00010242837,cover=0
- 84:leaf=0.000817388704,cover=0
- 42:[Pol<150.62207] yes=85,no=86,missing=85,gain=6.17760277,cover=292357
- 85:leaf=-0.000477392605,cover=0
- 86:leaf=-1.45428521e-05,cover=0
- 10:[Ecc<8.41855335] yes=21,no=22,missing=22,gain=9.10946369,cover=142149
- 21:[Area5<0.755546272] yes=43,no=44,missing=43,gain=5.82756329,cover=891
- 43:[Ecc<7.54628181] yes=87,no=88,missing=88,gain=2.83864164,cover=742
- 87:leaf=0.010868296,cover=0
- 88:leaf=0.00209387438,cover=0
- 44:[Pol<167.338547] yes=89,no=90,missing=89,gain=3.94005489,cover=149
- 89:leaf=0.0104585532,cover=0
- 90:leaf=0.0324076936,cover=0
- 22:[Ecc<12.7231894] yes=45,no=46,missing=45,gain=3.00820613,cover=141258
- 45:[Area5<0.763170242] yes=91,no=92,missing=92,gain=3.89359999,cover=13350
- 91:leaf=-0.000212506377,cover=0
- 92:leaf=-0.00252775871,cover=0
- 46:[LGI5<3.58443618] yes=93,no=94,missing=94,gain=3.73645186,cover=127908
- 93:leaf=0.000571967044,cover=0
- 94:leaf=3.7810355e-06,cover=0
- 2:[Pol<178.925751] yes=5,no=6,missing=6,gain=1.75175369,cover=160411
- 5:[Pol<108.715256] yes=11,no=12,missing=11,gain=2.15706682,cover=158446
- 11:[LGI5<2.56865931] yes=23,no=24,missing=24,gain=1.67637002,cover=108525
- 23:[Sulc0<-0.0637059584] yes=47,no=48,missing=47,gain=1.29628026,cover=624
- 47:[PialArea5<0.943111241] yes=95,no=96,missing=95,gain=0.483032465,cover=156
- 95:leaf=-0.000825785217,cover=0
- 96:leaf=0.00498112757,cover=0
- 48:[Pol<31.3444195] yes=97,no=98,missing=97,gain=0.814511061,cover=468
- 97:leaf=-0.00683214515,cover=0
- 98:leaf=-0.00247721933,cover=0
- 24:[Pol<30.3635597] yes=49,no=50,missing=49,gain=1.59019077,cover=107901
- 49:[Sulc0<0.110320561] yes=99,no=100,missing=99,gain=3.25033689,cover=42058
- 99:leaf=-0.000320292631,cover=0
- 100:leaf=0.000559771841,cover=0
- 50:[Sulc0<0.464385748] yes=101,no=102,missing=102,gain=1.95700383,cover=65843
- 101:leaf=-0.00095480989,cover=0
- 102:leaf=-0.00018205597,cover=0
- 12:[PialArea5<0.718622029] yes=25,no=26,missing=25,gain=2.67702913,cover=49921
- 25:[LGI5<3.05514836] yes=51,no=52,missing=51,gain=2.5873456,cover=16991
- 51:[LGI5<2.8416636] yes=103,no=104,missing=103,gain=3.19310188,cover=4447
- 103:leaf=-0.00151498627,cover=0
- 104:leaf=0.00155349029,cover=0
- 52:[LGI5<3.36766768] yes=105,no=106,missing=105,gain=2.91540933,cover=12544
- 105:leaf=-0.0013204529,cover=0
- 106:leaf=0.00021283266,cover=0
- 26:[Pol<138.971481] yes=53,no=54,missing=54,gain=4.40705967,cover=32930
- 53:[LGI5<3.4634192] yes=107,no=108,missing=107,gain=4.95257711,cover=6900
- 107:leaf=0.00238867197,cover=0
- 108:leaf=-0.000728939311,cover=0
- 54:[Area5<0.799647689] yes=109,no=110,missing=109,gain=2.90741253,cover=26030
- 109:leaf=0.000383911305,cover=0
- 110:leaf=-0.00136445614,cover=0
- 6:[Sulc0<0.281104684] yes=13,no=14,missing=14,gain=0.798520565,cover=1965
- 13:[PialArea5<0.712173045] yes=27,no=28,missing=27,gain=0.549202681,cover=1922
- 27:[Curv5<0.083802022] yes=55,no=56,missing=55,gain=0.339315832,cover=57
- 55:[Area5<0.576076329] yes=111,no=112,missing=112,gain=0.474063039,cover=50
- 111:leaf=0.00146486063,cover=0
- 112:leaf=-0.0101340571,cover=0
- 56:[Curv5<0.107059956] yes=113,no=114,missing=113,gain=0.0236405507,cover=7
- 113:leaf=0.00644954899,cover=0
- 114:leaf=0.000782711548,cover=0
- 28:[PialCurv5<-0.0632625744] yes=57,no=58,missing=57,gain=0.541718483,cover=1865
- 57:[Sulc0<-0.370474488] yes=115,no=116,missing=115,gain=0.593552589,cover=1720
- 115:leaf=-0.00053989439,cover=0
- 116:leaf=-0.00239789695,cover=0
- 58:[PialArea5<0.998395085] yes=117,no=118,missing=118,gain=0.709210396,cover=145
- 117:leaf=-0.000440003816,cover=0
- 118:leaf=0.00736987358,cover=0
- 14:[PialArea5<0.879786193] yes=29,no=30,missing=30,gain=0.536331773,cover=43
- 29:[Curv5<-0.0773924068] yes=59,no=60,missing=59,gain=0.270174176,cover=20
- 59:[Sulc0<0.364060968] yes=119,no=120,missing=119,gain=0.108922303,cover=8
- 119:leaf=0.000720465207,cover=0
- 120:leaf=0.0125219664,cover=0
- 60:[MidArea5<0.793646336] yes=121,no=122,missing=121,gain=0.143145442,cover=12
- 121:leaf=-0.00888333097,cover=0
- 122:leaf=0.00410960754,cover=0
- 30:[MidArea5<0.982253611] yes=61,no=62,missing=61,gain=0.152711391,cover=23
- 61:[Curv5<-0.0320370905] yes=123,no=124,missing=123,gain=0.15641284,cover=22
- 123:leaf=-0.0149936918,cover=0
- 124:leaf=0.00281554158,cover=0
- 62:leaf=0.00319449604,cover=0
-booster[1096]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.200170532,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.389745981,cover=4943960
- 3:[Pol<103.31839] yes=7,no=8,missing=8,gain=0.465196699,cover=4628667
- 7:[LGI5<3.84897733] yes=15,no=16,missing=15,gain=2.11209798,cover=2321102
- 15:[Ecc<13.6880245] yes=31,no=32,missing=31,gain=2.47999501,cover=2308006
- 31:[LGI5<2.83602357] yes=63,no=64,missing=63,gain=2.71773839,cover=1782419
- 63:leaf=2.73427631e-05,cover=0
- 64:leaf=-0.000118062475,cover=0
- 32:[Pol<47.409153] yes=65,no=66,missing=65,gain=9.51038361,cover=525587
- 65:leaf=-9.79361721e-05,cover=0
- 66:leaf=0.000327459042,cover=0
- 16:[Pol<60.4070244] yes=33,no=34,missing=33,gain=3.63728523,cover=13096
- 33:[Sulc0<0.354630351] yes=67,no=68,missing=67,gain=2.81567502,cover=8428
- 67:leaf=-0.000221163573,cover=0
- 68:leaf=0.00370309129,cover=0
- 34:[PialCurv5<0.128475845] yes=69,no=70,missing=69,gain=4.51216888,cover=4668
- 69:leaf=-0.00299144303,cover=0
- 70:leaf=0.000187852056,cover=0
- 8:[LGI5<3.50441384] yes=17,no=18,missing=17,gain=2.06775618,cover=2307565
- 17:[LGI5<3.37729335] yes=35,no=36,missing=36,gain=5.1643343,cover=2195810
- 35:[Ecc<12.0179253] yes=71,no=72,missing=71,gain=2.24164605,cover=2110404
- 71:leaf=1.7878845e-05,cover=0
- 72:leaf=-0.000106816056,cover=0
- 36:[Ecc<29.8764286] yes=73,no=74,missing=73,gain=5.84806824,cover=85406
- 73:leaf=-0.00053637661,cover=0
- 74:leaf=0.0009066278,cover=0
- 18:[Ecc<8.6295805] yes=37,no=38,missing=37,gain=9.98901367,cover=111755
- 37:[Area5<0.756765008] yes=75,no=76,missing=75,gain=3.87789154,cover=987
- 75:leaf=0.0036717467,cover=0
- 76:leaf=0.0116460808,cover=0
- 38:[Pol<136.792099] yes=77,no=78,missing=78,gain=3.13895535,cover=110768
- 77:leaf=0.000485534169,cover=0
- 78:leaf=-6.07579132e-05,cover=0
- 4:[PialCurv5<-0.0644776821] yes=9,no=10,missing=10,gain=2.9628973,cover=315293
- 9:[Curv5<-0.114048101] yes=19,no=20,missing=20,gain=3.99361014,cover=109968
- 19:[Sulc0<0.308185816] yes=39,no=40,missing=39,gain=2.50037479,cover=99841
- 39:[PialCurv5<-0.130080611] yes=79,no=80,missing=79,gain=2.32939959,cover=95974
- 79:leaf=-0.000253591803,cover=0
- 80:leaf=0.000275817758,cover=0
- 40:[Area5<0.564792395] yes=81,no=82,missing=81,gain=2.81249785,cover=3867
- 81:leaf=0.00283274846,cover=0
- 82:leaf=-0.0016403239,cover=0
- 20:[Pol<41.8258972] yes=41,no=42,missing=41,gain=5.03677225,cover=10127
- 41:[Sulc0<-0.27863887] yes=83,no=84,missing=84,gain=3.09103394,cover=3779
- 83:leaf=-0.000298014347,cover=0
- 84:leaf=0.00326381181,cover=0
- 42:[Area5<0.695070922] yes=85,no=86,missing=85,gain=2.9649179,cover=6348
- 85:leaf=-0.00108306156,cover=0
- 86:leaf=0.00112204021,cover=0
- 10:[Curv5<0.151368812] yes=21,no=22,missing=21,gain=3.31066132,cover=205325
- 21:[Pol<116.093399] yes=43,no=44,missing=43,gain=3.65038323,cover=196212
- 43:[Pol<70.3717499] yes=87,no=88,missing=88,gain=6.18754673,cover=144756
- 87:leaf=-0.000201619652,cover=0
- 88:leaf=-0.00111362641,cover=0
- 44:[PialArea5<0.563414931] yes=89,no=90,missing=90,gain=4.99495459,cover=51456
- 89:leaf=-0.00107940042,cover=0
- 90:leaf=0.000347895082,cover=0
- 22:[PialCurv5<0.064168714] yes=45,no=46,missing=46,gain=1.60086393,cover=9113
- 45:[Pol<93.3357697] yes=91,no=92,missing=91,gain=0.616938114,cover=79
- 91:leaf=-0.00272220187,cover=0
- 92:leaf=-0.0118125649,cover=0
- 46:[Pol<121.948479] yes=93,no=94,missing=93,gain=1.21767807,cover=9034
- 93:leaf=0.000962638122,cover=0
- 94:leaf=-0.0016385034,cover=0
- 2:[PialCurv5<0.309146255] yes=5,no=6,missing=5,gain=1.74157763,cover=180428
- 5:[LGI5<2.91823459] yes=11,no=12,missing=12,gain=0.992156386,cover=99599
- 11:[Pol<104.929901] yes=23,no=24,missing=23,gain=1.23489988,cover=15443
- 23:[Area5<0.987501919] yes=47,no=48,missing=47,gain=1.92884183,cover=12032
- 47:[Sulc0<1.11117697] yes=95,no=96,missing=95,gain=1.16613126,cover=11989
- 95:leaf=-0.000574086036,cover=0
- 96:leaf=0.000853318372,cover=0
- 48:[Curv5<0.103246093] yes=97,no=98,missing=97,gain=1.33959484,cover=43
- 97:leaf=-0.0260489341,cover=0
- 98:leaf=-0.00563228317,cover=0
- 24:[Area5<0.814937592] yes=49,no=50,missing=49,gain=1.66968346,cover=3411
- 49:[Curv5<0.216179401] yes=99,no=100,missing=99,gain=0.866642654,cover=3101
- 99:leaf=0.000514226209,cover=0
- 100:leaf=-0.00314770895,cover=0
- 50:[MidArea5<1.01334012] yes=101,no=102,missing=101,gain=0.375118732,cover=310
- 101:leaf=0.0044767214,cover=0
- 102:leaf=-0.00500968425,cover=0
- 12:[Ecc<7.95697832] yes=25,no=26,missing=26,gain=1.74419355,cover=84156
- 25:[Pol<89.1530609] yes=51,no=52,missing=51,gain=0.813999057,cover=328
- 51:leaf=0.0167125855,cover=0
- 52:[Curv5<0.171955615] yes=103,no=104,missing=103,gain=0.625677586,cover=324
- 103:leaf=-0.00178864133,cover=0
- 104:leaf=-0.00624542963,cover=0
- 26:[LGI5<3.1967752] yes=53,no=54,missing=53,gain=1.37911487,cover=83828
- 53:[PialArea5<0.739180207] yes=105,no=106,missing=105,gain=1.79056931,cover=27869
- 105:leaf=0.000532299338,cover=0
- 106:leaf=0.00618131319,cover=0
- 54:[Ecc<9.88196182] yes=107,no=108,missing=107,gain=2.47345471,cover=55959
- 107:leaf=-0.00327561772,cover=0
- 108:leaf=0.000162843717,cover=0
- 6:[LGI5<3.23945832] yes=13,no=14,missing=13,gain=0.980131447,cover=80829
- 13:[Curv5<0.204311207] yes=27,no=28,missing=27,gain=1.37914109,cover=48870
- 27:[LGI5<2.33929968] yes=55,no=56,missing=56,gain=1.35820055,cover=36342
- 55:[PialCurv5<0.394910008] yes=109,no=110,missing=109,gain=1.73589242,cover=26
- 109:leaf=0.0205506217,cover=0
- 110:leaf=-0.00526833115,cover=0
- 56:[PialArea5<0.485325813] yes=111,no=112,missing=111,gain=0.859619379,cover=36316
- 111:leaf=-0.00046975576,cover=0
- 112:leaf=0.000919491635,cover=0
- 28:[Pol<107.66053] yes=57,no=58,missing=57,gain=0.809646726,cover=12528
- 57:[PialCurv5<0.45140323] yes=113,no=114,missing=113,gain=0.628903627,cover=11531
- 113:leaf=0.000623679021,cover=0
- 114:leaf=-0.000124279468,cover=0
- 58:[LGI5<2.63733578] yes=115,no=116,missing=115,gain=0.455083489,cover=997
- 115:leaf=-0.0027624392,cover=0
- 116:leaf=-0.000456291455,cover=0
- 14:[Pol<128.334747] yes=29,no=30,missing=29,gain=1.09934342,cover=31959
- 29:[Pol<104.38549] yes=59,no=60,missing=60,gain=1.15458477,cover=31737
- 59:[Pol<64.3762589] yes=117,no=118,missing=117,gain=1.20759654,cover=26791
- 117:leaf=0.0013127987,cover=0
- 118:leaf=-9.55707728e-05,cover=0
- 60:[Area5<0.675895274] yes=119,no=120,missing=119,gain=2.13382721,cover=4946
- 119:leaf=0.00259074522,cover=0
- 120:leaf=0.00021160148,cover=0
- 30:[Area5<0.744179189] yes=61,no=62,missing=61,gain=0.794102073,cover=222
- 61:[LGI5<3.3215456] yes=121,no=122,missing=121,gain=0.520536661,cover=138
- 121:leaf=-0.00483806012,cover=0
- 122:leaf=0.00140723248,cover=0
- 62:[PialCurv5<0.336333007] yes=123,no=124,missing=123,gain=0.250995159,cover=84
- 123:leaf=-0.00260718563,cover=0
- 124:leaf=-0.00887079537,cover=0
-booster[1097]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.180615991,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.351782948,cover=4943960
- 3:[Pol<103.31839] yes=7,no=8,missing=7,gain=0.419841647,cover=4628667
- 7:[LGI5<3.84897733] yes=15,no=16,missing=15,gain=1.90615976,cover=2321102
- 15:[Ecc<13.6880245] yes=31,no=32,missing=31,gain=2.23829937,cover=2308006
- 31:[Ecc<8.06448936] yes=63,no=64,missing=63,gain=2.52437472,cover=1782419
- 63:leaf=2.45826941e-05,cover=0
- 64:leaf=-0.000120088691,cover=0
- 32:[Pol<47.409153] yes=65,no=66,missing=65,gain=8.58309746,cover=525587
- 65:leaf=-9.3036695e-05,cover=0
- 66:leaf=0.000311088195,cover=0
- 16:[Pol<60.4070244] yes=33,no=34,missing=33,gain=3.28284883,cover=13096
- 33:[Sulc0<0.392869562] yes=67,no=68,missing=68,gain=2.54813528,cover=8428
- 67:leaf=-0.000189873259,cover=0
- 68:leaf=0.00389418681,cover=0
- 34:[PialCurv5<0.128475845] yes=69,no=70,missing=69,gain=4.07238531,cover=4668
- 69:leaf=-0.00284192385,cover=0
- 70:leaf=0.000178463451,cover=0
- 8:[Ecc<17.5281601] yes=17,no=18,missing=17,gain=1.92323756,cover=2307565
- 17:[LGI5<2.93978119] yes=35,no=36,missing=35,gain=2.30607796,cover=1946862
- 35:[Sulc0<-0.00954892673] yes=71,no=72,missing=71,gain=2.26521611,cover=1548990
- 71:leaf=-5.82163339e-05,cover=0
- 72:leaf=7.78105823e-05,cover=0
- 36:[Pol<158.709351] yes=73,no=74,missing=73,gain=3.84807968,cover=397872
- 73:leaf=0.000210940416,cover=0
- 74:leaf=-0.00013480545,cover=0
- 18:[Sulc0<-0.292069882] yes=37,no=38,missing=37,gain=6.42470646,cover=360703
- 37:[Pol<144.670364] yes=75,no=76,missing=75,gain=11.9000254,cover=124984
- 75:leaf=0.0026772588,cover=0
- 76:leaf=7.53836284e-05,cover=0
- 38:[Sulc0<0.272107065] yes=77,no=78,missing=77,gain=7.72474194,cover=235719
- 77:leaf=-0.000561186869,cover=0
- 78:leaf=1.12829994e-05,cover=0
- 4:[PialCurv5<-0.0644776821] yes=9,no=10,missing=10,gain=2.67410469,cover=315293
- 9:[Curv5<-0.114048101] yes=19,no=20,missing=19,gain=3.60435557,cover=109968
- 19:[Sulc0<0.308185816] yes=39,no=40,missing=40,gain=2.25652766,cover=99841
- 39:[Pol<153.554306] yes=79,no=80,missing=80,gain=2.17041397,cover=95974
- 79:leaf=0.000314221223,cover=0
- 80:leaf=-0.000164559693,cover=0
- 40:[Area5<0.564792395] yes=81,no=82,missing=82,gain=2.53874135,cover=3867
- 81:leaf=0.00269147335,cover=0
- 82:leaf=-0.00155833166,cover=0
- 20:[Pol<41.8258972] yes=41,no=42,missing=42,gain=4.54584455,cover=10127
- 41:[PialArea5<1.11947823] yes=83,no=84,missing=83,gain=3.00760746,cover=3779
- 83:leaf=0.00307399384,cover=0
- 84:leaf=-0.000611978641,cover=0
- 42:[Area5<0.675895274] yes=85,no=86,missing=85,gain=2.70247507,cover=6348
- 85:leaf=-0.00133538595,cover=0
- 86:leaf=0.00090818631,cover=0
- 10:[Curv5<0.141257599] yes=21,no=22,missing=21,gain=3.04731131,cover=205325
- 21:[Pol<116.093399] yes=43,no=44,missing=43,gain=3.40440297,cover=193741
- 43:[Pol<87.3220139] yes=87,no=88,missing=88,gain=6.06107664,cover=142620
- 87:leaf=-0.00021753805,cover=0
- 88:leaf=-0.00125990796,cover=0
- 44:[Curv5<-0.195883974] yes=89,no=90,missing=89,gain=4.85382462,cover=51121
- 89:leaf=-0.00557811325,cover=0
- 90:leaf=0.000185001423,cover=0
- 22:[LGI5<2.97342348] yes=45,no=46,missing=46,gain=1.23157096,cover=11584
- 45:[Pol<83.4982376] yes=91,no=92,missing=91,gain=1.71172523,cover=4218
- 91:leaf=0.000451791246,cover=0
- 92:leaf=0.00249239593,cover=0
- 46:[LGI5<3.06739473] yes=93,no=94,missing=93,gain=1.88836884,cover=7366
- 93:leaf=-0.00126500626,cover=0
- 94:leaf=0.000664328923,cover=0
- 2:[PialCurv5<0.322157294] yes=5,no=6,missing=5,gain=1.57699716,cover=180428
- 5:[Pol<35.2629585] yes=11,no=12,missing=12,gain=1.20279253,cover=107929
- 11:[PialArea5<0.331288606] yes=23,no=24,missing=23,gain=0.582414985,cover=695
- 23:[Sulc0<0.995960534] yes=47,no=48,missing=47,gain=0.695423424,cover=133
- 47:[Pol<24.282547] yes=95,no=96,missing=95,gain=0.436012149,cover=18
- 95:leaf=0.00439664116,cover=0
- 96:leaf=0.0211845003,cover=0
- 48:[Ecc<46.7494621] yes=97,no=98,missing=97,gain=0.349870086,cover=115
- 97:leaf=-0.00170583825,cover=0
- 98:leaf=0.00529228011,cover=0
- 24:[PialArea5<0.624898493] yes=49,no=50,missing=49,gain=0.507562399,cover=562
- 49:[Area5<0.66211915] yes=99,no=100,missing=99,gain=0.235418916,cover=503
- 99:leaf=-0.00564043922,cover=0
- 100:leaf=-0.00264423597,cover=0
- 50:[LGI5<2.90731096] yes=101,no=102,missing=101,gain=0.513576925,cover=59
- 101:leaf=0.0190689974,cover=0
- 102:leaf=0.000513006409,cover=0
- 12:[Pol<44.6807365] yes=25,no=26,missing=25,gain=1.14824772,cover=107234
- 25:[PialArea5<0.658944428] yes=51,no=52,missing=52,gain=1.17373621,cover=701
- 51:[PialCurv5<0.064168714] yes=103,no=104,missing=104,gain=0.800493121,cover=626
- 103:leaf=-0.00663557369,cover=0
- 104:leaf=0.00187491986,cover=0
- 52:[Area5<0.786000133] yes=105,no=106,missing=105,gain=2.25110769,cover=75
- 105:leaf=0.0241168868,cover=0
- 106:leaf=0.00338785327,cover=0
- 26:[Pol<87.3220139] yes=53,no=54,missing=53,gain=1.20819938,cover=106533
- 53:[Sulc0<1.16950965] yes=107,no=108,missing=107,gain=2.50992823,cover=37093
- 107:leaf=-0.000294455298,cover=0
- 108:leaf=0.00066134095,cover=0
- 54:[Area5<0.652759671] yes=109,no=110,missing=110,gain=2.31618953,cover=69440
- 109:leaf=0.000948914036,cover=0
- 110:leaf=0.000166281985,cover=0
- 6:[Ecc<14.694541] yes=13,no=14,missing=13,gain=1.0110234,cover=72499
- 13:[Curv5<0.137416571] yes=27,no=28,missing=27,gain=1.71466243,cover=23206
- 27:[PialCurv5<0.362132162] yes=55,no=56,missing=56,gain=1.26696134,cover=468
- 55:[Area5<0.666510165] yes=111,no=112,missing=111,gain=0.539325893,cover=351
- 111:leaf=-0.00558256824,cover=0
- 112:leaf=-0.000843949732,cover=0
- 56:[Pol<84.1277542] yes=113,no=114,missing=113,gain=0.560809851,cover=117
- 113:leaf=-0.0178285521,cover=0
- 114:leaf=-0.00658610696,cover=0
- 28:[Area5<0.559839368] yes=57,no=58,missing=57,gain=0.949562907,cover=22738
- 57:[Pol<96.8070755] yes=115,no=116,missing=115,gain=0.854338825,cover=323
- 115:leaf=0.0055855657,cover=0
- 116:leaf=0.000309456052,cover=0
- 58:[Pol<111.846848] yes=117,no=118,missing=117,gain=0.845166326,cover=22415
- 117:leaf=-0.000337683101,cover=0
- 118:leaf=-0.00258631003,cover=0
- 14:[LGI5<2.96780801] yes=29,no=30,missing=29,gain=1.28251493,cover=49293
- 29:[Curv5<0.153449878] yes=59,no=60,missing=59,gain=1.30686474,cover=7884
- 59:[LGI5<2.84729719] yes=119,no=120,missing=119,gain=1.12645578,cover=1556
- 119:leaf=0.000260240253,cover=0
- 120:leaf=0.0029966631,cover=0
- 60:[Area5<0.462054074] yes=121,no=122,missing=122,gain=0.94185245,cover=6328
- 121:leaf=-0.00738626812,cover=0
- 122:leaf=0.00031060481,cover=0
- 30:[LGI5<3.06122994] yes=61,no=62,missing=61,gain=2.03522849,cover=41409
- 61:[Pol<109.248352] yes=123,no=124,missing=123,gain=0.900326252,cover=4894
- 123:leaf=-0.000847438059,cover=0
- 124:leaf=-0.00312390714,cover=0
- 62:[Pol<128.334747] yes=125,no=126,missing=125,gain=1.12940228,cover=36515
- 125:leaf=4.03385129e-05,cover=0
- 126:leaf=-0.00291585457,cover=0
-booster[1098]:
-0:[Pol<134.743088] yes=1,no=2,missing=2,gain=0.203277081,cover=5124388
- 1:[Curv5<-0.203415334] yes=3,no=4,missing=4,gain=0.841429591,cover=3772016
- 3:[Pol<21.2328167] yes=7,no=8,missing=7,gain=2.59631824,cover=578210
- 7:[Area5<0.664770067] yes=15,no=16,missing=15,gain=2.07609129,cover=211881
- 15:[Ecc<11.5171156] yes=31,no=32,missing=31,gain=1.89651191,cover=120603
- 31:[Ecc<5.85121489] yes=63,no=64,missing=64,gain=3.97813559,cover=65659
- 63:leaf=1.12332818e-05,cover=0
- 64:leaf=0.00092728989,cover=0
- 32:[LGI5<3.94193578] yes=65,no=66,missing=65,gain=1.90288424,cover=54944
- 65:leaf=-0.000188097867,cover=0
- 66:leaf=0.00471012853,cover=0
- 16:[PialArea5<0.955112517] yes=33,no=34,missing=33,gain=2.63331246,cover=91278
- 33:[Ecc<18.8860435] yes=67,no=68,missing=67,gain=5.38394213,cover=17954
- 67:leaf=-0.0014289961,cover=0
- 68:leaf=0.000403313112,cover=0
- 34:[LGI5<2.69470191] yes=69,no=70,missing=69,gain=1.53402019,cover=73324
- 69:leaf=-0.000471756473,cover=0
- 70:leaf=1.93549458e-05,cover=0
- 8:[MidArea5<0.818603933] yes=17,no=18,missing=17,gain=4.86454391,cover=366329
- 17:[Sulc0<0.218763664] yes=35,no=36,missing=35,gain=2.31352162,cover=240117
- 35:[Ecc<22.8050022] yes=71,no=72,missing=71,gain=3.36203718,cover=238020
- 71:leaf=-1.72280324e-05,cover=0
- 72:leaf=0.00119683647,cover=0
- 36:[Pol<123.615685] yes=73,no=74,missing=73,gain=1.76191449,cover=2097
- 73:leaf=-0.000641332066,cover=0
- 74:leaf=-0.0037272498,cover=0
- 18:[Ecc<5.21075869] yes=37,no=38,missing=37,gain=6.14998341,cover=126212
- 37:[PialCurv5<-0.129174799] yes=75,no=76,missing=75,gain=4.15275145,cover=66448
- 75:leaf=-0.000369058427,cover=0
- 76:leaf=0.000422873069,cover=0
- 38:[PialCurv5<-0.0426128618] yes=77,no=78,missing=78,gain=3.38632965,cover=59764
- 77:leaf=0.000762779382,cover=0
- 78:leaf=-0.00986863393,cover=0
- 4:[PialCurv5<-0.130080611] yes=9,no=10,missing=10,gain=3.24838138,cover=3193806
- 9:[Curv5<-0.112134233] yes=19,no=20,missing=20,gain=8.03671265,cover=39566
- 19:[Ecc<4.73840666] yes=39,no=40,missing=39,gain=3.89483166,cover=37735
- 39:[Sulc0<-0.632113814] yes=79,no=80,missing=79,gain=3.52635002,cover=16057
- 79:leaf=0.000836200081,cover=0
- 80:leaf=0.00277215196,cover=0
- 40:[Ecc<6.03867722] yes=81,no=82,missing=81,gain=4.29201221,cover=21678
- 81:leaf=-0.0014371837,cover=0
- 82:leaf=0.000465049234,cover=0
- 20:[MidArea5<0.538059175] yes=41,no=42,missing=42,gain=3.83330107,cover=1831
- 41:[Ecc<5.85121489] yes=83,no=84,missing=83,gain=0.811941504,cover=432
- 83:leaf=0.00357741467,cover=0
- 84:leaf=-0.000754337234,cover=0
- 42:[Curv5<-0.0860676765] yes=85,no=86,missing=85,gain=1.15771198,cover=1399
- 85:leaf=-0.00254684128,cover=0
- 86:leaf=-0.005433816,cover=0
- 10:[Sulc0<-0.137935251] yes=21,no=22,missing=21,gain=1.52624893,cover=3154240
- 21:[Pol<94.4799194] yes=43,no=44,missing=44,gain=5.5103569,cover=1175090
- 43:[PialCurv5<-0.00569582684] yes=87,no=88,missing=87,gain=10.2843647,cover=903548
- 87:leaf=-8.56808983e-05,cover=0
- 88:leaf=0.000356246223,cover=0
- 44:[Ecc<3.73767829] yes=89,no=90,missing=90,gain=45.8577156,cover=271542
- 89:leaf=0.000330296898,cover=0
- 90:leaf=-0.000974351366,cover=0
- 22:[Pol<73.3354874] yes=45,no=46,missing=45,gain=2.20794201,cover=1979150
- 45:[Ecc<13.3064203] yes=91,no=92,missing=92,gain=30.2836628,cover=417248
- 91:leaf=-0.000821011781,cover=0
- 92:leaf=0.0001535919,cover=0
- 46:[PialCurv5<-0.062031392] yes=93,no=94,missing=93,gain=8.58145905,cover=1561902
- 93:leaf=-0.000740868272,cover=0
- 94:leaf=5.01999239e-05,cover=0
- 2:[PialArea5<0.580179036] yes=5,no=6,missing=5,gain=1.69035745,cover=1352372
- 5:[LGI5<3.27544355] yes=11,no=12,missing=12,gain=3.64146185,cover=109801
- 11:[Ecc<7.29654455] yes=23,no=24,missing=23,gain=3.12193465,cover=98671
- 23:[LGI5<2.52671862] yes=47,no=48,missing=47,gain=13.3488636,cover=53350
- 47:[Area5<0.72690624] yes=95,no=96,missing=96,gain=4.25996542,cover=40788
- 95:leaf=3.03839915e-05,cover=0
- 96:leaf=-0.00262816786,cover=0
- 48:[LGI5<2.77946544] yes=97,no=98,missing=97,gain=9.97724724,cover=12562
- 97:leaf=0.00246836897,cover=0
- 98:leaf=-0.00114400941,cover=0
- 24:[Area5<0.731406808] yes=49,no=50,missing=50,gain=4.50715351,cover=45321
- 49:[Curv5<0.128008828] yes=99,no=100,missing=99,gain=4.45571947,cover=39776
- 99:leaf=-0.000839361397,cover=0
- 100:leaf=0.000230755424,cover=0
- 50:[PialCurv5<0.054317683] yes=101,no=102,missing=101,gain=6.9035902,cover=5545
- 101:leaf=0.00466870889,cover=0
- 102:leaf=0.000256658735,cover=0
- 12:[Ecc<9.17092323] yes=25,no=26,missing=25,gain=2.69190359,cover=11130
- 25:[PialCurv5<0.157381535] yes=51,no=52,missing=51,gain=1.86264706,cover=524
- 51:[Pol<167.338547] yes=103,no=104,missing=103,gain=2.12819815,cover=321
- 103:leaf=0.0123832123,cover=0
- 104:leaf=0.00386913843,cover=0
- 52:[Pol<172.695618] yes=105,no=106,missing=105,gain=1.88480353,cover=203
- 105:leaf=-0.00631863344,cover=0
- 106:leaf=0.00402825885,cover=0
- 26:[Sulc0<0.636906147] yes=53,no=54,missing=54,gain=2.15694714,cover=10606
- 53:[Ecc<15.121048] yes=107,no=108,missing=108,gain=3.54332733,cover=9282
- 107:leaf=0.000102468373,cover=0
- 108:leaf=0.00206209626,cover=0
- 54:[Ecc<19.170145] yes=109,no=110,missing=109,gain=1.70980787,cover=1324
- 109:leaf=-0.0132236471,cover=0
- 110:leaf=-0.000734013447,cover=0
- 6:[Ecc<5.4036684] yes=13,no=14,missing=13,gain=2.02208281,cover=1242571
- 13:[Sulc0<-0.493071198] yes=27,no=28,missing=27,gain=9.87660885,cover=402193
- 27:[PialCurv5<-0.0748331472] yes=55,no=56,missing=56,gain=6.90739012,cover=318500
- 55:[PialArea5<1.00196755] yes=111,no=112,missing=111,gain=6.50800991,cover=242051
- 111:leaf=-0.000270267919,cover=0
- 112:leaf=0.000289746647,cover=0
- 56:[Ecc<1.05247808] yes=113,no=114,missing=113,gain=8.72564507,cover=76449
- 113:leaf=-0.000200737617,cover=0
- 114:leaf=0.000888204027,cover=0
- 28:[Curv5<-0.125495523] yes=57,no=58,missing=57,gain=18.2229691,cover=83693
- 57:[Ecc<2.02168798] yes=115,no=116,missing=115,gain=5.9121685,cover=17216
- 115:leaf=-0.000262147252,cover=0
- 116:leaf=-0.00251220306,cover=0
- 58:[MidArea5<0.750180483] yes=117,no=118,missing=117,gain=7.20339823,cover=66477
- 117:leaf=0.000159756732,cover=0
- 118:leaf=-0.000952917093,cover=0
- 14:[Ecc<12.0179253] yes=29,no=30,missing=29,gain=6.27270699,cover=840378
- 29:[Sulc0<-0.540693521] yes=59,no=60,missing=59,gain=21.1068573,cover=372117
- 59:[Pol<174.523148] yes=119,no=120,missing=119,gain=11.050436,cover=189308
- 119:leaf=-0.000356253091,cover=0
- 120:leaf=0.000622224528,cover=0
- 60:[Pol<157.22821] yes=121,no=122,missing=121,gain=31.6816864,cover=182809
- 121:leaf=0.00123808312,cover=0
- 122:leaf=-7.83662399e-05,cover=0
- 30:[LGI5<2.48283219] yes=61,no=62,missing=62,gain=3.59480906,cover=468261
- 61:[Curv5<-0.144993886] yes=123,no=124,missing=123,gain=2.80054188,cover=1268
- 123:leaf=-0.000316301855,cover=0
- 124:leaf=-0.00501660071,cover=0
- 62:[Pol<150.62207] yes=125,no=126,missing=125,gain=3.32629943,cover=466993
- 125:leaf=-0.000268578093,cover=0
- 126:leaf=1.94468375e-05,cover=0
-booster[1099]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=2,gain=0.243432522,cover=5124388
- 1:[Pol<47.409153] yes=3,no=4,missing=3,gain=2.08366275,cover=2198906
- 3:[Ecc<22.8050022] yes=7,no=8,missing=7,gain=2.71765947,cover=112319
- 7:[Sulc0<-0.152423486] yes=15,no=16,missing=15,gain=4.99159956,cover=64221
- 15:[LGI5<3.04906535] yes=31,no=32,missing=31,gain=2.07879853,cover=57902
- 31:[LGI5<2.92358446] yes=63,no=64,missing=64,gain=4.60381603,cover=40651
- 63:leaf=0.000117659038,cover=0
- 64:leaf=0.00168963021,cover=0
- 32:[LGI5<3.35709596] yes=65,no=66,missing=65,gain=2.01457953,cover=17251
- 65:leaf=-0.000704019214,cover=0
- 66:leaf=0.000450358028,cover=0
- 16:[LGI5<3.58443618] yes=33,no=34,missing=34,gain=2.44574928,cover=6319
- 33:[PialCurv5<-0.0280297659] yes=67,no=68,missing=67,gain=2.49361467,cover=6013
- 67:leaf=0.00124553777,cover=0
- 68:leaf=-0.00193968846,cover=0
- 34:[PialCurv5<-0.0515215881] yes=69,no=70,missing=70,gain=4.43691349,cover=306
- 69:leaf=-0.013008696,cover=0
- 70:leaf=0.00524656987,cover=0
- 8:[Area5<0.489361584] yes=17,no=18,missing=18,gain=3.69643402,cover=48098
- 17:[Sulc0<0.218763664] yes=35,no=36,missing=35,gain=1.5181787,cover=1892
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=71,gain=1.62471187,cover=1763
- 71:leaf=0.0022800914,cover=0
- 72:leaf=-0.00194152468,cover=0
- 36:[Ecc<30.4150848] yes=73,no=74,missing=74,gain=1.82688093,cover=129
- 73:leaf=-0.0184953492,cover=0
- 74:leaf=-0.00382309151,cover=0
- 18:[Sulc0<0.0372688323] yes=37,no=38,missing=37,gain=3.22637701,cover=46206
- 37:[Area5<0.648839295] yes=75,no=76,missing=76,gain=10.4619942,cover=9488
- 75:leaf=5.73269654e-06,cover=0
- 76:leaf=0.00338033005,cover=0
- 38:[MidArea5<0.623027146] yes=77,no=78,missing=78,gain=3.07762957,cover=36718
- 77:leaf=0.00127601542,cover=0
- 78:leaf=0.00012952197,cover=0
- 4:[Curv5<0.0191024225] yes=9,no=10,missing=9,gain=1.7528522,cover=2086587
- 9:[Area5<0.684738636] yes=19,no=20,missing=19,gain=5.93119812,cover=493763
- 19:[LGI5<2.41022825] yes=39,no=40,missing=39,gain=2.81572342,cover=408854
- 39:[Sulc0<0.0451717228] yes=79,no=80,missing=80,gain=2.30819321,cover=102556
- 79:leaf=0.000154240857,cover=0
- 80:leaf=0.00144106557,cover=0
- 40:[Pol<137.578873] yes=81,no=82,missing=81,gain=2.89408302,cover=306298
- 81:leaf=4.79642176e-06,cover=0
- 82:leaf=-0.000322001695,cover=0
- 20:[Pol<143.959366] yes=41,no=42,missing=41,gain=13.35993,cover=84909
- 41:[Ecc<5.97554874] yes=83,no=84,missing=83,gain=6.68708038,cover=65707
- 83:leaf=-0.00159476383,cover=0
- 84:leaf=-0.000494737469,cover=0
- 42:[PialCurv5<0.0193316489] yes=85,no=86,missing=86,gain=5.22023201,cover=19202
- 85:leaf=0.00118306116,cover=0
- 86:leaf=-0.000660504273,cover=0
- 10:[Sulc0<-0.364187956] yes=21,no=22,missing=21,gain=2.17694473,cover=1592824
- 21:[PialArea5<0.542192638] yes=43,no=44,missing=44,gain=5.74236298,cover=42014
- 43:[PialCurv5<-0.0363363102] yes=87,no=88,missing=87,gain=3.24545789,cover=17561
- 87:leaf=-0.00329973851,cover=0
- 88:leaf=0.000463329779,cover=0
- 44:[LGI5<2.45932961] yes=89,no=90,missing=89,gain=6.91300917,cover=24453
- 89:leaf=-0.00157309684,cover=0
- 90:leaf=0.000126953455,cover=0
- 22:[Area5<0.68633163] yes=45,no=46,missing=45,gain=2.23440003,cover=1550810
- 45:[Curv5<0.0365542509] yes=91,no=92,missing=91,gain=3.11387682,cover=665058
- 91:leaf=0.00036495598,cover=0
- 92:leaf=-8.56632469e-05,cover=0
- 46:[Sulc0<0.383163035] yes=93,no=94,missing=93,gain=5.26604748,cover=885752
- 93:leaf=0.000218516216,cover=0
- 94:leaf=-3.24657522e-05,cover=0
- 2:[MidArea5<0.554996908] yes=5,no=6,missing=5,gain=1.06975639,cover=2925482
- 5:[PialArea5<0.756055057] yes=11,no=12,missing=12,gain=0.332281828,cover=953
- 11:[MidArea5<0.548060238] yes=23,no=24,missing=23,gain=0.29688555,cover=564
- 23:[Curv5<-0.212755695] yes=47,no=48,missing=47,gain=0.153227538,cover=265
- 47:[Curv5<-0.331971258] yes=95,no=96,missing=95,gain=0.166845262,cover=225
- 95:leaf=-0.000822047237,cover=0
- 96:leaf=0.00315788691,cover=0
- 48:[Sulc0<-0.998678327] yes=97,no=98,missing=97,gain=0.0784751028,cover=40
- 97:leaf=0.00205985317,cover=0
- 98:leaf=-0.00239636912,cover=0
- 24:[PialCurv5<-0.164281175] yes=49,no=50,missing=49,gain=0.398215801,cover=299
- 49:[LGI5<2.13090348] yes=99,no=100,missing=99,gain=0.0555022657,cover=34
- 99:leaf=0.00205487222,cover=0
- 100:leaf=-0.0056893127,cover=0
- 50:[Pol<106.604004] yes=101,no=102,missing=101,gain=0.280269116,cover=265
- 101:leaf=0.00252797431,cover=0
- 102:leaf=-0.000800501555,cover=0
- 12:[Ecc<0.783076942] yes=25,no=26,missing=25,gain=0.209142923,cover=389
- 25:[Pol<113.913933] yes=51,no=52,missing=52,gain=0.109608948,cover=62
- 51:[Pol<69.6327286] yes=103,no=104,missing=103,gain=0.107992917,cover=43
- 103:leaf=0.00550842052,cover=0
- 104:leaf=7.34422865e-05,cover=0
- 52:[Pol<132.742767] yes=105,no=106,missing=105,gain=0.104368567,cover=19
- 105:leaf=0.0127785746,cover=0
- 106:leaf=0.00475143921,cover=0
- 26:[PialCurv5<-0.107986279] yes=53,no=54,missing=53,gain=0.153826892,cover=327
- 53:[Curv5<-0.230516881] yes=107,no=108,missing=107,gain=0.170660198,cover=321
- 107:leaf=0.00270548393,cover=0
- 108:leaf=-0.000143898069,cover=0
- 54:[MidArea5<0.55041182] yes=109,no=110,missing=109,gain=0.00980103016,cover=6
- 109:leaf=0.00375173101,cover=0
- 110:leaf=0.0112783527,cover=0
- 6:[Curv5<0.0365542509] yes=13,no=14,missing=14,gain=0.883162141,cover=2924529
- 13:[PialCurv5<0.0616685152] yes=27,no=28,missing=27,gain=3.67487478,cover=2801123
- 27:[Area5<0.670794368] yes=55,no=56,missing=55,gain=0.878911257,cover=2745630
- 55:[Curv5<-0.0642315522] yes=111,no=112,missing=111,gain=9.44536686,cover=1285920
- 111:leaf=-1.44167743e-07,cover=0
- 112:leaf=0.000535496452,cover=0
- 56:[PialArea5<0.87722075] yes=113,no=114,missing=113,gain=1.91740084,cover=1459710
- 113:leaf=-0.000125940234,cover=0
- 114:leaf=1.09804087e-05,cover=0
- 28:[Ecc<3.80337262] yes=57,no=58,missing=58,gain=3.26188731,cover=55493
- 57:[Ecc<1.51801682] yes=115,no=116,missing=115,gain=6.42134571,cover=11734
- 115:leaf=-0.000612000236,cover=0
- 116:leaf=0.00193067512,cover=0
- 58:[Sulc0<-0.23104082] yes=117,no=118,missing=117,gain=7.61578083,cover=43759
- 117:leaf=-0.00130584033,cover=0
- 118:leaf=0.000504309253,cover=0
- 14:[PialCurv5<0.0495097227] yes=29,no=30,missing=30,gain=4.35547161,cover=123406
- 29:[Pol<81.5476837] yes=59,no=60,missing=59,gain=6.06645632,cover=17102
- 59:[Ecc<2.48523927] yes=119,no=120,missing=120,gain=6.56558037,cover=9488
- 119:leaf=-0.00279205455,cover=0
- 120:leaf=0.00186856557,cover=0
- 60:[PialCurv5<-0.0114707183] yes=121,no=122,missing=121,gain=2.57322288,cover=7614
- 121:leaf=-0.00354455598,cover=0
- 122:leaf=-0.000161152115,cover=0
- 30:[PialCurv5<0.116372027] yes=61,no=62,missing=61,gain=3.44689584,cover=106304
- 61:[Area5<0.754342616] yes=123,no=124,missing=123,gain=5.62920475,cover=69332
- 123:leaf=-0.000961877988,cover=0
- 124:leaf=-5.32503836e-05,cover=0
- 62:[Area5<0.699748635] yes=125,no=126,missing=125,gain=3.16493702,cover=36972
- 125:leaf=0.0015424873,cover=0
- 126:leaf=-4.80661811e-06,cover=0
-booster[1100]:
-0:[Pol<124.735107] yes=1,no=2,missing=2,gain=0.223303854,cover=5124388
- 1:[PialCurv5<-0.0931780562] yes=3,no=4,missing=3,gain=1.36106718,cover=3448693
- 3:[Curv5<-0.141545609] yes=7,no=8,missing=7,gain=13.1611652,cover=836823
- 7:[LGI5<2.3865335] yes=15,no=16,missing=15,gain=1.97481871,cover=784645
- 15:[Sulc0<-1.02305627] yes=31,no=32,missing=31,gain=1.71008551,cover=143286
- 31:[Area5<0.987501919] yes=63,no=64,missing=64,gain=2.75752234,cover=40322
- 63:leaf=8.80429507e-05,cover=0
- 64:leaf=0.0100205326,cover=0
- 32:[Ecc<1.41371143] yes=65,no=66,missing=65,gain=2.4626534,cover=102964
- 65:leaf=-0.000553644495,cover=0
- 66:leaf=-6.12512158e-05,cover=0
- 16:[Area5<0.739104271] yes=33,no=34,missing=34,gain=1.85919058,cover=641359
- 33:[PialArea5<1.04185641] yes=67,no=68,missing=67,gain=2.29890442,cover=497015
- 67:leaf=1.13137767e-05,cover=0
- 68:leaf=0.000247700838,cover=0
- 34:[Pol<51.9018669] yes=69,no=70,missing=69,gain=3.8962872,cover=144344
- 69:leaf=-0.000208216603,cover=0
- 70:leaf=0.000672122231,cover=0
- 8:[Ecc<2.3695333] yes=17,no=18,missing=17,gain=8.07531548,cover=52178
- 17:[MidArea5<0.691121161] yes=35,no=36,missing=35,gain=8.9856987,cover=12024
- 35:[Sulc0<-0.50485903] yes=71,no=72,missing=71,gain=4.37743568,cover=4400
- 71:leaf=-0.000581791508,cover=0
- 72:leaf=0.00353110931,cover=0
- 36:[Ecc<0.836319208] yes=73,no=74,missing=73,gain=5.67306328,cover=7624
- 73:leaf=0.00085339864,cover=0
- 74:leaf=0.00386198121,cover=0
- 18:[PialCurv5<-0.126528949] yes=37,no=38,missing=37,gain=6.00650787,cover=40154
- 37:[Area5<0.404548973] yes=75,no=76,missing=75,gain=2.60139608,cover=3724
- 75:leaf=0.00356728933,cover=0
- 76:leaf=-0.00178431009,cover=0
- 38:[PialArea5<0.636387587] yes=77,no=78,missing=77,gain=5.22778988,cover=36430
- 77:leaf=-0.00162075355,cover=0
- 78:leaf=0.000828709395,cover=0
- 4:[Curv5<-0.160152137] yes=9,no=10,missing=9,gain=3.5839076,cover=2611870
- 9:[Area5<0.637240529] yes=19,no=20,missing=19,gain=3.46862388,cover=105763
- 19:[PialCurv5<-0.0529128574] yes=39,no=40,missing=39,gain=4.08866119,cover=52716
- 39:[LGI5<2.42065382] yes=79,no=80,missing=80,gain=2.03118372,cover=46983
- 79:leaf=0.000246374257,cover=0
- 80:leaf=-0.000433890673,cover=0
- 40:[Area5<0.554568231] yes=81,no=82,missing=81,gain=4.50813913,cover=5733
- 81:leaf=-0.000300446613,cover=0
- 82:leaf=0.00251473067,cover=0
- 20:[Pol<18.1680222] yes=41,no=42,missing=41,gain=4.35689163,cover=53047
- 41:[Ecc<27.7987404] yes=83,no=84,missing=84,gain=3.24671173,cover=17509
- 83:leaf=0.000269472221,cover=0
- 84:leaf=-0.00135438843,cover=0
- 42:[Sulc0<-0.815117955] yes=85,no=86,missing=85,gain=3.74432373,cover=35538
- 85:leaf=-0.00018892574,cover=0
- 86:leaf=0.00111380394,cover=0
- 10:[Curv5<-0.0773924068] yes=21,no=22,missing=21,gain=4.63881636,cover=2506107
- 21:[PialCurv5<-0.0314326771] yes=43,no=44,missing=43,gain=10.5750008,cover=408017
- 43:[Area5<0.532936037] yes=87,no=88,missing=88,gain=3.78961754,cover=355333
- 87:leaf=0.000328649883,cover=0
- 88:leaf=-0.000332500873,cover=0
- 44:[Pol<18.1680222] yes=89,no=90,missing=89,gain=5.70777416,cover=52684
- 89:leaf=-0.000942313287,cover=0
- 90:leaf=0.000661525992,cover=0
- 22:[PialCurv5<-0.0472753309] yes=45,no=46,missing=45,gain=8.07849789,cover=2098090
- 45:[Ecc<15.7955055] yes=91,no=92,missing=91,gain=11.3872795,cover=63353
- 91:leaf=0.000183551689,cover=0
- 92:leaf=0.00177876395,cover=0
- 46:[Curv5<-0.0575901605] yes=93,no=94,missing=93,gain=4.66228867,cover=2034737
- 93:leaf=-0.000411914807,cover=0
- 94:leaf=-9.61777732e-06,cover=0
- 2:[PialArea5<0.580179036] yes=5,no=6,missing=5,gain=1.82901752,cover=1675695
- 5:[Area5<0.56946665] yes=11,no=12,missing=12,gain=3.03301001,cover=166976
- 11:[Sulc0<-0.195981219] yes=23,no=24,missing=23,gain=3.36053038,cover=23912
- 23:[LGI5<2.68420529] yes=47,no=48,missing=47,gain=2.81757474,cover=15274
- 47:[LGI5<2.41724968] yes=95,no=96,missing=95,gain=4.17124891,cover=12341
- 95:leaf=0.000509863312,cover=0
- 96:leaf=-0.00136949623,cover=0
- 48:[Ecc<11.3532677] yes=97,no=98,missing=98,gain=7.13202572,cover=2933
- 97:leaf=0.00341526163,cover=0
- 98:leaf=-0.00166499638,cover=0
- 24:[Ecc<3.03937531] yes=49,no=50,missing=50,gain=2.66703367,cover=8638
- 49:[LGI5<2.22170687] yes=99,no=100,missing=99,gain=1.91076267,cover=1896
- 99:leaf=-0.00548184477,cover=0
- 100:leaf=0.000938318204,cover=0
- 50:[Ecc<23.1745358] yes=101,no=102,missing=101,gain=2.66720724,cover=6742
- 101:leaf=-0.00203031232,cover=0
- 102:leaf=0.000711696863,cover=0
- 12:[Curv5<-0.119937547] yes=25,no=26,missing=25,gain=5.31973982,cover=143064
- 25:[Sulc0<-0.210027173] yes=51,no=52,missing=51,gain=3.2172308,cover=1698
- 51:[LGI5<2.55687809] yes=103,no=104,missing=104,gain=3.67367649,cover=1181
- 103:leaf=0.000811102334,cover=0
- 104:leaf=0.00659872917,cover=0
- 52:[Curv5<-0.174421206] yes=105,no=106,missing=105,gain=0.765769482,cover=517
- 105:leaf=-0.00176940765,cover=0
- 106:leaf=0.00217697676,cover=0
- 26:[PialCurv5<0.160740122] yes=53,no=54,missing=53,gain=2.00846887,cover=141366
- 53:[Pol<157.965515] yes=107,no=108,missing=107,gain=4.71545219,cover=69671
- 107:leaf=0.000812409155,cover=0
- 108:leaf=-1.09049488e-05,cover=0
- 54:[Curv5<0.081820026] yes=109,no=110,missing=109,gain=2.49708772,cover=71695
- 109:leaf=-0.00144208758,cover=0
- 110:leaf=9.86551386e-05,cover=0
- 6:[PialCurv5<0.0695191324] yes=13,no=14,missing=13,gain=2.24599361,cover=1508719
- 13:[Ecc<7.03401423] yes=27,no=28,missing=27,gain=3.18984199,cover=1388491
- 27:[Sulc0<-0.493071198] yes=55,no=56,missing=56,gain=6.28244114,cover=615109
- 55:[Area5<0.864337862] yes=111,no=112,missing=111,gain=3.93981385,cover=456521
- 111:leaf=1.17223535e-05,cover=0
- 112:leaf=0.00168066309,cover=0
- 56:[Curv5<-0.0922861248] yes=113,no=114,missing=113,gain=12.4462471,cover=158588
- 113:leaf=-0.000850803975,cover=0
- 114:leaf=4.39711912e-05,cover=0
- 28:[Ecc<10.569519] yes=57,no=58,missing=57,gain=9.73218632,cover=773382
- 57:[Sulc0<-0.271910518] yes=115,no=116,missing=115,gain=35.8039513,cover=243391
- 115:leaf=3.88099543e-05,cover=0
- 116:leaf=0.0015464715,cover=0
- 58:[Curv5<0.0431617796] yes=117,no=118,missing=117,gain=4.7777009,cover=529991
- 117:leaf=-5.56053019e-05,cover=0
- 118:leaf=0.00117835624,cover=0
- 14:[Ecc<7.69572639] yes=29,no=30,missing=30,gain=8.90232086,cover=120228
- 29:[Ecc<3.16401935] yes=59,no=60,missing=59,gain=4.20914459,cover=41796
- 59:[LGI5<2.13090348] yes=119,no=120,missing=119,gain=4.74764967,cover=12320
- 119:leaf=-0.00803729519,cover=0
- 120:leaf=-0.00027034196,cover=0
- 60:[Sulc0<-0.463317156] yes=121,no=122,missing=121,gain=7.82480049,cover=29476
- 121:leaf=0.0048184488,cover=0
- 122:leaf=0.000542724447,cover=0
- 30:[Ecc<20.0856266] yes=61,no=62,missing=61,gain=14.0620604,cover=78432
- 61:[LGI5<2.60638428] yes=123,no=124,missing=123,gain=7.36404228,cover=49427
- 123:leaf=-0.00338671356,cover=0
- 124:leaf=-0.000878138584,cover=0
- 62:[LGI5<3.09872246] yes=125,no=126,missing=125,gain=9.00133896,cover=29005
- 125:leaf=-0.000773163978,cover=0
- 126:leaf=0.00104077847,cover=0
-booster[1101]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=2,gain=0.232408285,cover=5124388
- 1:[Pol<45.5953903] yes=3,no=4,missing=3,gain=1.91182733,cover=2198906
- 3:[Ecc<23.1745358] yes=7,no=8,missing=7,gain=3.14117026,cover=104823
- 7:[Sulc0<-0.152423486] yes=15,no=16,missing=15,gain=4.97169828,cover=61413
- 15:[LGI5<2.24172258] yes=31,no=32,missing=31,gain=1.76656032,cover=55571
- 31:[LGI5<2.21018219] yes=63,no=64,missing=64,gain=5.74963188,cover=2543
- 63:leaf=-0.000244712428,cover=0
- 64:leaf=0.00483626174,cover=0
- 32:[Ecc<2.31110334] yes=65,no=66,missing=65,gain=2.55934763,cover=53028
- 65:leaf=-0.000533408427,cover=0
- 66:leaf=0.000256879692,cover=0
- 16:[LGI5<3.58443618] yes=33,no=34,missing=34,gain=2.54769516,cover=5842
- 33:[LGI5<2.33061647] yes=67,no=68,missing=68,gain=2.7187438,cover=5599
- 67:leaf=0.00213937717,cover=0
- 68:leaf=-0.00196012855,cover=0
- 34:[Ecc<10.426198] yes=69,no=70,missing=69,gain=2.95939016,cover=243
- 69:leaf=0.0132240569,cover=0
- 70:leaf=0.000434155663,cover=0
- 8:[Area5<0.489361584] yes=17,no=18,missing=18,gain=3.37284184,cover=43410
- 17:[Sulc0<0.218763664] yes=35,no=36,missing=36,gain=1.65674567,cover=1799
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=71,gain=1.57424748,cover=1693
- 71:leaf=0.00237407512,cover=0
- 72:leaf=-0.00186182465,cover=0
- 36:[Ecc<34.5416374] yes=73,no=74,missing=73,gain=2.58443785,cover=106
- 73:leaf=-0.0178956371,cover=0
- 74:leaf=-0.00172082765,cover=0
- 18:[PialCurv5<0.0695191324] yes=37,no=38,missing=37,gain=3.06120872,cover=41611
- 37:[Curv5<0.049365297] yes=75,no=76,missing=75,gain=5.89171791,cover=20607
- 75:leaf=0.000708555919,cover=0
- 76:leaf=0.00316307507,cover=0
- 38:[Sulc0<-0.00176540145] yes=77,no=78,missing=77,gain=2.24371791,cover=21004
- 77:leaf=0.00255892077,cover=0
- 78:leaf=7.58387687e-05,cover=0
- 4:[Curv5<0.0191024225] yes=9,no=10,missing=9,gain=1.66486466,cover=2094083
- 9:[Area5<0.684738636] yes=19,no=20,missing=20,gain=5.38806152,cover=496694
- 19:[LGI5<2.41022825] yes=39,no=40,missing=39,gain=2.63783789,cover=411380
- 39:[Sulc0<0.0530014001] yes=79,no=80,missing=79,gain=2.07975245,cover=102963
- 79:leaf=0.000149838568,cover=0
- 80:leaf=0.00140473014,cover=0
- 40:[Ecc<16.0247612] yes=81,no=82,missing=82,gain=2.80598497,cover=308417
- 81:leaf=-0.000182657808,cover=0
- 82:leaf=0.000177112248,cover=0
- 20:[Pol<143.959366] yes=41,no=42,missing=41,gain=11.9614296,cover=85314
- 41:[Ecc<5.97554874] yes=83,no=84,missing=83,gain=5.74991798,cover=66112
- 83:leaf=-0.00149521232,cover=0
- 84:leaf=-0.000477898458,cover=0
- 42:[PialCurv5<0.0193316489] yes=85,no=86,missing=85,gain=4.66873074,cover=19202
- 85:leaf=0.00111592177,cover=0
- 86:leaf=-0.000627542147,cover=0
- 10:[Pol<116.093399] yes=21,no=22,missing=22,gain=2.00762653,cover=1597389
- 21:[Sulc0<-0.370474488] yes=43,no=44,missing=43,gain=4.92170572,cover=1203695
- 43:[Ecc<1.10530448] yes=87,no=88,missing=87,gain=11.5159597,cover=13293
- 87:leaf=0.00131204247,cover=0
- 88:leaf=-0.00192867394,cover=0
- 44:[LGI5<3.31338549] yes=89,no=90,missing=89,gain=4.15868473,cover=1190402
- 89:leaf=1.84716027e-05,cover=0
- 90:leaf=-0.00025091265,cover=0
- 22:[Area5<0.651789546] yes=45,no=46,missing=46,gain=3.46838188,cover=393694
- 45:[Ecc<7.1378541] yes=91,no=92,missing=92,gain=8.57226658,cover=107395
- 91:leaf=0.000218421497,cover=0
- 92:leaf=-0.000695568859,cover=0
- 46:[PialCurv5<0.0959877223] yes=93,no=94,missing=93,gain=4.44684696,cover=286299
- 93:leaf=0.000532039267,cover=0
- 94:leaf=7.71777268e-05,cover=0
- 2:[MidArea5<0.552703321] yes=5,no=6,missing=5,gain=0.972190678,cover=2925482
- 5:[Ecc<0.729281187] yes=11,no=12,missing=11,gain=0.15994817,cover=703
- 11:[LGI5<2.43374896] yes=23,no=24,missing=23,gain=0.208135068,cover=91
- 23:[LGI5<2.3969903] yes=47,no=48,missing=48,gain=0.131729424,cover=63
- 47:[PialCurv5<-0.111886919] yes=95,no=96,missing=96,gain=0.0733671486,cover=53
- 95:leaf=0.0035015468,cover=0
- 96:leaf=0.00963565521,cover=0
- 48:[Pol<117.668175] yes=97,no=98,missing=98,gain=0.0663288534,cover=10
- 97:leaf=-0.000916838646,cover=0
- 98:leaf=0.0117403334,cover=0
- 24:[Pol<133.406311] yes=49,no=50,missing=49,gain=0.033606071,cover=28
- 49:[PialArea5<0.753297985] yes=99,no=100,missing=99,gain=0.0107044606,cover=24
- 99:leaf=-0.00120118924,cover=0
- 100:leaf=0.00100853888,cover=0
- 50:leaf=0.0039494494,cover=0
- 12:[Ecc<1.62447274] yes=25,no=26,missing=25,gain=0.158613741,cover=612
- 25:[Ecc<1.21076584] yes=51,no=52,missing=51,gain=0.285719603,cover=220
- 51:[Pol<131.443253] yes=101,no=102,missing=101,gain=0.181092337,cover=141
- 101:leaf=0.00266724429,cover=0
- 102:leaf=-0.00196308596,cover=0
- 52:[Curv5<-0.206445083] yes=103,no=104,missing=103,gain=0.127052173,cover=79
- 103:leaf=-0.000964890874,cover=0
- 104:leaf=-0.00623139553,cover=0
- 26:[LGI5<2.8416636] yes=53,no=54,missing=53,gain=0.166635215,cover=392
- 53:[LGI5<2.48931384] yes=105,no=106,missing=105,gain=0.207410812,cover=372
- 105:leaf=0.00174506009,cover=0
- 106:leaf=0.00452555995,cover=0
- 54:[LGI5<3.04290652] yes=107,no=108,missing=107,gain=0.0796577111,cover=20
- 107:leaf=-0.00439100014,cover=0
- 108:leaf=0.00193490542,cover=0
- 6:[Curv5<0.0322575867] yes=13,no=14,missing=13,gain=0.816644907,cover=2924779
- 13:[PialCurv5<0.0616685152] yes=27,no=28,missing=27,gain=4.89879608,cover=2785380
- 27:[Area5<0.660333693] yes=55,no=56,missing=55,gain=0.849371135,cover=2736574
- 55:[Curv5<-0.066452302] yes=109,no=110,missing=109,gain=7.65227985,cover=1169375
- 109:leaf=5.30039506e-06,cover=0
- 110:leaf=0.000537041284,cover=0
- 56:[PialArea5<0.846608043] yes=111,no=112,missing=111,gain=1.44828558,cover=1567199
- 111:leaf=-0.00012585675,cover=0
- 112:leaf=3.24302869e-06,cover=0
- 28:[Area5<0.626857519] yes=57,no=58,missing=57,gain=3.32103586,cover=48806
- 57:[Curv5<-0.0413376503] yes=113,no=114,missing=113,gain=2.9100461,cover=2114
- 113:leaf=-0.00470844423,cover=0
- 114:leaf=-0.000378310215,cover=0
- 58:[Ecc<3.80337262] yes=115,no=116,missing=116,gain=3.82484579,cover=46692
- 115:leaf=0.00149033405,cover=0
- 116:leaf=0.000369221641,cover=0
- 14:[PialCurv5<0.0447484925] yes=29,no=30,missing=29,gain=6.69580746,cover=139399
- 29:[PialCurv5<-0.0154925911] yes=59,no=60,missing=60,gain=6.18796492,cover=18754
- 59:[Ecc<5.91357183] yes=117,no=118,missing=117,gain=5.64063358,cover=1405
- 117:leaf=-0.00545979571,cover=0
- 118:leaf=0.000878372171,cover=0
- 60:[Pol<80.8913651] yes=119,no=120,missing=119,gain=5.39074278,cover=17349
- 119:leaf=0.00181746879,cover=0
- 120:leaf=4.40676049e-05,cover=0
- 30:[PialCurv5<0.110155433] yes=61,no=62,missing=61,gain=3.4606905,cover=120645
- 61:[Area5<0.741095543] yes=121,no=122,missing=121,gain=5.47422028,cover=77479
- 121:leaf=-0.00102329173,cover=0
- 122:leaf=-0.000139944692,cover=0
- 62:[Area5<0.701312602] yes=123,no=124,missing=123,gain=2.94263506,cover=43166
- 123:leaf=0.00130642555,cover=0
- 124:leaf=-2.99512467e-05,cover=0
-booster[1102]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=2,gain=0.209763482,cover=5124388
- 1:[Pol<47.409153] yes=3,no=4,missing=3,gain=1.73122644,cover=2198906
- 3:[Area5<0.646843374] yes=7,no=8,missing=7,gain=2.49144697,cover=112319
- 7:[LGI5<3.14439583] yes=15,no=16,missing=16,gain=3.4260819,cover=50585
- 15:[Ecc<29.8764286] yes=31,no=32,missing=31,gain=3.68636942,cover=35179
- 31:[Sulc0<-0.123243913] yes=63,no=64,missing=63,gain=1.8209331,cover=32022
- 63:leaf=0.000112524991,cover=0
- 64:leaf=-0.00171231164,cover=0
- 32:[LGI5<2.68917012] yes=65,no=66,missing=66,gain=4.13770914,cover=3157
- 65:leaf=-0.00490991212,cover=0
- 66:leaf=0.00230761128,cover=0
- 16:[LGI5<3.1967752] yes=33,no=34,missing=33,gain=3.47834086,cover=15406
- 33:[Ecc<45.751255] yes=67,no=68,missing=67,gain=2.41516781,cover=2362
- 67:leaf=-0.00286149955,cover=0
- 68:leaf=0.00400537578,cover=0
- 34:[Ecc<32.6813126] yes=69,no=70,missing=69,gain=1.94653749,cover=13044
- 69:leaf=2.27766213e-05,cover=0
- 70:leaf=-0.00130285369,cover=0
- 8:[PialCurv5<0.137877449] yes=17,no=18,missing=17,gain=4.39818954,cover=61734
- 17:[Ecc<2.07756257] yes=35,no=36,missing=36,gain=6.4911809,cover=50051
- 35:[Ecc<0.999059319] yes=71,no=72,missing=71,gain=3.7004838,cover=3702
- 71:leaf=0.000470738683,cover=0
- 72:leaf=-0.00274052331,cover=0
- 36:[LGI5<2.68917012] yes=73,no=74,missing=73,gain=7.89970398,cover=46349
- 73:leaf=0.00289559807,cover=0
- 74:leaf=0.000558241445,cover=0
- 18:[LGI5<2.46931005] yes=37,no=38,missing=37,gain=1.41090107,cover=11683
- 37:[Sulc0<-0.23104082] yes=75,no=76,missing=75,gain=3.00192928,cover=855
- 75:leaf=0.00511252088,cover=0
- 76:leaf=-0.000934220327,cover=0
- 38:[Ecc<9.17092323] yes=77,no=78,missing=78,gain=2.86324525,cover=10828
- 77:leaf=-0.0027212901,cover=0
- 78:leaf=-0.000318302686,cover=0
- 4:[Curv5<0.0191024225] yes=9,no=10,missing=9,gain=1.46685314,cover=2086587
- 9:[Area5<0.684738636] yes=19,no=20,missing=19,gain=4.85890293,cover=493763
- 19:[Pol<67.3859482] yes=39,no=40,missing=39,gain=2.58418489,cover=408854
- 39:[Ecc<16.5318356] yes=79,no=80,missing=79,gain=4.64948559,cover=48308
- 79:leaf=-0.000687327178,cover=0
- 80:leaf=0.000387103006,cover=0
- 40:[Pol<137.578873] yes=81,no=82,missing=81,gain=3.14262033,cover=360546
- 81:leaf=0.000135764203,cover=0
- 82:leaf=-0.000168381244,cover=0
- 20:[Pol<143.959366] yes=41,no=42,missing=41,gain=10.81777,cover=84909
- 41:[Pol<73.3354874] yes=83,no=84,missing=83,gain=5.57022381,cover=65707
- 83:leaf=0.000161828633,cover=0
- 84:leaf=-0.000979833887,cover=0
- 42:[PialCurv5<0.0044251224] yes=85,no=86,missing=85,gain=4.21383286,cover=19202
- 85:leaf=0.00116369268,cover=0
- 86:leaf=-0.000375025382,cover=0
- 10:[Sulc0<-0.364187956] yes=21,no=22,missing=21,gain=1.92180932,cover=1592824
- 21:[Ecc<8.41855335] yes=43,no=44,missing=43,gain=5.10210609,cover=42014
- 43:[LGI5<2.47264814] yes=87,no=88,missing=87,gain=12.5893555,cover=37337
- 87:leaf=-0.000689936627,cover=0
- 88:leaf=0.00138786517,cover=0
- 44:[Pol<173.942612] yes=89,no=90,missing=89,gain=6.90181017,cover=4677
- 89:leaf=-0.00403437531,cover=0
- 90:leaf=-0.000169661595,cover=0
- 22:[Ecc<1.62447274] yes=45,no=46,missing=45,gain=2.0655508,cover=1550810
- 45:[MidArea5<0.502218068] yes=91,no=92,missing=91,gain=2.66422987,cover=50799
- 91:leaf=-0.000394218921,cover=0
- 92:leaf=0.000506536395,cover=0
- 46:[Area5<0.68633163] yes=93,no=94,missing=93,gain=2.5805254,cover=1500011
- 93:leaf=-7.75154185e-05,cover=0
- 94:leaf=5.54278158e-05,cover=0
- 2:[MidArea5<0.554996908] yes=5,no=6,missing=5,gain=0.890324712,cover=2925482
- 5:[PialArea5<0.756055057] yes=11,no=12,missing=12,gain=0.299179494,cover=953
- 11:[MidArea5<0.548060238] yes=23,no=24,missing=23,gain=0.260371685,cover=564
- 23:[PialCurv5<-0.11422696] yes=47,no=48,missing=47,gain=0.13747099,cover=265
- 47:[Curv5<-0.183827445] yes=95,no=96,missing=95,gain=0.137757033,cover=254
- 95:leaf=0.00249832799,cover=0
- 96:leaf=-0.00195669569,cover=0
- 48:[Sulc0<-0.769821882] yes=97,no=98,missing=97,gain=0.0297154337,cover=11
- 97:leaf=-0.00477334531,cover=0
- 98:leaf=0.000751307642,cover=0
- 24:[PialCurv5<-0.164281175] yes=49,no=50,missing=49,gain=0.356559187,cover=299
- 49:[LGI5<2.13090348] yes=99,no=100,missing=99,gain=0.0502616763,cover=34
- 99:leaf=0.00194016902,cover=0
- 100:leaf=-0.00543414941,cover=0
- 50:[Pol<106.604004] yes=101,no=102,missing=102,gain=0.246077508,cover=265
- 101:leaf=0.0023252992,cover=0
- 102:leaf=-0.000793450454,cover=0
- 12:[Ecc<0.783076942] yes=25,no=26,missing=25,gain=0.180157423,cover=389
- 25:[Pol<113.913933] yes=51,no=52,missing=52,gain=0.0963948965,cover=62
- 51:[Pol<69.6327286] yes=103,no=104,missing=103,gain=0.0943586677,cover=43
- 103:leaf=0.00510710431,cover=0
- 104:leaf=2.98159466e-05,cover=0
- 52:[Pol<132.742767] yes=105,no=106,missing=105,gain=0.084918797,cover=19
- 105:leaf=0.0117925582,cover=0
- 106:leaf=0.00450182473,cover=0
- 26:[PialCurv5<-0.107986279] yes=53,no=54,missing=53,gain=0.142801046,cover=327
- 53:[Sulc0<-1.02305627] yes=107,no=108,missing=107,gain=0.160610139,cover=321
- 107:leaf=0.00432333397,cover=0
- 108:leaf=0.00142405147,cover=0
- 54:[MidArea5<0.55041182] yes=109,no=110,missing=109,gain=0.00941346586,cover=6
- 109:leaf=0.00355274673,cover=0
- 110:leaf=0.0107813356,cover=0
- 6:[Curv5<0.0322575867] yes=13,no=14,missing=13,gain=0.736096084,cover=2924529
- 13:[PialCurv5<0.0616685152] yes=27,no=28,missing=27,gain=4.42252827,cover=2785130
- 27:[Pol<74.7525482] yes=55,no=56,missing=55,gain=0.782533109,cover=2736324
- 55:[Sulc0<-0.145219594] yes=111,no=112,missing=111,gain=5.86114597,cover=1257664
- 111:leaf=1.73933531e-05,cover=0
- 112:leaf=-0.000308282091,cover=0
- 56:[Pol<92.1537628] yes=113,no=114,missing=113,gain=3.92031097,cover=1478660
- 113:leaf=0.00031685931,cover=0
- 114:leaf=7.01471527e-06,cover=0
- 28:[Sulc0<-0.312649339] yes=57,no=58,missing=57,gain=3.12740707,cover=48806
- 57:[Ecc<3.22716212] yes=115,no=116,missing=115,gain=2.8524456,cover=8769
- 115:leaf=0.000531882746,cover=0
- 116:leaf=-0.00127150165,cover=0
- 58:[Ecc<3.8768425] yes=117,no=118,missing=117,gain=4.38123083,cover=40037
- 117:leaf=0.00195215293,cover=0
- 118:leaf=0.000459085131,cover=0
- 14:[PialCurv5<0.0447484925] yes=29,no=30,missing=30,gain=6.04286957,cover=139399
- 29:[Sulc0<-0.463317156] yes=59,no=60,missing=59,gain=5.6396246,cover=18754
- 59:[Ecc<0.889730632] yes=119,no=120,missing=120,gain=2.28276014,cover=1422
- 119:leaf=-0.0070168809,cover=0
- 120:leaf=-0.00144410215,cover=0
- 60:[Pol<92.7492142] yes=121,no=122,missing=121,gain=5.57955122,cover=17332
- 121:leaf=0.00166558928,cover=0
- 122:leaf=-0.00019342461,cover=0
- 30:[Area5<0.637240529] yes=61,no=62,missing=61,gain=3.41237807,cover=120645
- 61:[PialArea5<0.914612174] yes=123,no=124,missing=123,gain=2.56537652,cover=1191
- 123:leaf=0.00305650174,cover=0
- 124:leaf=-0.00611206098,cover=0
- 62:[PialCurv5<0.122354448] yes=125,no=126,missing=125,gain=3.14756703,cover=119454
- 125:leaf=-0.00042046592,cover=0
- 126:leaf=0.000150832901,cover=0
-booster[1103]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=2,gain=0.189327911,cover=5124388
- 1:[Pol<45.5953903] yes=3,no=4,missing=3,gain=1.56289804,cover=2198906
- 3:[Ecc<23.1745358] yes=7,no=8,missing=8,gain=2.78290868,cover=104823
- 7:[Sulc0<-0.166708246] yes=15,no=16,missing=15,gain=4.30225277,cover=61413
- 15:[Ecc<16.0247612] yes=31,no=32,missing=31,gain=1.70305729,cover=55049
- 31:[Ecc<2.31110334] yes=63,no=64,missing=63,gain=1.79103041,cover=49329
- 63:leaf=-0.000234969353,cover=0
- 64:leaf=0.000407496467,cover=0
- 32:[PialCurv5<-0.210138425] yes=65,no=66,missing=65,gain=1.15954006,cover=5720
- 65:leaf=-0.00275361189,cover=0
- 66:leaf=-0.000465108984,cover=0
- 16:[LGI5<2.33061647] yes=33,no=34,missing=33,gain=2.519485,cover=6364
- 33:[Ecc<1.10530448] yes=67,no=68,missing=68,gain=1.89209962,cover=460
- 67:leaf=-0.000929729838,cover=0
- 68:leaf=0.00547344377,cover=0
- 34:[LGI5<2.39356947] yes=69,no=70,missing=69,gain=3.58405781,cover=5904
- 69:leaf=-0.00749437744,cover=0
- 70:leaf=-0.00129231857,cover=0
- 8:[Area5<0.489361584] yes=17,no=18,missing=18,gain=3.00335884,cover=43410
- 17:[Sulc0<0.218763664] yes=35,no=36,missing=35,gain=1.47918594,cover=1799
- 35:[PialCurv5<-0.210138425] yes=71,no=72,missing=71,gain=1.42350578,cover=1693
- 71:leaf=0.00225838157,cover=0
- 72:leaf=-0.0017696115,cover=0
- 36:[Ecc<33.2971039] yes=73,no=74,missing=73,gain=2.33780742,cover=106
- 73:leaf=-0.0185383409,cover=0
- 74:leaf=-0.00235701888,cover=0
- 18:[Sulc0<0.0372688323] yes=37,no=38,missing=37,gain=2.83301783,cover=41611
- 37:[Area5<0.67507118] yes=75,no=76,missing=76,gain=9.25725746,cover=8984
- 75:leaf=0.000375871052,cover=0
- 76:leaf=0.00398346083,cover=0
- 38:[MidArea5<0.623027146] yes=77,no=78,missing=77,gain=2.33775997,cover=32627
- 77:leaf=0.00120128307,cover=0
- 78:leaf=0.000142376375,cover=0
- 4:[Curv5<0.0191024225] yes=9,no=10,missing=9,gain=1.35813475,cover=2094083
- 9:[Area5<0.684738636] yes=19,no=20,missing=20,gain=4.39230251,cover=496694
- 19:[LGI5<2.41022825] yes=39,no=40,missing=40,gain=2.37599134,cover=411380
- 39:[Sulc0<0.0451717228] yes=79,no=80,missing=79,gain=1.85875189,cover=102963
- 79:leaf=0.000142446472,cover=0
- 80:leaf=0.00129712943,cover=0
- 40:[LGI5<3.09244633] yes=81,no=82,missing=81,gain=2.49463987,cover=308417
- 81:leaf=-0.000179058567,cover=0
- 82:leaf=0.000144534191,cover=0
- 20:[Pol<155.012512] yes=41,no=42,missing=41,gain=9.88409424,cover=85314
- 41:[Ecc<5.97554874] yes=83,no=84,missing=83,gain=6.18255138,cover=71618
- 83:leaf=-0.00138116057,cover=0
- 84:leaf=-0.000357539626,cover=0
- 42:[PialCurv5<0.010724308] yes=85,no=86,missing=85,gain=5.17899656,cover=13696
- 85:leaf=0.00145365659,cover=0
- 86:leaf=-0.000660310907,cover=0
- 10:[Pol<116.093399] yes=21,no=22,missing=21,gain=1.84250593,cover=1597389
- 21:[Sulc0<-0.370474488] yes=43,no=44,missing=43,gain=4.32857418,cover=1203695
- 43:[Ecc<1.10530448] yes=87,no=88,missing=88,gain=10.4171638,cover=13293
- 87:leaf=0.00126026431,cover=0
- 88:leaf=-0.0018219687,cover=0
- 44:[LGI5<3.31338549] yes=89,no=90,missing=89,gain=3.75839305,cover=1190402
- 89:leaf=1.70846597e-05,cover=0
- 90:leaf=-0.000239006928,cover=0
- 22:[Area5<0.696645021] yes=45,no=46,missing=45,gain=3.18006802,cover=393694
- 45:[Ecc<7.18838644] yes=91,no=92,missing=91,gain=5.47552729,cover=217009
- 91:leaf=0.000220351256,cover=0
- 92:leaf=-0.000281969056,cover=0
- 46:[Curv5<0.0935273841] yes=93,no=94,missing=93,gain=7.67334127,cover=176685
- 93:leaf=0.000625677232,cover=0
- 94:leaf=-3.82622857e-05,cover=0
- 2:[MidArea5<0.554996908] yes=5,no=6,missing=5,gain=0.805619895,cover=2925482
- 5:[PialArea5<0.750515759] yes=11,no=12,missing=12,gain=0.275461614,cover=953
- 11:[Pol<92.7492142] yes=23,no=24,missing=23,gain=0.27112636,cover=378
- 23:[Curv5<-0.258777469] yes=47,no=48,missing=47,gain=0.251161397,cover=110
- 47:[MidArea5<0.545424342] yes=95,no=96,missing=95,gain=0.130775303,cover=49
- 95:leaf=0.00261495262,cover=0
- 96:leaf=-0.00247362815,cover=0
- 48:[Sulc0<-0.788856506] yes=97,no=98,missing=97,gain=0.206730902,cover=61
- 97:leaf=0.00246498501,cover=0
- 98:leaf=0.00866225362,cover=0
- 24:[MidArea5<0.548060238] yes=49,no=50,missing=49,gain=0.369805872,cover=268
- 49:[Pol<136.792099] yes=99,no=100,missing=99,gain=0.0901918635,cover=134
- 99:leaf=0.000100742014,cover=0
- 100:leaf=0.00268711522,cover=0
- 50:[PialCurv5<-0.125671759] yes=101,no=102,missing=101,gain=0.169362277,cover=134
- 101:leaf=-0.00369879394,cover=0
- 102:leaf=-5.84658592e-05,cover=0
- 12:[LGI5<2.8416636] yes=25,no=26,missing=25,gain=0.142905116,cover=575
- 25:[PialCurv5<-0.181738108] yes=51,no=52,missing=52,gain=0.144865155,cover=559
- 51:[LGI5<2.38303256] yes=103,no=104,missing=103,gain=0.0898125619,cover=38
- 103:leaf=0.00256807311,cover=0
- 104:leaf=-0.00240419596,cover=0
- 52:[PialArea5<0.767178178] yes=105,no=106,missing=106,gain=0.141607761,cover=521
- 105:leaf=0.00205294741,cover=0
- 106:leaf=0.00405066134,cover=0
- 26:[Sulc0<-0.82173413] yes=53,no=54,missing=53,gain=0.0757057667,cover=16
- 53:[Ecc<2.3695333] yes=107,no=108,missing=107,gain=0.00224395096,cover=3
- 107:leaf=0.000805336225,cover=0
- 108:leaf=0.00464536389,cover=0
- 54:[Pol<111.846848] yes=109,no=110,missing=109,gain=0.0335763246,cover=13
- 109:leaf=-0.00100876438,cover=0
- 110:leaf=-0.00615976332,cover=0
- 6:[Sulc0<0.68960917] yes=13,no=14,missing=14,gain=0.66635263,cover=2924529
- 13:[Curv5<0.0322575867] yes=27,no=28,missing=27,gain=0.912901521,cover=2920206
- 27:[PialCurv5<0.0616685152] yes=55,no=56,missing=55,gain=4.0672183,cover=2784357
- 55:[LGI5<2.39007568] yes=111,no=112,missing=112,gain=0.751663804,cover=2735795
- 111:leaf=-5.53009158e-05,cover=0
- 112:leaf=1.64444245e-05,cover=0
- 56:[Area5<0.626857519] yes=113,no=114,missing=114,gain=3.02105093,cover=48562
- 113:leaf=-0.00138144521,cover=0
- 114:leaf=0.000550830853,cover=0
- 28:[PialCurv5<0.0400940292] yes=57,no=58,missing=58,gain=5.56756449,cover=135849
- 57:[PialCurv5<-0.0154925911] yes=115,no=116,missing=115,gain=5.72290516,cover=14823
- 115:leaf=-0.00225809659,cover=0
- 116:leaf=0.00111104304,cover=0
- 58:[Area5<0.637240529] yes=117,no=118,missing=117,gain=3.38963795,cover=121026
- 117:leaf=0.00237443484,cover=0
- 118:leaf=-0.000258509972,cover=0
- 14:[Area5<0.792350233] yes=29,no=30,missing=29,gain=2.79813147,cover=4323
- 29:[Pol<79.5617371] yes=59,no=60,missing=59,gain=1.88819361,cover=1195
- 59:[LGI5<3.70550299] yes=119,no=120,missing=120,gain=3.45529127,cover=557
- 119:leaf=0.00391417881,cover=0
- 120:leaf=0.0222736541,cover=0
- 60:[LGI5<3.17022181] yes=121,no=122,missing=121,gain=1.87921095,cover=638
- 121:leaf=0.00484333746,cover=0
- 122:leaf=-0.00100238086,cover=0
- 30:[LGI5<3.21041465] yes=61,no=62,missing=62,gain=1.29578352,cover=3128
- 61:[Pol<128.334747] yes=123,no=124,missing=123,gain=1.09678721,cover=1103
- 123:leaf=0.00167651928,cover=0
- 124:leaf=-0.00420505693,cover=0
- 62:[PialArea5<1.04185641] yes=125,no=126,missing=126,gain=0.876383007,cover=2025
- 125:leaf=-0.000759419636,cover=0
- 126:leaf=-0.00814601313,cover=0
-booster[1104]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.204901993,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.381998628,cover=4943960
- 3:[Pol<103.31839] yes=7,no=8,missing=7,gain=0.413933635,cover=4628667
- 7:[LGI5<3.84897733] yes=15,no=16,missing=15,gain=1.80236495,cover=2321102
- 15:[Ecc<12.7231894] yes=31,no=32,missing=31,gain=1.91479909,cover=2308006
- 31:[LGI5<3.55025291] yes=63,no=64,missing=63,gain=2.83736897,cover=1737397
- 63:leaf=-1.10727535e-06,cover=0
- 64:leaf=-0.000815456384,cover=0
- 32:[Pol<47.409153] yes=65,no=66,missing=65,gain=7.14486027,cover=570609
- 65:leaf=-8.2819075e-05,cover=0
- 66:leaf=0.000271191733,cover=0
- 16:[Pol<60.4070244] yes=33,no=34,missing=33,gain=2.82783222,cover=13096
- 33:[Sulc0<0.354630351] yes=67,no=68,missing=68,gain=2.35856533,cover=8428
- 67:leaf=-0.000228054661,cover=0
- 68:leaf=0.00336356158,cover=0
- 34:[PialCurv5<0.128475845] yes=69,no=70,missing=69,gain=3.72049236,cover=4668
- 69:leaf=-0.00269620586,cover=0
- 70:leaf=0.00019072881,cover=0
- 8:[LGI5<3.50441384] yes=17,no=18,missing=17,gain=1.95175755,cover=2307565
- 17:[LGI5<3.37729335] yes=35,no=36,missing=36,gain=4.57814693,cover=2195810
- 35:[Ecc<12.0179253] yes=71,no=72,missing=71,gain=1.70972121,cover=2110404
- 71:leaf=1.4673139e-05,cover=0
- 72:leaf=-9.42268452e-05,cover=0
- 36:[Sulc0<0.636906147] yes=73,no=74,missing=73,gain=5.69149733,cover=85406
- 73:leaf=-0.000506383076,cover=0
- 74:leaf=0.000962595746,cover=0
- 18:[Ecc<8.41855335] yes=37,no=38,missing=37,gain=8.98778152,cover=111755
- 37:[Area5<0.788037419] yes=75,no=76,missing=75,gain=3.86959839,cover=722
- 75:leaf=0.00461875647,cover=0
- 76:leaf=0.0177041423,cover=0
- 38:[Pol<136.792099] yes=77,no=78,missing=77,gain=2.89526534,cover=111033
- 77:leaf=0.000474782282,cover=0
- 78:leaf=-4.90822094e-05,cover=0
- 4:[PialCurv5<-0.0133872591] yes=9,no=10,missing=10,gain=2.71396065,cover=315293
- 9:[Pol<148.336472] yes=19,no=20,missing=19,gain=3.39531279,cover=160827
- 19:[Pol<9.44515038] yes=39,no=40,missing=39,gain=6.0461731,cover=97302
- 39:[LGI5<2.96780801] yes=79,no=80,missing=80,gain=3.0925734,cover=27751
- 79:leaf=0.000444646983,cover=0
- 80:leaf=-0.000700417033,cover=0
- 40:[Curv5<0.0386843979] yes=81,no=82,missing=81,gain=4.73091125,cover=69551
- 81:leaf=0.000549024378,cover=0
- 82:leaf=-0.00605812063,cover=0
- 20:[Sulc0<-0.0936657563] yes=41,no=42,missing=41,gain=4.26302195,cover=63525
- 41:[Pol<166.64444] yes=83,no=84,missing=83,gain=4.62203074,cover=32117
- 83:leaf=0.00123196538,cover=0
- 84:leaf=-0.000142472709,cover=0
- 42:[Pol<167.338547] yes=85,no=86,missing=85,gain=5.37105894,cover=31408
- 85:leaf=-0.00107540458,cover=0
- 86:leaf=0.000308461575,cover=0
- 10:[Pol<145.397461] yes=21,no=22,missing=21,gain=4.00835419,cover=154466
- 21:[Sulc0<0.464385748] yes=43,no=44,missing=43,gain=5.1642127,cover=144957
- 43:[Area5<0.681571782] yes=87,no=88,missing=87,gain=5.05950737,cover=59399
- 87:leaf=-0.00169145304,cover=0
- 88:leaf=-0.00042795451,cover=0
- 44:[Pol<37.1539459] yes=89,no=90,missing=89,gain=3.17186046,cover=85558
- 89:leaf=0.00082890474,cover=0
- 90:leaf=-0.00013040904,cover=0
- 22:[Curv5<-0.144993886] yes=45,no=46,missing=46,gain=3.84033442,cover=9509
- 45:[Pol<160.869751] yes=91,no=92,missing=92,gain=0.709136248,cover=64
- 91:leaf=-0.0170273017,cover=0
- 92:leaf=-0.00625436381,cover=0
- 46:[Sulc0<0.495946974] yes=93,no=94,missing=93,gain=4.11152077,cover=9445
- 93:leaf=0.00138922932,cover=0
- 94:leaf=-0.00123403955,cover=0
- 2:[PialCurv5<0.200529471] yes=5,no=6,missing=5,gain=1.48775923,cover=180428
- 5:[LGI5<3.00812316] yes=11,no=12,missing=11,gain=1.44578946,cover=34692
- 11:[Area5<0.654657125] yes=23,no=24,missing=24,gain=2.51830149,cover=6605
- 23:[Pol<78.8803177] yes=47,no=48,missing=47,gain=3.08948898,cover=1430
- 47:[Curv5<0.0146088367] yes=95,no=96,missing=96,gain=1.0855583,cover=143
- 95:leaf=0.0126257567,cover=0
- 96:leaf=-0.00642397348,cover=0
- 48:[Area5<0.542713821] yes=97,no=98,missing=98,gain=2.86261845,cover=1287
- 97:leaf=0.0111273909,cover=0
- 98:leaf=0.00168116565,cover=0
- 24:[Curv5<0.18040961] yes=49,no=50,missing=50,gain=2.49070477,cover=5175
- 49:[LGI5<2.70988083] yes=99,no=100,missing=100,gain=1.89970517,cover=4725
- 99:leaf=0.00195856579,cover=0
- 100:leaf=-0.000902943779,cover=0
- 50:[Sulc0<1.16950965] yes=101,no=102,missing=102,gain=0.845031023,cover=450
- 101:leaf=-0.00340408878,cover=0
- 102:leaf=-0.00924169738,cover=0
- 12:[LGI5<3.31338549] yes=25,no=26,missing=25,gain=3.07489109,cover=28087
- 25:[LGI5<3.27544355] yes=51,no=52,missing=51,gain=2.63063622,cover=12766
- 51:[Area5<0.674147427] yes=103,no=104,missing=103,gain=1.68279266,cover=10908
- 103:leaf=-0.000170090352,cover=0
- 104:leaf=0.00118579378,cover=0
- 52:[Area5<0.630444467] yes=105,no=106,missing=105,gain=8.47093773,cover=1858
- 105:leaf=0.013092245,cover=0
- 106:leaf=0.00170526002,cover=0
- 26:[Area5<0.532936037] yes=53,no=54,missing=53,gain=2.29706693,cover=15321
- 53:[PialArea5<0.480917931] yes=107,no=108,missing=107,gain=2.93213367,cover=160
- 107:leaf=-0.00795257743,cover=0
- 108:leaf=0.0160441622,cover=0
- 54:[MidArea5<0.421422303] yes=109,no=110,missing=109,gain=1.66336393,cover=15161
- 109:leaf=0.00543688983,cover=0
- 110:leaf=3.73735675e-05,cover=0
- 6:[Curv5<0.10516572] yes=13,no=14,missing=13,gain=1.93028152,cover=145736
- 13:[PialCurv5<0.232516408] yes=27,no=28,missing=27,gain=1.93191433,cover=4935
- 27:[PialArea5<0.317611694] yes=55,no=56,missing=55,gain=0.871018231,cover=2539
- 55:[Pol<95.050293] yes=111,no=112,missing=111,gain=0.911813676,cover=75
- 111:leaf=-0.00880418252,cover=0
- 112:leaf=0.00315587572,cover=0
- 56:[LGI5<3.62495422] yes=113,no=114,missing=113,gain=0.721514881,cover=2464
- 113:leaf=-0.000187257378,cover=0
- 114:leaf=0.00241059228,cover=0
- 28:[LGI5<2.99035311] yes=57,no=58,missing=57,gain=1.58530211,cover=2396
- 57:[Ecc<23.5513935] yes=115,no=116,missing=115,gain=2.87897396,cover=462
- 115:leaf=-0.00398420496,cover=0
- 116:leaf=0.0039895731,cover=0
- 58:[LGI5<3.29043651] yes=117,no=118,missing=117,gain=2.51001358,cover=1934
- 117:leaf=-0.00446220953,cover=0
- 118:leaf=-0.000859153748,cover=0
- 14:[LGI5<2.73607373] yes=29,no=30,missing=29,gain=1.47406602,cover=140801
- 29:[LGI5<2.48931384] yes=59,no=60,missing=59,gain=2.53533888,cover=16737
- 59:[Curv5<0.157731384] yes=119,no=120,missing=120,gain=1.10463881,cover=3054
- 119:leaf=-0.00137482362,cover=0
- 120:leaf=0.00127924094,cover=0
- 60:[Ecc<5.53207445] yes=121,no=122,missing=121,gain=1.20339608,cover=13683
- 121:leaf=0.000644703454,cover=0
- 122:leaf=-0.00087650551,cover=0
- 30:[Pol<34.3003769] yes=61,no=62,missing=61,gain=1.31858945,cover=124064
- 61:[Curv5<0.166947007] yes=123,no=124,missing=123,gain=0.47007966,cover=600
- 123:leaf=-0.00367575022,cover=0
- 124:leaf=-0.000875051424,cover=0
- 62:[Pol<53.6550331] yes=125,no=126,missing=126,gain=2.56633687,cover=123464
- 125:leaf=0.00182222878,cover=0
- 126:leaf=5.72020144e-05,cover=0
-booster[1105]:
-0:[PialArea5<0.742050111] yes=1,no=2,missing=2,gain=0.204058215,cover=5124388
- 1:[Pol<47.409153] yes=3,no=4,missing=4,gain=1.50109267,cover=2198906
- 3:[Area5<0.646843374] yes=7,no=8,missing=8,gain=2.13655782,cover=112319
- 7:[LGI5<3.14439583] yes=15,no=16,missing=15,gain=3.08701491,cover=50585
- 15:[Ecc<29.8764286] yes=31,no=32,missing=32,gain=3.3062942,cover=35179
- 31:[Sulc0<-0.123243913] yes=63,no=64,missing=63,gain=1.57238197,cover=32022
- 63:leaf=0.000107677908,cover=0
- 64:leaf=-0.00158804934,cover=0
- 32:[LGI5<2.68917012] yes=65,no=66,missing=66,gain=3.72314167,cover=3157
- 65:leaf=-0.00465768715,cover=0
- 66:leaf=0.0021887247,cover=0
- 16:[LGI5<3.21727777] yes=33,no=34,missing=33,gain=3.1372602,cover=15406
- 33:[Ecc<45.751255] yes=67,no=68,missing=67,gain=3.0329566,cover=3273
- 67:leaf=-0.00240450888,cover=0
- 68:leaf=0.00427371683,cover=0
- 34:[Ecc<31.520586] yes=69,no=70,missing=69,gain=2.34167767,cover=12133
- 69:leaf=0.00019670224,cover=0
- 70:leaf=-0.00127725361,cover=0
- 8:[PialCurv5<0.137877449] yes=17,no=18,missing=17,gain=3.97395158,cover=61734
- 17:[Ecc<2.07756257] yes=35,no=36,missing=35,gain=5.71224356,cover=50051
- 35:[Ecc<0.999059319] yes=71,no=72,missing=72,gain=3.36179185,cover=3702
- 71:leaf=0.000468105223,cover=0
- 72:leaf=-0.00259266351,cover=0
- 36:[LGI5<2.68917012] yes=73,no=74,missing=74,gain=7.1536541,cover=46349
- 73:leaf=0.00274332007,cover=0
- 74:leaf=0.000519071415,cover=0
- 18:[LGI5<2.46931005] yes=37,no=38,missing=38,gain=1.33675408,cover=11683
- 37:[Sulc0<-0.23104082] yes=75,no=76,missing=75,gain=2.6574769,cover=855
- 75:leaf=0.0048597455,cover=0
- 76:leaf=-0.000829575409,cover=0
- 38:[Ecc<9.17092323] yes=77,no=78,missing=77,gain=2.50693989,cover=10828
- 77:leaf=-0.00256864377,cover=0
- 78:leaf=-0.000320132094,cover=0
- 4:[Pol<172.045227] yes=9,no=10,missing=9,gain=1.22810221,cover=2086587
- 9:[Sulc0<-0.152423486] yes=19,no=20,missing=20,gain=2.223768,cover=2009150
- 19:[Ecc<8.23836613] yes=39,no=40,missing=40,gain=7.54154968,cover=385262
- 39:[Pol<120.854889] yes=79,no=80,missing=79,gain=7.99067545,cover=307691
- 79:leaf=-0.000268551143,cover=0
- 80:leaf=0.000241625385,cover=0
- 40:[PialCurv5<0.0171581414] yes=81,no=82,missing=82,gain=13.5000305,cover=77571
- 81:leaf=-0.000243615345,cover=0
- 82:leaf=-0.00188147684,cover=0
- 20:[Curv5<-0.121808149] yes=41,no=42,missing=42,gain=4.36472702,cover=1623888
- 41:[LGI5<2.46931005] yes=83,no=84,missing=83,gain=4.02528858,cover=28449
- 83:leaf=0.00162033923,cover=0
- 84:leaf=-0.00077494717,cover=0
- 42:[LGI5<3.38720298] yes=85,no=86,missing=85,gain=1.83977699,cover=1595439
- 85:leaf=2.73948972e-05,cover=0
- 86:leaf=-0.000140282922,cover=0
- 10:[LGI5<2.72552347] yes=21,no=22,missing=21,gain=2.01119113,cover=77437
- 21:[Area5<0.707692921] yes=43,no=44,missing=44,gain=2.50204396,cover=38136
- 43:[Ecc<7.34691238] yes=87,no=88,missing=87,gain=5.15608215,cover=33405
- 87:leaf=6.02362052e-05,cover=0
- 88:leaf=-0.00153584348,cover=0
- 44:[Ecc<9.88196182] yes=89,no=90,missing=90,gain=5.45200062,cover=4731
- 89:leaf=0.000205434771,cover=0
- 90:leaf=0.00465547061,cover=0
- 22:[LGI5<2.90731096] yes=45,no=46,missing=45,gain=3.58386087,cover=39301
- 45:[Area5<0.726017833] yes=91,no=92,missing=92,gain=2.29370165,cover=12548
- 91:leaf=0.000827833836,cover=0
- 92:leaf=0.00267408579,cover=0
- 46:[Curv5<0.0736173838] yes=93,no=94,missing=93,gain=5.47061825,cover=26753
- 93:leaf=0.000860765111,cover=0
- 94:leaf=-0.000572129153,cover=0
- 2:[MidArea5<0.552703321] yes=5,no=6,missing=5,gain=0.727810442,cover=2925482
- 5:[MidArea5<0.540548742] yes=11,no=12,missing=11,gain=0.141746759,cover=703
- 11:[Sulc0<-0.976720333] yes=23,no=24,missing=23,gain=0.142161429,cover=145
- 23:[LGI5<2.46595764] yes=47,no=48,missing=47,gain=0.067940414,cover=61
- 47:[PialCurv5<-0.127408311] yes=95,no=96,missing=95,gain=0.0746450424,cover=52
- 95:leaf=0.00636476418,cover=0
- 96:leaf=0.00121086591,cover=0
- 48:[Ecc<3.22716212] yes=97,no=98,missing=97,gain=0.0193586461,cover=9
- 97:leaf=-0.000631581235,cover=0
- 98:leaf=0.00410137605,cover=0
- 24:[Curv5<-0.212755695] yes=49,no=50,missing=49,gain=0.0746349618,cover=84
- 49:[Curv5<-0.310856104] yes=99,no=100,missing=99,gain=0.0980782658,cover=71
- 99:leaf=-0.000769398233,cover=0
- 100:leaf=0.00338247209,cover=0
- 50:[Ecc<1.62447274] yes=101,no=102,missing=101,gain=0.0338172168,cover=13
- 101:leaf=-0.00333256018,cover=0
- 102:leaf=0.00178727158,cover=0
- 12:[LGI5<2.8416636] yes=25,no=26,missing=25,gain=0.139796495,cover=558
- 25:[Ecc<8.41855335] yes=51,no=52,missing=51,gain=0.176056951,cover=544
- 51:[Pol<103.31839] yes=103,no=104,missing=103,gain=0.147167325,cover=532
- 103:leaf=0.00240528141,cover=0
- 104:leaf=0.000643289008,cover=0
- 52:[PialCurv5<-0.154837668] yes=105,no=106,missing=105,gain=0.0031260848,cover=12
- 105:leaf=0.00810734741,cover=0
- 106:leaf=0.00396594778,cover=0
- 26:[PialCurv5<-0.167439327] yes=53,no=54,missing=53,gain=0.0522027016,cover=14
- 53:leaf=0.00458191661,cover=0
- 54:[Pol<110.811417] yes=107,no=108,missing=107,gain=0.0191479996,cover=13
- 107:leaf=-0.00188973453,cover=0
- 108:leaf=-0.00610048929,cover=0
- 6:[Pol<172.695618] yes=13,no=14,missing=13,gain=0.627389729,cover=2924779
- 13:[Pol<55.3432045] yes=27,no=28,missing=27,gain=0.915453196,cover=2714475
- 27:[PialCurv5<0.01500447] yes=55,no=56,missing=56,gain=2.5157218,cover=1035698
- 55:[Sulc0<0.281104684] yes=109,no=110,missing=109,gain=8.96337509,cover=962894
- 109:leaf=-1.47312794e-05,cover=0
- 110:leaf=0.00167313404,cover=0
- 56:[Area5<0.735260904] yes=111,no=112,missing=111,gain=8.54007339,cover=72804
- 111:leaf=-0.000985298888,cover=0
- 112:leaf=0.000125821869,cover=0
- 28:[Ecc<12.1917515] yes=57,no=58,missing=58,gain=4.4541378,cover=1678777
- 57:[Sulc0<0.184694022] yes=113,no=114,missing=114,gain=7.82969093,cover=1267606
- 113:leaf=1.41563596e-05,cover=0
- 114:leaf=-0.000679581135,cover=0
- 58:[Pol<126.540802] yes=115,no=116,missing=115,gain=33.183754,cover=411171
- 115:leaf=0.00114591699,cover=0
- 116:leaf=-2.84766556e-05,cover=0
- 14:[Sulc0<-0.439186513] yes=29,no=30,missing=29,gain=4.46681118,cover=210304
- 29:[Ecc<2.6675415] yes=59,no=60,missing=59,gain=3.43805313,cover=167039
- 59:[Ecc<0.513775289] yes=117,no=118,missing=118,gain=3.77925873,cover=27507
- 117:leaf=0.000778906455,cover=0
- 118:leaf=-0.000743862765,cover=0
- 60:[LGI5<2.86927843] yes=119,no=120,missing=119,gain=2.52482963,cover=139532
- 119:leaf=0.000357546902,cover=0
- 120:leaf=-6.78478318e-05,cover=0
- 30:[Ecc<6.03867722] yes=61,no=62,missing=61,gain=7.76092482,cover=43265
- 61:[Ecc<4.46987629] yes=121,no=122,missing=121,gain=7.23884392,cover=3219
- 121:leaf=-0.0011502594,cover=0
- 122:leaf=-0.00612234836,cover=0
- 62:[Ecc<33.2971039] yes=123,no=124,missing=123,gain=4.18900299,cover=40046
- 123:leaf=-0.00071193435,cover=0
- 124:leaf=0.000361148821,cover=0
-booster[1106]:
-0:[Pol<138.971481] yes=1,no=2,missing=1,gain=0.211100459,cover=5124388
- 1:[Area5<0.539561152] yes=3,no=4,missing=4,gain=0.818176746,cover=3894617
- 3:[Pol<110.811417] yes=7,no=8,missing=7,gain=2.01422429,cover=283581
- 7:[PialCurv5<-0.125671759] yes=15,no=16,missing=15,gain=2.97602415,cover=195613
- 15:[Pol<81.5476837] yes=31,no=32,missing=31,gain=2.81405854,cover=75564
- 31:[Ecc<20.0856266] yes=63,no=64,missing=64,gain=2.86771846,cover=65558
- 63:leaf=0.000466594938,cover=0
- 64:leaf=-0.0006003335,cover=0
- 32:[Ecc<4.73840666] yes=65,no=66,missing=65,gain=4.03652334,cover=10006
- 65:leaf=0.000233414379,cover=0
- 66:leaf=-0.00183816464,cover=0
- 16:[Sulc0<-0.684786558] yes=33,no=34,missing=34,gain=2.45378375,cover=120049
- 33:[Ecc<0.889730632] yes=67,no=68,missing=67,gain=3.23653841,cover=46447
- 67:leaf=3.94075432e-05,cover=0
- 68:leaf=-0.000806653523,cover=0
- 34:[LGI5<3.11839271] yes=69,no=70,missing=69,gain=3.87340784,cover=73602
- 69:leaf=0.000169837105,cover=0
- 70:leaf=-0.000819673878,cover=0
- 8:[Ecc<7.1378541] yes=17,no=18,missing=17,gain=4.27954292,cover=87968
- 17:[Ecc<1.73852015] yes=35,no=36,missing=36,gain=9.36464977,cover=63949
- 35:[Curv5<-0.220549613] yes=71,no=72,missing=71,gain=2.58417416,cover=37275
- 71:leaf=-0.000529982499,cover=0
- 72:leaf=0.000318737322,cover=0
- 36:[PialArea5<0.613238215] yes=73,no=74,missing=73,gain=4.96645641,cover=26674
- 73:leaf=-0.000220540955,cover=0
- 74:leaf=0.00153054751,cover=0
- 18:[LGI5<3.01963663] yes=37,no=38,missing=37,gain=7.88400364,cover=24019
- 37:[PialArea5<0.836640656] yes=75,no=76,missing=75,gain=3.07571507,cover=16031
- 75:leaf=-0.000672386261,cover=0
- 76:leaf=-0.00276970468,cover=0
- 38:[PialCurv5<0.200529471] yes=77,no=78,missing=77,gain=3.00072026,cover=7988
- 77:leaf=0.000838015345,cover=0
- 78:leaf=0.00721445773,cover=0
- 4:[Pol<103.31839] yes=9,no=10,missing=10,gain=1.09298766,cover=3611036
- 9:[Ecc<1.15906882] yes=19,no=20,missing=20,gain=1.55127478,cover=2460644
- 19:[Sulc0<-0.655889988] yes=39,no=40,missing=39,gain=4.54858685,cover=126898
- 39:[Pol<46.5024796] yes=79,no=80,missing=79,gain=3.23861265,cover=76432
- 79:leaf=-0.0002086241,cover=0
- 80:leaf=0.000447099301,cover=0
- 40:[PialArea5<0.846608043] yes=81,no=82,missing=81,gain=5.48934126,cover=50466
- 81:leaf=-0.0001123357,cover=0
- 82:leaf=-0.0011799928,cover=0
- 20:[Ecc<2.19188094] yes=41,no=42,missing=41,gain=2.89727545,cover=2333746
- 41:[Pol<78.2110443] yes=83,no=84,missing=84,gain=9.4988451,cover=180690
- 83:leaf=-5.78231811e-05,cover=0
- 84:leaf=0.000702186313,cover=0
- 42:[Ecc<3.80337262] yes=85,no=86,missing=85,gain=3.02866983,cover=2153056
- 85:leaf=-0.000158623676,cover=0
- 86:leaf=2.20022939e-05,cover=0
- 10:[Sulc0<-0.00954892673] yes=21,no=22,missing=21,gain=4.03859901,cover=1150392
- 21:[Ecc<21.7409172] yes=43,no=44,missing=43,gain=17.7533722,cover=412624
- 43:[Ecc<4.20590305] yes=87,no=88,missing=88,gain=20.9827728,cover=401639
- 87:leaf=0.000202517098,cover=0
- 88:leaf=-0.000532536826,cover=0
- 44:[Sulc0<-0.15955846] yes=89,no=90,missing=89,gain=8.73623276,cover=10985
- 89:leaf=0.00347890379,cover=0
- 90:leaf=0.00061733817,cover=0
- 22:[PialCurv5<-0.0379593484] yes=45,no=46,missing=45,gain=9.30210972,cover=737768
- 45:[Ecc<36.5542564] yes=91,no=92,missing=91,gain=7.30659771,cover=36003
- 91:leaf=-0.00121278386,cover=0
- 92:leaf=0.000369709771,cover=0
- 46:[Ecc<18.0513744] yes=93,no=94,missing=93,gain=7.32619429,cover=701765
- 93:leaf=0.000149526037,cover=0
- 94:leaf=-0.000226990553,cover=0
- 2:[Sulc0<0.517823458] yes=5,no=6,missing=5,gain=1.87096226,cover=1229771
- 5:[Area5<0.710077047] yes=11,no=12,missing=11,gain=1.95383048,cover=1220849
- 11:[MidArea5<0.811158717] yes=23,no=24,missing=23,gain=2.38864374,cover=904259
- 23:[LGI5<2.33929968] yes=47,no=48,missing=48,gain=2.80849457,cover=717975
- 47:[Ecc<6.41291761] yes=95,no=96,missing=95,gain=3.83228564,cover=99266
- 95:leaf=-0.000294130034,cover=0
- 96:leaf=0.00107504707,cover=0
- 48:[Ecc<15.5679035] yes=97,no=98,missing=97,gain=2.85296726,cover=618709
- 97:leaf=0.000128912478,cover=0
- 98:leaf=-0.000119019525,cover=0
- 24:[LGI5<2.41724968] yes=49,no=50,missing=49,gain=6.83230925,cover=186284
- 49:[Ecc<5.72519016] yes=99,no=100,missing=99,gain=6.53021526,cover=31103
- 99:leaf=0.000876161736,cover=0
- 100:leaf=-0.000902727363,cover=0
- 50:[Curv5<-0.0816265643] yes=101,no=102,missing=101,gain=5.56178284,cover=155181
- 101:leaf=-0.00023640423,cover=0
- 102:leaf=-0.00154015445,cover=0
- 12:[LGI5<2.37224698] yes=25,no=26,missing=26,gain=2.99658298,cover=316590
- 25:[Curv5<-0.177508175] yes=51,no=52,missing=51,gain=4.15187407,cover=16269
- 51:[PialCurv5<-0.0965851992] yes=103,no=104,missing=103,gain=3.78595304,cover=2889
- 103:leaf=0.000617561222,cover=0
- 104:leaf=0.00693172589,cover=0
- 52:[LGI5<2.22170687] yes=105,no=106,missing=106,gain=3.04992008,cover=13380
- 105:leaf=0.000846947834,cover=0
- 106:leaf=-0.0012276168,cover=0
- 26:[Pol<160.153915] yes=53,no=54,missing=53,gain=3.30355334,cover=300321
- 53:[Ecc<15.3430929] yes=107,no=108,missing=107,gain=4.9015255,cover=141557
- 107:leaf=0.000669603003,cover=0
- 108:leaf=7.76986053e-05,cover=0
- 54:[PialArea5<1.13220918] yes=109,no=110,missing=109,gain=6.20193148,cover=158764
- 109:leaf=0.000209251331,cover=0
- 110:leaf=-0.000479328766,cover=0
- 6:[Ecc<21.3640327] yes=13,no=14,missing=14,gain=2.79904985,cover=8922
- 13:[LGI5<2.97342348] yes=27,no=28,missing=28,gain=3.81852388,cover=1052
- 27:[Curv5<0.0595101416] yes=55,no=56,missing=56,gain=0.563733459,cover=638
- 55:[LGI5<2.86927843] yes=111,no=112,missing=111,gain=0.725779295,cover=63
- 111:leaf=-0.00220812717,cover=0
- 112:leaf=0.00846120622,cover=0
- 56:[Pol<162.313202] yes=113,no=114,missing=113,gain=0.649855077,cover=575
- 113:leaf=-0.00266981637,cover=0
- 114:leaf=0.000713337737,cover=0
- 28:[Curv5<0.0877084062] yes=57,no=58,missing=57,gain=2.06669855,cover=414
- 57:[Area5<0.732334435] yes=115,no=116,missing=115,gain=1.62903452,cover=134
- 115:leaf=-0.0167336445,cover=0
- 116:leaf=-0.00550153758,cover=0
- 58:[Area5<0.639429986] yes=117,no=118,missing=118,gain=1.26623464,cover=280
- 117:leaf=-0.0149168912,cover=0
- 118:leaf=-0.00330088544,cover=0
- 14:[Pol<148.336472] yes=29,no=30,missing=29,gain=3.08789587,cover=7870
- 29:[Curv5<0.0452247933] yes=59,no=60,missing=60,gain=2.13302994,cover=5445
- 59:[LGI5<3.34776258] yes=119,no=120,missing=119,gain=3.00235367,cover=1351
- 119:leaf=-0.00320017687,cover=0
- 120:leaf=0.00171205762,cover=0
- 60:[Sulc0<0.68960917] yes=121,no=122,missing=121,gain=1.69595003,cover=4094
- 121:leaf=0.00144426641,cover=0
- 122:leaf=-0.000892014825,cover=0
- 30:[Area5<0.624364853] yes=61,no=62,missing=62,gain=2.88584852,cover=2425
- 61:[MidArea5<0.72893405] yes=123,no=124,missing=123,gain=0.829971313,cover=97
- 123:leaf=0.00754535431,cover=0
- 124:leaf=-0.0135731446,cover=0
- 62:[Ecc<29.8764286] yes=125,no=126,missing=125,gain=2.22123528,cover=2328
- 125:leaf=-0.00601730449,cover=0
- 126:leaf=-0.00158769754,cover=0
-booster[1107]:
-0:[PialArea5<0.806151748] yes=1,no=2,missing=2,gain=0.257767051,cover=5124388
- 1:[LGI5<2.46263766] yes=3,no=4,missing=3,gain=0.848913431,cover=2682502
- 3:[Area5<0.712503135] yes=7,no=8,missing=8,gain=3.44129419,cover=623562
- 7:[Ecc<11.6821251] yes=15,no=16,missing=15,gain=4.27335787,cover=507009
- 15:[Sulc0<-0.389213681] yes=31,no=32,missing=31,gain=2.7472508,cover=504604
- 31:[PialCurv5<0.0308136549] yes=63,no=64,missing=63,gain=4.00045347,cover=204619
- 63:leaf=-5.41049885e-05,cover=0
- 64:leaf=-0.000728298153,cover=0
- 32:[Curv5<0.0473068655] yes=65,no=66,missing=65,gain=2.91465592,cover=299985
- 65:leaf=0.000330727926,cover=0
- 66:leaf=-4.79485016e-06,cover=0
- 16:[PialCurv5<0.285888344] yes=33,no=34,missing=33,gain=6.1451149,cover=2405
- 33:[LGI5<2.2730217] yes=67,no=68,missing=67,gain=2.75248432,cover=1915
- 67:leaf=0.00395365804,cover=0
- 68:leaf=-0.00387414615,cover=0
- 34:[LGI5<2.40363431] yes=69,no=70,missing=69,gain=0.881577015,cover=490
- 69:leaf=0.000979439938,cover=0
- 70:leaf=0.00524617685,cover=0
- 8:[Curv5<0.0278947372] yes=17,no=18,missing=17,gain=3.59832716,cover=116553
- 17:[Ecc<0.295587689] yes=35,no=36,missing=36,gain=6.49734974,cover=21071
- 35:[PialCurv5<-0.0569176264] yes=71,no=72,missing=71,gain=4.5229907,cover=494
- 71:leaf=-0.00435979431,cover=0
- 72:leaf=0.00725980941,cover=0
- 36:[Curv5<-0.127358407] yes=73,no=74,missing=74,gain=5.23001575,cover=20577
- 73:leaf=0.00150204008,cover=0
- 74:leaf=-0.00128477556,cover=0
- 18:[Pol<133.406311] yes=37,no=38,missing=37,gain=2.12167144,cover=95482
- 37:[LGI5<2.36467862] yes=75,no=76,missing=75,gain=2.32365584,cover=89802
- 75:leaf=0.000164805417,cover=0
- 76:leaf=-0.00034654382,cover=0
- 38:[LGI5<2.22170687] yes=77,no=78,missing=77,gain=5.73325062,cover=5680
- 77:leaf=0.00326066348,cover=0
- 78:leaf=-0.00168994989,cover=0
- 4:[Ecc<2.25101852] yes=9,no=10,missing=9,gain=2.54784107,cover=2058940
- 9:[LGI5<2.50608969] yes=19,no=20,missing=19,gain=2.79515243,cover=94304
- 19:[Pol<141.801834] yes=39,no=40,missing=39,gain=3.75413942,cover=33274
- 39:[Sulc0<-0.237935558] yes=79,no=80,missing=79,gain=3.78307343,cover=24620
- 79:leaf=0.00142292061,cover=0
- 80:leaf=0.000143131532,cover=0
- 40:[Area5<0.702883124] yes=81,no=82,missing=81,gain=4.04666042,cover=8654
- 81:leaf=4.89851809e-05,cover=0
- 82:leaf=-0.00395044638,cover=0
- 20:[LGI5<3.04906535] yes=41,no=42,missing=41,gain=2.77496505,cover=61030
- 41:[PialArea5<0.647521853] yes=83,no=84,missing=83,gain=2.70179939,cover=60966
- 83:leaf=0.000421979552,cover=0
- 84:leaf=-0.000248526427,cover=0
- 42:[Pol<128.334747] yes=85,no=86,missing=86,gain=0.342705488,cover=64
- 85:leaf=0.0123865632,cover=0
- 86:leaf=0.00347350957,cover=0
- 10:[Area5<0.714924753] yes=21,no=22,missing=21,gain=2.16282344,cover=1964636
- 21:[Sulc0<0.506771445] yes=43,no=44,missing=43,gain=2.20184183,cover=1300902
- 43:[PialCurv5<-0.08490628] yes=87,no=88,missing=87,gain=3.37966967,cover=928668
- 87:leaf=9.234561e-05,cover=0
- 88:leaf=-0.00013705685,cover=0
- 44:[MidArea5<0.656586885] yes=89,no=90,missing=89,gain=5.74760818,cover=372234
- 89:leaf=1.93665619e-05,cover=0
- 90:leaf=0.00106046675,cover=0
- 22:[Sulc0<0.227376223] yes=45,no=46,missing=45,gain=5.2573638,cover=663734
- 45:[LGI5<2.68917012] yes=91,no=92,missing=91,gain=9.60856438,cover=176740
- 91:leaf=0.000851692166,cover=0
- 92:leaf=5.34372884e-05,cover=0
- 46:[Pol<115.563423] yes=93,no=94,missing=93,gain=4.67445517,cover=486994
- 93:leaf=-9.74976283e-05,cover=0
- 94:leaf=0.000285926071,cover=0
- 2:[MidArea5<0.586498976] yes=5,no=6,missing=5,gain=0.74100095,cover=2441886
- 5:[Curv5<-0.245563462] yes=11,no=12,missing=12,gain=0.236028373,cover=345
- 11:[Sulc0<-0.439186513] yes=23,no=24,missing=23,gain=0.16427651,cover=254
- 23:[Curv5<-0.26388669] yes=47,no=48,missing=47,gain=0.102725923,cover=247
- 47:[Ecc<2.73602629] yes=95,no=96,missing=95,gain=0.186633348,cover=193
- 95:leaf=0.00387513568,cover=0
- 96:leaf=0.000763154996,cover=0
- 48:[PialCurv5<-0.122305259] yes=97,no=98,missing=97,gain=0.0766740814,cover=54
- 97:leaf=0.000797676796,cover=0
- 98:leaf=-0.00371157122,cover=0
- 24:[PialCurv5<-0.135003537] yes=49,no=50,missing=49,gain=0.014285706,cover=7
- 49:[Pol<132.083344] yes=99,no=100,missing=99,gain=0.00501611829,cover=6
- 99:leaf=-0.00744441291,cover=0
- 100:leaf=-0.00239718356,cover=0
- 50:leaf=2.20239162e-05,cover=0
- 12:[Pol<166.64444] yes=25,no=26,missing=26,gain=0.19161272,cover=91
- 25:[Curv5<-0.172863677] yes=51,no=52,missing=52,gain=0.189504176,cover=70
- 51:[PialCurv5<-0.151339546] yes=101,no=102,missing=101,gain=0.0784345642,cover=61
- 101:leaf=-0.00263156299,cover=0
- 102:leaf=0.00272417325,cover=0
- 52:[PialCurv5<-0.119850777] yes=103,no=104,missing=104,gain=0.0979246795,cover=9
- 103:leaf=-0.000217286753,cover=0
- 104:leaf=0.0120454719,cover=0
- 26:[PialArea5<0.824056447] yes=53,no=54,missing=53,gain=0.0161147714,cover=21
- 53:leaf=0.00891706441,cover=0
- 54:leaf=0.00111203198,cover=0
- 6:[Ecc<0.353712648] yes=13,no=14,missing=13,gain=0.61365515,cover=2441541
- 13:[LGI5<2.18291569] yes=27,no=28,missing=28,gain=2.55068135,cover=31413
- 27:[Curv5<0.0100963581] yes=55,no=56,missing=55,gain=1.68799984,cover=1738
- 55:[PialCurv5<-0.0227819066] yes=105,no=106,missing=106,gain=2.65910053,cover=1712
- 105:leaf=0.00122324924,cover=0
- 106:leaf=0.00807195064,cover=0
- 56:[Area5<0.746306419] yes=107,no=108,missing=107,gain=0.849690557,cover=26
- 107:leaf=-0.0037118413,cover=0
- 108:leaf=-0.0223609786,cover=0
- 28:[Sulc0<-0.469276249] yes=57,no=58,missing=58,gain=2.37732172,cover=29675
- 57:[Area5<0.763170242] yes=109,no=110,missing=110,gain=3.79592943,cover=28360
- 109:leaf=-0.00033312125,cover=0
- 110:leaf=0.00275746966,cover=0
- 58:[PialCurv5<0.054317683] yes=111,no=112,missing=111,gain=1.7813189,cover=1315
- 111:leaf=-0.0031343773,cover=0
- 112:leaf=0.00217311154,cover=0
- 14:[Pol<57.0350037] yes=29,no=30,missing=29,gain=0.703617871,cover=2410128
- 29:[Sulc0<0.485350072] yes=59,no=60,missing=59,gain=2.37277126,cover=949157
- 59:[Sulc0<-0.420901269] yes=113,no=114,missing=113,gain=2.0655899,cover=944630
- 113:leaf=1.72544642e-05,cover=0
- 114:leaf=-0.000154996858,cover=0
- 60:[LGI5<2.87999082] yes=115,no=116,missing=115,gain=4.14584732,cover=4527
- 115:leaf=-0.0036664051,cover=0
- 116:leaf=0.00160031393,cover=0
- 30:[Area5<0.76451689] yes=61,no=62,missing=61,gain=3.42665958,cover=1460971
- 61:[Pol<119.248337] yes=117,no=118,missing=117,gain=7.08201408,cover=1211346
- 117:leaf=0.000274208811,cover=0
- 118:leaf=-1.0384822e-06,cover=0
- 62:[Pol<128.334747] yes=119,no=120,missing=120,gain=4.71786213,cover=249625
- 119:leaf=-0.000371259783,cover=0
- 120:leaf=6.5373948e-05,cover=0
-booster[1108]:
-0:[PialArea5<0.811158121] yes=1,no=2,missing=2,gain=0.232731625,cover=5124388
- 1:[MidArea5<0.914227545] yes=3,no=4,missing=4,gain=0.784064889,cover=2722535
- 3:[LGI5<2.46263766] yes=7,no=8,missing=7,gain=0.748675525,cover=2721058
- 7:[Area5<0.711689949] yes=15,no=16,missing=15,gain=3.4394455,cover=633373
- 15:[Ecc<11.5171156] yes=31,no=32,missing=31,gain=4.09275055,cover=513945
- 31:[Sulc0<-0.0713235363] yes=63,no=64,missing=64,gain=2.4273777,cover=511383
- 63:leaf=-7.27850638e-05,cover=0
- 64:leaf=0.000154966809,cover=0
- 32:[PialCurv5<0.285888344] yes=65,no=66,missing=66,gain=5.62681961,cover=2562
- 65:leaf=-0.00316166691,cover=0
- 66:leaf=0.00270696147,cover=0
- 16:[PialCurv5<0.0877920389] yes=33,no=34,missing=33,gain=3.58556652,cover=119428
- 33:[Ecc<7.64592981] yes=67,no=68,missing=67,gain=6.00560713,cover=37898
- 67:leaf=-0.00085789588,cover=0
- 68:leaf=0.00183554727,cover=0
- 34:[Sulc0<-0.463317156] yes=69,no=70,missing=70,gain=2.21483207,cover=81530
- 69:leaf=0.00211013085,cover=0
- 70:leaf=-0.000143708239,cover=0
- 8:[Ecc<2.25101852] yes=17,no=18,missing=17,gain=2.0727129,cover=2087685
- 17:[LGI5<2.50273752] yes=35,no=36,missing=35,gain=2.82608819,cover=96253
- 35:[Pol<141.801834] yes=71,no=72,missing=71,gain=2.80597496,cover=31655
- 71:leaf=0.00089749787,cover=0
- 72:leaf=-0.000173816152,cover=0
- 36:[LGI5<3.04906535] yes=73,no=74,missing=74,gain=2.51765561,cover=64598
- 73:leaf=3.08594026e-05,cover=0
- 74:leaf=0.00987618696,cover=0
- 18:[Area5<0.714924753] yes=37,no=38,missing=37,gain=1.87555611,cover=1991432
- 37:[Sulc0<0.506771445] yes=75,no=76,missing=75,gain=1.93453109,cover=1319979
- 75:leaf=-7.9686135e-05,cover=0
- 76:leaf=5.48260759e-05,cover=0
- 38:[Sulc0<0.20153527] yes=77,no=78,missing=77,gain=4.48960876,cover=671453
- 77:leaf=0.000283432106,cover=0
- 78:leaf=-1.42199133e-05,cover=0
- 4:[LGI5<2.26652193] yes=9,no=10,missing=9,gain=1.00362897,cover=1477
- 9:[MidArea5<0.969680429] yes=19,no=20,missing=20,gain=0.374665141,cover=86
- 19:[PialCurv5<0.104427323] yes=39,no=40,missing=39,gain=0.216011465,cover=51
- 39:[Ecc<0.999059319] yes=79,no=80,missing=79,gain=0.307205856,cover=46
- 79:leaf=-0.000733918918,cover=0
- 80:leaf=0.00763898855,cover=0
- 40:[Ecc<1.51801682] yes=81,no=82,missing=81,gain=0.00830648839,cover=5
- 81:leaf=-0.000671172165,cover=0
- 82:leaf=-0.00644142414,cover=0
- 20:[MidArea5<1.09619975] yes=41,no=42,missing=41,gain=0.0633286238,cover=35
- 41:[Ecc<1.51801682] yes=83,no=84,missing=83,gain=0.00848793983,cover=31
- 83:leaf=0.0114848772,cover=0
- 84:leaf=0.00517975539,cover=0
- 42:[Ecc<1.21076584] yes=85,no=86,missing=85,gain=0.00461420789,cover=4
- 85:leaf=0.00404401869,cover=0
- 86:leaf=0.000120958684,cover=0
- 10:[Sulc0<-0.469276249] yes=21,no=22,missing=21,gain=0.971779823,cover=1391
- 21:[LGI5<2.5379107] yes=43,no=44,missing=43,gain=1.86167026,cover=141
- 43:[Pol<142.520569] yes=87,no=88,missing=88,gain=0.665122271,cover=125
- 87:leaf=-0.00225042156,cover=0
- 88:leaf=-0.00974295754,cover=0
- 44:[Pol<160.153915] yes=89,no=90,missing=89,gain=0.259228587,cover=16
- 89:leaf=0.00434157625,cover=0
- 90:leaf=0.0177140739,cover=0
- 22:[Curv5<-0.00141534733] yes=45,no=46,missing=45,gain=1.16234982,cover=1250
- 45:[Ecc<4.13769388] yes=91,no=92,missing=91,gain=0.734475851,cover=26
- 91:leaf=0.0140126646,cover=0
- 92:leaf=-0.0130670313,cover=0
- 46:[Ecc<0.45941934] yes=93,no=94,missing=93,gain=1.2725091,cover=1224
- 93:leaf=0.0150418673,cover=0
- 94:leaf=0.00084587856,cover=0
- 2:[PialCurv5<-0.171137348] yes=5,no=6,missing=5,gain=0.559987783,cover=2401853
- 5:[LGI5<3.4634192] yes=11,no=12,missing=11,gain=2.15885568,cover=48435
- 11:[Area5<0.716575325] yes=23,no=24,missing=23,gain=1.48440647,cover=45304
- 23:[MidArea5<0.894251287] yes=47,no=48,missing=47,gain=2.31298018,cover=34685
- 47:[Pol<65.8802414] yes=95,no=96,missing=95,gain=1.73583221,cover=32626
- 95:leaf=0.000867244962,cover=0
- 96:leaf=0.000135872033,cover=0
- 48:[Sulc0<-0.911647499] yes=97,no=98,missing=98,gain=1.04119301,cover=2059
- 97:leaf=-0.000114662223,cover=0
- 98:leaf=-0.00236441195,cover=0
- 24:[Ecc<35.8605728] yes=49,no=50,missing=49,gain=2.75367808,cover=10619
- 49:[Ecc<0.729281187] yes=99,no=100,missing=100,gain=2.48699474,cover=10149
- 99:leaf=-0.0146977296,cover=0
- 100:leaf=-3.4491095e-05,cover=0
- 50:[LGI5<2.94529939] yes=101,no=102,missing=101,gain=0.95816493,cover=470
- 101:leaf=-0.000212918341,cover=0
- 102:leaf=-0.00533533376,cover=0
- 12:[Pol<56.1920547] yes=25,no=26,missing=25,gain=1.56313801,cover=3131
- 25:[LGI5<3.67381835] yes=51,no=52,missing=52,gain=1.49933827,cover=1623
- 51:[Curv5<-0.215837389] yes=103,no=104,missing=103,gain=1.18803453,cover=1220
- 103:leaf=-0.000602652726,cover=0
- 104:leaf=-0.00947325025,cover=0
- 52:[MidArea5<0.790073812] yes=105,no=106,missing=106,gain=1.24704313,cover=403
- 105:leaf=7.39531679e-05,cover=0
- 106:leaf=0.00564992009,cover=0
- 26:[MidArea5<0.891172886] yes=53,no=54,missing=54,gain=1.11785412,cover=1508
- 53:[PialCurv5<-0.210138425] yes=107,no=108,missing=107,gain=0.609965801,cover=1385
- 107:leaf=-0.00494645815,cover=0
- 108:leaf=-0.00148377183,cover=0
- 54:[LGI5<3.64692807] yes=109,no=110,missing=109,gain=0.449542999,cover=123
- 109:leaf=-0.00896005705,cover=0
- 110:leaf=-0.00252052443,cover=0
- 6:[LGI5<3.48966408] yes=13,no=14,missing=13,gain=0.772529721,cover=2353418
- 13:[LGI5<3.4634192] yes=27,no=28,missing=27,gain=0.769900322,cover=2218083
- 27:[Pol<15.1533136] yes=55,no=56,missing=55,gain=0.642639399,cover=2199623
- 55:[LGI5<2.62853003] yes=111,no=112,missing=112,gain=4.02044106,cover=245863
- 111:leaf=-0.000215020802,cover=0
- 112:leaf=0.000218404501,cover=0
- 56:[Pol<55.3432045] yes=113,no=114,missing=113,gain=1.32451189,cover=1953760
- 113:leaf=-6.87918946e-05,cover=0
- 114:leaf=2.09449117e-05,cover=0
- 28:[Ecc<29.8764286] yes=57,no=58,missing=57,gain=1.67592216,cover=18460
- 57:[Sulc0<-0.603582025] yes=115,no=116,missing=115,gain=1.62623811,cover=13436
- 115:leaf=1.4751633e-05,cover=0
- 116:leaf=-0.00109476387,cover=0
- 58:[MidArea5<1.09619975] yes=117,no=118,missing=118,gain=1.8385601,cover=5024
- 117:leaf=0.000310561707,cover=0
- 118:leaf=0.00665277243,cover=0
- 14:[Pol<15.1533136] yes=29,no=30,missing=29,gain=1.95715594,cover=135335
- 29:[Ecc<21.7409172] yes=59,no=60,missing=59,gain=4.95993042,cover=16427
- 59:[PialCurv5<-0.0896686092] yes=119,no=120,missing=120,gain=3.19420362,cover=6191
- 119:leaf=-0.000106219457,cover=0
- 120:leaf=0.0022727109,cover=0
- 60:[Sulc0<0.210163057] yes=121,no=122,missing=121,gain=1.67899656,cover=10236
- 121:leaf=-0.00116350967,cover=0
- 122:leaf=0.00302664447,cover=0
- 30:[Ecc<22.4429302] yes=61,no=62,missing=62,gain=3.50478697,cover=118908
- 61:[Sulc0<0.0372688323] yes=123,no=124,missing=124,gain=3.7679441,cover=62604
- 123:leaf=-0.000171132371,cover=0
- 124:leaf=0.0013272987,cover=0
- 62:[LGI5<3.51961541] yes=125,no=126,missing=125,gain=2.95476389,cover=56304
- 125:leaf=0.00139973324,cover=0
- 126:leaf=0.000337992533,cover=0
-booster[1109]:
-0:[Pol<124.735107] yes=1,no=2,missing=2,gain=0.214752585,cover=5124388
- 1:[PialCurv5<-0.0931780562] yes=3,no=4,missing=3,gain=1.25303733,cover=3448693
- 3:[Curv5<-0.141545609] yes=7,no=8,missing=7,gain=11.997468,cover=836823
- 7:[Ecc<3.29132295] yes=15,no=16,missing=15,gain=1.85637128,cover=784645
- 15:[PialArea5<0.874648154] yes=31,no=32,missing=32,gain=3.88758707,cover=267891
- 31:[Area5<0.595263004] yes=63,no=64,missing=63,gain=2.79629135,cover=80583
- 63:leaf=4.78193069e-05,cover=0
- 64:leaf=0.000832888123,cover=0
- 32:[Pol<39.0368156] yes=65,no=66,missing=66,gain=4.8442955,cover=187308
- 65:leaf=-9.46751879e-06,cover=0
- 66:leaf=-0.00052183331,cover=0
- 16:[Ecc<4.8056078] yes=33,no=34,missing=33,gain=3.49595952,cover=516754
- 33:[Pol<50.9985542] yes=67,no=68,missing=67,gain=11.3028183,cover=84092
- 67:leaf=-4.49464787e-05,cover=0
- 68:leaf=0.0012035392,cover=0
- 34:[Pol<71.0996552] yes=69,no=70,missing=69,gain=2.30179024,cover=432662
- 69:leaf=3.76312528e-05,cover=0
- 70:leaf=-0.000319085986,cover=0
- 8:[Ecc<2.3695333] yes=17,no=18,missing=17,gain=7.32677841,cover=52178
- 17:[MidArea5<0.691121161] yes=35,no=36,missing=35,gain=8.14016533,cover=12024
- 35:[Sulc0<-0.50485903] yes=71,no=72,missing=72,gain=3.94018149,cover=4400
- 71:leaf=-0.000548154814,cover=0
- 72:leaf=0.00335392775,cover=0
- 36:[Ecc<0.836319208] yes=73,no=74,missing=73,gain=5.12256432,cover=7624
- 73:leaf=0.000818903092,cover=0
- 74:leaf=0.00367779355,cover=0
- 18:[PialCurv5<-0.126528949] yes=37,no=38,missing=37,gain=5.40710688,cover=40154
- 37:[MidArea5<0.524661958] yes=75,no=76,missing=76,gain=2.44782615,cover=3724
- 75:leaf=0.00217200886,cover=0
- 76:leaf=-0.00182350294,cover=0
- 38:[PialArea5<1.29873812] yes=77,no=78,missing=77,gain=5.10002995,cover=36430
- 77:leaf=0.000838498527,cover=0
- 78:leaf=-0.0011352076,cover=0
- 4:[Curv5<-0.171285838] yes=9,no=10,missing=10,gain=3.31012487,cover=2611870
- 9:[Sulc0<0.143142253] yes=19,no=20,missing=19,gain=2.70349288,cover=74919
- 19:[Pol<10.3232107] yes=39,no=40,missing=39,gain=2.22269392,cover=72970
- 39:[Ecc<2.42687178] yes=79,no=80,missing=79,gain=3.50058413,cover=12211
- 79:leaf=-0.00192826136,cover=0
- 80:leaf=0.00016725772,cover=0
- 40:[Area5<0.669950843] yes=81,no=82,missing=82,gain=3.30460882,cover=60759
- 81:leaf=0.000233544226,cover=0
- 82:leaf=0.00103660976,cover=0
- 20:[Ecc<9.17092323] yes=41,no=42,missing=41,gain=2.4957695,cover=1949
- 41:[LGI5<3.16380119] yes=83,no=84,missing=83,gain=1.0007627,cover=310
- 83:leaf=0.00186433259,cover=0
- 84:leaf=0.0140255047,cover=0
- 42:[Ecc<26.874506] yes=85,no=86,missing=85,gain=3.31483245,cover=1639
- 85:leaf=-0.00457929866,cover=0
- 86:leaf=-8.32131409e-05,cover=0
- 10:[Curv5<-0.0773924068] yes=21,no=22,missing=21,gain=3.30330086,cover=2536951
- 21:[PialCurv5<-0.0280297659] yes=43,no=44,missing=44,gain=9.76041603,cover=438861
- 43:[Pol<49.2074432] yes=87,no=88,missing=87,gain=2.96722794,cover=392577
- 87:leaf=-8.88192517e-05,cover=0
- 88:leaf=-0.000364916603,cover=0
- 44:[Pol<23.2745647] yes=89,no=90,missing=90,gain=5.49660301,cover=46284
- 89:leaf=-0.000877731014,cover=0
- 90:leaf=0.000739283394,cover=0
- 22:[PialCurv5<-0.0441194475] yes=45,no=46,missing=45,gain=7.5055232,cover=2098090
- 45:[Ecc<15.7955055] yes=91,no=92,missing=91,gain=12.1399803,cover=74728
- 91:leaf=0.000131733002,cover=0
- 92:leaf=0.0016362092,cover=0
- 46:[Curv5<-0.0530214235] yes=93,no=94,missing=93,gain=5.02353859,cover=2023362
- 93:leaf=-0.000394121802,cover=0
- 94:leaf=-9.08718175e-06,cover=0
- 2:[PialCurv5<-0.0758950338] yes=5,no=6,missing=6,gain=1.7480135,cover=1675695
- 5:[Sulc0<-0.0326132737] yes=11,no=12,missing=11,gain=2.72861147,cover=857249
- 11:[Ecc<30.4150848] yes=23,no=24,missing=24,gain=1.93995357,cover=824958
- 23:[PialArea5<0.764178395] yes=47,no=48,missing=48,gain=2.36351085,cover=764319
- 47:[Area5<0.720865786] yes=95,no=96,missing=96,gain=5.77416897,cover=106485
- 95:leaf=0.000124961982,cover=0
- 96:leaf=0.00267074048,cover=0
- 48:[Curv5<-0.102400392] yes=97,no=98,missing=98,gain=5.65491867,cover=657834
- 97:leaf=-9.40983518e-05,cover=0
- 98:leaf=0.0010239965,cover=0
- 24:[Pol<161.595886] yes=49,no=50,missing=49,gain=5.86230659,cover=60639
- 49:[PialCurv5<-0.131946102] yes=99,no=100,missing=100,gain=5.09902954,cover=19207
- 99:leaf=-2.57565735e-05,cover=0
- 100:leaf=0.00163872191,cover=0
- 50:[PialArea5<0.816499233] yes=101,no=102,missing=101,gain=2.42287993,cover=41432
- 101:leaf=-0.00097225717,cover=0
- 102:leaf=8.37767366e-05,cover=0
- 12:[Ecc<36.5542564] yes=25,no=26,missing=25,gain=4.77649879,cover=32291
- 25:[Pol<168.718765] yes=51,no=52,missing=52,gain=4.25942993,cover=14163
- 51:[LGI5<3.48966408] yes=103,no=104,missing=103,gain=3.5263772,cover=13437
- 103:leaf=-0.00138201041,cover=0
- 104:leaf=0.000628717477,cover=0
- 52:[Sulc0<0.143142253] yes=105,no=106,missing=106,gain=1.08548641,cover=726
- 105:leaf=-0.00425268244,cover=0
- 106:leaf=-0.0107486127,cover=0
- 26:[LGI5<3.78836131] yes=53,no=54,missing=54,gain=3.96328688,cover=18128
- 53:[Curv5<-0.129194111] yes=107,no=108,missing=108,gain=3.03796268,cover=17055
- 107:leaf=-7.89846745e-05,cover=0
- 108:leaf=0.00164641719,cover=0
- 54:[Sulc0<0.354630351] yes=109,no=110,missing=110,gain=2.30575609,cover=1073
- 109:leaf=-0.00214567338,cover=0
- 110:leaf=-0.0100881485,cover=0
- 6:[Curv5<-0.117843308] yes=13,no=14,missing=13,gain=4.68783569,cover=818446
- 13:[Ecc<7.4459548] yes=27,no=28,missing=28,gain=16.2124882,cover=113284
- 27:[Sulc0<-0.493071198] yes=55,no=56,missing=55,gain=9.57485008,cover=51072
- 55:[Ecc<2.54464626] yes=111,no=112,missing=111,gain=4.16141462,cover=31889
- 111:leaf=0.000845505216,cover=0
- 112:leaf=-0.000299188687,cover=0
- 56:[Area5<0.713311911] yes=113,no=114,missing=113,gain=8.57625008,cover=19183
- 113:leaf=-0.00157013559,cover=0
- 114:leaf=0.00166753028,cover=0
- 28:[Sulc0<-0.59790951] yes=57,no=58,missing=58,gain=11.0686207,cover=62212
- 57:[LGI5<2.87999082] yes=115,no=116,missing=115,gain=8.47539711,cover=6919
- 115:leaf=-0.00336318091,cover=0
- 116:leaf=0.000305758964,cover=0
- 58:[Area5<0.559839368] yes=117,no=118,missing=118,gain=8.67064476,cover=55293
- 117:leaf=-0.0011088734,cover=0
- 118:leaf=0.00131742086,cover=0
- 14:[Ecc<9.17092323] yes=29,no=30,missing=29,gain=8.70157433,cover=705162
- 29:[LGI5<3.51961541] yes=59,no=60,missing=59,gain=8.58858204,cover=355992
- 59:[Ecc<0.889730632] yes=119,no=120,missing=119,gain=7.59748554,cover=355705
- 119:leaf=-0.000284420297,cover=0
- 120:leaf=0.000299469539,cover=0
- 60:[MidArea5<1.07671547] yes=121,no=122,missing=121,gain=2.9091053,cover=287
- 121:leaf=0.00799879897,cover=0
- 122:leaf=0.0408030078,cover=0
- 30:[Area5<0.654657125] yes=61,no=62,missing=61,gain=14.4560747,cover=349170
- 61:[Sulc0<0.383163035] yes=123,no=124,missing=123,gain=7.90646744,cover=57449
- 123:leaf=-0.00113289256,cover=0
- 124:leaf=0.000495240791,cover=0
- 62:[PialArea5<0.621054947] yes=125,no=126,missing=125,gain=4.47439814,cover=291721
- 125:leaf=0.00033711188,cover=0
- 126:leaf=-0.000124306753,cover=0
-booster[1110]:
-0:[PialArea5<0.795950115] yes=1,no=2,missing=1,gain=0.225942507,cover=5124388
- 1:[Area5<0.774986684] yes=3,no=4,missing=4,gain=0.844716251,cover=2602156
- 3:[LGI5<3.48966408] yes=7,no=8,missing=7,gain=0.709679723,cover=2399342
- 7:[LGI5<3.45167398] yes=15,no=16,missing=15,gain=2.51727629,cover=2243960
- 15:[Pol<75.4512405] yes=31,no=32,missing=31,gain=0.891959965,cover=2216820
- 31:[Area5<0.717401922] yes=61,no=62,missing=61,gain=5.12145662,cover=407245
- 61:leaf=-4.43187346e-05,cover=0
- 62:leaf=0.000384521583,cover=0
- 32:[Sulc0<0.0214736983] yes=63,no=64,missing=64,gain=1.91678691,cover=1809575
- 63:leaf=-9.71194822e-05,cover=0
- 64:leaf=8.5288757e-06,cover=0
- 16:[Curv5<-0.211220503] yes=33,no=34,missing=34,gain=3.46485829,cover=27140
- 33:[Pol<63.605114] yes=65,no=66,missing=65,gain=2.32533503,cover=2122
- 65:leaf=0.000888523937,cover=0
- 66:leaf=-0.00263167266,cover=0
- 34:[PialCurv5<0.0616685152] yes=67,no=68,missing=67,gain=4.6824441,cover=25018
- 67:leaf=0.00166462164,cover=0
- 68:leaf=0.000178709131,cover=0
- 8:[Ecc<9.61991787] yes=17,no=18,missing=17,gain=3.11869907,cover=155382
- 17:[LGI5<3.62495422] yes=35,no=36,missing=35,gain=4.61730194,cover=4396
- 35:[Curv5<-0.0273730159] yes=69,no=70,missing=69,gain=3.20885801,cover=3052
- 69:leaf=-0.000303667766,cover=0
- 70:leaf=0.00328830257,cover=0
- 36:[Pol<60.4070244] yes=71,no=72,missing=71,gain=2.55158806,cover=1344
- 71:leaf=0.00208085473,cover=0
- 72:leaf=-0.00267296401,cover=0
- 18:[PialCurv5<0.175003663] yes=37,no=38,missing=37,gain=3.52677536,cover=150986
- 37:[Sulc0<0.0294309072] yes=73,no=74,missing=73,gain=2.9775548,cover=101956
- 73:leaf=4.79532282e-05,cover=0
- 74:leaf=-0.000522081973,cover=0
- 38:[Curv5<0.108977526] yes=75,no=76,missing=75,gain=1.54082644,cover=49030
- 75:leaf=0.000824587536,cover=0
- 76:leaf=6.48153436e-05,cover=0
- 4:[Sulc0<0.74744761] yes=9,no=10,missing=9,gain=1.38832617,cover=202814
- 9:[PialArea5<0.621054947] yes=19,no=20,missing=19,gain=2.40835214,cover=140861
- 19:[LGI5<2.31192279] yes=39,no=40,missing=40,gain=4.63525009,cover=56400
- 39:[Curv5<0.0896491781] yes=77,no=78,missing=77,gain=1.8793025,cover=3027
- 77:leaf=-0.0041169296,cover=0
- 78:leaf=-0.000887750299,cover=0
- 40:[Curv5<-0.0922861248] yes=79,no=80,missing=79,gain=4.64819574,cover=53373
- 79:leaf=0.00749270339,cover=0
- 80:leaf=0.000504055934,cover=0
- 20:[Curv5<0.0896491781] yes=41,no=42,missing=41,gain=3.47708178,cover=84461
- 41:[PialCurv5<0.0331302322] yes=81,no=82,missing=81,gain=2.68581629,cover=61015
- 81:leaf=-0.000392349495,cover=0
- 82:leaf=0.000388754037,cover=0
- 42:[LGI5<2.51629615] yes=83,no=84,missing=83,gain=2.6338408,cover=23446
- 83:leaf=0.0003245892,cover=0
- 84:leaf=-0.000847702555,cover=0
- 10:[Ecc<20.0856266] yes=21,no=22,missing=22,gain=1.62090921,cover=61953
- 21:[PialArea5<0.39522177] yes=43,no=44,missing=43,gain=2.90445232,cover=21007
- 43:[Curv5<0.0736173838] yes=85,no=86,missing=85,gain=1.66218674,cover=7730
- 85:leaf=-0.0200682078,cover=0
- 86:leaf=0.000330176932,cover=0
- 44:[Pol<96.2546158] yes=87,no=88,missing=87,gain=2.41930056,cover=13277
- 87:leaf=-0.00187085278,cover=0
- 88:leaf=-0.000438503921,cover=0
- 22:[LGI5<2.90731096] yes=45,no=46,missing=45,gain=1.62983072,cover=40946
- 45:[Curv5<0.135532871] yes=89,no=90,missing=90,gain=0.815263867,cover=3255
- 89:leaf=0.000281551358,cover=0
- 90:leaf=0.00187045173,cover=0
- 46:[Curv5<0.20983994] yes=91,no=92,missing=91,gain=1.42386425,cover=37691
- 91:leaf=2.64370901e-05,cover=0
- 92:leaf=-0.0020915193,cover=0
- 2:[MidArea5<0.574335396] yes=5,no=6,missing=5,gain=0.88079071,cover=2522232
- 5:[Curv5<-0.245563462] yes=11,no=12,missing=12,gain=0.327784479,cover=172
- 11:[PialCurv5<-0.120663248] yes=23,no=24,missing=23,gain=0.24593389,cover=118
- 23:[Sulc0<-0.580759466] yes=47,no=48,missing=47,gain=0.101986229,cover=108
- 47:[Ecc<0.943656743] yes=93,no=94,missing=93,gain=0.0706119537,cover=104
- 93:leaf=0.00572279422,cover=0
- 94:leaf=0.00239960267,cover=0
- 48:[Sulc0<-0.439186513] yes=95,no=96,missing=95,gain=0.00683297589,cover=4
- 95:leaf=-0.00127385068,cover=0
- 96:leaf=-0.00594360847,cover=0
- 24:leaf=-0.00509633077,cover=0
- 12:[PialCurv5<-0.145424455] yes=25,no=26,missing=26,gain=0.328515291,cover=54
- 25:[Curv5<-0.235803962] yes=49,no=50,missing=49,gain=0.0289859511,cover=10
- 49:leaf=0.00231886213,cover=0
- 50:[Ecc<1.85215485] yes=97,no=98,missing=97,gain=0.0117581356,cover=7
- 97:leaf=-0.00443858141,cover=0
- 98:leaf=-0.000351035589,cover=0
- 26:[Pol<99.5532455] yes=51,no=52,missing=52,gain=0.1881845,cover=44
- 51:[Curv5<-0.228820562] yes=99,no=100,missing=99,gain=0.0757569,cover=8
- 99:leaf=0.0048726839,cover=0
- 100:leaf=-0.00405468652,cover=0
- 52:[Ecc<1.26157856] yes=101,no=102,missing=101,gain=0.172912478,cover=36
- 101:leaf=0.0153455688,cover=0
- 102:leaf=0.0072982125,cover=0
- 6:[Ecc<0.353712648] yes=13,no=14,missing=14,gain=0.556517959,cover=2522060
- 13:[LGI5<2.18291569] yes=27,no=28,missing=28,gain=2.43853664,cover=32587
- 27:[Curv5<0.0100963581] yes=53,no=54,missing=53,gain=1.82631898,cover=1796
- 53:[PialCurv5<-0.0227819066] yes=103,no=104,missing=104,gain=2.35775876,cover=1766
- 103:leaf=0.00122073537,cover=0
- 104:leaf=0.00751661975,cover=0
- 54:[Area5<0.746306419] yes=105,no=106,missing=105,gain=0.629547119,cover=30
- 105:leaf=-0.00450188806,cover=0
- 106:leaf=-0.019466063,cover=0
- 28:[Sulc0<-0.557882011] yes=55,no=56,missing=55,gain=2.66006804,cover=30791
- 55:[Area5<0.759248734] yes=107,no=108,missing=107,gain=4.07295704,cover=27705
- 107:leaf=-0.000261571986,cover=0
- 108:leaf=0.00298704603,cover=0
- 56:[LGI5<2.36467862] yes=109,no=110,missing=109,gain=2.24794674,cover=3086
- 109:leaf=-0.00325890305,cover=0
- 110:leaf=-0.000529688317,cover=0
- 14:[Pol<65.8802414] yes=29,no=30,missing=29,gain=0.703446567,cover=2489473
- 29:[MidArea5<0.756283522] yes=57,no=58,missing=58,gain=1.90762591,cover=1089215
- 57:[PialCurv5<-0.104067586] yes=111,no=112,missing=111,gain=7.57890034,cover=161774
- 111:leaf=0.000107627064,cover=0
- 112:leaf=-0.000589186093,cover=0
- 58:[LGI5<2.19753051] yes=113,no=114,missing=114,gain=1.71873963,cover=927441
- 113:leaf=-0.000682574697,cover=0
- 114:leaf=1.72921445e-05,cover=0
- 30:[Pol<99.5532455] yes=59,no=60,missing=59,gain=3.72387314,cover=1400258
- 59:[Ecc<4.40349627] yes=115,no=116,missing=115,gain=11.1655045,cover=213813
- 115:leaf=-0.000109416047,cover=0
- 116:leaf=0.000614824647,cover=0
- 60:[Sulc0<0.443755656] yes=117,no=118,missing=117,gain=3.63331723,cover=1186445
- 117:leaf=9.63960611e-06,cover=0
- 118:leaf=-0.000991768087,cover=0
-booster[1111]:
-0:[Pol<128.951508] yes=1,no=2,missing=1,gain=0.233169988,cover=5124388
- 1:[Ecc<10.2861843] yes=3,no=4,missing=3,gain=1.04338348,cover=3591589
- 3:[LGI5<3.08610082] yes=7,no=8,missing=8,gain=1.83715022,cover=2280896
- 7:[Pol<60.4070244] yes=15,no=16,missing=15,gain=1.733006,cover=2152089
- 15:[PialCurv5<-0.0395349935] yes=31,no=32,missing=32,gain=11.6886349,cover=664266
- 31:[Pol<39.0368156] yes=63,no=64,missing=63,gain=4.87926292,cover=587792
- 63:leaf=8.58811982e-05,cover=0
- 64:leaf=-0.000212213563,cover=0
- 32:[Pol<34.3003769] yes=65,no=66,missing=66,gain=19.5237656,cover=76474
- 65:leaf=-0.00034234763,cover=0
- 66:leaf=0.00128710631,cover=0
- 16:[Curv5<-0.148390457] yes=33,no=34,missing=33,gain=6.67227268,cover=1487823
- 33:[Ecc<1.31300318] yes=67,no=68,missing=67,gain=12.5239391,cover=211072
- 67:leaf=-0.000359688187,cover=0
- 68:leaf=0.000472575281,cover=0
- 34:[PialCurv5<-0.0982506946] yes=69,no=70,missing=70,gain=6.86769056,cover=1276751
- 69:leaf=0.00093743403,cover=0
- 70:leaf=-0.000102545266,cover=0
- 8:[PialArea5<0.662493944] yes=17,no=18,missing=18,gain=6.58274078,cover=128807
- 17:[Sulc0<0.649594426] yes=35,no=36,missing=35,gain=7.57371283,cover=36692
- 35:[LGI5<3.42912889] yes=71,no=72,missing=71,gain=2.91061926,cover=27085
- 71:leaf=0.000556975778,cover=0
- 72:leaf=0.00197027973,cover=0
- 36:[Pol<87.9431763] yes=73,no=74,missing=73,gain=2.82007027,cover=9607
- 73:leaf=-0.00341278058,cover=0
- 74:leaf=-0.00056412135,cover=0
- 18:[Sulc0<-0.420901269] yes=37,no=38,missing=38,gain=8.50430489,cover=92115
- 37:[Ecc<2.6675415] yes=75,no=76,missing=76,gain=2.03777075,cover=50567
- 75:leaf=0.00864877272,cover=0
- 76:leaf=-1.25738125e-05,cover=0
- 38:[Pol<82.2009888] yes=77,no=78,missing=77,gain=12.7993736,cover=41548
- 77:leaf=-0.00176787248,cover=0
- 78:leaf=-5.49546121e-06,cover=0
- 4:[Curv5<0.0473068655] yes=9,no=10,missing=10,gain=3.33179879,cover=1310693
- 9:[Pol<60.4070244] yes=19,no=20,missing=20,gain=20.1435051,cover=687519
- 19:[PialCurv5<-0.0173297711] yes=39,no=40,missing=39,gain=8.6523695,cover=503386
- 39:[Sulc0<-0.00954892673] yes=79,no=80,missing=79,gain=10.0224752,cover=381266
- 79:leaf=-1.42797817e-05,cover=0
- 80:leaf=0.000965908926,cover=0
- 40:[Sulc0<-0.420901269] yes=81,no=82,missing=82,gain=12.9866953,cover=122120
- 81:leaf=0.00190671289,cover=0
- 82:leaf=-0.000539469707,cover=0
- 20:[Area5<0.705328763] yes=41,no=42,missing=41,gain=20.7287273,cover=184133
- 41:[PialArea5<0.679818809] yes=83,no=84,missing=83,gain=34.1724586,cover=111123
- 83:leaf=0.000255429739,cover=0
- 84:leaf=0.00204012846,cover=0
- 42:[MidArea5<0.641634583] yes=85,no=86,missing=85,gain=7.40968418,cover=73010
- 85:leaf=-0.00241651852,cover=0
- 86:leaf=7.12304973e-06,cover=0
- 10:[Sulc0<0.56283927] yes=21,no=22,missing=21,gain=4.61098099,cover=623174
- 21:[Pol<56.1920547] yes=43,no=44,missing=44,gain=6.5642004,cover=220440
- 43:[PialCurv5<0.0591915138] yes=87,no=88,missing=87,gain=9.76668739,cover=43294
- 87:leaf=0.00205206545,cover=0
- 88:leaf=-1.13536535e-05,cover=0
- 44:[LGI5<2.77389717] yes=89,no=90,missing=89,gain=7.97177505,cover=177146
- 89:leaf=0.000422503857,cover=0
- 90:leaf=-0.000515134248,cover=0
- 22:[Pol<100.090813] yes=45,no=46,missing=45,gain=1.68523526,cover=402734
- 45:[PialCurv5<0.0666604191] yes=91,no=92,missing=92,gain=2.39635825,cover=240444
- 91:leaf=0.00105847884,cover=0
- 92:leaf=-6.12665317e-05,cover=0
- 46:[Ecc<13.8847265] yes=93,no=94,missing=94,gain=3.56244802,cover=162290
- 93:leaf=0.000628894253,cover=0
- 94:leaf=5.03903248e-05,cover=0
- 2:[PialArea5<0.580179036] yes=5,no=6,missing=5,gain=1.75290942,cover=1532799
- 5:[Area5<0.567154288] yes=11,no=12,missing=12,gain=2.48430252,cover=137316
- 11:[LGI5<2.3865335] yes=23,no=24,missing=23,gain=2.8162725,cover=20425
- 23:[LGI5<2.2730217] yes=47,no=48,missing=47,gain=2.42995453,cover=6934
- 47:[Ecc<1.51801682] yes=95,no=96,missing=95,gain=4.1304574,cover=2753
- 95:leaf=-0.00187832059,cover=0
- 96:leaf=0.00241082697,cover=0
- 48:[PialCurv5<0.0798129067] yes=97,no=98,missing=97,gain=1.52715421,cover=4181
- 97:leaf=0.00200429,cover=0
- 98:leaf=3.57453864e-05,cover=0
- 24:[LGI5<2.50944686] yes=49,no=50,missing=49,gain=2.47605538,cover=13491
- 49:[Ecc<6.76014757] yes=99,no=100,missing=100,gain=2.5187912,cover=4786
- 99:leaf=-0.00142022583,cover=0
- 100:leaf=-0.00723779202,cover=0
- 50:[Sulc0<-0.195981219] yes=101,no=102,missing=101,gain=3.25191641,cover=8705
- 101:leaf=0.000673150294,cover=0
- 102:leaf=-0.00126245746,cover=0
- 12:[Curv5<-0.130991504] yes=25,no=26,missing=25,gain=5.26583672,cover=116891
- 25:[Ecc<27.7987404] yes=51,no=52,missing=51,gain=2.76592493,cover=1274
- 51:[Ecc<2.25101852] yes=103,no=104,missing=103,gain=2.50296688,cover=997
- 103:leaf=-0.000317471917,cover=0
- 104:leaf=0.00594802899,cover=0
- 52:[PialCurv5<-0.190801308] yes=105,no=106,missing=105,gain=1.11266172,cover=277
- 105:leaf=0.00426591514,cover=0
- 106:leaf=-0.00285732443,cover=0
- 26:[LGI5<3.28291535] yes=53,no=54,missing=54,gain=2.17574954,cover=115617
- 53:[Ecc<7.4459548] yes=107,no=108,missing=107,gain=3.30182004,cover=101392
- 107:leaf=0.000452262204,cover=0
- 108:leaf=-0.000118594457,cover=0
- 54:[Ecc<9.17092323] yes=109,no=110,missing=109,gain=3.19403696,cover=14225
- 109:leaf=0.00485506747,cover=0
- 110:leaf=0.000680350582,cover=0
- 6:[PialCurv5<0.00652291393] yes=13,no=14,missing=13,gain=2.62131763,cover=1395483
- 13:[PialCurv5<-0.0758950338] yes=27,no=28,missing=27,gain=3.37990355,cover=1183844
- 27:[Sulc0<-0.0326132737] yes=55,no=56,missing=56,gain=1.87214148,cover=812346
- 55:[Ecc<6.81643343] yes=111,no=112,missing=111,gain=2.49411249,cover=783755
- 111:leaf=-0.000110507492,cover=0
- 112:leaf=6.84200568e-05,cover=0
- 56:[Ecc<37.2796402] yes=113,no=114,missing=113,gain=3.44997907,cover=28591
- 113:leaf=-0.00102387555,cover=0
- 114:leaf=7.85399461e-05,cover=0
- 28:[Ecc<13.4950199] yes=57,no=58,missing=57,gain=11.2504578,cover=371498
- 57:[Sulc0<-0.23104082] yes=115,no=116,missing=115,gain=14.3305035,cover=254364
- 115:leaf=0.000167616439,cover=0
- 116:leaf=0.00115638773,cover=0
- 58:[Curv5<-0.12365336] yes=117,no=118,missing=117,gain=10.4980259,cover=117134
- 117:leaf=0.000608851726,cover=0
- 118:leaf=-0.000512281666,cover=0
- 14:[Ecc<22.4429302] yes=29,no=30,missing=29,gain=16.343071,cover=211639
- 29:[Ecc<8.97079182] yes=59,no=60,missing=59,gain=12.649436,cover=170056
- 59:[Ecc<1.62447274] yes=119,no=120,missing=119,gain=7.45813274,cover=85285
- 119:leaf=-0.000788505306,cover=0
- 120:leaf=0.000310819247,cover=0
- 60:[Area5<0.626857519] yes=121,no=122,missing=121,gain=15.5162048,cover=84771
- 121:leaf=-0.00345821981,cover=0
- 122:leaf=-0.000639371981,cover=0
- 30:[LGI5<3.10571551] yes=61,no=62,missing=61,gain=10.3324928,cover=41583
- 61:[Pol<163.028091] yes=123,no=124,missing=123,gain=4.75699997,cover=15680
- 123:leaf=-0.000442883,cover=0
- 124:leaf=0.00457735127,cover=0
- 62:[LGI5<3.23225117] yes=125,no=126,missing=126,gain=5.99431229,cover=25903
- 125:leaf=0.0025626705,cover=0
- 126:leaf=0.000866287679,cover=0
-booster[1112]:
-0:[Pol<132.742767] yes=1,no=2,missing=1,gain=0.212755755,cover=5124388
- 1:[LGI5<2.13090348] yes=3,no=4,missing=4,gain=0.873612702,cover=3711688
- 3:[Ecc<0.567370772] yes=7,no=8,missing=7,gain=1.28613842,cover=13700
- 7:[MidArea5<0.84300822] yes=15,no=16,missing=15,gain=4.21145773,cover=1286
- 15:[MidArea5<0.703235805] yes=31,no=32,missing=32,gain=2.02163029,cover=1015
- 31:[Curv5<-0.0226651002] yes=63,no=64,missing=63,gain=1.24895895,cover=582
- 63:leaf=-0.00197326019,cover=0
- 64:leaf=0.00341719924,cover=0
- 32:[Curv5<-0.048490826] yes=65,no=66,missing=66,gain=2.11512804,cover=433
- 65:leaf=-0.00409622071,cover=0
- 66:leaf=-0.0166257452,cover=0
- 16:[Sulc0<-0.609302223] yes=33,no=34,missing=33,gain=2.01812744,cover=271
- 33:[PialCurv5<-0.111109555] yes=67,no=68,missing=67,gain=1.1012423,cover=262
- 67:leaf=-0.00223633833,cover=0
- 68:leaf=0.00535708899,cover=0
- 34:[Pol<71.0996552] yes=69,no=70,missing=69,gain=0.0614140034,cover=9
- 69:leaf=0.0280777104,cover=0
- 70:leaf=0.00608695159,cover=0
- 8:[Ecc<2.8577323] yes=17,no=18,missing=17,gain=1.26630509,cover=12414
- 17:[Area5<0.65839982] yes=35,no=36,missing=36,gain=1.80198455,cover=8022
- 35:[Pol<40.9012032] yes=71,no=72,missing=71,gain=1.63933277,cover=5397
- 71:leaf=0.00187933852,cover=0
- 72:leaf=-0.000113836082,cover=0
- 36:[PialArea5<0.934356034] yes=73,no=74,missing=73,gain=4.25385857,cover=2625
- 73:leaf=0.0033895371,cover=0
- 74:leaf=-0.000909328926,cover=0
- 18:[Pol<78.2110443] yes=37,no=38,missing=37,gain=4.03250504,cover=4392
- 37:[Curv5<-0.119937547] yes=75,no=76,missing=75,gain=2.94296956,cover=1434
- 75:leaf=-0.000946976535,cover=0
- 76:leaf=-0.0060756919,cover=0
- 38:[Curv5<-0.0179657843] yes=77,no=78,missing=77,gain=5.08760738,cover=2958
- 77:leaf=0.00514213275,cover=0
- 78:leaf=-9.75986477e-05,cover=0
- 4:[Ecc<0.836319208] yes=9,no=10,missing=10,gain=0.828859091,cover=3697988
- 9:[PialArea5<0.655307472] yes=19,no=20,missing=19,gain=4.02329254,cover=147104
- 19:[Sulc0<-0.481185079] yes=39,no=40,missing=40,gain=4.72768641,cover=20499
- 39:[Area5<0.669105887] yes=79,no=80,missing=79,gain=9.38389683,cover=9532
- 79:leaf=0.000989614171,cover=0
- 80:leaf=0.00579370419,cover=0
- 40:[LGI5<2.16230083] yes=81,no=82,missing=81,gain=4.72383833,cover=10967
- 81:leaf=-0.00626850501,cover=0
- 82:leaf=0.00022081002,cover=0
- 20:[PialCurv5<0.0128733069] yes=41,no=42,missing=41,gain=3.92986083,cover=126605
- 41:[Curv5<-0.0439181365] yes=83,no=84,missing=83,gain=5.01796818,cover=120128
- 83:leaf=4.25028702e-07,cover=0
- 84:leaf=0.00161319727,cover=0
- 42:[Area5<0.713311911] yes=85,no=86,missing=85,gain=3.10783696,cover=6477
- 85:leaf=-0.0019329479,cover=0
- 86:leaf=0.000431650842,cover=0
- 10:[Pol<103.31839] yes=21,no=22,missing=22,gain=1.07380724,cover=3550884
- 21:[LGI5<2.3969903] yes=43,no=44,missing=43,gain=1.72497559,cover=2521351
- 43:[Ecc<6.2938199] yes=87,no=88,missing=87,gain=5.23394585,cover=317420
- 87:leaf=-4.50277657e-05,cover=0
- 88:leaf=-0.000803193368,cover=0
- 44:[LGI5<2.42065382] yes=89,no=90,missing=89,gain=1.92208755,cover=2203931
- 89:leaf=0.000296437065,cover=0
- 90:leaf=1.27794001e-05,cover=0
- 22:[Sulc0<-0.00954892673] yes=45,no=46,missing=45,gain=6.75456619,cover=1029533
- 45:[Ecc<14.694541] yes=91,no=92,missing=91,gain=22.0433483,cover=342234
- 91:leaf=-0.000308315357,cover=0
- 92:leaf=0.00202398631,cover=0
- 46:[PialCurv5<-0.0379593484] yes=93,no=94,missing=94,gain=8.79845619,cover=687299
- 93:leaf=-0.000789650832,cover=0
- 94:leaf=7.35847207e-05,cover=0
- 2:[PialArea5<0.580179036] yes=5,no=6,missing=5,gain=1.7329495,cover=1412700
- 5:[LGI5<3.26095963] yes=11,no=12,missing=11,gain=2.96311474,cover=117758
- 11:[Ecc<7.29654455] yes=23,no=24,missing=23,gain=2.33589768,cover=104357
- 23:[LGI5<2.52320862] yes=47,no=48,missing=47,gain=11.2372561,cover=56588
- 47:[Area5<0.715747833] yes=95,no=96,missing=96,gain=4.41016769,cover=42797
- 95:leaf=4.96681678e-05,cover=0
- 96:leaf=-0.00218332,cover=0
- 48:[LGI5<2.77946544] yes=97,no=98,missing=97,gain=8.0795927,cover=13791
- 97:leaf=0.00213486864,cover=0
- 98:leaf=-0.00101803779,cover=0
- 24:[Area5<0.726017833] yes=49,no=50,missing=49,gain=3.94642639,cover=47769
- 49:[Curv5<0.113010712] yes=99,no=100,missing=100,gain=3.41245365,cover=40502
- 99:leaf=-0.000800225534,cover=0
- 100:leaf=0.000117663083,cover=0
- 50:[PialCurv5<0.064168714] yes=101,no=102,missing=102,gain=4.6117835,cover=7267
- 101:leaf=0.0033996047,cover=0
- 102:leaf=0.000284365582,cover=0
- 12:[PialCurv5<0.0959877223] yes=25,no=26,missing=25,gain=3.09367704,cover=13401
- 25:[Ecc<9.75650311] yes=51,no=52,missing=52,gain=4.33357525,cover=4428
- 51:[Area5<0.713311911] yes=103,no=104,missing=104,gain=5.43575335,cover=469
- 103:leaf=0.00401894143,cover=0
- 104:leaf=0.0181388687,cover=0
- 52:[Pol<175.643188] yes=105,no=106,missing=105,gain=3.88193512,cover=3959
- 105:leaf=0.00202503358,cover=0
- 106:leaf=-0.00275911577,cover=0
- 26:[LGI5<3.94193578] yes=53,no=54,missing=53,gain=2.02658296,cover=8973
- 53:[Sulc0<0.849368811] yes=107,no=108,missing=107,gain=1.64633715,cover=8764
- 107:leaf=0.000614119868,cover=0
- 108:leaf=-0.00308445143,cover=0
- 54:[Curv5<0.107059956] yes=109,no=110,missing=109,gain=0.956096411,cover=209
- 109:leaf=-0.0111471452,cover=0
- 110:leaf=-0.00275666756,cover=0
- 6:[LGI5<2.13090348] yes=13,no=14,missing=13,gain=1.90816057,cover=1294942
- 13:[Area5<0.699748635] yes=27,no=28,missing=27,gain=1.45072651,cover=5410
- 27:[Curv5<0.0191024225] yes=55,no=56,missing=56,gain=2.21777081,cover=5033
- 55:[Sulc0<0.013685069] yes=111,no=112,missing=111,gain=1.54930413,cover=4864
- 111:leaf=-0.00101265626,cover=0
- 112:leaf=0.0156464688,cover=0
- 56:[Ecc<1.3629595] yes=113,no=114,missing=113,gain=3.37364674,cover=169
- 113:leaf=-0.0126694832,cover=0
- 114:leaf=0.00162144843,cover=0
- 28:[Ecc<2.07756257] yes=57,no=58,missing=57,gain=0.822344422,cover=377
- 57:[Ecc<0.618862808] yes=115,no=116,missing=115,gain=1.22455943,cover=196
- 115:leaf=0.00458103605,cover=0
- 116:leaf=-0.00343222357,cover=0
- 58:[MidArea5<0.818603933] yes=117,no=118,missing=117,gain=1.48466063,cover=181
- 117:leaf=0.0116137676,cover=0
- 118:leaf=0.00160151615,cover=0
- 14:[Ecc<12.0179253] yes=29,no=30,missing=29,gain=1.78870177,cover=1289532
- 29:[Sulc0<0.193122864] yes=59,no=60,missing=59,gain=8.03729534,cover=804908
- 59:[Ecc<7.24576569] yes=119,no=120,missing=119,gain=7.20116472,cover=802463
- 119:leaf=-3.62464962e-05,cover=0
- 120:leaf=0.000295792765,cover=0
- 60:[LGI5<2.43374896] yes=121,no=122,missing=121,gain=3.68266916,cover=2445
- 121:leaf=0.00126564514,cover=0
- 122:leaf=-0.00373486173,cover=0
- 30:[Pol<150.62207] yes=61,no=62,missing=61,gain=3.30333471,cover=484624
- 61:[Ecc<24.7238369] yes=123,no=124,missing=123,gain=19.9129486,cover=162618
- 123:leaf=-0.000674166891,cover=0
- 124:leaf=0.00047594597,cover=0
- 62:[LGI5<2.58096433] yes=125,no=126,missing=125,gain=5.46714449,cover=322006
- 125:leaf=-0.00220247987,cover=0
- 126:leaf=3.9716113e-05,cover=0
-booster[1113]:
-0:[Ecc<42.1016579] yes=1,no=2,missing=2,gain=0.225244924,cover=5124388
- 1:[Sulc0<0.849368811] yes=3,no=4,missing=3,gain=0.273247153,cover=4963977
- 3:[Curv5<0.0778492987] yes=7,no=8,missing=7,gain=0.444913566,cover=4760184
- 7:[Sulc0<0.598320961] yes=15,no=16,missing=15,gain=1.06138062,cover=3734918
- 15:[PialCurv5<0.182067633] yes=31,no=32,missing=31,gain=0.834973514,cover=3689825
- 31:[PialArea5<0.454431564] yes=63,no=64,missing=63,gain=0.523847938,cover=3671250
- 63:leaf=-0.000212658575,cover=0
- 64:leaf=7.84249187e-06,cover=0
- 32:[MidArea5<0.480047464] yes=65,no=66,missing=66,gain=2.77717829,cover=18575
- 65:leaf=0.00355914049,cover=0
- 66:leaf=-0.000425940438,cover=0
- 16:[Area5<0.727793753] yes=33,no=34,missing=33,gain=3.0518024,cover=45093
- 33:[PialArea5<0.658944428] yes=67,no=68,missing=67,gain=3.82747483,cover=28775
- 67:leaf=0.000361287413,cover=0
- 68:leaf=0.00224610069,cover=0
- 34:[Ecc<21.7409172] yes=69,no=70,missing=69,gain=2.47884011,cover=16318
- 69:leaf=-0.00120578927,cover=0
- 70:leaf=0.000120508274,cover=0
- 8:[Ecc<12.9325523] yes=17,no=18,missing=17,gain=2.72106862,cover=1025266
- 17:[Pol<80.8913651] yes=35,no=36,missing=36,gain=3.10851264,cover=756966
- 35:[Ecc<2.07756257] yes=71,no=72,missing=72,gain=4.10736752,cover=77361
- 71:leaf=-0.000576341758,cover=0
- 72:leaf=0.000467318081,cover=0
- 36:[PialCurv5<0.125401646] yes=73,no=74,missing=73,gain=3.63290453,cover=679605
- 73:leaf=-0.000293327612,cover=0
- 74:leaf=3.26778791e-05,cover=0
- 18:[Pol<120.317558] yes=37,no=38,missing=37,gain=5.27985382,cover=268300
- 37:[Pol<69.6327286] yes=75,no=76,missing=75,gain=4.80352163,cover=194681
- 75:leaf=0.000192996245,cover=0
- 76:leaf=-0.00042731312,cover=0
- 38:[PialArea5<0.679818809] yes=77,no=78,missing=77,gain=6.75371075,cover=73619
- 77:leaf=0.00035523597,cover=0
- 78:leaf=-0.00122958119,cover=0
- 4:[PialCurv5<0.265012205] yes=9,no=10,missing=9,gain=2.47527313,cover=203793
- 9:[LGI5<3.00232744] yes=19,no=20,missing=19,gain=2.0906322,cover=83273
- 19:[Ecc<14.484726] yes=39,no=40,missing=39,gain=1.75157702,cover=23902
- 39:[Pol<92.1537628] yes=79,no=80,missing=79,gain=2.82408166,cover=11131
- 79:leaf=0.00207186048,cover=0
- 80:leaf=-3.26579066e-05,cover=0
- 40:[Area5<0.732334435] yes=81,no=82,missing=81,gain=2.9663651,cover=12771
- 81:leaf=-0.00107260782,cover=0
- 82:leaf=0.000536368054,cover=0
- 20:[Area5<0.567154288] yes=41,no=42,missing=41,gain=3.30138588,cover=59371
- 41:[Ecc<25.5461979] yes=83,no=84,missing=83,gain=2.17499733,cover=1017
- 83:leaf=-1.07373908e-05,cover=0
- 84:leaf=-0.00463531679,cover=0
- 42:[LGI5<3.17022181] yes=85,no=86,missing=85,gain=2.64522314,cover=58354
- 85:leaf=0.00108055107,cover=0
- 86:leaf=0.00028882167,cover=0
- 10:[Area5<0.742118597] yes=21,no=22,missing=21,gain=1.68784153,cover=120520
- 21:[PialArea5<0.476533443] yes=43,no=44,missing=44,gain=2.41725206,cover=83634
- 43:[Curv5<0.110890195] yes=87,no=88,missing=87,gain=1.24347544,cover=81733
- 87:leaf=-0.00140941201,cover=0
- 88:leaf=2.403691e-05,cover=0
- 44:[LGI5<3.1967752] yes=89,no=90,missing=89,gain=1.13086605,cover=1901
- 89:leaf=0.0031057701,cover=0
- 90:leaf=0.000660841295,cover=0
- 22:[PialArea5<0.338250697] yes=45,no=46,missing=45,gain=1.46286631,cover=36886
- 45:[Area5<0.827407002] yes=91,no=92,missing=92,gain=0.89692378,cover=6591
- 91:leaf=0.00014245855,cover=0
- 92:leaf=0.0023743154,cover=0
- 46:[LGI5<3.30554914] yes=93,no=94,missing=93,gain=1.74449253,cover=30295
- 93:leaf=-0.000789352867,cover=0
- 94:leaf=9.59328827e-06,cover=0
- 2:[Pol<178.925751] yes=5,no=6,missing=6,gain=1.58042145,cover=160411
- 5:[Pol<108.715256] yes=11,no=12,missing=11,gain=2.01717591,cover=158446
- 11:[LGI5<2.56865931] yes=23,no=24,missing=23,gain=1.47246516,cover=108525
- 23:[Sulc0<-0.0936657563] yes=47,no=48,missing=47,gain=1.18329155,cover=624
- 47:[PialArea5<0.984361112] yes=95,no=96,missing=96,gain=0.484975278,cover=148
- 95:leaf=-0.000437410927,cover=0
- 96:leaf=0.00594637496,cover=0
- 48:[LGI5<2.52320862] yes=97,no=98,missing=97,gain=0.729557037,cover=476
- 97:leaf=-0.00180018286,cover=0
- 98:leaf=-0.00572259584,cover=0
- 24:[LGI5<3.44046211] yes=49,no=50,missing=49,gain=1.34601104,cover=107901
- 49:[LGI5<3.36766768] yes=99,no=100,missing=99,gain=2.3618083,cover=84726
- 99:leaf=-0.000133521142,cover=0
- 100:leaf=0.000837140891,cover=0
- 50:[LGI5<3.60428405] yes=101,no=102,missing=101,gain=1.40444064,cover=23175
- 101:leaf=-0.00082829094,cover=0
- 102:leaf=-4.35541915e-05,cover=0
- 12:[PialArea5<0.733388364] yes=25,no=26,missing=26,gain=2.25418568,cover=49921
- 25:[LGI5<3.07360435] yes=51,no=52,missing=51,gain=2.7337966,cover=18254
- 51:[LGI5<2.84729719] yes=103,no=104,missing=104,gain=3.03981876,cover=5209
- 103:leaf=-0.00142374577,cover=0
- 104:leaf=0.00141940452,cover=0
- 52:[LGI5<3.36766768] yes=105,no=106,missing=105,gain=3.04685974,cover=13045
- 105:leaf=-0.00131809502,cover=0
- 106:leaf=0.000214048661,cover=0
- 26:[Pol<143.237381] yes=53,no=54,missing=53,gain=4.0606823,cover=31667
- 53:[LGI5<3.47596025] yes=107,no=108,missing=107,gain=4.3324976,cover=7922
- 107:leaf=0.0020946085,cover=0
- 108:leaf=-0.000687861932,cover=0
- 54:[Area5<0.674147427] yes=109,no=110,missing=109,gain=3.39231896,cover=23745
- 109:leaf=0.00099863892,cover=0
- 110:leaf=-0.000270713528,cover=0
- 6:[Sulc0<0.281104684] yes=13,no=14,missing=14,gain=0.725320458,cover=1965
- 13:[LGI5<3.09872246] yes=27,no=28,missing=27,gain=0.555418849,cover=1922
- 27:[Sulc0<0.0850813463] yes=55,no=56,missing=56,gain=0.807163477,cover=764
- 55:[MidArea5<0.894251287] yes=111,no=112,missing=111,gain=0.57376945,cover=748
- 111:leaf=-0.0013716009,cover=0
- 112:leaf=0.00172243163,cover=0
- 56:[Curv5<-0.144993886] yes=113,no=114,missing=114,gain=0.0875529647,cover=16
- 113:leaf=0.00308594829,cover=0
- 114:leaf=0.0125435917,cover=0
- 28:[Ecc<42.9490852] yes=57,no=58,missing=57,gain=0.467226028,cover=1158
- 57:[LGI5<3.15084362] yes=115,no=116,missing=115,gain=0.375953317,cover=230
- 115:leaf=-0.0069336216,cover=0
- 116:leaf=0.000590188603,cover=0
- 58:[Sulc0<-0.101085678] yes=117,no=118,missing=117,gain=0.907413483,cover=928
- 117:leaf=-0.00175494514,cover=0
- 118:leaf=-0.00575645128,cover=0
- 14:[Curv5<-0.0943295062] yes=29,no=30,missing=30,gain=0.485267043,cover=43
- 29:[Sulc0<0.317313671] yes=59,no=60,missing=59,gain=0.172288209,cover=9
- 59:leaf=-0.0062276856,cover=0
- 60:[Sulc0<0.364060968] yes=119,no=120,missing=119,gain=0.0550014526,cover=6
- 119:leaf=0.00233668578,cover=0
- 120:leaf=0.0120964646,cover=0
- 30:[PialCurv5<0.00236006663] yes=61,no=62,missing=61,gain=0.270075321,cover=34
- 61:[PialCurv5<-0.0748331472] yes=121,no=122,missing=122,gain=0.186905265,cover=23
- 121:leaf=0.00423315773,cover=0
- 122:leaf=-0.0144460564,cover=0
- 62:[PialCurv5<0.0771882981] yes=123,no=124,missing=123,gain=0.137566805,cover=11
- 123:leaf=0.00329182367,cover=0
- 124:leaf=-0.00746314321,cover=0
-booster[1114]:
-0:[Ecc<40.3354568] yes=1,no=2,missing=2,gain=0.208186269,cover=5124388
- 1:[Area5<0.751858592] yes=3,no=4,missing=3,gain=0.278529584,cover=4921442
- 3:[Pol<17.1471634] yes=7,no=8,missing=8,gain=0.753054261,cover=4039890
- 7:[Sulc0<0.134837523] yes=15,no=16,missing=15,gain=3.01517487,cover=271285
- 15:[Curv5<-0.220549613] yes=31,no=32,missing=32,gain=2.95139909,cover=270252
- 31:[Area5<0.663006425] yes=63,no=64,missing=63,gain=2.84755039,cover=116094
- 63:leaf=6.49654976e-05,cover=0
- 64:leaf=-0.000467900885,cover=0
- 32:[Ecc<2.42687178] yes=65,no=66,missing=66,gain=4.56943893,cover=154158
- 65:leaf=-0.000256411819,cover=0
- 66:leaf=0.000382791099,cover=0
- 16:[PialCurv5<-0.0410871245] yes=33,no=34,missing=33,gain=1.39650321,cover=1033
- 33:[LGI5<3.3215456] yes=67,no=68,missing=67,gain=1.65685868,cover=127
- 67:leaf=0.00531415828,cover=0
- 68:leaf=-0.00826830231,cover=0
- 34:[PialArea5<0.511941612] yes=69,no=70,missing=69,gain=1.2032516,cover=906
- 69:leaf=-0.00105781411,cover=0
- 70:leaf=-0.0047837086,cover=0
- 8:[Pol<59.5955544] yes=17,no=18,missing=17,gain=1.36709809,cover=3768605
- 17:[Ecc<6.81643343] yes=35,no=36,missing=36,gain=5.63478613,cover=646307
- 35:[PialCurv5<-0.0595124774] yes=71,no=72,missing=71,gain=5.87175083,cover=324489
- 71:leaf=-2.47061453e-05,cover=0
- 72:leaf=0.000541590154,cover=0
- 36:[LGI5<3.38720298] yes=73,no=74,missing=73,gain=9.43899536,cover=321818
- 73:leaf=-0.000366281223,cover=0
- 74:leaf=0.000290667842,cover=0
- 18:[Curv5<0.0473068655] yes=37,no=38,missing=37,gain=1.70989704,cover=3122298
- 37:[Ecc<9.50052643] yes=75,no=76,missing=75,gain=5.12717676,cover=1968691
- 75:leaf=-1.92376301e-05,cover=0
- 76:leaf=0.000158025723,cover=0
- 38:[PialArea5<0.931472182] yes=77,no=78,missing=77,gain=3.68848491,cover=1153607
- 77:leaf=-4.18803538e-05,cover=0
- 78:leaf=-0.0039309347,cover=0
- 4:[Ecc<21.0377083] yes=9,no=10,missing=9,gain=2.52695441,cover=881552
- 9:[LGI5<2.53428411] yes=19,no=20,missing=19,gain=2.75404024,cover=683379
- 19:[Ecc<7.64592981] yes=39,no=40,missing=40,gain=3.72799659,cover=173466
- 39:[Ecc<2.54464626] yes=79,no=80,missing=79,gain=4.48540878,cover=158371
- 79:leaf=0.000472131331,cover=0
- 80:leaf=-9.92471978e-05,cover=0
- 40:[MidArea5<0.681940854] yes=81,no=82,missing=82,gain=3.74620438,cover=15095
- 81:leaf=-0.000382886763,cover=0
- 82:leaf=0.00138655584,cover=0
- 20:[Ecc<1.31300318] yes=41,no=42,missing=41,gain=4.47954988,cover=509913
- 41:[PialArea5<0.699586272] yes=83,no=84,missing=83,gain=4.16051483,cover=2824
- 83:leaf=0.00317111867,cover=0
- 84:leaf=-0.00276508927,cover=0
- 42:[Ecc<5.78819752] yes=85,no=86,missing=85,gain=2.84261131,cover=507089
- 85:leaf=-0.000327549031,cover=0
- 86:leaf=-1.20668519e-05,cover=0
- 10:[Curv5<0.0146088367] yes=21,no=22,missing=21,gain=3.07472396,cover=198173
- 21:[Sulc0<0.29007864] yes=43,no=44,missing=43,gain=4.08582687,cover=95403
- 43:[LGI5<2.99035311] yes=87,no=88,missing=87,gain=2.29003429,cover=88018
- 87:leaf=-0.000458516966,cover=0
- 88:leaf=0.000196978872,cover=0
- 44:[Pol<101.695656] yes=89,no=90,missing=90,gain=3.05531168,cover=7385
- 89:leaf=0.000593287114,cover=0
- 90:leaf=-0.00174265157,cover=0
- 22:[PialCurv5<0.185672894] yes=45,no=46,missing=45,gain=4.15017176,cover=102770
- 45:[Sulc0<-0.237935558] yes=91,no=92,missing=91,gain=3.69840336,cover=64621
- 91:leaf=0.0068401047,cover=0
- 92:leaf=0.000595587771,cover=0
- 46:[PialArea5<0.550757647] yes=93,no=94,missing=93,gain=2.31216621,cover=38149
- 93:leaf=0.000173923661,cover=0
- 94:leaf=-0.000750424049,cover=0
- 2:[Area5<0.751858592] yes=5,no=6,missing=6,gain=1.44324982,cover=202946
- 5:[LGI5<2.8746686] yes=11,no=12,missing=11,gain=2.2512579,cover=135238
- 11:[Pol<11.2407846] yes=23,no=24,missing=24,gain=1.31224108,cover=15732
- 23:[Sulc0<0.151281953] yes=47,no=48,missing=47,gain=2.33755302,cover=3367
- 47:[Sulc0<-0.173886195] yes=95,no=96,missing=95,gain=1.91820931,cover=2772
- 95:leaf=0.000611933996,cover=0
- 96:leaf=-0.00225158106,cover=0
- 48:[PialCurv5<-0.0297427773] yes=97,no=98,missing=98,gain=1.80235124,cover=595
- 97:leaf=0.00800512265,cover=0
- 98:leaf=0.00162096589,cover=0
- 24:[Pol<41.8258972] yes=49,no=50,missing=49,gain=2.58971214,cover=12365
- 49:[Curv5<0.0554658733] yes=99,no=100,missing=100,gain=0.901937962,cover=3960
- 99:leaf=-0.00148731226,cover=0
- 100:leaf=-0.00357908173,cover=0
- 50:[LGI5<2.82485151] yes=101,no=102,missing=101,gain=1.79698551,cover=8405
- 101:leaf=0.000284088397,cover=0
- 102:leaf=-0.00124295393,cover=0
- 12:[LGI5<3.42912889] yes=25,no=26,missing=25,gain=2.19568801,cover=119506
- 25:[LGI5<3.37729335] yes=51,no=52,missing=51,gain=4.10205173,cover=88019
- 51:[MidArea5<0.762632251] yes=103,no=104,missing=103,gain=3.67497969,cover=80994
- 103:leaf=-8.52740777e-05,cover=0
- 104:leaf=0.000636033248,cover=0
- 52:[MidArea5<0.775313437] yes=105,no=106,missing=105,gain=2.80984306,cover=7025
- 105:leaf=0.00200318894,cover=0
- 106:leaf=-0.000267761556,cover=0
- 26:[LGI5<3.62495422] yes=53,no=54,missing=53,gain=2.31199741,cover=31487
- 53:[Area5<0.630444467] yes=107,no=108,missing=107,gain=2.21411204,cover=19592
- 107:leaf=0.000696743606,cover=0
- 108:leaf=-0.000795820262,cover=0
- 54:[Sulc0<-0.552155435] yes=109,no=110,missing=109,gain=2.38433671,cover=11895
- 109:leaf=0.0100899627,cover=0
- 110:leaf=0.000258999615,cover=0
- 6:[Curv5<0.0344051942] yes=13,no=14,missing=13,gain=1.57009006,cover=67708
- 13:[LGI5<3.60428405] yes=27,no=28,missing=28,gain=2.08213091,cover=31992
- 27:[Sulc0<0.940059185] yes=55,no=56,missing=55,gain=2.59657454,cover=29381
- 55:[PialCurv5<0.010724308] yes=111,no=112,missing=111,gain=1.61380434,cover=29327
- 111:leaf=-0.000155557951,cover=0
- 112:leaf=-0.000973068934,cover=0
- 56:[Pol<123.615685] yes=113,no=114,missing=113,gain=0.230407953,cover=54
- 113:leaf=0.0111260237,cover=0
- 114:leaf=-0.00439426303,cover=0
- 28:[PialArea5<0.943111241] yes=57,no=58,missing=57,gain=3.63277912,cover=2611
- 57:[PialCurv5<-0.0868030339] yes=115,no=116,missing=116,gain=1.42693186,cover=1503
- 115:leaf=0.000518629036,cover=0
- 116:leaf=-0.00404374162,cover=0
- 58:[Area5<0.894858658] yes=117,no=118,missing=117,gain=2.02702379,cover=1108
- 117:leaf=0.00108432502,cover=0
- 118:leaf=-0.00569858728,cover=0
- 14:[PialArea5<1.05055559] yes=29,no=30,missing=29,gain=3.47819924,cover=35716
- 29:[PialCurv5<0.0567538291] yes=59,no=60,missing=59,gain=2.93371177,cover=35638
- 59:[LGI5<3.84897733] yes=119,no=120,missing=119,gain=2.73988771,cover=2269
- 119:leaf=0.00208759238,cover=0
- 120:leaf=-0.00618446013,cover=0
- 60:[Pol<136.792099] yes=121,no=122,missing=122,gain=1.72343779,cover=33369
- 121:leaf=-0.000194490989,cover=0
- 122:leaf=0.00286768167,cover=0
- 30:[Curv5<0.0452247933] yes=61,no=62,missing=61,gain=0.936311245,cover=78
- 61:[PialCurv5<0.0824522972] yes=123,no=124,missing=124,gain=0.247169346,cover=21
- 123:leaf=0.00403185189,cover=0
- 124:leaf=-0.00855236873,cover=0
- 62:[Sulc0<0.830503881] yes=125,no=126,missing=125,gain=0.668369293,cover=57
- 125:leaf=0.0148117514,cover=0
- 126:leaf=-0.0107235098,cover=0
-booster[1115]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.204469487,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.488949627,cover=4943960
- 3:[Curv5<0.118689038] yes=7,no=8,missing=7,gain=0.390658855,cover=4628667
- 7:[Sulc0<0.56283927] yes=15,no=16,missing=15,gain=1.30494034,cover=3948468
- 15:[MidArea5<0.592231214] yes=31,no=32,missing=31,gain=1.338063,cover=3813265
- 31:[LGI5<2.63290954] yes=63,no=64,missing=64,gain=2.28049994,cover=300585
- 63:leaf=2.21751816e-05,cover=0
- 64:leaf=-0.000255693885,cover=0
- 32:[PialArea5<0.580179036] yes=65,no=66,missing=65,gain=2.99210024,cover=3512680
- 65:leaf=0.000242218332,cover=0
- 66:leaf=2.24792052e-06,cover=0
- 16:[Pol<57.0350037] yes=33,no=34,missing=33,gain=5.64423466,cover=135203
- 33:[PialArea5<0.866999865] yes=67,no=68,missing=68,gain=3.17130375,cover=2498
- 67:leaf=0.00232104678,cover=0
- 68:leaf=0.0189588759,cover=0
- 34:[LGI5<2.46931005] yes=69,no=70,missing=70,gain=4.5623579,cover=132705
- 69:leaf=-0.00165127218,cover=0
- 70:leaf=0.000165162433,cover=0
- 8:[Ecc<13.3064203] yes=17,no=18,missing=17,gain=2.74607205,cover=680199
- 17:[LGI5<2.72022414] yes=35,no=36,missing=35,gain=2.68736887,cover=539995
- 35:[Pol<102.241241] yes=71,no=72,missing=71,gain=1.85714257,cover=387823
- 71:leaf=6.26408582e-05,cover=0
- 72:leaf=-0.000156382201,cover=0
- 36:[Pol<82.2009888] yes=73,no=74,missing=73,gain=2.15951228,cover=152172
- 73:leaf=0.000675173884,cover=0
- 74:leaf=0.000122346319,cover=0
- 18:[Pol<119.248337] yes=37,no=38,missing=37,gain=4.12416172,cover=140204
- 37:[Ecc<19.7764034] yes=75,no=76,missing=75,gain=3.69331932,cover=103052
- 75:leaf=-0.000680279743,cover=0
- 76:leaf=-8.11336358e-05,cover=0
- 38:[Ecc<18.8860435] yes=77,no=78,missing=77,gain=3.52158523,cover=37152
- 77:leaf=0.000711161934,cover=0
- 78:leaf=-0.000262423826,cover=0
- 4:[Curv5<0.174639657] yes=9,no=10,missing=9,gain=2.41434979,cover=315293
- 9:[PialCurv5<-0.00171623251] yes=19,no=20,missing=20,gain=2.97121716,cover=310339
- 19:[Pol<148.336472] yes=39,no=40,missing=39,gain=2.73973274,cover=171188
- 39:[Pol<9.44515038] yes=79,no=80,missing=79,gain=5.31634521,cover=106167
- 79:leaf=-0.000364489504,cover=0
- 80:leaf=0.000431896799,cover=0
- 40:[Sulc0<-0.0862998366] yes=81,no=82,missing=81,gain=3.61828208,cover=65021
- 81:leaf=0.000173465247,cover=0
- 82:leaf=-0.000572538644,cover=0
- 20:[Pol<143.237381] yes=41,no=42,missing=41,gain=4.62974834,cover=139151
- 41:[Curv5<0.0344051942] yes=83,no=84,missing=83,gain=4.07938671,cover=130283
- 83:leaf=-0.00072947552,cover=0
- 84:leaf=-0.000132236324,cover=0
- 42:[Sulc0<0.56283927] yes=85,no=86,missing=86,gain=3.64672327,cover=8868
- 85:leaf=0.001277223,cover=0
- 86:leaf=-0.00157500454,cover=0
- 10:[Pol<113.394409] yes=21,no=22,missing=21,gain=1.10779452,cover=4954
- 21:[Pol<67.3859482] yes=43,no=44,missing=43,gain=0.961583376,cover=4743
- 43:[Area5<0.67996794] yes=87,no=88,missing=87,gain=0.879615128,cover=1262
- 87:leaf=-0.00169170741,cover=0
- 88:leaf=0.00103164965,cover=0
- 44:[LGI5<2.72022414] yes=89,no=90,missing=89,gain=0.631304741,cover=3481
- 89:leaf=-0.0013739093,cover=0
- 90:leaf=0.00177043572,cover=0
- 22:[MidArea5<0.62992847] yes=45,no=46,missing=46,gain=0.499802232,cover=211
- 45:[PialCurv5<0.45140323] yes=91,no=92,missing=91,gain=0.447236419,cover=194
- 91:leaf=-0.000709181186,cover=0
- 92:leaf=-0.00726365764,cover=0
- 46:[Ecc<41.2560654] yes=93,no=94,missing=94,gain=0.115777135,cover=17
- 93:leaf=-0.00758217229,cover=0
- 94:leaf=-0.0187460799,cover=0
- 2:[Ecc<11.6821251] yes=5,no=6,missing=5,gain=1.33935416,cover=180428
- 5:[LGI5<3.17022181] yes=11,no=12,missing=11,gain=2.57075834,cover=31399
- 11:[PialCurv5<0.0824522972] yes=23,no=24,missing=24,gain=0.893576682,cover=28573
- 23:[Curv5<0.135532871] yes=47,no=48,missing=47,gain=0.237598419,cover=70
- 47:[PialArea5<0.385581404] yes=95,no=96,missing=96,gain=0.0746243,cover=20
- 95:leaf=-0.00211868295,cover=0
- 96:leaf=0.00371583598,cover=0
- 48:[LGI5<2.64649582] yes=97,no=98,missing=97,gain=0.281996131,cover=50
- 97:leaf=0.00519507332,cover=0
- 98:leaf=0.0145402206,cover=0
- 24:[Area5<0.494833142] yes=49,no=50,missing=50,gain=0.870620489,cover=28503
- 49:[Pol<93.3357697] yes=99,no=100,missing=100,gain=0.602065384,cover=26
- 99:leaf=0.0204222109,cover=0
- 100:leaf=0.00378956716,cover=0
- 50:[Area5<0.864337862] yes=101,no=102,missing=101,gain=0.849661469,cover=28477
- 101:leaf=-0.000168405706,cover=0
- 102:leaf=0.00157965091,cover=0
- 12:[MidArea5<0.692627788] yes=25,no=26,missing=26,gain=1.52885509,cover=2826
- 25:[Ecc<9.17092323] yes=51,no=52,missing=51,gain=1.44678664,cover=2679
- 51:[Pol<104.38549] yes=103,no=104,missing=103,gain=0.956914902,cover=703
- 103:leaf=-0.00411000103,cover=0
- 104:leaf=0.0011388046,cover=0
- 52:[PialCurv5<0.493508637] yes=105,no=106,missing=105,gain=1.31955063,cover=1976
- 105:leaf=-0.000506730052,cover=0
- 106:leaf=-0.00873467326,cover=0
- 26:[Ecc<9.0678978] yes=53,no=54,missing=54,gain=1.00555897,cover=147
- 53:[PialCurv5<0.265012205] yes=107,no=108,missing=107,gain=0.187873483,cover=38
- 107:leaf=-0.0034267765,cover=0
- 108:leaf=0.00346208294,cover=0
- 54:[PialCurv5<0.178517133] yes=109,no=110,missing=109,gain=0.975348473,cover=109
- 109:leaf=-0.0198015254,cover=0
- 110:leaf=-0.00687595829,cover=0
- 6:[LGI5<2.5379107] yes=13,no=14,missing=14,gain=1.39866519,cover=149029
- 13:[Pol<82.8478928] yes=27,no=28,missing=27,gain=0.297080755,cover=375
- 27:[Area5<0.671631575] yes=55,no=56,missing=56,gain=0.232993767,cover=21
- 55:[Area5<0.665633082] yes=111,no=112,missing=111,gain=0.00467456132,cover=14
- 111:leaf=0.00172515574,cover=0
- 112:leaf=-0.000374300784,cover=0
- 56:[Ecc<25.981123] yes=113,no=114,missing=114,gain=0.0090560317,cover=7
- 113:leaf=-0.00206077099,cover=0
- 114:leaf=-0.0100865467,cover=0
- 28:[Ecc<13.3064203] yes=57,no=58,missing=57,gain=0.326198339,cover=354
- 57:[PialArea5<0.301675379] yes=115,no=116,missing=115,gain=0.671725631,cover=47
- 115:leaf=0.00668864418,cover=0
- 116:leaf=-0.00522287656,cover=0
- 58:[Area5<0.673304081] yes=117,no=118,missing=117,gain=0.328736067,cover=307
- 117:leaf=0.00699253893,cover=0
- 118:leaf=0.00315008569,cover=0
- 14:[LGI5<2.75211287] yes=29,no=30,missing=29,gain=2.16503859,cover=148654
- 29:[PialArea5<0.467676282] yes=59,no=60,missing=59,gain=2.35324192,cover=3871
- 59:[PialCurv5<0.382664889] yes=119,no=120,missing=119,gain=1.40951204,cover=3557
- 119:leaf=-0.00202985108,cover=0
- 120:leaf=0.000214241474,cover=0
- 60:[Curv5<0.0955092236] yes=121,no=122,missing=122,gain=0.538415551,cover=314
- 121:leaf=0.00643357215,cover=0
- 122:leaf=0.00179677305,cover=0
- 30:[Pol<34.3003769] yes=61,no=62,missing=62,gain=1.38080788,cover=144783
- 61:[Curv5<0.169394374] yes=123,no=124,missing=123,gain=0.379907846,cover=934
- 123:leaf=-0.00250055059,cover=0
- 124:leaf=-0.000371779024,cover=0
- 62:[Pol<48.3047981] yes=125,no=126,missing=125,gain=1.21141124,cover=143849
- 125:leaf=0.00146319845,cover=0
- 126:leaf=0.000134716902,cover=0
-booster[1116]:
-0:[PialArea5<0.375788301] yes=1,no=2,missing=2,gain=0.199307159,cover=5124388
- 1:[Area5<0.694293797] yes=3,no=4,missing=3,gain=0.859537065,cover=343062
- 3:[Ecc<3.48115921] yes=7,no=8,missing=7,gain=0.684385717,cover=237654
- 7:[Sulc0<0.263311565] yes=15,no=16,missing=16,gain=0.92295903,cover=34463
- 15:[PialCurv5<0.0262785293] yes=31,no=32,missing=32,gain=0.933702409,cover=17931
- 31:[Area5<0.517926872] yes=63,no=64,missing=64,gain=1.84048474,cover=1112
- 63:leaf=0.00236561266,cover=0
- 64:leaf=-0.00247947755,cover=0
- 32:[PialCurv5<0.0616685152] yes=65,no=66,missing=65,gain=0.854418159,cover=16819
- 65:leaf=0.0015638246,cover=0
- 66:leaf=3.14245372e-05,cover=0
- 16:[Pol<115.563423] yes=33,no=34,missing=33,gain=1.32206392,cover=16532
- 33:[Ecc<1.73852015] yes=67,no=68,missing=67,gain=0.912885189,cover=15816
- 67:leaf=-0.00239275419,cover=0
- 68:leaf=-0.000506624056,cover=0
- 34:[Ecc<0.353712648] yes=69,no=70,missing=69,gain=0.863145947,cover=716
- 69:leaf=-0.00518268393,cover=0
- 70:leaf=0.00204964145,cover=0
- 8:[LGI5<2.63290954] yes=17,no=18,missing=17,gain=1.22580171,cover=203191
- 17:[Pol<152.827332] yes=35,no=36,missing=36,gain=1.20446193,cover=65713
- 35:[Ecc<8.6295805] yes=71,no=72,missing=71,gain=1.23539162,cover=65210
- 71:leaf=0.00025206455,cover=0
- 72:leaf=-0.000460346229,cover=0
- 36:[Curv5<0.069626309] yes=73,no=74,missing=73,gain=1.47337198,cover=503
- 73:leaf=0.0144714555,cover=0
- 74:leaf=0.00200943928,cover=0
- 18:[Ecc<7.59607029] yes=37,no=38,missing=37,gain=2.4633069,cover=137478
- 37:[Ecc<5.21075869] yes=75,no=76,missing=75,gain=1.33974981,cover=15570
- 75:leaf=7.80084301e-05,cover=0
- 76:leaf=-0.00095028471,cover=0
- 38:[Sulc0<0.15957281] yes=77,no=78,missing=77,gain=1.32162416,cover=121908
- 77:leaf=0.00100833015,cover=0
- 78:leaf=-1.73581757e-05,cover=0
- 4:[Sulc0<0.662694752] yes=9,no=10,missing=9,gain=1.88081229,cover=105408
- 9:[LGI5<2.39007568] yes=19,no=20,missing=20,gain=2.21480441,cover=23782
- 19:[Pol<31.3444195] yes=39,no=40,missing=40,gain=1.24316788,cover=3319
- 39:[PialCurv5<0.00860458333] yes=79,no=80,missing=79,gain=0.71280396,cover=10
- 79:leaf=-0.000475318462,cover=0
- 80:leaf=-0.0270551834,cover=0
- 40:[Ecc<12.3665791] yes=81,no=82,missing=81,gain=0.947430551,cover=3309
- 81:leaf=-0.000516766973,cover=0
- 82:leaf=-0.00975398626,cover=0
- 20:[Ecc<8.01039791] yes=41,no=42,missing=41,gain=3.17486334,cover=20463
- 41:[Curv5<0.0554658733] yes=83,no=84,missing=83,gain=7.01282406,cover=7984
- 83:leaf=0.0269602481,cover=0
- 84:leaf=0.00143331662,cover=0
- 42:[Sulc0<-0.224179193] yes=85,no=86,missing=85,gain=2.15050578,cover=12479
- 85:leaf=-0.0127022108,cover=0
- 86:leaf=0.000276309205,cover=0
- 10:[LGI5<2.61063838] yes=21,no=22,missing=21,gain=3.40928817,cover=81626
- 21:[Ecc<27.7987404] yes=43,no=44,missing=43,gain=0.901377201,cover=11928
- 43:[Area5<0.734195113] yes=87,no=88,missing=87,gain=0.805691004,cover=11753
- 87:leaf=-0.00102600805,cover=0
- 88:leaf=-0.000181861848,cover=0
- 44:[Pol<3.6072247] yes=89,no=90,missing=89,gain=0.76092422,cover=175
- 89:leaf=0.0208197068,cover=0
- 90:leaf=-0.00469981646,cover=0
- 22:[Ecc<15.5679035] yes=45,no=46,missing=45,gain=1.01065874,cover=69698
- 45:[Curv5<0.124281213] yes=91,no=92,missing=92,gain=1.41530323,cover=30024
- 91:leaf=0.0016826822,cover=0
- 92:leaf=0.000302715955,cover=0
- 46:[Pol<75.4512405] yes=93,no=94,missing=94,gain=1.01347756,cover=39674
- 93:leaf=0.000619369966,cover=0
- 94:leaf=-9.50513786e-05,cover=0
- 2:[Curv5<0.0857537538] yes=5,no=6,missing=6,gain=0.45301649,cover=4781326
- 5:[PialCurv5<0.189327508] yes=11,no=12,missing=11,gain=1.05117702,cover=3923985
- 11:[Sulc0<1.11117697] yes=23,no=24,missing=23,gain=0.747795165,cover=3896110
- 23:[Sulc0<0.830503881] yes=47,no=48,missing=48,gain=1.01157272,cover=3895218
- 47:[Ecc<33.9075584] yes=95,no=96,missing=95,gain=0.485485226,cover=3882105
- 95:leaf=1.04147775e-05,cover=0
- 96:leaf=-5.92491124e-05,cover=0
- 48:[MidArea5<0.48507002] yes=97,no=98,missing=98,gain=2.36465502,cover=13113
- 97:leaf=-0.00601804582,cover=0
- 98:leaf=0.000515179127,cover=0
- 24:[Ecc<30.4150848] yes=49,no=50,missing=49,gain=3.53501248,cover=892
- 49:[PialCurv5<0.144311354] yes=99,no=100,missing=99,gain=1.78548813,cover=178
- 99:leaf=-0.0115399221,cover=0
- 100:leaf=-0.00117002369,cover=0
- 50:[LGI5<3.84897733] yes=101,no=102,missing=101,gain=2.19966817,cover=714
- 101:leaf=-0.000740932475,cover=0
- 102:leaf=0.00890532043,cover=0
- 12:[Sulc0<-0.351394534] yes=25,no=26,missing=25,gain=2.01920366,cover=27875
- 25:[Ecc<1.26157856] yes=51,no=52,missing=51,gain=1.56311917,cover=1176
- 51:[LGI5<2.3349762] yes=103,no=104,missing=104,gain=1.42195964,cover=475
- 103:leaf=-0.000965717249,cover=0
- 104:leaf=-0.00663304282,cover=0
- 52:[Ecc<18.5999508] yes=105,no=106,missing=105,gain=0.697708964,cover=701
- 105:leaf=-0.000515447871,cover=0
- 106:leaf=-0.00886356365,cover=0
- 26:[Ecc<2.79805064] yes=53,no=54,missing=53,gain=2.75511718,cover=26699
- 53:[Sulc0<0.423605621] yes=107,no=108,missing=108,gain=2.44773769,cover=2534
- 107:leaf=0.00146272453,cover=0
- 108:leaf=-0.0211762618,cover=0
- 54:[LGI5<3.30554914] yes=109,no=110,missing=109,gain=1.56196547,cover=24165
- 109:leaf=-0.000551470555,cover=0
- 110:leaf=0.000547056028,cover=0
- 6:[Ecc<1.15906882] yes=13,no=14,missing=13,gain=0.886150718,cover=857341
- 13:[PialCurv5<0.113078766] yes=27,no=28,missing=27,gain=3.63755226,cover=22935
- 27:[Pol<143.959366] yes=55,no=56,missing=56,gain=3.83422041,cover=4919
- 55:[Pol<84.1277542] yes=111,no=112,missing=111,gain=3.43748331,cover=2318
- 111:leaf=-0.00198950712,cover=0
- 112:leaf=0.00185975141,cover=0
- 56:[Pol<163.830338] yes=113,no=114,missing=113,gain=2.58012772,cover=2601
- 113:leaf=-0.00487897685,cover=0
- 114:leaf=-0.0016324094,cover=0
- 28:[Sulc0<-0.271910518] yes=57,no=58,missing=57,gain=3.31622338,cover=18016
- 57:[PialCurv5<0.220156521] yes=115,no=116,missing=115,gain=3.27624321,cover=7076
- 115:leaf=-9.70092224e-05,cover=0
- 116:leaf=-0.00238037063,cover=0
- 58:[Sulc0<0.0214736983] yes=117,no=118,missing=117,gain=1.62245035,cover=10940
- 117:leaf=0.000857794133,cover=0
- 118:leaf=-0.000606864691,cover=0
- 14:[Sulc0<-0.557882011] yes=29,no=30,missing=29,gain=2.29587817,cover=834406
- 29:[LGI5<2.83602357] yes=59,no=60,missing=59,gain=2.1081357,cover=1041
- 59:[LGI5<2.50608969] yes=119,no=120,missing=120,gain=3.16225576,cover=852
- 119:leaf=0.00112156372,cover=0
- 120:leaf=0.00749006495,cover=0
- 60:[Ecc<6.03867722] yes=121,no=122,missing=121,gain=2.94013906,cover=189
- 121:leaf=-0.0144942878,cover=0
- 122:leaf=0.00075776712,cover=0
- 30:[Sulc0<-0.298712492] yes=61,no=62,missing=62,gain=1.31924617,cover=833365
- 61:[Pol<127.728462] yes=123,no=124,missing=123,gain=3.43259048,cover=15612
- 123:leaf=-0.000148891457,cover=0
- 124:leaf=0.0013825706,cover=0
- 62:[PialArea5<0.624898493] yes=125,no=126,missing=125,gain=1.08227146,cover=817753
- 125:leaf=-1.7854114e-05,cover=0
- 126:leaf=-0.000197000263,cover=0
-booster[1117]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.184621915,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.402683347,cover=4943960
- 3:[Area5<0.755546272] yes=7,no=8,missing=8,gain=0.368868679,cover=4628667
- 7:[Pol<17.1471634] yes=15,no=16,missing=15,gain=0.797757268,cover=3885940
- 15:[Ecc<27.327179] yes=31,no=32,missing=31,gain=3.0343852,cover=258394
- 31:[Curv5<-0.218969986] yes=63,no=64,missing=64,gain=3.25315809,cover=239399
- 63:leaf=-8.54905156e-05,cover=0
- 64:leaf=0.000287355157,cover=0
- 32:[LGI5<3.00812316] yes=65,no=66,missing=65,gain=5.97662973,cover=18995
- 65:leaf=0.000741814438,cover=0
- 66:leaf=-0.00114721374,cover=0
- 16:[Pol<59.5955544] yes=33,no=34,missing=33,gain=0.852587998,cover=3627546
- 33:[Sulc0<0.528918922] yes=67,no=68,missing=68,gain=8.00042629,cover=626024
- 67:leaf=-7.66004378e-05,cover=0
- 68:leaf=0.0023536575,cover=0
- 34:[Ecc<19.7764034] yes=69,no=70,missing=70,gain=1.78447223,cover=3001522
- 69:leaf=1.35406253e-05,cover=0
- 70:leaf=-0.000115576317,cover=0
- 8:[Ecc<22.4429302] yes=17,no=18,missing=17,gain=2.53227735,cover=742727
- 17:[LGI5<2.55302763] yes=35,no=36,missing=35,gain=2.44939566,cover=638132
- 35:[Ecc<7.64592981] yes=71,no=72,missing=72,gain=3.99473166,cover=173087
- 71:leaf=8.14049563e-05,cover=0
- 72:leaf=0.000916748424,cover=0
- 36:[Ecc<1.31300318] yes=73,no=74,missing=74,gain=4.42076635,cover=465045
- 73:leaf=-0.00238312338,cover=0
- 74:leaf=-5.26993717e-05,cover=0
- 18:[LGI5<2.63290954] yes=37,no=38,missing=38,gain=3.16523337,cover=104595
- 37:[LGI5<2.61980247] yes=75,no=76,missing=75,gain=3.86965513,cover=1282
- 75:leaf=-0.00112082914,cover=0
- 76:leaf=-0.00916197058,cover=0
- 38:[PialArea5<0.821553528] yes=77,no=78,missing=77,gain=2.41933298,cover=103313
- 77:leaf=0.000596829923,cover=0
- 78:leaf=0.000100272002,cover=0
- 4:[Curv5<0.174639657] yes=9,no=10,missing=9,gain=2.16687512,cover=315293
- 9:[PialCurv5<0.0695191324] yes=19,no=20,missing=20,gain=2.789747,cover=310339
- 19:[Curv5<0.0473068655] yes=39,no=40,missing=39,gain=8.8761673,cover=232190
- 39:[PialCurv5<0.0193316489] yes=79,no=80,missing=79,gain=4.38795471,cover=223337
- 79:leaf=4.69539518e-05,cover=0
- 80:leaf=-0.000566930452,cover=0
- 40:[Pol<37.1539459] yes=81,no=82,missing=81,gain=4.56045437,cover=8853
- 81:leaf=0.00316949538,cover=0
- 82:leaf=0.000763063261,cover=0
- 20:[Pol<138.276962] yes=41,no=42,missing=41,gain=3.72529268,cover=78149
- 41:[Curv5<0.0595101416] yes=83,no=84,missing=83,gain=2.78845263,cover=74048
- 83:leaf=-0.000971335103,cover=0
- 84:leaf=-0.000244168303,cover=0
- 42:[Area5<0.682363749] yes=85,no=86,missing=85,gain=1.79836798,cover=4101
- 85:leaf=-0.0011343715,cover=0
- 86:leaf=0.00161798729,cover=0
- 10:[Pol<113.394409] yes=21,no=22,missing=21,gain=1.00388384,cover=4954
- 21:[Pol<67.3859482] yes=43,no=44,missing=44,gain=0.873769999,cover=4743
- 43:[Area5<0.67996794] yes=87,no=88,missing=87,gain=0.789064467,cover=1262
- 87:leaf=-0.00160609523,cover=0
- 88:leaf=0.000973279763,cover=0
- 44:[Ecc<34.5416374] yes=89,no=90,missing=90,gain=0.566405773,cover=3481
- 89:leaf=-0.000520701054,cover=0
- 90:leaf=0.00173689786,cover=0
- 22:[Area5<0.619086087] yes=45,no=46,missing=45,gain=0.458891153,cover=211
- 45:[LGI5<3.33878016] yes=91,no=92,missing=91,gain=0.210389197,cover=35
- 91:leaf=-0.00941179041,cover=0
- 92:leaf=0.000215815759,cover=0
- 46:[Ecc<35.8605728] yes=93,no=94,missing=93,gain=0.60179925,cover=176
- 93:leaf=0.00286583905,cover=0
- 94:leaf=-0.00334075512,cover=0
- 2:[PialCurv5<0.322157294] yes=5,no=6,missing=5,gain=1.29459429,cover=180428
- 5:[Pol<87.3220139] yes=11,no=12,missing=11,gain=1.12787473,cover=107929
- 11:[LGI5<3.60428405] yes=23,no=24,missing=23,gain=2.56870317,cover=38489
- 23:[LGI5<3.50441384] yes=47,no=48,missing=48,gain=3.5467968,cover=32871
- 47:[PialCurv5<0.104427323] yes=95,no=96,missing=96,gain=1.43852687,cover=29339
- 95:leaf=0.00155975553,cover=0
- 96:leaf=-0.000122612546,cover=0
- 48:[PialCurv5<0.107261039] yes=97,no=98,missing=97,gain=4.49429989,cover=3532
- 97:leaf=-0.00948900916,cover=0
- 98:leaf=-0.00131322618,cover=0
- 24:[PialCurv5<0.0567538291] yes=49,no=50,missing=50,gain=2.76238155,cover=5618
- 49:[LGI5<3.84897733] yes=99,no=100,missing=100,gain=1.20757174,cover=61
- 99:leaf=-0.00371635379,cover=0
- 100:leaf=-0.0180751476,cover=0
- 50:[Curv5<0.0716206133] yes=101,no=102,missing=101,gain=1.56980705,cover=5557
- 101:leaf=0.00507375412,cover=0
- 102:leaf=0.00087165006,cover=0
- 12:[Area5<0.652759671] yes=25,no=26,missing=25,gain=2.06595707,cover=69440
- 25:[LGI5<3.56741142] yes=51,no=52,missing=51,gain=2.07551837,cover=11288
- 51:[LGI5<3.41813922] yes=103,no=104,missing=104,gain=3.6586504,cover=9717
- 103:leaf=0.000815658364,cover=0
- 104:leaf=0.00381825096,cover=0
- 52:[Area5<0.598585367] yes=105,no=106,missing=105,gain=2.54916525,cover=1571
- 105:leaf=-0.00520849368,cover=0
- 106:leaf=0.000129774169,cover=0
- 26:[Ecc<34.5416374] yes=53,no=54,missing=53,gain=2.45995426,cover=58152
- 53:[Curv5<0.0574831441] yes=107,no=108,missing=108,gain=1.64966547,cover=42557
- 107:leaf=-0.00263387873,cover=0
- 108:leaf=7.42809902e-08,cover=0
- 54:[PialArea5<0.436710119] yes=109,no=110,missing=110,gain=1.96827078,cover=15595
- 109:leaf=0.000165452991,cover=0
- 110:leaf=0.00129061553,cover=0
- 6:[Ecc<7.54628181] yes=13,no=14,missing=13,gain=0.89387548,cover=72499
- 13:[Ecc<5.91357183] yes=27,no=28,missing=27,gain=2.09651756,cover=6166
- 27:[LGI5<2.75749183] yes=55,no=56,missing=55,gain=0.520566225,cover=2402
- 55:[Pol<107.66053] yes=111,no=112,missing=111,gain=0.2757833,cover=2154
- 111:leaf=0.00098781311,cover=0
- 112:leaf=-0.000455069356,cover=0
- 56:[PialArea5<0.309935868] yes=113,no=114,missing=113,gain=0.362305254,cover=248
- 113:leaf=-0.00263490784,cover=0
- 114:leaf=0.00216762791,cover=0
- 28:[Area5<0.513795495] yes=57,no=58,missing=58,gain=0.912275076,cover=3764
- 57:[Pol<100.090813] yes=115,no=116,missing=115,gain=0.273914158,cover=13
- 115:leaf=0.0142266974,cover=0
- 116:leaf=-0.00408066344,cover=0
- 58:[PialCurv5<0.493508637] yes=117,no=118,missing=117,gain=0.856155157,cover=3751
- 117:leaf=-0.00117919839,cover=0
- 118:leaf=-0.00341790658,cover=0
- 14:[LGI5<2.49262404] yes=29,no=30,missing=30,gain=1.63196242,cover=66333
- 29:[Area5<0.729573667] yes=59,no=60,missing=59,gain=1.15112841,cover=881
- 59:[LGI5<2.3349762] yes=119,no=120,missing=119,gain=0.665489435,cover=643
- 119:leaf=0.0110296542,cover=0
- 120:leaf=0.00283939415,cover=0
- 60:[Ecc<9.27846909] yes=121,no=122,missing=121,gain=1.17672646,cover=238
- 121:leaf=0.00192154595,cover=0
- 122:leaf=-0.00525196036,cover=0
- 30:[LGI5<2.60212255] yes=61,no=62,missing=61,gain=0.982232928,cover=65452
- 61:[Ecc<9.38688755] yes=123,no=124,missing=123,gain=1.0862664,cover=1670
- 123:leaf=-0.000425994687,cover=0
- 124:leaf=-0.00317708077,cover=0
- 62:[Curv5<0.20983994] yes=125,no=126,missing=126,gain=0.984966278,cover=63782
- 125:leaf=-0.000151470464,cover=0
- 126:leaf=0.000353781943,cover=0
-booster[1118]:
-0:[PialArea5<0.806151748] yes=1,no=2,missing=2,gain=0.194889754,cover=5124388
- 1:[Area5<0.894858658] yes=3,no=4,missing=4,gain=0.768005431,cover=2682502
- 3:[LGI5<3.48966408] yes=7,no=8,missing=7,gain=0.702461004,cover=2668080
- 7:[LGI5<3.42912889] yes=15,no=16,missing=15,gain=1.37241924,cover=2487722
- 15:[Pol<76.1517639] yes=31,no=32,missing=31,gain=1.26663899,cover=2434430
- 31:[Area5<0.704541981] yes=63,no=64,missing=63,gain=5.74364376,cover=474425
- 63:leaf=-6.16355028e-05,cover=0
- 64:leaf=0.00030541548,cover=0
- 32:[LGI5<3.38720298] yes=65,no=66,missing=65,gain=2.80455875,cover=1960005
- 65:leaf=-2.01879484e-05,cover=0
- 66:leaf=-0.000510119076,cover=0
- 16:[Curv5<-0.215837389] yes=33,no=34,missing=33,gain=2.07504463,cover=53292
- 33:[Sulc0<-0.137935251] yes=67,no=68,missing=67,gain=3.1997509,cover=3697
- 67:leaf=-0.000334627781,cover=0
- 68:leaf=-0.00475042453,cover=0
- 34:[PialCurv5<0.0591915138] yes=69,no=70,missing=69,gain=2.73647809,cover=49595
- 69:leaf=0.000906642643,cover=0
- 70:leaf=9.18544683e-05,cover=0
- 8:[PialCurv5<0.0720715299] yes=17,no=18,missing=17,gain=2.98434639,cover=180358
- 17:[Sulc0<0.218763664] yes=35,no=36,missing=35,gain=4.4644618,cover=70950
- 35:[Ecc<41.2560654] yes=71,no=72,missing=72,gain=2.20976996,cover=48086
- 71:leaf=3.00247211e-06,cover=0
- 72:leaf=-0.00138196349,cover=0
- 36:[Pol<116.093399] yes=73,no=74,missing=73,gain=6.49738646,cover=22864
- 73:leaf=-0.00156713033,cover=0
- 74:leaf=0.000188259975,cover=0
- 18:[Ecc<8.41855335] yes=37,no=38,missing=37,gain=2.82613325,cover=109408
- 37:[Area5<0.709272623] yes=75,no=76,missing=76,gain=3.21580291,cover=476
- 75:leaf=0.00720896572,cover=0
- 76:leaf=-0.00118675234,cover=0
- 38:[LGI5<3.51961541] yes=77,no=78,missing=78,gain=2.36351299,cover=108932
- 77:leaf=-0.000619356695,cover=0
- 78:leaf=0.000122629674,cover=0
- 4:[Sulc0<0.869075775] yes=9,no=10,missing=9,gain=1.66570759,cover=14422
- 9:[LGI5<2.36851335] yes=19,no=20,missing=20,gain=1.77854371,cover=8921
- 19:[LGI5<2.26652193] yes=39,no=40,missing=39,gain=1.27555418,cover=2172
- 39:[Ecc<1.15906882] yes=79,no=80,missing=79,gain=1.9348315,cover=684
- 79:leaf=0.00554567575,cover=0
- 80:leaf=-0.000351554831,cover=0
- 40:[Ecc<1.46579576] yes=81,no=82,missing=82,gain=1.93028593,cover=1488
- 81:leaf=-0.00410048431,cover=0
- 82:leaf=-0.000136177739,cover=0
- 20:[Sulc0<-0.702361405] yes=41,no=42,missing=41,gain=1.94545937,cover=6749
- 41:[Curv5<-0.228820562] yes=83,no=84,missing=84,gain=0.931605816,cover=87
- 83:leaf=-0.0154784238,cover=0
- 84:leaf=0.00959415827,cover=0
- 42:[PialCurv5<-0.0868030339] yes=85,no=86,missing=86,gain=1.04263115,cover=6662
- 85:leaf=-0.00354044395,cover=0
- 86:leaf=0.00116377487,cover=0
- 10:[Pol<108.184875] yes=21,no=22,missing=21,gain=1.69785154,cover=5501
- 21:[Curv5<0.0877084062] yes=43,no=44,missing=43,gain=1.82334757,cover=5039
- 43:[PialArea5<0.498393416] yes=87,no=88,missing=87,gain=2.59684038,cover=288
- 87:leaf=-0.0176604893,cover=0
- 88:leaf=-0.00273846625,cover=0
- 44:[Ecc<8.41855335] yes=89,no=90,missing=89,gain=1.34258461,cover=4751
- 89:leaf=0.00411253562,cover=0
- 90:leaf=-0.00051896862,cover=0
- 22:[LGI5<3.13786864] yes=45,no=46,missing=45,gain=1.02994072,cover=462
- 45:[PialCurv5<0.241144046] yes=91,no=92,missing=91,gain=0.261502743,cover=207
- 91:leaf=0.00667819614,cover=0
- 92:leaf=0.00301776151,cover=0
- 46:[LGI5<3.23225117] yes=93,no=94,missing=93,gain=0.607460499,cover=255
- 93:leaf=-0.00531286141,cover=0
- 94:leaf=0.00146296329,cover=0
- 2:[MidArea5<0.603350997] yes=5,no=6,missing=5,gain=0.688436985,cover=2441886
- 5:[PialCurv5<-0.14160423] yes=11,no=12,missing=12,gain=0.51017189,cover=1976
- 11:[PialArea5<0.851613045] yes=23,no=24,missing=23,gain=0.335781962,cover=769
- 23:[MidArea5<0.582346737] yes=47,no=48,missing=47,gain=0.236372143,cover=743
- 47:[PialCurv5<-0.144106165] yes=95,no=96,missing=96,gain=0.107416615,cover=96
- 95:leaf=0.00142606406,cover=0
- 96:leaf=0.00671013072,cover=0
- 48:[Area5<0.380439579] yes=97,no=98,missing=98,gain=0.338471502,cover=647
- 97:leaf=-0.00123734225,cover=0
- 98:leaf=0.00145945139,cover=0
- 24:[Ecc<2.54464626] yes=49,no=50,missing=49,gain=0.233367085,cover=26
- 49:[LGI5<2.30180311] yes=99,no=100,missing=99,gain=0.235413373,cover=13
- 99:leaf=-0.000286490918,cover=0
- 100:leaf=0.0139953746,cover=0
- 50:[PialCurv5<-0.175695807] yes=101,no=102,missing=101,gain=0.0130708963,cover=13
- 101:leaf=-0.00245443592,cover=0
- 102:leaf=0.00125118985,cover=0
- 12:[Pol<90.361351] yes=25,no=26,missing=25,gain=0.539114356,cover=1207
- 25:[LGI5<2.52671862] yes=51,no=52,missing=51,gain=0.294921398,cover=325
- 51:[LGI5<2.29656005] yes=103,no=104,missing=104,gain=0.243838549,cover=297
- 103:leaf=0.00204292662,cover=0
- 104:leaf=0.00497835269,cover=0
- 52:[Curv5<-0.185332045] yes=105,no=106,missing=105,gain=0.0787411109,cover=28
- 105:leaf=-0.0024969927,cover=0
- 106:leaf=0.00508217514,cover=0
- 26:[Ecc<3.60812569] yes=53,no=54,missing=54,gain=0.987864017,cover=882
- 53:[LGI5<2.56865931] yes=107,no=108,missing=107,gain=0.714482784,cover=647
- 107:leaf=-0.000548865472,cover=0
- 108:leaf=0.00567256752,cover=0
- 54:[Ecc<5.4036684] yes=109,no=110,missing=109,gain=0.812288761,cover=235
- 109:leaf=0.00611717021,cover=0
- 110:leaf=0.000134233764,cover=0
- 6:[Area5<0.877147377] yes=13,no=14,missing=13,gain=0.506575823,cover=2439910
- 13:[Sulc0<0.795422614] yes=27,no=28,missing=28,gain=0.651777923,cover=2379320
- 27:[PialArea5<1.57955706] yes=55,no=56,missing=55,gain=0.611702085,cover=2379098
- 55:[MidArea5<1.1557827] yes=111,no=112,missing=111,gain=1.25225329,cover=2365151
- 111:leaf=1.28278134e-05,cover=0
- 112:leaf=0.000688324159,cover=0
- 56:[MidArea5<1.21578133] yes=113,no=114,missing=113,gain=2.85330439,cover=13947
- 113:leaf=-0.00103008933,cover=0
- 114:leaf=0.000400147168,cover=0
- 28:[Pol<61.2046547] yes=57,no=58,missing=57,gain=1.18625581,cover=222
- 57:[Area5<0.792350233] yes=115,no=116,missing=115,gain=1.09452939,cover=56
- 115:leaf=0.0211359486,cover=0
- 116:leaf=0.00485602161,cover=0
- 58:[LGI5<3.50441384] yes=117,no=118,missing=118,gain=0.795357108,cover=166
- 117:leaf=0.00204439065,cover=0
- 118:leaf=-0.00746846339,cover=0
- 14:[LGI5<3.09872246] yes=29,no=30,missing=29,gain=1.15077162,cover=60590
- 29:[Curv5<-0.209697157] yes=59,no=60,missing=60,gain=1.53579426,cover=42163
- 59:[LGI5<3.00232744] yes=119,no=120,missing=119,gain=2.90027237,cover=5919
- 119:leaf=0.000932835683,cover=0
- 120:leaf=-0.00217230595,cover=0
- 60:[LGI5<2.3349762] yes=121,no=122,missing=122,gain=1.01958609,cover=36244
- 121:leaf=0.000427254796,cover=0
- 122:leaf=-0.000484380231,cover=0
- 30:[LGI5<3.51961541] yes=61,no=62,missing=61,gain=2.06539893,cover=18427
- 61:[Pol<166.64444] yes=123,no=124,missing=123,gain=1.39549232,cover=14484
- 123:leaf=0.000322241307,cover=0
- 124:leaf=0.0020757583,cover=0
- 62:[Ecc<18.0513744] yes=125,no=126,missing=125,gain=3.43083858,cover=3943
- 125:leaf=0.00152981689,cover=0
- 126:leaf=-0.0017440574,cover=0
-booster[1119]:
-0:[PialArea5<0.360595763] yes=1,no=2,missing=1,gain=0.187214047,cover=5124388
- 1:[Curv5<0.171955615] yes=3,no=4,missing=3,gain=0.660727561,cover=283012
- 3:[LGI5<3.51961541] yes=7,no=8,missing=8,gain=0.991606534,cover=127824
- 7:[LGI5<3.30554914] yes=15,no=16,missing=15,gain=1.00572658,cover=119013
- 15:[Ecc<31.520586] yes=31,no=32,missing=31,gain=1.30276942,cover=104208
- 31:[LGI5<3.06122994] yes=63,no=64,missing=63,gain=1.44456184,cover=95247
- 63:leaf=8.93055039e-05,cover=0
- 64:leaf=0.000554161321,cover=0
- 32:[Area5<0.683164001] yes=65,no=66,missing=65,gain=1.59387064,cover=8961
- 65:leaf=-0.00115488761,cover=0
- 66:leaf=0.000182485528,cover=0
- 16:[Ecc<16.0247612] yes=33,no=34,missing=33,gain=2.7381196,cover=14805
- 33:[Pol<101.159882] yes=67,no=68,missing=68,gain=2.35284042,cover=3974
- 67:leaf=-9.36642318e-05,cover=0
- 68:leaf=0.00243752007,cover=0
- 34:[Curv5<0.081820026] yes=69,no=70,missing=69,gain=2.53569746,cover=10831
- 69:leaf=-0.00394276436,cover=0
- 70:leaf=-0.000530480524,cover=0
- 8:[PialCurv5<0.260145098] yes=17,no=18,missing=18,gain=2.86671948,cover=8811
- 17:[Ecc<41.2560654] yes=35,no=36,missing=35,gain=2.42625308,cover=4174
- 35:[Pol<71.8249207] yes=71,no=72,missing=71,gain=2.65769553,cover=3722
- 71:leaf=0.0045225583,cover=0
- 72:leaf=-0.000298540108,cover=0
- 36:[LGI5<3.70550299] yes=73,no=74,missing=73,gain=1.01997018,cover=452
- 73:leaf=-0.006066103,cover=0
- 74:leaf=-0.00131081499,cover=0
- 18:[Sulc0<0.598320961] yes=37,no=38,missing=37,gain=1.99900723,cover=4637
- 37:[Ecc<11.5171156] yes=75,no=76,missing=76,gain=0.669484854,cover=302
- 75:leaf=0.000419314107,cover=0
- 76:leaf=0.00652480125,cover=0
- 38:[PialArea5<0.317611694] yes=77,no=78,missing=77,gain=0.666916609,cover=4335
- 77:leaf=0.00201029517,cover=0
- 78:leaf=0.000731575245,cover=0
- 4:[PialCurv5<0.24610664] yes=9,no=10,missing=9,gain=1.40271401,cover=155188
- 9:[Ecc<6.92728615] yes=19,no=20,missing=20,gain=0.984309077,cover=28805
- 19:[Ecc<2.6050899] yes=39,no=40,missing=39,gain=1.67830169,cover=13184
- 39:[Pol<97.3566132] yes=79,no=80,missing=79,gain=1.42554498,cover=2917
- 79:leaf=-0.00247885543,cover=0
- 80:leaf=-0.000208521073,cover=0
- 40:[PialCurv5<0.167567819] yes=81,no=82,missing=81,gain=1.54882264,cover=10267
- 81:leaf=0.00130566617,cover=0
- 82:leaf=-9.13886033e-05,cover=0
- 20:[LGI5<2.86381269] yes=41,no=42,missing=41,gain=2.27115965,cover=15621
- 41:[Pol<93.3357697] yes=83,no=84,missing=84,gain=1.64288998,cover=6033
- 83:leaf=-0.000327274058,cover=0
- 84:leaf=-0.00202407199,cover=0
- 42:[Ecc<7.49602938] yes=85,no=86,missing=85,gain=1.71432185,cover=9588
- 85:leaf=-0.00566750159,cover=0
- 86:leaf=-5.41138834e-05,cover=0
- 10:[Pol<160.869751] yes=21,no=22,missing=21,gain=1.47498989,cover=126383
- 21:[Pol<111.846848] yes=43,no=44,missing=43,gain=1.15871108,cover=124251
- 43:[Curv5<0.190557376] yes=87,no=88,missing=88,gain=1.16898835,cover=112058
- 87:leaf=-0.000193580447,cover=0
- 88:leaf=0.000168908242,cover=0
- 44:[Ecc<44.7855835] yes=89,no=90,missing=90,gain=1.29519117,cover=12193
- 89:leaf=-0.000475645036,cover=0
- 90:leaf=0.00775409117,cover=0
- 22:[LGI5<2.74668789] yes=45,no=46,missing=46,gain=1.2069912,cover=2132
- 45:[LGI5<2.58938479] yes=91,no=92,missing=92,gain=1.18429565,cover=1252
- 91:leaf=0.00102265505,cover=0
- 92:leaf=-0.00314899907,cover=0
- 46:[LGI5<2.99035311] yes=93,no=94,missing=93,gain=2.81073332,cover=880
- 93:leaf=0.00549005112,cover=0
- 94:leaf=-0.000161433229,cover=0
- 2:[Curv5<0.0896491781] yes=5,no=6,missing=5,gain=0.368208379,cover=4841376
- 5:[PialCurv5<0.204323933] yes=11,no=12,missing=11,gain=0.797531664,cover=3966472
- 11:[Sulc0<0.74744761] yes=23,no=24,missing=23,gain=0.619378924,cover=3944168
- 23:[MidArea5<0.48507002] yes=47,no=48,missing=48,gain=0.530491948,cover=3911304
- 47:[PialArea5<0.605248392] yes=95,no=96,missing=95,gain=1.5714314,cover=16397
- 95:leaf=0.000185617668,cover=0
- 96:leaf=0.0026321013,cover=0
- 48:[PialArea5<0.413606972] yes=97,no=98,missing=97,gain=0.58778739,cover=3894907
- 97:leaf=-0.000389789493,cover=0
- 98:leaf=3.80000643e-06,cover=0
- 24:[Area5<0.582201123] yes=49,no=50,missing=49,gain=2.00205946,cover=32864
- 49:[Curv5<-0.0343657099] yes=99,no=100,missing=100,gain=2.15604401,cover=1000
- 99:leaf=0.00370875862,cover=0
- 100:leaf=-0.00292448257,cover=0
- 50:[LGI5<2.99594808] yes=101,no=102,missing=101,gain=2.54714942,cover=31864
- 101:leaf=-0.000591083372,cover=0
- 102:leaf=0.000517665118,cover=0
- 12:[MidArea5<0.701709926] yes=25,no=26,missing=25,gain=2.64745879,cover=22304
- 25:[Sulc0<0.118391842] yes=51,no=52,missing=51,gain=1.79544091,cover=17332
- 51:[Ecc<18.5999508] yes=103,no=104,missing=104,gain=1.62592685,cover=5124
- 103:leaf=0.000366626657,cover=0
- 104:leaf=-0.00455090357,cover=0
- 52:[LGI5<3.29780769] yes=105,no=106,missing=105,gain=2.39471149,cover=12208
- 105:leaf=-0.00126780279,cover=0
- 106:leaf=0.000475963316,cover=0
- 26:[LGI5<3.31338549] yes=53,no=54,missing=54,gain=1.20961249,cover=4972
- 53:[Curv5<0.0756113976] yes=107,no=108,missing=107,gain=1.55028522,cover=4418
- 107:leaf=-0.000494702428,cover=0
- 108:leaf=0.00137818314,cover=0
- 54:[Pol<10.3232107] yes=109,no=110,missing=109,gain=2.46240067,cover=554
- 109:leaf=0.0193227921,cover=0
- 110:leaf=0.00224209949,cover=0
- 6:[MidArea5<0.675531864] yes=13,no=14,missing=13,gain=1.07583976,cover=874904
- 13:[PialArea5<0.679818809] yes=27,no=28,missing=27,gain=2.58450246,cover=756936
- 27:[Pol<112.359543] yes=55,no=56,missing=55,gain=1.38718259,cover=756159
- 55:[PialCurv5<0.175003663] yes=111,no=112,missing=111,gain=2.06994152,cover=529350
- 111:leaf=-0.000222086819,cover=0
- 112:leaf=2.16778358e-06,cover=0
- 56:[Sulc0<1.02827847] yes=113,no=114,missing=114,gain=3.19216394,cover=226809
- 113:leaf=0.000111401307,cover=0
- 114:leaf=-0.00160997396,cover=0
- 28:[Ecc<18.8860435] yes=57,no=58,missing=57,gain=1.99407959,cover=777
- 57:[Ecc<0.999059319] yes=115,no=116,missing=115,gain=1.3997376,cover=694
- 115:leaf=-0.00282187108,cover=0
- 116:leaf=0.00451077707,cover=0
- 58:[Pol<40.9012032] yes=117,no=118,missing=117,gain=0.401988268,cover=83
- 117:leaf=-0.000503175368,cover=0
- 118:leaf=-0.00748500926,cover=0
- 14:[Area5<0.663006425] yes=29,no=30,missing=29,gain=2.63160181,cover=117968
- 29:[Ecc<14.694541] yes=59,no=60,missing=59,gain=2.85926723,cover=861
- 59:[PialCurv5<0.0519027263] yes=119,no=120,missing=120,gain=2.49987459,cover=769
- 119:leaf=-0.00393912243,cover=0
- 120:leaf=0.00465465803,cover=0
- 60:[Pol<41.8258972] yes=121,no=122,missing=122,gain=0.768491149,cover=92
- 121:leaf=0.000550982077,cover=0
- 122:leaf=-0.00899991486,cover=0
- 30:[PialArea5<0.588969886] yes=61,no=62,missing=61,gain=2.43465781,cover=117107
- 61:[Curv5<0.153449878] yes=123,no=124,missing=123,gain=2.18680215,cover=20515
- 123:leaf=0.000582861074,cover=0
- 124:leaf=-0.000647432171,cover=0
- 62:[LGI5<2.51969218] yes=125,no=126,missing=126,gain=2.34205222,cover=96592
- 125:leaf=8.47984265e-05,cover=0
- 126:leaf=-0.000456023641,cover=0
-booster[1120]:
-0:[Area5<0.380439579] yes=1,no=2,missing=1,gain=0.200303242,cover=5124388
- 1:[PialCurv5<-0.138158455] yes=3,no=4,missing=3,gain=1.34953773,cover=20016
- 3:[MidArea5<0.421422303] yes=7,no=8,missing=8,gain=1.06134689,cover=9633
- 7:[PialCurv5<-0.210138425] yes=15,no=16,missing=15,gain=0.823836923,cover=669
- 15:[Curv5<-0.303613424] yes=31,no=32,missing=32,gain=0.773881197,cover=326
- 31:[Ecc<7.85193825] yes=63,no=64,missing=64,gain=0.408380359,cover=312
- 63:leaf=-0.00151750201,cover=0
- 64:leaf=0.00211847713,cover=0
- 32:[Sulc0<-0.895242691] yes=65,no=66,missing=66,gain=0.0180214643,cover=14
- 65:leaf=-0.00518464902,cover=0
- 66:leaf=-0.0127185583,cover=0
- 16:[PialArea5<0.375788301] yes=33,no=34,missing=33,gain=0.813151717,cover=343
- 33:[Sulc0<-0.188964635] yes=67,no=68,missing=67,gain=0.134401888,cover=84
- 67:leaf=-0.00247526495,cover=0
- 68:leaf=0.00188725709,cover=0
- 34:[Sulc0<-0.445309728] yes=69,no=70,missing=69,gain=0.442528248,cover=259
- 69:leaf=0.00635366654,cover=0
- 70:leaf=0.00219102879,cover=0
- 8:[PialCurv5<-0.181738108] yes=17,no=18,missing=17,gain=0.987674594,cover=8964
- 17:[PialArea5<0.844099998] yes=35,no=36,missing=35,gain=1.55680251,cover=1350
- 35:[Pol<124.172195] yes=71,no=72,missing=71,gain=0.619917393,cover=1285
- 71:leaf=-0.00351282815,cover=0
- 72:leaf=-0.00131120475,cover=0
- 36:[Curv5<-0.39144522] yes=73,no=74,missing=73,gain=0.525559604,cover=65
- 73:leaf=-0.00167983642,cover=0
- 74:leaf=0.00825653598,cover=0
- 18:[MidArea5<0.524661958] yes=37,no=38,missing=37,gain=1.41831136,cover=7614
- 37:[PialArea5<0.672997355] yes=75,no=76,missing=76,gain=1.610883,cover=2718
- 75:leaf=-0.000387980981,cover=0
- 76:leaf=0.0022664112,cover=0
- 38:[PialArea5<0.70906347] yes=77,no=78,missing=77,gain=1.32813239,cover=4896
- 77:leaf=-0.00355405407,cover=0
- 78:leaf=-0.000747492479,cover=0
- 4:[LGI5<3.04906535] yes=9,no=10,missing=10,gain=2.34536839,cover=10383
- 9:[Pol<170.080093] yes=19,no=20,missing=20,gain=1.07226658,cover=9797
- 19:[LGI5<2.18291569] yes=39,no=40,missing=39,gain=1.16197574,cover=9268
- 39:[Ecc<3.16401935] yes=79,no=80,missing=80,gain=0.723825574,cover=564
- 79:leaf=-0.00103186595,cover=0
- 80:leaf=-0.00684446795,cover=0
- 40:[Ecc<18.0513744] yes=81,no=82,missing=82,gain=0.779781461,cover=8704
- 81:leaf=0.000630954921,cover=0
- 82:leaf=0.00454797829,cover=0
- 20:[LGI5<2.61550069] yes=41,no=42,missing=42,gain=0.864957988,cover=529
- 41:[Ecc<4.33753681] yes=83,no=84,missing=84,gain=0.912421107,cover=490
- 83:leaf=-0.00254215533,cover=0
- 84:leaf=0.00223147194,cover=0
- 42:[Ecc<6.81643343] yes=85,no=86,missing=85,gain=0.0692093372,cover=39
- 85:leaf=-0.00918065757,cover=0
- 86:leaf=0.00226502423,cover=0
- 10:[Pol<89.7623749] yes=21,no=22,missing=22,gain=1.44461048,cover=586
- 21:[Ecc<13.4950199] yes=43,no=44,missing=43,gain=2.29650521,cover=362
- 43:[Ecc<10.147254] yes=87,no=88,missing=87,gain=1.44786823,cover=90
- 87:leaf=-0.0022905895,cover=0
- 88:leaf=0.0107682934,cover=0
- 44:[LGI5<3.4634192] yes=89,no=90,missing=90,gain=0.936716199,cover=272
- 89:leaf=-0.00445203483,cover=0
- 90:leaf=0.00345563865,cover=0
- 22:[PialArea5<0.441150606] yes=45,no=46,missing=46,gain=0.656960487,cover=224
- 45:[Pol<110.287491] yes=91,no=92,missing=91,gain=0.505837977,cover=56
- 91:leaf=-0.00660688011,cover=0
- 92:leaf=0.00282787695,cover=0
- 46:[Ecc<6.98131132] yes=93,no=94,missing=93,gain=0.185753584,cover=168
- 93:leaf=-0.0121529326,cover=0
- 94:leaf=-0.00683347229,cover=0
- 2:[Curv5<-0.245563462] yes=5,no=6,missing=5,gain=0.258274674,cover=5104372
- 5:[PialArea5<1.16111541] yes=11,no=12,missing=11,gain=0.918531954,cover=472148
- 11:[MidArea5<0.840858281] yes=23,no=24,missing=24,gain=1.36233366,cover=428283
- 23:[PialArea5<0.977763891] yes=47,no=48,missing=47,gain=1.7493006,cover=368996
- 47:[LGI5<3.38720298] yes=95,no=96,missing=95,gain=1.06286323,cover=320962
- 95:leaf=9.52573755e-05,cover=0
- 96:leaf=-0.000204930533,cover=0
- 48:[Sulc0<-0.407819748] yes=97,no=98,missing=98,gain=3.06266499,cover=48034
- 97:leaf=-0.000165674617,cover=0
- 98:leaf=-0.0019672201,cover=0
- 24:[Pol<9.44515038] yes=49,no=50,missing=50,gain=2.29067016,cover=59287
- 49:[LGI5<3.58443618] yes=99,no=100,missing=100,gain=1.14992762,cover=9490
- 99:leaf=-0.000520049594,cover=0
- 100:leaf=0.00297855888,cover=0
- 50:[Sulc0<-0.34506914] yes=101,no=102,missing=101,gain=2.11871505,cover=49797
- 101:leaf=0.000498128007,cover=0
- 102:leaf=-0.000883628556,cover=0
- 12:[Area5<0.778322995] yes=25,no=26,missing=25,gain=2.76451206,cover=43865
- 25:[Sulc0<-0.911647499] yes=51,no=52,missing=52,gain=1.85241735,cover=35549
- 51:[Ecc<10.426198] yes=103,no=104,missing=103,gain=1.64586639,cover=20086
- 103:leaf=-0.000186614139,cover=0
- 104:leaf=0.00152729766,cover=0
- 52:[LGI5<2.44319153] yes=105,no=106,missing=105,gain=2.89970112,cover=15463
- 105:leaf=-0.0021885389,cover=0
- 106:leaf=-0.000451254164,cover=0
- 26:[LGI5<3.50441384] yes=53,no=54,missing=53,gain=1.65323913,cover=8316
- 53:[Ecc<3.41847086] yes=107,no=108,missing=107,gain=1.12116146,cover=8054
- 107:leaf=0.00230222824,cover=0
- 108:leaf=0.000539280009,cover=0
- 54:[Sulc0<-0.50485903] yes=109,no=110,missing=109,gain=1.10443747,cover=262
- 109:leaf=-0.00245513185,cover=0
- 110:leaf=-0.0164519623,cover=0
- 6:[PialCurv5<-0.156767949] yes=13,no=14,missing=13,gain=0.720034599,cover=4632224
- 13:[Curv5<-0.150053754] yes=27,no=28,missing=27,gain=2.12262154,cover=29216
- 27:[MidArea5<0.96394527] yes=55,no=56,missing=55,gain=1.41579902,cover=27767
- 55:[Ecc<4.40349627] yes=111,no=112,missing=111,gain=1.52841067,cover=24752
- 111:leaf=0.00107019919,cover=0
- 112:leaf=0.000210753438,cover=0
- 56:[Pol<34.3003769] yes=113,no=114,missing=113,gain=1.74879634,cover=3015
- 113:leaf=0.000220103728,cover=0
- 114:leaf=-0.00228951569,cover=0
- 28:[PialArea5<0.647521853] yes=57,no=58,missing=57,gain=2.52356577,cover=1449
- 57:[Area5<0.788037419] yes=115,no=116,missing=115,gain=0.788662195,cover=460
- 115:leaf=0.00124066125,cover=0
- 116:leaf=0.0235507134,cover=0
- 58:[Ecc<15.3430929] yes=117,no=118,missing=117,gain=2.53116941,cover=989
- 117:leaf=-0.0015431986,cover=0
- 118:leaf=-0.00731312111,cover=0
- 14:[MidArea5<0.907176316] yes=29,no=30,missing=29,gain=0.376247525,cover=4603008
- 29:[PialArea5<1.08978546] yes=59,no=60,missing=59,gain=0.889927268,cover=4053944
- 59:[Pol<5.08026028] yes=119,no=120,missing=119,gain=1.00602627,cover=3969250
- 119:leaf=0.000193640386,cover=0
- 120:leaf=-9.55067662e-06,cover=0
- 60:[PialCurv5<-0.062031392] yes=121,no=122,missing=122,gain=10.9229012,cover=84694
- 121:leaf=9.55383348e-06,cover=0
- 122:leaf=-0.00196405756,cover=0
- 30:[PialCurv5<-0.105644517] yes=61,no=62,missing=61,gain=1.58291745,cover=549064
- 61:[Sulc0<-0.540693521] yes=123,no=124,missing=123,gain=4.69267178,cover=198413
- 123:leaf=2.98227078e-05,cover=0
- 124:leaf=-0.000624097709,cover=0
- 62:[Curv5<-0.151772231] yes=125,no=126,missing=126,gain=4.71140623,cover=350651
- 125:leaf=0.000379010977,cover=0
- 126:leaf=-2.14419688e-05,cover=0
-booster[1121]:
-0:[Area5<0.380439579] yes=1,no=2,missing=2,gain=0.180969447,cover=5124388
- 1:[PialCurv5<-0.138158455] yes=3,no=4,missing=3,gain=1.21772969,cover=20016
- 3:[MidArea5<0.421422303] yes=7,no=8,missing=7,gain=0.957180023,cover=9633
- 7:[PialCurv5<-0.210138425] yes=15,no=16,missing=15,gain=0.745212913,cover=669
- 15:[Curv5<-0.303613424] yes=31,no=32,missing=31,gain=0.706007063,cover=326
- 31:[Ecc<7.85193825] yes=63,no=64,missing=63,gain=0.368819505,cover=312
- 63:leaf=-0.00144205394,cover=0
- 64:leaf=0.00201332662,cover=0
- 32:[Sulc0<-0.895242691] yes=65,no=66,missing=65,gain=0.0155687928,cover=14
- 65:leaf=-0.00499022612,cover=0
- 66:leaf=-0.0121356193,cover=0
- 16:[PialArea5<0.375788301] yes=33,no=34,missing=33,gain=0.734413385,cover=343
- 33:[Sulc0<-0.188964635] yes=67,no=68,missing=68,gain=0.121639088,cover=84
- 67:leaf=-0.00235353061,cover=0
- 68:leaf=0.00179667328,cover=0
- 34:[Pol<49.2074432] yes=69,no=70,missing=69,gain=0.413610816,cover=259
- 69:leaf=0.00905182213,cover=0
- 70:leaf=0.00336053828,cover=0
- 8:[PialCurv5<-0.181738108] yes=17,no=18,missing=17,gain=0.891183615,cover=8964
- 17:[PialArea5<0.844099998] yes=35,no=36,missing=35,gain=1.40693307,cover=1350
- 35:[LGI5<2.77389717] yes=71,no=72,missing=71,gain=0.560014009,cover=1285
- 71:leaf=-0.00280562206,cover=0
- 72:leaf=-0.000316845573,cover=0
- 36:[Curv5<-0.39144522] yes=73,no=74,missing=73,gain=0.475636542,cover=65
- 73:leaf=-0.00160026364,cover=0
- 74:leaf=0.00785231404,cover=0
- 18:[MidArea5<0.524661958] yes=37,no=38,missing=37,gain=1.28017402,cover=7614
- 37:[PialArea5<0.655307472] yes=75,no=76,missing=75,gain=1.49008298,cover=2718
- 75:leaf=-0.000651740993,cover=0
- 76:leaf=0.00170503405,cover=0
- 38:[PialArea5<0.70906347] yes=77,no=78,missing=78,gain=1.19897008,cover=4896
- 77:leaf=-0.00337672979,cover=0
- 78:leaf=-0.000710128807,cover=0
- 4:[LGI5<3.04906535] yes=9,no=10,missing=9,gain=2.11841416,cover=10383
- 9:[Sulc0<-0.498973608] yes=19,no=20,missing=19,gain=0.980651855,cover=9797
- 19:[Pol<39.9674568] yes=39,no=40,missing=40,gain=0.814888239,cover=8000
- 39:[PialArea5<0.85412097] yes=79,no=80,missing=80,gain=1.19228101,cover=586
- 79:leaf=0.00091493543,cover=0
- 80:leaf=0.0068419599,cover=0
- 40:[Pol<172.045227] yes=81,no=82,missing=82,gain=0.715911627,cover=7414
- 81:leaf=0.00013835069,cover=0
- 82:leaf=-0.00203897036,cover=0
- 20:[LGI5<2.42065382] yes=41,no=42,missing=42,gain=0.615882039,cover=1797
- 41:[Ecc<3.41847086] yes=83,no=84,missing=83,gain=0.730510712,cover=446
- 83:leaf=0.000920356368,cover=0
- 84:leaf=-0.00394589873,cover=0
- 42:[Ecc<1.79549146] yes=85,no=86,missing=85,gain=2.91647124,cover=1351
- 85:leaf=0.0104835294,cover=0
- 86:leaf=0.00135105604,cover=0
- 10:[Pol<89.7623749] yes=21,no=22,missing=22,gain=1.30703962,cover=586
- 21:[Ecc<13.4950199] yes=43,no=44,missing=43,gain=2.0749023,cover=362
- 43:[Ecc<10.147254] yes=87,no=88,missing=87,gain=1.30937505,cover=90
- 87:leaf=-0.00217943266,cover=0
- 88:leaf=0.0102391671,cover=0
- 44:[LGI5<3.4634192] yes=89,no=90,missing=89,gain=0.84647429,cover=272
- 89:leaf=-0.00423040753,cover=0
- 90:leaf=0.00328669557,cover=0
- 22:[PialArea5<0.480917931] yes=45,no=46,missing=45,gain=0.600606203,cover=224
- 45:[Pol<124.735107] yes=91,no=92,missing=91,gain=0.359254509,cover=73
- 91:leaf=-0.00497429026,cover=0
- 92:leaf=0.00201130658,cover=0
- 46:[PialCurv5<-0.0982506946] yes=93,no=94,missing=93,gain=0.224313498,cover=151
- 93:leaf=-0.00607159873,cover=0
- 94:leaf=-0.0103971101,cover=0
- 2:[Curv5<-0.256378978] yes=5,no=6,missing=5,gain=0.233457208,cover=5104372
- 5:[PialCurv5<-0.0948967114] yes=11,no=12,missing=11,gain=1.1861043,cover=373197
- 11:[LGI5<2.24172258] yes=23,no=24,missing=23,gain=0.826790333,cover=365893
- 23:[MidArea5<0.658196807] yes=47,no=48,missing=48,gain=1.35674739,cover=11627
- 47:[Area5<0.562355936] yes=95,no=96,missing=95,gain=0.998838544,cover=4082
- 95:leaf=-0.000407605403,cover=0
- 96:leaf=0.00411453051,cover=0
- 48:[MidArea5<0.778519452] yes=97,no=98,missing=97,gain=1.91704154,cover=7545
- 97:leaf=0.00150147895,cover=0
- 98:leaf=-0.000131892142,cover=0
- 24:[Ecc<7.08616447] yes=49,no=50,missing=49,gain=0.981482863,cover=354266
- 49:[Sulc0<-0.319176674] yes=99,no=100,missing=99,gain=1.94680178,cover=166113
- 99:leaf=-7.67316815e-05,cover=0
- 100:leaf=0.00108485948,cover=0
- 50:[Sulc0<-0.325671464] yes=101,no=102,missing=101,gain=1.0640012,cover=188153
- 101:leaf=0.000158586947,cover=0
- 102:leaf=-0.000214837375,cover=0
- 12:[MidArea5<0.643286705] yes=25,no=26,missing=25,gain=2.11141372,cover=7304
- 25:[Area5<0.536314785] yes=51,no=52,missing=51,gain=1.14322019,cover=2610
- 51:[Ecc<3.22716212] yes=103,no=104,missing=103,gain=1.33620322,cover=1749
- 103:leaf=-0.00103350938,cover=0
- 104:leaf=0.00210565468,cover=0
- 52:[LGI5<2.31192279] yes=105,no=106,missing=105,gain=1.3626554,cover=861
- 105:leaf=0.00858201832,cover=0
- 106:leaf=-0.00135648635,cover=0
- 26:[LGI5<3.28291535] yes=53,no=54,missing=54,gain=1.18261075,cover=4694
- 53:[Pol<5.90224934] yes=107,no=108,missing=107,gain=0.913684487,cover=4183
- 107:leaf=0.00189412746,cover=0
- 108:leaf=-0.00114001031,cover=0
- 54:[Ecc<8.11897564] yes=109,no=110,missing=109,gain=1.09746122,cover=511
- 109:leaf=-0.0109622953,cover=0
- 110:leaf=-0.00276903831,cover=0
- 6:[PialCurv5<-0.164281175] yes=13,no=14,missing=13,gain=0.336939603,cover=4731175
- 13:[Curv5<-0.169727564] yes=27,no=28,missing=27,gain=1.52615881,cover=21777
- 27:[Pol<173.942612] yes=55,no=56,missing=55,gain=1.05102253,cover=20258
- 55:[Ecc<4.60336304] yes=111,no=112,missing=111,gain=1.2124722,cover=19213
- 111:leaf=0.00102068041,cover=0
- 112:leaf=0.000141321754,cover=0
- 56:[Area5<0.864337862] yes=113,no=114,missing=113,gain=2.24377561,cover=1045
- 113:leaf=-0.00147243997,cover=0
- 114:leaf=0.0212322623,cover=0
- 28:[Area5<0.726017833] yes=57,no=58,missing=57,gain=1.77488458,cover=1519
- 57:[Ecc<5.66086149] yes=115,no=116,missing=115,gain=1.93238521,cover=1034
- 115:leaf=0.0025219284,cover=0
- 116:leaf=-0.00189963018,cover=0
- 58:[Ecc<4.60336304] yes=117,no=118,missing=118,gain=1.85652232,cover=485
- 117:leaf=-0.00968060177,cover=0
- 118:leaf=-0.00218767184,cover=0
- 14:[Area5<0.603367925] yes=29,no=30,missing=29,gain=0.249915808,cover=4709398
- 29:[LGI5<3.45167398] yes=59,no=60,missing=59,gain=2.52008414,cover=811735
- 59:[Ecc<6.92728615] yes=119,no=120,missing=119,gain=3.57909608,cover=784469
- 119:leaf=6.93589682e-05,cover=0
- 120:leaf=-0.000173095439,cover=0
- 60:[Sulc0<1.06550956] yes=121,no=122,missing=121,gain=2.00181508,cover=27266
- 121:leaf=0.000563671056,cover=0
- 122:leaf=-0.00215659337,cover=0
- 30:[Ecc<3.29132295] yes=61,no=62,missing=62,gain=1.06631339,cover=3897663
- 61:[Pol<45.5953903] yes=123,no=124,missing=123,gain=3.83130527,cover=623525
- 123:leaf=0.000186309437,cover=0
- 124:leaf=-0.000128792992,cover=0
- 62:[Sulc0<-0.650102437] yes=125,no=126,missing=126,gain=1.58865094,cover=3274138
- 125:leaf=-9.1224123e-05,cover=0
- 126:leaf=1.57285504e-05,cover=0
-booster[1122]:
-0:[PialArea5<0.39522177] yes=1,no=2,missing=1,gain=0.180557698,cover=5124388
- 1:[Area5<0.733255386] yes=3,no=4,missing=4,gain=0.777960837,cover=423406
- 3:[Pol<89.1530609] yes=7,no=8,missing=8,gain=0.6422382,cover=365112
- 7:[Sulc0<1.02827847] yes=15,no=16,missing=15,gain=1.92114258,cover=76119
- 15:[LGI5<3.44046211] yes=31,no=32,missing=32,gain=1.50701773,cover=56517
- 31:[LGI5<3.33878016] yes=63,no=64,missing=63,gain=2.41690588,cover=51758
- 63:leaf=0.000291823904,cover=0
- 64:leaf=-0.0011116009,cover=0
- 32:[Pol<76.1517639] yes=65,no=66,missing=65,gain=3.16145825,cover=4759
- 65:leaf=0.0028135411,cover=0
- 66:leaf=0.000144797406,cover=0
- 16:[PialCurv5<0.101587482] yes=33,no=34,missing=33,gain=2.02838278,cover=19602
- 33:[Ecc<14.694541] yes=67,no=68,missing=68,gain=3.99420738,cover=376
- 67:leaf=-0.0316431299,cover=0
- 68:leaf=0.0040863785,cover=0
- 34:[Pol<57.0350037] yes=69,no=70,missing=70,gain=1.01145363,cover=19226
- 69:leaf=0.00111146038,cover=0
- 70:leaf=-0.000453414366,cover=0
- 8:[Sulc0<0.830503881] yes=17,no=18,missing=17,gain=1.19182193,cover=288993
- 17:[LGI5<2.76298451] yes=35,no=36,missing=35,gain=3.04646516,cover=206865
- 35:[Pol<96.8070755] yes=71,no=72,missing=71,gain=1.91902685,cover=138502
- 71:leaf=0.000419348857,cover=0
- 72:leaf=-5.05650642e-05,cover=0
- 36:[Pol<101.695656] yes=73,no=74,missing=73,gain=3.60759902,cover=68363
- 73:leaf=-0.000797707064,cover=0
- 74:leaf=-6.0677743e-05,cover=0
- 18:[Ecc<9.17092323] yes=37,no=38,missing=37,gain=4.21157408,cover=82128
- 37:[LGI5<2.66988635] yes=75,no=76,missing=76,gain=2.45317197,cover=23787
- 75:leaf=4.65328121e-05,cover=0
- 76:leaf=-0.000971099304,cover=0
- 38:[Ecc<17.0169544] yes=77,no=78,missing=77,gain=2.79688811,cover=58341
- 77:leaf=0.000861512788,cover=0
- 78:leaf=0.000120985664,cover=0
- 4:[Sulc0<0.849368811] yes=9,no=10,missing=9,gain=1.48376846,cover=58294
- 9:[Curv5<0.126145482] yes=19,no=20,missing=19,gain=1.41998982,cover=26207
- 19:[Ecc<33.9075584] yes=39,no=40,missing=39,gain=1.95892119,cover=3235
- 39:[LGI5<2.31192279] yes=79,no=80,missing=80,gain=1.93188882,cover=3115
- 79:leaf=-0.00882581901,cover=0
- 80:leaf=0.0018493213,cover=0
- 40:[Pol<36.2100182] yes=81,no=82,missing=82,gain=0.54944694,cover=120
- 81:leaf=0.00724366261,cover=0
- 82:leaf=-0.0056985924,cover=0
- 20:[PialCurv5<0.0695191324] yes=41,no=42,missing=41,gain=1.21702302,cover=22972
- 41:[LGI5<2.30180311] yes=83,no=84,missing=83,gain=1.06514311,cover=117
- 83:leaf=-0.00821975805,cover=0
- 84:leaf=0.00702687306,cover=0
- 42:[Pol<172.695618] yes=85,no=86,missing=85,gain=1.52252102,cover=22855
- 85:leaf=0.0003367842,cover=0
- 86:leaf=-0.0075731473,cover=0
- 10:[LGI5<3.24660802] yes=21,no=22,missing=21,gain=0.979919374,cover=32087
- 21:[Curv5<0.081820026] yes=43,no=44,missing=44,gain=1.29700398,cover=20886
- 43:[Ecc<42.1016579] yes=87,no=88,missing=87,gain=1.12325466,cover=42
- 87:leaf=-0.0125194853,cover=0
- 88:leaf=0.00847715326,cover=0
- 44:[PialArea5<0.331288606] yes=89,no=90,missing=89,gain=0.763859034,cover=20844
- 89:leaf=0.000219527094,cover=0
- 90:leaf=-0.000424047379,cover=0
- 22:[PialCurv5<0.0666604191] yes=45,no=46,missing=45,gain=0.590299904,cover=11201
- 45:[Sulc0<0.915739596] yes=91,no=92,missing=92,gain=0.0887480378,cover=15
- 91:leaf=6.3419342e-05,cover=0
- 92:leaf=0.0113550769,cover=0
- 46:[Area5<0.924216449] yes=93,no=94,missing=93,gain=0.442960441,cover=11186
- 93:leaf=0.000302972127,cover=0
- 94:leaf=0.00329633499,cover=0
- 2:[Curv5<0.0915888697] yes=5,no=6,missing=5,gain=0.397385895,cover=4700982
- 5:[Sulc0<1.11117697] yes=11,no=12,missing=11,gain=0.934155047,cover=3975271
- 11:[PialCurv5<0.232516408] yes=23,no=24,missing=24,gain=0.799980104,cover=3973927
- 23:[Sulc0<0.869075775] yes=47,no=48,missing=48,gain=0.637061715,cover=3964718
- 47:[Ecc<33.9075584] yes=95,no=96,missing=95,gain=0.424483299,cover=3952427
- 95:leaf=8.28746306e-06,cover=0
- 96:leaf=-5.6049048e-05,cover=0
- 48:[Area5<0.600206077] yes=97,no=98,missing=98,gain=2.07660389,cover=12291
- 97:leaf=-0.00299680769,cover=0
- 98:leaf=0.000489938189,cover=0
- 24:[Sulc0<0.218763664] yes=49,no=50,missing=50,gain=2.63683701,cover=9209
- 49:[Ecc<0.406764686] yes=99,no=100,missing=99,gain=1.60259724,cover=4276
- 99:leaf=-0.00520148827,cover=0
- 100:leaf=0.000612788892,cover=0
- 50:[PialArea5<0.705942631] yes=101,no=102,missing=101,gain=2.93418241,cover=4933
- 101:leaf=-0.00159559201,cover=0
- 102:leaf=0.00304018124,cover=0
- 12:[Ecc<30.4150848] yes=25,no=26,missing=25,gain=3.61769629,cover=1344
- 25:[PialCurv5<0.144311354] yes=51,no=52,missing=51,gain=2.01275301,cover=331
- 51:[Ecc<23.1745358] yes=103,no=104,missing=103,gain=0.508825302,cover=144
- 103:leaf=-0.0138734821,cover=0
- 104:leaf=-0.00763210282,cover=0
- 52:[Pol<111.326981] yes=105,no=106,missing=106,gain=0.719147801,cover=187
- 105:leaf=-0.00173859601,cover=0
- 106:leaf=-0.0170818344,cover=0
- 26:[LGI5<3.84897733] yes=53,no=54,missing=53,gain=1.69046855,cover=1013
- 53:[Area5<0.664770067] yes=107,no=108,missing=107,gain=1.66879153,cover=932
- 107:leaf=-0.00482053449,cover=0
- 108:leaf=0.000584063295,cover=0
- 54:[LGI5<3.94193578] yes=109,no=110,missing=109,gain=0.649215221,cover=81
- 109:leaf=0.00983084645,cover=0
- 110:leaf=-6.94807604e-05,cover=0
- 6:[Pol<177.729218] yes=13,no=14,missing=14,gain=0.808162808,cover=725711
- 13:[Pol<167.338547] yes=27,no=28,missing=28,gain=1.55314183,cover=719092
- 27:[Pol<143.237381] yes=55,no=56,missing=55,gain=2.68055987,cover=695619
- 55:[Sulc0<0.176289052] yes=111,no=112,missing=111,gain=1.20045555,cover=678502
- 111:leaf=-0.000161574586,cover=0
- 112:leaf=-6.37776839e-06,cover=0
- 56:[Ecc<2.79805064] yes=113,no=114,missing=113,gain=8.42953682,cover=17117
- 113:leaf=-0.00105121185,cover=0
- 114:leaf=0.00133980799,cover=0
- 28:[LGI5<2.90731096] yes=57,no=58,missing=58,gain=3.73905444,cover=23473
- 57:[PialCurv5<-0.0456207059] yes=115,no=116,missing=115,gain=2.82272959,cover=13573
- 115:leaf=0.0106560728,cover=0
- 116:leaf=4.779745e-05,cover=0
- 58:[Ecc<6.76014757] yes=117,no=118,missing=117,gain=2.31338978,cover=9900
- 117:leaf=-0.00911700819,cover=0
- 118:leaf=-0.00110703788,cover=0
- 14:[MidArea5<0.656586885] yes=29,no=30,missing=29,gain=1.10389841,cover=6619
- 29:[PialCurv5<-0.0819871053] yes=59,no=60,missing=60,gain=0.92369628,cover=5579
- 59:[Ecc<10.0121937] yes=119,no=120,missing=120,gain=0.126526415,cover=14
- 119:leaf=-0.00176727481,cover=0
- 120:leaf=-0.0139120361,cover=0
- 60:[PialArea5<0.624898493] yes=121,no=122,missing=122,gain=0.81319952,cover=5565
- 121:leaf=0.000761360337,cover=0
- 122:leaf=0.00656725094,cover=0
- 30:[Sulc0<0.0451717228] yes=61,no=62,missing=61,gain=1.10769486,cover=1040
- 61:[LGI5<2.77946544] yes=123,no=124,missing=123,gain=0.585392833,cover=881
- 123:leaf=-0.00332157733,cover=0
- 124:leaf=-0.000665889995,cover=0
- 62:[Area5<0.750726104] yes=125,no=126,missing=125,gain=0.650332212,cover=159
- 125:leaf=-0.000108354805,cover=0
- 126:leaf=0.00628381921,cover=0
-booster[1123]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=2,gain=0.173524112,cover=5124388
- 1:[PialArea5<1.31770575] yes=3,no=4,missing=3,gain=0.315306574,cover=5024305
- 3:[Pol<31.3444195] yes=7,no=8,missing=7,gain=0.262469739,cover=4971378
- 7:[Ecc<14.484726] yes=15,no=16,missing=15,gain=2.01170278,cover=603008
- 15:[Curv5<-0.0226651002] yes=31,no=32,missing=31,gain=4.06862926,cover=354079
- 31:[Curv5<-0.215837389] yes=63,no=64,missing=63,gain=3.86694312,cover=330293
- 63:leaf=-4.33664318e-05,cover=0
- 64:leaf=0.000302044878,cover=0
- 32:[Area5<0.571740985] yes=65,no=66,missing=65,gain=3.9587214,cover=23786
- 65:leaf=-0.00425324682,cover=0
- 66:leaf=-0.000412500056,cover=0
- 16:[Curv5<-0.0708468556] yes=33,no=34,missing=33,gain=6.91134167,cover=248929
- 33:[PialCurv5<-0.0501225069] yes=67,no=68,missing=67,gain=3.83680391,cover=188239
- 67:leaf=-0.00016704858,cover=0
- 68:leaf=-0.00106911769,cover=0
- 34:[PialCurv5<-0.0379593484] yes=69,no=70,missing=69,gain=6.80959129,cover=60690
- 69:leaf=0.0018934902,cover=0
- 70:leaf=0.000199905204,cover=0
- 8:[Curv5<-0.2376284] yes=17,no=18,missing=17,gain=0.566172659,cover=4368370
- 17:[Area5<0.669105887] yes=35,no=36,missing=35,gain=2.56457138,cover=382111
- 35:[LGI5<3.38720298] yes=71,no=72,missing=71,gain=2.10090065,cover=318541
- 71:leaf=3.4007986e-05,cover=0
- 72:leaf=-0.000437742012,cover=0
- 36:[Ecc<9.0678978] yes=73,no=74,missing=73,gain=4.07968235,cover=63570
- 73:leaf=0.000799848523,cover=0
- 74:leaf=-7.99603549e-06,cover=0
- 18:[Sulc0<-0.552155435] yes=37,no=38,missing=38,gain=1.18513513,cover=3986259
- 37:[Area5<0.619086087] yes=75,no=76,missing=76,gain=4.15139198,cover=770990
- 75:leaf=5.98570405e-05,cover=0
- 76:leaf=-0.000172886837,cover=0
- 38:[MidArea5<0.958388984] yes=77,no=78,missing=77,gain=1.87434399,cover=3215269
- 77:leaf=-2.159313e-06,cover=0
- 78:leaf=0.000261136534,cover=0
- 4:[PialCurv5<-0.0680129603] yes=9,no=10,missing=9,gain=2.21935582,cover=52927
- 9:[Curv5<-0.0598238073] yes=19,no=20,missing=20,gain=1.69043124,cover=48894
- 19:[Sulc0<-0.420901269] yes=39,no=40,missing=39,gain=1.43257773,cover=48844
- 39:[LGI5<2.79054689] yes=79,no=80,missing=79,gain=2.16478658,cover=46592
- 79:leaf=-0.00013321804,cover=0
- 80:leaf=0.000712436624,cover=0
- 40:[Area5<0.645846248] yes=81,no=82,missing=82,gain=2.21404552,cover=2252
- 81:leaf=0.00530078541,cover=0
- 82:leaf=-0.00162594323,cover=0
- 20:[Pol<23.2745647] yes=41,no=42,missing=41,gain=0.846007347,cover=50
- 41:[PialCurv5<-0.0810050145] yes=83,no=84,missing=83,gain=0.189703703,cover=9
- 83:leaf=-0.0302944537,cover=0
- 84:leaf=-0.0118756676,cover=0
- 42:[Sulc0<-0.702361405] yes=85,no=86,missing=85,gain=0.65268898,cover=41
- 85:leaf=0.00285361847,cover=0
- 86:leaf=-0.010200087,cover=0
- 10:[Area5<0.738135278] yes=21,no=22,missing=21,gain=3.75506139,cover=4033
- 21:[Ecc<1.21076584] yes=43,no=44,missing=43,gain=3.19793463,cover=2266
- 43:[LGI5<2.3349762] yes=87,no=88,missing=87,gain=1.16626191,cover=390
- 87:leaf=0.00488962419,cover=0
- 88:leaf=-0.000690483663,cover=0
- 44:[Pol<100.090813] yes=89,no=90,missing=89,gain=1.49659634,cover=1876
- 89:leaf=-0.00222116313,cover=0
- 90:leaf=-0.00507610617,cover=0
- 22:[Pol<163.830338] yes=45,no=46,missing=45,gain=1.06125522,cover=1767
- 45:[Pol<145.397461] yes=91,no=92,missing=92,gain=2.20723748,cover=1512
- 91:leaf=0.000338126702,cover=0
- 92:leaf=0.00665446697,cover=0
- 46:[LGI5<2.8746686] yes=93,no=94,missing=94,gain=1.57221746,cover=255
- 93:leaf=0.000557229097,cover=0
- 94:leaf=-0.00751680648,cover=0
- 2:[LGI5<2.16230083] yes=5,no=6,missing=5,gain=0.647696018,cover=100083
- 5:[Area5<0.761842728] yes=11,no=12,missing=11,gain=0.5729298,cover=416
- 11:[Curv5<-0.220549613] yes=23,no=24,missing=24,gain=0.561321616,cover=203
- 23:[Sulc0<-0.998678327] yes=47,no=48,missing=47,gain=0.0762307867,cover=44
- 47:[Ecc<3.22716212] yes=95,no=96,missing=95,gain=0.0522757173,cover=34
- 95:leaf=-0.00124810461,cover=0
- 96:leaf=-0.00644984609,cover=0
- 48:[PialArea5<1.48916721] yes=97,no=98,missing=97,gain=0.102861822,cover=10
- 97:leaf=0.00793586951,cover=0
- 98:leaf=-0.00156718667,cover=0
- 24:[Ecc<3.94116735] yes=49,no=50,missing=49,gain=0.391525269,cover=159
- 49:[Ecc<3.03937531] yes=99,no=100,missing=100,gain=0.283715963,cover=143
- 99:leaf=0.00487787696,cover=0
- 100:leaf=0.0103493957,cover=0
- 50:[Sulc0<-0.828605771] yes=101,no=102,missing=101,gain=0.0975616202,cover=16
- 101:leaf=-0.00485710474,cover=0
- 102:leaf=0.00275262422,cover=0
- 12:[Sulc0<-0.966370046] yes=25,no=26,missing=25,gain=0.45504722,cover=213
- 25:[Pol<23.2745647] yes=51,no=52,missing=52,gain=0.189515203,cover=90
- 51:[Ecc<2.13501525] yes=103,no=104,missing=103,gain=0.134705931,cover=27
- 103:leaf=0.00213712943,cover=0
- 104:leaf=-0.00732299825,cover=0
- 52:[Pol<39.9674568] yes=105,no=106,missing=105,gain=0.0860171765,cover=63
- 105:leaf=0.0016302861,cover=0
- 106:leaf=-0.00222126464,cover=0
- 26:[Curv5<0.0146088367] yes=53,no=54,missing=54,gain=0.191591248,cover=123
- 53:[Pol<38.1036148] yes=107,no=108,missing=108,gain=0.241762534,cover=96
- 107:leaf=0.00358661567,cover=0
- 108:leaf=-0.00138526573,cover=0
- 54:[Curv5<0.101325236] yes=109,no=110,missing=110,gain=0.0208901763,cover=27
- 109:leaf=0.0037294575,cover=0
- 110:leaf=0.00717291236,cover=0
- 6:[Curv5<-0.0730527416] yes=13,no=14,missing=13,gain=0.598041773,cover=99667
- 13:[PialArea5<1.29873812] yes=27,no=28,missing=27,gain=0.898304701,cover=92633
- 27:[Ecc<1.41371143] yes=55,no=56,missing=56,gain=0.649339676,cover=5875
- 55:[Area5<0.987501919] yes=111,no=112,missing=112,gain=1.81842422,cover=227
- 111:leaf=-0.006511088,cover=0
- 112:leaf=0.004358151,cover=0
- 56:[LGI5<2.41724968] yes=113,no=114,missing=113,gain=0.854991198,cover=5648
- 113:leaf=-0.00277406443,cover=0
- 114:leaf=-0.000499723887,cover=0
- 28:[Sulc0<-0.152423486] yes=57,no=58,missing=58,gain=0.913931847,cover=86758
- 57:[LGI5<3.268116] yes=115,no=116,missing=115,gain=0.660132289,cover=85600
- 115:leaf=3.29559748e-06,cover=0
- 116:leaf=0.00050889171,cover=0
- 58:[LGI5<2.80243301] yes=117,no=118,missing=117,gain=5.16395235,cover=1158
- 117:leaf=0.00717012677,cover=0
- 118:leaf=-0.000491250132,cover=0
- 14:[Pol<7.58674097] yes=29,no=30,missing=29,gain=1.804111,cover=7034
- 29:[Curv5<-0.048490826] yes=59,no=60,missing=60,gain=1.83310437,cover=162
- 59:[MidArea5<1.09619975] yes=119,no=120,missing=120,gain=0.848588586,cover=107
- 119:leaf=-0.00420626719,cover=0
- 120:leaf=0.00505896145,cover=0
- 60:[Ecc<2.8577323] yes=121,no=122,missing=122,gain=1.013201,cover=55
- 121:leaf=-0.0122480346,cover=0
- 122:leaf=0.0146946562,cover=0
- 30:[LGI5<2.23211861] yes=61,no=62,missing=62,gain=1.59077644,cover=6872
- 61:[Pol<48.3047981] yes=123,no=124,missing=124,gain=0.236654997,cover=59
- 123:leaf=0.00146786484,cover=0
- 124:leaf=-0.00877691247,cover=0
- 62:[Sulc0<-0.43309778] yes=125,no=126,missing=125,gain=1.81107306,cover=6813
- 125:leaf=0.00173490238,cover=0
- 126:leaf=-6.75157644e-05,cover=0
-booster[1124]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=2,gain=0.170250073,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=3,gain=0.332445085,cover=4943960
- 3:[Curv5<0.126145482] yes=7,no=8,missing=7,gain=0.32627365,cover=4628667
- 7:[Sulc0<0.610343635] yes=15,no=16,missing=16,gain=1.44641697,cover=4015631
- 15:[MidArea5<0.592231214] yes=31,no=32,missing=31,gain=0.923907936,cover=3892464
- 31:[Ecc<24.7238369] yes=61,no=62,missing=61,gain=3.71733999,cover=329464
- 61:leaf=-0.000108592656,cover=0
- 62:leaf=0.000862533692,cover=0
- 32:[PialArea5<0.580179036] yes=63,no=64,missing=63,gain=2.68761182,cover=3563000
- 63:leaf=0.00020863286,cover=0
- 64:leaf=-5.47794343e-07,cover=0
- 16:[Ecc<6.41291761] yes=33,no=34,missing=34,gain=5.87975407,cover=123167
- 33:[LGI5<2.72552347] yes=65,no=66,missing=66,gain=2.50930452,cover=2933
- 65:leaf=-0.0015209961,cover=0
- 66:leaf=-0.00619410863,cover=0
- 34:[Pol<71.0996552] yes=67,no=68,missing=67,gain=5.46279526,cover=120234
- 67:leaf=0.00141043286,cover=0
- 68:leaf=0.00013330004,cover=0
- 8:[Ecc<13.3064203] yes=17,no=18,missing=17,gain=2.70922017,cover=613036
- 17:[LGI5<2.72022414] yes=35,no=36,missing=36,gain=2.283674,cover=493258
- 35:[Area5<0.548651993] yes=69,no=70,missing=69,gain=1.78006411,cover=357497
- 69:leaf=-0.000790631864,cover=0
- 70:leaf=-3.01039163e-05,cover=0
- 36:[Pol<82.2009888] yes=71,no=72,missing=72,gain=2.63856721,cover=135761
- 71:leaf=0.000773209846,cover=0
- 72:leaf=0.000110145498,cover=0
- 18:[Pol<119.248337] yes=37,no=38,missing=37,gain=3.91559339,cover=119778
- 37:[Ecc<19.7764034] yes=73,no=74,missing=73,gain=3.56804323,cover=88639
- 73:leaf=-0.000718205993,cover=0
- 74:leaf=-8.3093626e-05,cover=0
- 38:[Ecc<18.5999508] yes=75,no=76,missing=75,gain=3.43076754,cover=31139
- 75:leaf=0.000780934643,cover=0
- 76:leaf=-0.000269377575,cover=0
- 4:[PialCurv5<-0.0644776821] yes=9,no=10,missing=10,gain=2.17325926,cover=315293
- 9:[Curv5<-0.114048101] yes=19,no=20,missing=19,gain=3.15957928,cover=109968
- 19:[Sulc0<0.308185816] yes=39,no=40,missing=39,gain=1.90205443,cover=99841
- 39:[LGI5<2.98459172] yes=77,no=78,missing=77,gain=2.1870451,cover=95974
- 77:leaf=-0.000328625523,cover=0
- 78:leaf=0.000223662966,cover=0
- 40:[Area5<0.564792395] yes=79,no=80,missing=79,gain=2.30464029,cover=3867
- 79:leaf=0.00259568566,cover=0
- 80:leaf=-0.00145341805,cover=0
- 20:[Pol<151.353775] yes=41,no=42,missing=41,gain=3.99018383,cover=10127
- 41:[Curv5<-0.0203319378] yes=81,no=82,missing=81,gain=4.17633772,cover=6289
- 81:leaf=0.00202246709,cover=0
- 82:leaf=-0.0042254976,cover=0
- 42:[Area5<0.660333693] yes=83,no=84,missing=83,gain=4.67892218,cover=3838
- 83:leaf=-0.00373578607,cover=0
- 84:leaf=0.000585916394,cover=0
- 10:[Curv5<0.141257599] yes=21,no=22,missing=21,gain=2.56439638,cover=205325
- 21:[MidArea5<0.659801304] yes=43,no=44,missing=43,gain=3.01556182,cover=193741
- 43:[Pol<12.2267933] yes=85,no=86,missing=86,gain=5.64622736,cover=37483
- 85:leaf=0.00324120908,cover=0
- 86:leaf=-0.000691643567,cover=0
- 44:[Pol<112.359543] yes=87,no=88,missing=87,gain=4.27896595,cover=156258
- 87:leaf=-0.000253702339,cover=0
- 88:leaf=0.000334810728,cover=0
- 22:[LGI5<2.97342348] yes=45,no=46,missing=46,gain=1.07707214,cover=11584
- 45:[Pol<83.4982376] yes=89,no=90,missing=89,gain=1.55438352,cover=4218
- 89:leaf=0.000394878181,cover=0
- 90:leaf=0.00233941409,cover=0
- 46:[LGI5<3.06739473] yes=91,no=92,missing=91,gain=1.67876387,cover=7366
- 91:leaf=-0.00120697485,cover=0
- 92:leaf=0.000612134289,cover=0
- 2:[Pol<34.3003769] yes=5,no=6,missing=6,gain=1.18188989,cover=180428
- 5:[Curv5<0.169394374] yes=11,no=12,missing=11,gain=0.439247131,cover=968
- 11:[Area5<0.4695113] yes=23,no=24,missing=24,gain=0.436767936,cover=629
- 23:leaf=0.0109926853,cover=0
- 24:[Area5<0.642765105] yes=47,no=48,missing=47,gain=0.547480583,cover=624
- 47:[Sulc0<1.06550956] yes=93,no=94,missing=93,gain=0.288302422,cover=63
- 93:leaf=-0.00238571595,cover=0
- 94:leaf=-0.009512241,cover=0
- 48:[PialCurv5<0.131570891] yes=95,no=96,missing=95,gain=0.528206766,cover=561
- 95:leaf=0.00185148104,cover=0
- 96:leaf=-0.00268872571,cover=0
- 12:[Sulc0<1.25822949] yes=25,no=26,missing=26,gain=0.277175039,cover=339
- 25:[PialArea5<0.292306483] yes=49,no=50,missing=49,gain=0.416196644,cover=130
- 49:[Pol<15.1533136] yes=97,no=98,missing=97,gain=0.596202075,cover=42
- 97:leaf=-0.00471523684,cover=0
- 98:leaf=0.00886329729,cover=0
- 50:[LGI5<3.01384926] yes=99,no=100,missing=99,gain=0.164474756,cover=88
- 99:leaf=-0.00268285442,cover=0
- 100:leaf=0.00160243269,cover=0
- 26:[Area5<0.7084831] yes=51,no=52,missing=51,gain=0.212879896,cover=209
- 51:[PialArea5<0.309935868] yes=101,no=102,missing=101,gain=0.213797733,cover=124
- 101:leaf=-0.00139408594,cover=0
- 102:leaf=0.0030936196,cover=0
- 52:[PialArea5<0.529292643] yes=103,no=104,missing=104,gain=0.230603725,cover=85
- 103:leaf=-0.00363944354,cover=0
- 104:leaf=0.0136947725,cover=0
- 6:[PialCurv5<0.322157294] yes=13,no=14,missing=13,gain=1.21180344,cover=179460
- 13:[Ecc<46.7494621] yes=27,no=28,missing=27,gain=1.02636909,cover=107273
- 27:[Pol<48.3047981] yes=53,no=54,missing=53,gain=1.80268228,cover=98065
- 53:[LGI5<3.14439583] yes=105,no=106,missing=105,gain=1.4424262,cover=707
- 105:leaf=0.00598955201,cover=0
- 106:leaf=0.00116177043,cover=0
- 54:[Area5<0.57817024] yes=107,no=108,missing=107,gain=0.986635566,cover=97358
- 107:leaf=-0.000901548367,cover=0
- 108:leaf=0.000215943975,cover=0
- 28:[Pol<81.5476837] yes=55,no=56,missing=55,gain=1.3051405,cover=9208
- 55:[Pol<37.1539459] yes=109,no=110,missing=110,gain=1.07521272,cover=4868
- 109:leaf=0.00679134903,cover=0
- 110:leaf=-0.000974565686,cover=0
- 56:[PialCurv5<0.125401646] yes=111,no=112,missing=111,gain=1.11272538,cover=4340
- 111:leaf=0.00241100043,cover=0
- 112:leaf=-1.26383138e-05,cover=0
- 14:[Pol<53.6550331] yes=29,no=30,missing=30,gain=1.36589909,cover=72187
- 29:[Curv5<0.14511615] yes=57,no=58,missing=57,gain=1.44692564,cover=672
- 57:[Ecc<44.7855835] yes=113,no=114,missing=113,gain=0.655074358,cover=114
- 113:leaf=0.0116489157,cover=0
- 114:leaf=0.00392197259,cover=0
- 58:[Area5<0.755546272] yes=115,no=116,missing=116,gain=0.664194226,cover=558
- 115:leaf=0.00213084486,cover=0
- 116:leaf=-0.0017507961,cover=0
- 30:[Ecc<7.54628181] yes=59,no=60,missing=59,gain=0.74636364,cover=71515
- 59:[Ecc<5.91357183] yes=117,no=118,missing=117,gain=1.88721454,cover=6166
- 117:leaf=0.000446715159,cover=0
- 118:leaf=-0.00134683202,cover=0
- 60:[LGI5<2.49262404] yes=119,no=120,missing=119,gain=1.532848,cover=65349
- 119:leaf=0.00200232654,cover=0
- 120:leaf=-0.000101014812,cover=0
-booster[1125]:
-0:[PialArea5<0.349780142] yes=1,no=2,missing=1,gain=0.190843686,cover=5124388
- 1:[Ecc<3.80337262] yes=3,no=4,missing=4,gain=0.556033373,cover=242979
- 3:[LGI5<2.32613516] yes=7,no=8,missing=7,gain=0.424239099,cover=31778
- 7:[Pol<95.6227875] yes=15,no=16,missing=15,gain=1.03414929,cover=7378
- 15:[Curv5<0.245671451] yes=31,no=32,missing=31,gain=2.24683905,cover=1199
- 31:[Sulc0<0.110320561] yes=63,no=64,missing=63,gain=1.58330762,cover=938
- 63:leaf=-7.98558976e-05,cover=0
- 64:leaf=-0.0041994974,cover=0
- 32:[Pol<90.361351] yes=65,no=66,missing=65,gain=0.859281778,cover=261
- 65:leaf=0.00579631841,cover=0
- 66:leaf=6.89180961e-05,cover=0
- 16:[LGI5<2.28518939] yes=33,no=34,missing=33,gain=1.30281329,cover=6179
- 33:[PialCurv5<0.160740122] yes=67,no=68,missing=68,gain=1.25889075,cover=4131
- 67:leaf=-0.00172039203,cover=0
- 68:leaf=0.000391403883,cover=0
- 34:[Sulc0<-0.370474488] yes=69,no=70,missing=69,gain=1.41528237,cover=2048
- 69:leaf=0.00478918804,cover=0
- 70:leaf=0.000950815273,cover=0
- 8:[LGI5<2.37224698] yes=17,no=18,missing=17,gain=1.62998497,cover=24400
- 17:[Pol<175.068527] yes=35,no=36,missing=35,gain=1.26828957,cover=3571
- 35:[Sulc0<-0.50485903] yes=71,no=72,missing=71,gain=0.88966608,cover=3435
- 71:leaf=-0.00903801061,cover=0
- 72:leaf=-0.00134131114,cover=0
- 36:[Area5<0.670794368] yes=73,no=74,missing=74,gain=0.860524535,cover=136
- 73:leaf=0.0043701767,cover=0
- 74:leaf=-0.0136731556,cover=0
- 18:[Area5<0.693521142] yes=37,no=38,missing=38,gain=0.9662444,cover=20829
- 37:[LGI5<2.42065382] yes=75,no=76,missing=75,gain=0.842481971,cover=18601
- 75:leaf=0.000423719495,cover=0
- 76:leaf=-0.000382114813,cover=0
- 38:[Pol<174.523148] yes=77,no=78,missing=77,gain=0.951286316,cover=2228
- 77:leaf=0.000982477213,cover=0
- 78:leaf=-0.0120943738,cover=0
- 4:[LGI5<2.19753051] yes=9,no=10,missing=9,gain=0.627343237,cover=211201
- 9:[Sulc0<0.210163057] yes=19,no=20,missing=19,gain=1.05691421,cover=837
- 19:[LGI5<2.13090348] yes=39,no=40,missing=39,gain=0.24525857,cover=87
- 39:[Pol<111.846848] yes=79,no=80,missing=79,gain=0.113925934,cover=50
- 79:leaf=0.0118041309,cover=0
- 80:leaf=0.00646087248,cover=0
- 40:[PialCurv5<0.204323933] yes=81,no=82,missing=81,gain=0.112339094,cover=37
- 81:leaf=0.0047047413,cover=0
- 82:leaf=-0.00207305863,cover=0
- 20:[LGI5<2.13090348] yes=41,no=42,missing=42,gain=1.00378335,cover=750
- 41:[Pol<102.778297] yes=83,no=84,missing=83,gain=0.82210958,cover=109
- 83:leaf=0.00121346151,cover=0
- 84:leaf=-0.00746192783,cover=0
- 42:[Ecc<6.92728615] yes=85,no=86,missing=86,gain=0.893730104,cover=641
- 85:leaf=0.00244701374,cover=0
- 86:leaf=-0.00243660365,cover=0
- 10:[LGI5<2.33929968] yes=21,no=22,missing=21,gain=0.4555507,cover=210364
- 21:[Area5<0.645846248] yes=43,no=44,missing=43,gain=1.8037535,cover=7171
- 43:[PialArea5<0.245474651] yes=87,no=88,missing=88,gain=1.04983342,cover=4034
- 87:leaf=0.0011215033,cover=0
- 88:leaf=-0.00132672151,cover=0
- 44:[Sulc0<0.345196545] yes=89,no=90,missing=90,gain=1.44468999,cover=3137
- 89:leaf=0.00353631307,cover=0
- 90:leaf=0.000185959274,cover=0
- 22:[Curv5<0.195079193] yes=45,no=46,missing=45,gain=0.586067796,cover=203193
- 45:[Pol<176.117172] yes=91,no=92,missing=91,gain=2.35368919,cover=139682
- 91:leaf=3.40682564e-05,cover=0
- 92:leaf=-0.00404239027,cover=0
- 46:[LGI5<2.36851335] yes=93,no=94,missing=93,gain=2.19667268,cover=63511
- 93:leaf=0.00185692532,cover=0
- 94:leaf=0.000154492285,cover=0
- 2:[Curv5<0.0877084062] yes=5,no=6,missing=5,gain=0.27334103,cover=4881409
- 5:[Sulc0<1.11117697] yes=11,no=12,missing=11,gain=0.82446748,cover=3948874
- 11:[PialCurv5<0.189327508] yes=23,no=24,missing=23,gain=0.70178014,cover=3947670
- 23:[Sulc0<0.74744761] yes=47,no=48,missing=48,gain=0.995954692,cover=3916116
- 47:[Ecc<33.9075584] yes=95,no=96,missing=96,gain=0.394873857,cover=3887321
- 95:leaf=8.0123209e-06,cover=0
- 96:leaf=-5.53632162e-05,cover=0
- 48:[LGI5<2.99594808] yes=97,no=98,missing=97,gain=1.97316051,cover=28795
- 97:leaf=-0.000512103259,cover=0
- 98:leaf=0.000510079844,cover=0
- 24:[Sulc0<-0.338601172] yes=49,no=50,missing=50,gain=1.77301919,cover=31554
- 49:[Ecc<1.26157856] yes=99,no=100,missing=99,gain=1.58390594,cover=1402
- 99:leaf=-0.00402050978,cover=0
- 100:leaf=-0.000592213997,cover=0
- 50:[Ecc<2.79805064] yes=101,no=102,missing=101,gain=2.82429028,cover=30152
- 101:leaf=0.00139680342,cover=0
- 102:leaf=-0.000301383581,cover=0
- 12:[Ecc<33.2971039] yes=25,no=26,missing=25,gain=2.8585577,cover=1204
- 25:[PialCurv5<0.144311354] yes=51,no=52,missing=51,gain=1.90018725,cover=375
- 51:[Ecc<23.1745358] yes=103,no=104,missing=103,gain=0.702945709,cover=176
- 103:leaf=-0.0134393843,cover=0
- 104:leaf=-0.00649565412,cover=0
- 52:[PialCurv5<0.216171265] yes=105,no=106,missing=105,gain=0.345188141,cover=199
- 105:leaf=-0.00050109101,cover=0
- 106:leaf=-0.00565043511,cover=0
- 26:[LGI5<3.84897733] yes=53,no=54,missing=53,gain=1.77818835,cover=829
- 53:[Area5<0.664770067] yes=107,no=108,missing=107,gain=1.60408592,cover=757
- 107:leaf=-0.00509209931,cover=0
- 108:leaf=0.000739745563,cover=0
- 54:[LGI5<3.94193578] yes=109,no=110,missing=109,gain=0.406464219,cover=72
- 109:leaf=0.010003713,cover=0
- 110:leaf=0.00141733687,cover=0
- 6:[Sulc0<-0.678985238] yes=13,no=14,missing=14,gain=0.918831587,cover=932535
- 13:[Ecc<1.62447274] yes=27,no=28,missing=27,gain=1.64547765,cover=436
- 27:[Ecc<0.353712648] yes=55,no=56,missing=56,gain=2.24414253,cover=277
- 55:[PialCurv5<0.064168714] yes=111,no=112,missing=111,gain=2.09618258,cover=80
- 111:leaf=0.0186171513,cover=0
- 112:leaf=-0.00156629982,cover=0
- 56:[Pol<148.336472] yes=113,no=114,missing=113,gain=1.59155512,cover=197
- 113:leaf=-0.0122181876,cover=0
- 114:leaf=-0.00319875008,cover=0
- 28:[LGI5<2.70988083] yes=57,no=58,missing=57,gain=0.787274361,cover=159
- 57:[Pol<170.080093] yes=115,no=116,missing=115,gain=0.542635083,cover=127
- 115:leaf=0.00252344785,cover=0
- 116:leaf=0.0147042675,cover=0
- 58:[Ecc<6.16403294] yes=117,no=118,missing=117,gain=0.916318893,cover=32
- 117:leaf=-0.012803535,cover=0
- 118:leaf=0.00373453158,cover=0
- 14:[Sulc0<-0.557882011] yes=29,no=30,missing=29,gain=1.92201912,cover=932099
- 29:[LGI5<2.28518939] yes=59,no=60,missing=60,gain=2.41970825,cover=1784
- 59:[PialArea5<0.39522177] yes=119,no=120,missing=119,gain=2.14112806,cover=436
- 119:leaf=-0.0115849022,cover=0
- 120:leaf=-0.000390990841,cover=0
- 60:[MidArea5<0.82241106] yes=121,no=122,missing=121,gain=1.56308341,cover=1348
- 121:leaf=0.0029783668,cover=0
- 122:leaf=-0.00640811631,cover=0
- 30:[MidArea5<0.675531864] yes=61,no=62,missing=61,gain=0.857153296,cover=930315
- 61:[PialArea5<0.686586082] yes=123,no=124,missing=124,gain=2.94447374,cover=806046
- 123:leaf=-1.21909725e-05,cover=0
- 124:leaf=0.0037018538,cover=0
- 62:[Area5<0.663006425] yes=125,no=126,missing=125,gain=3.43908215,cover=124269
- 125:leaf=0.00300194207,cover=0
- 126:leaf=-0.000172749176,cover=0
-booster[1126]:
-0:[PialArea5<0.39986974] yes=1,no=2,missing=2,gain=0.177484915,cover=5124388
- 1:[LGI5<3.45167398] yes=3,no=4,missing=3,gain=0.636979043,cover=443423
- 3:[LGI5<3.30554914] yes=7,no=8,missing=8,gain=1.05303216,cover=408274
- 7:[Pol<92.1537628] yes=15,no=16,missing=15,gain=1.21749496,cover=377696
- 15:[PialCurv5<0.0932018384] yes=31,no=32,missing=31,gain=1.97284794,cover=97596
- 31:[Area5<0.596935391] yes=63,no=64,missing=64,gain=3.01729941,cover=6737
- 63:leaf=-0.000493113534,cover=0
- 64:leaf=0.00175626134,cover=0
- 32:[LGI5<2.34364653] yes=65,no=66,missing=66,gain=1.2912817,cover=90859
- 65:leaf=-0.000934246287,cover=0
- 66:leaf=0.00015985014,cover=0
- 16:[Pol<120.317558] yes=33,no=34,missing=33,gain=0.927346289,cover=280100
- 33:[Sulc0<-0.0172607526] yes=67,no=68,missing=67,gain=2.56525183,cover=249602
- 67:leaf=0.00116094621,cover=0
- 68:leaf=-7.05285565e-05,cover=0
- 34:[Ecc<1.41371143] yes=69,no=70,missing=69,gain=2.14792156,cover=30498
- 69:leaf=-0.000388413173,cover=0
- 70:leaf=0.000521702226,cover=0
- 8:[PialCurv5<0.353309482] yes=17,no=18,missing=17,gain=2.71389818,cover=30578
- 17:[Ecc<15.121048] yes=35,no=36,missing=36,gain=3.41683793,cover=22132
- 35:[Pol<102.778297] yes=71,no=72,missing=71,gain=3.30909705,cover=5468
- 71:leaf=-0.00041462091,cover=0
- 72:leaf=0.0021354605,cover=0
- 36:[Sulc0<0.779008448] yes=73,no=74,missing=73,gain=4.40298748,cover=16664
- 73:leaf=-0.00211564568,cover=0
- 74:leaf=-0.00036559283,cover=0
- 18:[Area5<0.924216449] yes=37,no=38,missing=38,gain=0.850685894,cover=8446
- 37:[LGI5<3.35709596] yes=75,no=76,missing=75,gain=0.620318115,cover=8389
- 75:leaf=-5.80321903e-05,cover=0
- 76:leaf=0.000814143277,cover=0
- 38:[MidArea5<0.677069247] yes=77,no=78,missing=78,gain=0.115902483,cover=57
- 77:leaf=0.00534604117,cover=0
- 78:leaf=0.0116652828,cover=0
- 4:[Sulc0<0.013685069] yes=9,no=10,missing=9,gain=1.6535871,cover=35149
- 9:[Pol<98.4687576] yes=19,no=20,missing=19,gain=0.713081241,cover=298
- 19:[Pol<83.4982376] yes=39,no=40,missing=40,gain=0.757246256,cover=137
- 39:[Ecc<12.3665791] yes=79,no=80,missing=79,gain=0.341065168,cover=123
- 79:leaf=0.00424479786,cover=0
- 80:leaf=-0.00550869154,cover=0
- 40:[Curv5<0.0935273841] yes=81,no=82,missing=81,gain=0.469989181,cover=14
- 81:leaf=-0.0193122979,cover=0
- 82:leaf=0.00936159771,cover=0
- 20:[Area5<0.606435955] yes=41,no=42,missing=41,gain=0.649784386,cover=161
- 41:[Ecc<11.0302963] yes=83,no=84,missing=83,gain=0.196262032,cover=59
- 83:leaf=0.00769555895,cover=0
- 84:leaf=0.00119226705,cover=0
- 42:[MidArea5<0.489716202] yes=85,no=86,missing=86,gain=0.461983562,cover=102
- 85:leaf=-0.0106552113,cover=0
- 86:leaf=-0.00198326656,cover=0
- 10:[Curv5<0.107059956] yes=21,no=22,missing=21,gain=1.2789278,cover=34851
- 21:[Pol<73.3354874] yes=43,no=44,missing=44,gain=1.80411255,cover=2844
- 43:[Pol<56.1920547] yes=87,no=88,missing=87,gain=4.74061775,cover=321
- 87:leaf=-0.00336238369,cover=0
- 88:leaf=0.00930041727,cover=0
- 44:[PialCurv5<0.178517133] yes=89,no=90,missing=89,gain=2.95544004,cover=2523
- 89:leaf=-0.000661694794,cover=0
- 90:leaf=0.00279131415,cover=0
- 22:[LGI5<3.64692807] yes=45,no=46,missing=45,gain=0.966237545,cover=32007
- 45:[Area5<0.499970406] yes=91,no=92,missing=91,gain=1.20199907,cover=19924
- 91:leaf=0.00894234236,cover=0
- 92:leaf=0.000372192881,cover=0
- 46:[PialCurv5<0.228302389] yes=93,no=94,missing=93,gain=1.07530844,cover=12083
- 93:leaf=-0.00103951059,cover=0
- 94:leaf=8.10286365e-05,cover=0
- 2:[Curv5<0.0778492987] yes=5,no=6,missing=6,gain=0.384415627,cover=4680965
- 5:[PialCurv5<0.164156988] yes=11,no=12,missing=12,gain=1.21029413,cover=3840121
- 11:[Sulc0<0.717745602] yes=23,no=24,missing=23,gain=0.833957911,cover=3801380
- 23:[PialArea5<0.458904862] yes=47,no=48,missing=47,gain=0.491252363,cover=3777513
- 47:[Ecc<23.5513935] yes=95,no=96,missing=95,gain=2.50264359,cover=22106
- 95:leaf=-0.000404615392,cover=0
- 96:leaf=0.00139230664,cover=0
- 48:[Pol<84.1277542] yes=97,no=98,missing=97,gain=0.549373627,cover=3755407
- 97:leaf=-1.48524678e-05,cover=0
- 98:leaf=2.35703446e-05,cover=0
- 24:[MidArea5<0.48507002] yes=49,no=50,missing=50,gain=2.03046656,cover=23867
- 49:[Ecc<14.694541] yes=99,no=100,missing=100,gain=1.97641361,cover=182
- 99:leaf=0.00561444322,cover=0
- 100:leaf=-0.00748045323,cover=0
- 50:[PialArea5<0.485325813] yes=101,no=102,missing=101,gain=1.86324275,cover=23685
- 101:leaf=0.0013037076,cover=0
- 102:leaf=0.000137355048,cover=0
- 12:[Sulc0<-0.407819748] yes=25,no=26,missing=25,gain=1.93770003,cover=38741
- 25:[LGI5<2.13090348] yes=51,no=52,missing=51,gain=1.05926609,cover=1251
- 51:[Sulc0<-0.63852036] yes=103,no=104,missing=104,gain=0.247589111,cover=14
- 103:leaf=-0.0018971801,cover=0
- 104:leaf=-0.0186511446,cover=0
- 52:[Curv5<-0.0109836133] yes=105,no=106,missing=105,gain=0.959281206,cover=1237
- 105:leaf=0.00290017528,cover=0
- 106:leaf=-0.00243766862,cover=0
- 26:[Ecc<2.97906685] yes=53,no=54,missing=53,gain=3.17783093,cover=37490
- 53:[Sulc0<0.423605621] yes=107,no=108,missing=107,gain=1.44236493,cover=4310
- 107:leaf=0.00111558021,cover=0
- 108:leaf=-0.016246058,cover=0
- 54:[Sulc0<-0.15955846] yes=109,no=110,missing=109,gain=1.80061913,cover=33180
- 109:leaf=-0.00157965336,cover=0
- 110:leaf=-0.000262831309,cover=0
- 6:[Pol<177.729218] yes=13,no=14,missing=13,gain=1.03868818,cover=840844
- 13:[Pol<167.338547] yes=27,no=28,missing=28,gain=1.25411057,cover=833378
- 27:[Pol<142.520569] yes=55,no=56,missing=55,gain=2.43217039,cover=806049
- 55:[Pol<80.8913651] yes=111,no=112,missing=111,gain=1.08019376,cover=783237
- 111:leaf=7.37775117e-05,cover=0
- 112:leaf=-7.19872914e-05,cover=0
- 56:[Ecc<2.79805064] yes=113,no=114,missing=113,gain=8.09037876,cover=22812
- 113:leaf=-0.00100275432,cover=0
- 114:leaf=0.00107877597,cover=0
- 28:[LGI5<2.90731096] yes=57,no=58,missing=58,gain=4.92750883,cover=27329
- 57:[LGI5<2.73077893] yes=115,no=116,missing=115,gain=2.32337594,cover=15990
- 115:leaf=-0.000198058857,cover=0
- 116:leaf=0.00112108828,cover=0
- 58:[LGI5<3.1900804] yes=117,no=118,missing=117,gain=2.83819008,cover=11339
- 117:leaf=-0.00175980048,cover=0
- 118:leaf=-0.000109830427,cover=0
- 14:[MidArea5<0.656586885] yes=29,no=30,missing=30,gain=1.32535696,cover=7466
- 29:[PialCurv5<-0.0819871053] yes=59,no=60,missing=60,gain=0.865453601,cover=6039
- 59:[Ecc<10.0121937] yes=119,no=120,missing=120,gain=0.1432724,cover=17
- 119:leaf=-0.00313968002,cover=0
- 120:leaf=-0.0132765118,cover=0
- 60:[PialArea5<0.624898493] yes=121,no=122,missing=121,gain=0.510338187,cover=6022
- 121:leaf=0.00085643318,cover=0
- 122:leaf=0.00487802504,cover=0
- 30:[Sulc0<0.0451717228] yes=61,no=62,missing=61,gain=0.916519523,cover=1427
- 61:[LGI5<2.77946544] yes=123,no=124,missing=123,gain=0.638614655,cover=1246
- 123:leaf=-0.00279004616,cover=0
- 124:leaf=-0.000439974014,cover=0
- 62:[Area5<0.736205518] yes=125,no=126,missing=126,gain=0.684180558,cover=181
- 125:leaf=-0.000731820881,cover=0
- 126:leaf=0.00540117733,cover=0
-booster[1127]:
-0:[PialArea5<0.34410578] yes=1,no=2,missing=2,gain=0.165369526,cover=5124388
- 1:[Area5<0.693521142] yes=3,no=4,missing=4,gain=0.511476636,cover=222961
- 3:[Pol<51.9018669] yes=7,no=8,missing=7,gain=0.512840986,cover=163613
- 7:[LGI5<3.94193578] yes=15,no=16,missing=15,gain=0.694218874,cover=1098
- 15:[Sulc0<-0.202991232] yes=31,no=32,missing=32,gain=0.400673807,cover=1076
- 31:[PialArea5<0.331288606] yes=63,no=64,missing=63,gain=0.287172019,cover=125
- 63:leaf=-0.00327330758,cover=0
- 64:leaf=0.00161752419,cover=0
- 32:[Curv5<0.0974604636] yes=65,no=66,missing=65,gain=0.441521287,cover=951
- 65:leaf=0.00704171602,cover=0
- 66:leaf=0.00139023433,cover=0
- 16:[Area5<0.613672853] yes=33,no=34,missing=33,gain=0.0205942392,cover=22
- 33:[Ecc<32.0879669] yes=67,no=68,missing=67,gain=0.000278443098,cover=12
- 67:leaf=-0.00546704698,cover=0
- 68:leaf=-0.00152801874,cover=0
- 34:leaf=-0.00949484855,cover=0
- 8:[LGI5<2.63290954] yes=17,no=18,missing=17,gain=0.479887009,cover=162515
- 17:[Ecc<5.46745825] yes=35,no=36,missing=35,gain=1.153386,cover=66034
- 35:[Pol<102.241241] yes=69,no=70,missing=69,gain=1.30039108,cover=41226
- 69:leaf=0.000277552608,cover=0
- 70:leaf=-0.00029654667,cover=0
- 36:[Ecc<8.41855335] yes=71,no=72,missing=71,gain=1.71141827,cover=24808
- 71:leaf=0.000578148931,cover=0
- 72:leaf=-0.000437024835,cover=0
- 18:[Ecc<7.85193825] yes=37,no=38,missing=37,gain=2.23949099,cover=96481
- 37:[Sulc0<0.762988985] yes=73,no=74,missing=73,gain=0.977290154,cover=14289
- 73:leaf=-0.000330380513,cover=0
- 74:leaf=-0.00117902318,cover=0
- 38:[Pol<102.241241] yes=75,no=76,missing=75,gain=0.9533723,cover=82192
- 75:leaf=-8.95456906e-05,cover=0
- 76:leaf=0.000286764029,cover=0
- 4:[LGI5<2.61550069] yes=9,no=10,missing=10,gain=1.03995299,cover=59348
- 9:[Sulc0<0.717745602] yes=19,no=20,missing=19,gain=1.7201643,cover=12097
- 19:[Pol<69.6327286] yes=39,no=40,missing=40,gain=1.58528519,cover=5604
- 39:[Curv5<0.120553598] yes=77,no=78,missing=77,gain=1.04378366,cover=40
- 77:leaf=-0.0270904545,cover=0
- 78:leaf=-0.00559341256,cover=0
- 40:[LGI5<2.45932961] yes=79,no=80,missing=80,gain=1.34407115,cover=5564
- 79:leaf=-0.000304579939,cover=0
- 80:leaf=0.00124945526,cover=0
- 20:[Ecc<25.981123] yes=41,no=42,missing=42,gain=0.781811833,cover=6493
- 41:[PialCurv5<0.107261039] yes=81,no=82,missing=81,gain=1.28433049,cover=6390
- 81:leaf=0.0101534408,cover=0
- 82:leaf=-0.00077559182,cover=0
- 42:[Pol<3.6072247] yes=83,no=84,missing=84,gain=0.766646743,cover=103
- 83:leaf=0.0200271662,cover=0
- 84:leaf=-0.00578958495,cover=0
- 10:[Ecc<8.01039791] yes=21,no=22,missing=21,gain=1.90866661,cover=47251
- 21:[Curv5<0.0716206133] yes=43,no=44,missing=43,gain=4.4227438,cover=4706
- 43:leaf=0.0383765176,cover=0
- 44:[PialCurv5<0.164156988] yes=85,no=86,missing=86,gain=0.983668804,cover=4699
- 85:leaf=0.00401320681,cover=0
- 86:leaf=0.000981602585,cover=0
- 22:[Curv5<0.0915888697] yes=45,no=46,missing=46,gain=1.18428659,cover=42545
- 45:[LGI5<3.01963663] yes=87,no=88,missing=87,gain=0.971990108,cover=440
- 87:leaf=0.000822212838,cover=0
- 88:leaf=-0.00411218824,cover=0
- 46:[MidArea5<0.468026847] yes=89,no=90,missing=89,gain=0.753723145,cover=42105
- 89:leaf=0.00191150478,cover=0
- 90:leaf=0.000168961691,cover=0
- 2:[Sulc0<0.299089104] yes=5,no=6,missing=6,gain=0.248771548,cover=4901427
- 5:[Curv5<0.147363082] yes=11,no=12,missing=11,gain=1.38380575,cover=3936438
- 11:[PialCurv5<0.280504435] yes=23,no=24,missing=24,gain=1.53558171,cover=3814046
- 23:[PialArea5<0.445556581] yes=47,no=48,missing=47,gain=1.06473982,cover=3799901
- 47:[LGI5<3.94193578] yes=91,no=92,missing=91,gain=3.03175879,cover=41183
- 91:leaf=0.000285284419,cover=0
- 92:leaf=-0.00698244292,cover=0
- 48:[MidArea5<0.56810379] yes=93,no=94,missing=93,gain=0.682547271,cover=3758718
- 93:leaf=-0.000106892585,cover=0
- 94:leaf=8.34454204e-06,cover=0
- 24:[Area5<0.619086087] yes=49,no=50,missing=50,gain=1.59315562,cover=14145
- 49:[Area5<0.499970406] yes=95,no=96,missing=95,gain=0.365719438,cover=1758
- 95:leaf=-0.00371285225,cover=0
- 96:leaf=-0.000695295399,cover=0
- 50:[LGI5<3.67381835] yes=97,no=98,missing=97,gain=1.30258632,cover=12387
- 97:leaf=0.000780347036,cover=0
- 98:leaf=-0.00437054224,cover=0
- 12:[Curv5<0.169394374] yes=25,no=26,missing=25,gain=1.75402522,cover=122392
- 25:[Ecc<19.170145] yes=51,no=52,missing=51,gain=1.23899984,cover=46666
- 51:[PialCurv5<-0.0173297711] yes=99,no=100,missing=100,gain=1.14857984,cover=45240
- 99:leaf=0.00352648576,cover=0
- 100:leaf=-0.000464655663,cover=0
- 52:[LGI5<2.65113688] yes=101,no=102,missing=101,gain=1.18467832,cover=1426
- 101:leaf=0.0114228223,cover=0
- 102:leaf=0.000847008254,cover=0
- 26:[Sulc0<-0.0637059584] yes=53,no=54,missing=53,gain=2.08860707,cover=75726
- 53:[Pol<165.944183] yes=103,no=104,missing=104,gain=2.0002985,cover=17541
- 103:leaf=0.000782420102,cover=0
- 104:leaf=-0.000433015492,cover=0
- 54:[Pol<160.153915] yes=105,no=106,missing=106,gain=1.68426585,cover=58185
- 105:leaf=-0.000258634449,cover=0
- 106:leaf=0.000557533873,cover=0
- 6:[Pol<90.9627914] yes=13,no=14,missing=13,gain=2.94966078,cover=964989
- 13:[Ecc<10.147254] yes=27,no=28,missing=27,gain=7.74939537,cover=339547
- 27:[Curv5<0.0877084062] yes=55,no=56,missing=55,gain=27.4602947,cover=78152
- 55:[PialArea5<0.516320646] yes=107,no=108,missing=108,gain=10.9911842,cover=20790
- 107:leaf=0.000571836543,cover=0
- 108:leaf=-0.00262481114,cover=0
- 56:[PialCurv5<0.04242469] yes=109,no=110,missing=109,gain=4.73857355,cover=57362
- 109:leaf=0.00554165617,cover=0
- 110:leaf=-5.30643811e-05,cover=0
- 28:[PialCurv5<0.04242469] yes=57,no=58,missing=57,gain=4.4227047,cover=261395
- 57:[MidArea5<0.656586885] yes=111,no=112,missing=111,gain=5.10836935,cover=34106
- 111:leaf=-0.000456316455,cover=0
- 112:leaf=0.000902428292,cover=0
- 58:[LGI5<3.13142419] yes=113,no=114,missing=114,gain=3.26480317,cover=227289
- 113:leaf=0.000125126753,cover=0
- 114:leaf=-0.00025747664,cover=0
- 14:[LGI5<3.58443618] yes=29,no=30,missing=30,gain=2.55689073,cover=625442
- 29:[Ecc<6.76014757] yes=59,no=60,missing=59,gain=2.93733263,cover=589127
- 59:[Curv5<0.15992938] yes=115,no=116,missing=115,gain=4.4445343,cover=121990
- 115:leaf=-0.000433605252,cover=0
- 116:leaf=0.000171694948,cover=0
- 60:[Curv5<0.166947007] yes=117,no=118,missing=117,gain=5.08600092,cover=467137
- 117:leaf=0.00018006278,cover=0
- 118:leaf=-0.00034601285,cover=0
- 30:[LGI5<3.70550299] yes=61,no=62,missing=61,gain=5.50452566,cover=36315
- 61:[Ecc<18.5999508] yes=119,no=120,missing=119,gain=5.78935528,cover=18212
- 119:leaf=0.000561915047,cover=0
- 120:leaf=-0.00149612257,cover=0
- 62:[LGI5<3.74316525] yes=121,no=122,missing=121,gain=2.97919345,cover=18103
- 121:leaf=0.00161559193,cover=0
- 122:leaf=-5.12687729e-05,cover=0
-booster[1128]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=1,gain=0.154354423,cover=5124388
- 1:[PialArea5<1.31770575] yes=3,no=4,missing=4,gain=0.288061261,cover=5024305
- 3:[LGI5<2.6558373] yes=7,no=8,missing=7,gain=0.250125051,cover=4971378
- 7:[Sulc0<-0.420901269] yes=15,no=16,missing=15,gain=0.812791407,cover=2137879
- 15:[Ecc<4.73840666] yes=31,no=32,missing=31,gain=2.20068741,cover=1063696
- 31:[Pol<111.846848] yes=63,no=64,missing=63,gain=4.13572836,cover=828153
- 63:leaf=-7.87380777e-05,cover=0
- 64:leaf=0.000146362727,cover=0
- 32:[Pol<84.1277542] yes=65,no=66,missing=65,gain=5.58390617,cover=235543
- 65:leaf=0.000270207034,cover=0
- 66:leaf=-0.000292983721,cover=0
- 16:[Pol<76.8473129] yes=33,no=34,missing=33,gain=3.93622589,cover=1074183
- 33:[Area5<0.703760326] yes=67,no=68,missing=67,gain=9.65707111,cover=145429
- 67:leaf=-8.85382033e-05,cover=0
- 68:leaf=0.000729332678,cover=0
- 34:[Ecc<5.72519016] yes=69,no=70,missing=69,gain=3.77894473,cover=928754
- 69:leaf=-7.31080872e-05,cover=0
- 70:leaf=0.000134760106,cover=0
- 8:[Sulc0<-0.87967056] yes=17,no=18,missing=17,gain=1.33199406,cover=2833499
- 17:[Ecc<0.567370772] yes=35,no=36,missing=35,gain=1.33300984,cover=152004
- 35:[PialCurv5<-0.0974217355] yes=71,no=72,missing=72,gain=1.02412271,cover=444
- 71:leaf=0.00165377394,cover=0
- 72:leaf=0.00763322879,cover=0
- 36:[PialCurv5<-0.130080611] yes=73,no=74,missing=73,gain=1.07795107,cover=151560
- 73:leaf=0.000224318937,cover=0
- 74:leaf=-5.50377117e-05,cover=0
- 18:[Ecc<0.836319208] yes=37,no=38,missing=38,gain=1.66103554,cover=2681495
- 37:[Area5<0.720865786] yes=75,no=76,missing=75,gain=2.96343279,cover=4185
- 75:leaf=-0.00142889586,cover=0
- 76:leaf=0.0032409695,cover=0
- 38:[Ecc<2.31110334] yes=77,no=78,missing=77,gain=1.43505323,cover=2677310
- 77:leaf=0.000446935737,cover=0
- 78:leaf=-1.92345524e-05,cover=0
- 4:[PialCurv5<-0.0680129603] yes=9,no=10,missing=10,gain=2.00320983,cover=52927
- 9:[Curv5<-0.0598238073] yes=19,no=20,missing=20,gain=1.54417968,cover=48894
- 19:[Curv5<-0.230516881] yes=39,no=40,missing=39,gain=1.41148973,cover=48844
- 39:[Ecc<0.889730632] yes=79,no=80,missing=80,gain=1.49935341,cover=10935
- 79:leaf=0.00148004503,cover=0
- 80:leaf=-0.00069155806,cover=0
- 40:[Sulc0<-0.420901269] yes=81,no=82,missing=81,gain=2.06625009,cover=37909
- 81:leaf=0.000210907412,cover=0
- 82:leaf=-0.00145298417,cover=0
- 20:[Pol<23.2745647] yes=41,no=42,missing=41,gain=0.78567636,cover=50
- 41:[PialCurv5<-0.0810050145] yes=83,no=84,missing=83,gain=0.174213409,cover=9
- 83:leaf=-0.0290827192,cover=0
- 84:leaf=-0.0114135584,cover=0
- 42:[Sulc0<-0.702361405] yes=85,no=86,missing=86,gain=0.59161073,cover=41
- 85:leaf=0.00271898764,cover=0
- 86:leaf=-0.00970883574,cover=0
- 10:[Area5<0.732334435] yes=21,no=22,missing=21,gain=3.39777994,cover=4033
- 21:[Ecc<1.21076584] yes=43,no=44,missing=44,gain=2.66446733,cover=2129
- 43:[LGI5<2.3349762] yes=87,no=88,missing=87,gain=1.17497361,cover=377
- 87:leaf=0.00472603878,cover=0
- 88:leaf=-0.000981936581,cover=0
- 44:[Pol<29.3809395] yes=89,no=90,missing=89,gain=1.09374523,cover=1752
- 89:leaf=-0.00641891966,cover=0
- 90:leaf=-0.00286354427,cover=0
- 22:[Pol<163.830338] yes=45,no=46,missing=45,gain=1.36683357,cover=1904
- 45:[Pol<145.397461] yes=91,no=92,missing=91,gain=1.60877395,cover=1630
- 91:leaf=0.000356685225,cover=0
- 92:leaf=0.00546973804,cover=0
- 46:[LGI5<2.8746686] yes=93,no=94,missing=93,gain=1.34332252,cover=274
- 93:leaf=-0.000250673649,cover=0
- 94:leaf=-0.00750140101,cover=0
- 2:[PialCurv5<-0.108766198] yes=5,no=6,missing=5,gain=0.600924611,cover=100083
- 5:[Sulc0<-0.678985238] yes=11,no=12,missing=12,gain=1.36532128,cover=43873
- 11:[Pol<19.2006226] yes=23,no=24,missing=23,gain=1.6548661,cover=33874
- 23:[Ecc<7.1378541] yes=47,no=48,missing=48,gain=2.02324414,cover=11656
- 47:[LGI5<2.45602322] yes=95,no=96,missing=95,gain=1.73517323,cover=8024
- 95:leaf=-0.00121520448,cover=0
- 96:leaf=0.000467384001,cover=0
- 48:[Ecc<17.7876587] yes=97,no=98,missing=97,gain=2.70851898,cover=3632
- 97:leaf=-0.00269958749,cover=0
- 98:leaf=3.29552167e-05,cover=0
- 24:[Curv5<-0.186853081] yes=49,no=50,missing=49,gain=1.24668455,cover=22218
- 49:[Ecc<0.669936359] yes=99,no=100,missing=99,gain=1.29572105,cover=16515
- 99:leaf=0.00408731122,cover=0
- 100:leaf=5.80735577e-05,cover=0
- 50:[PialCurv5<-0.142826259] yes=101,no=102,missing=101,gain=1.04617715,cover=5703
- 101:leaf=0.00463314354,cover=0
- 102:leaf=0.000839580607,cover=0
- 12:[Curv5<-0.261287659] yes=25,no=26,missing=26,gain=1.96219063,cover=9999
- 25:[Pol<149.795395] yes=51,no=52,missing=51,gain=1.09795845,cover=638
- 51:[Pol<123.059357] yes=103,no=104,missing=103,gain=5.32643652,cover=552
- 103:leaf=0.00142812566,cover=0
- 104:leaf=0.0192015134,cover=0
- 52:[Ecc<12.1917515] yes=105,no=106,missing=105,gain=0.861534536,cover=86
- 105:leaf=-0.00806112215,cover=0
- 106:leaf=0.0018557458,cover=0
- 26:[Ecc<5.46745825] yes=53,no=54,missing=53,gain=1.48732758,cover=9361
- 53:[Area5<0.746306419] yes=107,no=108,missing=108,gain=2.94627762,cover=2252
- 107:leaf=0.00231805723,cover=0
- 108:leaf=-0.00266867923,cover=0
- 54:[Pol<26.4235344] yes=109,no=110,missing=109,gain=1.10769796,cover=7109
- 109:leaf=0.000576985709,cover=0
- 110:leaf=-0.000809758727,cover=0
- 6:[LGI5<2.46263766] yes=13,no=14,missing=13,gain=1.70676136,cover=56210
- 13:[Ecc<0.999059319] yes=27,no=28,missing=28,gain=1.82854962,cover=13159
- 27:[LGI5<2.33061647] yes=55,no=56,missing=55,gain=3.91877913,cover=1956
- 55:[LGI5<2.27925944] yes=111,no=112,missing=111,gain=4.40816832,cover=810
- 111:leaf=-0.00145516731,cover=0
- 112:leaf=0.00594322756,cover=0
- 56:[Area5<0.747392178] yes=113,no=114,missing=113,gain=3.92015052,cover=1146
- 113:leaf=0.00102630921,cover=0
- 114:leaf=-0.00496308412,cover=0
- 28:[LGI5<2.31684756] yes=57,no=58,missing=57,gain=3.71664262,cover=11203
- 57:[Curv5<-0.127358407] yes=115,no=116,missing=115,gain=2.73347688,cover=3698
- 115:leaf=0.000726744242,cover=0
- 116:leaf=-0.00204737997,cover=0
- 58:[Pol<110.287491] yes=117,no=118,missing=117,gain=2.1025939,cover=7505
- 117:leaf=0.00198909082,cover=0
- 118:leaf=-5.42376765e-05,cover=0
- 14:[LGI5<2.61063838] yes=29,no=30,missing=29,gain=4.27305794,cover=43051
- 29:[Ecc<1.41371143] yes=59,no=60,missing=59,gain=2.81384468,cover=10808
- 59:[Pol<100.628822] yes=119,no=120,missing=120,gain=3.37567329,cover=833
- 119:leaf=0.000177964452,cover=0
- 120:leaf=0.00766737154,cover=0
- 60:[Sulc0<-0.522449493] yes=121,no=122,missing=122,gain=2.21401644,cover=9975
- 121:leaf=-0.00149008329,cover=0
- 122:leaf=0.000264103874,cover=0
- 30:[Ecc<1.41371143] yes=61,no=62,missing=62,gain=1.67864704,cover=32243
- 61:[Area5<0.712503135] yes=123,no=124,missing=123,gain=1.37005568,cover=131
- 123:leaf=-0.0156181632,cover=0
- 124:leaf=-0.00276941783,cover=0
- 62:[Ecc<2.42687178] yes=125,no=126,missing=125,gain=2.86433697,cover=32112
- 125:leaf=0.00622029742,cover=0
- 126:leaf=0.000291057309,cover=0
-booster[1129]:
-0:[PialArea5<0.365779996] yes=1,no=2,missing=2,gain=0.15302071,cover=5124388
- 1:[Curv5<0.171955615] yes=3,no=4,missing=3,gain=0.684612036,cover=303029
- 3:[Area5<0.718244016] yes=7,no=8,missing=8,gain=0.865880251,cover=139836
- 7:[Ecc<31.520586] yes=15,no=16,missing=15,gain=0.880160451,cover=108748
- 15:[Pol<68.895668] yes=31,no=32,missing=31,gain=1.14364898,cover=97266
- 31:[Ecc<14.694541] yes=63,no=64,missing=63,gain=2.27901411,cover=1280
- 63:leaf=-0.00127162028,cover=0
- 64:leaf=0.00313957711,cover=0
- 32:[Sulc0<0.869075775] yes=65,no=66,missing=65,gain=0.870597482,cover=95986
- 65:leaf=-1.23268055e-05,cover=0
- 66:leaf=0.000328697439,cover=0
- 16:[PialCurv5<0.154069737] yes=33,no=34,missing=33,gain=1.88377118,cover=11482
- 33:[LGI5<3.1900804] yes=67,no=68,missing=68,gain=1.84498429,cover=1753
- 67:leaf=-0.00077622378,cover=0
- 68:leaf=0.00251272973,cover=0
- 34:[PialArea5<0.267248243] yes=69,no=70,missing=69,gain=1.62969887,cover=9729
- 69:leaf=0.00130916736,cover=0
- 70:leaf=-0.000851861376,cover=0
- 8:[Sulc0<0.464385748] yes=17,no=18,missing=17,gain=1.05233252,cover=31088
- 17:[Sulc0<-0.364187956] yes=35,no=36,missing=36,gain=0.850821257,cover=1548
- 35:[Pol<130.198486] yes=71,no=72,missing=72,gain=0.410464227,cover=35
- 71:leaf=0.00526367966,cover=0
- 72:leaf=-0.00840884913,cover=0
- 36:[Sulc0<0.0214736983] yes=73,no=74,missing=73,gain=0.543457031,cover=1513
- 73:leaf=0.00532608246,cover=0
- 74:leaf=0.00154249498,cover=0
- 18:[PialCurv5<0.0987490341] yes=37,no=38,missing=37,gain=0.846140325,cover=29540
- 37:[Curv5<0.0407969989] yes=75,no=76,missing=75,gain=1.6152178,cover=463
- 75:leaf=0.0166825019,cover=0
- 76:leaf=0.0017862611,cover=0
- 38:[LGI5<3.51961541] yes=77,no=78,missing=77,gain=0.75724256,cover=29077
- 77:leaf=0.00017461578,cover=0
- 78:leaf=0.00113627722,cover=0
- 4:[PialCurv5<0.24610664] yes=9,no=10,missing=9,gain=1.25747275,cover=163193
- 9:[Ecc<6.92728615] yes=19,no=20,missing=20,gain=1.15623367,cover=30592
- 19:[Area5<0.545738399] yes=39,no=40,missing=39,gain=1.83699763,cover=14150
- 39:[LGI5<2.48603988] yes=79,no=80,missing=80,gain=0.522979975,cover=922
- 79:leaf=-0.0013431221,cover=0
- 80:leaf=-0.00391338672,cover=0
- 40:[Ecc<1.73852015] yes=81,no=82,missing=81,gain=1.49178946,cover=13228
- 81:leaf=-0.00131373946,cover=0
- 82:leaf=0.000349322392,cover=0
- 20:[LGI5<2.86381269] yes=41,no=42,missing=41,gain=2.01869655,cover=16442
- 41:[LGI5<2.36467862] yes=83,no=84,missing=84,gain=1.56548214,cover=6302
- 83:leaf=0.00188127067,cover=0
- 84:leaf=-0.00150621182,cover=0
- 42:[Pol<74.0505524] yes=85,no=86,missing=85,gain=1.65095055,cover=10140
- 85:leaf=-0.00201266329,cover=0
- 86:leaf=4.87529614e-05,cover=0
- 10:[Pol<160.869751] yes=21,no=22,missing=21,gain=1.38406181,cover=132601
- 21:[Pol<110.811417] yes=43,no=44,missing=43,gain=1.04982698,cover=130256
- 43:[Curv5<0.190557376] yes=87,no=88,missing=87,gain=1.26231444,cover=114930
- 87:leaf=-0.000205369477,cover=0
- 88:leaf=0.000164520214,cover=0
- 44:[Ecc<44.7855835] yes=89,no=90,missing=89,gain=1.12796915,cover=15326
- 89:leaf=-0.000405004947,cover=0
- 90:leaf=0.00664194627,cover=0
- 22:[LGI5<2.74668789] yes=45,no=46,missing=46,gain=1.09137464,cover=2345
- 45:[LGI5<2.58938479] yes=91,no=92,missing=91,gain=1.03450572,cover=1370
- 91:leaf=0.000929360453,cover=0
- 92:leaf=-0.00279206992,cover=0
- 46:[LGI5<2.99035311] yes=93,no=94,missing=93,gain=2.70008016,cover=975
- 93:leaf=0.00501138112,cover=0
- 94:leaf=-0.000254739542,cover=0
- 2:[Sulc0<1.11117697] yes=5,no=6,missing=5,gain=0.281669885,cover=4821359
- 5:[Curv5<0.0896491781] yes=11,no=12,missing=12,gain=0.409591764,cover=4792548
- 11:[Area5<0.987501919] yes=23,no=24,missing=24,gain=0.547275186,cover=3963988
- 23:[MidArea5<1.21578133] yes=47,no=48,missing=47,gain=0.635225058,cover=3949404
- 47:[PialArea5<1.57955706] yes=95,no=96,missing=95,gain=2.792135,cover=3936732
- 95:leaf=5.34241644e-06,cover=0
- 96:leaf=-0.000994355069,cover=0
- 48:[LGI5<2.81359315] yes=97,no=98,missing=97,gain=1.22206473,cover=12672
- 97:leaf=0.00067697902,cover=0
- 98:leaf=-0.000397883327,cover=0
- 24:[Sulc0<0.915739596] yes=49,no=50,missing=50,gain=1.86584353,cover=14584
- 49:[Pol<176.117172] yes=99,no=100,missing=100,gain=1.25522661,cover=14449
- 99:leaf=-0.000312146294,cover=0
- 100:leaf=0.00309853419,cover=0
- 50:[PialArea5<0.655307472] yes=101,no=102,missing=101,gain=1.79708171,cover=135
- 101:leaf=-0.0144465342,cover=0
- 102:leaf=-0.00213130005,cover=0
- 12:[MidArea5<0.675531864] yes=25,no=26,missing=26,gain=1.01274002,cover=828560
- 25:[PialArea5<0.655307472] yes=51,no=52,missing=52,gain=2.20506954,cover=713565
- 51:[Pol<112.359543] yes=103,no=104,missing=103,gain=1.61510611,cover=710574
- 103:leaf=-6.93123075e-05,cover=0
- 104:leaf=9.34421769e-05,cover=0
- 52:[Area5<0.646843374] yes=105,no=106,missing=105,gain=2.73362088,cover=2991
- 105:leaf=0.00340305502,cover=0
- 106:leaf=0.000233481522,cover=0
- 26:[Area5<0.663006425] yes=53,no=54,missing=54,gain=2.14608502,cover=114995
- 53:[Ecc<14.694541] yes=107,no=108,missing=107,gain=2.60753822,cover=861
- 107:leaf=0.00326555572,cover=0
- 108:leaf=-0.00560154812,cover=0
- 54:[Pol<108.715256] yes=109,no=110,missing=110,gain=1.82279456,cover=114134
- 109:leaf=-1.43258148e-05,cover=0
- 110:leaf=-0.000416837313,cover=0
- 6:[Ecc<19.7764034] yes=13,no=14,missing=14,gain=3.01126003,cover=28811
- 13:[PialCurv5<0.116372027] yes=27,no=28,missing=27,gain=6.1251173,cover=2727
- 27:[PialArea5<0.472106963] yes=55,no=56,missing=55,gain=1.31497717,cover=49
- 55:[Ecc<18.5999508] yes=111,no=112,missing=111,gain=0.266142845,cover=35
- 111:leaf=-0.0245739259,cover=0
- 112:leaf=0.000806009804,cover=0
- 56:[PialArea5<0.621054947] yes=113,no=114,missing=113,gain=0.171975493,cover=14
- 113:leaf=-0.00859234668,cover=0
- 114:leaf=0.00293167355,cover=0
- 28:[Pol<111.846848] yes=57,no=58,missing=57,gain=1.4595449,cover=2678
- 57:[LGI5<3.35709596] yes=115,no=116,missing=115,gain=1.50262976,cover=2579
- 115:leaf=0.000144695907,cover=0
- 116:leaf=-0.00230375817,cover=0
- 58:[Curv5<0.155577481] yes=117,no=118,missing=117,gain=1.36593759,cover=99
- 117:leaf=-0.013761878,cover=0
- 118:leaf=-0.00191817561,cover=0
- 14:[Pol<105.995506] yes=29,no=30,missing=30,gain=2.54451036,cover=26084
- 29:[PialCurv5<0.24610664] yes=59,no=60,missing=59,gain=2.68609643,cover=23322
- 59:[Area5<0.661233962] yes=119,no=120,missing=119,gain=1.7929697,cover=8344
- 119:leaf=-0.000984825427,cover=0
- 120:leaf=0.0014527163,cover=0
- 60:[Curv5<0.122410901] yes=121,no=122,missing=121,gain=1.68452179,cover=14978
- 121:leaf=-0.00213069445,cover=0
- 122:leaf=0.000215100867,cover=0
- 30:[MidArea5<0.651719034] yes=61,no=62,missing=61,gain=3.4027133,cover=2762
- 61:[LGI5<3.60428405] yes=123,no=124,missing=124,gain=1.66000342,cover=2265
- 123:leaf=-0.0011920454,cover=0
- 124:leaf=-0.00439659273,cover=0
- 62:[LGI5<3.58443618] yes=125,no=126,missing=125,gain=1.05422902,cover=497
- 125:leaf=0.00367196091,cover=0
- 126:leaf=-0.00242102612,cover=0
-booster[1130]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=2,gain=0.153818309,cover=5124388
- 1:[PialArea5<1.48916721] yes=3,no=4,missing=3,gain=0.353162467,cover=5064338
- 3:[PialArea5<0.409017563] yes=7,no=8,missing=7,gain=0.15155369,cover=5058509
- 7:[Area5<0.705328763] yes=15,no=16,missing=15,gain=0.751485109,cover=483456
- 15:[Ecc<0.221054599] yes=31,no=32,missing=31,gain=0.590624034,cover=349084
- 31:[Area5<0.651789546] yes=61,no=62,missing=61,gain=0.840637326,cover=512
- 61:leaf=0.00264916546,cover=0
- 62:leaf=-0.00254270644,cover=0
- 32:[LGI5<2.30690479] yes=63,no=64,missing=64,gain=0.454489887,cover=348572
- 63:leaf=0.000208965837,cover=0
- 64:leaf=-2.95988775e-05,cover=0
- 16:[Sulc0<0.662694752] yes=33,no=34,missing=33,gain=1.73269796,cover=134372
- 33:[LGI5<2.3865335] yes=65,no=66,missing=65,gain=2.16868424,cover=34801
- 65:leaf=-0.000579073036,cover=0
- 66:leaf=0.000584626978,cover=0
- 34:[LGI5<2.61063838] yes=67,no=68,missing=68,gain=3.02408338,cover=99571
- 67:leaf=-0.000676959113,cover=0
- 68:leaf=0.000129319451,cover=0
- 8:[Curv5<0.0778492987] yes=17,no=18,missing=17,gain=0.375546992,cover=4575053
- 17:[PialCurv5<0.182067633] yes=35,no=36,missing=35,gain=1.09486187,cover=3772104
- 35:[Area5<0.864337862] yes=69,no=70,missing=69,gain=0.702951491,cover=3750114
- 69:leaf=7.83800351e-06,cover=0
- 70:leaf=-0.000183651777,cover=0
- 36:[MidArea5<0.713920057] yes=71,no=72,missing=71,gain=1.32640386,cover=21990
- 71:leaf=-0.000567321666,cover=0
- 72:leaf=0.000340499275,cover=0
- 18:[Sulc0<-0.776109517] yes=37,no=38,missing=38,gain=1.11882174,cover=802949
- 37:[LGI5<2.44319153] yes=73,no=74,missing=73,gain=0.855413675,cover=104
- 73:leaf=-0.00838747155,cover=0
- 74:leaf=0.00115605164,cover=0
- 38:[Pol<5.90224934] yes=75,no=76,missing=76,gain=1.00953162,cover=802845
- 75:leaf=-0.000918891921,cover=0
- 76:leaf=-3.01364053e-05,cover=0
- 4:[Area5<0.695070922] yes=9,no=10,missing=10,gain=2.33769822,cover=5829
- 9:[Pol<131.443253] yes=19,no=20,missing=19,gain=1.60042691,cover=4386
- 19:[LGI5<2.34364653] yes=39,no=40,missing=39,gain=1.79424644,cover=2995
- 39:[Ecc<3.35458159] yes=77,no=78,missing=77,gain=2.12596345,cover=819
- 77:leaf=-0.000156087845,cover=0
- 78:leaf=-0.00762647483,cover=0
- 40:[Area5<0.609410942] yes=79,no=80,missing=79,gain=2.42121124,cover=2176
- 79:leaf=0.00505829277,cover=0
- 80:leaf=0.000784743286,cover=0
- 20:[Ecc<6.98131132] yes=41,no=42,missing=41,gain=1.45640206,cover=1391
- 41:[LGI5<2.30180311] yes=81,no=82,missing=82,gain=0.966034055,cover=1230
- 81:leaf=0.00250415504,cover=0
- 82:leaf=-0.00225664093,cover=0
- 42:[LGI5<3.02536297] yes=83,no=84,missing=83,gain=1.69783068,cover=161
- 83:leaf=0.00637730723,cover=0
- 84:leaf=-0.00505141076,cover=0
- 10:[LGI5<2.22170687] yes=21,no=22,missing=22,gain=1.02453017,cover=1443
- 21:[Ecc<0.669936359] yes=43,no=44,missing=43,gain=1.89786506,cover=44
- 43:[Sulc0<-1.08640325] yes=85,no=86,missing=85,gain=0.628646612,cover=13
- 85:leaf=-0.00369213824,cover=0
- 86:leaf=0.0249364451,cover=0
- 44:[PialCurv5<-0.0990834236] yes=87,no=88,missing=87,gain=0.12566863,cover=31
- 87:leaf=-0.00433300156,cover=0
- 88:leaf=0.00188669038,cover=0
- 22:[PialCurv5<-0.0441194475] yes=45,no=46,missing=45,gain=0.865544796,cover=1399
- 45:[PialCurv5<-0.0914456472] yes=89,no=90,missing=90,gain=1.05005145,cover=1376
- 89:leaf=-0.00175909454,cover=0
- 90:leaf=-0.00500058429,cover=0
- 46:[Sulc0<-0.726142108] yes=91,no=92,missing=91,gain=0.32348302,cover=23
- 91:leaf=-0.00103116303,cover=0
- 92:leaf=0.0111629674,cover=0
- 2:[Curv5<-0.350989401] yes=5,no=6,missing=5,gain=0.467200309,cover=60050
- 5:[Sulc0<-0.911647499] yes=11,no=12,missing=12,gain=0.367068142,cover=39
- 11:[PialCurv5<-0.175695807] yes=23,no=24,missing=23,gain=0.307528973,cover=13
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=0.0238053463,cover=9
- 47:[Ecc<3.60812569] yes=93,no=94,missing=93,gain=0.00113356288,cover=3
- 93:leaf=-0.000860977161,cover=0
- 94:leaf=0.000677065051,cover=0
- 48:[Ecc<5.21075869] yes=95,no=96,missing=95,gain=0.000141039491,cover=6
- 95:leaf=0.00579186296,cover=0
- 96:leaf=0.0016187072,cover=0
- 24:leaf=-0.0113734845,cover=0
- 12:[Pol<11.2407846] yes=25,no=26,missing=25,gain=0.211125612,cover=26
- 25:[Ecc<5.4036684] yes=49,no=50,missing=49,gain=0.00506651402,cover=8
- 49:leaf=0.017554231,cover=0
- 50:leaf=0.00794633664,cover=0
- 26:[Ecc<4.73840666] yes=51,no=52,missing=51,gain=0.0686730295,cover=18
- 51:[MidArea5<1.21578133] yes=97,no=98,missing=97,gain=0.0177980959,cover=9
- 97:leaf=0.00933677889,cover=0
- 98:leaf=0.00238624425,cover=0
- 52:[Sulc0<-0.738139331] yes=99,no=100,missing=99,gain=0.0249497723,cover=9
- 99:leaf=-0.000514491403,cover=0
- 100:leaf=0.00439028768,cover=0
- 6:[Area5<0.650824547] yes=13,no=14,missing=13,gain=0.441188097,cover=60011
- 13:[Pol<12.2267933] yes=27,no=28,missing=27,gain=0.721085906,cover=968
- 27:[LGI5<2.32613516] yes=53,no=54,missing=54,gain=0.408077061,cover=115
- 53:[Curv5<-0.166574284] yes=101,no=102,missing=101,gain=0.143884957,cover=31
- 101:leaf=-0.00498500234,cover=0
- 102:leaf=-0.0129229026,cover=0
- 54:[LGI5<2.53428411] yes=103,no=104,missing=103,gain=0.623181045,cover=84
- 103:leaf=0.00192933588,cover=0
- 104:leaf=-0.00756135536,cover=0
- 28:[Pol<141.801834] yes=55,no=56,missing=55,gain=0.828236103,cover=853
- 55:[Ecc<3.29132295] yes=105,no=106,missing=105,gain=0.913466096,cover=549
- 105:leaf=0.0016721728,cover=0
- 106:leaf=0.00651441608,cover=0
- 56:[Sulc0<-0.644343197] yes=107,no=108,missing=107,gain=0.42442742,cover=304
- 107:leaf=0.000297136226,cover=0
- 108:leaf=-0.00506160734,cover=0
- 14:[PialArea5<1.57955706] yes=29,no=30,missing=29,gain=0.469096631,cover=59043
- 29:[Area5<0.924216449] yes=57,no=58,missing=57,gain=1.53392136,cover=40514
- 57:[Pol<160.153915] yes=109,no=110,missing=109,gain=1.33369863,cover=26773
- 109:leaf=0.00049970299,cover=0
- 110:leaf=-0.00061860698,cover=0
- 58:[Pol<59.5955544] yes=111,no=112,missing=112,gain=1.16069317,cover=13741
- 111:leaf=-0.000671651156,cover=0
- 112:leaf=0.000257508043,cover=0
- 30:[MidArea5<1.21578133] yes=59,no=60,missing=59,gain=4.48643303,cover=18529
- 59:[PialCurv5<-0.0931780562] yes=113,no=114,missing=113,gain=2.28107858,cover=5684
- 113:leaf=-0.000752290885,cover=0
- 114:leaf=-0.00308919162,cover=0
- 60:[Sulc0<-0.43309778] yes=115,no=116,missing=115,gain=2.90642214,cover=12845
- 115:leaf=0.000574746809,cover=0
- 116:leaf=-0.00236419821,cover=0
-booster[1131]:
-0:[Area5<0.380439579] yes=1,no=2,missing=2,gain=0.154008016,cover=5124388
- 1:[PialCurv5<-0.138158455] yes=3,no=4,missing=3,gain=1.09582973,cover=20016
- 3:[MidArea5<0.515777051] yes=7,no=8,missing=7,gain=0.873788476,cover=9633
- 7:[PialArea5<0.662493944] yes=15,no=16,missing=15,gain=2.46632791,cover=3774
- 15:[MidArea5<0.474339783] yes=31,no=32,missing=31,gain=1.08861184,cover=3081
- 31:[PialArea5<0.605248392] yes=63,no=64,missing=64,gain=1.16644704,cover=1821
- 63:leaf=-0.000155474045,cover=0
- 64:leaf=0.00422894396,cover=0
- 32:[PialArea5<0.643814564] yes=65,no=66,missing=65,gain=0.919262171,cover=1260
- 65:leaf=-0.00264621223,cover=0
- 66:leaf=0.000191792758,cover=0
- 16:[Curv5<-0.39144522] yes=33,no=34,missing=33,gain=0.478043556,cover=693
- 33:[Ecc<2.19188094] yes=67,no=68,missing=68,gain=0.259044409,cover=59
- 67:leaf=0.000431646738,cover=0
- 68:leaf=0.00868227147,cover=0
- 34:[Curv5<-0.108295463] yes=69,no=70,missing=69,gain=0.367645144,cover=634
- 69:leaf=0.00253255339,cover=0
- 70:leaf=-0.00568530057,cover=0
- 8:[PialArea5<0.702764034] yes=17,no=18,missing=17,gain=1.4863441,cover=5859
- 17:[Ecc<0.999059319] yes=35,no=36,missing=35,gain=0.47930336,cover=750
- 35:[LGI5<2.43054438] yes=71,no=72,missing=72,gain=0.189708471,cover=95
- 71:leaf=-0.0046853642,cover=0
- 72:leaf=-0.00966303144,cover=0
- 36:[PialArea5<0.672997355] yes=73,no=74,missing=73,gain=0.506582856,cover=655
- 73:leaf=-0.00536052976,cover=0
- 74:leaf=-0.00181461254,cover=0
- 18:[MidArea5<0.532900333] yes=37,no=38,missing=37,gain=1.74546528,cover=5109
- 37:[PialArea5<0.730471373] yes=75,no=76,missing=76,gain=0.367187738,cover=498
- 75:leaf=0.00156489655,cover=0
- 76:leaf=0.00508590322,cover=0
- 38:[PialArea5<0.756055057] yes=77,no=78,missing=77,gain=1.41762507,cover=4611
- 77:leaf=-0.00211387849,cover=0
- 78:leaf=-0.000268291129,cover=0
- 4:[LGI5<3.04906535] yes=9,no=10,missing=9,gain=1.90398836,cover=10383
- 9:[Sulc0<-0.498973608] yes=19,no=20,missing=19,gain=0.894967258,cover=9797
- 19:[Pol<39.9674568] yes=39,no=40,missing=40,gain=0.740213096,cover=8000
- 39:[Ecc<0.836319208] yes=79,no=80,missing=79,gain=1.08486032,cover=586
- 79:leaf=0.00392608065,cover=0
- 80:leaf=-0.000375603442,cover=0
- 40:[Pol<172.045227] yes=81,no=82,missing=82,gain=0.646334648,cover=7414
- 81:leaf=0.00013301798,cover=0
- 82:leaf=-0.00193579611,cover=0
- 20:[PialCurv5<-0.0542625114] yes=41,no=42,missing=42,gain=0.576799035,cover=1797
- 41:[PialCurv5<-0.109546423] yes=83,no=84,missing=83,gain=0.912616014,cover=1493
- 83:leaf=0.000550718745,cover=0
- 84:leaf=0.00302322698,cover=0
- 42:[Curv5<-0.129194111] yes=85,no=86,missing=85,gain=0.454400301,cover=304
- 85:leaf=-0.00445207255,cover=0
- 86:leaf=0.000371500035,cover=0
- 10:[Pol<89.7623749] yes=21,no=22,missing=21,gain=1.18721735,cover=586
- 21:[Ecc<13.4950199] yes=43,no=44,missing=43,gain=1.87819517,cover=362
- 43:[Ecc<10.147254] yes=87,no=88,missing=88,gain=1.18153501,cover=90
- 87:leaf=-0.00204631453,cover=0
- 88:leaf=0.00975100044,cover=0
- 44:[LGI5<3.4634192] yes=89,no=90,missing=89,gain=0.761985064,cover=272
- 89:leaf=-0.00400557043,cover=0
- 90:leaf=0.00312643475,cover=0
- 22:[PialArea5<0.472106963] yes=45,no=46,missing=45,gain=0.541204214,cover=224
- 45:[Ecc<7.90440989] yes=91,no=92,missing=91,gain=0.344001114,cover=68
- 91:leaf=-0.00782147981,cover=0
- 92:leaf=0.000365245854,cover=0
- 46:[Pol<90.9627914] yes=93,no=94,missing=93,gain=0.185448647,cover=156
- 93:leaf=-0.0199177526,cover=0
- 94:leaf=-0.00672109751,cover=0
- 2:[Curv5<-0.256378978] yes=5,no=6,missing=5,gain=0.190019965,cover=5104372
- 5:[PialCurv5<-0.0948967114] yes=11,no=12,missing=11,gain=1.05958998,cover=373197
- 11:[LGI5<2.24172258] yes=23,no=24,missing=23,gain=0.748982549,cover=365893
- 23:[Pol<32.323391] yes=47,no=48,missing=48,gain=1.31567776,cover=11627
- 47:[PialArea5<1.00558591] yes=95,no=96,missing=95,gain=3.07353878,cover=2804
- 95:leaf=0.000674882729,cover=0
- 96:leaf=-0.00282934168,cover=0
- 48:[PialCurv5<-0.123971827] yes=97,no=98,missing=98,gain=1.87809181,cover=8823
- 97:leaf=0.000373564166,cover=0
- 98:leaf=0.00218800618,cover=0
- 24:[Ecc<7.08616447] yes=49,no=50,missing=49,gain=0.924648821,cover=354266
- 49:[LGI5<2.78495932] yes=99,no=100,missing=100,gain=1.97488141,cover=166113
- 99:leaf=1.29109976e-05,cover=0
- 100:leaf=-0.000509038277,cover=0
- 50:[LGI5<3.45167398] yes=101,no=102,missing=101,gain=0.971745729,cover=188153
- 101:leaf=0.000155093483,cover=0
- 102:leaf=-0.000174887638,cover=0
- 12:[MidArea5<0.643286705] yes=25,no=26,missing=25,gain=1.92131186,cover=7304
- 25:[Area5<0.529385149] yes=51,no=52,missing=51,gain=1.03653646,cover=2610
- 51:[Ecc<4.20590305] yes=103,no=104,missing=104,gain=1.45575798,cover=1651
- 103:leaf=-0.00104254892,cover=0
- 104:leaf=0.00223098323,cover=0
- 52:[Ecc<5.72519016] yes=105,no=106,missing=105,gain=1.65439105,cover=959
- 105:leaf=0.00369526702,cover=0
- 106:leaf=-0.00174186716,cover=0
- 26:[LGI5<3.28291535] yes=53,no=54,missing=54,gain=1.06227303,cover=4694
- 53:[MidArea5<0.824597478] yes=107,no=108,missing=108,gain=0.88125062,cover=4183
- 107:leaf=-0.000478402158,cover=0
- 108:leaf=-0.00214448129,cover=0
- 54:[PialCurv5<-0.0555995218] yes=109,no=110,missing=110,gain=0.993575335,cover=511
- 109:leaf=-0.00228547631,cover=0
- 110:leaf=-0.00805858057,cover=0
- 6:[PialCurv5<-0.164281175] yes=13,no=14,missing=13,gain=0.296464115,cover=4731175
- 13:[Curv5<-0.169727564] yes=27,no=28,missing=28,gain=1.38089252,cover=21777
- 27:[Pol<173.942612] yes=55,no=56,missing=55,gain=0.95190078,cover=20258
- 55:[Ecc<4.40349627] yes=111,no=112,missing=111,gain=1.09430194,cover=19213
- 111:leaf=0.000987572595,cover=0
- 112:leaf=0.000139986689,cover=0
- 56:[Area5<0.864337862] yes=113,no=114,missing=113,gain=2.0442636,cover=1045
- 113:leaf=-0.00140456471,cover=0
- 114:leaf=0.020267209,cover=0
- 28:[PialArea5<0.621054947] yes=57,no=58,missing=58,gain=1.72592735,cover=1519
- 57:[Area5<0.780320704] yes=115,no=116,missing=115,gain=0.712396741,cover=312
- 115:leaf=0.00176133122,cover=0
- 116:leaf=0.0230226163,cover=0
- 58:[Ecc<5.66086149] yes=117,no=118,missing=117,gain=1.81899714,cover=1207
- 117:leaf=0.000397930591,cover=0
- 118:leaf=-0.00361799076,cover=0
- 14:[Sulc0<-1.03844893] yes=29,no=30,missing=30,gain=0.243356079,cover=4709398
- 29:[PialCurv5<-0.072655201] yes=59,no=60,missing=59,gain=2.63714409,cover=106635
- 59:[Ecc<17.0169544] yes=119,no=120,missing=119,gain=1.52963328,cover=104272
- 119:leaf=1.53825204e-05,cover=0
- 120:leaf=-0.000699382916,cover=0
- 60:[LGI5<2.13090348] yes=121,no=122,missing=122,gain=3.1837213,cover=2363
- 121:leaf=0.005879662,cover=0
- 122:leaf=-0.0021708624,cover=0
- 30:[MidArea5<1.1557827] yes=61,no=62,missing=62,gain=0.369424403,cover=4602763
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=123,gain=0.475192815,cover=4569981
- 123:leaf=-2.21972095e-06,cover=0
- 124:leaf=-0.000953196024,cover=0
- 62:[Area5<0.768806875] yes=125,no=126,missing=125,gain=1.85512972,cover=32782
- 125:leaf=0.0011252769,cover=0
- 126:leaf=1.84833116e-05,cover=0
-booster[1132]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=2,gain=0.143325165,cover=5124388
- 1:[PialArea5<1.31770575] yes=3,no=4,missing=4,gain=0.262480944,cover=5024305
- 3:[Pol<29.3809395] yes=7,no=8,missing=7,gain=0.238796756,cover=4971378
- 7:[Ecc<15.5679035] yes=15,no=16,missing=15,gain=1.5371089,cover=567484
- 15:[Curv5<-0.0226651002] yes=31,no=32,missing=32,gain=3.60039091,cover=345275
- 31:[Curv5<-0.218969986] yes=63,no=64,missing=63,gain=3.53069091,cover=321576
- 63:leaf=-5.67260031e-05,cover=0
- 64:leaf=0.00027963263,cover=0
- 32:[Area5<0.571740985] yes=65,no=66,missing=65,gain=3.14775181,cover=23699
- 65:leaf=-0.0038560254,cover=0
- 66:leaf=-0.000399301731,cover=0
- 16:[Curv5<-0.0708468556] yes=33,no=34,missing=33,gain=5.91572475,cover=222209
- 33:[PialCurv5<-0.0501225069] yes=67,no=68,missing=67,gain=4.57404137,cover=170801
- 67:leaf=-0.000145156984,cover=0
- 68:leaf=-0.00119193131,cover=0
- 34:[PialCurv5<-0.0314326771] yes=69,no=70,missing=69,gain=6.31502724,cover=51408
- 69:leaf=0.00166176131,cover=0
- 70:leaf=0.000155142043,cover=0
- 8:[Curv5<-0.225438625] yes=17,no=18,missing=17,gain=0.535092771,cover=4403894
- 17:[Area5<0.702101529] yes=35,no=36,missing=35,gain=3.00021362,cover=487578
- 35:[LGI5<3.38720298] yes=71,no=72,missing=71,gain=1.56521702,cover=434680
- 71:leaf=3.09671996e-05,cover=0
- 72:leaf=-0.000310608593,cover=0
- 36:[LGI5<2.70478106] yes=73,no=74,missing=73,gain=4.02969646,cover=52898
- 73:leaf=0.00107400818,cover=0
- 74:leaf=0.000118019248,cover=0
- 18:[PialCurv5<-0.142826259] yes=37,no=38,missing=38,gain=1.51464796,cover=3916316
- 37:[Curv5<-0.207981065] yes=75,no=76,missing=75,gain=1.53323734,cover=35070
- 75:leaf=-3.88380613e-06,cover=0
- 76:leaf=0.000657605182,cover=0
- 38:[Sulc0<-0.552155435] yes=77,no=78,missing=77,gain=1.66655982,cover=3881246
- 77:leaf=-8.3593608e-05,cover=0
- 78:leaf=2.17105321e-06,cover=0
- 4:[PialCurv5<-0.0680129603] yes=9,no=10,missing=10,gain=1.7976439,cover=52927
- 9:[Curv5<-0.0598238073] yes=19,no=20,missing=19,gain=1.40954626,cover=48894
- 19:[Curv5<-0.230516881] yes=39,no=40,missing=39,gain=1.27223241,cover=48844
- 39:[Ecc<0.889730632] yes=79,no=80,missing=80,gain=1.35020745,cover=10935
- 79:leaf=0.00140353374,cover=0
- 80:leaf=-0.00065723242,cover=0
- 40:[Sulc0<-0.420901269] yes=81,no=82,missing=81,gain=1.86327815,cover=37909
- 81:leaf=0.000199504662,cover=0
- 82:leaf=-0.00138055102,cover=0
- 20:[Pol<23.2745647] yes=41,no=42,missing=42,gain=0.727723241,cover=50
- 41:[PialCurv5<-0.0810050145] yes=83,no=84,missing=83,gain=0.161421537,cover=9
- 83:leaf=-0.0279198345,cover=0
- 84:leaf=-0.0109384498,cover=0
- 42:[Area5<0.717401922] yes=85,no=86,missing=85,gain=0.57723546,cover=41
- 85:leaf=-0.0100754434,cover=0
- 86:leaf=0.0017758914,cover=0
- 10:[Area5<0.738135278] yes=21,no=22,missing=21,gain=3.07983232,cover=4033
- 21:[Ecc<1.21076584] yes=43,no=44,missing=44,gain=2.6366415,cover=2266
- 43:[LGI5<2.56467891] yes=87,no=88,missing=88,gain=1.01148915,cover=390
- 87:leaf=0.00183964882,cover=0
- 88:leaf=-0.0129098436,cover=0
- 44:[Pol<100.090813] yes=89,no=90,missing=90,gain=1.39237309,cover=1876
- 89:leaf=-0.00193583767,cover=0
- 90:leaf=-0.00468905224,cover=0
- 22:[Pol<163.830338] yes=45,no=46,missing=45,gain=0.852085292,cover=1767
- 45:[Pol<145.397461] yes=91,no=92,missing=91,gain=1.82711077,cover=1512
- 91:leaf=0.000304236339,cover=0
- 92:leaf=0.00605099741,cover=0
- 46:[LGI5<2.8746686] yes=93,no=94,missing=93,gain=1.29102683,cover=255
- 93:leaf=0.000540160923,cover=0
- 94:leaf=-0.00677613635,cover=0
- 2:[LGI5<2.16230083] yes=5,no=6,missing=5,gain=0.609542489,cover=100083
- 5:[Area5<0.761842728] yes=11,no=12,missing=11,gain=0.514873683,cover=416
- 11:[Curv5<-0.220549613] yes=23,no=24,missing=24,gain=0.495193481,cover=203
- 23:[Sulc0<-0.998678327] yes=47,no=48,missing=47,gain=0.070584096,cover=44
- 47:[Ecc<3.22716212] yes=95,no=96,missing=95,gain=0.0496281832,cover=34
- 95:leaf=-0.00109829393,cover=0
- 96:leaf=-0.00615689345,cover=0
- 48:[PialArea5<1.48916721] yes=97,no=98,missing=97,gain=0.0914885923,cover=10
- 97:leaf=0.00762384152,cover=0
- 98:leaf=-0.00135125441,cover=0
- 24:[Ecc<3.94116735] yes=49,no=50,missing=49,gain=0.357935667,cover=159
- 49:[Ecc<3.03937531] yes=99,no=100,missing=100,gain=0.24975276,cover=143
- 99:leaf=0.00467034429,cover=0
- 100:leaf=0.00980821718,cover=0
- 50:[Sulc0<-0.828605771] yes=101,no=102,missing=101,gain=0.0877358839,cover=16
- 101:leaf=-0.00463456893,cover=0
- 102:leaf=0.00258352584,cover=0
- 12:[PialArea5<1.48916721] yes=25,no=26,missing=25,gain=0.426110089,cover=213
- 25:[Curv5<0.0146088367] yes=51,no=52,missing=52,gain=0.204883948,cover=134
- 51:[Ecc<3.73767829] yes=103,no=104,missing=103,gain=0.235646173,cover=101
- 103:leaf=0.00176080631,cover=0
- 104:leaf=-0.00522159692,cover=0
- 52:[PialCurv5<0.000298873958] yes=105,no=106,missing=106,gain=0.0255548656,cover=33
- 105:leaf=0.00330060348,cover=0
- 106:leaf=0.00656539435,cover=0
- 26:[Sulc0<-0.82173413] yes=53,no=54,missing=53,gain=0.330631793,cover=79
- 53:[Ecc<0.618862808] yes=107,no=108,missing=108,gain=0.2049748,cover=63
- 107:leaf=0.00878425874,cover=0
- 108:leaf=-0.00482979976,cover=0
- 54:[MidArea5<1.21578133] yes=109,no=110,missing=109,gain=0.181745052,cover=16
- 109:leaf=0.00850145519,cover=0
- 110:leaf=-0.00168210792,cover=0
- 6:[Pol<52.7894325] yes=13,no=14,missing=13,gain=0.570676863,cover=99667
- 13:[Area5<0.66211915] yes=27,no=28,missing=27,gain=1.19818687,cover=68637
- 27:[Ecc<3.29132295] yes=55,no=56,missing=55,gain=1.87791669,cover=1821
- 55:[PialCurv5<-0.0990834236] yes=111,no=112,missing=112,gain=1.6218859,cover=1404
- 111:leaf=0.00115691347,cover=0
- 112:leaf=-0.00325713051,cover=0
- 56:[LGI5<2.36851335] yes=113,no=114,missing=113,gain=1.74082232,cover=417
- 113:leaf=-0.00388864032,cover=0
- 114:leaf=0.0054622665,cover=0
- 28:[LGI5<2.21018219] yes=57,no=58,missing=57,gain=0.751596868,cover=66816
- 57:[Pol<31.3444195] yes=115,no=116,missing=115,gain=1.48361659,cover=381
- 115:leaf=0.00437430013,cover=0
- 116:leaf=-0.00220178673,cover=0
- 58:[LGI5<2.34802985] yes=117,no=118,missing=117,gain=0.837797701,cover=66435
- 117:leaf=-0.000744566438,cover=0
- 118:leaf=-2.92130335e-05,cover=0
- 14:[Pol<159.435425] yes=29,no=30,missing=29,gain=1.49883699,cover=31030
- 29:[Area5<0.987501919] yes=59,no=60,missing=59,gain=1.87501884,cover=18349
- 59:[Area5<0.864337862] yes=119,no=120,missing=120,gain=2.36132026,cover=12986
- 119:leaf=0.00041685818,cover=0
- 120:leaf=0.00191001839,cover=0
- 60:[Pol<114.432869] yes=121,no=122,missing=121,gain=1.41687703,cover=5363
- 121:leaf=0.000602816755,cover=0
- 122:leaf=-0.001026246,cover=0
- 30:[Sulc0<-0.439186513] yes=61,no=62,missing=61,gain=2.02389622,cover=12681
- 61:[Curv5<-0.188354567] yes=123,no=124,missing=123,gain=2.11868858,cover=10962
- 123:leaf=-0.000855536142,cover=0
- 124:leaf=0.00058825966,cover=0
- 62:[LGI5<3.1900804] yes=125,no=126,missing=125,gain=3.23448634,cover=1719
- 125:leaf=-0.00311903213,cover=0
- 126:leaf=0.00173414405,cover=0
-booster[1133]:
-0:[Ecc<42.1016579] yes=1,no=2,missing=2,gain=0.143029764,cover=5124388
- 1:[Sulc0<0.849368811] yes=3,no=4,missing=4,gain=0.203948885,cover=4963977
- 3:[PialCurv5<0.309146255] yes=7,no=8,missing=7,gain=0.342573285,cover=4760184
- 7:[MidArea5<0.52745223] yes=15,no=16,missing=15,gain=0.692664921,cover=4560328
- 15:[Ecc<22.4429302] yes=31,no=32,missing=31,gain=2.27764487,cover=215895
- 31:[Ecc<8.41855335] yes=63,no=64,missing=63,gain=3.45480847,cover=201104
- 63:leaf=1.40752991e-05,cover=0
- 64:leaf=-0.000423220976,cover=0
- 32:[Sulc0<0.703387856] yes=65,no=66,missing=66,gain=1.84904969,cover=14791
- 65:leaf=0.00094790617,cover=0
- 66:leaf=-0.000202361145,cover=0
- 16:[PialArea5<0.476533443] yes=33,no=34,missing=33,gain=0.836426139,cover=4344433
- 33:[Area5<0.746306419] yes=67,no=68,missing=68,gain=2.47409773,cover=234548
- 67:leaf=2.63676338e-05,cover=0
- 68:leaf=0.000489891449,cover=0
- 34:[Curv5<0.107059956] yes=69,no=70,missing=69,gain=1.13009048,cover=4109885
- 69:leaf=2.29489501e-06,cover=0
- 70:leaf=-0.000108470864,cover=0
- 8:[LGI5<3.13142419] yes=17,no=18,missing=17,gain=1.97898591,cover=199856
- 17:[Pol<107.129471] yes=35,no=36,missing=35,gain=2.35487914,cover=175356
- 35:[LGI5<2.30690479] yes=71,no=72,missing=72,gain=1.26999545,cover=112225
- 71:leaf=-0.000396286981,cover=0
- 72:leaf=0.000194635591,cover=0
- 36:[Pol<152.827332] yes=73,no=74,missing=73,gain=2.86558652,cover=63131
- 73:leaf=-0.000354659627,cover=0
- 74:leaf=0.000746847363,cover=0
- 18:[Area5<0.667375207] yes=37,no=38,missing=37,gain=1.83112311,cover=24500
- 37:[LGI5<3.15084362] yes=75,no=76,missing=75,gain=1.65734243,cover=7772
- 75:leaf=0.00266809529,cover=0
- 76:leaf=-0.000338883663,cover=0
- 38:[PialArea5<0.281252682] yes=77,no=78,missing=77,gain=1.18516254,cover=16728
- 77:leaf=0.00342115061,cover=0
- 78:leaf=0.000711929926,cover=0
- 4:[PialCurv5<0.185672894] yes=9,no=10,missing=9,gain=2.07311893,cover=203793
- 9:[LGI5<3.58443618] yes=19,no=20,missing=19,gain=2.35692716,cover=32383
- 19:[LGI5<3.00232744] yes=39,no=40,missing=40,gain=2.38541126,cover=27694
- 39:[Ecc<14.694541] yes=79,no=80,missing=79,gain=2.84433198,cover=8022
- 79:leaf=0.00105925172,cover=0
- 80:leaf=-0.000876582402,cover=0
- 40:[Area5<0.562355936] yes=81,no=82,missing=82,gain=1.67042589,cover=19672
- 81:leaf=-0.00183290895,cover=0
- 82:leaf=0.000967159693,cover=0
- 20:[LGI5<3.60428405] yes=41,no=42,missing=41,gain=3.61355162,cover=4689
- 41:[PialArea5<0.485325813] yes=83,no=84,missing=83,gain=2.07862854,cover=564
- 83:leaf=-0.00713984249,cover=0
- 84:leaf=-0.00104480551,cover=0
- 42:[Pol<112.874634] yes=85,no=86,missing=85,gain=2.95071959,cover=4125
- 85:leaf=0.00041710143,cover=0
- 86:leaf=-0.00352580403,cover=0
- 10:[Curv5<0.083802022] yes=21,no=22,missing=21,gain=2.78718233,cover=171410
- 21:[LGI5<3.40779543] yes=43,no=44,missing=43,gain=1.29210639,cover=1748
- 43:[Area5<0.529385149] yes=87,no=88,missing=88,gain=0.786834717,cover=1319
- 87:leaf=0.00524343411,cover=0
- 88:leaf=-0.0029636696,cover=0
- 44:[PialArea5<0.450022906] yes=89,no=90,missing=89,gain=1.09927368,cover=429
- 89:leaf=0.00363152265,cover=0
- 90:leaf=-0.0015820954,cover=0
- 22:[LGI5<2.73607373] yes=45,no=46,missing=45,gain=2.02419329,cover=169662
- 45:[LGI5<2.48931384] yes=91,no=92,missing=91,gain=2.28298402,cover=28251
- 91:leaf=0.000491151528,cover=0
- 92:leaf=-0.000615380064,cover=0
- 46:[Pol<135.419098] yes=93,no=94,missing=93,gain=0.963384628,cover=141411
- 93:leaf=8.52247686e-05,cover=0
- 94:leaf=-0.00258342619,cover=0
- 2:[Pol<178.925751] yes=5,no=6,missing=6,gain=1.47295845,cover=160411
- 5:[Pol<108.715256] yes=11,no=12,missing=11,gain=1.77599597,cover=158446
- 11:[LGI5<2.56865931] yes=23,no=24,missing=24,gain=1.25761056,cover=108525
- 23:[Sulc0<-0.0862998366] yes=47,no=48,missing=47,gain=1.04921818,cover=624
- 47:[PialArea5<0.984361112] yes=95,no=96,missing=95,gain=0.446112663,cover=150
- 95:leaf=-0.000396968942,cover=0
- 96:leaf=0.00571057899,cover=0
- 48:[Pol<31.3444195] yes=97,no=98,missing=98,gain=0.704246998,cover=474
- 97:leaf=-0.00605486985,cover=0
- 98:leaf=-0.00205207872,cover=0
- 24:[Pol<31.3444195] yes=49,no=50,missing=49,gain=1.26553965,cover=107901
- 49:[Sulc0<0.110320561] yes=99,no=100,missing=99,gain=2.91335535,cover=43194
- 99:leaf=-0.000319557003,cover=0
- 100:leaf=0.000502033334,cover=0
- 50:[PialArea5<1.06442153] yes=101,no=102,missing=102,gain=1.86266601,cover=64707
- 101:leaf=-0.000287565897,cover=0
- 102:leaf=0.00384373707,cover=0
- 12:[MidArea5<1.1557827] yes=25,no=26,missing=25,gain=2.14733434,cover=49921
- 25:[PialArea5<0.733388364] yes=51,no=52,missing=51,gain=2.11994195,cover=49811
- 51:[LGI5<3.05514836] yes=103,no=104,missing=103,gain=2.55666733,cover=18254
- 103:leaf=0.000799030939,cover=0
- 104:leaf=-0.000547974429,cover=0
- 52:[Pol<138.971481] yes=105,no=106,missing=105,gain=3.70027661,cover=31557
- 105:leaf=0.00156496395,cover=0
- 106:leaf=0.00021039338,cover=0
- 26:[Area5<0.987501919] yes=53,no=54,missing=53,gain=0.824350595,cover=110
- 53:[LGI5<3.42912889] yes=107,no=108,missing=107,gain=0.348678291,cover=20
- 107:leaf=-0.00206339615,cover=0
- 108:leaf=0.0114921173,cover=0
- 54:[Pol<146.122681] yes=109,no=110,missing=109,gain=0.13837862,cover=90
- 109:leaf=-0.00592496386,cover=0
- 110:leaf=-0.0103349155,cover=0
- 6:[Sulc0<0.281104684] yes=13,no=14,missing=14,gain=0.658925295,cover=1965
- 13:[LGI5<3.03694534] yes=27,no=28,missing=27,gain=0.515332937,cover=1922
- 27:[Sulc0<0.0850813463] yes=55,no=56,missing=55,gain=0.637610435,cover=594
- 55:[Area5<0.664770067] yes=111,no=112,missing=111,gain=0.503929019,cover=580
- 111:leaf=-0.0017816039,cover=0
- 112:leaf=0.0011610681,cover=0
- 56:[Area5<0.7084831] yes=113,no=114,missing=114,gain=0.0752776861,cover=14
- 113:leaf=0.00578288129,cover=0
- 114:leaf=0.0142830461,cover=0
- 28:[MidArea5<0.757804036] yes=57,no=58,missing=57,gain=0.505970955,cover=1328
- 57:[PialCurv5<-0.123133563] yes=115,no=116,missing=116,gain=0.573240399,cover=301
- 115:leaf=-0.00174718315,cover=0
- 116:leaf=-0.00617475994,cover=0
- 58:[MidArea5<0.78507185] yes=117,no=118,missing=117,gain=0.478922009,cover=1027
- 117:leaf=0.00141505385,cover=0
- 118:leaf=-0.00171464577,cover=0
- 14:[Curv5<-0.0943295062] yes=29,no=30,missing=30,gain=0.449393153,cover=43
- 29:[Sulc0<0.317313671] yes=59,no=60,missing=59,gain=0.162051409,cover=9
- 59:leaf=-0.00600409834,cover=0
- 60:[Sulc0<0.364060968] yes=119,no=120,missing=119,gain=0.0499860942,cover=6
- 119:leaf=0.0023414325,cover=0
- 120:leaf=0.0116957072,cover=0
- 30:[PialCurv5<0.00236006663] yes=61,no=62,missing=61,gain=0.235704303,cover=34
- 61:[Area5<0.784037054] yes=121,no=122,missing=121,gain=0.185527325,cover=23
- 121:leaf=-0.0151284924,cover=0
- 122:leaf=-0.00344871776,cover=0
- 62:[PialCurv5<0.0771882981] yes=123,no=124,missing=123,gain=0.130091861,cover=11
- 123:leaf=0.0031432868,cover=0
- 124:leaf=-0.00732222432,cover=0
-booster[1134]:
-0:[PialArea5<0.34410578] yes=1,no=2,missing=2,gain=0.146129802,cover=5124388
- 1:[LGI5<2.3969903] yes=3,no=4,missing=4,gain=0.440673828,cover=222961
- 3:[Ecc<8.48579407] yes=7,no=8,missing=7,gain=0.883891821,cover=25712
- 7:[PialCurv5<0.0308136549] yes=15,no=16,missing=15,gain=0.893054962,cover=24995
- 15:[Sulc0<-0.325671464] yes=31,no=32,missing=32,gain=1.24367285,cover=641
- 31:[LGI5<2.34364653] yes=63,no=64,missing=63,gain=1.2650528,cover=329
- 63:leaf=0.00153362518,cover=0
- 64:leaf=-0.00696086464,cover=0
- 32:[Pol<172.045227] yes=65,no=66,missing=65,gain=1.04765606,cover=312
- 65:leaf=-0.00488229562,cover=0
- 66:leaf=0.00792319234,cover=0
- 16:[PialCurv5<0.0798129067] yes=33,no=34,missing=33,gain=0.707755089,cover=24354
- 33:[Ecc<0.783076942] yes=67,no=68,missing=67,gain=1.54956293,cover=827
- 67:leaf=-0.00126068422,cover=0
- 68:leaf=0.0031498936,cover=0
- 34:[Ecc<6.70300007] yes=69,no=70,missing=70,gain=0.689734578,cover=23527
- 69:leaf=-0.000195540488,cover=0
- 70:leaf=0.000724461104,cover=0
- 8:[PialCurv5<0.343960524] yes=17,no=18,missing=18,gain=2.64986515,cover=717
- 17:[Pol<113.394409] yes=35,no=36,missing=35,gain=0.598323822,cover=430
- 35:[Area5<0.637240529] yes=71,no=72,missing=72,gain=0.780946016,cover=378
- 71:leaf=0.000760227442,cover=0
- 72:leaf=-0.00481859501,cover=0
- 36:[Area5<0.640637577] yes=73,no=74,missing=73,gain=0.229922056,cover=52
- 73:leaf=-0.0103055499,cover=0
- 74:leaf=0.00176299701,cover=0
- 18:[Area5<0.56946665] yes=37,no=38,missing=38,gain=0.719043374,cover=287
- 37:leaf=-0.00923799351,cover=0
- 38:[Sulc0<0.779008448] yes=75,no=76,missing=75,gain=0.336035073,cover=274
- 75:leaf=0.00388205284,cover=0
- 76:leaf=0.00033971158,cover=0
- 4:[LGI5<2.42065382] yes=9,no=10,missing=9,gain=1.16358554,cover=197249
- 9:[PialCurv5<0.343960524] yes=19,no=20,missing=20,gain=1.67381024,cover=5336
- 19:[Curv5<0.266060919] yes=39,no=40,missing=39,gain=1.20019245,cover=3019
- 39:[Pol<91.5616074] yes=77,no=78,missing=77,gain=0.832280576,cover=2835
- 77:leaf=-0.00271902187,cover=0
- 78:leaf=0.000516964763,cover=0
- 40:[Pol<116.615585] yes=79,no=80,missing=79,gain=0.562660813,cover=184
- 79:leaf=-0.00452282978,cover=0
- 80:leaf=0.00773456926,cover=0
- 20:[Curv5<0.190557376] yes=41,no=42,missing=42,gain=1.32360053,cover=2317
- 41:[Ecc<5.33884621] yes=81,no=82,missing=81,gain=0.709588528,cover=295
- 81:leaf=-0.00439304952,cover=0
- 82:leaf=0.000626674679,cover=0
- 42:[Ecc<4.27275372] yes=83,no=84,missing=83,gain=0.641222,cover=2022
- 83:leaf=0.00297291996,cover=0
- 84:leaf=0.00114608172,cover=0
- 10:[Ecc<0.513775289] yes=21,no=22,missing=21,gain=1.37801516,cover=191913
- 21:[Pol<128.951508] yes=43,no=44,missing=43,gain=1.53109562,cover=687
- 43:[PialCurv5<0.315450013] yes=85,no=86,missing=85,gain=0.97853446,cover=72
- 85:leaf=-0.012715715,cover=0
- 86:leaf=6.91668538e-05,cover=0
- 44:[Curv5<0.114925429] yes=87,no=88,missing=87,gain=0.827668488,cover=615
- 87:leaf=-0.00618782779,cover=0
- 88:leaf=-0.000674715906,cover=0
- 22:[Sulc0<-0.50485903] yes=45,no=46,missing=45,gain=0.676493466,cover=191226
- 45:[PialCurv5<-0.190801308] yes=89,no=90,missing=90,gain=0.60393393,cover=122
- 89:leaf=0.0020773916,cover=0
- 90:leaf=-0.00577878952,cover=0
- 46:[Curv5<0.171955615] yes=91,no=92,missing=91,gain=0.650563002,cover=191104
- 91:leaf=0.000156660259,cover=0
- 92:leaf=-2.86919476e-05,cover=0
- 2:[Sulc0<0.383163035] yes=5,no=6,missing=6,gain=0.214364111,cover=4901427
- 5:[Curv5<0.149355054] yes=11,no=12,missing=11,gain=1.12688959,cover=4109718
- 11:[PialCurv5<0.15079549] yes=23,no=24,missing=23,gain=1.9128387,cover=3963617
- 23:[Ecc<5.4036684] yes=47,no=48,missing=47,gain=0.547570407,cover=3755198
- 47:[Sulc0<-0.195981219] yes=93,no=94,missing=93,gain=6.12600374,cover=1464422
- 93:leaf=1.57905943e-05,cover=0
- 94:leaf=-0.000285427377,cover=0
- 48:[Pol<62.799984] yes=95,no=96,missing=95,gain=2.36999178,cover=2290776
- 95:leaf=-5.44158356e-05,cover=0
- 96:leaf=5.2211155e-05,cover=0
- 24:[Ecc<6.41291761] yes=49,no=50,missing=50,gain=3.60163927,cover=208419
- 49:[Sulc0<-0.389213681] yes=97,no=98,missing=98,gain=3.01852417,cover=104137
- 97:leaf=-0.00080942997,cover=0
- 98:leaf=0.000425034872,cover=0
- 50:[LGI5<3.16380119] yes=99,no=100,missing=99,gain=6.50002623,cover=104282
- 99:leaf=-0.000281767891,cover=0
- 100:leaf=0.000627077825,cover=0
- 12:[Ecc<18.3223667] yes=25,no=26,missing=25,gain=1.49954391,cover=146101
- 25:[Ecc<5.21075869] yes=51,no=52,missing=51,gain=2.05270576,cover=142253
- 51:[LGI5<2.69470191] yes=101,no=102,missing=101,gain=2.5225637,cover=94289
- 101:leaf=-7.40188552e-05,cover=0
- 102:leaf=0.0013252846,cover=0
- 52:[Pol<160.153915] yes=103,no=104,missing=103,gain=2.727283,cover=47964
- 103:leaf=-0.000656880322,cover=0
- 104:leaf=0.000190063889,cover=0
- 26:[PialCurv5<0.0591915138] yes=53,no=54,missing=53,gain=1.20716858,cover=3848
- 53:[Pol<59.5955544] yes=105,no=106,missing=105,gain=0.832820535,cover=116
- 105:leaf=0.0164837949,cover=0
- 106:leaf=0.00411500549,cover=0
- 54:[Pol<153.554306] yes=107,no=108,missing=107,gain=0.959766686,cover=3732
- 107:leaf=0.000482964242,cover=0
- 108:leaf=0.00389487366,cover=0
- 6:[Ecc<8.41855335] yes=13,no=14,missing=13,gain=2.18079233,cover=791709
- 13:[LGI5<3.22522902] yes=27,no=28,missing=28,gain=6.65731812,cover=191420
- 27:[Pol<114.432869] yes=55,no=56,missing=55,gain=4.54010773,cover=189893
- 55:[Pol<90.9627914] yes=109,no=110,missing=109,gain=3.36662912,cover=171764
- 109:leaf=-0.000491852057,cover=0
- 110:leaf=4.85529999e-05,cover=0
- 56:[Curv5<0.103246093] yes=111,no=112,missing=111,gain=6.70565462,cover=18129
- 111:leaf=-0.0026794232,cover=0
- 112:leaf=-0.000379366975,cover=0
- 28:[Curv5<0.0915888697] yes=57,no=58,missing=57,gain=4.87092543,cover=1527
- 57:[Ecc<7.7481575] yes=113,no=114,missing=113,gain=2.99890041,cover=485
- 113:leaf=-0.017439438,cover=0
- 114:leaf=-0.00600502593,cover=0
- 58:[MidArea5<0.698706985] yes=115,no=116,missing=116,gain=1.81870055,cover=1042
- 115:leaf=-0.00110127032,cover=0
- 116:leaf=-0.0117244376,cover=0
- 14:[Curv5<-0.110226393] yes=29,no=30,missing=29,gain=2.39238429,cover=600289
- 29:[Area5<0.606435955] yes=59,no=60,missing=60,gain=1.98473859,cover=4852
- 59:[Ecc<22.8050022] yes=117,no=118,missing=117,gain=4.142766,cover=1431
- 117:leaf=-0.00297862082,cover=0
- 118:leaf=0.00256917509,cover=0
- 60:[LGI5<2.99594808] yes=119,no=120,missing=120,gain=2.23888588,cover=3421
- 119:leaf=0.00234452076,cover=0
- 120:leaf=-0.00213856972,cover=0
- 30:[Pol<153.554306] yes=61,no=62,missing=61,gain=2.58756208,cover=595437
- 61:[Pol<115.563423] yes=121,no=122,missing=121,gain=3.16532326,cover=591585
- 121:leaf=-2.44740459e-05,cover=0
- 122:leaf=0.000250544545,cover=0
- 62:[Curv5<-0.0366821773] yes=123,no=124,missing=123,gain=2.4535315,cover=3852
- 123:leaf=0.000660659105,cover=0
- 124:leaf=-0.00208941055,cover=0
-booster[1135]:
-0:[Area5<0.380439579] yes=1,no=2,missing=1,gain=0.141958967,cover=5124388
- 1:[PialCurv5<-0.138158455] yes=3,no=4,missing=3,gain=1.00031269,cover=20016
- 3:[MidArea5<0.421422303] yes=7,no=8,missing=8,gain=0.842177808,cover=9633
- 7:[PialCurv5<-0.210138425] yes=15,no=16,missing=15,gain=0.672990382,cover=669
- 15:[Curv5<-0.303613424] yes=31,no=32,missing=31,gain=0.645345747,cover=326
- 31:[Ecc<7.85193825] yes=63,no=64,missing=64,gain=0.32790947,cover=312
- 63:leaf=-0.00135131506,cover=0
- 64:leaf=0.00190679845,cover=0
- 32:[Sulc0<-0.895242691] yes=65,no=66,missing=65,gain=0.0131821632,cover=14
- 65:leaf=-0.00481488882,cover=0
- 66:leaf=-0.0115784407,cover=0
- 16:[LGI5<2.25075769] yes=33,no=34,missing=33,gain=0.678972483,cover=343
- 33:[PialArea5<0.324585885] yes=67,no=68,missing=67,gain=0.11127843,cover=48
- 67:leaf=-0.0010254113,cover=0
- 68:leaf=-0.00614745403,cover=0
- 34:[Sulc0<-0.364187956] yes=69,no=70,missing=69,gain=0.431915522,cover=295
- 69:leaf=0.00534143252,cover=0
- 70:leaf=0.00147766457,cover=0
- 8:[PialCurv5<-0.181738108] yes=17,no=18,missing=17,gain=0.81145978,cover=8964
- 17:[PialArea5<0.844099998] yes=35,no=36,missing=35,gain=1.26144052,cover=1350
- 35:[Pol<123.615685] yes=71,no=72,missing=71,gain=0.553977013,cover=1285
- 71:leaf=-0.00319987349,cover=0
- 72:leaf=-0.00111851259,cover=0
- 36:[Curv5<-0.39144522] yes=73,no=74,missing=73,gain=0.428468823,cover=65
- 73:leaf=-0.00151282863,cover=0
- 74:leaf=0.00745907379,cover=0
- 18:[MidArea5<0.524661958] yes=37,no=38,missing=38,gain=1.10318685,cover=7614
- 37:[LGI5<2.27925944] yes=75,no=76,missing=75,gain=1.42250919,cover=2718
- 75:leaf=-0.00262977276,cover=0
- 76:leaf=0.000814750965,cover=0
- 38:[PialArea5<0.70906347] yes=77,no=78,missing=77,gain=1.02249706,cover=4896
- 77:leaf=-0.00310358172,cover=0
- 78:leaf=-0.000641044928,cover=0
- 4:[LGI5<3.04906535] yes=9,no=10,missing=10,gain=1.70278811,cover=10383
- 9:[LGI5<2.18291569] yes=19,no=20,missing=19,gain=0.823766768,cover=9797
- 19:[PialCurv5<-0.0680129603] yes=39,no=40,missing=40,gain=0.660041332,cover=613
- 39:[PialArea5<0.628734469] yes=79,no=80,missing=79,gain=0.649518549,cover=587
- 79:leaf=0.00268704235,cover=0
- 80:leaf=-0.00179115986,cover=0
- 40:[PialArea5<0.613238215] yes=81,no=82,missing=82,gain=0.0753207803,cover=26
- 81:leaf=-0.00605577929,cover=0
- 82:leaf=-0.0123001216,cover=0
- 20:[Pol<170.080093] yes=41,no=42,missing=41,gain=1.0252111,cover=9184
- 41:[Ecc<17.5281601] yes=83,no=84,missing=84,gain=0.66028893,cover=8704
- 83:leaf=0.00055193319,cover=0
- 84:leaf=0.0040637753,cover=0
- 42:[LGI5<2.61550069] yes=85,no=86,missing=85,gain=0.731681466,cover=480
- 85:leaf=-0.00117432838,cover=0
- 86:leaf=-0.00824209116,cover=0
- 10:[Pol<89.7623749] yes=21,no=22,missing=22,gain=1.08569264,cover=586
- 21:[Ecc<13.4950199] yes=43,no=44,missing=43,gain=1.69675112,cover=362
- 43:[Ecc<10.147254] yes=87,no=88,missing=87,gain=1.06761253,cover=90
- 87:leaf=-0.00192245748,cover=0
- 88:leaf=0.00929219928,cover=0
- 44:[LGI5<3.4634192] yes=89,no=90,missing=90,gain=0.683332384,cover=272
- 89:leaf=-0.00377931818,cover=0
- 90:leaf=0.00297443126,cover=0
- 22:[PialArea5<0.480917931] yes=45,no=46,missing=46,gain=0.487961531,cover=224
- 45:[Ecc<7.90440989] yes=91,no=92,missing=92,gain=0.305869758,cover=73
- 91:leaf=-0.00703007216,cover=0
- 92:leaf=0.000204732976,cover=0
- 46:[PialCurv5<-0.0982506946] yes=93,no=94,missing=93,gain=0.204157829,cover=151
- 93:leaf=-0.00541904895,cover=0
- 94:leaf=-0.00952622853,cover=0
- 2:[Curv5<-0.256378978] yes=5,no=6,missing=5,gain=0.172707707,cover=5104372
- 5:[PialCurv5<-0.0948967114] yes=11,no=12,missing=11,gain=0.951074481,cover=373197
- 11:[PialCurv5<-0.154837668] yes=23,no=24,missing=24,gain=0.704444766,cover=365893
- 23:[Ecc<0.836319208] yes=47,no=48,missing=47,gain=1.62777257,cover=166564
- 47:[LGI5<2.13090348] yes=95,no=96,missing=95,gain=1.23107374,cover=4903
- 95:leaf=0.00721371779,cover=0
- 96:leaf=-0.00100567995,cover=0
- 48:[Area5<0.509397149] yes=97,no=98,missing=97,gain=1.81959176,cover=161661
- 97:leaf=0.000337061851,cover=0
- 98:leaf=-8.66007395e-05,cover=0
- 24:[Sulc0<0.354630351] yes=49,no=50,missing=49,gain=1.19396937,cover=199329
- 49:[Area5<0.630444467] yes=99,no=100,missing=100,gain=1.14112568,cover=199167
- 99:leaf=2.97888218e-05,cover=0
- 100:leaf=0.000286841037,cover=0
- 50:[Pol<82.2009888] yes=101,no=102,missing=101,gain=1.12992966,cover=162
- 101:leaf=-0.0137348874,cover=0
- 102:leaf=-0.00233722827,cover=0
- 12:[MidArea5<0.643286705] yes=25,no=26,missing=25,gain=1.74015403,cover=7304
- 25:[PialArea5<0.662493944] yes=51,no=52,missing=51,gain=0.982697845,cover=2610
- 51:[LGI5<3.01963663] yes=103,no=104,missing=103,gain=0.991966784,cover=1642
- 103:leaf=0.000722719764,cover=0
- 104:leaf=-0.00180588139,cover=0
- 52:[Ecc<1.73852015] yes=105,no=106,missing=105,gain=1.63686264,cover=968
- 105:leaf=-0.00192147249,cover=0
- 106:leaf=0.00290964311,cover=0
- 26:[Sulc0<0.193122864] yes=53,no=54,missing=53,gain=1.04146791,cover=4694
- 53:[LGI5<3.27544355] yes=107,no=108,missing=108,gain=1.27851701,cover=4624
- 107:leaf=-0.000913960335,cover=0
- 108:leaf=-0.00362543436,cover=0
- 54:[Ecc<29.3556995] yes=109,no=110,missing=109,gain=0.822520077,cover=70
- 109:leaf=-0.00483149057,cover=0
- 110:leaf=0.00782443862,cover=0
- 6:[PialCurv5<-0.167439327] yes=13,no=14,missing=13,gain=0.252177447,cover=4731175
- 13:[Area5<0.726017833] yes=27,no=28,missing=28,gain=1.22977901,cover=16372
- 27:[Ecc<4.60336304] yes=55,no=56,missing=55,gain=1.63858187,cover=11890
- 55:[Sulc0<-0.726142108] yes=111,no=112,missing=112,gain=1.50652409,cover=3675
- 111:leaf=0.000792900566,cover=0
- 112:leaf=0.00322059146,cover=0
- 56:[LGI5<2.58517122] yes=113,no=114,missing=113,gain=3.66885018,cover=8215
- 113:leaf=-0.00171091768,cover=0
- 114:leaf=0.00069498329,cover=0
- 28:[Curv5<-0.172863677] yes=57,no=58,missing=57,gain=2.1726675,cover=4482
- 57:[LGI5<2.63733578] yes=115,no=116,missing=115,gain=1.69723368,cover=4044
- 115:leaf=0.00169193803,cover=0
- 116:leaf=-0.000718781725,cover=0
- 58:[LGI5<2.59789038] yes=117,no=118,missing=117,gain=1.77176738,cover=438
- 117:leaf=-0.00962935947,cover=0
- 118:leaf=-0.00209812564,cover=0
- 14:[Sulc0<-1.03844893] yes=29,no=30,missing=30,gain=0.263751209,cover=4714803
- 29:[PialCurv5<-0.072655201] yes=59,no=60,missing=60,gain=2.37089896,cover=107537
- 59:[Ecc<17.0169544] yes=119,no=120,missing=120,gain=1.41973042,cover=105174
- 119:leaf=8.63719561e-06,cover=0
- 120:leaf=-0.000674657989,cover=0
- 60:[LGI5<2.13090348] yes=121,no=122,missing=122,gain=2.87014127,cover=2363
- 121:leaf=0.00557822362,cover=0
- 122:leaf=-0.00206556614,cover=0
- 30:[MidArea5<1.1557827] yes=61,no=62,missing=62,gain=0.340613455,cover=4607266
- 61:[PialArea5<1.48916721] yes=123,no=124,missing=124,gain=0.462277263,cover=4574438
- 123:leaf=-1.41828855e-06,cover=0
- 124:leaf=-0.000377493183,cover=0
- 62:[Area5<0.768806875] yes=125,no=126,missing=125,gain=1.65072274,cover=32828
- 125:leaf=0.00106432894,cover=0
- 126:leaf=2.06048899e-05,cover=0
-booster[1136]:
-0:[PialArea5<0.39522177] yes=1,no=2,missing=1,gain=0.135900512,cover=5124388
- 1:[Area5<0.788037419] yes=3,no=4,missing=4,gain=0.650239468,cover=423406
- 3:[Curv5<0.122410901] yes=7,no=8,missing=8,gain=0.567337871,cover=411081
- 7:[LGI5<3.70550299] yes=15,no=16,missing=16,gain=1.24165964,cover=54850
- 15:[PialCurv5<0.285888344] yes=31,no=32,missing=32,gain=0.984329462,cover=53342
- 31:[Sulc0<0.540103436] yes=63,no=64,missing=64,gain=1.18703151,cover=49067
- 63:leaf=-0.00010542573,cover=0
- 64:leaf=0.000394555333,cover=0
- 32:[LGI5<3.51961541] yes=65,no=66,missing=65,gain=1.56207716,cover=4275
- 65:leaf=-0.000829693803,cover=0
- 66:leaf=0.00339788874,cover=0
- 16:[MidArea5<0.451744556] yes=33,no=34,missing=34,gain=1.1645546,cover=1508
- 33:[Ecc<28.2834949] yes=67,no=68,missing=67,gain=0.807667732,cover=206
- 67:leaf=-0.00327515951,cover=0
- 68:leaf=0.00515804021,cover=0
- 34:[Sulc0<0.506771445] yes=69,no=70,missing=70,gain=0.903953791,cover=1302
- 69:leaf=-0.00111969584,cover=0
- 70:leaf=0.00266560586,cover=0
- 8:[PialCurv5<-0.0363363102] yes=17,no=18,missing=17,gain=0.663259745,cover=356231
- 17:[Sulc0<0.812575758] yes=35,no=36,missing=35,gain=0.93960768,cover=492
- 35:[Ecc<7.7481575] yes=71,no=72,missing=72,gain=0.866865396,cover=435
- 71:leaf=-0.0010374774,cover=0
- 72:leaf=-0.00575832603,cover=0
- 36:[Pol<63.605114] yes=73,no=74,missing=73,gain=0.497753501,cover=57
- 73:leaf=-0.00759694586,cover=0
- 74:leaf=0.0059083458,cover=0
- 18:[Sulc0<0.41245693] yes=37,no=38,missing=37,gain=0.710977912,cover=355739
- 37:[Curv5<0.157731384] yes=75,no=76,missing=75,gain=3.42480326,cover=63333
- 75:leaf=0.000848328811,cover=0
- 76:leaf=-4.52003878e-05,cover=0
- 38:[PialCurv5<0.24610664] yes=77,no=78,missing=77,gain=0.926979661,cover=292406
- 77:leaf=-0.000191664498,cover=0
- 78:leaf=1.42372101e-05,cover=0
- 4:[Curv5<0.0756113976] yes=9,no=10,missing=10,gain=1.13045979,cover=12325
- 9:[Area5<0.864337862] yes=19,no=20,missing=19,gain=0.426883221,cover=38
- 19:[PialCurv5<0.208232641] yes=39,no=40,missing=39,gain=0.190601036,cover=27
- 39:[Pol<82.8478928] yes=79,no=80,missing=79,gain=0.0674622357,cover=23
- 79:leaf=-0.0116461292,cover=0
- 80:leaf=-0.00448498456,cover=0
- 40:[Area5<0.802302957] yes=81,no=82,missing=81,gain=0.0072504729,cover=4
- 81:leaf=0.00574171869,cover=0
- 82:leaf=0.000462883705,cover=0
- 20:[Ecc<18.5999508] yes=41,no=42,missing=41,gain=0.0229753256,cover=11
- 41:leaf=-0.0208255928,cover=0
- 42:leaf=-0.0110373674,cover=0
- 10:[Ecc<0.513775289] yes=21,no=22,missing=21,gain=0.74548465,cover=12287
- 21:[Pol<134.081207] yes=43,no=44,missing=43,gain=0.701498806,cover=22
- 43:[PialArea5<0.349780142] yes=83,no=84,missing=84,gain=0.0737451315,cover=17
- 83:leaf=0.00912977476,cover=0
- 84:leaf=0.0179896019,cover=0
- 44:leaf=-0.00614600303,cover=0
- 22:[Ecc<2.31110334] yes=45,no=46,missing=46,gain=0.892825544,cover=12265
- 45:[Curv5<0.183586344] yes=85,no=86,missing=85,gain=0.444884002,cover=43
- 85:leaf=-0.0117486781,cover=0
- 86:leaf=-0.0016080268,cover=0
- 46:[Ecc<40.3354568] yes=87,no=88,missing=87,gain=0.572051704,cover=12222
- 87:leaf=0.000555041828,cover=0
- 88:leaf=-0.000449366693,cover=0
- 2:[Sulc0<1.06550956] yes=5,no=6,missing=5,gain=0.28096965,cover=4700982
- 5:[Ecc<37.2796402] yes=11,no=12,missing=12,gain=0.391675889,cover=4672707
- 11:[Curv5<0.190557376] yes=23,no=24,missing=23,gain=0.36488378,cover=4435100
- 23:[Curv5<0.171955615] yes=47,no=48,missing=48,gain=0.69883883,cover=4377260
- 47:[PialCurv5<0.394910008] yes=89,no=90,missing=89,gain=0.739465833,cover=4326050
- 89:leaf=-1.27816554e-06,cover=0
- 90:leaf=0.000605496054,cover=0
- 48:[Area5<0.710077047] yes=91,no=92,missing=91,gain=2.89958978,cover=51210
- 91:leaf=0.000473224529,cover=0
- 92:leaf=-0.000306260248,cover=0
- 24:[Area5<0.66824472] yes=49,no=50,missing=49,gain=1.55330193,cover=57840
- 49:[PialArea5<0.520672619] yes=93,no=94,missing=93,gain=1.3501308,cover=29884
- 93:leaf=3.12494303e-05,cover=0
- 94:leaf=0.00132032903,cover=0
- 50:[Pol<64.3762589] yes=95,no=96,missing=96,gain=1.30903852,cover=27956
- 95:leaf=0.00239803898,cover=0
- 96:leaf=-0.000434629939,cover=0
- 12:[PialCurv5<-0.0209923834] yes=25,no=26,missing=25,gain=2.79023647,cover=237607
- 25:[LGI5<3.78836131] yes=51,no=52,missing=52,gain=2.13494778,cover=110437
- 51:[Curv5<0.0344051942] yes=97,no=98,missing=98,gain=1.84545922,cover=106696
- 97:leaf=0.00016869152,cover=0
- 98:leaf=-0.00434438791,cover=0
- 52:[MidArea5<0.67240268] yes=99,no=100,missing=100,gain=1.73585796,cover=3741
- 99:leaf=0.00164650229,cover=0
- 100:leaf=-0.00148485671,cover=0
- 26:[Pol<105.462654] yes=53,no=54,missing=53,gain=2.08644724,cover=127170
- 53:[Curv5<-0.0203319378] yes=101,no=102,missing=101,gain=3.73010445,cover=94947
- 101:leaf=-0.0013779694,cover=0
- 102:leaf=-0.000248639873,cover=0
- 54:[LGI5<3.12489319] yes=103,no=104,missing=103,gain=2.43052697,cover=32223
- 103:leaf=0.000700697768,cover=0
- 104:leaf=-0.000203821066,cover=0
- 6:[Ecc<23.1745358] yes=13,no=14,missing=13,gain=2.8236413,cover=28275
- 13:[PialCurv5<0.125401646] yes=27,no=28,missing=28,gain=2.38891363,cover=4134
- 27:[Area5<0.720865786] yes=55,no=56,missing=55,gain=2.21735477,cover=157
- 55:[Pol<93.3357697] yes=105,no=106,missing=105,gain=1.91818476,cover=103
- 105:leaf=-0.0199716836,cover=0
- 106:leaf=-0.00587144494,cover=0
- 56:[Ecc<15.121048] yes=107,no=108,missing=107,gain=0.977542877,cover=54
- 107:leaf=-0.00934977736,cover=0
- 108:leaf=0.0052770786,cover=0
- 28:[Pol<112.874634] yes=57,no=58,missing=57,gain=0.739313602,cover=3977
- 57:[LGI5<3.36766768] yes=109,no=110,missing=109,gain=0.912006319,cover=3780
- 109:leaf=4.03471022e-05,cover=0
- 110:leaf=-0.00152179739,cover=0
- 58:[PialCurv5<0.236826599] yes=111,no=112,missing=112,gain=2.5167079,cover=197
- 111:leaf=-0.0148231015,cover=0
- 112:leaf=-0.000904822373,cover=0
- 14:[Pol<116.615585] yes=29,no=30,missing=30,gain=1.59763455,cover=24141
- 29:[Pol<40.9012032] yes=59,no=60,missing=60,gain=1.46511722,cover=23408
- 59:[PialArea5<0.613238215] yes=113,no=114,missing=113,gain=0.829778671,cover=440
- 113:leaf=-0.00318186102,cover=0
- 114:leaf=0.00372816063,cover=0
- 60:[Pol<50.9985542] yes=115,no=116,missing=115,gain=1.44719005,cover=22968
- 115:leaf=0.00338237779,cover=0
- 116:leaf=0.000433818059,cover=0
- 30:[Ecc<42.9490852] yes=61,no=62,missing=61,gain=1.55580735,cover=733
- 61:[LGI5<3.62495422] yes=117,no=118,missing=118,gain=1.25665522,cover=511
- 117:leaf=-0.00216476945,cover=0
- 118:leaf=-0.00824636873,cover=0
- 62:[LGI5<3.09872246] yes=119,no=120,missing=120,gain=0.573660135,cover=222
- 119:leaf=-0.00529302889,cover=0
- 120:leaf=0.0024850124,cover=0
-booster[1137]:
-0:[PialArea5<0.338250697] yes=1,no=2,missing=1,gain=0.133253843,cover=5124388
- 1:[Area5<0.685542226] yes=3,no=4,missing=4,gain=0.450737208,cover=202946
- 3:[LGI5<2.63290954] yes=7,no=8,missing=7,gain=0.421803504,cover=141105
- 7:[Ecc<5.46745825] yes=15,no=16,missing=15,gain=1.03982842,cover=58304
- 15:[Sulc0<1.02827847] yes=31,no=32,missing=31,gain=0.787371099,cover=36745
- 31:[Pol<102.241241] yes=63,no=64,missing=63,gain=0.695257127,cover=36607
- 63:leaf=0.000186037912,cover=0
- 64:leaf=-0.000259341701,cover=0
- 32:[LGI5<2.54917789] yes=65,no=66,missing=65,gain=0.318497181,cover=138
- 65:leaf=0.00596536649,cover=0
- 66:leaf=0.0011509991,cover=0
- 16:[Ecc<8.41855335] yes=33,no=34,missing=33,gain=1.77593911,cover=21559
- 33:[Pol<76.8473129] yes=67,no=68,missing=68,gain=2.2724874,cover=17123
- 67:leaf=-0.00973769929,cover=0
- 68:leaf=0.000632083043,cover=0
- 34:[PialCurv5<0.141046807] yes=69,no=70,missing=69,gain=2.30171871,cover=4436
- 69:leaf=-0.00454656687,cover=0
- 70:leaf=-0.000200122784,cover=0
- 8:[Ecc<7.90440989] yes=17,no=18,missing=17,gain=2.19874334,cover=82801
- 17:[Ecc<5.21075869] yes=35,no=36,missing=36,gain=1.05174589,cover=13080
- 35:[LGI5<2.67938972] yes=71,no=72,missing=71,gain=1.23707533,cover=4262
- 71:leaf=-0.00111737673,cover=0
- 72:leaf=0.000636222539,cover=0
- 36:[Pol<93.9093552] yes=73,no=74,missing=74,gain=1.9133215,cover=8818
- 73:leaf=0.000275242579,cover=0
- 74:leaf=-0.00141777634,cover=0
- 18:[Sulc0<0.74744761] yes=37,no=38,missing=38,gain=0.995894492,cover=69721
- 37:[Pol<85.4004211] yes=75,no=76,missing=76,gain=1.98049068,cover=22083
- 75:leaf=0.000729554216,cover=0
- 76:leaf=-0.000477417343,cover=0
- 38:[Ecc<24.3269672] yes=77,no=78,missing=77,gain=2.29460382,cover=47638
- 77:leaf=0.000467442907,cover=0
- 78:leaf=-0.000231155223,cover=0
- 4:[Pol<143.959366] yes=9,no=10,missing=9,gain=1.49908638,cover=61841
- 9:[LGI5<2.60638428] yes=19,no=20,missing=20,gain=0.783785462,cover=61527
- 19:[Sulc0<0.586347759] yes=39,no=40,missing=40,gain=1.59430754,cover=12339
- 39:[Pol<72.6247101] yes=79,no=80,missing=80,gain=1.52748883,cover=3142
- 79:leaf=-0.00788463838,cover=0
- 80:leaf=0.00092565309,cover=0
- 40:[Ecc<2.48523927] yes=81,no=82,missing=82,gain=1.37014699,cover=9197
- 81:leaf=0.00665995944,cover=0
- 82:leaf=-0.000570439617,cover=0
- 20:[Ecc<8.17402458] yes=41,no=42,missing=41,gain=1.94479012,cover=49188
- 41:[Curv5<0.0974604636] yes=83,no=84,missing=83,gain=4.28465748,cover=6021
- 83:leaf=0.0206155032,cover=0
- 84:leaf=0.00100966275,cover=0
- 42:[Curv5<0.0915888697] yes=85,no=86,missing=85,gain=1.20884192,cover=43167
- 85:leaf=-0.00239376933,cover=0
- 86:leaf=0.000169424558,cover=0
- 10:[LGI5<2.83041978] yes=21,no=22,missing=21,gain=0.793067932,cover=314
- 21:[LGI5<2.35279679] yes=43,no=44,missing=43,gain=0.984138489,cover=181
- 43:[Area5<0.706906915] yes=87,no=88,missing=88,gain=0.269854456,cover=56
- 87:leaf=0.0024598015,cover=0
- 88:leaf=-0.00480697444,cover=0
- 44:[Curv5<0.18040961] yes=89,no=90,missing=89,gain=1.18898678,cover=125
- 89:leaf=-0.012748519,cover=0
- 90:leaf=-0.00297256443,cover=0
- 22:[Sulc0<0.15957281] yes=45,no=46,missing=45,gain=1.00370753,cover=133
- 45:[Pol<176.970428] yes=91,no=92,missing=91,gain=0.603095174,cover=61
- 91:leaf=0.0091058081,cover=0
- 92:leaf=-0.000739262381,cover=0
- 46:[LGI5<2.95653391] yes=93,no=94,missing=93,gain=0.410938799,cover=72
- 93:leaf=0.00262058224,cover=0
- 94:leaf=-0.00631600944,cover=0
- 2:[Sulc0<0.383163035] yes=5,no=6,missing=5,gain=0.1926689,cover=4921442
- 5:[Curv5<0.149355054] yes=11,no=12,missing=11,gain=1.01752925,cover=4112980
- 11:[Curv5<0.129884616] yes=23,no=24,missing=23,gain=1.85231197,cover=3964541
- 23:[PialCurv5<0.137877449] yes=47,no=48,missing=47,gain=0.776069403,cover=3897501
- 47:[Curv5<0.0857537538] yes=95,no=96,missing=95,gain=0.923267901,cover=3702044
- 95:leaf=1.75267598e-06,cover=0
- 96:leaf=-0.000165894919,cover=0
- 48:[Ecc<6.41291761] yes=97,no=98,missing=97,gain=4.13652468,cover=195457
- 97:leaf=0.000343577733,cover=0
- 98:leaf=-0.000117192816,cover=0
- 24:[PialArea5<0.39986974] yes=49,no=50,missing=49,gain=1.70352268,cover=67040
- 49:[Pol<153.554306] yes=99,no=100,missing=99,gain=1.45567846,cover=5754
- 99:leaf=0.00140834041,cover=0
- 100:leaf=-0.000899072445,cover=0
- 50:[MidArea5<0.512587845] yes=101,no=102,missing=101,gain=1.3841989,cover=61286
- 101:leaf=-0.00128427229,cover=0
- 102:leaf=0.000229177676,cover=0
- 12:[Sulc0<-0.137935251] yes=25,no=26,missing=25,gain=1.47642052,cover=148439
- 25:[Ecc<1.15906882] yes=51,no=52,missing=51,gain=2.3565104,cover=19115
- 51:[Ecc<0.406764686] yes=103,no=104,missing=103,gain=2.54083228,cover=5756
- 103:leaf=0.00109258469,cover=0
- 104:leaf=-0.00122830679,cover=0
- 52:[LGI5<3.09872246] yes=105,no=106,missing=105,gain=2.12386894,cover=13359
- 105:leaf=0.000862847024,cover=0
- 106:leaf=-0.00120732444,cover=0
- 26:[Ecc<18.0513744] yes=53,no=54,missing=53,gain=1.63352609,cover=129324
- 53:[Ecc<11.8489361] yes=107,no=108,missing=107,gain=1.81546378,cover=125369
- 107:leaf=-0.000177026683,cover=0
- 108:leaf=-0.00110220676,cover=0
- 54:[Pol<153.554306] yes=109,no=110,missing=109,gain=0.86157608,cover=3955
- 109:leaf=0.000631723728,cover=0
- 110:leaf=0.00380493701,cover=0
- 6:[Pol<147.599014] yes=13,no=14,missing=14,gain=1.95482481,cover=808462
- 13:[Curv5<-0.153417632] yes=27,no=28,missing=28,gain=2.22159696,cover=800139
- 27:[Pol<93.9093552] yes=55,no=56,missing=55,gain=2.45767808,cover=1962
- 55:[Pol<67.3859482] yes=111,no=112,missing=112,gain=1.80928707,cover=315
- 111:leaf=0.000496029563,cover=0
- 112:leaf=-0.0080303885,cover=0
- 56:[PialArea5<0.567627013] yes=113,no=114,missing=113,gain=2.21933627,cover=1647
- 113:leaf=0.00260138698,cover=0
- 114:leaf=-0.00187557808,cover=0
- 28:[Ecc<8.41855335] yes=57,no=58,missing=57,gain=2.2293334,cover=798177
- 57:[LGI5<3.21727777] yes=115,no=116,missing=116,gain=5.70010948,cover=196746
- 115:leaf=-0.000132881862,cover=0
- 116:leaf=-0.00304242852,cover=0
- 58:[Pol<115.563423] yes=117,no=118,missing=117,gain=3.0375278,cover=601431
- 117:leaf=-2.44925468e-05,cover=0
- 118:leaf=0.00024497119,cover=0
- 14:[Curv5<-0.0366821773] yes=29,no=30,missing=30,gain=2.39366198,cover=8323
- 29:[Ecc<44.7855835] yes=59,no=60,missing=60,gain=2.98634601,cover=2421
- 59:[LGI5<2.74134016] yes=119,no=120,missing=119,gain=2.40663314,cover=1112
- 119:leaf=0.0128513873,cover=0
- 120:leaf=-0.00174586289,cover=0
- 60:[LGI5<3.84897733] yes=121,no=122,missing=121,gain=2.03186679,cover=1309
- 121:leaf=0.00258872821,cover=0
- 122:leaf=-0.00676096557,cover=0
- 30:[PialArea5<0.834082127] yes=61,no=62,missing=62,gain=1.60020208,cover=5902
- 61:[Ecc<27.327179] yes=123,no=124,missing=123,gain=2.29485536,cover=5058
- 123:leaf=-0.00238377624,cover=0
- 124:leaf=-0.000177336042,cover=0
- 62:[PialCurv5<-0.0173297711] yes=125,no=126,missing=125,gain=1.98968697,cover=844
- 125:leaf=-0.00993261673,cover=0
- 126:leaf=-0.00244582538,cover=0
-booster[1138]:
-0:[PialArea5<0.432214499] yes=1,no=2,missing=2,gain=0.129106969,cover=5124388
- 1:[Sulc0<-0.609302223] yes=3,no=4,missing=3,gain=0.594792187,cover=586041
- 3:[Ecc<0.618862808] yes=7,no=8,missing=7,gain=0.930703461,cover=1102
- 7:[LGI5<2.13090348] yes=15,no=16,missing=15,gain=1.70779872,cover=441
- 15:[Pol<145.397461] yes=31,no=32,missing=31,gain=0.080217123,cover=20
- 31:leaf=-0.0185823105,cover=0
- 32:leaf=-0.00753922341,cover=0
- 16:[Area5<0.652759671] yes=33,no=34,missing=33,gain=1.92066574,cover=421
- 33:[PialCurv5<0.0218105931] yes=63,no=64,missing=64,gain=0.763032675,cover=368
- 63:leaf=-0.00320042344,cover=0
- 64:leaf=0.00134184735,cover=0
- 34:[LGI5<2.23211861] yes=65,no=66,missing=66,gain=2.20729923,cover=53
- 65:leaf=-0.0322971456,cover=0
- 66:leaf=-0.00604780857,cover=0
- 8:[Pol<128.951508] yes=17,no=18,missing=17,gain=1.27955389,cover=661
- 17:[Pol<82.2009888] yes=35,no=36,missing=35,gain=1.7159009,cover=383
- 35:[Area5<0.66824472] yes=67,no=68,missing=67,gain=0.806733012,cover=218
- 67:leaf=0.000146788734,cover=0
- 68:leaf=-0.00908298045,cover=0
- 36:[Area5<0.593548477] yes=69,no=70,missing=69,gain=2.56678629,cover=165
- 69:leaf=0.00130397768,cover=0
- 70:leaf=0.0144676762,cover=0
- 18:[Ecc<1.05247808] yes=37,no=38,missing=37,gain=0.883268714,cover=278
- 37:[LGI5<2.35684347] yes=71,no=72,missing=71,gain=1.02201223,cover=142
- 71:leaf=-0.0029252707,cover=0
- 72:leaf=-0.0130013851,cover=0
- 38:[PialCurv5<0.054317683] yes=73,no=74,missing=73,gain=0.726804018,cover=136
- 73:leaf=-0.00229770085,cover=0
- 74:leaf=0.00532118184,cover=0
- 4:[Ecc<0.221054599] yes=9,no=10,missing=10,gain=0.688165188,cover=584939
- 9:[Area5<0.663893223] yes=19,no=20,missing=19,gain=1.34546423,cover=661
- 19:[PialCurv5<0.064168714] yes=39,no=40,missing=40,gain=0.893328309,cover=557
- 39:[Area5<0.625618935] yes=75,no=76,missing=75,gain=0.741044044,cover=148
- 75:leaf=0.00119273679,cover=0
- 76:leaf=-0.00720241759,cover=0
- 40:[LGI5<2.24172258] yes=77,no=78,missing=77,gain=0.835922003,cover=409
- 77:leaf=0.00769091491,cover=0
- 78:leaf=0.00248628994,cover=0
- 20:[LGI5<2.26652193] yes=41,no=42,missing=41,gain=1.34668231,cover=104
- 41:[Area5<0.671631575] yes=79,no=80,missing=80,gain=0.1041044,cover=16
- 79:leaf=-0.00551914005,cover=0
- 80:leaf=-0.0183943864,cover=0
- 42:[Sulc0<-0.457356662] yes=81,no=82,missing=81,gain=1.12584758,cover=88
- 81:leaf=-0.0122352364,cover=0
- 82:leaf=0.00174821285,cover=0
- 10:[Pol<110.287491] yes=21,no=22,missing=21,gain=0.589634299,cover=584278
- 21:[Ecc<20.3925476] yes=43,no=44,missing=43,gain=1.09110343,cover=466115
- 43:[Ecc<10.426198] yes=83,no=84,missing=83,gain=2.39444184,cover=348848
- 83:leaf=3.75827112e-05,cover=0
- 84:leaf=-0.00024959381,cover=0
- 44:[Sulc0<0.717745602] yes=85,no=86,missing=85,gain=2.35901904,cover=117267
- 85:leaf=0.000656047196,cover=0
- 86:leaf=3.36569792e-05,cover=0
- 22:[Sulc0<1.06550956] yes=45,no=46,missing=46,gain=1.64237142,cover=118163
- 45:[Ecc<32.6813126] yes=87,no=88,missing=87,gain=1.66235268,cover=115136
- 87:leaf=0.000191461979,cover=0
- 88:leaf=-0.000772316998,cover=0
- 46:[MidArea5<0.49446398] yes=89,no=90,missing=90,gain=1.40963411,cover=3027
- 89:leaf=0.00104710122,cover=0
- 90:leaf=-0.00158804562,cover=0
- 2:[Curv5<0.0778492987] yes=5,no=6,missing=6,gain=0.378023237,cover=4538347
- 5:[PialCurv5<0.164156988] yes=11,no=12,missing=11,gain=1.0767566,cover=3827624
- 11:[Sulc0<0.636906147] yes=23,no=24,missing=23,gain=0.781951725,cover=3790656
- 23:[Pol<84.1277542] yes=47,no=48,missing=47,gain=0.430510044,cover=3748393
- 47:[Sulc0<0.0931760818] yes=91,no=92,missing=91,gain=8.32834244,cover=1693576
- 91:leaf=2.54140905e-05,cover=0
- 92:leaf=-0.000318578794,cover=0
- 48:[Sulc0<0.0214736983] yes=93,no=94,missing=93,gain=4.78383446,cover=2054817
- 93:leaf=-1.84973887e-05,cover=0
- 94:leaf=0.000174366622,cover=0
- 24:[LGI5<2.99594808] yes=49,no=50,missing=49,gain=1.8602519,cover=42263
- 49:[LGI5<2.91823459] yes=95,no=96,missing=95,gain=2.93491936,cover=9331
- 95:leaf=0.000192054373,cover=0
- 96:leaf=-0.00172386726,cover=0
- 50:[Pol<135.419098] yes=97,no=98,missing=98,gain=3.28949714,cover=32932
- 97:leaf=0.000492397754,cover=0
- 98:leaf=-0.00220499048,cover=0
- 12:[LGI5<2.3349762] yes=25,no=26,missing=25,gain=1.55558014,cover=36968
- 25:[Curv5<0.0534323379] yes=51,no=52,missing=51,gain=1.86931014,cover=2943
- 51:[Area5<0.673304081] yes=99,no=100,missing=100,gain=1.41323638,cover=1040
- 99:leaf=0.00107484148,cover=0
- 100:leaf=0.00485930545,cover=0
- 52:[PialArea5<0.640100121] yes=101,no=102,missing=101,gain=1.92232704,cover=1903
- 101:leaf=-0.00152602722,cover=0
- 102:leaf=0.00166772516,cover=0
- 26:[Sulc0<-0.166708246] yes=53,no=54,missing=53,gain=1.85990167,cover=34025
- 53:[PialArea5<0.647521853] yes=103,no=104,missing=103,gain=1.35283208,cover=4465
- 103:leaf=-0.000312087272,cover=0
- 104:leaf=-0.00206941436,cover=0
- 54:[Ecc<2.25101852] yes=105,no=106,missing=105,gain=3.20978642,cover=29560
- 105:leaf=0.00254478003,cover=0
- 106:leaf=-0.000315158948,cover=0
- 6:[Pol<177.729218] yes=13,no=14,missing=13,gain=1.08941221,cover=710723
- 13:[Pol<78.8803177] yes=27,no=28,missing=28,gain=1.09481859,cover=704248
- 27:[Ecc<8.7927618] yes=55,no=56,missing=55,gain=4.85774326,cover=127811
- 55:[LGI5<2.96218491] yes=107,no=108,missing=108,gain=6.47398424,cover=34170
- 107:leaf=0.000366929773,cover=0
- 108:leaf=0.00262932153,cover=0
- 56:[PialArea5<1.04185641] yes=109,no=110,missing=110,gain=2.37577057,cover=93641
- 109:leaf=-0.000101099686,cover=0
- 110:leaf=0.0125712622,cover=0
- 28:[PialCurv5<0.125401646] yes=57,no=58,missing=57,gain=3.4245398,cover=576437
- 57:[Pol<119.777687] yes=111,no=112,missing=111,gain=7.5248065,cover=99866
- 111:leaf=-0.000659162004,cover=0
- 112:leaf=0.000248408498,cover=0
- 58:[Sulc0<-0.842326522] yes=113,no=114,missing=114,gain=1.60710812,cover=476571
- 113:leaf=-0.0211442765,cover=0
- 114:leaf=-1.54491408e-05,cover=0
- 14:[MidArea5<0.656586885] yes=29,no=30,missing=29,gain=1.37490201,cover=6475
- 29:[LGI5<3.67381835] yes=59,no=60,missing=59,gain=0.612974644,cover=5048
- 59:[LGI5<3.30554914] yes=115,no=116,missing=116,gain=0.653085232,cover=5020
- 115:leaf=0.000876223668,cover=0
- 116:leaf=0.00304876338,cover=0
- 60:[PialCurv5<0.141046807] yes=117,no=118,missing=117,gain=0.281242907,cover=28
- 117:leaf=-0.0106945904,cover=0
- 118:leaf=-0.000733140972,cover=0
- 30:[Sulc0<0.0451717228] yes=61,no=62,missing=62,gain=0.833398283,cover=1427
- 61:[LGI5<2.77946544] yes=119,no=120,missing=120,gain=0.578641295,cover=1246
- 119:leaf=-0.00264024036,cover=0
- 120:leaf=-0.000403267535,cover=0
- 62:[Area5<0.736205518] yes=121,no=122,missing=122,gain=0.61993891,cover=181
- 121:leaf=-0.000674904266,cover=0
- 122:leaf=0.00516326167,cover=0
-booster[1139]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.130365983,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.269851029,cover=4943960
- 3:[Pol<103.31839] yes=7,no=8,missing=7,gain=0.388459682,cover=4628667
- 7:[Ecc<14.9070177] yes=15,no=16,missing=15,gain=1.63634896,cover=2321102
- 15:[LGI5<2.83602357] yes=31,no=32,missing=31,gain=2.0742023,cover=1837611
- 31:[Ecc<10.426198] yes=63,no=64,missing=64,gain=2.31286311,cover=1370331
- 63:leaf=1.2748309e-05,cover=0
- 64:leaf=0.000357688026,cover=0
- 32:[Sulc0<-0.420901269] yes=65,no=66,missing=65,gain=4.49328995,cover=467280
- 65:leaf=7.3957417e-05,cover=0
- 66:leaf=-0.000237536413,cover=0
- 16:[Sulc0<-0.325671464] yes=33,no=34,missing=33,gain=6.49152851,cover=483491
- 33:[Pol<71.0996552] yes=67,no=68,missing=67,gain=10.633564,cover=180101
- 67:leaf=-0.000107745291,cover=0
- 68:leaf=-0.00471900962,cover=0
- 34:[Curv5<0.0322575867] yes=69,no=70,missing=69,gain=12.1755829,cover=303390
- 69:leaf=0.000578745909,cover=0
- 70:leaf=-5.63104986e-05,cover=0
- 8:[Ecc<17.5281601] yes=17,no=18,missing=17,gain=1.7701149,cover=2307565
- 17:[LGI5<2.93978119] yes=35,no=36,missing=35,gain=2.09402919,cover=1946862
- 35:[MidArea5<0.828536689] yes=71,no=72,missing=71,gain=2.07752371,cover=1548990
- 71:leaf=6.10214238e-06,cover=0
- 72:leaf=-0.000146773236,cover=0
- 36:[PialCurv5<-0.072655201] yes=73,no=74,missing=73,gain=3.5280478,cover=397872
- 73:leaf=-0.000100851503,cover=0
- 74:leaf=0.000214221145,cover=0
- 18:[Sulc0<-0.23104082] yes=37,no=38,missing=37,gain=5.95935917,cover=360703
- 37:[Pol<142.520569] yes=75,no=76,missing=75,gain=13.3020716,cover=137286
- 75:leaf=0.00266589038,cover=0
- 76:leaf=4.844461e-05,cover=0
- 38:[Sulc0<0.176289052] yes=77,no=78,missing=77,gain=7.4688344,cover=223417
- 77:leaf=-0.000644668762,cover=0
- 78:leaf=-4.85523597e-05,cover=0
- 4:[PialCurv5<-0.0644776821] yes=9,no=10,missing=10,gain=1.84122992,cover=315293
- 9:[Curv5<-0.110226393] yes=19,no=20,missing=19,gain=2.81385612,cover=109968
- 19:[PialCurv5<-0.154837668] yes=39,no=40,missing=39,gain=1.67608011,cover=101098
- 39:[Area5<0.759248734] yes=79,no=80,missing=79,gain=1.98732114,cover=11521
- 79:leaf=-0.000320507854,cover=0
- 80:leaf=-0.00264569954,cover=0
- 40:[LGI5<2.98459172] yes=81,no=82,missing=81,gain=2.34258437,cover=89577
- 81:leaf=-0.000351067167,cover=0
- 82:leaf=0.000256610889,cover=0
- 20:[Pol<41.8258972] yes=41,no=42,missing=41,gain=4.34186935,cover=8870
- 41:[Sulc0<0.485350072] yes=83,no=84,missing=84,gain=3.02105045,cover=3288
- 83:leaf=0.00253446656,cover=0
- 84:leaf=-0.0164980963,cover=0
- 42:[Ecc<43.8470497] yes=85,no=86,missing=85,gain=2.36368036,cover=5582
- 85:leaf=-0.00053670659,cover=0
- 86:leaf=0.00172639417,cover=0
- 10:[Curv5<-0.195883974] yes=21,no=22,missing=21,gain=2.48612571,cover=205325
- 21:[Sulc0<0.227376223] yes=43,no=44,missing=43,gain=3.3524065,cover=568
- 43:[LGI5<3.60428405] yes=87,no=88,missing=88,gain=1.23733759,cover=400
- 87:leaf=-0.00489046238,cover=0
- 88:leaf=-0.0135721583,cover=0
- 44:[Pol<118.712891] yes=89,no=90,missing=89,gain=0.568657279,cover=168
- 89:leaf=0.00572867831,cover=0
- 90:leaf=-0.000107928579,cover=0
- 22:[Sulc0<-0.510775328] yes=45,no=46,missing=45,gain=2.56821752,cover=204757
- 45:[LGI5<3.53458858] yes=91,no=92,missing=91,gain=1.44173813,cover=202
- 91:leaf=0.00725537492,cover=0
- 92:leaf=-0.00450246409,cover=0
- 46:[Curv5<0.141257599] yes=93,no=94,missing=93,gain=2.27953148,cover=204555
- 93:leaf=-0.000172013228,cover=0
- 94:leaf=0.000550100289,cover=0
- 2:[PialCurv5<0.309146255] yes=5,no=6,missing=6,gain=1.10092652,cover=180428
- 5:[Pol<64.3762589] yes=11,no=12,missing=11,gain=0.910791755,cover=99599
- 11:[Ecc<34.5416374] yes=23,no=24,missing=24,gain=4.70668793,cover=8626
- 23:[PialCurv5<0.0771882981] yes=47,no=48,missing=48,gain=2.3117671,cover=774
- 47:[Pol<27.4246235] yes=95,no=96,missing=95,gain=0.346424699,cover=17
- 95:leaf=0.00366260414,cover=0
- 96:leaf=-0.0168327242,cover=0
- 48:[MidArea5<0.505849421] yes=97,no=98,missing=97,gain=1.48822021,cover=757
- 97:leaf=0.0092081381,cover=0
- 98:leaf=0.00288266782,cover=0
- 24:[Curv5<0.0431617796] yes=49,no=50,missing=50,gain=2.96783113,cover=7852
- 49:[LGI5<3.1767621] yes=99,no=100,missing=99,gain=1.17717719,cover=123
- 99:leaf=0.015253081,cover=0
- 100:leaf=0.00404435769,cover=0
- 50:[Area5<0.666510165] yes=101,no=102,missing=101,gain=2.04814124,cover=7729
- 101:leaf=-0.00326255755,cover=0
- 102:leaf=-0.000555677514,cover=0
- 12:[LGI5<3.0310638] yes=25,no=26,missing=25,gain=1.1001159,cover=90973
- 25:[Area5<0.624364853] yes=51,no=52,missing=51,gain=1.69556439,cover=24925
- 51:[LGI5<2.87999082] yes=103,no=104,missing=103,gain=1.86905897,cover=2474
- 103:leaf=-0.000312461605,cover=0
- 104:leaf=0.0024417704,cover=0
- 52:[Curv5<0.0736173838] yes=105,no=106,missing=105,gain=1.45484233,cover=22451
- 105:leaf=-0.0027231893,cover=0
- 106:leaf=-0.000155652102,cover=0
- 26:[Ecc<11.3532677] yes=53,no=54,missing=53,gain=2.44131327,cover=66048
- 53:[PialArea5<0.494012713] yes=107,no=108,missing=108,gain=2.45982838,cover=2225
- 107:leaf=-0.000735086505,cover=0
- 108:leaf=-0.00603702059,cover=0
- 54:[LGI5<3.15084362] yes=109,no=110,missing=110,gain=2.45632839,cover=63823
- 109:leaf=0.00107585476,cover=0
- 110:leaf=0.000228136312,cover=0
- 6:[Curv5<0.126145482] yes=13,no=14,missing=13,gain=0.917960405,cover=80829
- 13:[Ecc<12.5441074] yes=27,no=28,missing=27,gain=1.51716828,cover=1944
- 27:[Ecc<10.569519] yes=55,no=56,missing=56,gain=0.837377548,cover=119
- 55:[Area5<0.629274011] yes=111,no=112,missing=111,gain=0.396990657,cover=75
- 111:leaf=0.00405580178,cover=0
- 112:leaf=-0.00505886087,cover=0
- 56:[Area5<0.653711498] yes=113,no=114,missing=113,gain=0.585932732,cover=44
- 113:leaf=-0.0169426855,cover=0
- 114:leaf=-0.00502264826,cover=0
- 28:[LGI5<2.98459172] yes=57,no=58,missing=57,gain=1.37674153,cover=1825
- 57:[LGI5<2.8416636] yes=115,no=116,missing=116,gain=0.872562408,cover=356
- 115:leaf=-0.000955658208,cover=0
- 116:leaf=0.00405656872,cover=0
- 58:[PialArea5<0.467676282] yes=117,no=118,missing=117,gain=0.956883669,cover=1469
- 117:leaf=-0.00202277675,cover=0
- 118:leaf=0.0015413115,cover=0
- 14:[LGI5<3.23945832] yes=29,no=30,missing=29,gain=0.802925825,cover=78885
- 29:[Curv5<0.204311207] yes=59,no=60,missing=59,gain=1.05397582,cover=47831
- 59:[LGI5<2.33929968] yes=119,no=120,missing=120,gain=1.11209655,cover=35303
- 119:leaf=0.00980659481,cover=0
- 120:leaf=-0.00034500254,cover=0
- 60:[Pol<107.66053] yes=121,no=122,missing=122,gain=0.686697125,cover=12528
- 121:leaf=0.000305431982,cover=0
- 122:leaf=-0.00106171577,cover=0
- 30:[Pol<133.406311] yes=61,no=62,missing=62,gain=0.927484393,cover=31054
- 61:[LGI5<3.38720298] yes=123,no=124,missing=123,gain=0.97475338,cover=30998
- 123:leaf=0.000483197946,cover=0
- 124:leaf=-8.87931747e-05,cover=0
- 62:[Area5<0.713311911] yes=125,no=126,missing=126,gain=0.17971313,cover=56
- 125:leaf=-0.00313428952,cover=0
- 126:leaf=-0.00893659424,cover=0
-booster[1140]:
-0:[Curv5<0.22365725] yes=1,no=2,missing=2,gain=0.134149179,cover=5124388
- 1:[PialArea5<0.267248243] yes=3,no=4,missing=4,gain=0.375948697,cover=5044321
- 3:[Pol<112.874634] yes=7,no=8,missing=8,gain=0.564762354,cover=25988
- 7:[PialCurv5<0.189327508] yes=15,no=16,missing=15,gain=0.702002823,cover=24142
- 15:[Ecc<15.3430929] yes=31,no=32,missing=31,gain=2.85143423,cover=3993
- 31:[LGI5<2.79054689] yes=63,no=64,missing=63,gain=1.75144696,cover=2251
- 63:leaf=-0.00036605433,cover=0
- 64:leaf=0.00252636056,cover=0
- 32:[Pol<107.66053] yes=65,no=66,missing=65,gain=2.15987682,cover=1742
- 65:leaf=-0.00158830441,cover=0
- 66:leaf=-0.00958708953,cover=0
- 16:[Curv5<0.147363082] yes=33,no=34,missing=33,gain=1.26005292,cover=20149
- 33:[LGI5<2.83041978] yes=67,no=68,missing=67,gain=1.12111938,cover=2047
- 67:leaf=-0.000995850074,cover=0
- 68:leaf=0.00198743376,cover=0
- 34:[Ecc<2.97906685] yes=69,no=70,missing=70,gain=0.985815167,cover=18102
- 69:leaf=0.00326989754,cover=0
- 70:leaf=7.01145473e-05,cover=0
- 8:[Pol<132.742767] yes=17,no=18,missing=17,gain=0.688326359,cover=1846
- 17:[PialCurv5<0.270000219] yes=35,no=36,missing=35,gain=0.738472104,cover=1113
- 35:[LGI5<3.04290652] yes=71,no=72,missing=71,gain=0.776807308,cover=421
- 71:leaf=0.00484105526,cover=0
- 72:leaf=0.000119492754,cover=0
- 36:[LGI5<2.77389717] yes=73,no=74,missing=74,gain=0.934461594,cover=692
- 73:leaf=0.00337303593,cover=0
- 74:leaf=-0.000504457275,cover=0
- 18:[LGI5<2.3349762] yes=37,no=38,missing=37,gain=0.817165792,cover=733
- 37:[Curv5<0.186949074] yes=75,no=76,missing=75,gain=0.795193434,cover=218
- 75:leaf=0.00432021869,cover=0
- 76:leaf=-0.00230793259,cover=0
- 38:[Area5<0.595263004] yes=77,no=78,missing=77,gain=0.426336288,cover=515
- 77:leaf=0.000352677715,cover=0
- 78:leaf=-0.00253626285,cover=0
- 4:[LGI5<2.22170687] yes=9,no=10,missing=9,gain=0.194811493,cover=5018333
- 9:[Pol<78.2110443] yes=19,no=20,missing=19,gain=1.87819541,cover=116659
- 19:[Curv5<-0.100392215] yes=39,no=40,missing=39,gain=2.64026546,cover=36984
- 39:[Sulc0<-0.0562447868] yes=79,no=80,missing=80,gain=1.35142028,cover=28746
- 79:leaf=-1.36746085e-05,cover=0
- 80:leaf=0.0126749417,cover=0
- 40:[LGI5<2.21018219] yes=81,no=82,missing=81,gain=5.75548935,cover=8238
- 81:leaf=-0.00158285256,cover=0
- 82:leaf=0.00208061445,cover=0
- 20:[Sulc0<-0.976720333] yes=41,no=42,missing=42,gain=2.28707027,cover=79675
- 41:[PialCurv5<-0.0542625114] yes=83,no=84,missing=84,gain=4.39433002,cover=7876
- 83:leaf=-0.000781910494,cover=0
- 84:leaf=0.00741628138,cover=0
- 42:[PialCurv5<0.167567819] yes=85,no=86,missing=85,gain=2.03729105,cover=71799
- 85:leaf=0.00040570469,cover=0
- 86:leaf=-0.000320083433,cover=0
- 10:[LGI5<2.2730217] yes=21,no=22,missing=21,gain=0.577739596,cover=4901674
- 21:[MidArea5<0.49446398] yes=43,no=44,missing=43,gain=2.23132706,cover=119135
- 43:[PialCurv5<0.144311354] yes=87,no=88,missing=87,gain=3.89078522,cover=3356
- 87:leaf=-0.00304166833,cover=0
- 88:leaf=0.00036359264,cover=0
- 44:[Pol<157.22821] yes=89,no=90,missing=89,gain=2.00573063,cover=115779
- 89:leaf=1.25026045e-05,cover=0
- 90:leaf=-0.000577555678,cover=0
- 22:[LGI5<2.27925944] yes=45,no=46,missing=46,gain=0.313543648,cover=4782539
- 45:[Sulc0<-0.563680887] yes=91,no=92,missing=92,gain=1.59839749,cover=19451
- 91:leaf=-0.000222939445,cover=0
- 92:leaf=0.000685473264,cover=0
- 46:[Sulc0<-1.24864507] yes=93,no=94,missing=94,gain=0.220582813,cover=4763088
- 93:leaf=0.000181633557,cover=0
- 94:leaf=-2.35572017e-07,cover=0
- 2:[LGI5<3.64692807] yes=5,no=6,missing=6,gain=0.745288432,cover=80067
- 5:[LGI5<3.48966408] yes=11,no=12,missing=11,gain=0.83490181,cover=78756
- 11:[Ecc<3.67199802] yes=23,no=24,missing=23,gain=0.618358374,cover=77553
- 23:[Pol<118.712891] yes=47,no=48,missing=48,gain=0.892004967,cover=29547
- 47:[Ecc<0.889730632] yes=95,no=96,missing=96,gain=0.980224371,cover=25781
- 95:leaf=0.00165272912,cover=0
- 96:leaf=-0.000397222349,cover=0
- 48:[Sulc0<-0.43309778] yes=97,no=98,missing=98,gain=0.651543558,cover=3766
- 97:leaf=-0.00359278917,cover=0
- 98:leaf=0.000580131717,cover=0
- 24:[Ecc<5.08081961] yes=49,no=50,missing=49,gain=1.35634625,cover=48006
- 49:[LGI5<2.3349762] yes=99,no=100,missing=100,gain=1.41836071,cover=15347
- 99:leaf=-0.000541782356,cover=0
- 100:leaf=0.000670470472,cover=0
- 50:[Area5<0.827407002] yes=101,no=102,missing=102,gain=1.1062727,cover=32659
- 101:leaf=-0.000109760673,cover=0
- 102:leaf=-0.00333546335,cover=0
- 12:[Sulc0<0.762988985] yes=25,no=26,missing=25,gain=1.455235,cover=1203
- 25:[PialArea5<0.267248243] yes=51,no=52,missing=52,gain=2.07395482,cover=253
- 51:[Pol<95.6227875] yes=103,no=104,missing=104,gain=0.573723435,cover=61
- 103:leaf=-0.00575534208,cover=0
- 104:leaf=0.00608098088,cover=0
- 52:[Ecc<21.3640327] yes=105,no=106,missing=106,gain=0.574230433,cover=192
- 105:leaf=0.00455457205,cover=0
- 106:leaf=0.0101055671,cover=0
- 26:[LGI5<3.58443618] yes=53,no=54,missing=53,gain=0.89770323,cover=950
- 53:[Pol<111.846848] yes=107,no=108,missing=107,gain=0.765699983,cover=579
- 107:leaf=0.00185312552,cover=0
- 108:leaf=-0.0109179495,cover=0
- 54:[Curv5<0.266060919] yes=109,no=110,missing=109,gain=0.347869009,cover=371
- 109:leaf=-0.00245079561,cover=0
- 110:leaf=0.00104670634,cover=0
- 6:[Ecc<21.0377083] yes=13,no=14,missing=14,gain=0.684332013,cover=1311
- 13:[Pol<126.540802] yes=27,no=28,missing=27,gain=0.182954222,cover=194
- 27:[MidArea5<0.468026847] yes=55,no=56,missing=55,gain=0.193214953,cover=165
- 55:[LGI5<3.84897733] yes=111,no=112,missing=111,gain=0.296616614,cover=48
- 111:leaf=0.00121626351,cover=0
- 112:leaf=0.0103047667,cover=0
- 56:[PialArea5<0.317611694] yes=113,no=114,missing=114,gain=0.10236717,cover=117
- 113:leaf=-0.00279492675,cover=0
- 114:leaf=0.000582842564,cover=0
- 28:[Ecc<14.28263] yes=57,no=58,missing=57,gain=0.0617944598,cover=29
- 57:[Sulc0<-0.0862998366] yes=115,no=116,missing=115,gain=0.00564994849,cover=11
- 115:leaf=9.57399607e-06,cover=0
- 116:leaf=0.00251831417,cover=0
- 58:[MidArea5<0.574335396] yes=117,no=118,missing=117,gain=0.0117170215,cover=18
- 117:leaf=0.00805719383,cover=0
- 118:leaf=0.00414044783,cover=0
- 14:[Ecc<36.5542564] yes=29,no=30,missing=29,gain=0.554111838,cover=1117
- 29:[LGI5<3.84897733] yes=59,no=60,missing=59,gain=0.517585516,cover=697
- 59:[Pol<69.6327286] yes=119,no=120,missing=120,gain=0.535979033,cover=370
- 119:leaf=0.00579641107,cover=0
- 120:leaf=-0.00423149392,cover=0
- 60:[LGI5<3.94193578] yes=121,no=122,missing=121,gain=0.466489196,cover=327
- 121:leaf=0.00142493576,cover=0
- 122:leaf=-0.00251788786,cover=0
- 30:[PialArea5<0.245474651] yes=61,no=62,missing=62,gain=0.276346058,cover=420
- 61:[Area5<0.494833142] yes=123,no=124,missing=124,gain=0.749188304,cover=55
- 123:leaf=-0.0124227963,cover=0
- 124:leaf=0.00508299749,cover=0
- 62:[LGI5<3.78836131] yes=125,no=126,missing=126,gain=0.153569579,cover=365
- 125:leaf=4.31900662e-05,cover=0
- 126:leaf=-0.00205065007,cover=0
-booster[1141]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=1,gain=0.123805031,cover=5124388
- 1:[PialArea5<1.36541271] yes=3,no=4,missing=4,gain=0.244564936,cover=5024305
- 3:[LGI5<2.6558373] yes=7,no=8,missing=8,gain=0.19637908,cover=5000360
- 7:[Sulc0<-0.420901269] yes=15,no=16,missing=15,gain=0.885522783,cover=2155312
- 15:[Ecc<4.73840666] yes=31,no=32,missing=31,gain=1.90442121,cover=1080440
- 31:[Pol<111.846848] yes=63,no=64,missing=63,gain=4.18588161,cover=841925
- 63:leaf=-8.35381943e-05,cover=0
- 64:leaf=0.000141307639,cover=0
- 32:[PialCurv5<-0.0704385936] yes=65,no=66,missing=65,gain=5.11914492,cover=238515
- 65:leaf=-4.28186613e-05,cover=0
- 66:leaf=-0.000667489541,cover=0
- 16:[Pol<76.8473129] yes=33,no=34,missing=33,gain=3.47834373,cover=1074872
- 33:[Area5<0.703760326] yes=67,no=68,missing=67,gain=8.69711876,cover=145850
- 67:leaf=-8.49714779e-05,cover=0
- 68:leaf=0.000689929759,cover=0
- 34:[Ecc<5.72519016] yes=69,no=70,missing=69,gain=3.49379563,cover=929022
- 69:leaf=-6.82621176e-05,cover=0
- 70:leaf=0.000131570778,cover=0
- 8:[Sulc0<-0.872199774] yes=17,no=18,missing=18,gain=1.23660791,cover=2845048
- 17:[Ecc<0.567370772] yes=35,no=36,missing=35,gain=1.31245482,cover=161708
- 35:[Pol<26.4235344] yes=71,no=72,missing=72,gain=1.07861781,cover=464
- 71:leaf=-0.00183672365,cover=0
- 72:leaf=0.00403107796,cover=0
- 36:[Sulc0<-1.15707839] yes=73,no=74,missing=73,gain=1.0796957,cover=161244
- 73:leaf=-0.000274460792,cover=0
- 74:leaf=0.000160357187,cover=0
- 18:[Ecc<4.46987629] yes=37,no=38,missing=37,gain=1.58883238,cover=2683340
- 37:[LGI5<3.23945832] yes=75,no=76,missing=75,gain=4.15181923,cover=84309
- 75:leaf=-0.000212278319,cover=0
- 76:leaf=-0.00692471443,cover=0
- 38:[Pol<14.1659222] yes=77,no=78,missing=77,gain=1.14422929,cover=2599031
- 77:leaf=0.000116816504,cover=0
- 78:leaf=-1.87952373e-05,cover=0
- 4:[PialCurv5<-0.0839454681] yes=9,no=10,missing=10,gain=2.28551483,cover=23945
- 9:[Curv5<-0.100392215] yes=19,no=20,missing=19,gain=1.75216353,cover=20496
- 19:[Area5<0.72690624] yes=39,no=40,missing=39,gain=1.39655328,cover=20342
- 39:[LGI5<2.75749183] yes=79,no=80,missing=79,gain=1.26002777,cover=16752
- 79:leaf=8.94902478e-05,cover=0
- 80:leaf=0.00130209408,cover=0
- 40:[Pol<24.282547] yes=81,no=82,missing=81,gain=0.831081867,cover=3590
- 81:leaf=-0.00186646078,cover=0
- 82:leaf=-0.000264382077,cover=0
- 20:[Area5<0.714116395] yes=41,no=42,missing=41,gain=2.25000811,cover=154
- 41:[PialCurv5<-0.0886472985] yes=83,no=84,missing=83,gain=1.26069283,cover=119
- 83:leaf=-0.0108821429,cover=0
- 84:leaf=0.00250049774,cover=0
- 42:[Pol<149.072266] yes=85,no=86,missing=85,gain=0.962428987,cover=35
- 85:leaf=-0.00228986563,cover=0
- 86:leaf=0.0139522925,cover=0
- 10:[Curv5<-0.114048101] yes=21,no=22,missing=21,gain=0.973312378,cover=3449
- 21:[MidArea5<0.958388984] yes=43,no=44,missing=44,gain=1.01362896,cover=2378
- 43:[Curv5<-0.191348091] yes=87,no=88,missing=87,gain=0.709028482,cover=17
- 87:leaf=0.0153150558,cover=0
- 88:leaf=-0.00718838954,cover=0
- 44:[Sulc0<-1.06881595] yes=89,no=90,missing=90,gain=0.925421476,cover=2361
- 89:leaf=0.00111919059,cover=0
- 90:leaf=-0.0023172216,cover=0
- 22:[PialCurv5<-0.0487009101] yes=45,no=46,missing=45,gain=1.07168889,cover=1071
- 45:[Area5<0.631603718] yes=91,no=92,missing=91,gain=1.86755395,cover=705
- 91:leaf=-0.00732514402,cover=0
- 92:leaf=0.00182831683,cover=0
- 46:[Pol<53.6550331] yes=93,no=94,missing=93,gain=0.987139225,cover=366
- 93:leaf=0.00151227845,cover=0
- 94:leaf=-0.00405462086,cover=0
- 2:[Curv5<-0.0642315522] yes=5,no=6,missing=5,gain=0.588034451,cover=100083
- 5:[Sulc0<0.0931760818] yes=11,no=12,missing=11,gain=0.873428345,cover=94059
- 11:[Sulc0<-0.152423486] yes=23,no=24,missing=23,gain=0.823923707,cover=93766
- 23:[Ecc<2.07756257] yes=47,no=48,missing=47,gain=0.749058902,cover=92280
- 47:[LGI5<2.82485151] yes=95,no=96,missing=95,gain=1.86076915,cover=8942
- 95:leaf=0.000482191535,cover=0
- 96:leaf=-0.0151820956,cover=0
- 48:[LGI5<2.61063838] yes=97,no=98,missing=97,gain=0.76163739,cover=83338
- 97:leaf=-0.000236918131,cover=0
- 98:leaf=7.92398132e-05,cover=0
- 24:[LGI5<2.78495932] yes=49,no=50,missing=49,gain=2.74893069,cover=1486
- 49:[LGI5<2.60638428] yes=99,no=100,missing=100,gain=3.44279218,cover=355
- 99:leaf=-0.000438128511,cover=0
- 100:leaf=0.00944973808,cover=0
- 50:[Ecc<44.7855835] yes=101,no=102,missing=101,gain=1.30653143,cover=1131
- 101:leaf=0.000468653714,cover=0
- 102:leaf=-0.00608429266,cover=0
- 12:[Ecc<16.0247612] yes=25,no=26,missing=25,gain=0.944655895,cover=293
- 25:[Ecc<7.54628181] yes=51,no=52,missing=51,gain=0.9036991,cover=37
- 51:[Pol<57.0350037] yes=103,no=104,missing=103,gain=0.298429519,cover=14
- 103:leaf=0.0030774842,cover=0
- 104:leaf=-0.0109117394,cover=0
- 52:[Area5<0.924216449] yes=105,no=106,missing=105,gain=0.712451696,cover=23
- 105:leaf=0.0156040937,cover=0
- 106:leaf=-0.00375644746,cover=0
- 26:[LGI5<2.91823459] yes=53,no=54,missing=54,gain=0.657165289,cover=256
- 53:[Curv5<-0.146701202] yes=107,no=108,missing=107,gain=0.592021585,cover=26
- 107:leaf=0.0164832007,cover=0
- 108:leaf=-0.0128732193,cover=0
- 54:[Pol<11.2407846] yes=109,no=110,missing=109,gain=1.51113498,cover=230
- 109:leaf=0.0130576538,cover=0
- 110:leaf=-0.00390730612,cover=0
- 6:[Pol<11.2407846] yes=13,no=14,missing=14,gain=2.12417006,cover=6024
- 13:[Curv5<-0.048490826] yes=27,no=28,missing=27,gain=1.80690646,cover=164
- 27:[MidArea5<1.21578133] yes=55,no=56,missing=55,gain=0.661479533,cover=87
- 55:[Ecc<1.31300318] yes=111,no=112,missing=112,gain=0.522715807,cover=80
- 111:leaf=0.0174234789,cover=0
- 112:leaf=-0.00110925757,cover=0
- 56:[LGI5<3.13142419] yes=113,no=114,missing=113,gain=0.150530159,cover=7
- 113:leaf=0.018858334,cover=0
- 114:leaf=0.00193424022,cover=0
- 28:[Ecc<2.8577323] yes=57,no=58,missing=58,gain=1.20923519,cover=77
- 57:leaf=-0.0128121944,cover=0
- 58:[LGI5<2.95092106] yes=115,no=116,missing=115,gain=0.593529701,cover=73
- 115:leaf=0.0167053174,cover=0
- 116:leaf=0.00706073642,cover=0
- 14:[PialCurv5<-0.0896686092] yes=29,no=30,missing=29,gain=1.67594457,cover=5860
- 29:[Curv5<-0.0598238073] yes=59,no=60,missing=60,gain=0.917030692,cover=62
- 59:[PialCurv5<-0.105644517] yes=117,no=118,missing=117,gain=0.200057387,cover=10
- 117:leaf=-0.00142798026,cover=0
- 118:leaf=0.0118615171,cover=0
- 60:[Pol<48.3047981] yes=119,no=120,missing=120,gain=0.425302744,cover=52
- 119:leaf=-0.00331959501,cover=0
- 120:leaf=-0.0133371875,cover=0
- 30:[PialCurv5<-0.0395349935] yes=61,no=62,missing=61,gain=1.72567582,cover=5798
- 61:[Pol<145.397461] yes=121,no=122,missing=121,gain=4.12331343,cover=894
- 121:leaf=0.000375782663,cover=0
- 122:leaf=0.00794977974,cover=0
- 62:[PialArea5<1.48916721] yes=123,no=124,missing=124,gain=1.99101353,cover=4904
- 123:leaf=0.000420244876,cover=0
- 124:leaf=-0.00303186756,cover=0
-booster[1142]:
-0:[Area5<0.380439579] yes=1,no=2,missing=1,gain=0.125361487,cover=5124388
- 1:[PialCurv5<-0.138158455] yes=3,no=4,missing=3,gain=0.896584272,cover=20016
- 3:[Ecc<0.353712648] yes=7,no=8,missing=7,gain=0.816521645,cover=9633
- 7:[Curv5<-0.292340577] yes=15,no=16,missing=16,gain=0.0816847682,cover=69
- 15:[Ecc<0.295587689] yes=31,no=32,missing=31,gain=0.0394388437,cover=29
- 31:leaf=-0.00702246791,cover=0
- 32:[Sulc0<-1.19305253] yes=63,no=64,missing=63,gain=0.0125360154,cover=23
- 63:leaf=-0.00483264728,cover=0
- 64:leaf=-0.0017793607,cover=0
- 16:[Pol<37.1539459] yes=33,no=34,missing=34,gain=0.0183892846,cover=40
- 33:[MidArea5<0.563840628] yes=65,no=66,missing=65,gain=0.00550351292,cover=10
- 65:leaf=-0.00516687892,cover=0
- 66:leaf=-0.00133260887,cover=0
- 34:[Sulc0<-0.769821882] yes=67,no=68,missing=67,gain=0.00391614437,cover=30
- 67:leaf=-0.00821182411,cover=0
- 68:leaf=-0.00197440991,cover=0
- 8:[Curv5<-0.148390457] yes=17,no=18,missing=18,gain=0.790210783,cover=9564
- 17:[Curv5<-0.20189926] yes=35,no=36,missing=36,gain=0.926097512,cover=9279
- 35:[PialArea5<0.906120181] yes=69,no=70,missing=69,gain=0.775658607,cover=8660
- 69:leaf=-0.0004525228,cover=0
- 70:leaf=0.00266023539,cover=0
- 36:[Pol<76.8473129] yes=71,no=72,missing=72,gain=0.662335277,cover=619
- 71:leaf=0.000436404924,cover=0
- 72:leaf=-0.00332704303,cover=0
- 18:[Ecc<1.26157856] yes=37,no=38,missing=38,gain=1.62784147,cover=285
- 37:[LGI5<2.36467862] yes=73,no=74,missing=73,gain=0.222078085,cover=36
- 73:leaf=-0.00218929513,cover=0
- 74:leaf=-0.0105095496,cover=0
- 38:[Ecc<6.52965975] yes=75,no=76,missing=76,gain=0.598378062,cover=249
- 75:leaf=0.00175043289,cover=0
- 76:leaf=0.00686282385,cover=0
- 4:[LGI5<3.04906535] yes=9,no=10,missing=9,gain=1.5353297,cover=10383
- 9:[Sulc0<-0.498973608] yes=19,no=20,missing=19,gain=0.77495265,cover=9797
- 19:[Pol<39.9674568] yes=39,no=40,missing=39,gain=0.66204828,cover=8000
- 39:[PialArea5<0.85412097] yes=77,no=78,missing=77,gain=1.04109263,cover=586
- 77:leaf=0.000778690272,cover=0
- 78:leaf=0.00631689886,cover=0
- 40:[Pol<127.728462] yes=79,no=80,missing=79,gain=0.635157168,cover=7414
- 79:leaf=-0.000470152794,cover=0
- 80:leaf=0.00045576421,cover=0
- 20:[LGI5<2.42065382] yes=41,no=42,missing=41,gain=0.543276787,cover=1797
- 41:[Ecc<3.41847086] yes=81,no=82,missing=81,gain=0.656219602,cover=446
- 81:leaf=0.000791171391,cover=0
- 82:leaf=-0.00382105075,cover=0
- 42:[Ecc<1.79549146] yes=83,no=84,missing=83,gain=2.61299062,cover=1351
- 83:leaf=0.00982556678,cover=0
- 84:leaf=0.00118152879,cover=0
- 10:[Pol<89.7623749] yes=21,no=22,missing=21,gain=0.977164507,cover=586
- 21:[Ecc<13.4950199] yes=43,no=44,missing=43,gain=1.53893399,cover=362
- 43:[Ecc<10.147254] yes=85,no=86,missing=86,gain=0.967033684,cover=90
- 85:leaf=-0.00182559434,cover=0
- 86:leaf=0.0088478243,cover=0
- 44:[LGI5<3.4634192] yes=87,no=88,missing=87,gain=0.618936718,cover=272
- 87:leaf=-0.00359766441,cover=0
- 88:leaf=0.00282999175,cover=0
- 22:[PialArea5<0.480917931] yes=45,no=46,missing=45,gain=0.447133541,cover=224
- 45:[Pol<124.735107] yes=89,no=90,missing=89,gain=0.292902857,cover=73
- 89:leaf=-0.00438461965,cover=0
- 90:leaf=0.00192144536,cover=0
- 46:[PialCurv5<-0.0982506946] yes=91,no=92,missing=92,gain=0.184612751,cover=151
- 91:leaf=-0.0051535177,cover=0
- 92:leaf=-0.00905917119,cover=0
- 2:[Curv5<-0.297558427] yes=5,no=6,missing=5,gain=0.163003683,cover=5104372
- 5:[PialCurv5<-0.117370568] yes=11,no=12,missing=11,gain=0.886304975,cover=135204
- 11:[LGI5<2.26652193] yes=23,no=24,missing=23,gain=1.01528013,cover=127573
- 23:[Area5<0.462054074] yes=47,no=48,missing=48,gain=1.51840973,cover=4943
- 47:[Pol<67.3859482] yes=93,no=94,missing=93,gain=1.20703948,cover=1529
- 93:leaf=-0.00228137267,cover=0
- 94:leaf=0.000598952,cover=0
- 48:[Ecc<2.42687178] yes=95,no=96,missing=95,gain=1.14157963,cover=3414
- 95:leaf=0.00216718367,cover=0
- 96:leaf=0.000319866638,cover=0
- 24:[Pol<6.72755051] yes=49,no=50,missing=50,gain=0.82648778,cover=122630
- 49:[Ecc<7.4459548] yes=97,no=98,missing=98,gain=0.835971773,cover=10296
- 97:leaf=-0.000983858132,cover=0
- 98:leaf=-3.98584489e-05,cover=0
- 50:[LGI5<2.37953305] yes=99,no=100,missing=100,gain=0.805590272,cover=112334
- 99:leaf=-0.000353802548,cover=0
- 100:leaf=0.000136716175,cover=0
- 12:[Ecc<3.41847086] yes=25,no=26,missing=25,gain=1.33631074,cover=7631
- 25:[Pol<71.0996552] yes=51,no=52,missing=51,gain=1.84108031,cover=1647
- 51:[Ecc<2.31110334] yes=101,no=102,missing=101,gain=1.30189753,cover=741
- 101:leaf=-0.00210938649,cover=0
- 102:leaf=-0.00657946384,cover=0
- 52:[Ecc<2.07756257] yes=103,no=104,missing=103,gain=1.1594975,cover=906
- 103:leaf=-0.0011844855,cover=0
- 104:leaf=0.00308179273,cover=0
- 26:[Ecc<5.08081961] yes=53,no=54,missing=53,gain=2.11818314,cover=5984
- 53:[LGI5<2.85840034] yes=105,no=106,missing=105,gain=2.44104481,cover=631
- 105:leaf=0.00166318438,cover=0
- 106:leaf=0.012784766,cover=0
- 54:[Area5<0.521939099] yes=107,no=108,missing=107,gain=1.06286764,cover=5353
- 107:leaf=0.000608735136,cover=0
- 108:leaf=-0.000915688463,cover=0
- 6:[PialCurv5<-0.190801308] yes=13,no=14,missing=14,gain=0.362476975,cover=4969168
- 13:[PialArea5<1.4350239] yes=27,no=28,missing=28,gain=1.14593995,cover=8338
- 27:[LGI5<3.48966408] yes=55,no=56,missing=55,gain=1.01190221,cover=8221
- 55:[Ecc<24.3269672] yes=109,no=110,missing=109,gain=1.20134699,cover=7677
- 109:leaf=0.00077194738,cover=0
- 110:leaf=-0.00118664361,cover=0
- 56:[LGI5<3.62495422] yes=111,no=112,missing=111,gain=1.97487628,cover=544
- 111:leaf=-0.00410454813,cover=0
- 112:leaf=0.00205186056,cover=0
- 28:[Ecc<6.64552498] yes=57,no=58,missing=57,gain=0.713319898,cover=117
- 57:[Area5<0.854415178] yes=113,no=114,missing=113,gain=0.484336376,cover=51
- 113:leaf=-0.0141982259,cover=0
- 114:leaf=-0.00428948551,cover=0
- 58:[Pol<9.44515038] yes=115,no=116,missing=115,gain=0.374839395,cover=66
- 115:leaf=-0.00953530148,cover=0
- 116:leaf=0.000552283484,cover=0
- 14:[PialCurv5<-0.153030112] yes=29,no=30,missing=29,gain=0.308884263,cover=4960830
- 29:[Curv5<-0.22713457] yes=59,no=60,missing=59,gain=2.84051871,cover=136227
- 59:[Area5<0.476400614] yes=117,no=118,missing=117,gain=2.33081174,cover=117719
- 117:leaf=0.000560047978,cover=0
- 118:leaf=-0.000234464751,cover=0
- 60:[Curv5<-0.151772231] yes=119,no=120,missing=119,gain=1.50081563,cover=18508
- 119:leaf=0.000632416515,cover=0
- 120:leaf=-0.00103068526,cover=0
- 30:[Curv5<-0.241649449] yes=61,no=62,missing=61,gain=0.722058892,cover=4824603
- 61:[Sulc0<-0.569364369] yes=121,no=122,missing=121,gain=1.56027997,cover=267378
- 121:leaf=1.72742202e-05,cover=0
- 122:leaf=0.000311470998,cover=0
- 62:[Sulc0<-0.87967056] yes=123,no=124,missing=123,gain=0.369249344,cover=4557225
- 123:leaf=-5.94646444e-05,cover=0
- 124:leaf=-4.68774488e-07,cover=0
-booster[1143]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.124039307,cover=5124388
- 1:[LGI5<2.77389717] yes=3,no=4,missing=4,gain=0.25850907,cover=4943960
- 3:[Ecc<8.01039791] yes=7,no=8,missing=7,gain=1.89469004,cover=2661148
- 7:[Pol<155.012512] yes=15,no=16,missing=15,gain=1.72313166,cover=2316550
- 15:[Pol<102.241241] yes=31,no=32,missing=31,gain=2.38038135,cover=1979026
- 31:[Sulc0<-0.487093836] yes=63,no=64,missing=63,gain=2.62982798,cover=1148218
- 63:leaf=-5.45462062e-05,cover=0
- 64:leaf=9.67967426e-05,cover=0
- 32:[MidArea5<0.750180483] yes=65,no=66,missing=65,gain=8.33824539,cover=830808
- 65:leaf=1.13782799e-05,cover=0
- 66:leaf=-0.000338301848,cover=0
- 16:[Sulc0<-0.0713235363] yes=33,no=34,missing=34,gain=6.5314827,cover=337524
- 33:[PialCurv5<-0.0779728889] yes=67,no=68,missing=67,gain=8.37987709,cover=329724
- 67:leaf=-6.21348008e-05,cover=0
- 68:leaf=0.000459920819,cover=0
- 34:[Ecc<1.46579576] yes=69,no=70,missing=70,gain=8.47793579,cover=7800
- 69:leaf=0.000817514141,cover=0
- 70:leaf=-0.00259614433,cover=0
- 8:[Pol<165.239029] yes=17,no=18,missing=18,gain=7.90834856,cover=344598
- 17:[MidArea5<0.659801304] yes=35,no=36,missing=35,gain=5.20570707,cover=308366
- 35:[Ecc<20.0856266] yes=71,no=72,missing=71,gain=4.519804,cover=133639
- 71:leaf=-0.000119197102,cover=0
- 72:leaf=0.000961734739,cover=0
- 36:[Ecc<23.9349174] yes=73,no=74,missing=73,gain=7.26187992,cover=174727
- 73:leaf=0.000491254788,cover=0
- 74:leaf=-0.000555811741,cover=0
- 18:[Ecc<18.0513744] yes=37,no=38,missing=37,gain=3.41980314,cover=36232
- 37:[Sulc0<-0.864702106] yes=75,no=76,missing=76,gain=2.88133526,cover=32214
- 75:leaf=0.00122660783,cover=0
- 76:leaf=-0.000864846807,cover=0
- 38:[MidArea5<0.710933506] yes=77,no=78,missing=77,gain=3.2081995,cover=4018
- 77:leaf=-0.00234968448,cover=0
- 78:leaf=0.00142935035,cover=0
- 4:[Ecc<4.20590305] yes=9,no=10,missing=9,gain=2.09953427,cover=2282812
- 9:[Area5<0.786000133] yes=19,no=20,missing=20,gain=3.40406156,cover=30762
- 19:[LGI5<3.23945832] yes=39,no=40,missing=39,gain=1.82073939,cover=28009
- 39:[PialArea5<0.998395085] yes=79,no=80,missing=79,gain=1.50158548,cover=27816
- 79:leaf=-0.000481918978,cover=0
- 80:leaf=0.000300769956,cover=0
- 40:[Pol<149.072266] yes=81,no=82,missing=81,gain=2.10973191,cover=193
- 81:leaf=-0.000665644649,cover=0
- 82:leaf=-0.0112450942,cover=0
- 20:[Curv5<-0.204921171] yes=41,no=42,missing=42,gain=2.83673525,cover=2753
- 41:[LGI5<3.15728688] yes=83,no=84,missing=83,gain=0.663426161,cover=546
- 83:leaf=0.000850448792,cover=0
- 84:leaf=0.0122864181,cover=0
- 42:[MidArea5<0.742612839] yes=85,no=86,missing=86,gain=1.72130489,cover=2207
- 85:leaf=0.00215264573,cover=0
- 86:leaf=-0.00328463758,cover=0
- 10:[Ecc<7.69572639] yes=21,no=22,missing=21,gain=1.94704998,cover=2252050
- 21:[Sulc0<-0.0637059584] yes=43,no=44,missing=44,gain=5.83098936,cover=268395
- 43:[Curv5<-0.0390223041] yes=87,no=88,missing=87,gain=11.9403505,cover=202468
- 87:leaf=0.000107200198,cover=0
- 88:leaf=0.00127537525,cover=0
- 44:[PialCurv5<0.0591915138] yes=89,no=90,missing=89,gain=8.52611256,cover=65927
- 89:leaf=-0.00105840142,cover=0
- 90:leaf=0.000130643079,cover=0
- 22:[Curv5<-0.143275946] yes=45,no=46,missing=45,gain=1.19555688,cover=1983655
- 45:[PialCurv5<-0.0704385936] yes=91,no=92,missing=91,gain=12.7309589,cover=629269
- 91:leaf=-1.91875406e-05,cover=0
- 92:leaf=0.00102715672,cover=0
- 46:[PialCurv5<-0.0923183635] yes=93,no=94,missing=93,gain=4.0358386,cover=1354386
- 93:leaf=0.000513546343,cover=0
- 94:leaf=-6.49661233e-05,cover=0
- 2:[Pol<100.090813] yes=5,no=6,missing=5,gain=1.08186078,cover=180428
- 5:[Ecc<21.3640327] yes=11,no=12,missing=12,gain=1.97062731,cover=125540
- 11:[MidArea5<0.592231214] yes=23,no=24,missing=23,gain=2.57453108,cover=37434
- 23:[Curv5<0.266060919] yes=47,no=48,missing=48,gain=1.06472206,cover=32251
- 47:[PialCurv5<0.426807076] yes=95,no=96,missing=96,gain=1.4830513,cover=31765
- 95:leaf=-5.74906117e-05,cover=0
- 96:leaf=-0.000961784215,cover=0
- 48:[Ecc<12.5441074] yes=97,no=98,missing=98,gain=2.30600905,cover=486
- 97:leaf=0.00113870844,cover=0
- 98:leaf=0.0139704272,cover=0
- 24:[PialArea5<0.613238215] yes=49,no=50,missing=49,gain=1.29086709,cover=5183
- 49:[Ecc<10.569519] yes=99,no=100,missing=100,gain=1.34994388,cover=4997
- 99:leaf=-0.00223580073,cover=0
- 100:leaf=-0.000556886836,cover=0
- 50:[LGI5<3.44046211] yes=101,no=102,missing=102,gain=1.23600531,cover=186
- 101:leaf=-0.000797434826,cover=0
- 102:leaf=-0.00901175383,cover=0
- 12:[Curv5<0.0431617796] yes=25,no=26,missing=25,gain=1.50869071,cover=88106
- 25:[LGI5<3.84897733] yes=51,no=52,missing=52,gain=4.40826797,cover=714
- 51:[Pol<68.1421661] yes=103,no=104,missing=103,gain=2.74886417,cover=645
- 103:leaf=0.00676591927,cover=0
- 104:leaf=-0.000788675738,cover=0
- 52:[Area5<0.782137334] yes=105,no=106,missing=105,gain=0.191347599,cover=69
- 105:leaf=0.0147429705,cover=0
- 106:leaf=-0.000638973725,cover=0
- 26:[LGI5<3.01384926] yes=53,no=54,missing=53,gain=1.15915501,cover=87392
- 53:[Area5<0.694293797] yes=107,no=108,missing=107,gain=2.06950235,cover=15066
- 107:leaf=-0.00101238943,cover=0
- 108:leaf=0.000173507593,cover=0
- 54:[PialCurv5<0.224192142] yes=109,no=110,missing=109,gain=1.49955058,cover=72326
- 109:leaf=0.000505169854,cover=0
- 110:leaf=5.98420183e-06,cover=0
- 6:[Sulc0<1.16950965] yes=13,no=14,missing=14,gain=2.54148054,cover=54888
- 13:[PialCurv5<0.0720715299] yes=27,no=28,missing=27,gain=1.67378712,cover=48624
- 27:[Area5<0.677535415] yes=55,no=56,missing=55,gain=1.70852947,cover=542
- 55:[LGI5<3.11839271] yes=111,no=112,missing=112,gain=0.836190403,cover=207
- 111:leaf=0.00549327536,cover=0
- 112:leaf=-0.00214060163,cover=0
- 56:[Sulc0<0.966456771] yes=113,no=114,missing=114,gain=0.892701149,cover=335
- 113:leaf=0.00218451908,cover=0
- 114:leaf=0.00745063042,cover=0
- 28:[Pol<112.359543] yes=57,no=58,missing=57,gain=1.58244324,cover=48082
- 57:[LGI5<2.77389717] yes=115,no=116,missing=115,gain=1.29360461,cover=35240
- 115:leaf=-0.000114818547,cover=0
- 116:leaf=0.000641703664,cover=0
- 58:[MidArea5<0.680376351] yes=117,no=118,missing=117,gain=1.73327351,cover=12842
- 117:leaf=-0.000285096234,cover=0
- 118:leaf=0.00250297133,cover=0
- 14:[LGI5<3.58443618] yes=29,no=30,missing=30,gain=1.83812416,cover=6264
- 29:[LGI5<3.50441384] yes=59,no=60,missing=59,gain=1.40589392,cover=4893
- 59:[Area5<0.557224929] yes=119,no=120,missing=119,gain=1.28114474,cover=4323
- 119:leaf=-0.0094833998,cover=0
- 120:leaf=-0.000492995081,cover=0
- 60:[Pol<103.851685] yes=121,no=122,missing=121,gain=0.584777594,cover=570
- 121:leaf=0.000249324163,cover=0
- 122:leaf=0.00347562204,cover=0
- 30:[PialArea5<0.338250697] yes=61,no=62,missing=62,gain=0.858524084,cover=1371
- 61:[LGI5<3.78836131] yes=123,no=124,missing=123,gain=0.816685677,cover=263
- 123:leaf=0.00169661758,cover=0
- 124:leaf=-0.00501653878,cover=0
- 62:[Pol<130.822815] yes=125,no=126,missing=125,gain=0.727987051,cover=1108
- 125:leaf=-0.0030960124,cover=0
- 126:leaf=0.00802064966,cover=0
-booster[1144]:
-0:[PialArea5<0.898016751] yes=1,no=2,missing=2,gain=0.147298276,cover=5124388
- 1:[MidArea5<0.814855576] yes=3,no=4,missing=4,gain=0.701624393,cover=3408659
- 3:[PialCurv5<-0.123971827] yes=7,no=8,missing=8,gain=0.551867902,cover=3335567
- 7:[Area5<0.404548973] yes=15,no=16,missing=16,gain=1.47024763,cover=354412
- 15:[Curv5<-0.138079464] yes=31,no=32,missing=32,gain=0.984600425,cover=22987
- 31:[PialArea5<0.775119185] yes=63,no=64,missing=64,gain=0.818906784,cover=22446
- 63:leaf=-0.000590673299,cover=0
- 64:leaf=5.41792215e-05,cover=0
- 32:[Ecc<1.26157856] yes=65,no=66,missing=66,gain=1.9661423,cover=541
- 65:leaf=-0.00580457412,cover=0
- 66:leaf=0.00296773831,cover=0
- 16:[Pol<152.827332] yes=33,no=34,missing=34,gain=1.34038186,cover=331425
- 33:[Ecc<4.87342644] yes=67,no=68,missing=67,gain=2.63728285,cover=236299
- 67:leaf=0.000253210979,cover=0
- 68:leaf=-9.99601252e-05,cover=0
- 34:[LGI5<3.28291535] yes=69,no=70,missing=69,gain=3.94379878,cover=95126
- 69:leaf=0.000418026088,cover=0
- 70:leaf=-0.000345923268,cover=0
- 8:[Sulc0<-0.745069146] yes=17,no=18,missing=17,gain=0.829606175,cover=2981155
- 17:[Curv5<-0.150053754] yes=35,no=36,missing=36,gain=5.04604769,cover=120903
- 35:[Area5<0.613672853] yes=71,no=72,missing=71,gain=5.07333851,cover=80348
- 71:leaf=-0.000110711924,cover=0
- 72:leaf=0.00087204593,cover=0
- 36:[Ecc<1.91022825] yes=73,no=74,missing=73,gain=3.33597755,cover=40555
- 73:leaf=-0.000925946923,cover=0
- 74:leaf=2.43111499e-05,cover=0
- 18:[LGI5<2.13090348] yes=37,no=38,missing=38,gain=0.777063012,cover=2860252
- 37:[PialCurv5<0.141046807] yes=75,no=76,missing=75,gain=1.56653738,cover=9457
- 75:leaf=0.000874223304,cover=0
- 76:leaf=-0.000523660041,cover=0
- 38:[Ecc<0.221054599] yes=77,no=78,missing=77,gain=0.740665793,cover=2850795
- 77:leaf=0.000463345292,cover=0
- 78:leaf=-7.13366262e-06,cover=0
- 4:[Pol<51.9018669] yes=9,no=10,missing=10,gain=1.98929,cover=73092
- 9:[Ecc<2.3695333] yes=19,no=20,missing=19,gain=2.4471395,cover=15495
- 19:[Curv5<-0.066452302] yes=39,no=40,missing=39,gain=1.01697922,cover=449
- 39:[PialCurv5<-0.0154925911] yes=79,no=80,missing=79,gain=0.876930296,cover=251
- 79:leaf=-0.00158147351,cover=0
- 80:leaf=0.0195746701,cover=0
- 40:[Sulc0<-0.632113814] yes=81,no=82,missing=81,gain=2.03990793,cover=198
- 81:leaf=-0.0156123191,cover=0
- 82:leaf=-0.00327826291,cover=0
- 20:[PialCurv5<-0.102360219] yes=41,no=42,missing=41,gain=2.35114598,cover=15046
- 41:[Curv5<-0.0620335713] yes=83,no=84,missing=83,gain=0.887304425,cover=1784
- 83:leaf=-0.00114810537,cover=0
- 84:leaf=-0.0133645628,cover=0
- 42:[LGI5<3.60428405] yes=85,no=86,missing=85,gain=1.66375113,cover=13262
- 85:leaf=0.000878729799,cover=0
- 86:leaf=-0.00090843311,cover=0
- 10:[LGI5<2.52671862] yes=21,no=22,missing=21,gain=2.82868457,cover=57597
- 21:[Pol<95.6227875] yes=43,no=44,missing=43,gain=2.80485845,cover=14102
- 43:[Ecc<1.26157856] yes=87,no=88,missing=88,gain=3.26367259,cover=5605
- 87:leaf=0.00317861885,cover=0
- 88:leaf=-0.0009378299,cover=0
- 44:[PialArea5<0.601145923] yes=89,no=90,missing=89,gain=1.59668589,cover=8497
- 89:leaf=0.00598952686,cover=0
- 90:leaf=0.000801198825,cover=0
- 22:[LGI5<3.78836131] yes=45,no=46,missing=45,gain=1.65354443,cover=43495
- 45:[PialCurv5<0.00652291393] yes=91,no=92,missing=92,gain=1.60118294,cover=42643
- 91:leaf=-0.000928579771,cover=0
- 92:leaf=-0.000297519146,cover=0
- 46:[LGI5<3.84897733] yes=93,no=94,missing=93,gain=1.19207287,cover=852
- 93:leaf=0.00399864931,cover=0
- 94:leaf=0.000174834509,cover=0
- 2:[Sulc0<0.0294309072] yes=5,no=6,missing=6,gain=0.978646159,cover=1715729
- 5:[PialCurv5<0.131570891] yes=11,no=12,missing=11,gain=0.860158861,cover=1615339
- 11:[Curv5<0.14511615] yes=23,no=24,missing=23,gain=0.77954787,cover=1613163
- 23:[MidArea5<0.634960413] yes=47,no=48,missing=47,gain=0.602424562,cover=1613131
- 47:[Ecc<5.08081961] yes=95,no=96,missing=95,gain=0.329597354,cover=70
- 95:leaf=0.00557814306,cover=0
- 96:leaf=-0.00681645656,cover=0
- 48:[Pol<51.9018669] yes=97,no=98,missing=97,gain=0.542889178,cover=1613061
- 97:leaf=-3.03836277e-05,cover=0
- 98:leaf=2.83353038e-05,cover=0
- 24:[Ecc<4.00532722] yes=49,no=50,missing=49,gain=0.0909090042,cover=32
- 49:[Ecc<2.25101852] yes=99,no=100,missing=99,gain=0.035870254,cover=31
- 99:leaf=0.00281489152,cover=0
- 100:leaf=0.00885260105,cover=0
- 50:leaf=-0.00411128718,cover=0
- 12:[Ecc<8.97079182] yes=25,no=26,missing=25,gain=1.15618849,cover=2176
- 25:[Pol<22.2436924] yes=51,no=52,missing=52,gain=1.06393111,cover=1826
- 51:[Ecc<0.669936359] yes=101,no=102,missing=101,gain=0.677339911,cover=20
- 101:leaf=0.023469504,cover=0
- 102:leaf=0.00403457368,cover=0
- 52:[Area5<0.504816413] yes=103,no=104,missing=103,gain=0.743712187,cover=1806
- 103:leaf=0.0113026751,cover=0
- 104:leaf=-0.000700935605,cover=0
- 26:[Area5<0.738135278] yes=53,no=54,missing=53,gain=0.522993922,cover=350
- 53:[MidArea5<0.797055602] yes=105,no=106,missing=106,gain=0.237906262,cover=79
- 105:leaf=0.0118522812,cover=0
- 106:leaf=-0.000654357835,cover=0
- 54:[LGI5<3.04290652] yes=107,no=108,missing=107,gain=0.338797808,cover=271
- 107:leaf=-0.00714397058,cover=0
- 108:leaf=-0.00337030482,cover=0
- 6:[Pol<170.080093] yes=13,no=14,missing=13,gain=2.08172512,cover=100390
- 13:[Ecc<11.1913614] yes=27,no=28,missing=28,gain=2.31199312,cover=96743
- 27:[Pol<79.5617371] yes=55,no=56,missing=55,gain=5.35738134,cover=24262
- 55:[LGI5<2.87999082] yes=109,no=110,missing=109,gain=8.65683842,cover=7625
- 109:leaf=-0.000243271119,cover=0
- 110:leaf=-0.00396719947,cover=0
- 56:[Pol<104.38549] yes=111,no=112,missing=111,gain=7.39133549,cover=16637
- 111:leaf=0.00199018302,cover=0
- 112:leaf=-0.000364333799,cover=0
- 28:[Ecc<20.0856266] yes=57,no=58,missing=57,gain=4.73317289,cover=72481
- 57:[Pol<144.670364] yes=113,no=114,missing=114,gain=4.78213358,cover=11674
- 113:leaf=0.000862113782,cover=0
- 114:leaf=0.00377528369,cover=0
- 58:[LGI5<2.86381269] yes=115,no=116,missing=115,gain=3.90642524,cover=60807
- 115:leaf=-0.000961458427,cover=0
- 116:leaf=0.000313692319,cover=0
- 14:[Ecc<37.2796402] yes=29,no=30,missing=29,gain=3.0554471,cover=3647
- 29:[Area5<0.732334435] yes=59,no=60,missing=59,gain=1.24243879,cover=676
- 59:[Curv5<-0.151772231] yes=117,no=118,missing=117,gain=0.969636917,cover=344
- 117:leaf=-0.00234469865,cover=0
- 118:leaf=-0.00800712034,cover=0
- 60:[LGI5<3.01384926] yes=119,no=120,missing=119,gain=0.85248363,cover=332
- 119:leaf=-0.00531031331,cover=0
- 120:leaf=-5.33516243e-07,cover=0
- 30:[LGI5<3.33878016] yes=61,no=62,missing=61,gain=3.6145606,cover=2971
- 61:[Area5<0.771817088] yes=121,no=122,missing=122,gain=2.51767612,cover=1664
- 121:leaf=0.000356409466,cover=0
- 122:leaf=0.00557006337,cover=0
- 62:[LGI5<3.41813922] yes=123,no=124,missing=123,gain=3.19576764,cover=1307
- 123:leaf=-0.00714264205,cover=0
- 124:leaf=-0.00102651666,cover=0
-booster[1145]:
-0:[PialArea5<0.900697351] yes=1,no=2,missing=1,gain=0.133098036,cover=5124388
- 1:[MidArea5<0.813003361] yes=3,no=4,missing=4,gain=0.643626571,cover=3428675
- 3:[PialCurv5<-0.123971827] yes=7,no=8,missing=7,gain=0.522235453,cover=3344780
- 7:[Area5<0.404548973] yes=15,no=16,missing=16,gain=1.32975519,cover=358348
- 15:[MidArea5<0.52745223] yes=31,no=32,missing=32,gain=0.953228891,cover=23042
- 31:[PialArea5<0.693130434] yes=63,no=64,missing=63,gain=1.55384612,cover=7674
- 63:leaf=-9.23352418e-05,cover=0
- 64:leaf=0.00229790295,cover=0
- 32:[PialArea5<0.724588811] yes=65,no=66,missing=65,gain=1.96963239,cover=15368
- 65:leaf=-0.00167766679,cover=0
- 66:leaf=-0.000258247572,cover=0
- 16:[Sulc0<-0.976720333] yes=33,no=34,missing=33,gain=1.16165447,cover=335306
- 33:[LGI5<2.39007568] yes=67,no=68,missing=67,gain=0.923314452,cover=55357
- 67:leaf=-0.000455199362,cover=0
- 68:leaf=-1.31673085e-06,cover=0
- 34:[Ecc<3.10160303] yes=69,no=70,missing=69,gain=1.43819523,cover=279949
- 69:leaf=0.000351650029,cover=0
- 70:leaf=6.56429984e-05,cover=0
- 8:[Sulc0<-0.745069146] yes=17,no=18,missing=17,gain=0.800311744,cover=2986432
- 17:[Curv5<-0.119937547] yes=35,no=36,missing=35,gain=4.74027777,cover=122897
- 35:[Area5<0.638344944] yes=71,no=72,missing=71,gain=5.47527266,cover=99712
- 71:leaf=-0.00013757922,cover=0
- 72:leaf=0.000911195937,cover=0
- 36:[Pol<21.2328167] yes=73,no=74,missing=73,gain=4.534091,cover=23185
- 73:leaf=0.00122041185,cover=0
- 74:leaf=-0.0010225944,cover=0
- 18:[LGI5<2.13090348] yes=37,no=38,missing=38,gain=0.642942548,cover=2863535
- 37:[Pol<40.9012032] yes=75,no=76,missing=75,gain=1.61553884,cover=9475
- 75:leaf=0.00393400993,cover=0
- 76:leaf=0.000286559429,cover=0
- 38:[Ecc<0.221054599] yes=77,no=78,missing=77,gain=0.680817306,cover=2854060
- 77:leaf=0.000443667726,cover=0
- 78:leaf=-6.41351062e-06,cover=0
- 4:[Pol<51.9018669] yes=9,no=10,missing=10,gain=1.69101143,cover=83895
- 9:[Curv5<-0.119937547] yes=19,no=20,missing=19,gain=3.55097461,cover=18127
- 19:[Ecc<8.01039791] yes=39,no=40,missing=39,gain=2.10000753,cover=3506
- 39:[Pol<15.1533136] yes=79,no=80,missing=80,gain=1.79786277,cover=1410
- 79:leaf=-0.0042106593,cover=0
- 80:leaf=-0.000612182834,cover=0
- 40:[Area5<0.770300686] yes=81,no=82,missing=81,gain=0.881236732,cover=2096
- 81:leaf=-0.00125654216,cover=0
- 82:leaf=0.000800531299,cover=0
- 20:[Ecc<2.3695333] yes=41,no=42,missing=41,gain=1.94643426,cover=14621
- 41:[Ecc<1.10530448] yes=83,no=84,missing=84,gain=1.45891917,cover=374
- 83:leaf=0.000493768021,cover=0
- 84:leaf=-0.00576823205,cover=0
- 42:[Ecc<7.49602938] yes=85,no=86,missing=86,gain=3.77955747,cover=14247
- 85:leaf=0.00348542677,cover=0
- 86:leaf=0.00048138728,cover=0
- 10:[LGI5<2.41022825] yes=21,no=22,missing=22,gain=2.35536695,cover=65768
- 21:[Pol<95.6227875] yes=43,no=44,missing=44,gain=3.4560461,cover=8406
- 43:[Ecc<1.15906882] yes=87,no=88,missing=87,gain=2.93266487,cover=3242
- 87:leaf=0.00399554055,cover=0
- 88:leaf=-0.00123335875,cover=0
- 44:[Pol<157.965515] yes=89,no=90,missing=89,gain=2.09484482,cover=5164
- 89:leaf=0.00169409369,cover=0
- 90:leaf=-0.00141769834,cover=0
- 22:[Curv5<-0.139824241] yes=45,no=46,missing=46,gain=2.07752657,cover=57362
- 45:[Ecc<13.4950199] yes=91,no=92,missing=91,gain=2.05277157,cover=5688
- 91:leaf=0.00159297173,cover=0
- 92:leaf=-0.000318146369,cover=0
- 46:[PialCurv5<-0.105644517] yes=93,no=94,missing=93,gain=3.73019075,cover=51674
- 93:leaf=-0.00588190509,cover=0
- 94:leaf=-0.000441298645,cover=0
- 2:[PialCurv5<-0.0779728889] yes=5,no=6,missing=5,gain=0.891878188,cover=1695713
- 5:[Curv5<-0.119937547] yes=11,no=12,missing=11,gain=10.3894901,cover=1119920
- 11:[Sulc0<-0.395407349] yes=23,no=24,missing=23,gain=5.83456564,cover=1071067
- 23:[Area5<0.600206077] yes=47,no=48,missing=47,gain=3.001791,cover=944168
- 47:[Curv5<-0.211220503] yes=95,no=96,missing=95,gain=3.36153293,cover=208188
- 95:leaf=3.45295825e-06,cover=0
- 96:leaf=0.000415808434,cover=0
- 48:[PialArea5<1.03340518] yes=97,no=98,missing=97,gain=4.05769873,cover=735980
- 97:leaf=-0.000213628198,cover=0
- 98:leaf=3.34185133e-05,cover=0
- 24:[PialCurv5<-0.120663248] yes=49,no=50,missing=49,gain=3.75084305,cover=126899
- 49:[Area5<0.707692921] yes=99,no=100,missing=99,gain=5.22869492,cover=28318
- 99:leaf=-0.00149064511,cover=0
- 100:leaf=-0.000125743274,cover=0
- 50:[Curv5<-0.20189926] yes=101,no=102,missing=101,gain=5.37922287,cover=98581
- 101:leaf=0.000554380647,cover=0
- 102:leaf=-0.000395916082,cover=0
- 12:[Area5<0.567154288] yes=25,no=26,missing=26,gain=4.59599781,cover=48853
- 25:[Curv5<-0.0773924068] yes=51,no=52,missing=52,gain=5.66299629,cover=1803
- 51:[LGI5<2.40363431] yes=103,no=104,missing=104,gain=3.33435345,cover=1646
- 103:leaf=0.00194622017,cover=0
- 104:leaf=-0.0026807941,cover=0
- 52:[Ecc<2.54464626] yes=105,no=106,missing=106,gain=1.73136473,cover=157
- 105:leaf=0.00120578823,cover=0
- 106:leaf=-0.013090062,cover=0
- 26:[PialCurv5<-0.0877386853] yes=53,no=54,missing=53,gain=5.23057175,cover=47050
- 53:[Area5<0.667375207] yes=107,no=108,missing=107,gain=4.43514824,cover=21204
- 107:leaf=0.000152495108,cover=0
- 108:leaf=0.00180305168,cover=0
- 54:[Curv5<-0.108295463] yes=109,no=110,missing=109,gain=2.88037491,cover=25846
- 109:leaf=-0.000258623186,cover=0
- 110:leaf=0.000800814945,cover=0
- 6:[Area5<0.557224929] yes=13,no=14,missing=14,gain=7.56391478,cover=575793
- 13:[Sulc0<-0.292069882] yes=27,no=28,missing=28,gain=5.14712715,cover=9285
- 27:[LGI5<2.50273752] yes=55,no=56,missing=55,gain=1.52754736,cover=8779
- 55:[LGI5<2.37224698] yes=111,no=112,missing=111,gain=1.45443225,cover=5905
- 111:leaf=-0.00129171042,cover=0
- 112:leaf=0.00029304807,cover=0
- 56:[Pol<126.540802] yes=113,no=114,missing=113,gain=4.65461493,cover=2874
- 113:leaf=-0.00489079161,cover=0
- 114:leaf=-0.000607525639,cover=0
- 28:[Area5<0.529385149] yes=57,no=58,missing=58,gain=1.83783913,cover=506
- 57:[Curv5<-0.144993886] yes=115,no=116,missing=115,gain=1.16279221,cover=197
- 115:leaf=-0.0147592044,cover=0
- 116:leaf=-0.00681448821,cover=0
- 58:[Ecc<10.8716469] yes=117,no=118,missing=117,gain=0.922662854,cover=309
- 117:leaf=-0.00534038059,cover=0
- 118:leaf=0.00107542309,cover=0
- 14:[Curv5<-0.125495523] yes=29,no=30,missing=29,gain=7.45426273,cover=566508
- 29:[Sulc0<-0.487093836] yes=59,no=60,missing=60,gain=6.36107063,cover=105999
- 59:[Sulc0<-1.08640325] yes=119,no=120,missing=120,gain=2.89139366,cover=56904
- 119:leaf=-0.00231048441,cover=0
- 120:leaf=0.000156107068,cover=0
- 60:[Area5<0.665633082] yes=121,no=122,missing=121,gain=5.86918545,cover=49095
- 121:leaf=-1.68332317e-05,cover=0
- 122:leaf=0.00121340656,cover=0
- 30:[MidArea5<0.791754067] yes=61,no=62,missing=61,gain=5.42056322,cover=460509
- 61:[LGI5<2.13090348] yes=123,no=124,missing=124,gain=2.42449236,cover=22645
- 123:leaf=-0.00571498415,cover=0
- 124:leaf=0.000793870364,cover=0
- 62:[Area5<0.595263004] yes=125,no=126,missing=125,gain=2.48454118,cover=437864
- 125:leaf=-0.00184685702,cover=0
- 126:leaf=-3.29445284e-05,cover=0
-booster[1146]:
-0:[PialArea5<0.498393416] yes=1,no=2,missing=1,gain=0.13194567,cover=5124388
- 1:[Pol<86.0952454] yes=3,no=4,missing=3,gain=1.14572406,cover=886707
- 3:[Ecc<9.0678978] yes=7,no=8,missing=7,gain=3.05995321,cover=170804
- 7:[LGI5<3.01963663] yes=15,no=16,missing=16,gain=5.29939127,cover=41171
- 15:[Pol<76.1517639] yes=31,no=32,missing=31,gain=4.28291845,cover=38209
- 31:[Ecc<4.8056078] yes=63,no=64,missing=64,gain=3.17226028,cover=11950
- 63:leaf=0.000395261886,cover=0
- 64:leaf=-0.00123415154,cover=0
- 32:[Area5<0.630444467] yes=65,no=66,missing=65,gain=4.55940008,cover=26259
- 65:leaf=-0.000298541301,cover=0
- 66:leaf=0.00113953941,cover=0
- 16:[Pol<46.5024796] yes=33,no=34,missing=34,gain=4.31231451,cover=2962
- 33:[LGI5<3.30554914] yes=67,no=68,missing=67,gain=2.34204721,cover=572
- 67:leaf=-0.00358713232,cover=0
- 68:leaf=0.00321006821,cover=0
- 34:[Pol<79.5617371] yes=69,no=70,missing=69,gain=4.5867281,cover=2390
- 69:leaf=0.00559661305,cover=0
- 70:leaf=0.00121289107,cover=0
- 8:[PialCurv5<0.0128733069] yes=17,no=18,missing=17,gain=2.87217355,cover=129633
- 17:[Pol<73.3354874] yes=35,no=36,missing=35,gain=1.66914082,cover=5034
- 35:[LGI5<2.44958925] yes=71,no=72,missing=72,gain=1.76503575,cover=3168
- 71:leaf=-0.0160698947,cover=0
- 72:leaf=-0.000367810484,cover=0
- 36:[Area5<0.612264991] yes=73,no=74,missing=73,gain=3.46446705,cover=1866
- 73:leaf=-0.00462801009,cover=0
- 74:leaf=-0.000312330405,cover=0
- 18:[Curv5<0.0896491781] yes=37,no=38,missing=37,gain=3.75191402,cover=124599
- 37:[Ecc<29.8764286] yes=75,no=76,missing=75,gain=5.50694656,cover=17636
- 75:leaf=0.000352154224,cover=0
- 76:leaf=0.00276283291,cover=0
- 38:[LGI5<3.60428405] yes=77,no=78,missing=77,gain=1.3513509,cover=106963
- 77:leaf=-0.000104866915,cover=0
- 78:leaf=0.000520690985,cover=0
- 4:[Sulc0<-0.82173413] yes=9,no=10,missing=9,gain=1.96409929,cover=715903
- 9:[Area5<0.453641325] yes=19,no=20,missing=20,gain=1.26856542,cover=257
- 19:[LGI5<2.47631311] yes=39,no=40,missing=39,gain=0.242306009,cover=91
- 39:[LGI5<2.39007568] yes=79,no=80,missing=79,gain=0.223424017,cover=64
- 79:leaf=-0.000245438277,cover=0
- 80:leaf=0.00688101118,cover=0
- 40:[PialArea5<0.349780142] yes=81,no=82,missing=81,gain=0.0767043829,cover=27
- 81:leaf=0.00258733938,cover=0
- 82:leaf=-0.00520602474,cover=0
- 20:[Pol<116.093399] yes=41,no=42,missing=41,gain=1.20165348,cover=166
- 41:[Ecc<0.513775289] yes=83,no=84,missing=84,gain=0.961679697,cover=57
- 83:leaf=-0.00409434084,cover=0
- 84:leaf=0.015162902,cover=0
- 42:[Area5<0.69896996] yes=85,no=86,missing=86,gain=0.203237057,cover=109
- 85:leaf=0.00433200831,cover=0
- 86:leaf=-0.00459301053,cover=0
- 10:[PialCurv5<-0.111886919] yes=21,no=22,missing=22,gain=1.50235724,cover=715646
- 21:[Area5<0.489361584] yes=43,no=44,missing=43,gain=1.80462086,cover=2242
- 43:[Pol<162.313202] yes=87,no=88,missing=87,gain=1.06633353,cover=1246
- 87:leaf=0.000370506692,cover=0
- 88:leaf=-0.00593916001,cover=0
- 44:[Curv5<0.108977526] yes=89,no=90,missing=89,gain=1.46062016,cover=996
- 89:leaf=0.00348753366,cover=0
- 90:leaf=-0.00300706574,cover=0
- 22:[PialCurv5<0.0720715299] yes=45,no=46,missing=45,gain=2.22194815,cover=713404
- 45:[Ecc<4.40349627] yes=91,no=92,missing=91,gain=5.1978302,cover=42899
- 91:leaf=0.000367092405,cover=0
- 92:leaf=-0.000778615766,cover=0
- 46:[Ecc<0.513775289] yes=93,no=94,missing=93,gain=2.02310085,cover=670505
- 93:leaf=0.000797627494,cover=0
- 94:leaf=-3.07223308e-06,cover=0
- 2:[PialCurv5<0.371846795] yes=5,no=6,missing=6,gain=0.618735433,cover=4237681
- 5:[Curv5<0.114925429] yes=11,no=12,missing=11,gain=0.770499349,cover=4231087
- 11:[MidArea5<0.612316132] yes=23,no=24,missing=23,gain=0.660673082,cover=4037978
- 23:[PialCurv5<-0.137075767] yes=47,no=48,missing=48,gain=1.64031029,cover=325090
- 47:[Area5<0.404548973] yes=95,no=96,missing=95,gain=2.64515162,cover=54768
- 95:leaf=-0.000405366765,cover=0
- 96:leaf=0.00038717562,cover=0
- 48:[LGI5<2.63290954] yes=97,no=98,missing=97,gain=2.73396921,cover=270322
- 97:leaf=1.93229043e-05,cover=0
- 98:leaf=-0.000301900931,cover=0
- 24:[PialArea5<0.617149889] yes=49,no=50,missing=49,gain=1.52250385,cover=3712888
- 49:[Pol<113.394409] yes=99,no=100,missing=99,gain=6.21058559,cover=222645
- 99:leaf=-5.62279274e-05,cover=0
- 100:leaf=0.000501534902,cover=0
- 50:[PialCurv5<0.24610664] yes=101,no=102,missing=102,gain=2.06851578,cover=3490243
- 101:leaf=-3.40398742e-06,cover=0
- 102:leaf=0.000959100609,cover=0
- 12:[Area5<0.732334435] yes=25,no=26,missing=25,gain=2.68631077,cover=193109
- 25:[Sulc0<0.869075775] yes=51,no=52,missing=51,gain=2.52854109,cover=109972
- 51:[PialArea5<0.609252691] yes=103,no=104,missing=103,gain=2.482059,cover=108332
- 103:leaf=-7.37648297e-05,cover=0
- 104:leaf=0.000579245796,cover=0
- 52:[PialCurv5<0.131570891] yes=105,no=106,missing=106,gain=2.2022686,cover=1640
- 105:leaf=0.00912458356,cover=0
- 106:leaf=0.00153548468,cover=0
- 26:[PialArea5<0.571868718] yes=53,no=54,missing=53,gain=2.2291131,cover=83137
- 53:[Curv5<0.166947007] yes=107,no=108,missing=107,gain=2.06769824,cover=43826
- 107:leaf=5.21839611e-05,cover=0
- 108:leaf=-0.00102667732,cover=0
- 54:[LGI5<2.52320862] yes=109,no=110,missing=110,gain=2.0595088,cover=39311
- 109:leaf=-6.81146048e-05,cover=0
- 110:leaf=-0.000840877939,cover=0
- 6:[Ecc<1.96654522] yes=13,no=14,missing=14,gain=1.34335589,cover=6594
- 13:[Area5<0.701312602] yes=27,no=28,missing=27,gain=1.47221208,cover=584
- 27:[Ecc<1.31300318] yes=55,no=56,missing=56,gain=0.632058203,cover=412
- 55:[Sulc0<-0.258417875] yes=111,no=112,missing=111,gain=0.549585164,cover=253
- 111:leaf=-0.00459411228,cover=0
- 112:leaf=0.000157139177,cover=0
- 56:[Sulc0<-0.166708246] yes=113,no=114,missing=113,gain=0.443603069,cover=159
- 113:leaf=0.00511884084,cover=0
- 114:leaf=-0.000159706615,cover=0
- 28:[Pol<101.159882] yes=57,no=58,missing=57,gain=0.362879753,cover=172
- 57:[Pol<77.5287857] yes=115,no=116,missing=115,gain=0.217505693,cover=121
- 115:leaf=-0.00295799156,cover=0
- 116:leaf=-0.00827006064,cover=0
- 58:[MidArea5<0.691121161] yes=117,no=118,missing=117,gain=0.464431256,cover=51
- 117:leaf=-0.00472048996,cover=0
- 118:leaf=0.00617795391,cover=0
- 14:[Curv5<0.183586344] yes=29,no=30,missing=29,gain=1.14924192,cover=6010
- 29:[Area5<0.765896857] yes=59,no=60,missing=59,gain=0.757059813,cover=3841
- 59:[Sulc0<0.703387856] yes=119,no=120,missing=120,gain=1.2396915,cover=3065
- 119:leaf=0.00116930599,cover=0
- 120:leaf=0.00406859443,cover=0
- 60:[Pol<86.0952454] yes=121,no=122,missing=122,gain=0.437862515,cover=776
- 121:leaf=0.00202136789,cover=0
- 122:leaf=-0.000813808118,cover=0
- 30:[Pol<71.0996552] yes=61,no=62,missing=61,gain=0.716109157,cover=2169
- 61:[Pol<68.895668] yes=123,no=124,missing=123,gain=1.58382487,cover=92
- 123:leaf=0.00166441256,cover=0
- 124:leaf=0.0218970012,cover=0
- 62:[Pol<86.0952454] yes=125,no=126,missing=125,gain=1.23349643,cover=2077
- 125:leaf=-0.00386231765,cover=0
- 126:leaf=2.04876869e-05,cover=0
-booster[1147]:
-0:[PialArea5<0.869586051] yes=1,no=2,missing=2,gain=0.127091914,cover=5124388
- 1:[MidArea5<0.770541191] yes=3,no=4,missing=4,gain=0.557424486,cover=3188477
- 3:[Area5<0.76451689] yes=7,no=8,missing=7,gain=0.758407354,cover=2969320
- 7:[Pol<18.1680222] yes=15,no=16,missing=15,gain=0.52383405,cover=2750739
- 15:[Area5<0.562355936] yes=31,no=32,missing=32,gain=2.54481912,cover=99268
- 31:[PialCurv5<0.0567538291] yes=61,no=62,missing=61,gain=2.26063633,cover=26897
- 61:leaf=-0.000268148549,cover=0
- 62:leaf=-0.00532341842,cover=0
- 32:[LGI5<2.36467862] yes=63,no=64,missing=63,gain=8.28871632,cover=72371
- 63:leaf=0.00238328869,cover=0
- 64:leaf=0.000124700193,cover=0
- 16:[Sulc0<-0.469276249] yes=33,no=34,missing=33,gain=0.772299469,cover=2651471
- 33:[Curv5<-0.0881721899] yes=65,no=66,missing=65,gain=2.84027386,cover=522427
- 65:leaf=-1.0365985e-05,cover=0
- 66:leaf=-0.000309374038,cover=0
- 34:[Ecc<0.999059319] yes=67,no=68,missing=68,gain=1.13886738,cover=2129044
- 67:leaf=-0.000222266957,cover=0
- 68:leaf=7.54039638e-06,cover=0
- 8:[Sulc0<0.717745602] yes=17,no=18,missing=17,gain=1.67540073,cover=218581
- 17:[Pol<68.1421661] yes=35,no=36,missing=36,gain=2.18159652,cover=141207
- 35:[Ecc<2.97906685] yes=69,no=70,missing=70,gain=4.32981586,cover=19193
- 69:leaf=-0.00310871447,cover=0
- 70:leaf=0.000835696061,cover=0
- 36:[PialArea5<0.593058109] yes=71,no=72,missing=72,gain=3.82314491,cover=122014
- 71:leaf=0.000415621063,cover=0
- 72:leaf=-0.000145747952,cover=0
- 18:[Sulc0<1.11117697] yes=37,no=38,missing=37,gain=1.21484959,cover=77374
- 37:[Pol<96.8070755] yes=73,no=74,missing=73,gain=1.46032953,cover=62058
- 73:leaf=-0.000424769009,cover=0
- 74:leaf=6.11802316e-05,cover=0
- 38:[PialCurv5<0.224192142] yes=75,no=76,missing=75,gain=1.74972498,cover=15316
- 75:leaf=0.00157426193,cover=0
- 76:leaf=7.66766825e-05,cover=0
- 4:[LGI5<2.31684756] yes=9,no=10,missing=10,gain=1.95671785,cover=219157
- 9:[Ecc<0.889730632] yes=19,no=20,missing=19,gain=2.62443709,cover=9486
- 19:[LGI5<2.29093218] yes=39,no=40,missing=39,gain=1.90274191,cover=1067
- 39:[Sulc0<-0.815117955] yes=77,no=78,missing=77,gain=2.59084105,cover=805
- 77:leaf=-0.00635670451,cover=0
- 78:leaf=0.00273454003,cover=0
- 40:[Pol<134.081207] yes=79,no=80,missing=79,gain=2.25355101,cover=262
- 79:leaf=0.0115501834,cover=0
- 80:leaf=0.00225792965,cover=0
- 20:[Pol<132.083344] yes=41,no=42,missing=41,gain=2.09956789,cover=8419
- 41:[Pol<82.8478928] yes=81,no=82,missing=81,gain=2.81276011,cover=7145
- 81:leaf=-0.000826687727,cover=0
- 82:leaf=0.00131984823,cover=0
- 42:[LGI5<2.29093218] yes=83,no=84,missing=83,gain=1.26267409,cover=1274
- 83:leaf=-0.00061557407,cover=0
- 84:leaf=-0.00420895033,cover=0
- 10:[Pol<54.5053368] yes=21,no=22,missing=22,gain=1.74619401,cover=209671
- 21:[PialCurv5<-0.138158455] yes=43,no=44,missing=43,gain=2.28178549,cover=46708
- 43:[Ecc<7.85193825] yes=85,no=86,missing=85,gain=1.73698688,cover=2952
- 85:leaf=-0.002765632,cover=0
- 86:leaf=-0.000256788684,cover=0
- 44:[Ecc<5.85121489] yes=87,no=88,missing=87,gain=2.18013239,cover=43756
- 87:leaf=0.00133530993,cover=0
- 88:leaf=0.000131143301,cover=0
- 22:[Curv5<-0.12365336] yes=45,no=46,missing=46,gain=3.42050791,cover=162963
- 45:[Ecc<11.8489361] yes=89,no=90,missing=89,gain=4.25097704,cover=20684
- 89:leaf=0.00118520821,cover=0
- 90:leaf=-0.000252935482,cover=0
- 46:[PialCurv5<-0.00372259994] yes=91,no=92,missing=91,gain=3.73027134,cover=142279
- 91:leaf=-0.000712383422,cover=0
- 92:leaf=-0.000128057523,cover=0
- 2:[MidArea5<0.621293068] yes=5,no=6,missing=5,gain=1.00555193,cover=1935911
- 5:[Ecc<2.6050899] yes=11,no=12,missing=11,gain=0.508396506,cover=150
- 11:[LGI5<2.35279679] yes=23,no=24,missing=24,gain=0.500661016,cover=95
- 23:[PialArea5<0.87722075] yes=47,no=48,missing=47,gain=0.0569911189,cover=36
- 47:[PialArea5<0.872134149] yes=93,no=94,missing=93,gain=0.0812681392,cover=23
- 93:leaf=-0.000977363787,cover=0
- 94:leaf=0.00508883689,cover=0
- 48:[Sulc0<-1.03844893] yes=95,no=96,missing=95,gain=0.0462780707,cover=13
- 95:leaf=-0.00489802845,cover=0
- 96:leaf=0.00101813918,cover=0
- 24:[PialCurv5<-0.140412122] yes=49,no=50,missing=49,gain=0.212505817,cover=59
- 49:[LGI5<2.60212255] yes=97,no=98,missing=97,gain=0.0893871784,cover=23
- 97:leaf=0.0135099841,cover=0
- 98:leaf=-0.000908321177,cover=0
- 50:[PialCurv5<-0.139269829] yes=99,no=100,missing=100,gain=0.2054528,cover=36
- 99:leaf=-0.00681684399,cover=0
- 100:leaf=0.00733419601,cover=0
- 12:[Pol<51.9018669] yes=25,no=26,missing=25,gain=0.347902447,cover=55
- 25:leaf=-0.0139714545,cover=0
- 26:[LGI5<2.49595737] yes=51,no=52,missing=51,gain=0.0941482186,cover=52
- 51:[Sulc0<-0.93782407] yes=101,no=102,missing=101,gain=0.103960238,cover=44
- 101:leaf=8.10380152e-05,cover=0
- 102:leaf=0.00492077274,cover=0
- 52:[PialCurv5<-0.146805272] yes=103,no=104,missing=103,gain=0.0077650398,cover=8
- 103:leaf=-0.000937351608,cover=0
- 104:leaf=-0.00445792498,cover=0
- 6:[Ecc<12.0179253] yes=13,no=14,missing=13,gain=0.801614106,cover=1935761
- 13:[LGI5<3.09872246] yes=27,no=28,missing=27,gain=2.38758993,cover=1347444
- 27:[Curv5<-0.066452302] yes=53,no=54,missing=53,gain=1.67659104,cover=1251441
- 53:[PialCurv5<-0.0209923834] yes=105,no=106,missing=106,gain=1.66632068,cover=1090120
- 105:leaf=-2.38790781e-05,cover=0
- 106:leaf=0.000430253305,cover=0
- 54:[Pol<38.1036148] yes=107,no=108,missing=108,gain=5.14300919,cover=161321
- 107:leaf=-0.000879068568,cover=0
- 108:leaf=0.000234297928,cover=0
- 28:[Sulc0<-0.292069882] yes=55,no=56,missing=55,gain=3.63300848,cover=96003
- 55:[Pol<58.6768646] yes=109,no=110,missing=109,gain=0.994977176,cover=76077
- 109:leaf=-0.000226355463,cover=0
- 110:leaf=0.000153337867,cover=0
- 56:[PialCurv5<-0.00955641083] yes=111,no=112,missing=111,gain=3.83107471,cover=19926
- 111:leaf=-0.00130255171,cover=0
- 112:leaf=0.000215790118,cover=0
- 14:[LGI5<2.68917012] yes=29,no=30,missing=30,gain=2.96553135,cover=588317
- 29:[Area5<0.601796865] yes=57,no=58,missing=58,gain=2.19944692,cover=15315
- 57:[Curv5<-0.20189926] yes=113,no=114,missing=113,gain=2.12059236,cover=1297
- 113:leaf=-0.00158158771,cover=0
- 114:leaf=-0.00662657572,cover=0
- 58:[PialCurv5<0.064168714] yes=115,no=116,missing=115,gain=2.00324059,cover=14018
- 115:leaf=-0.000368054258,cover=0
- 116:leaf=-0.00504332036,cover=0
- 30:[MidArea5<0.773718297] yes=59,no=60,missing=59,gain=3.5601387,cover=573002
- 59:[Pol<38.1036148] yes=117,no=118,missing=117,gain=4.54473829,cover=47889
- 117:leaf=-0.000121266254,cover=0
- 118:leaf=0.000877951388,cover=0
- 60:[LGI5<2.74134016] yes=119,no=120,missing=119,gain=2.12363887,cover=525113
- 119:leaf=0.000873338373,cover=0
- 120:leaf=2.70756318e-05,cover=0
-booster[1148]:
-0:[PialArea5<0.920147538] yes=1,no=2,missing=1,gain=0.126216754,cover=5124388
- 1:[MidArea5<0.975851595] yes=3,no=4,missing=3,gain=0.378176361,cover=3571572
- 3:[MidArea5<0.856507063] yes=7,no=8,missing=8,gain=0.621729136,cover=3569979
- 7:[Area5<0.846071243] yes=15,no=16,missing=15,gain=0.509771109,cover=3552890
- 15:[LGI5<2.6558373] yes=31,no=32,missing=32,gain=0.479313046,cover=3517919
- 31:[Pol<67.3859482] yes=63,no=64,missing=63,gain=1.41098988,cover=1518911
- 63:leaf=0.000140539618,cover=0
- 64:leaf=-3.31759225e-06,cover=0
- 32:[Ecc<0.406764686] yes=65,no=66,missing=65,gain=1.74675512,cover=1999008
- 65:leaf=-0.00202861428,cover=0
- 66:leaf=-2.09588961e-05,cover=0
- 16:[Ecc<6.16403294] yes=33,no=34,missing=33,gain=1.33483291,cover=34971
- 33:[Curv5<-0.0109836133] yes=67,no=68,missing=68,gain=1.23625731,cover=7711
- 67:leaf=0.00120687089,cover=0
- 68:leaf=-0.000645029999,cover=0
- 34:[Sulc0<0.849368811] yes=69,no=70,missing=70,gain=2.27274513,cover=27260
- 69:leaf=0.000739824434,cover=0
- 70:leaf=-0.000184715231,cover=0
- 8:[Ecc<12.5441074] yes=17,no=18,missing=17,gain=1.67070746,cover=17089
- 17:[PialArea5<0.658944428] yes=35,no=36,missing=36,gain=1.53317332,cover=9103
- 35:[Pol<151.353775] yes=71,no=72,missing=71,gain=0.415351152,cover=172
- 71:leaf=0.00298400712,cover=0
- 72:leaf=0.0106984694,cover=0
- 36:[Curv5<-0.0620335713] yes=73,no=74,missing=74,gain=1.4849236,cover=8931
- 73:leaf=0.000239522647,cover=0
- 74:leaf=-0.00123771618,cover=0
- 18:[Ecc<33.2971039] yes=37,no=38,missing=37,gain=1.9796021,cover=7986
- 37:[Area5<0.854415178] yes=75,no=76,missing=75,gain=1.66828406,cover=4447
- 75:leaf=2.74774193e-05,cover=0
- 76:leaf=0.00196996354,cover=0
- 38:[Pol<38.1036148] yes=77,no=78,missing=78,gain=2.57022834,cover=3539
- 77:leaf=0.00163837546,cover=0
- 78:leaf=-0.00145004608,cover=0
- 4:[LGI5<2.24172258] yes=9,no=10,missing=10,gain=0.456014156,cover=1593
- 9:[PialArea5<0.844099998] yes=19,no=20,missing=19,gain=0.268879831,cover=56
- 19:[Ecc<1.51801682] yes=39,no=40,missing=39,gain=0.0508346558,cover=25
- 39:leaf=0.0105293905,cover=0
- 40:[PialCurv5<0.000298873958] yes=79,no=80,missing=79,gain=0.0157457963,cover=8
- 79:leaf=0.00125113875,cover=0
- 80:leaf=0.00622074492,cover=0
- 20:[LGI5<2.22170687] yes=41,no=42,missing=41,gain=0.164137915,cover=31
- 41:[Sulc0<-0.751221538] yes=81,no=82,missing=82,gain=0.0516574681,cover=19
- 81:leaf=0.00109881011,cover=0
- 82:leaf=0.00661176024,cover=0
- 42:[Curv5<0.0798443258] yes=83,no=84,missing=84,gain=0.0417390913,cover=12
- 83:leaf=9.75258663e-05,cover=0
- 84:leaf=-0.0055719805,cover=0
- 10:[PialCurv5<-0.0456207059] yes=21,no=22,missing=21,gain=0.440378547,cover=1537
- 21:[Ecc<1.96654522] yes=43,no=44,missing=44,gain=0.441955388,cover=88
- 43:[Ecc<1.26157856] yes=85,no=86,missing=85,gain=0.364513844,cover=74
- 85:leaf=-0.00291216839,cover=0
- 86:leaf=0.00579480175,cover=0
- 44:[LGI5<2.27925944] yes=87,no=88,missing=88,gain=0.23003304,cover=14
- 87:leaf=0.00360461487,cover=0
- 88:leaf=-0.0131139476,cover=0
- 22:[Curv5<-0.0343657099] yes=45,no=46,missing=45,gain=0.829668105,cover=1449
- 45:[LGI5<2.59789038] yes=89,no=90,missing=90,gain=0.168877304,cover=36
- 89:leaf=0.00643535424,cover=0
- 90:leaf=0.0162600484,cover=0
- 46:[LGI5<2.30180311] yes=91,no=92,missing=91,gain=0.407358527,cover=1413
- 91:leaf=-0.0023655172,cover=0
- 92:leaf=0.000857739651,cover=0
- 2:[LGI5<3.0310638] yes=5,no=6,missing=5,gain=0.626431346,cover=1552816
- 5:[Ecc<9.88196182] yes=11,no=12,missing=11,gain=1.15268481,cover=1121003
- 11:[Sulc0<-0.285426885] yes=23,no=24,missing=23,gain=1.34281623,cover=952161
- 23:[Pol<178.093033] yes=47,no=48,missing=48,gain=1.49553585,cover=852749
- 47:[Area5<0.695856333] yes=93,no=94,missing=93,gain=1.22606611,cover=841702
- 93:leaf=3.73842231e-05,cover=0
- 94:leaf=-8.47519477e-05,cover=0
- 48:[PialCurv5<-0.108766198] yes=95,no=96,missing=96,gain=1.77439547,cover=11047
- 95:leaf=-0.000100371079,cover=0
- 96:leaf=0.00116906769,cover=0
- 24:[Area5<0.727793753] yes=49,no=50,missing=49,gain=4.62652206,cover=99412
- 49:[PialArea5<1.06442153] yes=97,no=98,missing=97,gain=4.93286324,cover=39203
- 97:leaf=3.78808618e-05,cover=0
- 98:leaf=-0.0013868853,cover=0
- 50:[Pol<131.443253] yes=99,no=100,missing=99,gain=9.69807053,cover=60209
- 99:leaf=0.000233109924,cover=0
- 100:leaf=0.00221676962,cover=0
- 12:[PialCurv5<0.0240441076] yes=25,no=26,missing=26,gain=3.49953365,cover=168842
- 25:[Curv5<0.00546095846] yes=51,no=52,missing=51,gain=5.03756523,cover=163026
- 51:[Pol<162.313202] yes=101,no=102,missing=101,gain=2.60347319,cover=161956
- 101:leaf=-6.13259908e-06,cover=0
- 102:leaf=-0.000503043761,cover=0
- 52:[PialCurv5<-0.00569582684] yes=103,no=104,missing=103,gain=2.33674288,cover=1070
- 103:leaf=0.00880791526,cover=0
- 104:leaf=0.00233292277,cover=0
- 26:[Area5<0.818724692] yes=53,no=54,missing=53,gain=1.23679972,cover=5816
- 53:[PialCurv5<0.0695191324] yes=105,no=106,missing=106,gain=1.47047234,cover=3973
- 105:leaf=-0.00136268802,cover=0
- 106:leaf=-0.0038130132,cover=0
- 54:[Pol<160.153915] yes=107,no=108,missing=107,gain=1.02775836,cover=1843
- 107:leaf=-4.05103274e-05,cover=0
- 108:leaf=-0.00653874502,cover=0
- 6:[Ecc<11.1913614] yes=13,no=14,missing=13,gain=2.28607678,cover=431813
- 13:[Sulc0<-0.0862998366] yes=27,no=28,missing=27,gain=5.76754665,cover=93725
- 27:[Sulc0<-0.389213681] yes=55,no=56,missing=55,gain=1.78353572,cover=87451
- 55:[PialCurv5<-0.019163372] yes=109,no=110,missing=109,gain=1.97731376,cover=69225
- 109:leaf=0.000104843166,cover=0
- 110:leaf=-0.00174934824,cover=0
- 56:[Pol<65.1286774] yes=111,no=112,missing=111,gain=4.99686241,cover=18226
- 111:leaf=-0.00141970045,cover=0
- 112:leaf=0.000247083226,cover=0
- 28:[Ecc<7.59607029] yes=57,no=58,missing=57,gain=6.24459171,cover=6274
- 57:[Pol<79.5617371] yes=113,no=114,missing=113,gain=5.7150526,cover=1051
- 113:leaf=-0.001307389,cover=0
- 114:leaf=0.00613348791,cover=0
- 58:[Pol<79.5617371] yes=115,no=116,missing=115,gain=4.71656513,cover=5223
- 115:leaf=-0.00476520089,cover=0
- 116:leaf=-0.00140087004,cover=0
- 14:[LGI5<3.17022181] yes=29,no=30,missing=29,gain=2.60863543,cover=338088
- 29:[Pol<174.523148] yes=59,no=60,missing=60,gain=2.30507898,cover=86507
- 59:[Area5<0.924216449] yes=117,no=118,missing=117,gain=1.93010855,cover=78339
- 117:leaf=0.000480105635,cover=0
- 118:leaf=-0.00125398417,cover=0
- 60:[PialArea5<1.13220918] yes=119,no=120,missing=120,gain=3.05099916,cover=8168
- 119:leaf=0.000192716092,cover=0
- 120:leaf=-0.00191727397,cover=0
- 30:[PialCurv5<-0.210138425] yes=61,no=62,missing=62,gain=1.22671044,cover=251581
- 61:[Ecc<17.7876587] yes=121,no=122,missing=121,gain=1.1153903,cover=631
- 121:leaf=0.00026552222,cover=0
- 122:leaf=-0.00397782912,cover=0
- 62:[PialCurv5<0.0567538291] yes=123,no=124,missing=124,gain=1.10998571,cover=250950
- 123:leaf=3.58093712e-05,cover=0
- 124:leaf=0.000974621566,cover=0
-booster[1149]:
-0:[PialArea5<0.375788301] yes=1,no=2,missing=2,gain=0.132103369,cover=5124388
- 1:[Curv5<0.164550796] yes=3,no=4,missing=3,gain=0.571716964,cover=343062
- 3:[Area5<0.717401922] yes=7,no=8,missing=8,gain=1.03437316,cover=141368
- 7:[Ecc<33.2971039] yes=15,no=16,missing=16,gain=0.943500519,cover=108723
- 15:[Pol<72.6247101] yes=31,no=32,missing=32,gain=1.0824666,cover=99193
- 31:[LGI5<3.53458858] yes=63,no=64,missing=63,gain=3.06729841,cover=2725
- 63:leaf=0.000376740674,cover=0
- 64:leaf=0.00517214695,cover=0
- 32:[LGI5<2.30690479] yes=65,no=66,missing=66,gain=0.972275436,cover=96468
- 65:leaf=0.000833863334,cover=0
- 66:leaf=1.8667919e-05,cover=0
- 16:[LGI5<2.89127874] yes=33,no=34,missing=33,gain=1.28118789,cover=9530
- 33:[Ecc<39.5502243] yes=67,no=68,missing=68,gain=0.914578915,cover=746
- 67:leaf=-0.000413315429,cover=0
- 68:leaf=-0.00394887431,cover=0
- 34:[LGI5<2.95653391] yes=69,no=70,missing=69,gain=1.72290409,cover=8784
- 69:leaf=0.00221235002,cover=0
- 70:leaf=-0.000470346044,cover=0
- 8:[Sulc0<0.812575758] yes=17,no=18,missing=17,gain=1.05718482,cover=32645
- 17:[Sulc0<-0.413983464] yes=35,no=36,missing=36,gain=1.03780985,cover=14365
- 35:[Ecc<0.353712648] yes=71,no=72,missing=71,gain=0.441603363,cover=31
- 71:leaf=0.0107703311,cover=0
- 72:leaf=-0.00995205995,cover=0
- 36:[Area5<0.745235085] yes=73,no=74,missing=74,gain=0.967911959,cover=14334
- 73:leaf=0.000353978568,cover=0
- 74:leaf=0.00119013048,cover=0
- 18:[LGI5<3.51961541] yes=37,no=38,missing=37,gain=1.02480984,cover=18280
- 37:[Pol<77.5287857] yes=75,no=76,missing=75,gain=1.31636155,cover=16264
- 75:leaf=0.00148962182,cover=0
- 76:leaf=-0.000163308912,cover=0
- 38:[LGI5<3.58443618] yes=77,no=78,missing=77,gain=0.818562627,cover=2016
- 77:leaf=0.0027127217,cover=0
- 78:leaf=0.000508848345,cover=0
- 4:[PialCurv5<0.291493237] yes=9,no=10,missing=9,gain=0.992706001,cover=201694
- 9:[Area5<0.539561152] yes=19,no=20,missing=19,gain=1.15036178,cover=64953
- 19:[LGI5<2.72022414] yes=39,no=40,missing=39,gain=1.19509363,cover=1829
- 39:[Ecc<8.11897564] yes=79,no=80,missing=80,gain=1.16803074,cover=1252
- 79:leaf=-0.00199831859,cover=0
- 80:leaf=-0.0103915315,cover=0
- 40:[Curv5<0.245671451] yes=81,no=82,missing=81,gain=0.852838755,cover=577
- 81:leaf=-0.000735565962,cover=0
- 82:leaf=0.00353946094,cover=0
- 20:[Ecc<7.1378541] yes=41,no=42,missing=41,gain=1.27549446,cover=63124
- 41:[Ecc<3.48115921] yes=83,no=84,missing=83,gain=1.60163486,cover=28650
- 83:leaf=-0.000401451951,cover=0
- 84:leaf=0.00037752252,cover=0
- 42:[Sulc0<0.890415967] yes=85,no=86,missing=85,gain=1.84842873,cover=34474
- 85:leaf=-0.000621767191,cover=0
- 86:leaf=0.000146642618,cover=0
- 10:[Pol<157.965515] yes=21,no=22,missing=22,gain=1.27435064,cover=136741
- 21:[Pol<107.129471] yes=43,no=44,missing=43,gain=1.01057184,cover=134414
- 43:[Curv5<0.190557376] yes=87,no=88,missing=88,gain=0.91734612,cover=107548
- 87:leaf=-9.63613638e-05,cover=0
- 88:leaf=0.000208961705,cover=0
- 44:[LGI5<3.39750218] yes=89,no=90,missing=89,gain=0.975788951,cover=26866
- 89:leaf=-0.000319293642,cover=0
- 90:leaf=0.000932607043,cover=0
- 22:[MidArea5<0.512587845] yes=45,no=46,missing=46,gain=0.979946613,cover=2327
- 45:[LGI5<3.34776258] yes=91,no=92,missing=91,gain=0.960652113,cover=2086
- 91:leaf=0.00102820981,cover=0
- 92:leaf=-0.00605742633,cover=0
- 46:[Ecc<10.147254] yes=93,no=94,missing=94,gain=1.4798646,cover=241
- 93:leaf=0.00204189983,cover=0
- 94:leaf=0.0112725208,cover=0
- 2:[Curv5<0.0857537538] yes=5,no=6,missing=6,gain=0.219001621,cover=4781326
- 5:[Sulc0<1.11117697] yes=11,no=12,missing=11,gain=0.797318637,cover=3923985
- 11:[PialCurv5<0.189327508] yes=23,no=24,missing=23,gain=0.613962352,cover=3922955
- 23:[Sulc0<0.830503881] yes=47,no=48,missing=48,gain=0.665093005,cover=3895218
- 47:[Curv5<-0.0226651002] yes=95,no=96,missing=95,gain=0.449008614,cover=3882105
- 95:leaf=-6.05476862e-06,cover=0
- 96:leaf=3.33719072e-05,cover=0
- 48:[MidArea5<0.48507002] yes=97,no=98,missing=98,gain=1.7699337,cover=13113
- 97:leaf=-0.00523157744,cover=0
- 98:leaf=0.000420672266,cover=0
- 24:[Sulc0<-0.351394534] yes=49,no=50,missing=49,gain=1.59386432,cover=27737
- 49:[Ecc<1.26157856] yes=99,no=100,missing=99,gain=1.2723695,cover=1176
- 99:leaf=-0.00402683485,cover=0
- 100:leaf=-0.000675956835,cover=0
- 50:[Ecc<2.79805064] yes=101,no=102,missing=101,gain=1.87398863,cover=26561
- 101:leaf=0.00114157377,cover=0
- 102:leaf=-0.000287798379,cover=0
- 12:[Ecc<33.2971039] yes=25,no=26,missing=25,gain=2.18407106,cover=1030
- 25:[PialCurv5<0.144311354] yes=51,no=52,missing=51,gain=1.34396362,cover=303
- 51:[Ecc<30.4150848] yes=103,no=104,missing=104,gain=0.425793171,cover=158
- 103:leaf=-0.00978518557,cover=0
- 104:leaf=-0.00395049108,cover=0
- 52:[Area5<0.654657125] yes=105,no=106,missing=106,gain=0.448066354,cover=145
- 105:leaf=-0.00754769286,cover=0
- 106:leaf=-0.00019313654,cover=0
- 26:[LGI5<3.08610082] yes=53,no=54,missing=53,gain=1.93912983,cover=727
- 53:[LGI5<3.07360435] yes=107,no=108,missing=107,gain=2.25282383,cover=86
- 107:leaf=0.00102664577,cover=0
- 108:leaf=-0.0150444014,cover=0
- 54:[Area5<0.663006425] yes=109,no=110,missing=109,gain=1.41668081,cover=641
- 109:leaf=-0.00398151996,cover=0
- 110:leaf=0.00214357837,cover=0
- 6:[Area5<0.924216449] yes=13,no=14,missing=13,gain=0.852072001,cover=857341
- 13:[MidArea5<0.741105855] yes=27,no=28,missing=28,gain=1.15076232,cover=848005
- 27:[PialArea5<0.724588811] yes=55,no=56,missing=55,gain=1.21002722,cover=822119
- 55:[Ecc<1.05247808] yes=111,no=112,missing=111,gain=0.811795294,cover=817566
- 111:leaf=-0.000339095335,cover=0
- 112:leaf=-1.65755191e-05,cover=0
- 56:[Ecc<18.3223667] yes=113,no=114,missing=114,gain=4.61585426,cover=4553
- 113:leaf=0.00144612242,cover=0
- 114:leaf=-0.00308440207,cover=0
- 28:[PialCurv5<-0.062031392] yes=57,no=58,missing=58,gain=2.04084539,cover=25886
- 57:[Sulc0<0.110320561] yes=115,no=116,missing=115,gain=0.0178010464,cover=7
- 115:leaf=0.0278768148,cover=0
- 116:leaf=0.0106247943,cover=0
- 58:[LGI5<2.40363431] yes=117,no=118,missing=118,gain=2.00222039,cover=25879
- 117:leaf=0.000782334071,cover=0
- 118:leaf=-0.000534675375,cover=0
- 14:[LGI5<2.33061647] yes=29,no=30,missing=29,gain=0.805982709,cover=9336
- 29:[Pol<97.9094925] yes=59,no=60,missing=59,gain=1.33924103,cover=1026
- 59:[PialCurv5<0.0824522972] yes=119,no=120,missing=119,gain=0.505998492,cover=285
- 119:leaf=0.00190024753,cover=0
- 120:leaf=-0.00455152569,cover=0
- 60:[Sulc0<-0.145219594] yes=121,no=122,missing=121,gain=1.04033315,cover=741
- 121:leaf=0.00299180532,cover=0
- 122:leaf=-0.00102698978,cover=0
- 30:[LGI5<2.41022825] yes=61,no=62,missing=61,gain=1.3104279,cover=8310
- 61:[Ecc<3.94116735] yes=123,no=124,missing=123,gain=1.45708466,cover=960
- 123:leaf=0.00102668989,cover=0
- 124:leaf=0.00521910656,cover=0
- 62:[PialCurv5<0.0331302322] yes=125,no=126,missing=125,gain=1.47777379,cover=7350
- 125:leaf=-0.00571284676,cover=0
- 126:leaf=0.000468508166,cover=0
-booster[1150]:
-0:[MidArea5<1.07671547] yes=1,no=2,missing=2,gain=0.126229629,cover=5124388
- 1:[PialArea5<1.36541271] yes=3,no=4,missing=4,gain=0.213655621,cover=5024305
- 3:[LGI5<2.16230083] yes=7,no=8,missing=8,gain=0.147678927,cover=5000360
- 7:[Area5<0.784037054] yes=15,no=16,missing=15,gain=1.6768353,cover=39393
- 15:[Sulc0<0.126604497] yes=31,no=32,missing=31,gain=1.05691528,cover=38459
- 31:[Curv5<-0.024997253] yes=63,no=64,missing=64,gain=2.35556126,cover=35208
- 63:leaf=1.54680492e-05,cover=0
- 64:leaf=-0.000916186662,cover=0
- 32:[PialCurv5<0.208232641] yes=65,no=66,missing=65,gain=2.13797259,cover=3251
- 65:leaf=0.00237476476,cover=0
- 66:leaf=-0.000275221508,cover=0
- 16:[Pol<94.4799194] yes=33,no=34,missing=33,gain=2.20153236,cover=934
- 33:[Pol<77.5287857] yes=67,no=68,missing=67,gain=1.46416068,cover=550
- 67:leaf=0.00146075839,cover=0
- 68:leaf=0.00662261341,cover=0
- 34:[Ecc<1.10530448] yes=69,no=70,missing=69,gain=1.25655055,cover=384
- 69:leaf=-0.00866325852,cover=0
- 70:leaf=0.000143015553,cover=0
- 8:[LGI5<2.22170687] yes=17,no=18,missing=17,gain=0.28626135,cover=4960967
- 17:[Pol<78.2110443] yes=35,no=36,missing=36,gain=2.66253114,cover=78411
- 35:[Area5<0.651789546] yes=71,no=72,missing=71,gain=3.65232921,cover=23580
- 71:leaf=2.12100913e-05,cover=0
- 72:leaf=-0.00139467081,cover=0
- 36:[Sulc0<-0.351394534] yes=73,no=74,missing=73,gain=2.47361827,cover=54831
- 73:leaf=0.000559775566,cover=0
- 74:leaf=-0.000126053332,cover=0
- 18:[LGI5<2.25958419] yes=37,no=38,missing=37,gain=0.528404057,cover=4882556
- 37:[Pol<41.8258972] yes=75,no=76,missing=75,gain=4.11165571,cover=80779
- 75:leaf=0.000855147548,cover=0
- 76:leaf=-0.00025739902,cover=0
- 38:[LGI5<2.6558373] yes=77,no=78,missing=77,gain=0.213033497,cover=4801777
- 77:leaf=1.36820163e-05,cover=0
- 78:leaf=-7.75106946e-06,cover=0
- 4:[PialCurv5<-0.0839454681] yes=9,no=10,missing=9,gain=2.05984402,cover=23945
- 9:[Curv5<-0.100392215] yes=19,no=20,missing=20,gain=1.60803044,cover=20496
- 19:[Area5<0.72690624] yes=39,no=40,missing=39,gain=1.25457454,cover=20342
- 39:[LGI5<2.75749183] yes=79,no=80,missing=79,gain=1.11874104,cover=16752
- 79:leaf=8.85787595e-05,cover=0
- 80:leaf=0.00123117759,cover=0
- 40:[Pol<17.1471634] yes=81,no=82,missing=81,gain=0.76683861,cover=3590
- 81:leaf=-0.00207436201,cover=0
- 82:leaf=-0.000360056962,cover=0
- 20:[Area5<0.714116395] yes=41,no=42,missing=41,gain=2.02319622,cover=154
- 41:[PialCurv5<-0.0886472985] yes=83,no=84,missing=83,gain=1.1370666,cover=119
- 83:leaf=-0.0103714718,cover=0
- 84:leaf=0.00233936799,cover=0
- 42:[Pol<157.22821] yes=85,no=86,missing=85,gain=0.87725842,cover=35
- 85:leaf=-0.0014895848,cover=0
- 86:leaf=0.0141518852,cover=0
- 10:[MidArea5<1.06072605] yes=21,no=22,missing=21,gain=0.894321203,cover=3449
- 21:[Pol<34.3003769] yes=43,no=44,missing=43,gain=1.15312982,cover=2236
- 43:[LGI5<2.40692019] yes=87,no=88,missing=87,gain=1.05005836,cover=561
- 87:leaf=-0.00659199292,cover=0
- 88:leaf=-0.00213110447,cover=0
- 44:[Pol<83.4982376] yes=89,no=90,missing=89,gain=1.77213621,cover=1675
- 89:leaf=0.000441945245,cover=0
- 90:leaf=-0.00280988961,cover=0
- 22:[Sulc0<-1.06881595] yes=45,no=46,missing=46,gain=0.848272145,cover=1213
- 45:[PialCurv5<-0.0789950639] yes=91,no=92,missing=91,gain=0.580947161,cover=51
- 91:leaf=0.0140054673,cover=0
- 92:leaf=0.00246193586,cover=0
- 46:[Curv5<-0.117843308] yes=93,no=94,missing=93,gain=0.772136152,cover=1162
- 93:leaf=-0.00155810895,cover=0
- 94:leaf=0.00105260359,cover=0
- 2:[LGI5<2.16230083] yes=5,no=6,missing=5,gain=0.539707482,cover=100083
- 5:[Area5<0.761842728] yes=11,no=12,missing=11,gain=0.479103744,cover=416
- 11:[Curv5<-0.220549613] yes=23,no=24,missing=24,gain=0.448245049,cover=203
- 23:[Sulc0<-0.998678327] yes=47,no=48,missing=47,gain=0.0651606694,cover=44
- 47:[Ecc<3.22716212] yes=95,no=96,missing=95,gain=0.0454057194,cover=34
- 95:leaf=-0.00104782823,cover=0
- 96:leaf=-0.00588623108,cover=0
- 48:[PialArea5<1.48916721] yes=97,no=98,missing=97,gain=0.0843311697,cover=10
- 97:leaf=0.00733219413,cover=0
- 98:leaf=-0.00128587137,cover=0
- 24:[Ecc<3.94116735] yes=49,no=50,missing=49,gain=0.323727727,cover=159
- 49:[Ecc<3.03937531] yes=99,no=100,missing=100,gain=0.228694558,cover=143
- 99:leaf=0.0044401926,cover=0
- 100:leaf=0.00935536157,cover=0
- 50:[Sulc0<-0.828605771] yes=101,no=102,missing=101,gain=0.0797048211,cover=16
- 101:leaf=-0.00440871622,cover=0
- 102:leaf=0.00247056317,cover=0
- 12:[Sulc0<-0.966370046] yes=25,no=26,missing=26,gain=0.383430243,cover=213
- 25:[Pol<23.2745647] yes=51,no=52,missing=51,gain=0.160832256,cover=90
- 51:[Ecc<2.13501525] yes=103,no=104,missing=104,gain=0.113447547,cover=27
- 103:leaf=0.00194394344,cover=0
- 104:leaf=-0.00674067065,cover=0
- 52:[Pol<39.9674568] yes=105,no=106,missing=105,gain=0.0831508189,cover=63
- 105:leaf=0.00165937655,cover=0
- 106:leaf=-0.00212653843,cover=0
- 26:[PialArea5<1.13220918] yes=53,no=54,missing=53,gain=0.152163759,cover=123
- 53:[Sulc0<-0.947149038] yes=107,no=108,missing=108,gain=0.0353642106,cover=33
- 107:leaf=-0.00111022592,cover=0
- 108:leaf=0.00525927776,cover=0
- 54:[Pol<38.1036148] yes=109,no=110,missing=109,gain=0.261508226,cover=90
- 109:leaf=0.00340013392,cover=0
- 110:leaf=-0.00194608793,cover=0
- 6:[Area5<0.610838115] yes=13,no=14,missing=13,gain=0.53096509,cover=99667
- 13:[Curv5<-0.186853081] yes=27,no=28,missing=27,gain=0.865496397,cover=598
- 27:[Sulc0<-0.763524294] yes=55,no=56,missing=56,gain=0.801370621,cover=416
- 55:[Pol<151.353775] yes=111,no=112,missing=112,gain=0.672617853,cover=386
- 111:leaf=0.00346666574,cover=0
- 112:leaf=-0.00115876249,cover=0
- 56:[PialCurv5<-0.102360219] yes=113,no=114,missing=114,gain=0.239423394,cover=30
- 113:leaf=0.00794636365,cover=0
- 114:leaf=0.019980615,cover=0
- 28:[Sulc0<-0.956550419] yes=57,no=58,missing=58,gain=0.774632394,cover=182
- 57:[MidArea5<1.1557827] yes=115,no=116,missing=115,gain=0.223643482,cover=44
- 115:leaf=-0.00941060856,cover=0
- 116:leaf=-0.00165819179,cover=0
- 58:[LGI5<2.41022825] yes=117,no=118,missing=118,gain=0.425732017,cover=138
- 117:leaf=-0.00318781263,cover=0
- 118:leaf=0.00256724632,cover=0
- 14:[PialCurv5<-0.105644517] yes=29,no=30,missing=29,gain=0.554988086,cover=99069
- 29:[Curv5<-0.104371414] yes=59,no=60,missing=60,gain=1.75192702,cover=47940
- 59:[Sulc0<-0.673217118] yes=119,no=120,missing=119,gain=1.32363665,cover=47716
- 119:leaf=8.12753788e-05,cover=0
- 120:leaf=-0.000545204326,cover=0
- 60:[LGI5<2.29093218] yes=121,no=122,missing=121,gain=1.12242854,cover=224
- 121:leaf=-0.0258777775,cover=0
- 122:leaf=-0.00388091616,cover=0
- 30:[Sulc0<-0.956550419] yes=61,no=62,missing=62,gain=1.60803223,cover=51129
- 61:[Area5<0.794681609] yes=123,no=124,missing=123,gain=2.289505,cover=5879
- 123:leaf=-0.00137654459,cover=0
- 124:leaf=0.00066942058,cover=0
- 62:[Curv5<-0.166574284] yes=125,no=126,missing=126,gain=1.69793355,cover=45250
- 125:leaf=0.000871610478,cover=0
- 126:leaf=0.000102700003,cover=0
-booster[1151]:
-0:[PialArea5<0.498393416] yes=1,no=2,missing=1,gain=0.12702094,cover=5124388
- 1:[Pol<86.0952454] yes=3,no=4,missing=3,gain=1.02149975,cover=886707
- 3:[Ecc<8.6295805] yes=7,no=8,missing=7,gain=2.79713821,cover=170804
- 7:[LGI5<3.01963663] yes=15,no=16,missing=16,gain=5.44198132,cover=37929
- 15:[Pol<76.1517639] yes=31,no=32,missing=31,gain=4.92579365,cover=35652
- 31:[Ecc<4.8056078] yes=63,no=64,missing=63,gain=3.69699001,cover=11463
- 63:leaf=0.000376542652,cover=0
- 64:leaf=-0.00141975039,cover=0
- 32:[Area5<0.630444467] yes=65,no=66,missing=66,gain=4.55937862,cover=24189
- 65:leaf=-0.000257638603,cover=0
- 66:leaf=0.00122245972,cover=0
- 16:[Pol<46.5024796] yes=33,no=34,missing=34,gain=4.07037592,cover=2277
- 33:[LGI5<3.30554914] yes=67,no=68,missing=68,gain=2.40011954,cover=490
- 67:leaf=-0.00357117504,cover=0
- 68:leaf=0.00389669766,cover=0
- 34:[PialCurv5<0.224192142] yes=69,no=70,missing=69,gain=4.80973911,cover=1787
- 69:leaf=0.00617845124,cover=0
- 70:leaf=0.00091893581,cover=0
- 8:[PialCurv5<0.0128733069] yes=17,no=18,missing=17,gain=2.66649818,cover=132875
- 17:[Area5<0.612264991] yes=35,no=36,missing=35,gain=1.26355648,cover=5175
- 35:[Pol<73.3354874] yes=71,no=72,missing=72,gain=3.75640249,cover=3078
- 71:leaf=-0.000578478037,cover=0
- 72:leaf=-0.00436876388,cover=0
- 36:[LGI5<3.29780769] yes=73,no=74,missing=73,gain=2.45591831,cover=2097
- 73:leaf=0.00109293906,cover=0
- 74:leaf=-0.0025062575,cover=0
- 18:[Curv5<0.0896491781] yes=37,no=38,missing=37,gain=3.34064174,cover=127700
- 37:[Ecc<29.8764286] yes=75,no=76,missing=76,gain=4.98743248,cover=17927
- 75:leaf=0.000336548634,cover=0
- 76:leaf=0.00262716645,cover=0
- 38:[Curv5<0.183586344] yes=77,no=78,missing=77,gain=1.30477381,cover=109773
- 77:leaf=-0.000130533823,cover=0
- 78:leaf=0.000286349648,cover=0
- 4:[Sulc0<-0.8873595] yes=9,no=10,missing=10,gain=1.80302823,cover=715903
- 9:[Area5<0.476400614] yes=19,no=20,missing=20,gain=1.32700658,cover=118
- 19:[Ecc<0.783076942] yes=39,no=40,missing=39,gain=0.235735446,cover=57
- 39:[Ecc<0.669936359] yes=79,no=80,missing=79,gain=0.0276958793,cover=17
- 79:leaf=0.00317999604,cover=0
- 80:leaf=0.00775025925,cover=0
- 40:[Pol<132.742767] yes=81,no=82,missing=81,gain=0.111962579,cover=40
- 81:leaf=-0.00391398929,cover=0
- 82:leaf=0.00127465313,cover=0
- 20:[Pol<115.563423] yes=41,no=42,missing=41,gain=1.41647243,cover=61
- 41:[Ecc<0.513775289] yes=83,no=84,missing=83,gain=0.170618057,cover=28
- 83:leaf=0.00328789349,cover=0
- 84:leaf=0.0203519184,cover=0
- 42:[LGI5<2.44006681] yes=85,no=86,missing=86,gain=0.128552437,cover=33
- 85:leaf=0.00556085026,cover=0
- 86:leaf=-0.00182675652,cover=0
- 10:[Pol<109.773643] yes=21,no=22,missing=21,gain=1.38302815,cover=715785
- 21:[PialCurv5<0.0771882981] yes=43,no=44,missing=44,gain=3.27652931,cover=484403
- 43:[Ecc<1.68457866] yes=87,no=88,missing=88,gain=4.36230469,cover=21530
- 87:leaf=0.00149092742,cover=0
- 88:leaf=-0.000896346697,cover=0
- 44:[Ecc<20.3925476] yes=89,no=90,missing=90,gain=2.93548608,cover=462873
- 89:leaf=-8.70626754e-05,cover=0
- 90:leaf=0.000247903314,cover=0
- 22:[Sulc0<1.11117697] yes=45,no=46,missing=45,gain=1.75266147,cover=231382
- 45:[Ecc<32.6813126] yes=91,no=92,missing=92,gain=1.58843338,cover=228751
- 91:leaf=0.000134390022,cover=0
- 92:leaf=-0.000491365325,cover=0
- 46:[PialCurv5<0.224192142] yes=93,no=94,missing=93,gain=1.77337205,cover=2631
- 93:leaf=-0.00354532339,cover=0
- 94:leaf=-0.000476212386,cover=0
- 2:[PialCurv5<0.371846795] yes=5,no=6,missing=5,gain=0.561001122,cover=4237681
- 5:[Curv5<0.114925429] yes=11,no=12,missing=11,gain=0.691345215,cover=4231087
- 11:[MidArea5<0.612316132] yes=23,no=24,missing=23,gain=0.573600471,cover=4037978
- 23:[PialCurv5<-0.137075767] yes=47,no=48,missing=47,gain=1.47254515,cover=325090
- 47:[Area5<0.404548973] yes=95,no=96,missing=96,gain=2.40090227,cover=54768
- 95:leaf=-0.000386199215,cover=0
- 96:leaf=0.000368865993,cover=0
- 48:[Ecc<3.22716212] yes=97,no=98,missing=97,gain=2.52848721,cover=270322
- 97:leaf=8.52763842e-05,cover=0
- 98:leaf=-0.000230328282,cover=0
- 24:[PialArea5<0.617149889] yes=49,no=50,missing=49,gain=1.35872889,cover=3712888
- 49:[Pol<113.394409] yes=99,no=100,missing=99,gain=5.63616467,cover=222645
- 99:leaf=-5.48240205e-05,cover=0
- 100:leaf=0.00047651917,cover=0
- 50:[PialCurv5<0.24610664] yes=101,no=102,missing=102,gain=1.89421284,cover=3490243
- 101:leaf=-3.43709212e-06,cover=0
- 102:leaf=0.000917622645,cover=0
- 12:[Area5<0.713311911] yes=25,no=26,missing=25,gain=2.54932594,cover=193109
- 25:[PialArea5<0.601145923] yes=51,no=52,missing=51,gain=2.72328758,cover=84765
- 51:[Area5<0.525751591] yes=103,no=104,missing=104,gain=2.44149184,cover=70552
- 103:leaf=0.00559740467,cover=0
- 104:leaf=-3.39624421e-05,cover=0
- 52:[Sulc0<0.940059185] yes=105,no=106,missing=106,gain=2.41559768,cover=14213
- 105:leaf=0.00070903165,cover=0
- 106:leaf=0.0144626321,cover=0
- 26:[PialArea5<0.571868718] yes=53,no=54,missing=53,gain=1.45306015,cover=108344
- 53:[Curv5<0.164550796] yes=107,no=108,missing=107,gain=1.99744511,cover=59121
- 107:leaf=2.58889686e-05,cover=0
- 108:leaf=-0.000816999178,cover=0
- 54:[PialCurv5<0.113078766] yes=109,no=110,missing=109,gain=2.1153245,cover=49223
- 109:leaf=0.000732870831,cover=0
- 110:leaf=-0.000548301206,cover=0
- 6:[Ecc<1.96654522] yes=13,no=14,missing=13,gain=1.18938875,cover=6594
- 13:[Area5<0.701312602] yes=27,no=28,missing=28,gain=1.31601024,cover=584
- 27:[Ecc<1.31300318] yes=55,no=56,missing=55,gain=0.561987162,cover=412
- 55:[Sulc0<-0.258417875] yes=111,no=112,missing=111,gain=0.492514491,cover=253
- 111:leaf=-0.00432968326,cover=0
- 112:leaf=0.00016800077,cover=0
- 56:[Sulc0<-0.166708246] yes=113,no=114,missing=113,gain=0.400178045,cover=159
- 113:leaf=0.00485914527,cover=0
- 114:leaf=-0.000154358087,cover=0
- 28:[Sulc0<-0.603582025] yes=57,no=58,missing=58,gain=0.346636772,cover=172
- 57:leaf=0.0157093406,cover=0
- 58:[LGI5<2.23211861] yes=115,no=116,missing=116,gain=0.250028849,cover=171
- 115:leaf=0.000562880188,cover=0
- 116:leaf=-0.00615810789,cover=0
- 14:[Curv5<0.177453667] yes=29,no=30,missing=29,gain=1.04986227,cover=6010
- 29:[Ecc<22.0897732] yes=59,no=60,missing=59,gain=0.72294426,cover=3391
- 59:[Sulc0<0.703387856] yes=117,no=118,missing=118,gain=1.03687859,cover=2910
- 117:leaf=0.00119398662,cover=0
- 118:leaf=0.00409313804,cover=0
- 60:[LGI5<3.31338549] yes=119,no=120,missing=119,gain=0.874465764,cover=481
- 119:leaf=-0.00225971988,cover=0
- 120:leaf=0.00209574099,cover=0
- 30:[PialCurv5<0.426807076] yes=61,no=62,missing=61,gain=0.606574595,cover=2619
- 61:[LGI5<2.49262404] yes=121,no=122,missing=121,gain=0.611512721,cover=1869
- 121:leaf=0.000706292049,cover=0
- 122:leaf=-0.0012088957,cover=0
- 62:[Pol<150.62207] yes=123,no=124,missing=123,gain=0.598821521,cover=750
- 123:leaf=0.00168206915,cover=0
- 124:leaf=-0.00239042821,cover=0
-booster[1152]:
-0:[PialArea5<0.349780142] yes=1,no=2,missing=1,gain=0.125862747,cover=5124388
- 1:[Ecc<3.80337262] yes=3,no=4,missing=4,gain=0.438955307,cover=242979
- 3:[LGI5<2.32613516] yes=7,no=8,missing=7,gain=0.388561636,cover=31778
- 7:[Pol<95.6227875] yes=15,no=16,missing=16,gain=0.944791019,cover=7378
- 15:[Curv5<0.245671451] yes=31,no=32,missing=31,gain=2.03344154,cover=1199
- 31:[Sulc0<0.110320561] yes=63,no=64,missing=63,gain=1.42330003,cover=938
- 63:leaf=-8.09909325e-05,cover=0
- 64:leaf=-0.00398693886,cover=0
- 32:[Pol<90.361351] yes=65,no=66,missing=65,gain=0.776213348,cover=261
- 65:leaf=0.0055137286,cover=0
- 66:leaf=7.01662284e-05,cover=0
- 16:[LGI5<2.28518939] yes=33,no=34,missing=33,gain=1.131284,cover=6179
- 33:[PialCurv5<0.160740122] yes=67,no=68,missing=68,gain=1.15433776,cover=4131
- 67:leaf=-0.00162771682,cover=0
- 68:leaf=0.00039448365,cover=0
- 34:[Sulc0<-0.370474488] yes=69,no=70,missing=69,gain=1.21699417,cover=2048
- 69:leaf=0.00446564006,cover=0
- 70:leaf=0.000906257832,cover=0
- 8:[LGI5<2.39007568] yes=17,no=18,missing=17,gain=1.46494341,cover=24400
- 17:[Area5<0.612264991] yes=35,no=36,missing=36,gain=1.1760124,cover=4975
- 35:[Sulc0<-0.50485903] yes=71,no=72,missing=71,gain=0.917209506,cover=2306
- 71:leaf=-0.00820503291,cover=0
- 72:leaf=-4.87692814e-05,cover=0
- 36:[Pol<104.929901] yes=73,no=74,missing=74,gain=1.72364187,cover=2669
- 73:leaf=-0.00056756672,cover=0
- 74:leaf=-0.00312231807,cover=0
- 18:[LGI5<2.42065382] yes=37,no=38,missing=37,gain=1.12971056,cover=19425
- 37:[Pol<95.050293] yes=75,no=76,missing=75,gain=1.04504526,cover=3158
- 75:leaf=-0.00170936156,cover=0
- 76:leaf=0.00115288922,cover=0
- 38:[Ecc<0.513775289] yes=77,no=78,missing=78,gain=1.08255506,cover=16267
- 77:leaf=-0.00204360252,cover=0
- 78:leaf=-0.000115649986,cover=0
- 4:[LGI5<2.19753051] yes=9,no=10,missing=9,gain=0.571824193,cover=211201
- 9:[Sulc0<0.210163057] yes=19,no=20,missing=19,gain=0.944746971,cover=837
- 19:[LGI5<2.13090348] yes=39,no=40,missing=39,gain=0.22504437,cover=87
- 39:[Pol<111.846848] yes=79,no=80,missing=79,gain=0.109461308,cover=50
- 79:leaf=0.0112790568,cover=0
- 80:leaf=0.00607665861,cover=0
- 40:[PialCurv5<0.178517133] yes=81,no=82,missing=81,gain=0.0978687406,cover=37
- 81:leaf=0.00490934588,cover=0
- 82:leaf=-0.000510200625,cover=0
- 20:[LGI5<2.13090348] yes=41,no=42,missing=41,gain=0.889678299,cover=750
- 41:[Pol<102.778297] yes=83,no=84,missing=83,gain=0.734670401,cover=109
- 83:leaf=0.00116915198,cover=0
- 84:leaf=-0.0070315823,cover=0
- 42:[Ecc<6.92728615] yes=85,no=86,missing=85,gain=0.835668743,cover=641
- 85:leaf=0.00233433419,cover=0
- 86:leaf=-0.00238787825,cover=0
- 10:[LGI5<2.33929968] yes=21,no=22,missing=22,gain=0.407716036,cover=210364
- 21:[Area5<0.645846248] yes=43,no=44,missing=44,gain=1.59860885,cover=7171
- 43:[PialArea5<0.245474651] yes=87,no=88,missing=88,gain=0.931519508,cover=4034
- 87:leaf=0.00104796817,cover=0
- 88:leaf=-0.00125818746,cover=0
- 44:[Sulc0<0.317313671] yes=89,no=90,missing=89,gain=1.28970253,cover=3137
- 89:leaf=0.00368466275,cover=0
- 90:leaf=0.000205981123,cover=0
- 22:[Curv5<0.195079193] yes=45,no=46,missing=45,gain=0.517314672,cover=203193
- 45:[Pol<176.117172] yes=91,no=92,missing=91,gain=2.09617543,cover=139682
- 91:leaf=2.50567664e-05,cover=0
- 92:leaf=-0.00382194365,cover=0
- 46:[LGI5<2.36851335] yes=93,no=94,missing=93,gain=1.90377331,cover=63511
- 93:leaf=0.00172347692,cover=0
- 94:leaf=0.000138602365,cover=0
- 2:[PialCurv5<0.371846795] yes=5,no=6,missing=5,gain=0.169452146,cover=4881409
- 5:[Curv5<0.171955615] yes=11,no=12,missing=12,gain=0.448979914,cover=4813999
- 11:[Sulc0<1.25822949] yes=23,no=24,missing=23,gain=0.439371735,cover=4677629
- 23:[Curv5<0.110890195] yes=47,no=48,missing=47,gain=0.516840279,cover=4671400
- 47:[PialCurv5<0.224192142] yes=95,no=96,missing=96,gain=1.26428175,cover=4180951
- 95:leaf=4.62931166e-06,cover=0
- 96:leaf=-0.000273515208,cover=0
- 48:[Ecc<1.15906882] yes=97,no=98,missing=98,gain=2.05265188,cover=490449
- 97:leaf=-0.000729797583,cover=0
- 98:leaf=-3.69249065e-05,cover=0
- 24:[Pol<82.8478928] yes=49,no=50,missing=49,gain=2.04291177,cover=6229
- 49:[Pol<42.7478409] yes=99,no=100,missing=100,gain=1.20255923,cover=2638
- 99:leaf=-0.00246275356,cover=0
- 100:leaf=0.0017616282,cover=0
- 50:[Area5<0.721707046] yes=101,no=102,missing=101,gain=1.39780569,cover=3591
- 101:leaf=-0.0019905949,cover=0
- 102:leaf=0.000236722481,cover=0
- 12:[Area5<0.715747833] yes=25,no=26,missing=25,gain=1.81127071,cover=136370
- 25:[Curv5<0.190557376] yes=51,no=52,missing=51,gain=1.51411402,cover=104350
- 51:[LGI5<2.80803919] yes=103,no=104,missing=103,gain=0.754283905,cover=43959
- 103:leaf=0.000550230208,cover=0
- 104:leaf=0.000100459489,cover=0
- 52:[MidArea5<0.468026847] yes=105,no=106,missing=105,gain=1.15501893,cover=60391
- 105:leaf=-0.00129528611,cover=0
- 106:leaf=6.33808595e-05,cover=0
- 26:[Pol<103.31839] yes=53,no=54,missing=54,gain=1.86000264,cover=32020
- 53:[Ecc<2.42687178] yes=107,no=108,missing=107,gain=1.60743511,cover=18372
- 107:leaf=-0.00138400309,cover=0
- 108:leaf=0.000236835607,cover=0
- 54:[Ecc<29.8764286] yes=109,no=110,missing=109,gain=1.9761157,cover=13648
- 109:leaf=-0.000771184627,cover=0
- 110:leaf=0.00338697224,cover=0
- 6:[Area5<0.64983958] yes=13,no=14,missing=13,gain=1.01571286,cover=67410
- 13:[Area5<0.521939099] yes=27,no=28,missing=28,gain=0.770806313,cover=13570
- 27:[Ecc<3.73767829] yes=55,no=56,missing=55,gain=1.39354932,cover=260
- 55:[Sulc0<-0.145219594] yes=111,no=112,missing=111,gain=0.17639029,cover=93
- 111:leaf=-0.0104517499,cover=0
- 112:leaf=-0.0055928519,cover=0
- 56:[Ecc<4.40349627] yes=113,no=114,missing=113,gain=1.84626043,cover=167
- 113:leaf=0.0128946295,cover=0
- 114:leaf=-0.00182559621,cover=0
- 28:[LGI5<2.16230083] yes=57,no=58,missing=58,gain=0.716618538,cover=13310
- 57:[Area5<0.612264991] yes=115,no=116,missing=115,gain=0.644838929,cover=164
- 115:leaf=0.00264702342,cover=0
- 116:leaf=-0.00465881126,cover=0
- 58:[LGI5<2.44958925] yes=117,no=118,missing=117,gain=0.810452282,cover=13146
- 117:leaf=0.000966545369,cover=0
- 118:leaf=0.000127920226,cover=0
- 14:[Curv5<0.15992938] yes=29,no=30,missing=29,gain=1.86950159,cover=53840
- 29:[LGI5<3.3215456] yes=59,no=60,missing=60,gain=0.715898693,cover=8505
- 59:[Pol<174.523148] yes=119,no=120,missing=119,gain=1.0568037,cover=6969
- 119:leaf=0.000229417186,cover=0
- 120:leaf=0.00689403713,cover=0
- 60:[Pol<4.30929279] yes=121,no=122,missing=121,gain=0.986650586,cover=1536
- 121:leaf=0.0202152841,cover=0
- 122:leaf=0.00139242329,cover=0
- 30:[LGI5<3.78836131] yes=61,no=62,missing=61,gain=0.858543873,cover=45335
- 61:[LGI5<3.60428405] yes=123,no=124,missing=124,gain=1.00188887,cover=44735
- 123:leaf=-0.000292589364,cover=0
- 124:leaf=-0.00179865712,cover=0
- 62:[Sulc0<0.40262419] yes=125,no=126,missing=125,gain=0.817302763,cover=600
- 125:leaf=-0.00382285751,cover=0
- 126:leaf=0.00219936809,cover=0
-booster[1153]:
-0:[Curv5<0.22365725] yes=1,no=2,missing=2,gain=0.132566333,cover=5124388
- 1:[PialArea5<0.267248243] yes=3,no=4,missing=3,gain=0.348867059,cover=5044321
- 3:[Pol<112.874634] yes=7,no=8,missing=7,gain=0.508966446,cover=25988
- 7:[Pol<96.2546158] yes=15,no=16,missing=15,gain=0.671807706,cover=24142
- 15:[Sulc0<1.06550956] yes=31,no=32,missing=31,gain=1.16983163,cover=11946
- 31:[LGI5<3.37729335] yes=63,no=64,missing=64,gain=1.19243431,cover=8138
- 63:leaf=0.000524931296,cover=0
- 64:leaf=0.00253685168,cover=0
- 32:[LGI5<3.02536297] yes=65,no=66,missing=65,gain=2.13816023,cover=3808
- 65:leaf=-0.00231838366,cover=0
- 66:leaf=0.000372929586,cover=0
- 16:[Ecc<3.16401935] yes=33,no=34,missing=33,gain=1.45808601,cover=12196
- 33:[Area5<0.639429986] yes=67,no=68,missing=68,gain=0.83774209,cover=295
- 67:leaf=0.000609027746,cover=0
- 68:leaf=0.00593476696,cover=0
- 34:[Ecc<20.0856266] yes=69,no=70,missing=69,gain=0.961509049,cover=11901
- 69:leaf=-2.95707378e-05,cover=0
- 70:leaf=-0.00125970633,cover=0
- 8:[Pol<132.742767] yes=17,no=18,missing=17,gain=0.627298236,cover=1846
- 17:[PialCurv5<0.270000219] yes=35,no=36,missing=35,gain=0.659625292,cover=1113
- 35:[LGI5<3.04290652] yes=71,no=72,missing=71,gain=0.694798708,cover=421
- 71:leaf=0.00459072553,cover=0
- 72:leaf=0.000125240942,cover=0
- 36:[LGI5<2.77389717] yes=73,no=74,missing=73,gain=0.841194212,cover=692
- 73:leaf=0.00321179256,cover=0
- 74:leaf=-0.000467126723,cover=0
- 18:[LGI5<2.3349762] yes=37,no=38,missing=37,gain=0.710874736,cover=733
- 37:[Curv5<0.186949074] yes=75,no=76,missing=75,gain=0.709572196,cover=218
- 75:leaf=0.00404620543,cover=0
- 76:leaf=-0.00221467181,cover=0
- 38:[Ecc<0.353712648] yes=77,no=78,missing=77,gain=0.404156297,cover=515
- 77:leaf=-0.00592915295,cover=0
- 78:leaf=-0.000752066204,cover=0
- 4:[PialArea5<0.450022906] yes=9,no=10,missing=9,gain=0.170463517,cover=5018333
- 9:[Area5<0.790145099] yes=19,no=20,missing=20,gain=0.688823164,cover=566120
- 19:[Sulc0<0.235979095] yes=39,no=40,missing=40,gain=0.755214632,cover=541474
- 39:[PialCurv5<0.285888344] yes=79,no=80,missing=79,gain=2.92149639,cover=81001
- 79:leaf=2.38048524e-05,cover=0
- 80:leaf=0.000842558977,cover=0
- 40:[LGI5<2.34364653] yes=81,no=82,missing=81,gain=1.80130255,cover=460473
- 81:leaf=-0.00051656412,cover=0
- 82:leaf=8.70765143e-06,cover=0
- 20:[Curv5<0.0615303926] yes=41,no=42,missing=42,gain=2.60672593,cover=24646
- 41:[Sulc0<-0.265099555] yes=83,no=84,missing=83,gain=0.575504541,cover=91
- 83:leaf=-0.000804798328,cover=0
- 84:leaf=-0.010267484,cover=0
- 42:[PialCurv5<0.0616685152] yes=85,no=86,missing=85,gain=1.98306143,cover=24555
- 85:leaf=0.00642789528,cover=0
- 86:leaf=0.000282838504,cover=0
- 10:[PialCurv5<0.409174502] yes=21,no=22,missing=22,gain=0.845818639,cover=4452213
- 21:[Curv5<0.135532871] yes=43,no=44,missing=43,gain=0.506110787,cover=4446838
- 43:[PialCurv5<0.336333007] yes=87,no=88,missing=87,gain=1.28342247,cover=4265974
- 87:leaf=-1.2200212e-06,cover=0
- 88:leaf=0.00104684744,cover=0
- 44:[Area5<0.717401922] yes=89,no=90,missing=89,gain=2.17871571,cover=180864
- 89:leaf=7.04511112e-05,cover=0
- 90:leaf=-0.000278512802,cover=0
- 22:[Sulc0<0.703387856] yes=45,no=46,missing=46,gain=0.887921453,cover=5375
- 45:[LGI5<3.48966408] yes=91,no=92,missing=91,gain=0.814838648,cover=4081
- 91:leaf=0.000378988683,cover=0
- 92:leaf=-0.0039836294,cover=0
- 46:[Ecc<8.01039791] yes=93,no=94,missing=93,gain=2.0475297,cover=1294
- 93:leaf=0.00679444289,cover=0
- 94:leaf=0.00097746111,cover=0
- 2:[LGI5<3.64692807] yes=5,no=6,missing=6,gain=0.693177879,cover=80067
- 5:[LGI5<3.48966408] yes=11,no=12,missing=11,gain=0.732899845,cover=78756
- 11:[LGI5<3.17022181] yes=23,no=24,missing=23,gain=0.564882278,cover=77553
- 23:[Pol<150.62207] yes=47,no=48,missing=48,gain=1.00385261,cover=71488
- 47:[Sulc0<0.454035848] yes=95,no=96,missing=95,gain=1.07721186,cover=66969
- 95:leaf=-0.000299755571,cover=0
- 96:leaf=0.000104290353,cover=0
- 48:[MidArea5<0.535488486] yes=97,no=98,missing=97,gain=0.945782423,cover=4519
- 97:leaf=0.00116443436,cover=0
- 98:leaf=-0.000421402481,cover=0
- 24:[PialCurv5<0.193043977] yes=49,no=50,missing=49,gain=2.19799733,cover=6065
- 49:[Ecc<38.0136108] yes=99,no=100,missing=99,gain=2.93343925,cover=617
- 99:leaf=0.00423399173,cover=0
- 100:leaf=-0.00382012618,cover=0
- 50:[PialCurv5<0.394910008] yes=101,no=102,missing=101,gain=2.8851099,cover=5448
- 101:leaf=-0.00184081891,cover=0
- 102:leaf=0.000484931603,cover=0
- 12:[Sulc0<0.762988985] yes=25,no=26,missing=25,gain=1.3340857,cover=1203
- 25:[PialArea5<0.267248243] yes=51,no=52,missing=52,gain=1.8832463,cover=253
- 51:[Pol<95.6227875] yes=103,no=104,missing=103,gain=0.520267248,cover=61
- 103:leaf=-0.00549062388,cover=0
- 104:leaf=0.00578107266,cover=0
- 52:[PialCurv5<0.144311354] yes=105,no=106,missing=105,gain=0.521910191,cover=192
- 105:leaf=0.0147951487,cover=0
- 106:leaf=0.0059165745,cover=0
- 26:[LGI5<3.58443618] yes=53,no=54,missing=53,gain=0.80903697,cover=950
- 53:[Pol<111.846848] yes=107,no=108,missing=108,gain=0.696717143,cover=579
- 107:leaf=0.00173442683,cover=0
- 108:leaf=-0.0104474425,cover=0
- 54:[Curv5<0.266060919] yes=109,no=110,missing=110,gain=0.311452597,cover=371
- 109:leaf=-0.00234981952,cover=0
- 110:leaf=0.000959750207,cover=0
- 6:[LGI5<3.67381835] yes=13,no=14,missing=13,gain=0.664923251,cover=1311
- 13:[PialArea5<0.317611694] yes=27,no=28,missing=27,gain=0.261837006,cover=91
- 27:[Ecc<32.0879669] yes=55,no=56,missing=55,gain=0.0813909769,cover=36
- 55:leaf=-0.0115086501,cover=0
- 56:[PialCurv5<0.125401646] yes=111,no=112,missing=111,gain=0.0225863457,cover=21
- 111:leaf=-0.000643112289,cover=0
- 112:leaf=-0.00656801462,cover=0
- 28:[PialCurv5<0.134718806] yes=57,no=58,missing=57,gain=0.100047156,cover=55
- 57:[PialArea5<0.324585885] yes=113,no=114,missing=114,gain=0.0026164595,cover=7
- 113:leaf=0.000455655681,cover=0
- 114:leaf=0.00282086222,cover=0
- 58:[PialArea5<0.331288606] yes=115,no=116,missing=115,gain=0.0164116323,cover=48
- 115:leaf=-0.00693883514,cover=0
- 116:leaf=-0.0034244929,cover=0
- 14:[Ecc<21.7409172] yes=29,no=30,missing=30,gain=0.553132415,cover=1220
- 29:[Area5<0.67915231] yes=59,no=60,missing=59,gain=0.171920136,cover=200
- 59:[Sulc0<1.02827847] yes=117,no=118,missing=117,gain=0.255064964,cover=144
- 117:leaf=0.00144392531,cover=0
- 118:leaf=0.00701670954,cover=0
- 60:[PialArea5<0.317611694] yes=119,no=120,missing=119,gain=0.145603612,cover=56
- 119:leaf=-0.00441302545,cover=0
- 120:leaf=0.000929777802,cover=0
- 30:[Ecc<41.2560654] yes=61,no=62,missing=61,gain=0.475429893,cover=1020
- 61:[PialArea5<0.245474651] yes=121,no=122,missing=121,gain=0.506422997,cover=801
- 121:leaf=-0.00691388641,cover=0
- 122:leaf=-0.0016095998,cover=0
- 62:[LGI5<3.74316525] yes=123,no=124,missing=123,gain=0.534261584,cover=219
- 123:leaf=0.00518288603,cover=0
- 124:leaf=-0.000653071562,cover=0
-booster[1154]:
-0:[Curv5<0.22365725] yes=1,no=2,missing=1,gain=0.119668245,cover=5124388
- 1:[PialArea5<0.267248243] yes=3,no=4,missing=3,gain=0.3149243,cover=5044321
- 3:[Pol<112.874634] yes=7,no=8,missing=8,gain=0.459425122,cover=25988
- 7:[PialCurv5<0.189327508] yes=15,no=16,missing=16,gain=0.61447084,cover=24142
- 15:[Ecc<15.3430929] yes=31,no=32,missing=32,gain=2.58212376,cover=3993
- 31:[LGI5<2.79054689] yes=63,no=64,missing=63,gain=1.57566452,cover=2251
- 63:leaf=-0.000339030987,cover=0
- 64:leaf=0.00240440364,cover=0
- 32:[Pol<103.31839] yes=65,no=66,missing=66,gain=1.97706079,cover=1742
- 65:leaf=-0.00124903477,cover=0
- 66:leaf=-0.00629209122,cover=0
- 16:[Curv5<0.147363082] yes=33,no=34,missing=33,gain=1.14242589,cover=20149
- 33:[LGI5<2.83041978] yes=67,no=68,missing=67,gain=1.02705634,cover=2047
- 67:leaf=-0.000965934538,cover=0
- 68:leaf=0.00188943825,cover=0
- 34:[Ecc<2.97906685] yes=69,no=70,missing=70,gain=0.825061977,cover=18102
- 69:leaf=0.00298990356,cover=0
- 70:leaf=6.2611558e-05,cover=0
- 8:[Pol<132.742767] yes=17,no=18,missing=17,gain=0.566577733,cover=1846
- 17:[PialCurv5<0.270000219] yes=35,no=36,missing=35,gain=0.595529795,cover=1113
- 35:[Curv5<0.204311207] yes=71,no=72,missing=71,gain=0.642935634,cover=421
- 71:leaf=0.00383410114,cover=0
- 72:leaf=-0.00222205836,cover=0
- 36:[LGI5<2.77389717] yes=73,no=74,missing=73,gain=0.759498775,cover=692
- 73:leaf=0.00305188936,cover=0
- 74:leaf=-0.000443823083,cover=0
- 18:[LGI5<2.3349762] yes=37,no=38,missing=37,gain=0.641989291,cover=733
- 37:[Curv5<0.186949074] yes=75,no=76,missing=75,gain=0.641041994,cover=218
- 75:leaf=0.00384519226,cover=0
- 76:leaf=-0.00210566865,cover=0
- 38:[Area5<0.595263004] yes=77,no=78,missing=77,gain=0.374720544,cover=515
- 77:leaf=0.000387786742,cover=0
- 78:leaf=-0.00232044677,cover=0
- 4:[PialArea5<0.422649235] yes=9,no=10,missing=9,gain=0.155843824,cover=5018333
- 9:[PialCurv5<0.394910008] yes=19,no=20,missing=19,gain=0.826164365,cover=447757
- 19:[Pol<176.970428] yes=39,no=40,missing=39,gain=1.00800991,cover=398323
- 39:[Pol<109.248352] yes=79,no=80,missing=80,gain=1.19297159,cover=395545
- 79:leaf=1.23540376e-05,cover=0
- 80:leaf=0.000221118869,cover=0
- 40:[Sulc0<-0.0788570642] yes=81,no=82,missing=82,gain=1.66495919,cover=2778
- 81:leaf=0.000130652988,cover=0
- 82:leaf=-0.0023544773,cover=0
- 20:[Sulc0<0.272107065] yes=41,no=42,missing=42,gain=1.29180431,cover=49434
- 41:[Ecc<10.147254] yes=83,no=84,missing=83,gain=1.00444818,cover=2117
- 83:leaf=0.000663089566,cover=0
- 84:leaf=0.00416345568,cover=0
- 42:[LGI5<3.31338549] yes=85,no=86,missing=85,gain=1.48708272,cover=47317
- 85:leaf=-0.000343904365,cover=0
- 86:leaf=0.000408581429,cover=0
- 10:[PialCurv5<0.426807076] yes=21,no=22,missing=21,gain=0.785916507,cover=4570576
- 21:[Curv5<0.0857537538] yes=43,no=44,missing=43,gain=0.406969398,cover=4565169
- 43:[Sulc0<1.11117697] yes=87,no=88,missing=87,gain=0.873100042,cover=3906388
- 87:leaf=3.08180756e-06,cover=0
- 88:leaf=-0.00155442802,cover=0
- 44:[Sulc0<-0.53419745] yes=89,no=90,missing=89,gain=1.00908566,cover=658781
- 89:leaf=0.000930112787,cover=0
- 90:leaf=-4.37088274e-05,cover=0
- 22:[Curv5<0.137416571] yes=45,no=46,missing=46,gain=0.895260751,cover=5407
- 45:[Pol<3.6072247] yes=91,no=92,missing=91,gain=0.97558552,cover=460
- 91:leaf=0.0204716772,cover=0
- 92:leaf=-0.00174517301,cover=0
- 46:[Pol<43.7633247] yes=93,no=94,missing=94,gain=0.834330201,cover=4947
- 93:leaf=-0.0046249968,cover=0
- 94:leaf=0.000873566139,cover=0
- 2:[LGI5<3.64692807] yes=5,no=6,missing=6,gain=0.626676857,cover=80067
- 5:[LGI5<3.48966408] yes=11,no=12,missing=12,gain=0.661950111,cover=78756
- 11:[Area5<0.433531314] yes=23,no=24,missing=23,gain=0.528311253,cover=77553
- 23:[Pol<117.668175] yes=47,no=48,missing=47,gain=0.55618155,cover=387
- 47:[Pol<106.604004] yes=95,no=96,missing=96,gain=1.05162525,cover=302
- 95:leaf=0.00205761264,cover=0
- 96:leaf=0.0148752751,cover=0
- 48:[LGI5<3.27544355] yes=97,no=98,missing=97,gain=0.222557724,cover=85
- 97:leaf=-0.00267108879,cover=0
- 98:leaf=0.00527990237,cover=0
- 24:[LGI5<3.1833725] yes=49,no=50,missing=49,gain=0.570585608,cover=77166
- 49:[Pol<150.62207] yes=99,no=100,missing=99,gain=0.890377581,cover=71511
- 99:leaf=-7.76563465e-05,cover=0
- 100:leaf=0.000645157648,cover=0
- 50:[PialCurv5<0.193043977] yes=101,no=102,missing=102,gain=2.78350329,cover=5655
- 101:leaf=0.00273456424,cover=0
- 102:leaf=-0.00092741166,cover=0
- 12:[Sulc0<0.762988985] yes=25,no=26,missing=25,gain=1.20691204,cover=1203
- 25:[PialArea5<0.267248243] yes=51,no=52,missing=52,gain=1.70145273,cover=253
- 51:[Pol<95.6227875] yes=103,no=104,missing=103,gain=0.471994877,cover=61
- 103:leaf=-0.00522158155,cover=0
- 104:leaf=0.00551424967,cover=0
- 52:[Ecc<21.3640327] yes=105,no=106,missing=106,gain=0.516381264,cover=192
- 105:leaf=0.004013862,cover=0
- 106:leaf=0.0092697395,cover=0
- 26:[LGI5<3.58443618] yes=53,no=54,missing=53,gain=0.729865968,cover=950
- 53:[Pol<111.846848] yes=107,no=108,missing=108,gain=0.633549929,cover=579
- 107:leaf=0.0016478597,cover=0
- 108:leaf=-0.00996860024,cover=0
- 54:[Curv5<0.266060919] yes=109,no=110,missing=109,gain=0.281251132,cover=371
- 109:leaf=-0.00223275088,cover=0
- 110:leaf=0.000912262243,cover=0
- 6:[LGI5<3.67381835] yes=13,no=14,missing=13,gain=0.604124784,cover=1311
- 13:[PialArea5<0.317611694] yes=27,no=28,missing=27,gain=0.238027394,cover=91
- 27:[Ecc<32.0879669] yes=55,no=56,missing=55,gain=0.0740424395,cover=36
- 55:leaf=-0.0109690502,cover=0
- 56:[PialCurv5<0.125401646] yes=111,no=112,missing=111,gain=0.0203789473,cover=21
- 111:leaf=-0.000621672487,cover=0
- 112:leaf=-0.00625603134,cover=0
- 28:[PialCurv5<0.134718806] yes=57,no=58,missing=57,gain=0.0912772566,cover=55
- 57:[PialArea5<0.324585885] yes=113,no=114,missing=113,gain=0.00238697883,cover=7
- 113:leaf=0.0004404684,cover=0
- 114:leaf=0.00270332606,cover=0
- 58:[PialArea5<0.331288606] yes=115,no=116,missing=115,gain=0.0155771673,cover=48
- 115:leaf=-0.00666128239,cover=0
- 116:leaf=-0.0032570716,cover=0
- 14:[Ecc<21.7409172] yes=29,no=30,missing=29,gain=0.499727577,cover=1220
- 29:[PialCurv5<0.128475845] yes=59,no=60,missing=60,gain=0.160292327,cover=200
- 59:leaf=0.00761142327,cover=0
- 60:[MidArea5<0.468026847] yes=117,no=118,missing=118,gain=0.15632838,cover=191
- 117:leaf=0.00332531962,cover=0
- 118:leaf=0.000184931851,cover=0
- 30:[Ecc<41.2560654] yes=61,no=62,missing=61,gain=0.429613173,cover=1020
- 61:[PialArea5<0.267248243] yes=119,no=120,missing=120,gain=0.465159178,cover=801
- 119:leaf=-0.0048399237,cover=0
- 120:leaf=-0.00134820025,cover=0
- 62:[LGI5<3.74316525] yes=121,no=122,missing=121,gain=0.483088821,cover=219
- 121:leaf=0.00492882263,cover=0
- 122:leaf=-0.000620612176,cover=0
-booster[1155]:
-0:[MidArea5<1.06072605] yes=1,no=2,missing=1,gain=0.116242059,cover=5124388
- 1:[MidArea5<1.02408183] yes=3,no=4,missing=4,gain=0.267046452,cover=5004287
- 3:[Pol<31.3444195] yes=7,no=8,missing=7,gain=0.24496834,cover=4943960
- 7:[Ecc<14.484726] yes=15,no=16,missing=15,gain=1.92914569,cover=593109
- 15:[Curv5<-0.0226651002] yes=31,no=32,missing=31,gain=3.78552437,cover=349170
- 31:[Curv5<-0.215837389] yes=63,no=64,missing=64,gain=3.82599711,cover=325421
- 63:leaf=-4.4085009e-05,cover=0
- 64:leaf=0.000301463646,cover=0
- 32:[PialArea5<1.07423365] yes=65,no=66,missing=65,gain=3.17298698,cover=23749
- 65:leaf=-0.00043085785,cover=0
- 66:leaf=-0.00508529972,cover=0
- 16:[Curv5<-0.0708468556] yes=33,no=34,missing=33,gain=6.65773582,cover=243939
- 33:[Curv5<-0.215837389] yes=67,no=68,missing=67,gain=3.61488366,cover=183838
- 67:leaf=1.03961311e-05,cover=0
- 68:leaf=-0.000434070826,cover=0
- 34:[PialCurv5<-0.0314326771] yes=69,no=70,missing=69,gain=5.63143015,cover=60101
- 69:leaf=0.00150946213,cover=0
- 70:leaf=0.000171956039,cover=0
- 8:[PialArea5<1.02076101] yes=17,no=18,missing=17,gain=0.451304346,cover=4350851
- 17:[PialCurv5<-0.0542625114] yes=35,no=36,missing=35,gain=1.29912722,cover=3819583
- 35:[Curv5<-0.0943295062] yes=71,no=72,missing=72,gain=7.23684406,cover=1195715
- 71:leaf=-9.03580149e-05,cover=0
- 72:leaf=0.000354020507,cover=0
- 36:[Curv5<-0.112134233] yes=73,no=74,missing=73,gain=20.2534256,cover=2623868
- 73:leaf=0.000842746813,cover=0
- 74:leaf=-1.34852526e-05,cover=0
- 18:[PialCurv5<0.0171581414] yes=37,no=38,missing=37,gain=2.88858128,cover=531268
- 37:[Ecc<16.2597466] yes=75,no=76,missing=75,gain=2.86656618,cover=519142
- 75:leaf=4.19794242e-06,cover=0
- 76:leaf=0.00031844512,cover=0
- 38:[Area5<0.69896996] yes=77,no=78,missing=77,gain=4.0455451,cover=12126
- 77:leaf=-0.0033625816,cover=0
- 78:leaf=-0.000407563726,cover=0
- 4:[Curv5<-0.066452302] yes=9,no=10,missing=9,gain=1.36791956,cover=60327
- 9:[Sulc0<-0.130613819] yes=19,no=20,missing=20,gain=0.865766943,cover=55959
- 19:[Ecc<0.295587689] yes=39,no=40,missing=40,gain=0.811026216,cover=54185
- 39:[Area5<0.778322995] yes=79,no=80,missing=79,gain=0.946293235,cover=229
- 79:leaf=-0.00459766528,cover=0
- 80:leaf=0.00371632515,cover=0
- 40:[LGI5<2.44006681] yes=81,no=82,missing=82,gain=0.537459433,cover=53956
- 81:leaf=-0.000455770089,cover=0
- 82:leaf=-4.89572776e-05,cover=0
- 20:[LGI5<2.46595764] yes=41,no=42,missing=42,gain=0.399754047,cover=1774
- 41:[LGI5<2.37953305] yes=83,no=84,missing=83,gain=0.429684341,cover=29
- 83:leaf=-0.00779859442,cover=0
- 84:leaf=0.00723464368,cover=0
- 42:[Ecc<4.27275372] yes=85,no=86,missing=85,gain=0.539137363,cover=1745
- 85:leaf=-0.0115070976,cover=0
- 86:leaf=-0.00127967901,cover=0
- 10:[Ecc<11.5171156] yes=21,no=22,missing=21,gain=1.69791174,cover=4368
- 21:[PialArea5<1.13904655] yes=43,no=44,missing=44,gain=2.33735871,cover=2800
- 43:[PialCurv5<-0.0363363102] yes=87,no=88,missing=87,gain=0.774535537,cover=776
- 87:leaf=-0.00518281339,cover=0
- 88:leaf=-0.000273033482,cover=0
- 44:[Pol<170.080093] yes=89,no=90,missing=89,gain=1.84757948,cover=2024
- 89:leaf=0.0028192827,cover=0
- 90:leaf=-0.00278269104,cover=0
- 22:[Area5<0.814937592] yes=45,no=46,missing=45,gain=1.14384747,cover=1568
- 45:[Sulc0<-0.463317156] yes=91,no=92,missing=91,gain=1.8276639,cover=187
- 91:leaf=-0.0138688404,cover=0
- 92:leaf=-0.00169534702,cover=0
- 46:[PialCurv5<-0.0487009101] yes=93,no=94,missing=93,gain=1.16608918,cover=1381
- 93:leaf=0.00486653112,cover=0
- 94:leaf=-0.000499298039,cover=0
- 2:[Area5<0.610838115] yes=5,no=6,missing=5,gain=0.849969387,cover=120101
- 5:[LGI5<2.33061647] yes=11,no=12,missing=12,gain=0.952136993,cover=789
- 11:[Curv5<-0.207981065] yes=23,no=24,missing=23,gain=0.905792713,cover=199
- 23:[MidArea5<1.12090862] yes=47,no=48,missing=47,gain=0.393495202,cover=146
- 47:[LGI5<2.30690479] yes=95,no=96,missing=95,gain=0.181585953,cover=77
- 95:leaf=-0.000771990395,cover=0
- 96:leaf=-0.00800427236,cover=0
- 48:[Pol<11.2407846] yes=97,no=98,missing=97,gain=0.207956523,cover=69
- 97:leaf=-0.00559933623,cover=0
- 98:leaf=0.00423889933,cover=0
- 24:[Ecc<3.16401935] yes=49,no=50,missing=49,gain=0.455354571,cover=53
- 49:[Sulc0<-0.911647499] yes=99,no=100,missing=100,gain=0.238357663,cover=42
- 99:leaf=-0.00684953947,cover=0
- 100:leaf=0.001028831,cover=0
- 50:[Ecc<3.8768425] yes=101,no=102,missing=101,gain=0.037029624,cover=11
- 101:leaf=-0.016400164,cover=0
- 102:leaf=-0.00277382741,cover=0
- 12:[LGI5<2.60212255] yes=25,no=26,missing=25,gain=0.935482025,cover=590
- 25:[Curv5<-0.186853081] yes=51,no=52,missing=51,gain=1.11045766,cover=443
- 51:[Sulc0<-0.788856506] yes=103,no=104,missing=104,gain=0.566525936,cover=291
- 103:leaf=0.00482853595,cover=0
- 104:leaf=0.0118604982,cover=0
- 52:[Sulc0<-0.87967056] yes=105,no=106,missing=105,gain=0.788065732,cover=152
- 105:leaf=-0.00321190502,cover=0
- 106:leaf=0.00394187635,cover=0
- 26:[LGI5<2.64191389] yes=53,no=54,missing=53,gain=0.521422446,cover=147
- 53:[Pol<34.3003769] yes=107,no=108,missing=107,gain=0.253398895,cover=28
- 107:leaf=0.0112370672,cover=0
- 108:leaf=-0.00781917758,cover=0
- 54:[Curv5<-0.247622609] yes=109,no=110,missing=109,gain=0.481351703,cover=119
- 109:leaf=-0.00379644777,cover=0
- 110:leaf=0.00290870364,cover=0
- 6:[Curv5<-0.12365336] yes=13,no=14,missing=13,gain=0.884247303,cover=119312
- 13:[LGI5<2.24172258] yes=27,no=28,missing=27,gain=0.915534377,cover=94468
- 27:[Ecc<5.01513863] yes=55,no=56,missing=56,gain=2.13769245,cover=1931
- 55:[PialCurv5<-0.0957419723] yes=111,no=112,missing=111,gain=0.972998738,cover=1839
- 111:leaf=-0.000128863685,cover=0
- 112:leaf=0.00232376438,cover=0
- 56:[MidArea5<1.09619975] yes=113,no=114,missing=113,gain=1.80117941,cover=92
- 113:leaf=0.0180606954,cover=0
- 114:leaf=0.00334045105,cover=0
- 28:[Pol<164.532394] yes=57,no=58,missing=57,gain=0.707154512,cover=92537
- 57:[Area5<0.788037419] yes=115,no=116,missing=116,gain=1.22106206,cover=82765
- 115:leaf=-0.00026853953,cover=0
- 116:leaf=0.000134014685,cover=0
- 58:[Sulc0<-0.463317156] yes=117,no=118,missing=118,gain=2.03278017,cover=9772
- 117:leaf=-0.000201223913,cover=0
- 118:leaf=-0.00249202363,cover=0
- 14:[Ecc<23.5513935] yes=29,no=30,missing=29,gain=2.15419126,cover=24844
- 29:[LGI5<2.31192279] yes=59,no=60,missing=60,gain=1.91353011,cover=21810
- 59:[Ecc<0.943656743] yes=119,no=120,missing=119,gain=4.43346405,cover=1755
- 119:leaf=0.00590297347,cover=0
- 120:leaf=-0.00200549094,cover=0
- 60:[LGI5<2.45281005] yes=121,no=122,missing=121,gain=3.23021102,cover=20055
- 121:leaf=0.00203017448,cover=0
- 122:leaf=0.000330790965,cover=0
- 30:[Pol<132.742767] yes=61,no=62,missing=61,gain=2.08590269,cover=3034
- 61:[Ecc<33.2971039] yes=123,no=124,missing=123,gain=2.19717479,cover=2408
- 123:leaf=-0.00307820342,cover=0
- 124:leaf=-5.67180286e-05,cover=0
- 62:[Ecc<42.9490852] yes=125,no=126,missing=125,gain=2.09026122,cover=626
- 125:leaf=0.00256836717,cover=0
- 126:leaf=-0.00717486767,cover=0
-booster[1156]:
-0:[Curv5<-0.350989401] yes=1,no=2,missing=1,gain=0.116896287,cover=5124388
- 1:[PialCurv5<-0.148241684] yes=3,no=4,missing=3,gain=0.995422661,cover=40033
- 3:[Ecc<6.70300007] yes=7,no=8,missing=8,gain=0.878372967,cover=32434
- 7:[Pol<172.695618] yes=15,no=16,missing=16,gain=1.88026631,cover=11701
- 15:[Ecc<5.08081961] yes=31,no=32,missing=31,gain=1.49734259,cover=11272
- 31:[LGI5<3.0310638] yes=63,no=64,missing=63,gain=3.63522077,cover=7600
- 63:leaf=0.000215898224,cover=0
- 64:leaf=0.0075067305,cover=0
- 32:[Area5<0.64784193] yes=65,no=66,missing=65,gain=2.0036552,cover=3672
- 65:leaf=-0.000245654781,cover=0
- 66:leaf=-0.0031188284,cover=0
- 16:[LGI5<2.30180311] yes=33,no=34,missing=34,gain=1.15447259,cover=429
- 33:[MidArea5<0.468026847] yes=67,no=68,missing=67,gain=0.107419044,cover=40
- 67:leaf=-0.00722954562,cover=0
- 68:leaf=0.0050961473,cover=0
- 34:[PialCurv5<-0.210138425] yes=69,no=70,missing=69,gain=0.809798956,cover=389
- 69:leaf=-0.0077701183,cover=0
- 70:leaf=-0.00274148257,cover=0
- 8:[LGI5<2.93978119] yes=17,no=18,missing=17,gain=2.48817301,cover=20733
- 17:[Area5<0.811441243] yes=35,no=36,missing=36,gain=1.94441295,cover=8509
- 35:[PialArea5<0.756055057] yes=71,no=72,missing=72,gain=1.532969,cover=8491
- 71:leaf=0.000539341709,cover=0
- 72:leaf=0.00195743097,cover=0
- 36:[LGI5<2.89660096] yes=73,no=74,missing=73,gain=0.381383896,cover=18
- 73:leaf=0.0194781553,cover=0
- 74:leaf=-0.00247720093,cover=0
- 18:[LGI5<2.96218491] yes=37,no=38,missing=37,gain=5.42988968,cover=12224
- 37:[Curv5<-0.39144522] yes=75,no=76,missing=75,gain=1.00044584,cover=602
- 75:leaf=-0.00660601212,cover=0
- 76:leaf=-0.00251190481,cover=0
- 38:[LGI5<3.22522902] yes=77,no=78,missing=77,gain=0.94903177,cover=11622
- 77:leaf=0.000629625865,cover=0
- 78:leaf=-0.000274044345,cover=0
- 4:[Area5<0.72867924] yes=9,no=10,missing=9,gain=1.08494806,cover=7599
- 9:[PialArea5<0.940168262] yes=19,no=20,missing=19,gain=0.887719393,cover=7375
- 19:[Pol<149.795395] yes=39,no=40,missing=40,gain=0.937133253,cover=6357
- 39:[Ecc<8.6295805] yes=79,no=80,missing=80,gain=1.39738512,cover=5269
- 79:leaf=0.000321106229,cover=0
- 80:leaf=-0.001324752,cover=0
- 40:[LGI5<3.67381835] yes=81,no=82,missing=81,gain=0.926334023,cover=1088
- 81:leaf=0.00149769825,cover=0
- 82:leaf=-0.00666130427,cover=0
- 20:[LGI5<2.43374896] yes=41,no=42,missing=41,gain=0.916649222,cover=1018
- 41:[Ecc<6.10119486] yes=83,no=84,missing=84,gain=1.30773854,cover=299
- 83:leaf=-0.00288467086,cover=0
- 84:leaf=-0.0137543529,cover=0
- 42:[Pol<146.864227] yes=85,no=86,missing=85,gain=1.23538947,cover=719
- 85:leaf=0.000420482567,cover=0
- 86:leaf=-0.00446563214,cover=0
- 10:[MidArea5<1.1557827] yes=21,no=22,missing=22,gain=0.8444134,cover=224
- 21:[Ecc<35.8605728] yes=43,no=44,missing=43,gain=0.642412305,cover=213
- 43:[LGI5<3.41813922] yes=87,no=88,missing=87,gain=0.647925854,cover=201
- 87:leaf=-0.00595537713,cover=0
- 88:leaf=0.00567942625,cover=0
- 44:[Sulc0<-0.27863887] yes=89,no=90,missing=89,gain=0.0549792945,cover=12
- 89:leaf=-0.00279010832,cover=0
- 90:leaf=0.00729491888,cover=0
- 22:[Pol<8.56911278] yes=45,no=46,missing=45,gain=0.210119605,cover=11
- 45:leaf=0.0170249585,cover=0
- 46:[Ecc<5.21075869] yes=91,no=92,missing=91,gain=0.00100908056,cover=7
- 91:leaf=0.00347122736,cover=0
- 92:leaf=0.00115597656,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=5,gain=0.184952915,cover=5084355
- 5:[Curv5<-0.247622609] yes=11,no=12,missing=11,gain=0.980430484,cover=7565
- 11:[LGI5<3.64692807] yes=23,no=24,missing=24,gain=1.17940342,cover=6332
- 23:[Sulc0<0.227376223] yes=47,no=48,missing=47,gain=0.885671854,cover=6236
- 47:[Ecc<10.8716469] yes=93,no=94,missing=94,gain=0.96860683,cover=6152
- 93:leaf=0.000821470225,cover=0
- 94:leaf=-0.000478879316,cover=0
- 48:[LGI5<2.97342348] yes=95,no=96,missing=95,gain=0.566702604,cover=84
- 95:leaf=-0.00430063019,cover=0
- 96:leaf=0.00714839017,cover=0
- 24:[LGI5<3.74316525] yes=49,no=50,missing=49,gain=0.552994132,cover=96
- 49:[MidArea5<0.624750376] yes=97,no=98,missing=97,gain=0.336252213,cover=53
- 97:leaf=0.0191184096,cover=0
- 98:leaf=0.00747813284,cover=0
- 50:[PialArea5<0.588969886] yes=99,no=100,missing=99,gain=0.313160241,cover=43
- 99:leaf=0.0113921789,cover=0
- 100:leaf=-0.000136929433,cover=0
- 12:[Pol<173.32489] yes=25,no=26,missing=25,gain=1.49065423,cover=1233
- 25:[Area5<0.702101529] yes=51,no=52,missing=51,gain=1.41780448,cover=1212
- 51:[MidArea5<0.49446398] yes=101,no=102,missing=101,gain=1.41297162,cover=651
- 101:leaf=-0.007983068,cover=0
- 102:leaf=0.00139538979,cover=0
- 52:[Sulc0<-0.626357138] yes=103,no=104,missing=103,gain=0.518723965,cover=561
- 103:leaf=-0.00494753569,cover=0
- 104:leaf=-0.00163835625,cover=0
- 26:[Area5<0.582201123] yes=53,no=54,missing=53,gain=0.560628414,cover=21
- 53:[Ecc<6.64552498] yes=105,no=106,missing=105,gain=0.0436570644,cover=11
- 105:leaf=-0.00471305242,cover=0
- 106:leaf=-0.0223693904,cover=0
- 54:[MidArea5<0.709417045] yes=107,no=108,missing=107,gain=0.0349032953,cover=10
- 107:leaf=-0.000735079055,cover=0
- 108:leaf=-0.00679637864,cover=0
- 6:[PialCurv5<-0.167439327] yes=13,no=14,missing=13,gain=0.320172191,cover=5076790
- 13:[Pol<62.799984] yes=27,no=28,missing=27,gain=2.08831549,cover=85793
- 27:[PialArea5<1.48916721] yes=55,no=56,missing=55,gain=1.97081757,cover=40897
- 55:[Curv5<-0.146701202] yes=109,no=110,missing=109,gain=1.64241123,cover=40575
- 109:leaf=0.000216044878,cover=0
- 110:leaf=-0.0041257171,cover=0
- 56:[Area5<0.640637577] yes=111,no=112,missing=112,gain=2.14784622,cover=322
- 111:leaf=-0.031147901,cover=0
- 112:leaf=-0.00311130914,cover=0
- 28:[Pol<97.3566132] yes=57,no=58,missing=57,gain=4.79141426,cover=44896
- 57:[Ecc<19.7764034] yes=113,no=114,missing=113,gain=2.46895075,cover=4451
- 113:leaf=-0.00172838196,cover=0
- 114:leaf=-0.0105408067,cover=0
- 58:[MidArea5<1.1557827] yes=115,no=116,missing=116,gain=3.65423322,cover=40445
- 115:leaf=-0.000177249996,cover=0
- 116:leaf=0.0136267832,cover=0
- 14:[Curv5<-0.272521824] yes=29,no=30,missing=29,gain=0.413242847,cover=4990997
- 29:[Area5<0.753010809] yes=59,no=60,missing=59,gain=1.07729995,cover=158122
- 59:[PialArea5<0.934356034] yes=117,no=118,missing=117,gain=1.14747095,cover=152879
- 117:leaf=0.000161125194,cover=0
- 118:leaf=-0.000122476224,cover=0
- 60:[Ecc<3.60812569] yes=119,no=120,missing=120,gain=1.40182948,cover=5243
- 119:leaf=0.00322808931,cover=0
- 120:leaf=0.000511158258,cover=0
- 30:[PialCurv5<-0.139269829] yes=61,no=62,missing=61,gain=0.309328377,cover=4832875
- 61:[Curv5<-0.212755695] yes=121,no=122,missing=121,gain=7.76431513,cover=214928
- 121:leaf=-0.000196397115,cover=0
- 122:leaf=0.000604564964,cover=0
- 62:[Curv5<-0.234010845] yes=123,no=124,missing=123,gain=1.74935293,cover=4617947
- 123:leaf=0.000148302744,cover=0
- 124:leaf=-5.68328096e-06,cover=0
-booster[1157]:
-0:[Curv5<-0.0320370905] yes=1,no=2,missing=2,gain=0.121563278,cover=5124388
- 1:[PialCurv5<0.110155433] yes=3,no=4,missing=3,gain=1.08872271,cover=2845137
- 3:[Sulc0<0.263311565] yes=7,no=8,missing=7,gain=1.02999425,cover=2843376
- 7:[PialCurv5<0.0044251224] yes=15,no=16,missing=15,gain=0.975265682,cover=2799822
- 15:[Sulc0<0.0931760818] yes=31,no=32,missing=32,gain=1.32079232,cover=2716121
- 31:[Ecc<6.92728615] yes=59,no=60,missing=59,gain=0.97924304,cover=2648191
- 59:leaf=-3.2363896e-05,cover=0
- 60:leaf=2.85281858e-05,cover=0
- 32:[Ecc<12.5441074] yes=61,no=62,missing=61,gain=6.03262377,cover=67930
- 61:leaf=-0.00096065813,cover=0
- 62:leaf=7.57350936e-05,cover=0
- 16:[Area5<0.638344944] yes=33,no=34,missing=34,gain=9.67432213,cover=83701
- 33:[Pol<114.432869] yes=63,no=64,missing=63,gain=10.8017454,cover=29610
- 63:leaf=0.000443468336,cover=0
- 64:leaf=-0.00146902166,cover=0
- 34:[Pol<22.2436924] yes=65,no=66,missing=66,gain=5.82290888,cover=54091
- 65:leaf=-0.00132325129,cover=0
- 66:leaf=0.000704653503,cover=0
- 8:[Ecc<18.5999508] yes=17,no=18,missing=18,gain=3.6423049,cover=43554
- 17:[Pol<109.773643] yes=35,no=36,missing=35,gain=6.81591606,cover=13479
- 35:[Pol<70.3717499] yes=67,no=68,missing=67,gain=7.16714954,cover=7957
- 67:leaf=-0.00494009722,cover=0
- 68:leaf=0.000460068055,cover=0
- 36:[LGI5<3.23945832] yes=69,no=70,missing=69,gain=4.15221977,cover=5522
- 69:leaf=-0.00158255361,cover=0
- 70:leaf=-0.00497287093,cover=0
- 18:[Area5<0.613672853] yes=37,no=38,missing=37,gain=3.06992102,cover=30075
- 37:[Ecc<24.3269672] yes=71,no=72,missing=71,gain=3.30904961,cover=5208
- 71:leaf=-0.000809227291,cover=0
- 72:leaf=0.0019668506,cover=0
- 38:[Curv5<-0.129194111] yes=73,no=74,missing=73,gain=3.99282455,cover=24867
- 73:leaf=-0.00137998606,cover=0
- 74:leaf=0.000158817755,cover=0
- 4:[LGI5<3.78836131] yes=9,no=10,missing=9,gain=1.62195873,cover=1761
- 9:[LGI5<2.30180311] yes=19,no=20,missing=19,gain=1.10084867,cover=1736
- 19:[Area5<0.660333693] yes=39,no=40,missing=40,gain=0.631011486,cover=97
- 39:[Area5<0.616426587] yes=75,no=76,missing=75,gain=0.930931568,cover=65
- 75:leaf=0.00634865323,cover=0
- 76:leaf=-0.00906516518,cover=0
- 40:[Pol<75.4512405] yes=77,no=78,missing=78,gain=0.362947941,cover=32
- 77:leaf=0.000938024663,cover=0
- 78:leaf=0.01469744,cover=0
- 20:[LGI5<3.15084362] yes=41,no=42,missing=41,gain=1.46268368,cover=1639
- 41:[LGI5<3.11839271] yes=79,no=80,missing=80,gain=2.10168242,cover=1154
- 79:leaf=0.0005081126,cover=0
- 80:leaf=-0.0122941425,cover=0
- 42:[Pol<71.8249207] yes=81,no=82,missing=82,gain=2.29596877,cover=485
- 81:leaf=0.00878928229,cover=0
- 82:leaf=0.00121207477,cover=0
- 10:[Sulc0<0.254506379] yes=21,no=22,missing=21,gain=0.225316405,cover=25
- 21:leaf=-0.0143070435,cover=0
- 22:[Ecc<10.8716469] yes=43,no=44,missing=43,gain=0.0238576792,cover=8
- 43:[Ecc<10.569519] yes=83,no=84,missing=83,gain=0.00179717108,cover=2
- 83:leaf=0.00172715192,cover=0
- 84:leaf=-0.000506573939,cover=0
- 44:leaf=-0.00502291415,cover=0
- 2:[Sulc0<-0.8873595] yes=5,no=6,missing=6,gain=1.33942389,cover=2279251
- 5:[LGI5<3.13786864] yes=11,no=12,missing=12,gain=2.5764699,cover=379
- 11:[Ecc<0.513775289] yes=23,no=24,missing=23,gain=1.79850292,cover=361
- 23:[Area5<0.654657125] yes=45,no=46,missing=45,gain=1.56912279,cover=110
- 45:[PialArea5<0.628734469] yes=85,no=86,missing=85,gain=0.734158337,cover=58
- 85:leaf=-0.0109311705,cover=0
- 86:leaf=0.000411667774,cover=0
- 46:[Pol<40.9012032] yes=87,no=88,missing=88,gain=2.80570269,cover=52
- 87:leaf=-0.0283055343,cover=0
- 88:leaf=0.0111747934,cover=0
- 24:[Ecc<3.29132295] yes=47,no=48,missing=47,gain=2.65874219,cover=251
- 47:[MidArea5<0.681940854] yes=89,no=90,missing=89,gain=2.63219357,cover=167
- 89:leaf=-0.00153959612,cover=0
- 90:leaf=-0.0145816952,cover=0
- 48:[PialCurv5<-0.0487009101] yes=91,no=92,missing=91,gain=0.91957134,cover=84
- 91:leaf=-0.0141104031,cover=0
- 92:leaf=0.00278404425,cover=0
- 12:[LGI5<3.33014965] yes=25,no=26,missing=25,gain=0.361837983,cover=18
- 25:leaf=0.0234164,cover=0
- 26:[Pol<19.2006226] yes=49,no=50,missing=49,gain=0.0921726823,cover=11
- 49:[PialArea5<0.772500634] yes=93,no=94,missing=93,gain=0.0899945796,cover=10
- 93:leaf=-3.31759475e-05,cover=0
- 94:leaf=0.011675966,cover=0
- 50:leaf=-0.00358622964,cover=0
- 6:[PialArea5<1.4350239] yes=13,no=14,missing=13,gain=1.237252,cover=2278872
- 13:[Pol<158.709351] yes=27,no=28,missing=27,gain=1.04785919,cover=2278451
- 27:[Pol<141.081833] yes=51,no=52,missing=52,gain=4.50489759,cover=2145348
- 51:[Ecc<1.46579576] yes=95,no=96,missing=95,gain=2.61385107,cover=2060729
- 95:leaf=0.000315468031,cover=0
- 96:leaf=-6.79494906e-06,cover=0
- 52:[LGI5<2.50608969] yes=97,no=98,missing=98,gain=6.93720198,cover=84619
- 97:leaf=-0.0003821672,cover=0
- 98:leaf=0.000646062603,cover=0
- 28:[Ecc<19.4699688] yes=53,no=54,missing=53,gain=6.09739017,cover=133103
- 53:[Ecc<7.34691238] yes=99,no=100,missing=99,gain=8.39070892,cover=125579
- 99:leaf=0.000277372019,cover=0
- 100:leaf=-0.00055254472,cover=0
- 54:[Ecc<37.2796402] yes=101,no=102,missing=101,gain=8.53936768,cover=7524
- 101:leaf=0.00279292814,cover=0
- 102:leaf=-0.000589733012,cover=0
- 14:[LGI5<2.32164335] yes=29,no=30,missing=30,gain=0.997098446,cover=421
- 29:[Area5<0.790145099] yes=55,no=56,missing=55,gain=0.451464176,cover=56
- 55:[Ecc<1.62447274] yes=103,no=104,missing=104,gain=0.585657418,cover=8
- 103:leaf=-0.0130915763,cover=0
- 104:leaf=0.011636341,cover=0
- 56:[PialCurv5<-0.0896686092] yes=105,no=106,missing=105,gain=0.197831154,cover=48
- 105:leaf=-0.0242176764,cover=0
- 106:leaf=-0.00956083275,cover=0
- 30:[LGI5<2.35684347] yes=57,no=58,missing=57,gain=0.648637235,cover=365
- 57:[Sulc0<-0.137935251] yes=107,no=108,missing=108,gain=0.617816687,cover=49
- 107:leaf=-0.000235712694,cover=0
- 108:leaf=0.0116723375,cover=0
- 58:[Curv5<0.0778492987] yes=109,no=110,missing=110,gain=0.788173139,cover=316
- 109:leaf=-0.00329904445,cover=0
- 110:leaf=0.00580085907,cover=0
-booster[1158]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=2,gain=0.118550077,cover=5124388
- 1:[Ecc<33.9075584] yes=3,no=4,missing=4,gain=0.271113604,cover=4943960
- 3:[Pol<103.31839] yes=7,no=8,missing=7,gain=0.359790921,cover=4628667
- 7:[LGI5<3.84897733] yes=15,no=16,missing=15,gain=1.58137929,cover=2321102
- 15:[Ecc<12.7231894] yes=31,no=32,missing=31,gain=1.89448941,cover=2308006
- 31:[LGI5<3.55025291] yes=61,no=62,missing=61,gain=2.64297295,cover=1737397
- 61:leaf=-2.47936919e-06,cover=0
- 62:leaf=-0.000788436912,cover=0
- 32:[Pol<47.409153] yes=63,no=64,missing=63,gain=6.54148054,cover=570609
- 63:leaf=-7.67121601e-05,cover=0
- 64:leaf=0.000262021,cover=0
- 16:[Pol<60.4070244] yes=33,no=34,missing=34,gain=2.45895195,cover=13096
- 33:[Sulc0<0.433680743] yes=65,no=66,missing=66,gain=2.07586765,cover=8428
- 65:leaf=-0.00017573392,cover=0
- 66:leaf=0.00399319781,cover=0
- 34:[PialCurv5<0.171042696] yes=67,no=68,missing=67,gain=3.34797955,cover=4668
- 67:leaf=-0.00232101814,cover=0
- 68:leaf=0.00061165489,cover=0
- 8:[Ecc<17.5281601] yes=17,no=18,missing=17,gain=1.79413629,cover=2307565
- 17:[LGI5<2.93978119] yes=35,no=36,missing=35,gain=2.04424119,cover=1946862
- 35:[Sulc0<-0.0637059584] yes=69,no=70,missing=70,gain=2.16801167,cover=1548990
- 69:leaf=-5.8068872e-05,cover=0
- 70:leaf=7.10430832e-05,cover=0
- 36:[PialCurv5<-0.0758950338] yes=71,no=72,missing=71,gain=3.36173105,cover=397872
- 71:leaf=-0.000102346043,cover=0
- 72:leaf=0.000208260491,cover=0
- 18:[Sulc0<-0.292069882] yes=37,no=38,missing=37,gain=5.39248753,cover=360703
- 37:[Pol<147.599014] yes=73,no=74,missing=73,gain=9.4087534,cover=124984
- 73:leaf=0.00201699464,cover=0
- 74:leaf=4.98525733e-05,cover=0
- 38:[LGI5<3.47596025] yes=75,no=76,missing=76,gain=6.02039528,cover=235719
- 75:leaf=-0.000382456055,cover=0
- 76:leaf=0.000247661286,cover=0
- 4:[PialCurv5<-0.072655201] yes=9,no=10,missing=9,gain=1.81457806,cover=315293
- 9:[Curv5<-0.12365336] yes=19,no=20,missing=19,gain=2.61631775,cover=100705
- 19:[Sulc0<0.308185816] yes=39,no=40,missing=40,gain=2.03221655,cover=92150
- 39:[PialCurv5<-0.130080611] yes=77,no=78,missing=77,gain=2.09425449,cover=89004
- 77:leaf=-0.000241560556,cover=0
- 78:leaf=0.000269910786,cover=0
- 40:[LGI5<3.78836131] yes=79,no=80,missing=80,gain=2.33272362,cover=3146
- 79:leaf=-0.000824071758,cover=0
- 80:leaf=-0.00616326323,cover=0
- 20:[Pol<152.092255] yes=41,no=42,missing=41,gain=2.67253375,cover=8555
- 41:[PialCurv5<-0.113441773] yes=81,no=82,missing=82,gain=3.54507875,cover=5159
- 81:leaf=-0.00307622156,cover=0
- 82:leaf=0.00204276084,cover=0
- 42:[PialArea5<0.85412097] yes=83,no=84,missing=83,gain=3.67498016,cover=3396
- 83:leaf=0.00298426067,cover=0
- 84:leaf=-0.000993905473,cover=0
- 10:[Sulc0<-0.592216015] yes=21,no=22,missing=22,gain=2.63615179,cover=214588
- 21:[Area5<0.877147377] yes=43,no=44,missing=43,gain=1.05408382,cover=134
- 43:[Area5<0.776627541] yes=85,no=86,missing=85,gain=0.959347963,cover=129
- 85:leaf=0.00559695065,cover=0
- 86:leaf=0.0166203305,cover=0
- 44:[Pol<3.6072247] yes=87,no=88,missing=87,gain=0.0204004645,cover=5
- 87:leaf=-0.0153950527,cover=0
- 88:leaf=-0.0031054914,cover=0
- 22:[Sulc0<-0.23104082] yes=45,no=46,missing=45,gain=3.28348446,cover=214454
- 45:[Area5<0.689492285] yes=89,no=90,missing=89,gain=3.4076345,cover=5411
- 89:leaf=-0.00317144953,cover=0
- 90:leaf=-0.000485011667,cover=0
- 46:[Curv5<0.141257599] yes=91,no=92,missing=91,gain=1.95797348,cover=209043
- 91:leaf=-0.000138465984,cover=0
- 92:leaf=0.000530349265,cover=0
- 2:[Pol<34.3003769] yes=5,no=6,missing=6,gain=1.03349721,cover=180428
- 5:[Curv5<0.169394374] yes=11,no=12,missing=11,gain=0.384796798,cover=968
- 11:[Area5<0.4695113] yes=23,no=24,missing=23,gain=0.410926819,cover=629
- 23:leaf=0.0107407849,cover=0
- 24:[Area5<0.642765105] yes=47,no=48,missing=47,gain=0.484743834,cover=624
- 47:[Sulc0<1.06550956] yes=93,no=94,missing=94,gain=0.240844488,cover=63
- 93:leaf=-0.00235339906,cover=0
- 94:leaf=-0.00887885224,cover=0
- 48:[PialCurv5<0.131570891] yes=95,no=96,missing=95,gain=0.448780835,cover=561
- 95:leaf=0.00167188875,cover=0
- 96:leaf=-0.00251331925,cover=0
- 12:[Sulc0<1.25822949] yes=25,no=26,missing=26,gain=0.264436573,cover=339
- 25:[Area5<0.645846248] yes=49,no=50,missing=49,gain=0.391517699,cover=130
- 49:[PialArea5<0.360595763] yes=97,no=98,missing=97,gain=0.288229048,cover=32
- 97:leaf=0.00932701491,cover=0
- 98:leaf=-0.000768623024,cover=0
- 50:[Curv5<0.174639657] yes=99,no=100,missing=100,gain=0.296645224,cover=98
- 99:leaf=0.00769498898,cover=0
- 100:leaf=-0.00100859487,cover=0
- 26:[LGI5<3.27544355] yes=51,no=52,missing=51,gain=0.197637171,cover=209
- 51:[LGI5<3.24660802] yes=101,no=102,missing=101,gain=0.256295979,cover=115
- 101:leaf=-0.000569740718,cover=0
- 102:leaf=0.00870233588,cover=0
- 52:[LGI5<3.47596025] yes=103,no=104,missing=103,gain=0.266831011,cover=94
- 103:leaf=-0.00547780516,cover=0
- 104:leaf=-0.000159860327,cover=0
- 6:[Pol<50.9985542] yes=13,no=14,missing=13,gain=1.09985113,cover=179460
- 13:[Ecc<44.7855835] yes=27,no=28,missing=27,gain=1.89563048,cover=2623
- 27:[Pol<39.9674568] yes=53,no=54,missing=54,gain=1.14368892,cover=937
- 53:[LGI5<3.20360112] yes=105,no=106,missing=105,gain=1.47456861,cover=168
- 105:leaf=0.00431787502,cover=0
- 106:leaf=-0.00504911877,cover=0
- 54:[Ecc<40.3354568] yes=107,no=108,missing=107,gain=0.83849287,cover=769
- 107:leaf=0.00627049385,cover=0
- 108:leaf=0.00262209517,cover=0
- 28:[Curv5<0.126145482] yes=55,no=56,missing=55,gain=1.16970754,cover=1686
- 55:[Pol<41.8258972] yes=109,no=110,missing=110,gain=0.783513486,cover=826
- 109:leaf=0.00170398678,cover=0
- 110:leaf=-0.00207283488,cover=0
- 56:[LGI5<3.37729335] yes=111,no=112,missing=111,gain=0.823815942,cover=860
- 111:leaf=0.000334391167,cover=0
- 112:leaf=0.00370374252,cover=0
- 14:[Pol<100.090813] yes=29,no=30,missing=29,gain=1.07849085,cover=176837
- 29:[Ecc<21.3640327] yes=57,no=58,missing=57,gain=1.61889946,cover=121949
- 57:[MidArea5<0.592231214] yes=113,no=114,missing=114,gain=2.28364277,cover=37434
- 113:leaf=-0.000166467493,cover=0
- 114:leaf=-0.00129710126,cover=0
- 58:[Curv5<0.0431617796] yes=115,no=116,missing=115,gain=1.3208282,cover=84515
- 115:leaf=0.00229994766,cover=0
- 116:leaf=5.43915194e-05,cover=0
- 30:[Sulc0<1.16950965] yes=59,no=60,missing=59,gain=2.24874401,cover=54888
- 59:[LGI5<3.29780769] yes=117,no=118,missing=118,gain=1.56420302,cover=48624
- 117:leaf=0.000138784788,cover=0
- 118:leaf=0.000747726473,cover=0
- 60:[LGI5<3.58443618] yes=119,no=120,missing=119,gain=1.64078391,cover=6264
- 119:leaf=-0.000245489471,cover=0
- 120:leaf=-0.00220210687,cover=0
-booster[1159]:
-0:[PialArea5<0.914612174] yes=1,no=2,missing=2,gain=0.125339061,cover=5124388
- 1:[MidArea5<0.791754067] yes=3,no=4,missing=3,gain=0.504777074,cover=3531537
- 3:[Area5<0.811441243] yes=7,no=8,missing=7,gain=0.577633202,cover=3296272
- 7:[Pol<16.156723] yes=15,no=16,missing=15,gain=0.478070587,cover=3233741
- 15:[Area5<0.749596059] yes=31,no=32,missing=32,gain=2.26330447,cover=118127
- 31:[Area5<0.551487505] yes=63,no=64,missing=64,gain=2.4416821,cover=113102
- 63:leaf=-0.000298833795,cover=0
- 64:leaf=0.000264250499,cover=0
- 32:[Ecc<8.17402458] yes=65,no=66,missing=65,gain=3.99421835,cover=5025
- 65:leaf=-0.00302423025,cover=0
- 66:leaf=1.18306434e-05,cover=0
- 16:[Sulc0<-0.445309728] yes=33,no=34,missing=33,gain=0.804366887,cover=3115614
- 33:[Area5<0.749596059] yes=67,no=68,missing=67,gain=2.16780162,cover=709907
- 67:leaf=-4.53511893e-05,cover=0
- 68:leaf=-0.00097669207,cover=0
- 34:[Pol<61.2046547] yes=69,no=70,missing=70,gain=1.16846657,cover=2405707
- 69:leaf=-0.000103943355,cover=0
- 70:leaf=1.78970276e-05,cover=0
- 8:[LGI5<2.3349762] yes=17,no=18,missing=18,gain=1.62111282,cover=62531
- 17:[Pol<97.9094925] yes=35,no=36,missing=35,gain=1.36831939,cover=2389
- 35:[PialCurv5<0.0400940292] yes=71,no=72,missing=71,gain=2.24492502,cover=693
- 71:leaf=0.00210435037,cover=0
- 72:leaf=-0.00457955338,cover=0
- 36:[LGI5<2.26652193] yes=73,no=74,missing=73,gain=1.59713674,cover=1696
- 73:leaf=0.0013065465,cover=0
- 74:leaf=-0.00177120313,cover=0
- 18:[Sulc0<0.624357879] yes=37,no=38,missing=37,gain=1.25597155,cover=60142
- 37:[PialArea5<0.467676282] yes=75,no=76,missing=75,gain=1.86805558,cover=24741
- 75:leaf=0.00207947637,cover=0
- 76:leaf=0.000356760691,cover=0
- 38:[LGI5<2.42065382] yes=77,no=78,missing=77,gain=1.33599877,cover=35401
- 77:leaf=0.00302359276,cover=0
- 78:leaf=-2.12617215e-05,cover=0
- 4:[LGI5<2.31684756] yes=9,no=10,missing=10,gain=1.94661021,cover=235265
- 9:[Ecc<0.943656743] yes=19,no=20,missing=19,gain=3.29503393,cover=9689
- 19:[LGI5<2.28518939] yes=39,no=40,missing=39,gain=2.95368958,cover=1179
- 39:[Pol<84.1277542] yes=79,no=80,missing=79,gain=2.52592945,cover=844
- 79:leaf=0.00579164317,cover=0
- 80:leaf=-0.000232900842,cover=0
- 40:[Area5<0.833255887] yes=81,no=82,missing=81,gain=1.71266222,cover=335
- 81:leaf=0.00848165434,cover=0
- 82:leaf=-0.00186686299,cover=0
- 20:[Pol<138.276962] yes=41,no=42,missing=41,gain=2.20235252,cover=8510
- 41:[Pol<113.913933] yes=83,no=84,missing=83,gain=4.04447889,cover=7393
- 83:leaf=-0.000200206923,cover=0
- 84:leaf=0.00232374133,cover=0
- 42:[LGI5<2.24172258] yes=85,no=86,missing=85,gain=1.45314133,cover=1117
- 85:leaf=-0.0044366396,cover=0
- 86:leaf=-0.00056343741,cover=0
- 10:[LGI5<2.33061647] yes=21,no=22,missing=21,gain=1.69059885,cover=225576
- 21:[PialCurv5<-0.175695807] yes=43,no=44,missing=44,gain=1.11060727,cover=1599
- 43:[Ecc<1.79549146] yes=87,no=88,missing=87,gain=0.632467866,cover=9
- 87:leaf=0.0231650434,cover=0
- 88:leaf=-0.00330029731,cover=0
- 44:[Pol<108.184875] yes=89,no=90,missing=89,gain=1.21590877,cover=1590
- 89:leaf=-0.00295082456,cover=0
- 90:leaf=-0.000125817882,cover=0
- 22:[Pol<142.520569] yes=45,no=46,missing=46,gain=1.36385095,cover=223977
- 45:[Pol<120.317558] yes=91,no=92,missing=92,gain=2.38427734,cover=179406
- 91:leaf=-5.23159215e-05,cover=0
- 92:leaf=-0.000476978079,cover=0
- 46:[PialCurv5<-0.0173297711] yes=93,no=94,missing=94,gain=3.72401834,cover=44571
- 93:leaf=-0.000176596252,cover=0
- 94:leaf=0.000786457327,cover=0
- 2:[Sulc0<0.0294309072] yes=5,no=6,missing=6,gain=0.672734201,cover=1592851
- 5:[PialCurv5<0.119354174] yes=11,no=12,missing=12,gain=0.833362043,cover=1507117
- 11:[MidArea5<0.646593809] yes=23,no=24,missing=24,gain=0.637948513,cover=1504607
- 23:[Pol<111.326981] yes=47,no=48,missing=48,gain=0.304788709,cover=84
- 47:[Ecc<3.29132295] yes=95,no=96,missing=95,gain=0.116768517,cover=22
- 95:leaf=0.00112010364,cover=0
- 96:leaf=-0.00747448951,cover=0
- 48:[PialCurv5<-0.133997425] yes=97,no=98,missing=97,gain=0.39901334,cover=62
- 97:leaf=0.00978750736,cover=0
- 98:leaf=0.00173184206,cover=0
- 24:[Curv5<0.153449878] yes=49,no=50,missing=49,gain=0.635073602,cover=1504523
- 49:[Ecc<0.353712648] yes=99,no=100,missing=99,gain=0.52211231,cover=1504500
- 99:leaf=-0.000251190359,cover=0
- 100:leaf=8.42538611e-06,cover=0
- 50:[PialCurv5<0.0218105931] yes=101,no=102,missing=101,gain=0.0173168182,cover=23
- 101:leaf=0.00479895202,cover=0
- 102:leaf=0.00923143607,cover=0
- 12:[LGI5<2.63733578] yes=25,no=26,missing=26,gain=1.52904153,cover=2510
- 25:[Pol<106.604004] yes=51,no=52,missing=51,gain=1.79184127,cover=1687
- 51:[LGI5<2.43374896] yes=103,no=104,missing=103,gain=1.53128052,cover=1074
- 103:leaf=-0.00311162276,cover=0
- 104:leaf=0.000662885897,cover=0
- 52:[Ecc<7.54628181] yes=105,no=106,missing=105,gain=1.36948836,cover=613
- 105:leaf=0.00275492272,cover=0
- 106:leaf=-0.00650348887,cover=0
- 26:[Ecc<6.41291761] yes=53,no=54,missing=53,gain=1.0552547,cover=823
- 53:[Sulc0<-0.0862998366] yes=107,no=108,missing=107,gain=0.420821905,cover=200
- 107:leaf=-0.00726601481,cover=0
- 108:leaf=-0.00214147265,cover=0
- 54:[Ecc<8.87956142] yes=109,no=110,missing=109,gain=1.04789364,cover=623
- 109:leaf=0.000910159841,cover=0
- 110:leaf=-0.00328875403,cover=0
- 6:[Area5<0.532936037] yes=13,no=14,missing=14,gain=1.8769294,cover=85734
- 13:[Ecc<14.9070177] yes=27,no=28,missing=27,gain=0.789586663,cover=36
- 27:[Pol<134.743088] yes=55,no=56,missing=55,gain=0.14406991,cover=25
- 55:[Ecc<7.59607029] yes=111,no=112,missing=112,gain=0.0318653584,cover=19
- 111:leaf=-0.0103895571,cover=0
- 112:leaf=-0.0199364163,cover=0
- 56:[PialArea5<0.917384863] yes=113,no=114,missing=113,gain=0.00574764609,cover=6
- 113:leaf=-0.00160108809,cover=0
- 114:leaf=-0.00797139015,cover=0
- 28:[Pol<51.9018669] yes=57,no=58,missing=57,gain=0.0264821984,cover=11
- 57:[Ecc<21.7409172] yes=115,no=116,missing=115,gain=0.00163909607,cover=2
- 115:leaf=0.00525465608,cover=0
- 116:leaf=0.00107634661,cover=0
- 58:[LGI5<3.31338549] yes=117,no=118,missing=117,gain=0.00789037719,cover=9
- 117:leaf=-0.00229099393,cover=0
- 118:leaf=0.000477218622,cover=0
- 14:[Pol<176.970428] yes=29,no=30,missing=29,gain=1.77275991,cover=85698
- 29:[LGI5<3.48966408] yes=59,no=60,missing=60,gain=1.30906355,cover=84560
- 59:[PialCurv5<0.00652291393] yes=119,no=120,missing=119,gain=1.83202064,cover=75008
- 119:leaf=0.000290110969,cover=0
- 120:leaf=-0.000228071804,cover=0
- 60:[PialCurv5<-0.0426128618] yes=121,no=122,missing=122,gain=4.87572956,cover=9552
- 121:leaf=-0.000617725775,cover=0
- 122:leaf=0.00167679077,cover=0
- 30:[Ecc<37.2796402] yes=61,no=62,missing=61,gain=1.52752137,cover=1138
- 61:[Curv5<-0.150053754] yes=123,no=124,missing=124,gain=0.817119122,cover=293
- 123:leaf=0.000343918422,cover=0
- 124:leaf=-0.00623196922,cover=0
- 62:[Area5<0.630444467] yes=125,no=126,missing=125,gain=1.10239148,cover=845
- 125:leaf=0.00612087874,cover=0
- 126:leaf=-0.0012002344,cover=0
-booster[1160]:
-0:[PialArea5<0.839144647] yes=1,no=2,missing=2,gain=0.118920013,cover=5124388
- 1:[LGI5<3.48966408] yes=3,no=4,missing=4,gain=0.651088238,cover=2945496
- 3:[LGI5<3.42912889] yes=7,no=8,missing=7,gain=1.07896543,cover=2745962
- 7:[MidArea5<0.7689417] yes=15,no=16,missing=15,gain=0.788631678,cover=2687143
- 15:[Area5<0.76451689] yes=31,no=32,missing=32,gain=0.909167945,cover=2569994
- 31:[LGI5<3.38720298] yes=63,no=64,missing=64,gain=1.06670487,cover=2382438
- 63:leaf=-3.07107734e-06,cover=0
- 64:leaf=-0.000265339477,cover=0
- 32:[Pol<71.8249207] yes=65,no=66,missing=65,gain=2.33598948,cover=187556
- 65:leaf=0.00052789686,cover=0
- 66:leaf=3.29597497e-05,cover=0
- 16:[PialArea5<0.676429033] yes=33,no=34,missing=33,gain=1.27048314,cover=117149
- 33:[LGI5<3.21727777] yes=67,no=68,missing=68,gain=0.775718033,cover=3286
- 67:leaf=0.000446737657,cover=0
- 68:leaf=0.00234844978,cover=0
- 34:[Sulc0<0.0689564943] yes=69,no=70,missing=69,gain=1.50642169,cover=113863
- 69:leaf=1.81644118e-05,cover=0
- 70:leaf=-0.000345656357,cover=0
- 8:[Curv5<-0.218969986] yes=17,no=18,missing=18,gain=2.23912668,cover=58819
- 17:[Sulc0<-0.137935251] yes=35,no=36,missing=35,gain=2.93159294,cover=4855
- 35:[Ecc<7.7481575] yes=71,no=72,missing=72,gain=1.95692635,cover=4321
- 71:leaf=-0.0060149054,cover=0
- 72:leaf=-0.000183314056,cover=0
- 36:[Ecc<21.7409172] yes=73,no=74,missing=73,gain=2.78671837,cover=534
- 73:leaf=-0.0119320946,cover=0
- 74:leaf=-0.00259255455,cover=0
- 18:[PialCurv5<0.0591915138] yes=37,no=38,missing=38,gain=2.4112041,cover=53964
- 37:[Sulc0<0.517823458] yes=75,no=76,missing=76,gain=4.38582039,cover=18067
- 75:leaf=0.00054227456,cover=0
- 76:leaf=0.00338040898,cover=0
- 38:[Ecc<8.06448936] yes=77,no=78,missing=77,gain=3.14582157,cover=35897
- 77:leaf=0.00569032319,cover=0
- 78:leaf=2.80878303e-05,cover=0
- 4:[Ecc<9.50052643] yes=9,no=10,missing=10,gain=2.54610968,cover=199534
- 9:[Pol<102.778297] yes=19,no=20,missing=20,gain=5.19319344,cover=4863
- 19:[Area5<0.625618935] yes=39,no=40,missing=39,gain=2.21692181,cover=3163
- 39:[PialCurv5<-0.0363363102] yes=79,no=80,missing=79,gain=2.06070089,cover=723
- 79:leaf=0.000228542907,cover=0
- 80:leaf=0.00575789856,cover=0
- 40:[LGI5<3.55025291] yes=81,no=82,missing=81,gain=3.30333591,cover=2440
- 81:leaf=0.00138334732,cover=0
- 82:leaf=-0.002375026,cover=0
- 20:[Sulc0<-0.351394534] yes=41,no=42,missing=41,gain=5.07651997,cover=1700
- 41:[PialCurv5<-0.107986279] yes=83,no=84,missing=84,gain=1.63285923,cover=241
- 83:leaf=0.0040101069,cover=0
- 84:leaf=0.0128371241,cover=0
- 42:[LGI5<3.53458858] yes=85,no=86,missing=85,gain=3.10654426,cover=1459
- 85:leaf=-0.00115373766,cover=0
- 86:leaf=0.00375917996,cover=0
- 10:[PialCurv5<0.208232641] yes=21,no=22,missing=21,gain=2.1523695,cover=194671
- 21:[Sulc0<0.218763664] yes=43,no=44,missing=44,gain=2.73873472,cover=146694
- 43:[PialCurv5<0.00860458333] yes=87,no=88,missing=87,gain=2.45231843,cover=70696
- 87:leaf=-0.000213825406,cover=0
- 88:leaf=0.000399753917,cover=0
- 44:[Pol<116.093399] yes=89,no=90,missing=89,gain=2.62620974,cover=75998
- 89:leaf=-0.000610793883,cover=0
- 90:leaf=4.06302242e-05,cover=0
- 22:[MidArea5<0.65496558] yes=45,no=46,missing=46,gain=1.46516824,cover=47977
- 45:[Curv5<0.129884616] yes=91,no=92,missing=92,gain=1.46667624,cover=42515
- 91:leaf=0.000801437476,cover=0
- 92:leaf=0.000106159496,cover=0
- 46:[Pol<108.184875] yes=93,no=94,missing=93,gain=0.668718398,cover=5462
- 93:leaf=-0.00102965604,cover=0
- 94:leaf=0.00011359233,cover=0
- 2:[Sulc0<0.995960534] yes=5,no=6,missing=5,gain=0.608995438,cover=2178892
- 5:[Pol<160.153915] yes=11,no=12,missing=11,gain=0.577817321,cover=2178739
- 11:[Ecc<6.70300007] yes=23,no=24,missing=24,gain=1.33567858,cover=1782000
- 23:[Pol<130.822815] yes=47,no=48,missing=47,gain=3.87627602,cover=884376
- 47:[Sulc0<0.227376223] yes=95,no=96,missing=95,gain=4.05651283,cover=702085
- 95:leaf=2.50960784e-05,cover=0
- 96:leaf=0.00249525462,cover=0
- 48:[Area5<0.633885562] yes=97,no=98,missing=98,gain=8.89923477,cover=182291
- 97:leaf=0.00011129873,cover=0
- 98:leaf=-0.000587712217,cover=0
- 24:[Pol<129.571716] yes=49,no=50,missing=50,gain=5.81499195,cover=897624
- 49:[Curv5<-0.232248098] yes=99,no=100,missing=99,gain=3.60750842,cover=648508
- 99:leaf=0.000260218716,cover=0
- 100:leaf=-6.52681338e-05,cover=0
- 50:[LGI5<3.1833725] yes=101,no=102,missing=101,gain=11.9558649,cover=249116
- 101:leaf=0.000531426165,cover=0
- 102:leaf=-0.00018859595,cover=0
- 12:[Sulc0<0.317313671] yes=25,no=26,missing=26,gain=2.26422143,cover=396739
- 25:[PialCurv5<0.0567538291] yes=51,no=52,missing=52,gain=2.03143024,cover=395123
- 51:[PialCurv5<-0.0779728889] yes=103,no=104,missing=103,gain=2.11275506,cover=392358
- 103:leaf=-9.4280098e-05,cover=0
- 104:leaf=0.000175793786,cover=0
- 52:[LGI5<3.0310638] yes=105,no=106,missing=105,gain=1.43505907,cover=2765
- 105:leaf=-0.0022927192,cover=0
- 106:leaf=4.56782436e-05,cover=0
- 26:[Curv5<-0.0837168768] yes=53,no=54,missing=54,gain=1.39474177,cover=1616
- 53:[Ecc<44.7855835] yes=107,no=108,missing=107,gain=1.38100064,cover=665
- 107:leaf=-0.00211435324,cover=0
- 108:leaf=0.0024868648,cover=0
- 54:[Area5<0.814937592] yes=109,no=110,missing=109,gain=0.978035688,cover=951
- 109:leaf=-0.00368007715,cover=0
- 110:leaf=0.00160401803,cover=0
- 6:[MidArea5<1.07671547] yes=13,no=14,missing=14,gain=0.492246807,cover=153
- 13:[LGI5<3.94193578] yes=27,no=28,missing=27,gain=0.270018101,cover=54
- 27:[MidArea5<0.86908859] yes=55,no=56,missing=55,gain=0.0669512749,cover=48
- 55:[Ecc<18.3223667] yes=111,no=112,missing=111,gain=0.006188164,cover=2
- 111:leaf=-0.00157636404,cover=0
- 112:leaf=0.00238445401,cover=0
- 56:[Pol<101.695656] yes=113,no=114,missing=113,gain=0.0355012417,cover=46
- 113:leaf=-0.00883858837,cover=0
- 114:leaf=-0.00129031937,cover=0
- 28:[MidArea5<0.98915565] yes=57,no=58,missing=57,gain=0.0204202048,cover=6
- 57:[Ecc<16.2597466] yes=115,no=116,missing=115,gain=0.00813392177,cover=4
- 115:leaf=0.0001963377,cover=0
- 116:leaf=0.00544390082,cover=0
- 58:leaf=-0.00109968591,cover=0
- 14:[LGI5<3.00232744] yes=29,no=30,missing=29,gain=0.263825357,cover=99
- 29:[Pol<96.8070755] yes=59,no=60,missing=60,gain=0.0286093354,cover=20
- 59:leaf=-0.00247343793,cover=0
- 60:[LGI5<2.99035311] yes=117,no=118,missing=117,gain=0.000417590141,cover=19
- 117:leaf=0.00490576215,cover=0
- 118:leaf=0.00284886034,cover=0
- 30:[Pol<87.9431763] yes=61,no=62,missing=61,gain=0.430062562,cover=79
- 61:[Sulc0<1.25822949] yes=119,no=120,missing=120,gain=0.314021111,cover=46
- 119:leaf=0.00352831674,cover=0
- 120:leaf=-0.0052003609,cover=0
- 62:[Ecc<30.4150848] yes=121,no=122,missing=122,gain=0.0418496728,cover=33
- 121:leaf=-0.00373125519,cover=0
- 122:leaf=-0.00796861108,cover=0
-booster[1161]:
-0:[Curv5<0.22365725] yes=1,no=2,missing=2,gain=0.114780113,cover=5124388
- 1:[PialArea5<0.267248243] yes=3,no=4,missing=4,gain=0.279588312,cover=5044321
- 3:[Curv5<0.133649558] yes=7,no=8,missing=8,gain=0.461807936,cover=25988
- 7:[PialCurv5<0.200529471] yes=15,no=16,missing=15,gain=2.4660058,cover=2084
- 15:[LGI5<2.61063838] yes=31,no=32,missing=31,gain=0.769307613,cover=1117
- 31:[Area5<0.669105887] yes=63,no=64,missing=63,gain=0.336423755,cover=201
- 63:leaf=0.000183316282,cover=0
- 64:leaf=0.00959118363,cover=0
- 32:[LGI5<2.79054689] yes=65,no=66,missing=65,gain=1.52426434,cover=916
- 65:leaf=-0.00716541801,cover=0
- 66:leaf=-0.00181562349,cover=0
- 16:[Sulc0<0.915739596] yes=33,no=34,missing=34,gain=1.91398144,cover=967
- 33:[Ecc<11.3532677] yes=67,no=68,missing=67,gain=0.824015856,cover=616
- 67:leaf=8.32123114e-05,cover=0
- 68:leaf=0.00413042633,cover=0
- 34:[Pol<76.8473129] yes=69,no=70,missing=70,gain=0.951213956,cover=351
- 69:leaf=0.00498589175,cover=0
- 70:leaf=-0.00265832734,cover=0
- 8:[Curv5<0.157731384] yes=17,no=18,missing=18,gain=0.786090851,cover=23904
- 17:[Pol<103.851685] yes=35,no=36,missing=35,gain=0.877675056,cover=3805
- 35:[PialCurv5<0.137877449] yes=71,no=72,missing=71,gain=0.818571687,cover=2971
- 71:leaf=0.0033225324,cover=0
- 72:leaf=0.000948952453,cover=0
- 36:[Pol<111.326981] yes=73,no=74,missing=73,gain=0.535397649,cover=834
- 73:leaf=-0.00155060133,cover=0
- 74:leaf=0.00104836083,cover=0
- 18:[LGI5<2.46595764] yes=37,no=38,missing=37,gain=0.670851231,cover=20099
- 37:[Sulc0<1.02827847] yes=75,no=76,missing=76,gain=0.872235,cover=2827
- 75:leaf=0.000653671043,cover=0
- 76:leaf=0.00557825947,cover=0
- 38:[LGI5<2.57675576] yes=77,no=78,missing=77,gain=1.24167264,cover=17272
- 77:leaf=-0.00119643321,cover=0
- 78:leaf=0.000137193929,cover=0
- 4:[LGI5<2.22170687] yes=9,no=10,missing=9,gain=0.156819075,cover=5018333
- 9:[Pol<78.2110443] yes=19,no=20,missing=20,gain=1.53515291,cover=116659
- 19:[Curv5<-0.100392215] yes=39,no=40,missing=39,gain=2.34457827,cover=36984
- 39:[Sulc0<-0.0562447868] yes=79,no=80,missing=80,gain=1.19682777,cover=28746
- 79:leaf=-4.42153487e-06,cover=0
- 80:leaf=0.0119364178,cover=0
- 40:[LGI5<2.21018219] yes=81,no=82,missing=81,gain=5.2513752,cover=8238
- 81:leaf=-0.0014903798,cover=0
- 82:leaf=0.00200896733,cover=0
- 20:[Sulc0<-0.976720333] yes=41,no=42,missing=42,gain=2.02582645,cover=79675
- 41:[PialCurv5<-0.0607835948] yes=83,no=84,missing=83,gain=4.04677677,cover=7876
- 83:leaf=-0.000777983048,cover=0
- 84:leaf=0.00591120077,cover=0
- 42:[PialCurv5<0.167567819] yes=85,no=86,missing=85,gain=1.71642423,cover=71799
- 85:leaf=0.000371315371,cover=0
- 86:leaf=-0.000294870842,cover=0
- 10:[LGI5<2.2730217] yes=21,no=22,missing=22,gain=0.479691029,cover=4901674
- 21:[MidArea5<0.49446398] yes=43,no=44,missing=43,gain=2.00885749,cover=119135
- 43:[PialCurv5<0.144311354] yes=87,no=88,missing=87,gain=3.48945045,cover=3356
- 87:leaf=-0.00287879701,cover=0
- 88:leaf=0.000346057874,cover=0
- 44:[Pol<157.22821] yes=89,no=90,missing=89,gain=1.8021102,cover=115779
- 89:leaf=1.60204108e-05,cover=0
- 90:leaf=-0.000543285278,cover=0
- 22:[LGI5<2.27925944] yes=45,no=46,missing=45,gain=0.286343008,cover=4782539
- 45:[Pol<68.895668] yes=91,no=92,missing=92,gain=1.41652036,cover=19451
- 91:leaf=-0.000578992709,cover=0
- 92:leaf=0.000428562431,cover=0
- 46:[Sulc0<-1.24864507] yes=93,no=94,missing=94,gain=0.237693042,cover=4763088
- 93:leaf=0.000188549282,cover=0
- 94:leaf=-2.41764951e-07,cover=0
- 2:[LGI5<3.64692807] yes=5,no=6,missing=6,gain=0.573981464,cover=80067
- 5:[Ecc<3.67199802] yes=11,no=12,missing=11,gain=0.623161554,cover=78756
- 11:[Area5<0.846071243] yes=23,no=24,missing=23,gain=0.785002887,cover=29547
- 23:[Pol<118.712891] yes=47,no=48,missing=47,gain=0.720881999,cover=29185
- 47:[Ecc<0.889730632] yes=95,no=96,missing=96,gain=0.857667804,cover=25451
- 95:leaf=0.00154158531,cover=0
- 96:leaf=-0.0003921155,cover=0
- 48:[Sulc0<-0.047846999] yes=97,no=98,missing=97,gain=0.666358709,cover=3734
- 97:leaf=-0.000375771226,cover=0
- 98:leaf=0.000973879767,cover=0
- 24:[Ecc<2.31110334] yes=49,no=50,missing=49,gain=0.540069401,cover=362
- 49:[PialCurv5<0.220156521] yes=99,no=100,missing=99,gain=0.180653349,cover=156
- 99:leaf=-0.00210306374,cover=0
- 100:leaf=0.00131808536,cover=0
- 50:[Pol<94.4799194] yes=101,no=102,missing=101,gain=0.380872607,cover=206
- 101:leaf=0.00944591686,cover=0
- 102:leaf=0.00292877946,cover=0
- 12:[Ecc<5.08081961] yes=25,no=26,missing=26,gain=1.06786931,cover=49209
- 25:[LGI5<2.3349762] yes=51,no=52,missing=51,gain=1.21778429,cover=15347
- 51:[Area5<0.587948382] yes=103,no=104,missing=104,gain=0.339757323,cover=2998
- 103:leaf=-0.00136588176,cover=0
- 104:leaf=-0.000167177335,cover=0
- 52:[Sulc0<-0.0326132737] yes=105,no=106,missing=106,gain=0.995885968,cover=12349
- 105:leaf=0.00359122385,cover=0
- 106:leaf=0.000564096146,cover=0
- 26:[Area5<0.827407002] yes=53,no=54,missing=53,gain=1.07209206,cover=33862
- 53:[LGI5<3.34776258] yes=107,no=108,missing=107,gain=0.905905724,cover=33589
- 107:leaf=-0.000151845074,cover=0
- 108:leaf=0.000707583909,cover=0
- 54:[Ecc<11.0302963] yes=109,no=110,missing=109,gain=0.414771914,cover=273
- 109:leaf=5.28469463e-05,cover=0
- 110:leaf=-0.00436628005,cover=0
- 6:[LGI5<3.67381835] yes=13,no=14,missing=13,gain=0.546596766,cover=1311
- 13:[PialArea5<0.317611694] yes=27,no=28,missing=27,gain=0.216440678,cover=91
- 27:[Ecc<32.0879669] yes=55,no=56,missing=55,gain=0.0671203732,cover=36
- 55:leaf=-0.010452251,cover=0
- 56:[PialCurv5<0.125401646] yes=111,no=112,missing=111,gain=0.0186582804,cover=21
- 111:leaf=-0.0005821308,cover=0
- 112:leaf=-0.0059658098,cover=0
- 28:[PialCurv5<0.134718806] yes=57,no=58,missing=57,gain=0.0841819793,cover=55
- 57:[PialArea5<0.324585885] yes=113,no=114,missing=113,gain=0.00215659291,cover=7
- 113:leaf=0.000444604986,cover=0
- 114:leaf=0.00261421199,cover=0
- 58:[PialArea5<0.331288606] yes=115,no=116,missing=115,gain=0.0146391243,cover=48
- 115:leaf=-0.00639020605,cover=0
- 116:leaf=-0.00310330442,cover=0
- 14:[Ecc<21.7409172] yes=29,no=30,missing=29,gain=0.456334472,cover=1220
- 29:[Pol<123.059357] yes=59,no=60,missing=59,gain=0.151186615,cover=200
- 59:[MidArea5<0.468026847] yes=117,no=118,missing=118,gain=0.202643991,cover=164
- 117:leaf=0.0033652056,cover=0
- 118:leaf=-0.000444486795,cover=0
- 60:[PialArea5<0.375788301] yes=119,no=120,missing=119,gain=0.0578200817,cover=36
- 119:leaf=0.00158243661,cover=0
- 120:leaf=0.00580863049,cover=0
- 30:[Ecc<41.2560654] yes=61,no=62,missing=61,gain=0.38891691,cover=1020
- 61:[PialArea5<0.245474651] yes=121,no=122,missing=121,gain=0.429848909,cover=801
- 121:leaf=-0.00634618104,cover=0
- 122:leaf=-0.00145952869,cover=0
- 62:[LGI5<3.74316525] yes=123,no=124,missing=123,gain=0.43572554,cover=219
- 123:leaf=0.00467252592,cover=0
- 124:leaf=-0.000597826729,cover=0
-booster[1162]:
-0:[LGI5<2.77946544] yes=1,no=2,missing=2,gain=0.114083745,cover=5124388
- 1:[Ecc<8.01039791] yes=3,no=4,missing=3,gain=1.36490548,cover=2702518
- 3:[Pol<155.012512] yes=7,no=8,missing=7,gain=1.81502497,cover=2336161
- 7:[Pol<102.241241] yes=15,no=16,missing=15,gain=2.19794297,cover=1997070
- 15:[Sulc0<-0.487093836] yes=31,no=32,missing=31,gain=2.32311654,cover=1160680
- 31:[Pol<56.1920547] yes=63,no=64,missing=63,gain=4.95391512,cover=572197
- 63:leaf=4.47415332e-05,cover=0
- 64:leaf=-0.000275241997,cover=0
- 32:[PialArea5<0.780359626] yes=65,no=66,missing=65,gain=5.10115051,cover=588483
- 65:leaf=-1.11863501e-05,cover=0
- 66:leaf=0.000305174006,cover=0
- 16:[Area5<0.635019779] yes=33,no=34,missing=33,gain=8.21643066,cover=836390
- 33:[Ecc<6.92728615] yes=67,no=68,missing=68,gain=3.39001012,cover=356954
- 67:leaf=0.000146589053,cover=0
- 68:leaf=-0.000362564781,cover=0
- 34:[Ecc<0.999059319] yes=69,no=70,missing=70,gain=8.31618118,cover=479436
- 69:leaf=0.000617883867,cover=0
- 70:leaf=-0.000273800688,cover=0
- 8:[Sulc0<-0.173886195] yes=17,no=18,missing=17,gain=6.36668587,cover=339091
- 17:[PialCurv5<-0.0779728889] yes=35,no=36,missing=35,gain=9.17760658,cover=324547
- 35:[Curv5<-0.048490826] yes=71,no=72,missing=71,gain=6.70374489,cover=208311
- 71:leaf=-6.66725318e-05,cover=0
- 72:leaf=0.00574725075,cover=0
- 36:[Ecc<1.41371143] yes=73,no=74,missing=73,gain=20.2300301,cover=116236
- 73:leaf=-0.000153358851,cover=0
- 74:leaf=0.00116591668,cover=0
- 18:[PialArea5<0.580179036] yes=37,no=38,missing=37,gain=9.59233952,cover=14544
- 37:[Sulc0<0.0689564943] yes=75,no=76,missing=75,gain=2.38223028,cover=8820
- 75:leaf=0.000614297925,cover=0
- 76:leaf=-0.00123033288,cover=0
- 38:[LGI5<2.45281005] yes=77,no=78,missing=77,gain=4.45898819,cover=5724
- 77:leaf=-0.000331538176,cover=0
- 78:leaf=-0.00340817939,cover=0
- 4:[Pol<163.028091] yes=9,no=10,missing=10,gain=6.70329571,cover=366357
- 9:[MidArea5<0.659801304] yes=19,no=20,missing=19,gain=5.28661442,cover=325336
- 19:[Pol<123.059357] yes=39,no=40,missing=40,gain=3.20232177,cover=148064
- 39:[Area5<0.509397149] yes=79,no=80,missing=79,gain=3.69618082,cover=127165
- 79:leaf=0.00161568343,cover=0
- 80:leaf=1.61110023e-07,cover=0
- 40:[LGI5<2.37589788] yes=81,no=82,missing=82,gain=6.26249409,cover=20899
- 81:leaf=0.00362410815,cover=0
- 82:leaf=-0.000797785819,cover=0
- 20:[Pol<85.4004211] yes=41,no=42,missing=41,gain=6.53440571,cover=177272
- 41:[Ecc<8.87956142] yes=83,no=84,missing=83,gain=3.44598866,cover=68524
- 83:leaf=-0.00064269494,cover=0
- 84:leaf=0.000178206988,cover=0
- 42:[Area5<0.542713821] yes=85,no=86,missing=86,gain=9.0915947,cover=108748
- 85:leaf=-0.00229766336,cover=0
- 86:leaf=0.000670086534,cover=0
- 10:[PialCurv5<-0.146805272] yes=21,no=22,missing=22,gain=3.44773483,cover=41021
- 21:[PialArea5<0.651661396] yes=43,no=44,missing=43,gain=1.57671535,cover=1973
- 43:[MidArea5<0.566005528] yes=87,no=88,missing=88,gain=0.275328875,cover=60
- 87:leaf=-0.000468637067,cover=0
- 88:leaf=-0.00830195379,cover=0
- 44:[MidArea5<0.646593809] yes=89,no=90,missing=90,gain=1.89587045,cover=1913
- 89:leaf=0.00648462866,cover=0
- 90:leaf=0.00125694461,cover=0
- 22:[Sulc0<-0.609302223] yes=45,no=46,missing=45,gain=3.55614185,cover=39048
- 45:[PialCurv5<-0.0737633556] yes=91,no=92,missing=92,gain=12.0650082,cover=8464
- 91:leaf=-0.000559093081,cover=0
- 92:leaf=-0.00524138752,cover=0
- 46:[Area5<0.625618935] yes=93,no=94,missing=93,gain=3.0150497,cover=30584
- 93:leaf=-0.00160283339,cover=0
- 94:leaf=-0.000159615534,cover=0
- 2:[Ecc<4.20590305] yes=5,no=6,missing=5,gain=1.86930132,cover=2421870
- 5:[Area5<0.786000133] yes=11,no=12,missing=12,gain=3.06078076,cover=29390
- 11:[PialArea5<0.998395085] yes=23,no=24,missing=23,gain=1.84532797,cover=26761
- 23:[LGI5<3.25380015] yes=47,no=48,missing=47,gain=1.98420238,cover=18060
- 47:[Pol<90.361351] yes=95,no=96,missing=95,gain=1.79105508,cover=17934
- 95:leaf=-0.00120499067,cover=0
- 96:leaf=-0.000139930504,cover=0
- 48:[Pol<151.353775] yes=97,no=98,missing=98,gain=0.871002913,cover=126
- 97:leaf=-0.00358626479,cover=0
- 98:leaf=-0.0122713549,cover=0
- 24:[Ecc<0.221054599] yes=49,no=50,missing=49,gain=1.90800285,cover=8701
- 49:[LGI5<2.81919122] yes=99,no=100,missing=99,gain=0.0853836536,cover=18
- 99:leaf=0.0219236221,cover=0
- 100:leaf=0.0118447533,cover=0
- 50:[Pol<25.2957573] yes=101,no=102,missing=101,gain=1.40094376,cover=8683
- 101:leaf=-0.000578178326,cover=0
- 102:leaf=0.000768598577,cover=0
- 12:[Curv5<-0.204921171] yes=25,no=26,missing=26,gain=2.79935741,cover=2629
- 25:[Ecc<2.42687178] yes=51,no=52,missing=52,gain=0.597082257,cover=526
- 51:[Pol<7.58674097] yes=103,no=104,missing=103,gain=0.0515315533,cover=16
- 103:leaf=-0.000284433365,cover=0
- 104:leaf=0.011138076,cover=0
- 52:[Pol<4.30929279] yes=105,no=106,missing=106,gain=0.674130738,cover=510
- 105:leaf=0.0055159945,cover=0
- 106:leaf=0.000201532079,cover=0
- 26:[MidArea5<0.742612839] yes=53,no=54,missing=54,gain=1.60736847,cover=2103
- 53:[Pol<111.326981] yes=107,no=108,missing=107,gain=0.814112067,cover=150
- 107:leaf=-0.00100902235,cover=0
- 108:leaf=0.00641061133,cover=0
- 54:[Sulc0<-0.678985238] yes=109,no=110,missing=110,gain=1.94907951,cover=1953
- 109:leaf=-0.00145305612,cover=0
- 110:leaf=-0.00463544531,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=13,gain=1.55821538,cover=2392480
- 13:[Sulc0<0.0608992092] yes=27,no=28,missing=28,gain=5.33611727,cover=254074
- 27:[Curv5<0.0278947372] yes=55,no=56,missing=55,gain=8.00739479,cover=207577
- 55:[LGI5<3.08610082] yes=111,no=112,missing=111,gain=3.61800289,cover=193330
- 111:leaf=0.000241222937,cover=0
- 112:leaf=-0.000315912504,cover=0
- 56:[PialCurv5<0.157381535] yes=113,no=114,missing=113,gain=4.76042652,cover=14247
- 113:leaf=0.00186295644,cover=0
- 114:leaf=-0.000315731915,cover=0
- 28:[PialCurv5<0.0193316489] yes=57,no=58,missing=57,gain=9.42308235,cover=46497
- 57:[Area5<0.716575325] yes=115,no=116,missing=115,gain=7.73801231,cover=6715
- 115:leaf=-0.00334149087,cover=0
- 116:leaf=0.000222190894,cover=0
- 58:[Area5<0.620557249] yes=117,no=118,missing=117,gain=3.33058429,cover=39782
- 117:leaf=-0.00153246173,cover=0
- 118:leaf=6.62302991e-05,cover=0
- 14:[Sulc0<0.676033437] yes=29,no=30,missing=29,gain=1.01282501,cover=2138406
- 29:[PialCurv5<0.303062648] yes=59,no=60,missing=59,gain=2.40590763,cover=1787650
- 59:[Curv5<0.0736173838] yes=119,no=120,missing=119,gain=2.60277414,cover=1752922
- 119:leaf=-1.471632e-05,cover=0
- 120:leaf=-0.000185275596,cover=0
- 60:[Pol<78.8803177] yes=121,no=122,missing=122,gain=1.48579001,cover=34728
- 121:leaf=0.00142145285,cover=0
- 122:leaf=0.000277235929,cover=0
- 30:[Pol<141.081833] yes=61,no=62,missing=62,gain=2.01601171,cover=350756
- 61:[PialCurv5<0.147539601] yes=123,no=124,missing=123,gain=2.02291822,cover=349367
- 123:leaf=0.00033611097,cover=0
- 124:leaf=1.42693407e-05,cover=0
- 62:[Ecc<26.874506] yes=125,no=126,missing=125,gain=1.7149955,cover=1389
- 125:leaf=-0.00547567755,cover=0
- 126:leaf=-0.000990249799,cover=0
-booster[1163]:
-0:[Curv5<-0.350989401] yes=1,no=2,missing=1,gain=0.111979671,cover=5124388
- 1:[PialCurv5<-0.148241684] yes=3,no=4,missing=3,gain=0.906523585,cover=40033
- 3:[Pol<53.6550331] yes=7,no=8,missing=8,gain=0.850516558,cover=32434
- 7:[LGI5<2.85840034] yes=15,no=16,missing=15,gain=1.43028188,cover=16187
- 15:[Ecc<4.27275372] yes=31,no=32,missing=32,gain=2.35552835,cover=7536
- 31:[Sulc0<-0.237935558] yes=63,no=64,missing=64,gain=4.00740385,cover=3453
- 63:leaf=0.000197376779,cover=0
- 64:leaf=0.014746015,cover=0
- 32:[PialArea5<0.790770054] yes=65,no=66,missing=65,gain=2.13294506,cover=4083
- 65:leaf=-0.00233782479,cover=0
- 66:leaf=-1.91613199e-05,cover=0
- 16:[LGI5<2.92358446] yes=33,no=34,missing=34,gain=5.36180592,cover=8651
- 33:[PialCurv5<-0.190801308] yes=67,no=68,missing=68,gain=1.42407322,cover=1103
- 67:leaf=0.00502385339,cover=0
- 68:leaf=0.00130865723,cover=0
- 34:[Ecc<5.08081961] yes=69,no=70,missing=70,gain=2.94960117,cover=7548
- 69:leaf=0.00591113977,cover=0
- 70:leaf=-0.000258014654,cover=0
- 8:[Pol<131.443253] yes=17,no=18,missing=17,gain=2.34861517,cover=16247
- 17:[Ecc<6.70300007] yes=35,no=36,missing=36,gain=3.18898296,cover=6158
- 35:[Pol<84.7687759] yes=71,no=72,missing=71,gain=1.82322741,cover=2672
- 71:leaf=-0.00107409374,cover=0
- 72:leaf=0.00163202418,cover=0
- 36:[Ecc<7.7481575] yes=73,no=74,missing=73,gain=6.20178318,cover=3486
- 73:leaf=0.00665423507,cover=0
- 74:leaf=0.0012162393,cover=0
- 18:[LGI5<2.25958419] yes=37,no=38,missing=37,gain=0.97837466,cover=10089
- 37:[Ecc<4.67068386] yes=75,no=76,missing=75,gain=0.696664453,cover=337
- 75:leaf=0.00466880156,cover=0
- 76:leaf=0.000102163387,cover=0
- 38:[Ecc<15.3430929] yes=77,no=78,missing=77,gain=1.17046905,cover=9752
- 77:leaf=-0.00054855796,cover=0
- 78:leaf=0.000572571531,cover=0
- 4:[Area5<0.72867924] yes=9,no=10,missing=9,gain=0.977749705,cover=7599
- 9:[PialArea5<0.940168262] yes=19,no=20,missing=19,gain=0.809534311,cover=7375
- 19:[Pol<149.795395] yes=39,no=40,missing=40,gain=0.850740373,cover=6357
- 39:[Ecc<8.6295805] yes=79,no=80,missing=79,gain=1.27191305,cover=5269
- 79:leaf=0.000308373186,cover=0
- 80:leaf=-0.00126185571,cover=0
- 40:[LGI5<3.67381835] yes=81,no=82,missing=81,gain=0.836666644,cover=1088
- 81:leaf=0.00142788305,cover=0
- 82:leaf=-0.0063262023,cover=0
- 20:[Pol<6.72755051] yes=41,no=42,missing=41,gain=0.873485684,cover=1018
- 41:[Sulc0<-0.93782407] yes=83,no=84,missing=83,gain=0.530883074,cover=78
- 83:leaf=-0.00346306036,cover=0
- 84:leaf=0.00583471451,cover=0
- 42:[Ecc<3.35458159] yes=85,no=86,missing=86,gain=0.597629428,cover=940
- 85:leaf=-0.00421303231,cover=0
- 86:leaf=-0.00130669435,cover=0
- 10:[MidArea5<1.1557827] yes=21,no=22,missing=21,gain=0.772813797,cover=224
- 21:[Ecc<35.8605728] yes=43,no=44,missing=43,gain=0.58633256,cover=213
- 43:[Sulc0<-0.620624542] yes=87,no=88,missing=88,gain=0.59267354,cover=201
- 87:leaf=-0.0022181503,cover=0
- 88:leaf=-0.00766633917,cover=0
- 44:[Sulc0<-0.27863887] yes=89,no=90,missing=89,gain=0.0514317304,cover=12
- 89:leaf=-0.0027326406,cover=0
- 90:leaf=0.0070036198,cover=0
- 22:[Pol<8.56911278] yes=45,no=46,missing=45,gain=0.193718135,cover=11
- 45:leaf=0.0163422227,cover=0
- 46:[Ecc<5.21075869] yes=91,no=92,missing=91,gain=0.000887801871,cover=7
- 91:leaf=0.00332479901,cover=0
- 92:leaf=0.00111600163,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=5,gain=0.167629898,cover=5084355
- 5:[Ecc<4.60336304] yes=11,no=12,missing=11,gain=0.916773796,cover=7565
- 11:[PialArea5<0.524996102] yes=23,no=24,missing=24,gain=1.28430116,cover=1368
- 23:[LGI5<2.40037155] yes=47,no=48,missing=47,gain=1.15623009,cover=63
- 47:[MidArea5<0.49446398] yes=93,no=94,missing=93,gain=0.0467460081,cover=24
- 93:leaf=0.00426830119,cover=0
- 94:leaf=-0.000691020512,cover=0
- 48:[Pol<80.8913651] yes=95,no=96,missing=95,gain=0.230728388,cover=39
- 95:leaf=0.000534628052,cover=0
- 96:leaf=-0.0119937593,cover=0
- 24:[Pol<44.6807365] yes=49,no=50,missing=50,gain=1.31326509,cover=1305
- 49:[LGI5<2.4272728] yes=97,no=98,missing=98,gain=1.1240766,cover=695
- 97:leaf=0.00383325224,cover=0
- 98:leaf=-0.000871028868,cover=0
- 50:[Pol<57.8577347] yes=99,no=100,missing=99,gain=1.52670789,cover=610
- 99:leaf=0.00839071814,cover=0
- 100:leaf=0.00216811826,cover=0
- 12:[Area5<0.380439579] yes=25,no=26,missing=26,gain=1.70518184,cover=6197
- 25:[Curv5<-0.331971258] yes=51,no=52,missing=51,gain=0.610752583,cover=60
- 51:[Ecc<6.70300007] yes=101,no=102,missing=101,gain=0.0885704756,cover=15
- 101:leaf=-0.00303385989,cover=0
- 102:leaf=0.00419908622,cover=0
- 52:[Pol<42.7478409] yes=103,no=104,missing=103,gain=0.0289132595,cover=45
- 103:leaf=-0.00704291603,cover=0
- 104:leaf=-0.0120205106,cover=0
- 26:[LGI5<2.44958925] yes=53,no=54,missing=53,gain=1.10313356,cover=6137
- 53:[Pol<93.9093552] yes=105,no=106,missing=106,gain=1.19863951,cover=347
- 105:leaf=-0.00677270535,cover=0
- 106:leaf=-0.00057120563,cover=0
- 54:[Area5<0.715747833] yes=107,no=108,missing=108,gain=1.09020495,cover=5790
- 107:leaf=0.000669704867,cover=0
- 108:leaf=-0.000830111967,cover=0
- 6:[PialCurv5<-0.167439327] yes=13,no=14,missing=13,gain=0.282653153,cover=5076790
- 13:[Pol<62.799984] yes=27,no=28,missing=27,gain=1.82820606,cover=85793
- 27:[Area5<0.559839368] yes=55,no=56,missing=55,gain=1.85070729,cover=40897
- 55:[PialArea5<0.821553528] yes=109,no=110,missing=109,gain=1.20739508,cover=9549
- 109:leaf=0.000378012657,cover=0
- 110:leaf=0.00158734235,cover=0
- 56:[PialArea5<1.48916721] yes=111,no=112,missing=111,gain=1.61572576,cover=31348
- 111:leaf=1.82226529e-06,cover=0
- 112:leaf=-0.00355286594,cover=0
- 28:[Pol<97.3566132] yes=57,no=58,missing=57,gain=4.30944824,cover=44896
- 57:[Ecc<19.7764034] yes=113,no=114,missing=113,gain=2.25061941,cover=4451
- 113:leaf=-0.00163431058,cover=0
- 114:leaf=-0.0100480318,cover=0
- 58:[MidArea5<1.1557827] yes=115,no=116,missing=116,gain=3.30159473,cover=40445
- 115:leaf=-0.000164317738,cover=0
- 116:leaf=0.0129567673,cover=0
- 14:[Curv5<-0.272521824] yes=29,no=30,missing=29,gain=0.375136375,cover=4990997
- 29:[MidArea5<0.545424342] yes=59,no=60,missing=60,gain=1.03868794,cover=158122
- 59:[PialCurv5<-0.148241684] yes=117,no=118,missing=117,gain=1.24060202,cover=4548
- 117:leaf=0.00189996359,cover=0
- 118:leaf=0.000188989172,cover=0
- 60:[PialCurv5<-0.0923183635] yes=119,no=120,missing=119,gain=1.37823653,cover=153574
- 119:leaf=7.39145908e-05,cover=0
- 120:leaf=-0.00108780013,cover=0
- 30:[PialCurv5<-0.138158455] yes=61,no=62,missing=61,gain=0.26795885,cover=4832875
- 61:[Curv5<-0.212755695] yes=121,no=122,missing=121,gain=7.03715229,cover=231519
- 121:leaf=-0.000181855794,cover=0
- 122:leaf=0.000541881367,cover=0
- 62:[Curv5<-0.22713457] yes=123,no=124,missing=123,gain=1.72156262,cover=4601356
- 123:leaf=0.000130355475,cover=0
- 124:leaf=-6.51087475e-06,cover=0
-booster[1164]:
-0:[Curv5<-0.0226651002] yes=1,no=2,missing=1,gain=0.111119293,cover=5124388
- 1:[PialCurv5<0.157381535] yes=3,no=4,missing=3,gain=1.40968645,cover=2925481
- 3:[Sulc0<0.474820405] yes=7,no=8,missing=8,gain=0.937043846,cover=2924902
- 7:[PialCurv5<0.00860458333] yes=15,no=16,missing=15,gain=0.91360718,cover=2913384
- 15:[Sulc0<0.0931760818] yes=31,no=32,missing=31,gain=2.09888887,cover=2806965
- 31:[Area5<0.626857519] yes=57,no=58,missing=57,gain=0.923970282,cover=2700367
- 57:leaf=3.44339533e-05,cover=0
- 58:leaf=-2.5461306e-05,cover=0
- 32:[Ecc<12.5441074] yes=59,no=60,missing=59,gain=7.28924847,cover=106598
- 59:leaf=-0.000914054457,cover=0
- 60:leaf=2.10809321e-05,cover=0
- 16:[MidArea5<0.730430186] yes=33,no=34,missing=33,gain=9.67125893,cover=106419
- 33:[Pol<107.66053] yes=61,no=62,missing=61,gain=7.93988419,cover=55322
- 61:leaf=0.000340565661,cover=0
- 62:leaf=-0.000863047782,cover=0
- 34:[PialArea5<1.0376358] yes=63,no=64,missing=63,gain=4.12654018,cover=51097
- 63:leaf=0.000799831876,cover=0
- 64:leaf=-0.000587675662,cover=0
- 8:[Ecc<25.5461979] yes=17,no=18,missing=17,gain=3.54897118,cover=11518
- 17:[LGI5<2.80803919] yes=35,no=36,missing=36,gain=2.86085081,cover=4160
- 35:[Ecc<8.70817566] yes=65,no=66,missing=66,gain=1.38587451,cover=767
- 65:leaf=0.00331295957,cover=0
- 66:leaf=-0.000934615557,cover=0
- 36:[Area5<0.714924753] yes=67,no=68,missing=67,gain=2.22525454,cover=3393
- 67:leaf=-0.00273695542,cover=0
- 68:leaf=0.00109846168,cover=0
- 18:[LGI5<2.99035311] yes=37,no=38,missing=37,gain=3.23105288,cover=7358
- 37:[PialArea5<0.974509239] yes=69,no=70,missing=69,gain=1.833143,cover=670
- 69:leaf=0.0041891546,cover=0
- 70:leaf=-0.00649587158,cover=0
- 38:[Ecc<35.8605728] yes=71,no=72,missing=71,gain=3.42531204,cover=6688
- 71:leaf=0.00237414311,cover=0
- 72:leaf=-0.000640206563,cover=0
- 4:[LGI5<2.31684756] yes=9,no=10,missing=10,gain=2.16812181,cover=579
- 9:[MidArea5<0.762632251] yes=19,no=20,missing=19,gain=0.758775949,cover=28
- 19:[LGI5<2.27925944] yes=39,no=40,missing=40,gain=0.367875993,cover=19
- 39:[LGI5<2.22170687] yes=73,no=74,missing=73,gain=0.308405519,cover=16
- 73:leaf=0.00356580992,cover=0
- 74:leaf=0.0178873539,cover=0
- 40:[Ecc<1.85215485] yes=75,no=76,missing=76,gain=0.0325434841,cover=3
- 75:leaf=0.0012896657,cover=0
- 76:leaf=-0.00804674905,cover=0
- 20:leaf=0.0271995254,cover=0
- 10:[Curv5<-0.158538193] yes=21,no=22,missing=21,gain=1.15249205,cover=551
- 21:[MidArea5<0.722913623] yes=41,no=42,missing=42,gain=0.44709444,cover=148
- 41:[Ecc<6.03867722] yes=77,no=78,missing=77,gain=0.222373635,cover=114
- 77:leaf=-0.00724891713,cover=0
- 78:leaf=0.000224889358,cover=0
- 42:[Ecc<33.2971039] yes=79,no=80,missing=79,gain=0.283391237,cover=34
- 79:leaf=-0.0090111848,cover=0
- 80:leaf=0.00256371335,cover=0
- 22:[LGI5<3.31338549] yes=43,no=44,missing=43,gain=2.16300344,cover=403
- 43:[MidArea5<0.667703152] yes=81,no=82,missing=82,gain=1.37945819,cover=351
- 81:leaf=0.00409317017,cover=0
- 82:leaf=-0.0023897572,cover=0
- 44:[Area5<0.695856333] yes=83,no=84,missing=83,gain=0.921875238,cover=52
- 83:leaf=0.00386267388,cover=0
- 84:leaf=0.0177061334,cover=0
- 2:[Sulc0<-0.8873595] yes=5,no=6,missing=5,gain=1.36276221,cover=2198907
- 5:[LGI5<3.13786864] yes=11,no=12,missing=11,gain=2.17542887,cover=286
- 11:[Ecc<0.513775289] yes=23,no=24,missing=24,gain=1.72215438,cover=274
- 23:[Area5<0.654657125] yes=45,no=46,missing=45,gain=1.40568674,cover=83
- 45:[LGI5<2.26652193] yes=85,no=86,missing=85,gain=0.473015457,cover=42
- 85:leaf=-0.0127184531,cover=0
- 86:leaf=-0.0012504576,cover=0
- 46:[Pol<30.3635597] yes=87,no=88,missing=87,gain=1.46237385,cover=41
- 87:leaf=-0.0260344055,cover=0
- 88:leaf=0.0104774283,cover=0
- 24:[Ecc<1.79549146] yes=47,no=48,missing=47,gain=1.61296964,cover=191
- 47:[MidArea5<0.680376351] yes=89,no=90,missing=90,gain=1.88460636,cover=87
- 89:leaf=-0.00172478321,cover=0
- 90:leaf=-0.0172237512,cover=0
- 48:[PialCurv5<-0.0363363102] yes=91,no=92,missing=91,gain=1.07056642,cover=104
- 91:leaf=-0.0107102664,cover=0
- 92:leaf=0.000459889852,cover=0
- 12:[Curv5<-0.0203319378] yes=25,no=26,missing=25,gain=0.125499606,cover=12
- 25:leaf=-0.000218543413,cover=0
- 26:leaf=0.0180019513,cover=0
- 6:[PialCurv5<0.00652291393] yes=13,no=14,missing=13,gain=1.29147959,cover=2198621
- 13:[Pol<176.970428] yes=27,no=28,missing=27,gain=6.83679295,cover=160230
- 27:[PialArea5<0.715215623] yes=49,no=50,missing=49,gain=6.83721924,cover=155119
- 49:[Ecc<1.85215485] yes=93,no=94,missing=93,gain=3.17695236,cover=67098
- 93:leaf=0.00052230549,cover=0
- 94:leaf=-0.000344963686,cover=0
- 50:[Area5<0.737164855] yes=95,no=96,missing=95,gain=4.79441738,cover=88021
- 95:leaf=0.00078552909,cover=0
- 96:leaf=2.64581558e-05,cover=0
- 28:[Ecc<14.0810061] yes=51,no=52,missing=51,gain=1.67914009,cover=5111
- 51:[Sulc0<-0.370474488] yes=97,no=98,missing=97,gain=2.05680704,cover=4378
- 97:leaf=-0.000135442664,cover=0
- 98:leaf=-0.00230621966,cover=0
- 52:[LGI5<3.44046211] yes=99,no=100,missing=99,gain=2.70121956,cover=733
- 99:leaf=-0.00540481042,cover=0
- 100:leaf=0.00210585445,cover=0
- 14:[PialArea5<0.816499233] yes=29,no=30,missing=29,gain=1.74823439,cover=2038391
- 29:[PialCurv5<0.054317683] yes=53,no=54,missing=53,gain=1.99637151,cover=1870109
- 53:[Pol<119.248337] yes=101,no=102,missing=101,gain=3.10115433,cover=226072
- 101:leaf=2.1016238e-05,cover=0
- 102:leaf=0.000414418842,cover=0
- 54:[PialArea5<0.636387587] yes=103,no=104,missing=103,gain=1.67517269,cover=1644037
- 103:leaf=1.85400459e-05,cover=0
- 104:leaf=-0.000106547879,cover=0
- 30:[Ecc<15.3430929] yes=55,no=56,missing=55,gain=4.49799633,cover=168282
- 55:[MidArea5<0.750180483] yes=105,no=106,missing=105,gain=4.22326946,cover=101428
- 105:leaf=0.0019353088,cover=0
- 106:leaf=-1.61512435e-06,cover=0
- 56:[Sulc0<-0.395407349] yes=107,no=108,missing=107,gain=5.37008619,cover=66854
- 107:leaf=0.00472993311,cover=0
- 108:leaf=-0.000513137144,cover=0
-booster[1165]:
-0:[MidArea5<1.04683805] yes=1,no=2,missing=2,gain=0.115356028,cover=5124388
- 1:[MidArea5<1.02408183] yes=3,no=4,missing=3,gain=0.411501884,cover=4983994
- 3:[PialArea5<1.31770575] yes=7,no=8,missing=8,gain=0.223221034,cover=4943960
- 7:[MidArea5<0.975851595] yes=15,no=16,missing=15,gain=0.502386808,cover=4926372
- 15:[Pol<31.3444195] yes=31,no=32,missing=32,gain=0.19907935,cover=4818557
- 31:[Ecc<14.694541] yes=63,no=64,missing=63,gain=1.94369614,cover=550588
- 63:leaf=0.000105995176,cover=0
- 64:leaf=-8.45509567e-05,cover=0
- 32:[Sulc0<-1.24864507] yes=65,no=66,missing=65,gain=0.519368112,cover=4267969
- 65:leaf=-0.000438088056,cover=0
- 66:leaf=-4.6639866e-06,cover=0
- 16:[Pol<168.718765] yes=33,no=34,missing=33,gain=0.856502771,cover=107815
- 33:[Pol<38.1036148] yes=67,no=68,missing=67,gain=0.789760351,cover=96240
- 67:leaf=-7.76179434e-07,cover=0
- 68:leaf=0.000286904804,cover=0
- 34:[Ecc<5.97554874] yes=69,no=70,missing=69,gain=2.51874352,cover=11575
- 69:leaf=0.00173783302,cover=0
- 70:leaf=-0.000565956987,cover=0
- 8:[PialCurv5<-0.0715543851] yes=17,no=18,missing=17,gain=2.25112772,cover=17588
- 17:[Curv5<-0.0943295062] yes=35,no=36,missing=35,gain=1.5487653,cover=16426
- 35:[Ecc<0.836319208] yes=71,no=72,missing=71,gain=1.42507136,cover=16299
- 71:leaf=0.0013402059,cover=0
- 72:leaf=-0.000149249376,cover=0
- 36:[Ecc<3.60812569] yes=73,no=74,missing=73,gain=2.12356567,cover=127
- 73:leaf=0.000725569669,cover=0
- 74:leaf=-0.0121507356,cover=0
- 18:[Ecc<1.68457866] yes=37,no=38,missing=37,gain=2.57648897,cover=1162
- 37:[Sulc0<-0.976720333] yes=75,no=76,missing=75,gain=1.04885364,cover=303
- 75:leaf=0.0062579005,cover=0
- 76:leaf=-0.000216992092,cover=0
- 38:[Curv5<-0.39144522] yes=77,no=78,missing=77,gain=0.854448795,cover=859
- 77:leaf=0.0108803175,cover=0
- 78:leaf=-0.00386777753,cover=0
- 4:[PialCurv5<-0.0607835948] yes=9,no=10,missing=9,gain=0.737913847,cover=40034
- 9:[Sulc0<-0.305269122] yes=19,no=20,missing=19,gain=1.30236292,cover=33831
- 19:[Curv5<-0.0837168768] yes=39,no=40,missing=40,gain=0.938305259,cover=31451
- 39:[LGI5<2.44006681] yes=79,no=80,missing=79,gain=0.71249485,cover=31038
- 79:leaf=-0.000689492037,cover=0
- 80:leaf=-8.19997222e-05,cover=0
- 40:[Pol<152.092255] yes=81,no=82,missing=82,gain=1.36546934,cover=413
- 81:leaf=0.000596101861,cover=0
- 82:leaf=0.00735379616,cover=0
- 20:[Area5<0.699748635] yes=41,no=42,missing=42,gain=1.09473872,cover=2380
- 41:[Curv5<-0.275784403] yes=83,no=84,missing=84,gain=0.764452636,cover=41
- 83:leaf=-0.00881735515,cover=0
- 84:leaf=0.00944239739,cover=0
- 42:[Curv5<-0.138079464] yes=85,no=86,missing=85,gain=0.695582151,cover=2339
- 85:leaf=-0.000668726803,cover=0
- 86:leaf=-0.00239370647,cover=0
- 10:[Sulc0<-0.726142108] yes=21,no=22,missing=22,gain=1.19818652,cover=6203
- 21:[PialCurv5<-0.0245349593] yes=43,no=44,missing=44,gain=0.996997416,cover=609
- 43:[Curv5<-0.0461937301] yes=87,no=88,missing=87,gain=2.0200572,cover=540
- 87:leaf=-0.00162975979,cover=0
- 88:leaf=0.0145639796,cover=0
- 44:[PialCurv5<0.0044251224] yes=89,no=90,missing=89,gain=0.698554754,cover=69
- 89:leaf=-0.0107610533,cover=0
- 90:leaf=-1.59973683e-06,cover=0
- 22:[Curv5<-0.117843308] yes=45,no=46,missing=46,gain=1.56970572,cover=5594
- 45:[Pol<131.443253] yes=91,no=92,missing=91,gain=0.929885387,cover=519
- 91:leaf=0.00462120911,cover=0
- 92:leaf=7.04807608e-05,cover=0
- 46:[PialArea5<1.20515823] yes=93,no=94,missing=93,gain=0.791306615,cover=5075
- 93:leaf=-0.000553202059,cover=0
- 94:leaf=0.000757430797,cover=0
- 2:[Curv5<-0.0730527416] yes=5,no=6,missing=6,gain=1.243029,cover=140394
- 5:[Sulc0<0.32645905] yes=11,no=12,missing=12,gain=0.87315917,cover=130231
- 11:[PialArea5<1.28208315] yes=23,no=24,missing=24,gain=0.815187693,cover=130185
- 23:[PialCurv5<-0.00569582684] yes=47,no=48,missing=47,gain=1.1718986,cover=12858
- 47:[Ecc<1.46579576] yes=95,no=96,missing=95,gain=0.623410165,cover=12812
- 95:leaf=0.00165980239,cover=0
- 96:leaf=-0.000404090999,cover=0
- 48:[Ecc<4.60336304] yes=97,no=98,missing=97,gain=0.558442593,cover=46
- 97:leaf=0.00267992797,cover=0
- 98:leaf=-0.0109132789,cover=0
- 24:[Pol<19.2006226] yes=49,no=50,missing=49,gain=0.69119674,cover=117327
- 49:[LGI5<2.71502113] yes=99,no=100,missing=99,gain=2.5073719,cover=29454
- 99:leaf=-0.000618947612,cover=0
- 100:leaf=0.000303727371,cover=0
- 50:[Area5<0.586059749] yes=101,no=102,missing=102,gain=1.13608122,cover=87873
- 101:leaf=0.00303221471,cover=0
- 102:leaf=0.000106189451,cover=0
- 12:[PialCurv5<-0.103163145] yes=25,no=26,missing=26,gain=0.396843016,cover=46
- 25:[Ecc<41.2560654] yes=51,no=52,missing=51,gain=0.0987464413,cover=6
- 51:leaf=-0.00342351617,cover=0
- 52:leaf=0.00847034063,cover=0
- 26:[Ecc<17.7876587] yes=53,no=54,missing=54,gain=0.351400733,cover=40
- 53:[Ecc<14.0810061] yes=103,no=104,missing=103,gain=0.0195037499,cover=3
- 103:leaf=0.00829391088,cover=0
- 104:leaf=0.00011435747,cover=0
- 54:[PialCurv5<-0.0758950338] yes=105,no=106,missing=105,gain=0.165249705,cover=37
- 105:leaf=-0.0162710976,cover=0
- 106:leaf=-0.00769509748,cover=0
- 6:[Ecc<20.0856266] yes=13,no=14,missing=13,gain=2.7658329,cover=10163
- 13:[Area5<0.987501919] yes=27,no=28,missing=27,gain=3.25937033,cover=7843
- 27:[Pol<172.045227] yes=55,no=56,missing=55,gain=4.14152861,cover=4130
- 55:[LGI5<2.89127874] yes=107,no=108,missing=107,gain=3.2938118,cover=3807
- 107:leaf=0.00338949263,cover=0
- 108:leaf=0.000143107711,cover=0
- 56:[LGI5<3.37729335] yes=109,no=110,missing=109,gain=2.10923481,cover=323
- 109:leaf=-0.00387579924,cover=0
- 110:leaf=0.032698486,cover=0
- 28:[LGI5<2.64649582] yes=57,no=58,missing=57,gain=1.31105661,cover=3713
- 57:[Sulc0<-0.815117955] yes=111,no=112,missing=112,gain=1.36536729,cover=3067
- 111:leaf=-0.00632743863,cover=0
- 112:leaf=0.000547806965,cover=0
- 58:[Ecc<8.11897564] yes=113,no=114,missing=114,gain=7.3295517,cover=646
- 113:leaf=-0.00865121838,cover=0
- 114:leaf=0.0022203743,cover=0
- 14:[LGI5<2.96780801] yes=29,no=30,missing=29,gain=1.61117268,cover=2320
- 29:[Pol<22.2436924] yes=59,no=60,missing=59,gain=3.14513898,cover=333
- 59:[PialArea5<1.29873812] yes=115,no=116,missing=116,gain=1.83516812,cover=54
- 115:leaf=-0.000635165488,cover=0
- 116:leaf=0.0179896541,cover=0
- 60:[Area5<0.854415178] yes=117,no=118,missing=117,gain=0.380724907,cover=279
- 117:leaf=-0.000385120045,cover=0
- 118:leaf=-0.00686673541,cover=0
- 30:[Pol<166.64444] yes=61,no=62,missing=61,gain=1.97302413,cover=1987
- 61:[LGI5<3.00812316] yes=119,no=120,missing=120,gain=1.99448943,cover=1954
- 119:leaf=0.00532939285,cover=0
- 120:leaf=-0.00103543862,cover=0
- 62:[LGI5<3.33878016] yes=121,no=122,missing=121,gain=0.78529191,cover=33
- 121:leaf=0.0175266806,cover=0
- 122:leaf=0.00174293725,cover=0
-booster[1166]:
-0:[Curv5<-0.0226651002] yes=1,no=2,missing=1,gain=0.106122583,cover=5124388
- 1:[PialCurv5<0.157381535] yes=3,no=4,missing=3,gain=1.27774084,cover=2925481
- 3:[Sulc0<0.779008448] yes=7,no=8,missing=7,gain=0.843474388,cover=2924902
- 7:[Sulc0<0.474820405] yes=15,no=16,missing=16,gain=1.42918181,cover=2924133
- 15:[PialCurv5<0.00860458333] yes=31,no=32,missing=31,gain=0.824285626,cover=2913384
- 31:[Sulc0<0.0931760818] yes=59,no=60,missing=60,gain=1.87855124,cover=2806965
- 59:leaf=-2.06332061e-06,cover=0
- 60:leaf=-0.000216062515,cover=0
- 32:[Ecc<16.2597466] yes=61,no=62,missing=61,gain=9.42562962,cover=106419
- 61:leaf=-8.28595876e-05,cover=0
- 62:leaf=0.00116416148,cover=0
- 16:[Ecc<25.5461979] yes=33,no=34,missing=33,gain=2.31777096,cover=10749
- 33:[Ecc<8.70817566] yes=63,no=64,missing=64,gain=2.58271933,cover=4009
- 63:leaf=0.00162602367,cover=0
- 64:leaf=-0.00204363232,cover=0
- 34:[LGI5<2.99035311] yes=65,no=66,missing=65,gain=2.73598933,cover=6740
- 65:leaf=0.00315442006,cover=0
- 66:leaf=-0.000336257624,cover=0
- 8:[Ecc<30.4150848] yes=17,no=18,missing=18,gain=1.77871251,cover=769
- 17:[LGI5<3.23945832] yes=35,no=36,missing=35,gain=1.19645715,cover=239
- 35:[MidArea5<0.468026847] yes=67,no=68,missing=67,gain=1.3362577,cover=160
- 67:leaf=0.0124960495,cover=0
- 68:leaf=-0.00560640171,cover=0
- 36:[Ecc<14.484726] yes=69,no=70,missing=69,gain=0.485978812,cover=79
- 69:leaf=-0.0107021714,cover=0
- 70:leaf=0.0041429773,cover=0
- 18:[LGI5<3.62495422] yes=37,no=38,missing=37,gain=1.90538645,cover=530
- 37:[PialArea5<0.861938] yes=71,no=72,missing=71,gain=1.10551476,cover=447
- 71:leaf=0.00498848781,cover=0
- 72:leaf=-0.0093394937,cover=0
- 38:[MidArea5<0.586498976] yes=73,no=74,missing=74,gain=0.979624629,cover=83
- 73:leaf=0.00521650026,cover=0
- 74:leaf=-0.00689846883,cover=0
- 4:[LGI5<2.31684756] yes=9,no=10,missing=9,gain=1.97750509,cover=579
- 9:[MidArea5<0.762632251] yes=19,no=20,missing=20,gain=0.693067312,cover=28
- 19:[Pol<58.6768646] yes=39,no=40,missing=39,gain=0.338675439,cover=19
- 39:[Sulc0<-0.457356662] yes=75,no=76,missing=75,gain=0.0546911173,cover=4
- 75:leaf=0.00209938292,cover=0
- 76:leaf=-0.00778020266,cover=0
- 40:[LGI5<2.22170687] yes=77,no=78,missing=77,gain=0.17801398,cover=15
- 77:leaf=0.00349514373,cover=0
- 78:leaf=0.0157583114,cover=0
- 20:leaf=0.0259757694,cover=0
- 10:[Curv5<-0.158538193] yes=21,no=22,missing=21,gain=1.04291379,cover=551
- 21:[MidArea5<0.722913623] yes=41,no=42,missing=42,gain=0.404103994,cover=148
- 41:[Ecc<6.03867722] yes=79,no=80,missing=79,gain=0.20259659,cover=114
- 79:leaf=-0.00691921217,cover=0
- 80:leaf=0.000214513027,cover=0
- 42:[Ecc<33.2971039] yes=81,no=82,missing=81,gain=0.257494032,cover=34
- 81:leaf=-0.00857429393,cover=0
- 82:leaf=0.00245746714,cover=0
- 22:[LGI5<3.31338549] yes=43,no=44,missing=43,gain=1.95990205,cover=403
- 43:[MidArea5<0.667703152] yes=83,no=84,missing=83,gain=1.24575496,cover=351
- 83:leaf=0.00388965616,cover=0
- 84:leaf=-0.00227108807,cover=0
- 44:[Area5<0.720017433] yes=85,no=86,missing=86,gain=0.857075453,cover=52
- 85:leaf=0.00569016859,cover=0
- 86:leaf=0.0187297128,cover=0
- 2:[Sulc0<-0.8873595] yes=5,no=6,missing=6,gain=1.2144978,cover=2198907
- 5:[LGI5<3.13786864] yes=11,no=12,missing=11,gain=1.97224772,cover=286
- 11:[Ecc<0.513775289] yes=23,no=24,missing=23,gain=1.53447545,cover=274
- 23:[Area5<0.654657125] yes=45,no=46,missing=45,gain=1.26817799,cover=83
- 45:[LGI5<2.26652193] yes=87,no=88,missing=87,gain=0.430612057,cover=42
- 87:leaf=-0.0121316547,cover=0
- 88:leaf=-0.0011898973,cover=0
- 46:[Pol<30.3635597] yes=89,no=90,missing=89,gain=1.35503805,cover=41
- 89:leaf=-0.0251701325,cover=0
- 90:leaf=0.00996688195,cover=0
- 24:[Ecc<1.79549146] yes=47,no=48,missing=47,gain=1.4640398,cover=191
- 47:[MidArea5<0.658196807] yes=91,no=92,missing=92,gain=1.70603466,cover=87
- 91:leaf=2.69496431e-05,cover=0
- 92:leaf=-0.0156037537,cover=0
- 48:[PialCurv5<-0.0363363102] yes=93,no=94,missing=93,gain=0.982981741,cover=104
- 93:leaf=-0.0101951463,cover=0
- 94:leaf=0.000507586345,cover=0
- 12:[Curv5<-0.0203319378] yes=25,no=26,missing=25,gain=0.114380717,cover=12
- 25:leaf=-0.000215730077,cover=0
- 26:[Area5<0.786000133] yes=49,no=50,missing=50,gain=0.00223636627,cover=11
- 49:leaf=0.0115714148,cover=0
- 50:leaf=0.0208440181,cover=0
- 6:[PialCurv5<0.00652291393] yes=13,no=14,missing=13,gain=1.16456926,cover=2198621
- 13:[PialArea5<0.851613045] yes=27,no=28,missing=27,gain=6.41811514,cover=160230
- 27:[LGI5<3.50441384] yes=51,no=52,missing=51,gain=5.94945288,cover=118867
- 51:[Sulc0<-0.244882882] yes=95,no=96,missing=96,gain=4.75123167,cover=111878
- 95:leaf=-0.000370789407,cover=0
- 96:leaf=0.000298547297,cover=0
- 52:[Pol<21.2328167] yes=97,no=98,missing=98,gain=4.93824673,cover=6989
- 97:leaf=-0.00588576077,cover=0
- 98:leaf=-0.0010637549,cover=0
- 28:[Curv5<0.000893599819] yes=53,no=54,missing=53,gain=4.71959162,cover=41363
- 53:[PialCurv5<-0.00569582684] yes=99,no=100,missing=99,gain=3.60217762,cover=31877
- 99:leaf=0.000821415335,cover=0
- 100:leaf=-0.000261617883,cover=0
- 54:[Area5<0.67915231] yes=101,no=102,missing=101,gain=5.20557976,cover=9486
- 101:leaf=-0.00200035889,cover=0
- 102:leaf=0.00202923431,cover=0
- 14:[PialArea5<0.816499233] yes=29,no=30,missing=29,gain=1.57601738,cover=2038391
- 29:[PialCurv5<0.054317683] yes=55,no=56,missing=55,gain=1.80184233,cover=1870109
- 55:[Sulc0<0.56283927] yes=103,no=104,missing=104,gain=2.96975613,cover=226072
- 103:leaf=0.000102974991,cover=0
- 104:leaf=0.000943319057,cover=0
- 56:[Area5<0.748478889] yes=105,no=106,missing=105,gain=1.61748493,cover=1644037
- 105:leaf=-3.204108e-05,cover=0
- 106:leaf=8.97609934e-05,cover=0
- 30:[Ecc<15.3430929] yes=57,no=58,missing=57,gain=4.03101778,cover=168282
- 57:[Pol<56.1920547] yes=107,no=108,missing=107,gain=3.9629581,cover=101428
- 107:leaf=0.0012376192,cover=0
- 108:leaf=-3.16515325e-05,cover=0
- 58:[Sulc0<-0.395407349] yes=109,no=110,missing=109,gain=4.84900093,cover=66854
- 109:leaf=0.00449608779,cover=0
- 110:leaf=-0.00048611188,cover=0
-booster[1167]:
-0:[MidArea5<1.04683805] yes=1,no=2,missing=1,gain=0.104307659,cover=5124388
- 1:[MidArea5<1.02408183] yes=3,no=4,missing=4,gain=0.371022016,cover=4983994
- 3:[PialArea5<1.31770575] yes=7,no=8,missing=8,gain=0.201181859,cover=4943960
- 7:[MidArea5<0.975851595] yes=15,no=16,missing=15,gain=0.453930527,cover=4926372
- 15:[PialArea5<1.17753279] yes=31,no=32,missing=32,gain=0.200475171,cover=4818557
- 31:[MidArea5<0.94823128] yes=63,no=64,missing=63,gain=0.513384879,cover=4726439
- 63:leaf=-1.99789952e-06,cover=0
- 64:leaf=0.000151609274,cover=0
- 32:[PialCurv5<-0.0472753309] yes=65,no=66,missing=66,gain=4.605196,cover=92118
- 65:leaf=-6.76716809e-06,cover=0
- 66:leaf=-0.0019148346,cover=0
- 16:[Pol<168.718765] yes=33,no=34,missing=33,gain=0.773231268,cover=107815
- 33:[Sulc0<0.218763664] yes=67,no=68,missing=68,gain=0.721633852,cover=96240
- 67:leaf=0.00013098192,cover=0
- 68:leaf=0.00121622882,cover=0
- 34:[Ecc<5.97554874] yes=69,no=70,missing=70,gain=2.27331161,cover=11575
- 69:leaf=0.00165100209,cover=0
- 70:leaf=-0.000537668529,cover=0
- 8:[PialCurv5<-0.0715543851] yes=17,no=18,missing=18,gain=2.03054953,cover=17588
- 17:[Curv5<-0.0943295062] yes=35,no=36,missing=35,gain=1.4001416,cover=16426
- 35:[Ecc<0.836319208] yes=71,no=72,missing=71,gain=1.28620017,cover=16299
- 71:leaf=0.00127334276,cover=0
- 72:leaf=-0.000141680124,cover=0
- 36:[Ecc<3.54469991] yes=73,no=74,missing=73,gain=1.92564118,cover=127
- 73:leaf=0.000884607725,cover=0
- 74:leaf=-0.0113680102,cover=0
- 18:[Ecc<1.68457866] yes=37,no=38,missing=38,gain=2.32632256,cover=1162
- 37:[Sulc0<-0.976720333] yes=75,no=76,missing=75,gain=0.947684646,cover=303
- 75:leaf=0.00594902923,cover=0
- 76:leaf=-0.000205675649,cover=0
- 38:[Sulc0<-0.395407349] yes=77,no=78,missing=78,gain=0.838027477,cover=859
- 77:leaf=-0.00289396266,cover=0
- 78:leaf=-0.00747611234,cover=0
- 4:[PialCurv5<-0.0607835948] yes=9,no=10,missing=9,gain=0.665254354,cover=40034
- 9:[Sulc0<-0.305269122] yes=19,no=20,missing=20,gain=1.17495024,cover=33831
- 19:[Curv5<-0.0837168768] yes=39,no=40,missing=39,gain=0.846875668,cover=31451
- 39:[LGI5<2.44006681] yes=79,no=80,missing=79,gain=0.643034875,cover=31038
- 79:leaf=-0.000654916163,cover=0
- 80:leaf=-7.77948007e-05,cover=0
- 40:[PialCurv5<-0.0914456472] yes=81,no=82,missing=81,gain=1.33406925,cover=413
- 81:leaf=-0.00432560733,cover=0
- 82:leaf=0.00333824125,cover=0
- 20:[Area5<0.699748635] yes=41,no=42,missing=42,gain=0.988141298,cover=2380
- 41:[Curv5<-0.275784403] yes=83,no=84,missing=83,gain=0.696117699,cover=41
- 83:leaf=-0.00843937229,cover=0
- 84:leaf=0.00898349937,cover=0
- 42:[Curv5<-0.138079464] yes=85,no=86,missing=86,gain=0.628178,cover=2339
- 85:leaf=-0.000634715834,cover=0
- 86:leaf=-0.00227398681,cover=0
- 10:[Area5<0.742118597] yes=21,no=22,missing=21,gain=1.19209218,cover=6203
- 21:[PialCurv5<-0.0280297659] yes=43,no=44,missing=44,gain=1.10083687,cover=606
- 43:[Curv5<-0.0795110464] yes=87,no=88,missing=87,gain=0.965411186,cover=480
- 87:leaf=-0.00180665869,cover=0
- 88:leaf=0.00377515773,cover=0
- 44:[Sulc0<-0.644343197] yes=89,no=90,missing=89,gain=0.54470098,cover=126
- 89:leaf=-0.0103611741,cover=0
- 90:leaf=-0.00344307534,cover=0
- 22:[Curv5<-0.117843308] yes=45,no=46,missing=45,gain=1.19936335,cover=5597
- 45:[Sulc0<-0.769821882] yes=91,no=92,missing=92,gain=0.772292733,cover=510
- 91:leaf=-0.00163396879,cover=0
- 92:leaf=0.00369853713,cover=0
- 46:[PialArea5<1.20515823] yes=93,no=94,missing=93,gain=0.847672462,cover=5087
- 93:leaf=-0.000556080427,cover=0
- 94:leaf=0.000795003201,cover=0
- 2:[Curv5<-0.0773924068] yes=5,no=6,missing=6,gain=1.12141013,cover=140394
- 5:[PialArea5<1.28208315] yes=11,no=12,missing=12,gain=0.792628586,cover=129298
- 11:[PialCurv5<0.010724308] yes=23,no=24,missing=24,gain=0.887949109,cover=12667
- 23:[Sulc0<-0.0936657563] yes=47,no=48,missing=48,gain=0.725799859,cover=12648
- 47:[Ecc<1.46579576] yes=95,no=96,missing=95,gain=0.586004615,cover=12017
- 95:leaf=0.0016935718,cover=0
- 96:leaf=-0.000332990981,cover=0
- 48:[Area5<0.877147377] yes=97,no=98,missing=98,gain=0.767781377,cover=631
- 97:leaf=0.000905657304,cover=0
- 98:leaf=-0.00304978504,cover=0
- 24:[Ecc<2.3695333] yes=49,no=50,missing=50,gain=0.171169639,cover=19
- 49:[Ecc<1.21076584] yes=99,no=100,missing=99,gain=0.00528373336,cover=2
- 99:leaf=-0.0004842341,cover=0
- 100:leaf=0.00356115098,cover=0
- 50:[LGI5<3.12489319] yes=101,no=102,missing=101,gain=0.208027363,cover=17
- 101:leaf=-0.0143651729,cover=0
- 102:leaf=0.00188393204,cover=0
- 12:[Pol<17.1471634] yes=25,no=26,missing=25,gain=0.647529066,cover=116631
- 25:[LGI5<2.71502113] yes=51,no=52,missing=51,gain=1.93012941,cover=26030
- 51:[Ecc<5.59685707] yes=103,no=104,missing=104,gain=3.78232074,cover=13132
- 103:leaf=-0.000318031496,cover=0
- 104:leaf=-0.00311765447,cover=0
- 52:[PialCurv5<-0.104067586] yes=105,no=106,missing=105,gain=5.14725399,cover=12898
- 105:leaf=-0.000455504982,cover=0
- 106:leaf=0.00165749609,cover=0
- 26:[Area5<0.586059749] yes=53,no=54,missing=53,gain=1.10554576,cover=90601
- 53:[Curv5<-0.192867488] yes=107,no=108,missing=107,gain=1.21959126,cover=345
- 107:leaf=0.00524342014,cover=0
- 108:leaf=-0.000870824791,cover=0
- 54:[Ecc<2.13501525] yes=109,no=110,missing=109,gain=0.925094366,cover=90256
- 109:leaf=0.000563861337,cover=0
- 110:leaf=3.96778123e-05,cover=0
- 6:[Ecc<20.0856266] yes=13,no=14,missing=13,gain=2.43109751,cover=11096
- 13:[Area5<0.987501919] yes=27,no=28,missing=27,gain=2.71165943,cover=8635
- 27:[Pol<172.045227] yes=55,no=56,missing=55,gain=4.89363813,cover=4842
- 55:[LGI5<2.86927843] yes=111,no=112,missing=111,gain=3.44146824,cover=4447
- 111:leaf=0.00310629047,cover=0
- 112:leaf=9.43112682e-05,cover=0
- 56:[LGI5<3.45167398] yes=113,no=114,missing=113,gain=1.62664509,cover=395
- 113:leaf=-0.00393743906,cover=0
- 114:leaf=0.0281609651,cover=0
- 28:[LGI5<3.15084362] yes=57,no=58,missing=58,gain=1.17629135,cover=3793
- 57:[LGI5<2.64649582] yes=115,no=116,missing=115,gain=3.71594739,cover=3568
- 115:leaf=0.000303808745,cover=0
- 116:leaf=-0.00459393999,cover=0
- 58:[Pol<141.801834] yes=117,no=118,missing=117,gain=1.08173835,cover=225
- 117:leaf=0.00459131273,cover=0
- 118:leaf=-0.00665789191,cover=0
- 14:[Pol<173.32489] yes=29,no=30,missing=30,gain=1.33748174,cover=2461
- 29:[Sulc0<-0.0562447868] yes=59,no=60,missing=59,gain=1.35974896,cover=2416
- 59:[Pol<143.237381] yes=119,no=120,missing=119,gain=0.86050272,cover=781
- 119:leaf=-0.00313809817,cover=0
- 120:leaf=0.00407184847,cover=0
- 60:[PialCurv5<-0.0487009101] yes=121,no=122,missing=121,gain=1.65714681,cover=1635
- 121:leaf=0.00631807465,cover=0
- 122:leaf=-0.000589392148,cover=0
- 30:[LGI5<2.68420529] yes=61,no=62,missing=62,gain=1.38420212,cover=45
- 61:[Ecc<33.2971039] yes=123,no=124,missing=123,gain=0.0254088044,cover=6
- 123:leaf=-0.0156330541,cover=0
- 124:leaf=-0.00486966781,cover=0
- 62:[LGI5<3.33878016] yes=125,no=126,missing=125,gain=0.80228138,cover=39
- 125:leaf=0.0156788751,cover=0
- 126:leaf=0.000208959682,cover=0
-booster[1168]:
-0:[Curv5<0.266060919] yes=1,no=2,missing=1,gain=0.100601651,cover=5124388
- 1:[PialArea5<0.365779996] yes=3,no=4,missing=3,gain=0.152224869,cover=5104371
- 3:[PialCurv5<0.45140323] yes=7,no=8,missing=7,gain=0.508964598,cover=286998
- 7:[Ecc<1.62447274] yes=15,no=16,missing=16,gain=0.706138134,cover=263698
- 15:[LGI5<2.13090348] yes=31,no=32,missing=31,gain=1.64863563,cover=8122
- 31:[Pol<169.412277] yes=61,no=62,missing=61,gain=0.530696869,cover=218
- 61:leaf=-0.00544435531,cover=0
- 62:leaf=0.00316792517,cover=0
- 32:[Area5<0.64983958] yes=63,no=64,missing=63,gain=1.32559443,cover=7904
- 63:leaf=3.04049736e-05,cover=0
- 64:leaf=-0.00161501882,cover=0
- 16:[Pol<120.854889] yes=33,no=34,missing=34,gain=1.61037874,cover=255576
- 33:[LGI5<2.18291569] yes=65,no=66,missing=65,gain=0.758132994,cover=244950
- 65:leaf=0.00132148422,cover=0
- 66:leaf=3.79979574e-05,cover=0
- 34:[LGI5<3.29780769] yes=67,no=68,missing=67,gain=1.5335921,cover=10626
- 67:leaf=0.000926126086,cover=0
- 68:leaf=-0.00075094786,cover=0
- 8:[Pol<138.971481] yes=17,no=18,missing=18,gain=1.68730843,cover=23300
- 17:[Pol<78.2110443] yes=35,no=36,missing=35,gain=1.31318593,cover=22930
- 35:[Area5<0.483568966] yes=69,no=70,missing=69,gain=1.98188245,cover=1574
- 69:leaf=0.0120008308,cover=0
- 70:leaf=0.000860477157,cover=0
- 36:[LGI5<2.46595764] yes=71,no=72,missing=71,gain=1.03321517,cover=21356
- 71:leaf=0.000315479323,cover=0
- 72:leaf=-0.000528127071,cover=0
- 18:[LGI5<2.90731096] yes=37,no=38,missing=37,gain=1.43820858,cover=370
- 37:[Ecc<11.0302963] yes=73,no=74,missing=74,gain=2.15662956,cover=257
- 73:leaf=0.00351104373,cover=0
- 74:leaf=0.0176022742,cover=0
- 38:[Pol<178.925751] yes=75,no=76,missing=75,gain=1.3169862,cover=113
- 75:leaf=-0.00266293529,cover=0
- 76:leaf=0.0235842187,cover=0
- 4:[PialCurv5<0.493508637] yes=9,no=10,missing=10,gain=0.332722366,cover=4817373
- 9:[PialCurv5<0.362132162] yes=19,no=20,missing=19,gain=0.245327234,cover=4813559
- 19:[Curv5<0.169394374] yes=39,no=40,missing=39,gain=0.661226571,cover=4752295
- 39:[MidArea5<0.552703321] yes=77,no=78,missing=78,gain=0.55619657,cover=4628977
- 77:leaf=-7.92677456e-05,cover=0
- 78:leaf=1.8280916e-07,cover=0
- 40:[Area5<0.712503135] yes=79,no=80,missing=80,gain=2.05858326,cover=123318
- 79:leaf=0.000237472428,cover=0
- 80:leaf=-0.000223150593,cover=0
- 20:[Curv5<0.155577481] yes=41,no=42,missing=42,gain=0.927002192,cover=61264
- 41:[Pol<173.32489] yes=81,no=82,missing=81,gain=1.27614164,cover=9001
- 81:leaf=0.000303734647,cover=0
- 82:leaf=0.00595593778,cover=0
- 42:[Area5<0.615061462] yes=83,no=84,missing=84,gain=0.962847948,cover=52263
- 83:leaf=0.000705217652,cover=0
- 84:leaf=-0.000234065214,cover=0
- 10:[Area5<0.652759671] yes=21,no=22,missing=21,gain=1.00884867,cover=3814
- 21:[Pol<105.995506] yes=43,no=44,missing=43,gain=1.40322185,cover=1356
- 43:[Pol<83.4982376] yes=85,no=86,missing=86,gain=1.24726701,cover=750
- 85:leaf=-0.000458745053,cover=0
- 86:leaf=0.00420212792,cover=0
- 44:[PialArea5<0.636387587] yes=87,no=88,missing=87,gain=1.38519967,cover=606
- 87:leaf=-0.00088814646,cover=0
- 88:leaf=0.00842127856,cover=0
- 22:[Sulc0<0.33585754] yes=45,no=46,missing=45,gain=0.743007541,cover=2458
- 45:[LGI5<2.29093218] yes=89,no=90,missing=89,gain=0.378056526,cover=671
- 89:leaf=0.00133744068,cover=0
- 90:leaf=-0.00204098015,cover=0
- 46:[Ecc<2.6675415] yes=91,no=92,missing=91,gain=1.04262412,cover=1787
- 91:leaf=0.00963659212,cover=0
- 92:leaf=0.00023593042,cover=0
- 2:[PialCurv5<0.0959877223] yes=5,no=6,missing=6,gain=0.75148809,cover=20017
- 5:[LGI5<3.31338549] yes=11,no=12,missing=11,gain=0.390954494,cover=169
- 11:[MidArea5<0.421422303] yes=23,no=24,missing=23,gain=0.266863406,cover=152
- 23:[LGI5<2.43054438] yes=47,no=48,missing=48,gain=0.00240910053,cover=39
- 47:[Area5<0.513795495] yes=93,no=94,missing=93,gain=0.0287934393,cover=17
- 93:leaf=-0.00643800432,cover=0
- 94:leaf=-0.0019383945,cover=0
- 48:[Pol<89.7623749] yes=95,no=96,missing=95,gain=0.000657945871,cover=22
- 95:leaf=-0.00516392151,cover=0
- 96:leaf=-0.00794753525,cover=0
- 24:[Area5<0.671631575] yes=49,no=50,missing=49,gain=0.158428624,cover=113
- 49:[Sulc0<-0.828605771] yes=97,no=98,missing=97,gain=0.160456434,cover=102
- 97:leaf=0.00604812708,cover=0
- 98:leaf=-0.00241429871,cover=0
- 50:[Pol<76.1517639] yes=99,no=100,missing=99,gain=0.0583213568,cover=11
- 99:leaf=-0.000639353995,cover=0
- 100:leaf=0.00660809362,cover=0
- 12:[Ecc<47.7892265] yes=25,no=26,missing=26,gain=0.000768005848,cover=17
- 25:[Ecc<34.5416374] yes=51,no=52,missing=51,gain=0.00319766998,cover=16
- 51:leaf=-0.00533812074,cover=0
- 52:leaf=-0.0114319259,cover=0
- 26:leaf=-0.0030230463,cover=0
- 6:[LGI5<2.50273752] yes=13,no=14,missing=14,gain=0.742131174,cover=19848
- 13:[Ecc<9.88196182] yes=27,no=28,missing=27,gain=1.20375228,cover=10799
- 27:[Ecc<4.8056078] yes=53,no=54,missing=53,gain=0.713497162,cover=10739
- 53:[PialCurv5<0.493508637] yes=101,no=102,missing=101,gain=0.815729022,cover=9006
- 101:leaf=3.20696599e-05,cover=0
- 102:leaf=-0.00110753148,cover=0
- 54:[LGI5<2.39356947] yes=103,no=104,missing=103,gain=0.66630733,cover=1733
- 103:leaf=-0.000587181188,cover=0
- 104:leaf=-0.00262304954,cover=0
- 28:[Sulc0<0.779008448] yes=55,no=56,missing=55,gain=0.0539070368,cover=60
- 55:[Pol<116.615585] yes=105,no=106,missing=105,gain=0.0113717318,cover=47
- 105:leaf=0.00762907136,cover=0
- 106:leaf=0.00220733089,cover=0
- 56:[LGI5<2.42065382] yes=107,no=108,missing=107,gain=0.0878447667,cover=13
- 107:leaf=-0.00102093478,cover=0
- 108:leaf=0.006834378,cover=0
- 14:[Ecc<22.0897732] yes=29,no=30,missing=29,gain=1.10957122,cover=9049
- 29:[Ecc<4.00532722] yes=57,no=58,missing=57,gain=2.62229586,cover=5952
- 57:[LGI5<2.50608969] yes=109,no=110,missing=109,gain=0.844532728,cover=2448
- 109:leaf=0.00378201506,cover=0
- 110:leaf=-0.000801861752,cover=0
- 58:[Area5<0.489361584] yes=111,no=112,missing=112,gain=1.75866127,cover=3504
- 111:leaf=0.0061800885,cover=0
- 112:leaf=0.00125680107,cover=0
- 30:[LGI5<2.99035311] yes=59,no=60,missing=59,gain=1.10489464,cover=3097
- 59:[LGI5<2.82485151] yes=113,no=114,missing=113,gain=1.11592221,cover=907
- 113:leaf=0.000357580982,cover=0
- 114:leaf=-0.0032953308,cover=0
- 60:[PialCurv5<0.493508637] yes=115,no=116,missing=115,gain=0.931557119,cover=2190
- 115:leaf=-0.000550552213,cover=0
- 116:leaf=0.00174713845,cover=0
-booster[1169]:
-0:[Curv5<-0.350989401] yes=1,no=2,missing=1,gain=0.102241404,cover=5124388
- 1:[PialCurv5<-0.148241684] yes=3,no=4,missing=3,gain=0.812743843,cover=40033
- 3:[PialCurv5<-0.210138425] yes=7,no=8,missing=8,gain=0.846313715,cover=32434
- 7:[Area5<0.654657125] yes=15,no=16,missing=15,gain=2.19593716,cover=12451
- 15:[LGI5<2.25958419] yes=31,no=32,missing=31,gain=1.47677803,cover=10379
- 31:[Area5<0.453641325] yes=63,no=64,missing=63,gain=0.754598022,cover=188
- 63:leaf=-0.00051050022,cover=0
- 64:leaf=0.00651353691,cover=0
- 32:[LGI5<2.37953305] yes=65,no=66,missing=65,gain=1.87812161,cover=10191
- 65:leaf=-0.00271330052,cover=0
- 66:leaf=0.000245452044,cover=0
- 16:[LGI5<2.3969903] yes=33,no=34,missing=34,gain=1.7328918,cover=2072
- 33:[Pol<8.56911278] yes=67,no=68,missing=67,gain=0.736335993,cover=90
- 67:leaf=0.0161777604,cover=0
- 68:leaf=0.00324579631,cover=0
- 34:[LGI5<2.63290954] yes=69,no=70,missing=70,gain=1.11784077,cover=1982
- 69:leaf=-0.00463678781,cover=0
- 70:leaf=-0.00140778755,cover=0
- 8:[MidArea5<0.721430659] yes=17,no=18,missing=18,gain=1.4946537,cover=19983
- 17:[Ecc<0.295587689] yes=35,no=36,missing=35,gain=1.04312694,cover=15187
- 35:[LGI5<2.48603988] yes=71,no=72,missing=72,gain=0.493400931,cover=73
- 71:leaf=-0.00261585624,cover=0
- 72:leaf=-0.0111766588,cover=0
- 36:[Pol<9.44515038] yes=73,no=74,missing=73,gain=1.01523781,cover=15114
- 73:leaf=-0.00108565751,cover=0
- 74:leaf=0.000309247407,cover=0
- 18:[Pol<17.1471634] yes=37,no=38,missing=38,gain=0.571236372,cover=4796
- 37:[LGI5<2.97342348] yes=75,no=76,missing=75,gain=1.0129863,cover=1521
- 75:leaf=-0.000695675786,cover=0
- 76:leaf=0.00193600066,cover=0
- 38:[Pol<152.827332] yes=77,no=78,missing=77,gain=1.03101802,cover=3275
- 77:leaf=0.00206273864,cover=0
- 78:leaf=5.04917807e-05,cover=0
- 4:[PialArea5<0.887534022] yes=9,no=10,missing=9,gain=0.881562591,cover=7599
- 9:[Pol<28.4081879] yes=19,no=20,missing=19,gain=1.04353416,cover=5990
- 19:[Ecc<1.41371143] yes=39,no=40,missing=40,gain=1.72681212,cover=1358
- 39:[Ecc<0.618862808] yes=79,no=80,missing=80,gain=0.801520109,cover=91
- 79:leaf=0.000302706263,cover=0
- 80:leaf=0.00966378208,cover=0
- 40:[Ecc<3.10160303] yes=81,no=82,missing=81,gain=1.46893084,cover=1267
- 81:leaf=-0.00995445438,cover=0
- 82:leaf=-0.00144720904,cover=0
- 20:[Pol<48.3047981] yes=41,no=42,missing=41,gain=1.47391391,cover=4632
- 41:[Pol<44.6807365] yes=83,no=84,missing=83,gain=2.32971239,cover=594
- 83:leaf=0.00120769907,cover=0
- 84:leaf=0.00975266006,cover=0
- 42:[Ecc<40.3354568] yes=85,no=86,missing=85,gain=0.967235029,cover=4038
- 85:leaf=-0.000227452168,cover=0
- 86:leaf=0.00431141164,cover=0
- 10:[LGI5<2.43054438] yes=21,no=22,missing=21,gain=0.979948997,cover=1609
- 21:[Sulc0<-0.661663771] yes=43,no=44,missing=44,gain=1.70335579,cover=384
- 43:[Ecc<4.13769388] yes=87,no=88,missing=87,gain=1.31549335,cover=309
- 87:leaf=-0.0034370434,cover=0
- 88:leaf=0.00521665299,cover=0
- 44:[Pol<146.122681] yes=89,no=90,missing=89,gain=0.246763229,cover=75
- 89:leaf=-0.00881961267,cover=0
- 90:leaf=-0.0169957373,cover=0
- 22:[LGI5<2.70988083] yes=45,no=46,missing=45,gain=1.44034457,cover=1225
- 45:[PialCurv5<-0.130080611] yes=91,no=92,missing=91,gain=1.18559325,cover=420
- 91:leaf=-0.00109299633,cover=0
- 92:leaf=0.00421198038,cover=0
- 46:[Pol<140.372742] yes=93,no=94,missing=94,gain=1.20112538,cover=805
- 93:leaf=-0.000811587553,cover=0
- 94:leaf=-0.00519081997,cover=0
- 2:[PialCurv5<-0.210138425] yes=5,no=6,missing=5,gain=0.152457222,cover=5084355
- 5:[Ecc<10.8716469] yes=11,no=12,missing=11,gain=0.883632302,cover=7565
- 11:[LGI5<2.96218491] yes=23,no=24,missing=24,gain=3.28008103,cover=4539
- 23:[LGI5<2.78495932] yes=47,no=48,missing=48,gain=1.45210207,cover=3902
- 47:[PialArea5<0.588969886] yes=95,no=96,missing=96,gain=1.6294632,cover=2997
- 95:leaf=-0.00313179451,cover=0
- 96:leaf=0.00101030397,cover=0
- 48:[Pol<36.2100182] yes=97,no=98,missing=97,gain=1.9897691,cover=905
- 97:leaf=0.000771664199,cover=0
- 98:leaf=-0.00391488988,cover=0
- 24:[Pol<89.7623749] yes=49,no=50,missing=49,gain=2.46938086,cover=637
- 49:[MidArea5<0.756283522] yes=99,no=100,missing=99,gain=3.36766291,cover=532
- 99:leaf=0.0109379906,cover=0
- 100:leaf=0.00252388022,cover=0
- 50:[MidArea5<0.566005528] yes=101,no=102,missing=101,gain=1.64554417,cover=105
- 101:leaf=0.00798757095,cover=0
- 102:leaf=-0.00648536114,cover=0
- 12:[LGI5<2.73607373] yes=25,no=26,missing=25,gain=2.83158922,cover=3026
- 25:[Ecc<12.7231894] yes=51,no=52,missing=51,gain=1.50437522,cover=69
- 51:[Pol<92.1537628] yes=103,no=104,missing=103,gain=0.725806713,cover=37
- 103:leaf=-0.0245954599,cover=0
- 104:leaf=-0.00987684075,cover=0
- 52:[Area5<0.601796865] yes=105,no=106,missing=105,gain=0.263821065,cover=32
- 105:leaf=0.00512571214,cover=0
- 106:leaf=-0.0048967395,cover=0
- 26:[Sulc0<0.227376223] yes=53,no=54,missing=53,gain=1.07342386,cover=2957
- 53:[Area5<0.420677572] yes=107,no=108,missing=107,gain=1.02960742,cover=2811
- 107:leaf=-0.0085950233,cover=0
- 108:leaf=-0.0003083107,cover=0
- 54:[LGI5<3.14439583] yes=109,no=110,missing=109,gain=0.65037477,cover=146
- 109:leaf=0.00889499765,cover=0
- 110:leaf=0.00169923983,cover=0
- 6:[PialCurv5<-0.167439327] yes=13,no=14,missing=13,gain=0.255061001,cover=5076790
- 13:[Pol<63.605114] yes=27,no=28,missing=27,gain=1.6441015,cover=85793
- 27:[Area5<0.559839368] yes=55,no=56,missing=55,gain=1.69121957,cover=41066
- 55:[LGI5<2.69973111] yes=111,no=112,missing=111,gain=1.21599889,cover=9617
- 111:leaf=0.000240107605,cover=0
- 112:leaf=0.00137790095,cover=0
- 56:[Curv5<-0.146701202] yes=113,no=114,missing=113,gain=1.72264957,cover=31449
- 113:leaf=-5.99964687e-06,cover=0
- 114:leaf=-0.00468450738,cover=0
- 28:[Pol<97.3566132] yes=57,no=58,missing=57,gain=4.07714939,cover=44727
- 57:[Area5<0.666510165] yes=115,no=116,missing=115,gain=2.31904697,cover=4282
- 115:leaf=-0.0022686054,cover=0
- 116:leaf=0.000913834607,cover=0
- 58:[MidArea5<1.1557827] yes=117,no=118,missing=118,gain=2.99274516,cover=40445
- 117:leaf=-0.000155639616,cover=0
- 118:leaf=0.0123366686,cover=0
- 14:[Curv5<-0.26661092] yes=29,no=30,missing=30,gain=0.340711713,cover=4990997
- 29:[Ecc<10.8716469] yes=59,no=60,missing=59,gain=1.03941393,cover=193447
- 59:[LGI5<3.56741142] yes=119,no=120,missing=119,gain=1.96878052,cover=128373
- 119:leaf=-2.65218732e-05,cover=0
- 120:leaf=0.00398885412,cover=0
- 60:[Area5<0.689492285] yes=121,no=122,missing=121,gain=2.12844133,cover=65074
- 121:leaf=0.00010934443,cover=0
- 122:leaf=0.000915454526,cover=0
- 30:[PialCurv5<-0.138158455] yes=61,no=62,missing=61,gain=0.279091746,cover=4797550
- 61:[Curv5<-0.212755695] yes=123,no=124,missing=123,gain=6.64853621,cover=211686
- 123:leaf=-0.000195087836,cover=0
- 124:leaf=0.000515531807,cover=0
- 62:[Curv5<-0.22713457] yes=125,no=126,missing=125,gain=1.56624949,cover=4585864
- 125:leaf=0.000128508473,cover=0
- 126:leaf=-6.19106459e-06,cover=0
-booster[1170]:
-0:[Curv5<-0.0179657843] yes=1,no=2,missing=2,gain=0.102796949,cover=5124388
- 1:[Sulc0<0.474820405] yes=3,no=4,missing=3,gain=1.08305228,cover=2965514
- 3:[PialCurv5<0.125401646] yes=7,no=8,missing=8,gain=1.0992887,cover=2952830
- 7:[PialCurv5<0.0171581414] yes=15,no=16,missing=16,gain=0.791638255,cover=2951275
- 15:[Sulc0<0.0931760818] yes=31,no=32,missing=31,gain=1.73093772,cover=2861015
- 31:[Ecc<6.92728615] yes=63,no=64,missing=63,gain=0.783295333,cover=2742967
- 63:leaf=-2.66803891e-05,cover=0
- 64:leaf=2.6827609e-05,cover=0
- 32:[Ecc<12.5441074] yes=65,no=66,missing=66,gain=5.85654783,cover=118048
- 65:leaf=-0.000767083722,cover=0
- 66:leaf=2.06663281e-05,cover=0
- 16:[Ecc<17.0169544] yes=33,no=34,missing=34,gain=9.03664112,cover=90260
- 33:[Area5<0.642765105] yes=67,no=68,missing=67,gain=7.75634336,cover=76580
- 67:leaf=-0.000731955224,cover=0
- 68:leaf=0.000312330638,cover=0
- 34:[Pol<100.628822] yes=69,no=70,missing=69,gain=5.95905972,cover=13680
- 69:leaf=0.00245618424,cover=0
- 70:leaf=0.000362248626,cover=0
- 8:[LGI5<3.78836131] yes=17,no=18,missing=17,gain=1.61059582,cover=1555
- 17:[Pol<116.093399] yes=35,no=36,missing=35,gain=1.65126824,cover=1535
- 35:[LGI5<3.15084362] yes=71,no=72,missing=72,gain=1.82148433,cover=885
- 71:leaf=0.0016023597,cover=0
- 72:leaf=0.00683790445,cover=0
- 36:[Ecc<43.8470497] yes=73,no=74,missing=73,gain=0.510014772,cover=650
- 73:leaf=-0.000510886486,cover=0
- 74:leaf=0.0173990931,cover=0
- 18:[Ecc<14.484726] yes=37,no=38,missing=37,gain=0.0863034725,cover=20
- 37:[Ecc<14.0810061] yes=75,no=76,missing=75,gain=0.0375916697,cover=3
- 75:leaf=-0.00629287353,cover=0
- 76:leaf=0.00294533977,cover=0
- 38:leaf=-0.0137830367,cover=0
- 4:[Ecc<25.5461979] yes=9,no=10,missing=9,gain=2.83265162,cover=12684
- 9:[Ecc<8.70817566] yes=19,no=20,missing=19,gain=2.75415564,cover=4768
- 19:[PialArea5<0.758763015] yes=39,no=40,missing=40,gain=1.5808171,cover=646
- 39:[Pol<115.563423] yes=77,no=78,missing=77,gain=2.59581804,cover=518
- 77:leaf=0.00099860481,cover=0
- 78:leaf=-0.0194582157,cover=0
- 40:[Ecc<7.90440989] yes=79,no=80,missing=79,gain=1.12033415,cover=128
- 79:leaf=0.00895654596,cover=0
- 80:leaf=-0.00242021889,cover=0
- 20:[Pol<77.5287857] yes=41,no=42,missing=41,gain=1.83778,cover=4122
- 41:[PialCurv5<0.0877920389] yes=81,no=82,missing=82,gain=1.75060511,cover=572
- 81:leaf=-0.00346916425,cover=0
- 82:leaf=-0.0117763784,cover=0
- 42:[Pol<99.0100403] yes=83,no=84,missing=84,gain=3.03027463,cover=3550
- 83:leaf=-6.82806858e-05,cover=0
- 84:leaf=-0.00299118971,cover=0
- 10:[LGI5<2.99035311] yes=21,no=22,missing=22,gain=3.01502562,cover=7916
- 21:[PialArea5<1.05969977] yes=43,no=44,missing=44,gain=1.67721653,cover=732
- 43:[Pol<57.8577347] yes=85,no=86,missing=85,gain=0.832984447,cover=724
- 85:leaf=-0.00103340193,cover=0
- 86:leaf=0.00407211529,cover=0
- 44:[Pol<29.3809395] yes=87,no=88,missing=88,gain=0.0424128771,cover=8
- 87:leaf=-0.00370934908,cover=0
- 88:leaf=-0.0196761396,cover=0
- 22:[Area5<0.625618935] yes=45,no=46,missing=45,gain=3.30867267,cover=7184
- 45:[MidArea5<0.772133708] yes=89,no=90,missing=89,gain=2.42277932,cover=1436
- 89:leaf=0.00214193854,cover=0
- 90:leaf=-0.0195482355,cover=0
- 46:[Pol<85.4004211] yes=91,no=92,missing=91,gain=2.71512103,cover=5748
- 91:leaf=0.0026468609,cover=0
- 92:leaf=-0.00108411524,cover=0
- 2:[Area5<0.525751591] yes=5,no=6,missing=6,gain=1.17698705,cover=2158874
- 5:[Pol<42.7478409] yes=11,no=12,missing=11,gain=3.57168841,cover=19594
- 11:[MidArea5<0.474339783] yes=23,no=24,missing=23,gain=1.59796858,cover=454
- 23:[LGI5<3.23225117] yes=47,no=48,missing=48,gain=0.596380591,cover=109
- 47:[LGI5<3.1767621] yes=93,no=94,missing=93,gain=0.381639242,cover=74
- 93:leaf=0.00217436743,cover=0
- 94:leaf=0.0181181524,cover=0
- 48:[PialArea5<0.422649235] yes=95,no=96,missing=95,gain=0.420662493,cover=35
- 95:leaf=-0.00624728063,cover=0
- 96:leaf=0.0134893376,cover=0
- 24:[Ecc<3.29132295] yes=49,no=50,missing=49,gain=1.66698122,cover=345
- 49:[PialArea5<0.576038003] yes=97,no=98,missing=97,gain=0.380853474,cover=163
- 97:leaf=0.000800404348,cover=0
- 98:leaf=-0.00436395686,cover=0
- 50:[LGI5<2.59789038] yes=99,no=100,missing=99,gain=3.7562747,cover=182
- 99:leaf=-0.0210832227,cover=0
- 100:leaf=-0.00513835577,cover=0
- 12:[Ecc<15.121048] yes=25,no=26,missing=26,gain=1.6250999,cover=19140
- 25:[Sulc0<0.373583466] yes=51,no=52,missing=51,gain=2.01035714,cover=15716
- 51:[Ecc<11.5171156] yes=101,no=102,missing=101,gain=2.17412353,cover=12871
- 101:leaf=-0.000197224712,cover=0
- 102:leaf=-0.00365116447,cover=0
- 52:[Ecc<5.4036684] yes=103,no=104,missing=103,gain=2.74998808,cover=2845
- 103:leaf=-0.00113083201,cover=0
- 104:leaf=0.00220568734,cover=0
- 26:[LGI5<2.97899532] yes=53,no=54,missing=54,gain=3.16138816,cover=3424
- 53:[LGI5<2.88525915] yes=105,no=106,missing=105,gain=1.86389732,cover=888
- 105:leaf=-0.000953196548,cover=0
- 106:leaf=0.00362437218,cover=0
- 54:[LGI5<3.38720298] yes=107,no=108,missing=107,gain=1.8664732,cover=2536
- 107:leaf=-0.00307272258,cover=0
- 108:leaf=-0.000145814483,cover=0
- 6:[PialCurv5<0.00860458333] yes=13,no=14,missing=13,gain=1.29311633,cover=2139280
- 13:[PialArea5<0.790770054] yes=27,no=28,missing=28,gain=6.39572477,cover=145233
- 27:[Area5<0.716575325] yes=55,no=56,missing=56,gain=3.92882204,cover=90912
- 55:[Sulc0<-0.188964635] yes=109,no=110,missing=109,gain=4.56758738,cover=71206
- 109:leaf=-0.000390682806,cover=0
- 110:leaf=0.00041866742,cover=0
- 56:[LGI5<3.74316525] yes=111,no=112,missing=112,gain=4.2942071,cover=19706
- 111:leaf=-0.000642551866,cover=0
- 112:leaf=-0.00730379811,cover=0
- 28:[Area5<0.924216449] yes=57,no=58,missing=57,gain=3.98933506,cover=54321
- 57:[Pol<173.942612] yes=113,no=114,missing=113,gain=3.43670368,cover=53343
- 113:leaf=0.00073411729,cover=0
- 114:leaf=-0.00112737482,cover=0
- 58:[Ecc<7.54628181] yes=115,no=116,missing=115,gain=1.70115805,cover=978
- 115:leaf=-0.0036771202,cover=0
- 116:leaf=0.00136917725,cover=0
- 14:[PialArea5<0.772500634] yes=29,no=30,missing=29,gain=1.8135463,cover=1994047
- 29:[PialCurv5<0.0616685152] yes=59,no=60,missing=59,gain=2.216115,cover=1754758
- 59:[LGI5<3.48966408] yes=117,no=118,missing=117,gain=3.94976211,cover=211008
- 117:leaf=0.000231069032,cover=0
- 118:leaf=-0.000607258407,cover=0
- 60:[PialArea5<0.632563293] yes=119,no=120,missing=119,gain=1.64259684,cover=1543750
- 119:leaf=2.22910057e-05,cover=0
- 120:leaf=-0.000112140689,cover=0
- 30:[MidArea5<0.724402428] yes=61,no=62,missing=61,gain=4.8451786,cover=239289
- 61:[Pol<49.2074432] yes=121,no=122,missing=122,gain=4.76258373,cover=4942
- 121:leaf=-0.00243897806,cover=0
- 122:leaf=0.00204509194,cover=0
- 62:[Ecc<0.836319208] yes=123,no=124,missing=123,gain=4.88793898,cover=234347
- 123:leaf=-0.00214015739,cover=0
- 124:leaf=-0.000134117028,cover=0
-booster[1171]:
-0:[Curv5<0.22365725] yes=1,no=2,missing=2,gain=0.101639085,cover=5124388
- 1:[PialArea5<0.267248243] yes=3,no=4,missing=4,gain=0.254207879,cover=5044321
- 3:[Curv5<0.133649558] yes=7,no=8,missing=7,gain=0.433324724,cover=25988
- 7:[PialCurv5<0.200529471] yes=15,no=16,missing=15,gain=2.21972609,cover=2084
- 15:[LGI5<2.61063838] yes=31,no=32,missing=31,gain=0.696524501,cover=1117
- 31:[Sulc0<0.586347759] yes=63,no=64,missing=64,gain=0.314477861,cover=201
- 63:leaf=1.28863321e-05,cover=0
- 64:leaf=0.00711904187,cover=0
- 32:[LGI5<2.79054689] yes=65,no=66,missing=65,gain=1.37619233,cover=916
- 65:leaf=-0.00681968406,cover=0
- 66:leaf=-0.00173633161,cover=0
- 16:[Sulc0<0.966456771] yes=33,no=34,missing=33,gain=1.73436689,cover=967
- 33:[Ecc<11.3532677] yes=67,no=68,missing=67,gain=0.674112201,cover=681
- 67:leaf=2.2776896e-05,cover=0
- 68:leaf=0.00355254463,cover=0
- 34:[PialCurv5<0.303062648] yes=69,no=70,missing=69,gain=0.905927062,cover=286
- 69:leaf=0.00101451192,cover=0
- 70:leaf=-0.00461878208,cover=0
- 8:[Curv5<0.157731384] yes=17,no=18,missing=17,gain=0.703187704,cover=23904
- 17:[Pol<103.851685] yes=35,no=36,missing=36,gain=0.79105854,cover=3805
- 35:[LGI5<2.44639945] yes=71,no=72,missing=72,gain=0.806576967,cover=2971
- 71:leaf=-0.00284864544,cover=0
- 72:leaf=0.00138855563,cover=0
- 36:[Pol<111.326981] yes=73,no=74,missing=73,gain=0.484475583,cover=834
- 73:leaf=-0.00147447211,cover=0
- 74:leaf=0.000997807248,cover=0
- 18:[LGI5<2.46595764] yes=37,no=38,missing=37,gain=0.602926731,cover=20099
- 37:[Sulc0<1.02827847] yes=75,no=76,missing=75,gain=0.787905991,cover=2827
- 75:leaf=0.000621761079,cover=0
- 76:leaf=0.00530224247,cover=0
- 38:[LGI5<2.56467891] yes=77,no=78,missing=77,gain=1.12552571,cover=17272
- 77:leaf=-0.00120805285,cover=0
- 78:leaf=0.00012448612,cover=0
- 4:[LGI5<2.22170687] yes=9,no=10,missing=9,gain=0.139550269,cover=5018333
- 9:[Pol<78.2110443] yes=19,no=20,missing=20,gain=1.38239574,cover=116659
- 19:[Curv5<-0.0983823985] yes=39,no=40,missing=39,gain=2.1024673,cover=36984
- 39:[Ecc<5.46745825] yes=79,no=80,missing=79,gain=1.08324635,cover=28924
- 79:leaf=3.65671403e-05,cover=0
- 80:leaf=-0.00259660534,cover=0
- 40:[LGI5<2.21018219] yes=81,no=82,missing=81,gain=4.74089003,cover=8060
- 81:leaf=-0.00143066095,cover=0
- 82:leaf=0.00192482385,cover=0
- 20:[Sulc0<-0.976720333] yes=41,no=42,missing=42,gain=1.83859849,cover=79675
- 41:[PialCurv5<-0.0542625114] yes=83,no=84,missing=83,gain=3.6486249,cover=7876
- 83:leaf=-0.00071204931,cover=0
- 84:leaf=0.00675822143,cover=0
- 42:[PialCurv5<0.178517133] yes=85,no=86,missing=85,gain=1.55178094,cover=71799
- 85:leaf=0.000347519759,cover=0
- 86:leaf=-0.000308520976,cover=0
- 10:[LGI5<2.2730217] yes=21,no=22,missing=21,gain=0.435215056,cover=4901674
- 21:[MidArea5<0.502218068] yes=43,no=44,missing=43,gain=1.84708107,cover=119135
- 43:[PialCurv5<0.125401646] yes=87,no=88,missing=87,gain=3.61652589,cover=4213
- 87:leaf=-0.00270958454,cover=0
- 88:leaf=0.000229102516,cover=0
- 44:[Sulc0<-0.546384335] yes=89,no=90,missing=89,gain=1.71830225,cover=114922
- 89:leaf=-0.000225511074,cover=0
- 90:leaf=0.000165111516,cover=0
- 22:[LGI5<2.27925944] yes=45,no=46,missing=46,gain=0.257624298,cover=4782539
- 45:[Sulc0<-0.563680887] yes=91,no=92,missing=92,gain=1.3498857,cover=19451
- 91:leaf=-0.000207362813,cover=0
- 92:leaf=0.000627450354,cover=0
- 46:[Sulc0<-1.24864507] yes=93,no=94,missing=94,gain=0.232617736,cover=4763088
- 93:leaf=0.000186513294,cover=0
- 94:leaf=-2.51309444e-07,cover=0
- 2:[LGI5<3.64692807] yes=5,no=6,missing=6,gain=0.524368048,cover=80067
- 5:[Ecc<3.80337262] yes=11,no=12,missing=11,gain=0.552948117,cover=78756
- 11:[LGI5<2.68917012] yes=23,no=24,missing=24,gain=0.944979608,cover=31721
- 23:[Ecc<0.943656743] yes=47,no=48,missing=48,gain=0.731014073,cover=30841
- 47:[Sulc0<-0.395407349] yes=95,no=96,missing=95,gain=1.29168117,cover=2820
- 95:leaf=-0.00391723448,cover=0
- 96:leaf=0.000778105052,cover=0
- 48:[Area5<0.554568231] yes=97,no=98,missing=97,gain=0.697595358,cover=28021
- 97:leaf=-0.00109938055,cover=0
- 98:leaf=-0.000243759627,cover=0
- 24:[PialArea5<0.338250697] yes=49,no=50,missing=50,gain=0.628282964,cover=880
- 49:[PialCurv5<0.45140323] yes=99,no=100,missing=99,gain=0.531880617,cover=512
- 99:leaf=-0.000881357526,cover=0
- 100:leaf=0.00250830711,cover=0
- 50:[Sulc0<-0.115756653] yes=101,no=102,missing=102,gain=0.662670851,cover=368
- 101:leaf=-0.00490295189,cover=0
- 102:leaf=0.00354990223,cover=0
- 12:[Ecc<5.08081961] yes=25,no=26,missing=25,gain=1.18449605,cover=47035
- 25:[LGI5<2.3969903] yes=51,no=52,missing=51,gain=1.08320856,cover=13173
- 51:[PialCurv5<0.426807076] yes=103,no=104,missing=104,gain=0.676977277,cover=4439
- 103:leaf=0.00028689907,cover=0
- 104:leaf=-0.00100900221,cover=0
- 52:[LGI5<2.4272728] yes=105,no=106,missing=105,gain=1.33887458,cover=8734
- 105:leaf=0.00252640666,cover=0
- 106:leaf=0.000573502504,cover=0
- 26:[Area5<0.827407002] yes=53,no=54,missing=54,gain=0.961345077,cover=33862
- 53:[Pol<51.9018669] yes=107,no=108,missing=108,gain=0.81435293,cover=33589
- 107:leaf=0.00254356419,cover=0
- 108:leaf=-8.62617962e-05,cover=0
- 54:[Ecc<11.0302963] yes=109,no=110,missing=110,gain=0.374947667,cover=273
- 109:leaf=6.04987981e-05,cover=0
- 110:leaf=-0.00414098613,cover=0
- 6:[LGI5<3.67381835] yes=13,no=14,missing=13,gain=0.495364189,cover=1311
- 13:[PialArea5<0.317611694] yes=27,no=28,missing=27,gain=0.195013046,cover=91
- 27:[Ecc<32.0879669] yes=55,no=56,missing=55,gain=0.0617499352,cover=36
- 55:leaf=-0.00996057224,cover=0
- 56:[Pol<71.8249207] yes=111,no=112,missing=112,gain=0.0198403895,cover=21
- 111:leaf=-0.00804989692,cover=0
- 112:leaf=-0.00391842378,cover=0
- 28:[PialCurv5<0.134718806] yes=57,no=58,missing=57,gain=0.0764849037,cover=55
- 57:[MidArea5<0.505849421] yes=113,no=114,missing=113,gain=0.00205394253,cover=7
- 113:leaf=0.000694385206,cover=0
- 114:leaf=0.0026812579,cover=0
- 58:[PialCurv5<0.371846795] yes=115,no=116,missing=115,gain=0.0155503005,cover=48
- 115:leaf=-0.0020537579,cover=0
- 116:leaf=-0.00409152033,cover=0
- 14:[Ecc<21.7409172] yes=29,no=30,missing=29,gain=0.410005659,cover=1220
- 29:[Pol<123.059357] yes=59,no=60,missing=60,gain=0.13847214,cover=200
- 59:[Sulc0<1.02827847] yes=117,no=118,missing=117,gain=0.186318249,cover=164
- 117:leaf=-0.000590510899,cover=0
- 118:leaf=0.00291082938,cover=0
- 60:[PialArea5<0.39522177] yes=119,no=120,missing=120,gain=0.0518302321,cover=36
- 119:leaf=0.00164886122,cover=0
- 120:leaf=0.00561278639,cover=0
- 30:[Ecc<41.2560654] yes=61,no=62,missing=62,gain=0.355605781,cover=1020
- 61:[PialArea5<0.267248243] yes=121,no=122,missing=121,gain=0.397789061,cover=801
- 121:leaf=-0.00445376057,cover=0
- 122:leaf=-0.00122489897,cover=0
- 62:[LGI5<3.74316525] yes=123,no=124,missing=123,gain=0.393360883,cover=219
- 123:leaf=0.00444702758,cover=0
- 124:leaf=-0.000560585002,cover=0
-booster[1172]:
-0:[LGI5<2.77946544] yes=1,no=2,missing=2,gain=0.10244444,cover=5124388
- 1:[Ecc<8.01039791] yes=3,no=4,missing=3,gain=1.247697,cover=2702518
- 3:[Pol<155.012512] yes=7,no=8,missing=7,gain=1.66625774,cover=2336161
- 7:[Pol<102.241241] yes=15,no=16,missing=15,gain=1.97635376,cover=1997070
- 15:[Sulc0<-0.487093836] yes=31,no=32,missing=31,gain=2.07043982,cover=1160680
- 31:[Pol<56.1920547] yes=63,no=64,missing=64,gain=4.38228703,cover=572197
- 63:leaf=4.16824405e-05,cover=0
- 64:leaf=-0.000259274093,cover=0
- 32:[PialArea5<0.780359626] yes=65,no=66,missing=65,gain=4.45156717,cover=588483
- 65:leaf=-9.7831944e-06,cover=0
- 66:leaf=0.000285748742,cover=0
- 16:[LGI5<2.6558373] yes=33,no=34,missing=33,gain=7.76969242,cover=836390
- 33:[Area5<0.680766582] yes=67,no=68,missing=67,gain=6.62449551,cover=745102
- 67:leaf=8.35293758e-05,cover=0
- 68:leaf=-0.000226210264,cover=0
- 34:[Area5<0.827407002] yes=69,no=70,missing=70,gain=12.3064613,cover=91288
- 69:leaf=-0.000435351161,cover=0
- 70:leaf=-0.00458960095,cover=0
- 8:[Sulc0<-0.0713235363] yes=17,no=18,missing=18,gain=5.86462212,cover=339091
- 17:[PialCurv5<-0.0779728889] yes=35,no=36,missing=35,gain=6.94641495,cover=331234
- 35:[Curv5<-0.048490826] yes=71,no=72,missing=72,gain=5.31836414,cover=208634
- 71:leaf=-6.04470079e-05,cover=0
- 72:leaf=0.00498313969,cover=0
- 36:[Ecc<1.41371143] yes=73,no=74,missing=73,gain=16.0472927,cover=122600
- 73:leaf=-0.00014164811,cover=0
- 74:leaf=0.00100245082,cover=0
- 18:[Ecc<1.46579576] yes=37,no=38,missing=37,gain=7.30253744,cover=7857
- 37:[LGI5<2.40363431] yes=75,no=76,missing=75,gain=2.74766326,cover=2889
- 75:leaf=-0.0007724475,cover=0
- 76:leaf=0.0023109722,cover=0
- 38:[MidArea5<0.552703321] yes=77,no=78,missing=77,gain=5.98218727,cover=4968
- 77:leaf=0.000494581123,cover=0
- 78:leaf=-0.00345031242,cover=0
- 4:[Pol<165.944183] yes=9,no=10,missing=9,gain=6.04904318,cover=366357
- 9:[PialCurv5<0.0877920389] yes=19,no=20,missing=19,gain=4.80184937,cover=330216
- 19:[Pol<94.4799194] yes=39,no=40,missing=39,gain=8.18157864,cover=184706
- 39:[Sulc0<0.110320561] yes=79,no=80,missing=80,gain=4.05735922,cover=71554
- 79:leaf=0.000102176426,cover=0
- 80:leaf=-0.000828947057,cover=0
- 40:[Sulc0<-0.047846999] yes=81,no=82,missing=82,gain=13.6846275,cover=113152
- 81:leaf=0.000192025109,cover=0
- 82:leaf=0.00134655077,cover=0
- 20:[Sulc0<0.0372688323] yes=41,no=42,missing=41,gain=18.5781345,cover=145510
- 41:[Pol<92.7492142] yes=83,no=84,missing=83,gain=9.35078049,cover=5971
- 83:leaf=-0.000285146438,cover=0
- 84:leaf=-0.00435133791,cover=0
- 42:[Pol<138.276962] yes=85,no=86,missing=86,gain=6.19264364,cover=139539
- 85:leaf=0.000101566817,cover=0
- 86:leaf=-0.0027253069,cover=0
- 10:[Area5<0.808195949] yes=21,no=22,missing=21,gain=3.06869411,cover=36141
- 21:[PialArea5<1.48916721] yes=43,no=44,missing=44,gain=4.02375126,cover=34036
- 43:[Ecc<20.3925476] yes=87,no=88,missing=87,gain=2.82928348,cover=33926
- 87:leaf=-0.000587613962,cover=0
- 88:leaf=0.000956221134,cover=0
- 44:[LGI5<2.66519833] yes=89,no=90,missing=90,gain=2.90500951,cover=110
- 89:leaf=-0.000683854974,cover=0
- 90:leaf=0.0157765541,cover=0
- 22:[PialCurv5<0.00236006663] yes=45,no=46,missing=45,gain=1.8088789,cover=2105
- 45:[Sulc0<-0.34506914] yes=91,no=92,missing=91,gain=2.43532228,cover=1964
- 91:leaf=-0.00192458986,cover=0
- 92:leaf=-0.00645325845,cover=0
- 46:[LGI5<2.67938972] yes=93,no=94,missing=93,gain=3.36061239,cover=141
- 93:leaf=-0.00445110118,cover=0
- 94:leaf=0.0108908368,cover=0
- 2:[Ecc<4.20590305] yes=5,no=6,missing=5,gain=1.70600545,cover=2421870
- 5:[Area5<0.786000133] yes=11,no=12,missing=12,gain=2.75558352,cover=29390
- 11:[PialArea5<1.04185641] yes=23,no=24,missing=24,gain=1.67029512,cover=26761
- 23:[LGI5<3.25380015] yes=47,no=48,missing=48,gain=1.8401171,cover=19522
- 47:[Sulc0<-0.522449493] yes=95,no=96,missing=96,gain=1.59614706,cover=19389
- 95:leaf=-0.000872016361,cover=0
- 96:leaf=3.58647485e-05,cover=0
- 48:[Pol<150.62207] yes=97,no=98,missing=98,gain=0.852544308,cover=133
- 97:leaf=-0.0029930328,cover=0
- 98:leaf=-0.0111786351,cover=0
- 24:[Ecc<1.26157856] yes=49,no=50,missing=49,gain=1.43396187,cover=7239
- 49:[Ecc<0.221054599] yes=99,no=100,missing=99,gain=0.769343495,cover=236
- 99:leaf=0.014206171,cover=0
- 100:leaf=0.00340471603,cover=0
- 50:[Pol<25.2957573] yes=101,no=102,missing=101,gain=1.16539907,cover=7003
- 101:leaf=-0.000572372461,cover=0
- 102:leaf=0.000770040497,cover=0
- 12:[Curv5<-0.204921171] yes=25,no=26,missing=26,gain=2.53631759,cover=2629
- 25:[Pol<161.595886] yes=51,no=52,missing=51,gain=0.584804893,cover=526
- 51:[Pol<8.56911278] yes=103,no=104,missing=103,gain=0.676069915,cover=493
- 103:leaf=0.00341926329,cover=0
- 104:leaf=-0.000538677559,cover=0
- 52:[Area5<0.846071243] yes=105,no=106,missing=105,gain=0.720243454,cover=33
- 105:leaf=-0.00345293176,cover=0
- 106:leaf=0.012231254,cover=0
- 26:[MidArea5<0.742612839] yes=53,no=54,missing=54,gain=1.4480443,cover=2103
- 53:[Pol<111.326981] yes=107,no=108,missing=107,gain=0.734482884,cover=150
- 107:leaf=-0.000963947561,cover=0
- 108:leaf=0.00608344702,cover=0
- 54:[Sulc0<-0.678985238] yes=109,no=110,missing=110,gain=1.73017693,cover=1953
- 109:leaf=-0.00139565777,cover=0
- 110:leaf=-0.00439407397,cover=0
- 6:[Ecc<7.64592981] yes=13,no=14,missing=13,gain=1.37658346,cover=2392480
- 13:[Sulc0<-0.0637059584] yes=27,no=28,missing=27,gain=4.77686596,cover=254074
- 27:[Curv5<-0.0461937301] yes=55,no=56,missing=55,gain=9.25230503,cover=192528
- 55:[PialCurv5<0.0285326894] yes=111,no=112,missing=111,gain=3.54987192,cover=166415
- 111:leaf=0.000107655476,cover=0
- 112:leaf=-0.00342302583,cover=0
- 56:[Pol<42.7478409] yes=113,no=114,missing=113,gain=12.2321548,cover=26113
- 113:leaf=-0.00101005042,cover=0
- 114:leaf=0.00165848155,cover=0
- 28:[Pol<157.22821] yes=57,no=58,missing=58,gain=8.76281834,cover=61546
- 57:[LGI5<3.41813922] yes=115,no=116,missing=115,gain=7.32013702,cover=60299
- 115:leaf=-0.000218271205,cover=0
- 116:leaf=0.0106967594,cover=0
- 58:[Curv5<0.0278947372] yes=117,no=118,missing=117,gain=8.38175774,cover=1247
- 117:leaf=-0.0122044468,cover=0
- 118:leaf=-0.00226259674,cover=0
- 14:[Pol<170.749283] yes=29,no=30,missing=29,gain=0.942226768,cover=2138406
- 29:[PialCurv5<-0.146805272] yes=59,no=60,missing=59,gain=1.43992519,cover=1979752
- 59:[Sulc0<-0.445309728] yes=119,no=120,missing=119,gain=3.25867224,cover=106292
- 119:leaf=0.000291425531,cover=0
- 120:leaf=-0.000402898731,cover=0
- 60:[Sulc0<0.636906147] yes=121,no=122,missing=121,gain=1.51255774,cover=1873460
- 121:leaf=-5.83798064e-05,cover=0
- 122:leaf=5.25511387e-05,cover=0
- 30:[PialArea5<0.903379142] yes=61,no=62,missing=61,gain=3.40298152,cover=158654
- 61:[Curv5<-0.239749789] yes=123,no=124,missing=123,gain=3.19704437,cover=75131
- 123:leaf=-0.000270293705,cover=0
- 124:leaf=0.000518255809,cover=0
- 62:[Ecc<9.75650311] yes=125,no=126,missing=125,gain=1.32528996,cover=83523
- 125:leaf=0.00044727535,cover=0
- 126:leaf=-0.00018841069,cover=0
-booster[1173]:
-0:[Curv5<-0.0156469513] yes=1,no=2,missing=1,gain=0.106079787,cover=5124388
- 1:[Sulc0<0.454035848] yes=3,no=4,missing=4,gain=1.1043216,cover=2985531
- 3:[PialCurv5<0.0193316489] yes=7,no=8,missing=8,gain=0.845468938,cover=2969919
- 7:[Sulc0<0.167916268] yes=15,no=16,missing=15,gain=1.4110502,cover=2879215
- 15:[Area5<0.626857519] yes=31,no=32,missing=31,gain=0.738978446,cover=2804864
- 31:[Curv5<-0.0752395913] yes=63,no=64,missing=63,gain=4.20045519,cover=1081426
- 63:leaf=2.70140345e-06,cover=0
- 64:leaf=0.000392099289,cover=0
- 32:[Curv5<-0.114048101] yes=65,no=66,missing=65,gain=2.59830117,cover=1723438
- 65:leaf=2.05937904e-05,cover=0
- 66:leaf=-0.000109217202,cover=0
- 16:[Ecc<12.5441074] yes=33,no=34,missing=33,gain=6.22559881,cover=74351
- 33:[LGI5<2.77389717] yes=67,no=68,missing=67,gain=5.77157497,cover=18006
- 67:leaf=-0.000108810455,cover=0
- 68:leaf=-0.00190003368,cover=0
- 34:[LGI5<2.58096433] yes=69,no=70,missing=70,gain=4.37552452,cover=56345
- 69:leaf=0.00460034888,cover=0
- 70:leaf=-7.48336106e-06,cover=0
- 8:[Ecc<17.0169544] yes=17,no=18,missing=18,gain=9.24529552,cover=90704
- 17:[Ecc<4.27275372] yes=35,no=36,missing=35,gain=8.25275707,cover=77140
- 35:[Ecc<1.10530448] yes=71,no=72,missing=71,gain=11.6321936,cover=26165
- 71:leaf=-0.00115074613,cover=0
- 72:leaf=0.00127147895,cover=0
- 36:[Sulc0<-0.0401471928] yes=73,no=74,missing=73,gain=7.57893515,cover=50975
- 73:leaf=-0.000974826631,cover=0
- 74:leaf=0.000253745442,cover=0
- 18:[Pol<101.159882] yes=37,no=38,missing=37,gain=7.40397358,cover=13564
- 37:[Pol<36.2100182] yes=75,no=76,missing=76,gain=7.31142235,cover=6340
- 75:leaf=-0.000566123868,cover=0
- 76:leaf=0.00350822369,cover=0
- 38:[PialArea5<0.742050111] yes=77,no=78,missing=77,gain=4.88895082,cover=7224
- 77:leaf=-0.0014548552,cover=0
- 78:leaf=0.00124453509,cover=0
- 4:[Ecc<25.5461979] yes=9,no=10,missing=9,gain=3.28114605,cover=15612
- 9:[Pol<107.129471] yes=19,no=20,missing=20,gain=2.81234503,cover=6016
- 19:[Pol<78.2110443] yes=39,no=40,missing=39,gain=4.13195419,cover=4205
- 39:[Curv5<-0.143275946] yes=79,no=80,missing=79,gain=1.97112751,cover=852
- 79:leaf=-0.013279031,cover=0
- 80:leaf=-0.00312759099,cover=0
- 40:[MidArea5<0.666140199] yes=81,no=82,missing=81,gain=4.02390671,cover=3353
- 81:leaf=-0.000823204406,cover=0
- 82:leaf=0.00321124191,cover=0
- 20:[Ecc<20.7119312] yes=41,no=42,missing=41,gain=3.72243643,cover=1811
- 41:[MidArea5<0.762632251] yes=83,no=84,missing=83,gain=1.4994154,cover=1394
- 83:leaf=-0.00486171618,cover=0
- 84:leaf=5.15052534e-06,cover=0
- 42:[LGI5<3.53458858] yes=85,no=86,missing=85,gain=2.16932106,cover=417
- 85:leaf=-0.000261109293,cover=0
- 86:leaf=0.0103130266,cover=0
- 10:[Pol<86.0952454] yes=21,no=22,missing=21,gain=3.51685405,cover=9596
- 21:[Ecc<28.2834949] yes=43,no=44,missing=43,gain=3.32507896,cover=1303
- 43:[Pol<50.1003532] yes=87,no=88,missing=88,gain=2.96883726,cover=91
- 87:leaf=0.0179253668,cover=0
- 88:leaf=-0.00981814507,cover=0
- 44:[PialCurv5<-0.0931780562] yes=89,no=90,missing=90,gain=3.291852,cover=1212
- 89:leaf=-0.0068999934,cover=0
- 90:leaf=0.00392147712,cover=0
- 22:[Area5<0.624364853] yes=45,no=46,missing=45,gain=3.53106189,cover=8293
- 45:[PialArea5<0.937250912] yes=91,no=92,missing=91,gain=2.29778433,cover=1372
- 91:leaf=0.00231269933,cover=0
- 92:leaf=-0.0161913931,cover=0
- 46:[LGI5<2.90190363] yes=93,no=94,missing=93,gain=2.64578819,cover=6921
- 93:leaf=0.00419968134,cover=0
- 94:leaf=-0.000885779446,cover=0
- 2:[Sulc0<-0.463317156] yes=5,no=6,missing=5,gain=1.33912718,cover=2138857
- 5:[PialArea5<0.567627013] yes=11,no=12,missing=11,gain=4.81751347,cover=56384
- 11:[PialCurv5<-0.0395349935] yes=23,no=24,missing=23,gain=3.74912357,cover=13821
- 23:[LGI5<2.22170687] yes=47,no=48,missing=47,gain=2.62740207,cover=827
- 47:[Ecc<0.221054599] yes=95,no=96,missing=95,gain=4.00992346,cover=134
- 95:leaf=0.0254827384,cover=0
- 96:leaf=-0.0111540593,cover=0
- 48:[Pol<20.2198563] yes=97,no=98,missing=97,gain=1.76353502,cover=693
- 97:leaf=0.00640734378,cover=0
- 98:leaf=-0.00224490813,cover=0
- 24:[LGI5<2.72022414] yes=49,no=50,missing=49,gain=3.74698853,cover=12994
- 49:[LGI5<2.53428411] yes=99,no=100,missing=100,gain=4.94199038,cover=11570
- 99:leaf=0.000763779506,cover=0
- 100:leaf=0.00441185152,cover=0
- 50:[Ecc<6.22534323] yes=101,no=102,missing=101,gain=2.08971334,cover=1424
- 101:leaf=-0.00534049375,cover=0
- 102:leaf=-0.000643132429,cover=0
- 12:[Area5<0.689492285] yes=25,no=26,missing=25,gain=3.98376799,cover=42563
- 25:[LGI5<2.73077893] yes=51,no=52,missing=51,gain=3.85431671,cover=21567
- 51:[LGI5<2.43374896] yes=103,no=104,missing=103,gain=4.58783722,cover=18027
- 103:leaf=-0.00127767061,cover=0
- 104:leaf=0.0003815729,cover=0
- 52:[PialArea5<0.813682437] yes=105,no=106,missing=105,gain=4.18137646,cover=3540
- 105:leaf=-0.00158862141,cover=0
- 106:leaf=-0.00579280639,cover=0
- 26:[PialCurv5<-0.0877386853] yes=53,no=54,missing=53,gain=8.26097107,cover=20996
- 53:[Pol<63.605114] yes=107,no=108,missing=107,gain=5.87452888,cover=153
- 107:leaf=0.0232741665,cover=0
- 108:leaf=0.00336727803,cover=0
- 54:[Ecc<0.836319208] yes=109,no=110,missing=109,gain=4.34869099,cover=20843
- 109:leaf=0.0014345902,cover=0
- 110:leaf=-0.000432302098,cover=0
- 6:[PialCurv5<0.00860458333] yes=13,no=14,missing=13,gain=1.58274126,cover=2082473
- 13:[PialArea5<0.672997355] yes=27,no=28,missing=27,gain=8.65984631,cover=120002
- 27:[Pol<95.6227875] yes=55,no=56,missing=55,gain=2.71043038,cover=45873
- 55:[Sulc0<0.68960917] yes=111,no=112,missing=111,gain=3.99281359,cover=19755
- 111:leaf=0.000224780859,cover=0
- 112:leaf=-0.00374832912,cover=0
- 56:[Ecc<2.07756257] yes=113,no=114,missing=114,gain=3.02604485,cover=26118
- 113:leaf=0.00054750673,cover=0
- 114:leaf=-0.000918283593,cover=0
- 28:[Pol<169.412277] yes=57,no=58,missing=57,gain=4.50216007,cover=74129
- 57:[Area5<0.716575325] yes=115,no=116,missing=115,gain=5.05664444,cover=68954
- 115:leaf=0.001061599,cover=0
- 116:leaf=0.000205243894,cover=0
- 58:[LGI5<2.45602322] yes=117,no=118,missing=117,gain=4.84527683,cover=5175
- 117:leaf=0.00415391801,cover=0
- 118:leaf=-0.00135996344,cover=0
- 14:[PialArea5<0.816499233] yes=29,no=30,missing=29,gain=1.9610852,cover=1962471
- 29:[PialCurv5<0.054317683] yes=59,no=60,missing=59,gain=2.5046351,cover=1816825
- 59:[Pol<119.248337] yes=119,no=120,missing=119,gain=3.59281754,cover=195437
- 119:leaf=4.36986411e-05,cover=0
- 120:leaf=0.000507127377,cover=0
- 60:[Area5<0.792350233] yes=121,no=122,missing=121,gain=1.52039099,cover=1621388
- 121:leaf=-1.56936512e-05,cover=0
- 122:leaf=0.000169176143,cover=0
- 30:[Ecc<15.3430929] yes=61,no=62,missing=61,gain=3.53843546,cover=145646
- 61:[Ecc<0.836319208] yes=123,no=124,missing=124,gain=3.51665568,cover=83758
- 123:leaf=-0.00305348146,cover=0
- 124:leaf=7.34795976e-05,cover=0
- 62:[Area5<0.792350233] yes=125,no=126,missing=125,gain=5.04894876,cover=61888
- 125:leaf=-0.000793114945,cover=0
- 126:leaf=0.00015141991,cover=0
-booster[1174]:
-0:[PialArea5<0.922987998] yes=1,no=2,missing=1,gain=0.100016616,cover=5124388
- 1:[Area5<0.987501919] yes=3,no=4,missing=3,gain=0.413743883,cover=3591589
- 3:[MidArea5<0.922174513] yes=7,no=8,missing=8,gain=0.823254585,cover=3584867
- 7:[MidArea5<0.856507063] yes=15,no=16,missing=15,gain=0.424395025,cover=3584602
- 15:[Area5<0.846071243] yes=31,no=32,missing=32,gain=0.40277344,cover=3569554
- 31:[LGI5<2.6558373] yes=63,no=64,missing=63,gain=0.413882464,cover=3536726
- 63:leaf=1.40283801e-05,cover=0
- 64:leaf=-2.05027445e-05,cover=0
- 32:[Sulc0<0.110320561] yes=65,no=66,missing=66,gain=1.45589232,cover=32828
- 65:leaf=-0.000576289371,cover=0
- 66:leaf=0.000318837439,cover=0
- 16:[LGI5<2.67457628] yes=33,no=34,missing=33,gain=2.38238907,cover=15048
- 33:[LGI5<2.53029394] yes=67,no=68,missing=68,gain=2.09206033,cover=4448
- 67:leaf=-0.000441059237,cover=0
- 68:leaf=-0.00271082483,cover=0
- 34:[Sulc0<0.392869562] yes=69,no=70,missing=69,gain=1.29799986,cover=10600
- 69:leaf=0.000444968377,cover=0
- 70:leaf=-0.000857947394,cover=0
- 8:[Curv5<-0.0320370905] yes=17,no=18,missing=18,gain=0.607026637,cover=265
- 17:[Sulc0<-0.667459846] yes=35,no=36,missing=35,gain=0.386100143,cover=69
- 35:[MidArea5<0.938860953] yes=71,no=72,missing=71,gain=0.217219979,cover=34
- 71:leaf=-0.00504723098,cover=0
- 72:leaf=0.00343230623,cover=0
- 36:[Pol<123.059357] yes=73,no=74,missing=73,gain=0.412854016,cover=35
- 73:leaf=0.000793014187,cover=0
- 74:leaf=0.0119787017,cover=0
- 18:[PialCurv5<0.0471153036] yes=37,no=38,missing=37,gain=0.460084915,cover=196
- 37:[Curv5<0.0213092454] yes=75,no=76,missing=76,gain=0.308222532,cover=67
- 75:leaf=-0.00529497769,cover=0
- 76:leaf=-0.0130431196,cover=0
- 38:[LGI5<3.60428405] yes=77,no=78,missing=77,gain=0.474819124,cover=129
- 77:leaf=-0.00127940159,cover=0
- 78:leaf=-0.0104950191,cover=0
- 4:[Curv5<-0.0620335713] yes=9,no=10,missing=9,gain=1.61040413,cover=6722
- 9:[PialCurv5<-0.103163145] yes=19,no=20,missing=19,gain=1.08723831,cover=270
- 19:[LGI5<2.61980247] yes=39,no=40,missing=39,gain=0.260508716,cover=43
- 39:[Pol<136.095428] yes=79,no=80,missing=80,gain=0.101507425,cover=39
- 79:leaf=-0.0031222438,cover=0
- 80:leaf=0.00252205133,cover=0
- 40:leaf=-0.0138387233,cover=0
- 20:[Ecc<1.51801682] yes=41,no=42,missing=42,gain=0.819593191,cover=227
- 41:[Pol<168.718765] yes=81,no=82,missing=81,gain=0.689176917,cover=105
- 81:leaf=0.00346731185,cover=0
- 82:leaf=-0.0110115949,cover=0
- 42:[PialArea5<0.742050111] yes=83,no=84,missing=83,gain=0.364789248,cover=122
- 83:leaf=0.0135772424,cover=0
- 84:leaf=0.00676364312,cover=0
- 10:[PialCurv5<-0.0607835948] yes=21,no=22,missing=21,gain=1.40319431,cover=6452
- 21:[Ecc<2.13501525] yes=43,no=44,missing=43,gain=1.53664804,cover=100
- 43:[LGI5<2.40363431] yes=85,no=86,missing=86,gain=0.49192518,cover=80
- 85:leaf=-0.00657342887,cover=0
- 86:leaf=0.00121110119,cover=0
- 44:[Ecc<5.66086149] yes=87,no=88,missing=87,gain=0.438325882,cover=20
- 87:leaf=-0.0200249609,cover=0
- 88:leaf=0.00316805067,cover=0
- 22:[Pol<108.184875] yes=45,no=46,missing=45,gain=1.21436214,cover=6352
- 45:[LGI5<3.58443618] yes=89,no=90,missing=89,gain=1.44408774,cover=4178
- 89:leaf=-0.000564187882,cover=0
- 90:leaf=0.00205408945,cover=0
- 46:[Sulc0<-0.586468518] yes=91,no=92,missing=92,gain=1.31385028,cover=2174
- 91:leaf=-0.00346188364,cover=0
- 92:leaf=0.0015976642,cover=0
- 2:[LGI5<3.0310638] yes=5,no=6,missing=5,gain=0.649376452,cover=1532799
- 5:[Ecc<9.88196182] yes=11,no=12,missing=11,gain=1.14607358,cover=1107061
- 11:[Sulc0<-0.285426885] yes=23,no=24,missing=23,gain=1.01175129,cover=940676
- 23:[Pol<178.093033] yes=47,no=48,missing=47,gain=1.3686533,cover=843433
- 47:[Area5<0.695856333] yes=93,no=94,missing=93,gain=1.23849893,cover=832495
- 93:leaf=3.95131065e-05,cover=0
- 94:leaf=-8.38249325e-05,cover=0
- 48:[Area5<0.987501919] yes=95,no=96,missing=96,gain=1.7732892,cover=10938
- 95:leaf=0.000517071283,cover=0
- 96:leaf=0.0128979655,cover=0
- 24:[Area5<0.669105887] yes=49,no=50,missing=49,gain=4.54413223,cover=97243
- 49:[Pol<148.336472] yes=97,no=98,missing=97,gain=6.98504257,cover=12133
- 97:leaf=-0.000399786019,cover=0
- 98:leaf=-0.00496379612,cover=0
- 50:[Pol<130.198486] yes=99,no=100,missing=99,gain=8.22272301,cover=85110
- 99:leaf=9.04913977e-05,cover=0
- 100:leaf=0.00148240442,cover=0
- 12:[PialCurv5<0.0240441076] yes=25,no=26,missing=25,gain=3.02396083,cover=166385
- 25:[Curv5<0.00319097727] yes=51,no=52,missing=51,gain=4.32855749,cover=160780
- 51:[Pol<162.313202] yes=101,no=102,missing=101,gain=1.94010091,cover=159524
- 101:leaf=-2.51453657e-05,cover=0
- 102:leaf=-0.000457111804,cover=0
- 52:[PialCurv5<-0.00569582684] yes=103,no=104,missing=104,gain=3.06821775,cover=1256
- 103:leaf=0.00854606926,cover=0
- 104:leaf=0.00176193193,cover=0
- 26:[Area5<0.839165807] yes=53,no=54,missing=54,gain=1.16580725,cover=5605
- 53:[PialCurv5<0.0616685152] yes=105,no=106,missing=106,gain=1.17654276,cover=4403
- 105:leaf=-0.00117923308,cover=0
- 106:leaf=-0.00307314051,cover=0
- 54:[LGI5<2.95092106] yes=107,no=108,missing=108,gain=0.878680825,cover=1202
- 107:leaf=-0.000711611297,cover=0
- 108:leaf=0.0023340818,cover=0
- 6:[Ecc<11.1913614] yes=13,no=14,missing=14,gain=2.1207428,cover=425738
- 13:[Sulc0<-0.0862998366] yes=27,no=28,missing=27,gain=4.93439054,cover=92617
- 27:[Sulc0<-0.389213681] yes=55,no=56,missing=55,gain=1.52345657,cover=86510
- 55:[PialCurv5<-0.019163372] yes=109,no=110,missing=109,gain=1.83791649,cover=68583
- 109:leaf=9.37168006e-05,cover=0
- 110:leaf=-0.00171039987,cover=0
- 56:[Pol<65.1286774] yes=111,no=112,missing=111,gain=4.44430733,cover=17927
- 111:leaf=-0.00134243479,cover=0
- 112:leaf=0.000241911068,cover=0
- 28:[Area5<0.735260904] yes=57,no=58,missing=57,gain=6.55971479,cover=6107
- 57:[Pol<77.5287857] yes=113,no=114,missing=113,gain=3.98125839,cover=1958
- 113:leaf=-0.00781601481,cover=0
- 114:leaf=-0.00260430737,cover=0
- 58:[Ecc<7.85193825] yes=115,no=116,missing=115,gain=5.6131916,cover=4149
- 115:leaf=0.00293157203,cover=0
- 116:leaf=-0.00141183543,cover=0
- 14:[LGI5<3.17022181] yes=29,no=30,missing=29,gain=2.12841535,cover=333121
- 29:[Pol<174.523148] yes=59,no=60,missing=59,gain=2.05202889,cover=85259
- 59:[Area5<0.924216449] yes=117,no=118,missing=117,gain=1.6660533,cover=77192
- 117:leaf=0.000450980908,cover=0
- 118:leaf=-0.0011618298,cover=0
- 60:[PialArea5<1.13220918] yes=119,no=120,missing=119,gain=2.66644955,cover=8067
- 119:leaf=0.000178114729,cover=0
- 120:leaf=-0.00179972115,cover=0
- 30:[Pol<18.1680222] yes=61,no=62,missing=61,gain=1.13842356,cover=247862
- 61:[Ecc<23.1745358] yes=121,no=122,missing=121,gain=4.99209595,cover=49213
- 121:leaf=0.000423768855,cover=0
- 122:leaf=-0.000596355763,cover=0
- 62:[Ecc<20.7119312] yes=123,no=124,missing=123,gain=2.30765057,cover=198649
- 123:leaf=-8.27103213e-05,cover=0
- 124:leaf=0.000259115244,cover=0
-booster[1175]:
-0:[MidArea5<1.04683805] yes=1,no=2,missing=1,gain=0.110257216,cover=5124388
- 1:[MidArea5<1.02408183] yes=3,no=4,missing=4,gain=0.322905272,cover=4983994
- 3:[PialArea5<1.31770575] yes=7,no=8,missing=7,gain=0.187223718,cover=4943960
- 7:[MidArea5<0.975851595] yes=15,no=16,missing=15,gain=0.427083433,cover=4926372
- 15:[PialArea5<1.17753279] yes=31,no=32,missing=31,gain=0.186824545,cover=4818557
- 31:[MidArea5<0.94823128] yes=63,no=64,missing=63,gain=0.470618278,cover=4726439
- 63:leaf=-2.04350795e-06,cover=0
- 64:leaf=0.000145026585,cover=0
- 32:[PialCurv5<-0.0472753309] yes=65,no=66,missing=65,gain=4.15798473,cover=92118
- 65:leaf=-7.69057351e-06,cover=0
- 66:leaf=-0.00182074611,cover=0
- 16:[Pol<168.718765] yes=33,no=34,missing=33,gain=0.666684687,cover=107815
- 33:[Pol<38.1036148] yes=67,no=68,missing=67,gain=0.730297565,cover=96240
- 67:leaf=-9.00153373e-06,cover=0
- 68:leaf=0.000267637311,cover=0
- 34:[Ecc<5.97554874] yes=69,no=70,missing=69,gain=2.02242684,cover=11575
- 69:leaf=0.00156550517,cover=0
- 70:leaf=-0.000498862821,cover=0
- 8:[PialCurv5<-0.0715543851] yes=17,no=18,missing=17,gain=1.84791362,cover=17588
- 17:[LGI5<2.16230083] yes=35,no=36,missing=35,gain=1.29711878,cover=16426
- 35:[Sulc0<-0.947149038] yes=71,no=72,missing=72,gain=2.47153497,cover=193
- 71:leaf=-1.46620951e-05,cover=0
- 72:leaf=0.011897021,cover=0
- 36:[Curv5<-0.0795110464] yes=73,no=74,missing=74,gain=1.26135302,cover=16233
- 73:leaf=-5.11155922e-05,cover=0
- 74:leaf=-0.00816840585,cover=0
- 18:[Ecc<1.68457866] yes=37,no=38,missing=37,gain=2.10206366,cover=1162
- 37:[Sulc0<-0.614971876] yes=75,no=76,missing=75,gain=0.855052471,cover=303
- 75:leaf=0.000529560843,cover=0
- 76:leaf=0.0088400105,cover=0
- 38:[Curv5<-0.39144522] yes=77,no=78,missing=78,gain=0.76594162,cover=859
- 77:leaf=0.010450366,cover=0
- 78:leaf=-0.00350922975,cover=0
- 4:[Pol<161.595886] yes=9,no=10,missing=10,gain=0.625957727,cover=40034
- 9:[LGI5<2.66052985] yes=19,no=20,missing=19,gain=0.767550647,cover=33973
- 19:[Pol<4.30929279] yes=39,no=40,missing=39,gain=1.41391826,cover=15502
- 39:[Curv5<-0.163374811] yes=79,no=80,missing=80,gain=0.709740162,cover=581
- 79:leaf=-0.001516063,cover=0
- 80:leaf=-0.00524593284,cover=0
- 40:[Area5<0.797084928] yes=81,no=82,missing=82,gain=0.56649673,cover=14921
- 81:leaf=-0.00040816181,cover=0
- 82:leaf=0.000291735982,cover=0
- 20:[PialCurv5<-0.0542625114] yes=41,no=42,missing=41,gain=0.89609921,cover=18471
- 41:[Curv5<-0.139824241] yes=83,no=84,missing=83,gain=1.00204802,cover=15899
- 83:leaf=0.00024651736,cover=0
- 84:leaf=-0.000672393129,cover=0
- 42:[Ecc<7.95697832] yes=85,no=86,missing=85,gain=2.60898089,cover=2572
- 85:leaf=0.00364148105,cover=0
- 86:leaf=5.56580271e-05,cover=0
- 10:[Ecc<5.85121489] yes=21,no=22,missing=22,gain=1.25600672,cover=6061
- 21:[Curv5<-0.156904668] yes=43,no=44,missing=43,gain=2.34713674,cover=1160
- 43:[PialCurv5<-0.0758950338] yes=87,no=88,missing=87,gain=0.780485809,cover=753
- 87:leaf=-0.00101352436,cover=0
- 88:leaf=0.0105086137,cover=0
- 44:[LGI5<2.80803919] yes=89,no=90,missing=90,gain=4.05412006,cover=407
- 89:leaf=0.00269689411,cover=0
- 90:leaf=0.0243216399,cover=0
- 22:[Area5<0.72514528] yes=45,no=46,missing=46,gain=1.17040014,cover=4901
- 45:[Area5<0.633885562] yes=91,no=92,missing=92,gain=1.00080061,cover=524
- 91:leaf=-0.00613797968,cover=0
- 92:leaf=0.001910783,cover=0
- 46:[Ecc<16.7734241] yes=93,no=94,missing=93,gain=1.55986404,cover=4377
- 93:leaf=-0.00196042238,cover=0
- 94:leaf=-1.16992987e-05,cover=0
- 2:[Curv5<-0.0730527416] yes=5,no=6,missing=5,gain=1.06547356,cover=140394
- 5:[Sulc0<0.32645905] yes=11,no=12,missing=12,gain=0.76700604,cover=130231
- 11:[PialArea5<1.28208315] yes=23,no=24,missing=24,gain=0.651017487,cover=130185
- 23:[PialCurv5<-0.00569582684] yes=47,no=48,missing=47,gain=0.984805703,cover=12858
- 47:[PialCurv5<-0.0114707183] yes=95,no=96,missing=96,gain=0.531701028,cover=12812
- 95:leaf=-0.000316398131,cover=0
- 96:leaf=0.00784271676,cover=0
- 48:[Ecc<4.60336304] yes=97,no=98,missing=97,gain=0.476709485,cover=46
- 97:leaf=0.00254111062,cover=0
- 98:leaf=-0.0100127338,cover=0
- 24:[Pol<19.2006226] yes=49,no=50,missing=49,gain=0.576195896,cover=117327
- 49:[LGI5<2.65113688] yes=99,no=100,missing=99,gain=2.09614635,cover=29454
- 99:leaf=-0.000622242456,cover=0
- 100:leaf=0.000227381388,cover=0
- 50:[Ecc<2.31110334] yes=101,no=102,missing=101,gain=0.976247668,cover=87873
- 101:leaf=0.000559944368,cover=0
- 102:leaf=4.71410422e-05,cover=0
- 12:[PialCurv5<-0.103163145] yes=25,no=26,missing=26,gain=0.362655103,cover=46
- 25:[Ecc<41.2560654] yes=51,no=52,missing=51,gain=0.090967685,cover=6
- 51:leaf=-0.00320970616,cover=0
- 52:leaf=0.00822425913,cover=0
- 26:[Ecc<17.7876587] yes=53,no=54,missing=54,gain=0.323934555,cover=40
- 53:[Ecc<14.0810061] yes=103,no=104,missing=103,gain=0.01816082,cover=3
- 103:leaf=0.00811298285,cover=0
- 104:leaf=0.000163942575,cover=0
- 54:[PialCurv5<-0.0632625744] yes=105,no=106,missing=105,gain=0.157621741,cover=37
- 105:leaf=-0.0138159981,cover=0
- 106:leaf=-0.00650563557,cover=0
- 6:[Ecc<20.0856266] yes=13,no=14,missing=14,gain=2.30650377,cover=10163
- 13:[Area5<0.987501919] yes=27,no=28,missing=27,gain=2.61519885,cover=7843
- 27:[Pol<172.045227] yes=55,no=56,missing=55,gain=3.33237505,cover=4130
- 55:[LGI5<2.89127874] yes=107,no=108,missing=107,gain=2.68358374,cover=3807
- 107:leaf=0.00307065225,cover=0
- 108:leaf=0.000140367949,cover=0
- 56:[LGI5<3.38720298] yes=109,no=110,missing=110,gain=1.86869252,cover=323
- 109:leaf=-0.00341427932,cover=0
- 110:leaf=0.03627057,cover=0
- 28:[LGI5<2.5416429] yes=57,no=58,missing=57,gain=1.11904335,cover=3713
- 57:[Sulc0<-0.815117955] yes=111,no=112,missing=112,gain=1.30273724,cover=2503
- 111:leaf=-0.00594904786,cover=0
- 112:leaf=0.000785631069,cover=0
- 58:[Ecc<7.95697832] yes=113,no=114,missing=114,gain=2.75413752,cover=1210
- 113:leaf=-0.00293956092,cover=0
- 114:leaf=0.00212663389,cover=0
- 14:[LGI5<2.96780801] yes=29,no=30,missing=29,gain=1.44956386,cover=2320
- 29:[Pol<22.2436924] yes=59,no=60,missing=60,gain=2.81142521,cover=333
- 59:[PialArea5<1.29873812] yes=115,no=116,missing=115,gain=1.63617349,cover=54
- 115:leaf=-0.000562628207,cover=0
- 116:leaf=0.0170244705,cover=0
- 60:[LGI5<2.95653391] yes=117,no=118,missing=118,gain=0.336353302,cover=279
- 117:leaf=-0.00533158891,cover=0
- 118:leaf=-0.0114240022,cover=0
- 30:[Pol<27.4246235] yes=61,no=62,missing=62,gain=1.75340605,cover=1987
- 61:[LGI5<2.99594808] yes=119,no=120,missing=120,gain=1.17958927,cover=491
- 119:leaf=0.01258785,cover=0
- 120:leaf=-0.00330579444,cover=0
- 62:[Pol<166.64444] yes=121,no=122,missing=122,gain=1.40475166,cover=1496
- 121:leaf=0.000282098888,cover=0
- 122:leaf=0.0105630225,cover=0
-booster[1176]:
-0:[Curv5<-0.00141534733] yes=1,no=2,missing=2,gain=0.1032013,cover=5124388
- 1:[Sulc0<0.624357879] yes=3,no=4,missing=3,gain=0.988665342,cover=3108132
- 3:[PialCurv5<0.128475845] yes=7,no=8,missing=7,gain=0.793337464,cover=3102673
- 7:[PialCurv5<0.0904879719] yes=15,no=16,missing=16,gain=1.16342342,cover=3099533
- 15:[MidArea5<0.505849421] yes=31,no=32,missing=31,gain=0.783299148,cover=3089827
- 31:[PialArea5<0.643814564] yes=63,no=64,missing=64,gain=2.42475367,cover=21727
- 63:leaf=0.000179388371,cover=0
- 64:leaf=0.00269778864,cover=0
- 32:[PialArea5<0.472106963] yes=65,no=66,missing=66,gain=1.61058152,cover=3068100
- 65:leaf=-0.00104956178,cover=0
- 66:leaf=-4.47887169e-06,cover=0
- 16:[Ecc<17.2700901] yes=33,no=34,missing=33,gain=3.33020043,cover=9706
- 33:[Area5<0.664770067] yes=67,no=68,missing=67,gain=2.95516753,cover=8175
- 67:leaf=-0.00188484311,cover=0
- 68:leaf=1.6685497e-05,cover=0
- 34:[Pol<77.5287857] yes=69,no=70,missing=69,gain=3.3396244,cover=1531
- 69:leaf=0.00550815091,cover=0
- 70:leaf=0.000197350077,cover=0
- 8:[Ecc<14.9070177] yes=17,no=18,missing=17,gain=1.67601252,cover=3140
- 17:[Area5<0.688713074] yes=35,no=36,missing=35,gain=1.73178637,cover=2259
- 35:[Sulc0<0.345196545] yes=71,no=72,missing=72,gain=1.21278095,cover=1553
- 71:leaf=-0.000437764742,cover=0
- 72:leaf=-0.00543125672,cover=0
- 36:[Ecc<3.41847086] yes=73,no=74,missing=73,gain=3.02078962,cover=706
- 73:leaf=0.0087861158,cover=0
- 74:leaf=0.000516268658,cover=0
- 18:[Pol<85.4004211] yes=37,no=38,missing=37,gain=2.87421274,cover=881
- 37:[Sulc0<0.0689564943] yes=75,no=76,missing=75,gain=3.3110733,cover=355
- 75:leaf=-0.00138602988,cover=0
- 76:leaf=0.00920570921,cover=0
- 38:[Ecc<19.170145] yes=77,no=78,missing=77,gain=1.79394734,cover=526
- 77:leaf=0.00448181946,cover=0
- 78:leaf=-0.00173698144,cover=0
- 4:[Ecc<27.7987404] yes=9,no=10,missing=9,gain=1.72776318,cover=5459
- 9:[Pol<109.773643] yes=19,no=20,missing=19,gain=1.10149193,cover=2216
- 19:[Pol<83.4982376] yes=39,no=40,missing=39,gain=1.40720534,cover=1762
- 39:[Ecc<24.7238369] yes=79,no=80,missing=80,gain=1.60600924,cover=421
- 79:leaf=-0.00267130951,cover=0
- 80:leaf=-0.0129909916,cover=0
- 40:[MidArea5<0.468026847] yes=81,no=82,missing=81,gain=0.873637795,cover=1341
- 81:leaf=0.00377390697,cover=0
- 82:leaf=-0.000783743453,cover=0
- 20:[Ecc<23.1745358] yes=41,no=42,missing=42,gain=2.03371906,cover=454
- 41:[Ecc<8.87956142] yes=83,no=84,missing=83,gain=0.991687298,cover=289
- 83:leaf=0.000526856806,cover=0
- 84:leaf=-0.00768897077,cover=0
- 42:[LGI5<2.97342348] yes=85,no=86,missing=85,gain=0.976064444,cover=165
- 85:leaf=0.00677280826,cover=0
- 86:leaf=-0.0018431152,cover=0
- 10:[Pol<87.3220139] yes=21,no=22,missing=22,gain=2.32274389,cover=3243
- 21:[PialCurv5<-0.0923183635] yes=43,no=44,missing=44,gain=3.82971525,cover=651
- 43:[PialCurv5<-0.167439327] yes=87,no=88,missing=87,gain=1.45954418,cover=61
- 87:leaf=0.00192126469,cover=0
- 88:leaf=-0.0144023765,cover=0
- 44:[Pol<52.7894325] yes=89,no=90,missing=90,gain=3.29505634,cover=590
- 89:leaf=-0.00167146872,cover=0
- 90:leaf=0.00643281639,cover=0
- 22:[LGI5<3.84897733] yes=45,no=46,missing=45,gain=2.52715588,cover=2592
- 45:[LGI5<3.67381835] yes=91,no=92,missing=91,gain=2.2603991,cover=2469
- 91:leaf=-0.000685952778,cover=0
- 92:leaf=0.00514806574,cover=0
- 46:[Area5<0.635019779] yes=93,no=94,missing=93,gain=0.655911684,cover=123
- 93:leaf=0.00285615423,cover=0
- 94:leaf=-0.00882643554,cover=0
- 2:[PialCurv5<-0.0297427773] yes=5,no=6,missing=6,gain=1.41168308,cover=2016256
- 5:[Sulc0<-0.0862998366] yes=11,no=12,missing=11,gain=5.50941658,cover=19336
- 11:[Ecc<3.94116735] yes=23,no=24,missing=23,gain=4.18620491,cover=11859
- 23:[Area5<0.790145099] yes=47,no=48,missing=47,gain=5.32702589,cover=4790
- 47:[Area5<0.666510165] yes=95,no=96,missing=96,gain=5.74584293,cover=4473
- 95:leaf=-0.00103851839,cover=0
- 96:leaf=0.00258676405,cover=0
- 48:[Sulc0<-0.420901269] yes=97,no=98,missing=97,gain=1.42202234,cover=317
- 97:leaf=-0.00313431141,cover=0
- 98:leaf=-0.00987873971,cover=0
- 24:[Sulc0<-0.244882882] yes=49,no=50,missing=49,gain=3.78388309,cover=7069
- 49:[MidArea5<0.877007365] yes=99,no=100,missing=100,gain=2.63755417,cover=4184
- 99:leaf=-0.00303516653,cover=0
- 100:leaf=0.00449072104,cover=0
- 50:[PialArea5<1.07926941] yes=101,no=102,missing=101,gain=1.19182146,cover=2885
- 101:leaf=-0.000537090644,cover=0
- 102:leaf=0.0140874758,cover=0
- 12:[LGI5<2.44958925] yes=25,no=26,missing=26,gain=9.46696568,cover=7477
- 25:[Ecc<5.97554874] yes=51,no=52,missing=51,gain=3.89894485,cover=870
- 51:[Pol<104.929901] yes=103,no=104,missing=103,gain=1.77082455,cover=495
- 103:leaf=0.000986308209,cover=0
- 104:leaf=-0.0051756897,cover=0
- 52:[Area5<0.669950843] yes=105,no=106,missing=105,gain=5.18284416,cover=375
- 105:leaf=-0.00277295592,cover=0
- 106:leaf=-0.0145908892,cover=0
- 26:[Ecc<20.3925476] yes=53,no=54,missing=53,gain=8.18619442,cover=6607
- 53:[Pol<95.6227875] yes=107,no=108,missing=107,gain=5.37949657,cover=4422
- 107:leaf=0.00424293242,cover=0
- 108:leaf=0.000754497712,cover=0
- 54:[Pol<68.1421661] yes=109,no=110,missing=109,gain=2.49895835,cover=2185
- 109:leaf=0.000716506736,cover=0
- 110:leaf=-0.00269326544,cover=0
- 6:[PialCurv5<0.0193316489] yes=13,no=14,missing=13,gain=1.75472999,cover=1996920
- 13:[PialArea5<0.739180207] yes=27,no=28,missing=28,gain=7.29240131,cover=108091
- 27:[Ecc<0.889730632] yes=55,no=56,missing=55,gain=2.58566499,cover=62399
- 55:[Pol<144.670364] yes=111,no=112,missing=111,gain=5.55117655,cover=5950
- 111:leaf=0.0025255559,cover=0
- 112:leaf=-0.000541880028,cover=0
- 56:[MidArea5<0.741105855] yes=113,no=114,missing=114,gain=2.87733793,cover=56449
- 113:leaf=-0.000195139452,cover=0
- 114:leaf=-0.00270079984,cover=0
- 28:[Sulc0<0.0931760818] yes=57,no=58,missing=58,gain=4.80737972,cover=45692
- 57:[LGI5<2.38303256] yes=115,no=116,missing=115,gain=3.62266755,cover=29346
- 115:leaf=0.001748348,cover=0
- 116:leaf=9.2029346e-05,cover=0
- 58:[Pol<166.64444] yes=117,no=118,missing=117,gain=4.53574753,cover=16346
- 117:leaf=0.0014535425,cover=0
- 118:leaf=-0.0075539127,cover=0
- 14:[PialArea5<0.772500634] yes=29,no=30,missing=29,gain=1.87709367,cover=1888829
- 29:[PialCurv5<0.0666604191] yes=59,no=60,missing=59,gain=2.18184161,cover=1706666
- 59:[LGI5<3.48966408] yes=119,no=120,missing=119,gain=3.54812479,cover=187921
- 119:leaf=0.000240485766,cover=0
- 120:leaf=-0.000585455447,cover=0
- 60:[Area5<0.750726104] yes=121,no=122,missing=121,gain=1.38173711,cover=1518745
- 121:leaf=-2.53344224e-05,cover=0
- 122:leaf=9.51096517e-05,cover=0
- 30:[PialCurv5<0.0720715299] yes=61,no=62,missing=61,gain=3.80239797,cover=182163
- 61:[Sulc0<-0.298712492] yes=123,no=124,missing=123,gain=3.42966127,cover=106264
- 123:leaf=0.000469093589,cover=0
- 124:leaf=-0.000443151832,cover=0
- 62:[Curv5<0.0257103238] yes=125,no=126,missing=125,gain=4.45232582,cover=75899
- 125:leaf=0.000937794161,cover=0
- 126:leaf=-5.97553335e-05,cover=0
-booster[1177]:
-0:[MidArea5<1.04683805] yes=1,no=2,missing=1,gain=0.100732349,cover=5124388
- 1:[MidArea5<1.02408183] yes=3,no=4,missing=4,gain=0.290348798,cover=4983994
- 3:[PialArea5<1.36541271] yes=7,no=8,missing=8,gain=0.169856444,cover=4943960
- 7:[MidArea5<0.975851595] yes=15,no=16,missing=15,gain=0.246661276,cover=4938702
- 15:[Pol<31.3444195] yes=31,no=32,missing=31,gain=0.174267933,cover=4820853
- 31:[Ecc<14.694541] yes=63,no=64,missing=63,gain=1.8296032,cover=551339
- 63:leaf=0.000101839054,cover=0
- 64:leaf=-8.29366909e-05,cover=0
- 32:[Sulc0<-1.24864507] yes=65,no=66,missing=65,gain=0.506453812,cover=4269514
- 65:leaf=-0.00043074839,cover=0
- 66:leaf=-4.25124972e-06,cover=0
- 16:[PialCurv5<-0.126528949] yes=33,no=34,missing=33,gain=0.716346979,cover=117849
- 33:[Area5<0.846071243] yes=67,no=68,missing=68,gain=1.22271538,cover=21695
- 67:leaf=-6.02130494e-05,cover=0
- 68:leaf=-0.00129186583,cover=0
- 34:[Ecc<7.69572639] yes=69,no=70,missing=69,gain=0.871635318,cover=96154
- 69:leaf=0.000262817804,cover=0
- 70:leaf=-4.06941945e-05,cover=0
- 8:[Pol<119.248337] yes=17,no=18,missing=17,gain=1.35208249,cover=5258
- 17:[Area5<0.600206077] yes=35,no=36,missing=36,gain=1.85904229,cover=3412
- 35:[Curv5<-0.198884338] yes=71,no=72,missing=71,gain=2.26468325,cover=1202
- 71:leaf=0.000332821277,cover=0
- 72:leaf=0.004915684,cover=0
- 36:[Sulc0<-0.401674598] yes=73,no=74,missing=73,gain=1.16044581,cover=2210
- 73:leaf=-0.000702112622,cover=0
- 74:leaf=0.00834932085,cover=0
- 18:[LGI5<2.18291569] yes=37,no=38,missing=38,gain=2.09774685,cover=1846
- 37:[Area5<0.631603718] yes=75,no=76,missing=75,gain=0.772179842,cover=19
- 75:leaf=0.021166971,cover=0
- 76:leaf=-0.000233471394,cover=0
- 38:[Ecc<4.27275372] yes=77,no=78,missing=77,gain=1.65818179,cover=1827
- 77:leaf=-0.00292561878,cover=0
- 78:leaf=9.82740894e-05,cover=0
- 4:[Pol<161.595886] yes=9,no=10,missing=10,gain=0.5641675,cover=40034
- 9:[LGI5<2.51629615] yes=19,no=20,missing=19,gain=0.697750449,cover=33973
- 19:[Ecc<10.426198] yes=39,no=40,missing=40,gain=1.58049703,cover=9956
- 39:[Pol<4.30929279] yes=79,no=80,missing=79,gain=0.799488068,cover=9918
- 79:leaf=-0.00287598348,cover=0
- 80:leaf=-0.000287983246,cover=0
- 40:[Pol<58.6768646] yes=81,no=82,missing=82,gain=0.741240382,cover=38
- 81:leaf=-0.00283393892,cover=0
- 82:leaf=-0.0168502256,cover=0
- 20:[PialArea5<1.18617713] yes=41,no=42,missing=41,gain=0.926961303,cover=24017
- 41:[PialCurv5<0.0262785293] yes=83,no=84,missing=83,gain=0.881051958,cover=2408
- 83:leaf=-0.001229577,cover=0
- 84:leaf=0.00150715059,cover=0
- 42:[Pol<47.409153] yes=85,no=86,missing=85,gain=0.963844895,cover=21609
- 85:leaf=-2.35524876e-05,cover=0
- 86:leaf=0.000707073545,cover=0
- 10:[Ecc<8.29616165] yes=21,no=22,missing=22,gain=1.18287969,cover=6061
- 21:[PialCurv5<-0.107211173] yes=43,no=44,missing=43,gain=2.11046314,cover=2793
- 43:[Sulc0<-0.63852036] yes=87,no=88,missing=87,gain=0.853078783,cover=1166
- 87:leaf=-0.000905094203,cover=0
- 88:leaf=-0.00482676551,cover=0
- 44:[PialCurv5<-0.0529128574] yes=89,no=90,missing=89,gain=1.06454849,cover=1627
- 89:leaf=0.001834222,cover=0
- 90:leaf=-0.00195838697,cover=0
- 22:[Ecc<16.7734241] yes=45,no=46,missing=45,gain=1.94826937,cover=3268
- 45:[Area5<0.714924753] yes=91,no=92,missing=92,gain=1.37763309,cover=1591
- 91:leaf=0.00449294504,cover=0
- 92:leaf=-0.00278723147,cover=0
- 46:[Area5<0.788037419] yes=93,no=94,missing=93,gain=1.10629463,cover=1677
- 93:leaf=-0.00205550599,cover=0
- 94:leaf=0.000779746275,cover=0
- 2:[Curv5<-0.0730527416] yes=5,no=6,missing=5,gain=0.963464379,cover=140394
- 5:[Sulc0<0.32645905] yes=11,no=12,missing=11,gain=0.693764865,cover=130231
- 11:[Area5<0.674147427] yes=23,no=24,missing=23,gain=0.607054234,cover=130185
- 23:[Ecc<7.1378541] yes=47,no=48,missing=47,gain=2.16470671,cover=6816
- 47:[Pol<131.443253] yes=95,no=96,missing=95,gain=3.50550532,cover=6428
- 95:leaf=0.000972821086,cover=0
- 96:leaf=-0.00163148704,cover=0
- 48:[LGI5<2.74668789] yes=97,no=98,missing=97,gain=3.26648617,cover=388
- 97:leaf=0.0107084876,cover=0
- 98:leaf=0.000913623662,cover=0
- 24:[Pol<29.3809395] yes=49,no=50,missing=49,gain=0.555023968,cover=123369
- 49:[LGI5<2.21018219] yes=99,no=100,missing=99,gain=2.31200504,cover=50431
- 99:leaf=0.00341836223,cover=0
- 100:leaf=-0.000177702488,cover=0
- 50:[PialArea5<1.23851824] yes=101,no=102,missing=101,gain=0.915495157,cover=72938
- 101:leaf=-0.000770187995,cover=0
- 102:leaf=0.00010751529,cover=0
- 12:[PialCurv5<-0.103163145] yes=25,no=26,missing=25,gain=0.330109656,cover=46
- 25:[Ecc<41.2560654] yes=51,no=52,missing=51,gain=0.0842161179,cover=6
- 51:leaf=-0.00310256681,cover=0
- 52:leaf=0.00789546967,cover=0
- 26:[Ecc<17.7876587] yes=53,no=54,missing=53,gain=0.297816575,cover=40
- 53:[Ecc<14.0810061] yes=103,no=104,missing=104,gain=0.0169572867,cover=3
- 103:leaf=0.00784270372,cover=0
- 104:leaf=0.000159952047,cover=0
- 54:[PialArea5<1.18617713] yes=105,no=106,missing=105,gain=0.148114443,cover=37
- 105:leaf=-0.00292700646,cover=0
- 106:leaf=-0.0106884511,cover=0
- 6:[Ecc<20.0856266] yes=13,no=14,missing=14,gain=2.08071756,cover=10163
- 13:[Area5<0.987501919] yes=27,no=28,missing=27,gain=2.34883547,cover=7843
- 27:[Pol<172.045227] yes=55,no=56,missing=55,gain=2.9988203,cover=4130
- 55:[LGI5<2.89127874] yes=107,no=108,missing=107,gain=2.42204666,cover=3807
- 107:leaf=0.00291521708,cover=0
- 108:leaf=0.000131384091,cover=0
- 56:[LGI5<3.37729335] yes=109,no=110,missing=110,gain=1.74669182,cover=323
- 109:leaf=-0.00329984888,cover=0
- 110:leaf=0.0299778767,cover=0
- 28:[LGI5<2.64649582] yes=57,no=58,missing=57,gain=1.04985929,cover=3713
- 57:[LGI5<2.61063838] yes=111,no=112,missing=111,gain=1.39277959,cover=3067
- 111:leaf=0.000205533579,cover=0
- 112:leaf=0.00714944303,cover=0
- 58:[Ecc<8.11897564] yes=113,no=114,missing=113,gain=5.88232708,cover=646
- 113:leaf=-0.00771704037,cover=0
- 114:leaf=0.00202224823,cover=0
- 14:[LGI5<2.96780801] yes=29,no=30,missing=29,gain=1.30974948,cover=2320
- 29:[Pol<22.2436924] yes=59,no=60,missing=60,gain=2.54552531,cover=333
- 59:[PialArea5<1.29873812] yes=115,no=116,missing=115,gain=1.48363602,cover=54
- 115:leaf=-0.000535102503,cover=0
- 116:leaf=0.016212156,cover=0
- 60:[Area5<0.894858658] yes=117,no=118,missing=118,gain=0.333171606,cover=279
- 117:leaf=-0.00274944538,cover=0
- 118:leaf=-0.0066818893,cover=0
- 30:[LGI5<3.00812316] yes=61,no=62,missing=61,gain=1.60082066,cover=1987
- 61:[Pol<124.735107] yes=119,no=120,missing=119,gain=0.974860907,cover=131
- 119:leaf=0.00320910779,cover=0
- 120:leaf=0.0155044412,cover=0
- 62:[Pol<28.4081879] yes=121,no=122,missing=122,gain=1.60092986,cover=1856
- 121:leaf=-0.00305896206,cover=0
- 122:leaf=0.000216296394,cover=0
-booster[1178]:
-0:[LGI5<2.46595764] yes=1,no=2,missing=1,gain=0.102620497,cover=5124388
- 1:[Ecc<15.7955055] yes=3,no=4,missing=4,gain=1.90282857,cover=1229769
- 3:[Pol<112.874634] yes=7,no=8,missing=7,gain=1.65496159,cover=1227834
- 7:[Area5<0.711689949] yes=15,no=16,missing=15,gain=2.41206431,cover=698613
- 15:[Ecc<11.3532677] yes=31,no=32,missing=32,gain=2.43882227,cover=520723
- 31:[Pol<97.9094925] yes=63,no=64,missing=63,gain=1.94965041,cover=519509
- 63:leaf=5.14347812e-05,cover=0
- 64:leaf=-0.000179679177,cover=0
- 32:[Sulc0<0.354630351] yes=65,no=66,missing=65,gain=4.88669777,cover=1214
- 65:leaf=-0.0059973835,cover=0
- 66:leaf=0.000434371497,cover=0
- 16:[Pol<63.605114] yes=33,no=34,missing=34,gain=6.89595604,cover=177890
- 33:[LGI5<2.44319153] yes=67,no=68,missing=68,gain=5.02668333,cover=54588
- 67:leaf=5.00661736e-05,cover=0
- 68:leaf=0.00140970759,cover=0
- 34:[Ecc<1.79549146] yes=69,no=70,missing=69,gain=9.35553455,cover=123302
- 69:leaf=0.00056747027,cover=0
- 70:leaf=-0.000617518381,cover=0
- 8:[Sulc0<-0.108384088] yes=17,no=18,missing=17,gain=6.9098053,cover=529221
- 17:[PialCurv5<0.00236006663] yes=35,no=36,missing=36,gain=4.50315237,cover=438605
- 35:[MidArea5<1.21578133] yes=71,no=72,missing=71,gain=3.22154188,cover=358798
- 71:leaf=5.63162284e-05,cover=0
- 72:leaf=-0.00351380999,cover=0
- 36:[Ecc<4.46987629] yes=73,no=74,missing=74,gain=9.80889893,cover=79807
- 73:leaf=-0.000105567095,cover=0
- 74:leaf=-0.00154852925,cover=0
- 18:[Ecc<3.8768425] yes=37,no=38,missing=38,gain=7.86705971,cover=90616
- 37:[LGI5<2.22170687] yes=75,no=76,missing=75,gain=6.2315855,cover=32932
- 75:leaf=-0.00234912639,cover=0
- 76:leaf=5.3816384e-05,cover=0
- 38:[PialCurv5<0.228302389] yes=77,no=78,missing=77,gain=12.3905535,cover=57684
- 77:leaf=0.00122456567,cover=0
- 78:leaf=-0.000477043766,cover=0
- 4:[PialCurv5<0.280504435] yes=9,no=10,missing=9,gain=3.05979538,cover=1935
- 9:[PialCurv5<-0.128275648] yes=19,no=20,missing=20,gain=1.8882947,cover=1685
- 19:[Curv5<-0.220549613] yes=39,no=40,missing=39,gain=1.29504108,cover=312
- 39:[Pol<6.72755051] yes=79,no=80,missing=79,gain=0.868223369,cover=269
- 79:leaf=0.00636783475,cover=0
- 80:leaf=0.000398590142,cover=0
- 40:[Area5<0.743131101] yes=81,no=82,missing=81,gain=1.54071259,cover=43
- 81:leaf=-0.0116195092,cover=0
- 82:leaf=0.0107643222,cover=0
- 20:[Curv5<0.0736173838] yes=41,no=42,missing=41,gain=1.56603432,cover=1373
- 41:[PialArea5<0.70906347] yes=83,no=84,missing=83,gain=0.81100893,cover=758
- 83:leaf=-0.00771516794,cover=0
- 84:leaf=-0.0037746653,cover=0
- 42:[Area5<0.72867924] yes=85,no=86,missing=85,gain=1.56637859,cover=615
- 85:leaf=-0.00368237309,cover=0
- 86:leaf=0.0013613489,cover=0
- 10:[Curv5<0.143178418] yes=21,no=22,missing=21,gain=0.382418752,cover=250
- 21:[MidArea5<0.552703321] yes=43,no=44,missing=43,gain=0.008282125,cover=11
- 43:leaf=0.00812126789,cover=0
- 44:leaf=0.0151801575,cover=0
- 22:[Sulc0<0.732260227] yes=45,no=46,missing=45,gain=0.307211578,cover=239
- 45:[Ecc<33.2971039] yes=87,no=88,missing=87,gain=0.472975731,cover=88
- 87:leaf=0.00853154343,cover=0
- 88:leaf=0.00110211095,cover=0
- 46:[Area5<0.735260904] yes=89,no=90,missing=89,gain=0.235268801,cover=151
- 89:leaf=0.00236976589,cover=0
- 90:leaf=-0.00424038712,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=5,gain=1.43332362,cover=3894619
- 5:[Curv5<-0.0109836133] yes=11,no=12,missing=12,gain=2.32983589,cover=122601
- 11:[Curv5<-0.39144522] yes=23,no=24,missing=23,gain=1.6063503,cover=76163
- 23:[Ecc<1.91022825] yes=47,no=48,missing=48,gain=2.85352135,cover=412
- 47:[Ecc<1.05247808] yes=91,no=92,missing=92,gain=2.29351091,cover=124
- 91:leaf=0.00286456803,cover=0
- 92:leaf=0.0164748449,cover=0
- 48:[PialArea5<0.793370187] yes=93,no=94,missing=93,gain=1.75738275,cover=288
- 93:leaf=-0.00209353189,cover=0
- 94:leaf=0.00651808688,cover=0
- 24:[Area5<0.699748635] yes=49,no=50,missing=49,gain=1.0381124,cover=75751
- 49:[Pol<77.5287857] yes=95,no=96,missing=95,gain=1.94492984,cover=57073
- 95:leaf=-0.00050007127,cover=0
- 96:leaf=0.000103816601,cover=0
- 50:[PialArea5<0.834082127] yes=97,no=98,missing=97,gain=1.74196851,cover=18678
- 97:leaf=-0.00107804895,cover=0
- 98:leaf=0.000476735324,cover=0
- 12:[Sulc0<-0.481185079] yes=25,no=26,missing=25,gain=2.06097937,cover=46438
- 25:[Pol<89.7623749] yes=51,no=52,missing=52,gain=5.28299236,cover=1520
- 51:[LGI5<2.48283219] yes=99,no=100,missing=100,gain=3.03929305,cover=541
- 99:leaf=-0.00334410602,cover=0
- 100:leaf=0.00680883322,cover=0
- 52:[Pol<141.801834] yes=101,no=102,missing=101,gain=7.40586662,cover=979
- 101:leaf=0.0104014734,cover=0
- 102:leaf=0.00127385929,cover=0
- 26:[PialCurv5<0.054317683] yes=53,no=54,missing=53,gain=1.54262972,cover=44918
- 53:[Pol<113.394409] yes=103,no=104,missing=104,gain=3.78711152,cover=7596
- 103:leaf=0.00196892815,cover=0
- 104:leaf=-0.000301304826,cover=0
- 54:[Ecc<5.27515984] yes=105,no=106,missing=105,gain=1.71279931,cover=37322
- 105:leaf=0.000538085529,cover=0
- 106:leaf=-0.000151543281,cover=0
- 6:[Ecc<1.05247808] yes=13,no=14,missing=13,gain=0.584288657,cover=3772018
- 13:[Sulc0<-0.0637059584] yes=27,no=28,missing=28,gain=3.50455976,cover=60568
- 27:[PialArea5<0.934356034] yes=55,no=56,missing=55,gain=2.95140457,cover=59195
- 55:[MidArea5<0.739589095] yes=107,no=108,missing=107,gain=4.16860914,cover=39512
- 107:leaf=8.53501479e-05,cover=0
- 108:leaf=-0.00125385984,cover=0
- 56:[Pol<123.059357] yes=109,no=110,missing=109,gain=3.64792514,cover=19683
- 109:leaf=0.000214222309,cover=0
- 110:leaf=0.00181220868,cover=0
- 28:[PialCurv5<0.147539601] yes=57,no=58,missing=57,gain=5.45528316,cover=1373
- 57:[PialArea5<0.85412097] yes=111,no=112,missing=111,gain=3.54669857,cover=432
- 111:leaf=0.0088939853,cover=0
- 112:leaf=-0.00543100806,cover=0
- 58:[Sulc0<0.464385748] yes=113,no=114,missing=113,gain=1.40084803,cover=941
- 113:leaf=0.00132883678,cover=0
- 114:leaf=-0.00402891915,cover=0
- 14:[Ecc<3.35458159] yes=29,no=30,missing=29,gain=0.607480764,cover=3711450
- 29:[Pol<94.4799194] yes=59,no=60,missing=59,gain=3.97698641,cover=255216
- 59:[Ecc<1.62447274] yes=115,no=116,missing=115,gain=4.17649364,cover=124228
- 115:leaf=0.000275177736,cover=0
- 116:leaf=-0.000432199478,cover=0
- 60:[PialArea5<1.13220918] yes=117,no=118,missing=118,gain=9.07686138,cover=130988
- 117:leaf=0.000221645372,cover=0
- 118:leaf=-0.00149215339,cover=0
- 30:[Pol<112.874634] yes=61,no=62,missing=61,gain=0.986183643,cover=3456234
- 61:[LGI5<2.56078315] yes=119,no=120,missing=119,gain=1.77259207,cover=2041644
- 119:leaf=0.000190326231,cover=0
- 120:leaf=1.0699554e-05,cover=0
- 62:[Pol<127.728462] yes=121,no=122,missing=122,gain=4.31758881,cover=1414590
- 121:leaf=-0.000180141142,cover=0
- 122:leaf=2.04323806e-05,cover=0
-booster[1179]:
-0:[Curv5<0.00546095846] yes=1,no=2,missing=1,gain=0.116086937,cover=5124388
- 1:[PialArea5<0.588969886] yes=3,no=4,missing=3,gain=1.10968041,cover=3168182
- 3:[Pol<119.248337] yes=7,no=8,missing=7,gain=1.8111937,cover=86662
- 7:[Ecc<0.729281187] yes=15,no=16,missing=16,gain=3.06823778,cover=56085
- 15:[LGI5<2.16230083] yes=31,no=32,missing=31,gain=4.42092419,cover=2597
- 31:[Sulc0<-0.395407349] yes=63,no=64,missing=64,gain=2.65993047,cover=162
- 63:leaf=-0.00415749708,cover=0
- 64:leaf=-0.023277076,cover=0
- 32:[LGI5<2.23211861] yes=65,no=66,missing=66,gain=2.06150031,cover=2435
- 65:leaf=0.0063226358,cover=0
- 66:leaf=0.00138498971,cover=0
- 16:[Area5<0.648839295] yes=33,no=34,missing=34,gain=3.10548401,cover=53488
- 33:[Pol<113.394409] yes=67,no=68,missing=67,gain=2.72214103,cover=41700
- 67:leaf=-0.000100314537,cover=0
- 68:leaf=-0.00148791901,cover=0
- 34:[Ecc<1.05247808] yes=69,no=70,missing=70,gain=2.87638855,cover=11788
- 69:leaf=0.00785763189,cover=0
- 70:leaf=-0.00121679378,cover=0
- 8:[Ecc<1.05247808] yes=17,no=18,missing=18,gain=3.24523306,cover=30577
- 17:[LGI5<2.52320862] yes=35,no=36,missing=35,gain=2.65487862,cover=6835
- 35:[LGI5<2.47264814] yes=71,no=72,missing=72,gain=5.40299797,cover=5991
- 71:leaf=-0.000691058522,cover=0
- 72:leaf=-0.00561033981,cover=0
- 36:[Area5<0.652759671] yes=73,no=74,missing=73,gain=2.32586884,cover=844
- 73:leaf=0.00112491648,cover=0
- 74:leaf=0.0121428156,cover=0
- 18:[Sulc0<-0.130613819] yes=37,no=38,missing=37,gain=4.09080315,cover=23742
- 37:[Ecc<11.1913614] yes=75,no=76,missing=75,gain=4.37596703,cover=16007
- 75:leaf=0.00124694442,cover=0
- 76:leaf=-0.000905300491,cover=0
- 38:[LGI5<2.8416636] yes=77,no=78,missing=77,gain=1.31620908,cover=7735
- 77:leaf=-0.00144950673,cover=0
- 78:leaf=-7.25595382e-05,cover=0
- 4:[MidArea5<0.480047464] yes=9,no=10,missing=9,gain=1.61368084,cover=3081520
- 9:[Pol<116.615585] yes=19,no=20,missing=19,gain=0.661447763,cover=777
- 19:[LGI5<3.11198854] yes=39,no=40,missing=39,gain=0.510098755,cover=448
- 39:[MidArea5<0.468026847] yes=79,no=80,missing=80,gain=0.323467076,cover=429
- 79:leaf=0.00244701491,cover=0
- 80:leaf=-0.00039257828,cover=0
- 40:[Pol<57.8577347] yes=81,no=82,missing=81,gain=0.0497752428,cover=19
- 81:leaf=0.00448727468,cover=0
- 82:leaf=0.0108209969,cover=0
- 20:[PialCurv5<-0.210138425] yes=41,no=42,missing=42,gain=0.727663279,cover=329
- 41:[Sulc0<-0.53419745] yes=83,no=84,missing=83,gain=0.43923834,cover=14
- 83:leaf=-0.00235736067,cover=0
- 84:leaf=-0.0240025464,cover=0
- 42:[LGI5<2.23211861] yes=85,no=86,missing=86,gain=0.310627222,cover=315
- 85:leaf=-0.0009554961,cover=0
- 86:leaf=0.00492578419,cover=0
- 10:[PialCurv5<0.0308136549] yes=21,no=22,missing=21,gain=0.951308906,cover=3080743
- 21:[Area5<0.663893223] yes=43,no=44,missing=43,gain=1.6988703,cover=2971452
- 43:[Curv5<-0.048490826] yes=87,no=88,missing=87,gain=6.81087208,cover=1487993
- 87:leaf=4.38262168e-06,cover=0
- 88:leaf=0.000462423166,cover=0
- 44:[Curv5<-0.108295463] yes=89,no=90,missing=89,gain=3.50488472,cover=1483459
- 89:leaf=1.73531953e-05,cover=0
- 90:leaf=-0.000139879456,cover=0
- 22:[Ecc<19.170145] yes=45,no=46,missing=45,gain=8.06201839,cover=109291
- 45:[Ecc<4.27275372] yes=91,no=92,missing=91,gain=8.74964809,cover=93603
- 91:leaf=0.00069509371,cover=0
- 92:leaf=-0.000353651674,cover=0
- 46:[Pol<97.3566132] yes=93,no=94,missing=93,gain=5.26189041,cover=15688
- 93:leaf=0.0023629982,cover=0
- 94:leaf=0.000476019457,cover=0
- 2:[Sulc0<-0.690729618] yes=5,no=6,missing=6,gain=1.5387615,cover=1956206
- 5:[PialCurv5<0.0377402082] yes=11,no=12,missing=11,gain=2.01426411,cover=3250
- 11:[Pol<142.520569] yes=23,no=24,missing=23,gain=1.5930891,cover=1533
- 23:[Pol<97.9094925] yes=47,no=48,missing=48,gain=2.14537883,cover=1048
- 47:[Ecc<5.97554874] yes=95,no=96,missing=95,gain=0.907571077,cover=784
- 95:leaf=-0.00338241691,cover=0
- 96:leaf=0.00111584144,cover=0
- 48:[Area5<0.733255386] yes=97,no=98,missing=97,gain=2.18792152,cover=264
- 97:leaf=0.00527206575,cover=0
- 98:leaf=-0.00508020213,cover=0
- 24:[PialArea5<0.605248392] yes=49,no=50,missing=49,gain=1.50114489,cover=485
- 49:[Pol<148.336472] yes=99,no=100,missing=100,gain=1.79468906,cover=194
- 99:leaf=-0.0147950398,cover=0
- 100:leaf=0.000364765379,cover=0
- 50:[PialCurv5<-0.135003537] yes=101,no=102,missing=102,gain=1.51284742,cover=291
- 101:leaf=0.020442009,cover=0
- 102:leaf=-0.00747871399,cover=0
- 12:[Ecc<2.42687178] yes=25,no=26,missing=26,gain=1.96930182,cover=1717
- 25:[Ecc<0.836319208] yes=51,no=52,missing=51,gain=2.22523928,cover=1320
- 51:[PialCurv5<0.171042696] yes=103,no=104,missing=103,gain=2.61100316,cover=811
- 103:leaf=0.00163780898,cover=0
- 104:leaf=-0.00873766094,cover=0
- 52:[Curv5<0.0473068655] yes=105,no=106,missing=105,gain=1.35268617,cover=509
- 105:leaf=-0.00115266489,cover=0
- 106:leaf=-0.00635143882,cover=0
- 26:[PialArea5<0.949094117] yes=53,no=54,missing=53,gain=2.51955938,cover=397
- 53:[Ecc<4.87342644] yes=107,no=108,missing=107,gain=1.84860992,cover=363
- 107:leaf=0.00777987717,cover=0
- 108:leaf=0.000638636935,cover=0
- 54:[Pol<4.30929279] yes=109,no=110,missing=109,gain=0.4025594,cover=34
- 109:leaf=0.0133780213,cover=0
- 110:leaf=-0.0107202036,cover=0
- 6:[PialCurv5<0.0285326894] yes=13,no=14,missing=13,gain=1.35440588,cover=1952956
- 13:[PialArea5<0.884929597] yes=27,no=28,missing=27,gain=5.87596226,cover=137217
- 27:[Sulc0<-0.145219594] yes=55,no=56,missing=56,gain=3.75670958,cover=123147
- 55:[Ecc<1.73852015] yes=111,no=112,missing=111,gain=5.41208839,cover=48064
- 111:leaf=0.000534561812,cover=0
- 112:leaf=-0.000633085554,cover=0
- 56:[Ecc<0.999059319] yes=113,no=114,missing=114,gain=6.4183054,cover=75083
- 113:leaf=-0.0068151555,cover=0
- 114:leaf=0.000303356792,cover=0
- 28:[PialCurv5<0.0171581414] yes=57,no=58,missing=57,gain=4.01809883,cover=14070
- 57:[Ecc<32.6813126] yes=115,no=116,missing=116,gain=4.323596,cover=8191
- 115:leaf=0.00125113304,cover=0
- 116:leaf=0.00406352198,cover=0
- 58:[Curv5<0.0191024225] yes=117,no=118,missing=117,gain=2.14291477,cover=5879
- 117:leaf=-0.000635626609,cover=0
- 118:leaf=0.00131795963,cover=0
- 14:[PialArea5<0.772500634] yes=29,no=30,missing=29,gain=2.0142467,cover=1815739
- 29:[Area5<0.713311911] yes=59,no=60,missing=59,gain=1.8985641,cover=1663659
- 59:[MidArea5<0.675531864] yes=119,no=120,missing=119,gain=2.42188859,cover=1005202
- 119:leaf=-4.34150525e-06,cover=0
- 120:leaf=-0.000289016723,cover=0
- 60:[Sulc0<0.474820405] yes=121,no=122,missing=121,gain=6.14459896,cover=658457
- 121:leaf=0.000245054689,cover=0
- 122:leaf=-6.10944335e-05,cover=0
- 30:[PialCurv5<0.0720715299] yes=61,no=62,missing=61,gain=3.87204981,cover=152080
- 61:[Area5<0.730491161] yes=123,no=124,missing=123,gain=3.64982605,cover=78891
- 123:leaf=-0.000933756295,cover=0
- 124:leaf=-0.000193311047,cover=0
- 62:[Area5<0.707692921] yes=125,no=126,missing=126,gain=4.00039291,cover=73189
- 125:leaf=0.00104286685,cover=0
- 126:leaf=-5.53540594e-05,cover=0
-booster[1180]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=1,gain=0.131007642,cover=5124388
- 1:[Pol<166.64444] yes=3,no=4,missing=4,gain=1.00110674,cover=483456
- 3:[Pol<117.137611] yes=7,no=8,missing=7,gain=1.61796403,cover=425857
- 7:[Pol<93.3357697] yes=15,no=16,missing=15,gain=3.0477047,cover=279529
- 15:[Area5<0.854415178] yes=31,no=32,missing=32,gain=2.66649795,cover=215561
- 31:[LGI5<2.19753051] yes=63,no=64,missing=64,gain=2.52841544,cover=213582
- 63:leaf=-0.000612587319,cover=0
- 64:leaf=8.35380124e-05,cover=0
- 32:[LGI5<2.3349762] yes=65,no=66,missing=66,gain=4.99091721,cover=1979
- 65:leaf=0.00160235004,cover=0
- 66:leaf=-0.00365370885,cover=0
- 16:[Ecc<0.889730632] yes=33,no=34,missing=33,gain=6.73593903,cover=63968
- 33:[Curv5<-0.146701202] yes=67,no=68,missing=67,gain=6.21819639,cover=30318
- 67:leaf=-0.000523330295,cover=0
- 68:leaf=0.000909588882,cover=0
- 34:[Sulc0<-0.782470584] yes=69,no=70,missing=69,gain=6.1253767,cover=33650
- 69:leaf=0.00049124303,cover=0
- 70:leaf=-0.00119593379,cover=0
- 8:[PialCurv5<-0.00569582684] yes=17,no=18,missing=17,gain=4.56524897,cover=146328
- 17:[PialCurv5<-0.0607835948] yes=35,no=36,missing=35,gain=6.59278297,cover=110947
- 35:[Curv5<-0.108295463] yes=71,no=72,missing=72,gain=3.23427486,cover=84021
- 71:leaf=0.000179519498,cover=0
- 72:leaf=-0.000852902827,cover=0
- 36:[Ecc<0.999059319] yes=73,no=74,missing=73,gain=7.09858418,cover=26926
- 73:leaf=0.000498495996,cover=0
- 74:leaf=0.00235830131,cover=0
- 18:[LGI5<2.77389717] yes=37,no=38,missing=37,gain=3.94878531,cover=35381
- 37:[LGI5<2.13090348] yes=75,no=76,missing=76,gain=3.04116344,cover=35081
- 75:leaf=-0.00378281693,cover=0
- 76:leaf=-0.00024681256,cover=0
- 38:[Sulc0<-0.552155435] yes=77,no=78,missing=77,gain=0.958473206,cover=300
- 77:leaf=-0.0133044785,cover=0
- 78:leaf=-0.00493158912,cover=0
- 4:[Sulc0<-0.325671464] yes=9,no=10,missing=9,gain=2.04542208,cover=57599
- 9:[PialArea5<1.28208315] yes=19,no=20,missing=20,gain=1.82929611,cover=46809
- 19:[Curv5<-0.160152137] yes=39,no=40,missing=40,gain=1.52739263,cover=46552
- 39:[Ecc<0.836319208] yes=79,no=80,missing=80,gain=1.60416806,cover=10710
- 79:leaf=0.000637037621,cover=0
- 80:leaf=-0.000642171246,cover=0
- 40:[Sulc0<-0.673217118] yes=81,no=82,missing=81,gain=3.10334277,cover=35842
- 81:leaf=-0.00125671283,cover=0
- 82:leaf=-0.000211908366,cover=0
- 20:[LGI5<2.18291569] yes=41,no=42,missing=42,gain=1.66050696,cover=257
- 41:[Area5<0.651789546] yes=83,no=84,missing=83,gain=0.044557929,cover=10
- 83:leaf=0.0183400214,cover=0
- 84:leaf=0.00826605968,cover=0
- 42:[MidArea5<1.21578133] yes=85,no=86,missing=86,gain=0.789152384,cover=247
- 85:leaf=-0.00488586072,cover=0
- 86:leaf=-0.0220394414,cover=0
- 10:[LGI5<2.30180311] yes=21,no=22,missing=21,gain=2.11492181,cover=10790
- 21:[LGI5<2.25075769] yes=43,no=44,missing=43,gain=2.61270952,cover=2718
- 43:[Ecc<1.21076584] yes=87,no=88,missing=87,gain=1.50709713,cover=1407
- 87:leaf=0.00052372663,cover=0
- 88:leaf=-0.00634447997,cover=0
- 44:[Curv5<0.110890195] yes=89,no=90,missing=89,gain=3.86481571,cover=1311
- 89:leaf=0.00602625078,cover=0
- 90:leaf=0.000594170648,cover=0
- 22:[LGI5<2.32613516] yes=45,no=46,missing=45,gain=2.01935792,cover=8072
- 45:[PialCurv5<0.0666604191] yes=91,no=92,missing=91,gain=1.4634912,cover=813
- 91:leaf=-0.00670560217,cover=0
- 92:leaf=-0.00132893585,cover=0
- 46:[PialArea5<0.914612174] yes=93,no=94,missing=93,gain=2.13663244,cover=7259
- 93:leaf=0.000340167258,cover=0
- 94:leaf=-0.00876595732,cover=0
- 2:[LGI5<2.18291569] yes=5,no=6,missing=6,gain=0.42370981,cover=4640932
- 5:[Ecc<2.19188094] yes=11,no=12,missing=11,gain=2.32216334,cover=36178
- 11:[Pol<106.604004] yes=23,no=24,missing=23,gain=3.0487864,cover=10036
- 23:[Sulc0<-0.661663771] yes=47,no=48,missing=47,gain=2.44463253,cover=6131
- 47:[Pol<82.8478928] yes=95,no=96,missing=96,gain=1.35113358,cover=3258
- 95:leaf=0.000757973001,cover=0
- 96:leaf=-0.0051454762,cover=0
- 48:[PialCurv5<0.0824522972] yes=97,no=98,missing=97,gain=6.02384043,cover=2873
- 97:leaf=0.00459044194,cover=0
- 98:leaf=-2.57214997e-05,cover=0
- 24:[MidArea5<0.701709926] yes=49,no=50,missing=49,gain=3.99124026,cover=3905
- 49:[Area5<0.584141672] yes=99,no=100,missing=99,gain=0.887036324,cover=2372
- 99:leaf=-0.000989189488,cover=0
- 100:leaf=-0.00320468657,cover=0
- 50:[LGI5<2.13090348] yes=101,no=102,missing=101,gain=2.9734416,cover=1533
- 101:leaf=-0.0015940232,cover=0
- 102:leaf=0.00317861489,cover=0
- 12:[PialArea5<0.846608043] yes=25,no=26,missing=25,gain=2.16695786,cover=26142
- 25:[MidArea5<0.518836677] yes=51,no=52,missing=51,gain=1.17169714,cover=17354
- 51:[Pol<95.6227875] yes=103,no=104,missing=103,gain=1.78375447,cover=2390
- 103:leaf=0.00453651091,cover=0
- 104:leaf=0.00070401968,cover=0
- 52:[PialCurv5<0.208232641] yes=105,no=106,missing=105,gain=1.02722263,cover=14964
- 105:leaf=0.000294663507,cover=0
- 106:leaf=-0.000732061279,cover=0
- 26:[Curv5<-0.0708468556] yes=53,no=54,missing=53,gain=2.79161334,cover=8788
- 53:[Ecc<7.54628181] yes=107,no=108,missing=107,gain=2.43389702,cover=7659
- 107:leaf=-0.000247808028,cover=0
- 108:leaf=-0.00674423436,cover=0
- 54:[Pol<69.6327286] yes=109,no=110,missing=109,gain=2.89407444,cover=1129
- 109:leaf=-0.00881130155,cover=0
- 110:leaf=-0.00192377367,cover=0
- 6:[LGI5<2.21018219] yes=13,no=14,missing=13,gain=0.611085415,cover=4604754
- 13:[PialArea5<0.790770054] yes=27,no=28,missing=27,gain=5.50217342,cover=23735
- 27:[Pol<78.2110443] yes=55,no=56,missing=55,gain=2.34117794,cover=12320
- 55:[PialCurv5<0.164156988] yes=111,no=112,missing=111,gain=1.81829357,cover=1502
- 111:leaf=-0.00336027332,cover=0
- 112:leaf=0.0028977918,cover=0
- 56:[Area5<0.646843374] yes=113,no=114,missing=113,gain=1.9686873,cover=10818
- 113:leaf=-3.58269722e-06,cover=0
- 114:leaf=-0.0013559151,cover=0
- 28:[Area5<0.639429986] yes=57,no=58,missing=57,gain=3.05327916,cover=11415
- 57:[Ecc<3.29132295] yes=115,no=116,missing=115,gain=2.85847998,cover=6464
- 115:leaf=0.000572935329,cover=0
- 116:leaf=0.00287648174,cover=0
- 58:[MidArea5<0.877007365] yes=117,no=118,missing=118,gain=3.34607267,cover=4951
- 117:leaf=-0.0014651682,cover=0
- 118:leaf=0.00118329655,cover=0
- 14:[LGI5<2.25075769] yes=29,no=30,missing=29,gain=0.560250878,cover=4581019
- 29:[PialCurv5<-0.0297427773] yes=59,no=60,missing=59,gain=2.34878969,cover=49494
- 59:[PialArea5<0.89536339] yes=119,no=120,missing=120,gain=2.87332535,cover=25648
- 119:leaf=-0.000731631008,cover=0
- 120:leaf=0.000329604314,cover=0
- 60:[Curv5<-0.0816265643] yes=121,no=122,missing=121,gain=4.95420551,cover=23846
- 121:leaf=0.00396644045,cover=0
- 122:leaf=0.000376048876,cover=0
- 30:[LGI5<2.25958419] yes=61,no=62,missing=61,gain=1.29382074,cover=4531525
- 61:[Pol<141.081833] yes=123,no=124,missing=123,gain=2.64392281,cover=14234
- 123:leaf=-0.000828232907,cover=0
- 124:leaf=0.000839942601,cover=0
- 62:[LGI5<2.28518939] yes=125,no=126,missing=126,gain=0.476424307,cover=4517291
- 125:leaf=0.000152552107,cover=0
- 126:leaf=4.75290022e-07,cover=0
-booster[1181]:
-0:[Ecc<1.46579576] yes=1,no=2,missing=1,gain=0.118266053,cover=5124388
- 1:[LGI5<2.90731096] yes=3,no=4,missing=3,gain=0.987302721,cover=483456
- 3:[Pol<163.830338] yes=7,no=8,missing=8,gain=0.922151625,cover=482544
- 7:[Pol<117.137611] yes=15,no=16,missing=15,gain=1.63035011,cover=415562
- 15:[Pol<93.3357697] yes=31,no=32,missing=32,gain=2.7460351,cover=279295
- 31:[Area5<0.854415178] yes=63,no=64,missing=63,gain=2.39899564,cover=215432
- 63:leaf=3.33670578e-05,cover=0
- 64:leaf=-0.00171509874,cover=0
- 32:[Ecc<0.889730632] yes=65,no=66,missing=65,gain=6.1104517,cover=63863
- 65:leaf=0.000159261501,cover=0
- 66:leaf=-0.000820223649,cover=0
- 16:[PialCurv5<-0.00569582684] yes=33,no=34,missing=33,gain=4.64332199,cover=136267
- 33:[PialCurv5<-0.0632625744] yes=67,no=68,missing=68,gain=6.36989927,cover=104312
- 67:leaf=7.77208406e-05,cover=0
- 68:leaf=0.000977801974,cover=0
- 34:[LGI5<2.76843596] yes=69,no=70,missing=69,gain=3.92592478,cover=31955
- 69:leaf=-0.000335607736,cover=0
- 70:leaf=-0.00667656353,cover=0
- 8:[Sulc0<-0.325671464] yes=17,no=18,missing=17,gain=2.17154551,cover=66982
- 17:[PialArea5<1.28208315] yes=35,no=36,missing=36,gain=1.78611183,cover=54766
- 35:[Curv5<-0.160152137] yes=71,no=72,missing=72,gain=1.42980838,cover=54443
- 71:leaf=0.000160533833,cover=0
- 72:leaf=-0.000450392341,cover=0
- 36:[LGI5<2.18291569] yes=73,no=74,missing=74,gain=1.56549096,cover=323
- 73:leaf=0.0137373609,cover=0
- 74:leaf=-0.00470314128,cover=0
- 18:[LGI5<2.30690479] yes=37,no=38,missing=37,gain=1.82693446,cover=12216
- 37:[LGI5<2.25075769] yes=75,no=76,missing=75,gain=2.34177518,cover=3255
- 75:leaf=4.14745482e-05,cover=0
- 76:leaf=0.00272426172,cover=0
- 38:[LGI5<2.32613516] yes=77,no=78,missing=77,gain=2.82838035,cover=8961
- 77:leaf=-0.00293858349,cover=0
- 78:leaf=0.000300663785,cover=0
- 4:[MidArea5<0.800518215] yes=9,no=10,missing=9,gain=1.01485693,cover=912
- 9:[Pol<89.7623749] yes=19,no=20,missing=19,gain=1.10104239,cover=706
- 19:[Area5<0.619086087] yes=39,no=40,missing=39,gain=0.258608818,cover=75
- 39:[Pol<79.5617371] yes=79,no=80,missing=80,gain=0.121272743,cover=35
- 79:leaf=0.00481485063,cover=0
- 80:leaf=-0.00173141249,cover=0
- 40:[PialArea5<0.85412097] yes=81,no=82,missing=81,gain=0.0778160095,cover=40
- 81:leaf=0.00984136108,cover=0
- 82:leaf=0.00193026557,cover=0
- 20:[Sulc0<-0.620624542] yes=41,no=42,missing=41,gain=0.572338521,cover=631
- 41:[Curv5<-0.0816265643] yes=83,no=84,missing=84,gain=1.11705053,cover=413
- 83:leaf=-0.000476604793,cover=0
- 84:leaf=-0.0125910789,cover=0
- 42:[Curv5<0.0778492987] yes=85,no=86,missing=85,gain=0.434850425,cover=218
- 85:leaf=0.0030238207,cover=0
- 86:leaf=-0.00321419793,cover=0
- 10:[Pol<141.081833] yes=21,no=22,missing=21,gain=0.334489822,cover=206
- 21:[PialCurv5<-0.0974217355] yes=43,no=44,missing=43,gain=0.176923513,cover=146
- 43:[Ecc<0.783076942] yes=87,no=88,missing=88,gain=0.0712591708,cover=57
- 87:leaf=-0.000821139314,cover=0
- 88:leaf=0.00269194786,cover=0
- 44:[Pol<103.851685] yes=89,no=90,missing=89,gain=0.37271446,cover=89
- 89:leaf=0.00195563282,cover=0
- 90:leaf=0.00852142554,cover=0
- 22:[Ecc<0.406764686] yes=45,no=46,missing=45,gain=0.103727698,cover=60
- 45:[Ecc<0.221054599] yes=91,no=92,missing=91,gain=0.00290989294,cover=4
- 91:leaf=-0.00107091072,cover=0
- 92:leaf=0.00113148696,cover=0
- 46:[Ecc<1.15906882] yes=93,no=94,missing=93,gain=0.0669006109,cover=56
- 93:leaf=0.00975073874,cover=0
- 94:leaf=0.0055519361,cover=0
- 2:[LGI5<2.18291569] yes=5,no=6,missing=6,gain=0.382296175,cover=4640932
- 5:[LGI5<2.16230083] yes=11,no=12,missing=11,gain=2.27079844,cover=36178
- 11:[Area5<0.782137334] yes=23,no=24,missing=24,gain=1.634812,cover=24504
- 23:[PialArea5<0.529292643] yes=47,no=48,missing=47,gain=1.4261713,cover=23554
- 47:[Pol<121.397697] yes=95,no=96,missing=95,gain=2.44948435,cover=4673
- 95:leaf=0.000103186889,cover=0
- 96:leaf=0.00327761332,cover=0
- 48:[Ecc<2.19188094] yes=97,no=98,missing=98,gain=1.7999649,cover=18881
- 97:leaf=0.000373241608,cover=0
- 98:leaf=-0.000699096709,cover=0
- 24:[Pol<71.0996552] yes=49,no=50,missing=50,gain=1.20283318,cover=950
- 49:[Ecc<1.96654522] yes=99,no=100,missing=99,gain=0.776853204,cover=262
- 99:leaf=0.00480158534,cover=0
- 100:leaf=-0.00223231106,cover=0
- 50:[Pol<92.7492142] yes=101,no=102,missing=101,gain=1.99405956,cover=688
- 101:leaf=0.00609226059,cover=0
- 102:leaf=0.00066305889,cover=0
- 12:[Pol<71.0996552] yes=25,no=26,missing=26,gain=2.60015893,cover=11674
- 25:[Area5<0.642765105] yes=51,no=52,missing=52,gain=3.02206445,cover=2664
- 51:[Ecc<4.46987629] yes=103,no=104,missing=103,gain=1.39489484,cover=1874
- 103:leaf=0.000817522232,cover=0
- 104:leaf=-0.00473306654,cover=0
- 52:[Pol<10.3232107] yes=105,no=106,missing=106,gain=3.1086359,cover=790
- 105:leaf=0.00558829959,cover=0
- 106:leaf=-0.00433680322,cover=0
- 26:[MidArea5<0.703235805] yes=53,no=54,missing=53,gain=3.13428402,cover=9010
- 53:[Pol<104.929901] yes=107,no=108,missing=107,gain=2.66498017,cover=5865
- 107:leaf=0.00168172573,cover=0
- 108:leaf=-0.000469319901,cover=0
- 54:[Ecc<2.42687178] yes=109,no=110,missing=109,gain=6.30872059,cover=3145
- 109:leaf=0.00585779594,cover=0
- 110:leaf=0.000959588506,cover=0
- 6:[LGI5<2.21018219] yes=13,no=14,missing=13,gain=0.551492155,cover=4604754
- 13:[PialArea5<0.790770054] yes=27,no=28,missing=27,gain=4.96586657,cover=23735
- 27:[Pol<78.2110443] yes=55,no=56,missing=55,gain=2.11292982,cover=12320
- 55:[PialArea5<0.715215623] yes=111,no=112,missing=111,gain=1.68635082,cover=1502
- 111:leaf=-0.00426009204,cover=0
- 112:leaf=-0.000901581661,cover=0
- 56:[Curv5<-0.310856104] yes=113,no=114,missing=114,gain=1.90653062,cover=10818
- 113:leaf=0.00647633849,cover=0
- 114:leaf=-0.000752591412,cover=0
- 28:[Ecc<3.41847086] yes=57,no=58,missing=58,gain=2.82176447,cover=11415
- 57:[Sulc0<-0.137935251] yes=115,no=116,missing=115,gain=3.50548863,cover=7460
- 115:leaf=7.34696732e-05,cover=0
- 116:leaf=-0.00883943588,cover=0
- 58:[PialCurv5<-0.164281175] yes=117,no=118,missing=117,gain=3.2959466,cover=3955
- 117:leaf=0.00893883314,cover=0
- 118:leaf=0.00130770612,cover=0
- 14:[LGI5<2.25075769] yes=29,no=30,missing=29,gain=0.50565207,cover=4581019
- 29:[Area5<0.749596059] yes=59,no=60,missing=59,gain=2.16337824,cover=49494
- 59:[PialCurv5<-0.0297427773] yes=119,no=120,missing=120,gain=3.62668157,cover=44378
- 119:leaf=-0.000142163175,cover=0
- 120:leaf=0.000764979923,cover=0
- 60:[Curv5<-0.169727564] yes=121,no=122,missing=121,gain=1.51537228,cover=5116
- 121:leaf=0.00150772918,cover=0
- 122:leaf=-0.00113111816,cover=0
- 30:[LGI5<2.25958419] yes=61,no=62,missing=61,gain=1.16766608,cover=4531525
- 61:[Pol<141.081833] yes=123,no=124,missing=123,gain=2.38618755,cover=14234
- 123:leaf=-0.000786823337,cover=0
- 124:leaf=0.000797959045,cover=0
- 62:[LGI5<2.28518939] yes=125,no=126,missing=126,gain=0.429963619,cover=4517291
- 125:leaf=0.000144922858,cover=0
- 126:leaf=4.51448244e-07,cover=0
-booster[1182]:
-0:[Sulc0<-0.244882882] yes=1,no=2,missing=1,gain=0.11671561,cover=5124388
- 1:[PialArea5<0.672997355] yes=3,no=4,missing=3,gain=1.16192043,cover=2562124
- 3:[Ecc<13.8847265] yes=7,no=8,missing=8,gain=5.63016701,cover=218180
- 7:[Pol<173.32489] yes=15,no=16,missing=15,gain=4.62492037,cover=200521
- 15:[Ecc<4.13769388] yes=31,no=32,missing=31,gain=3.7463181,cover=178321
- 31:[LGI5<2.5416429] yes=63,no=64,missing=63,gain=3.78215647,cover=113471
- 63:leaf=-6.30888389e-05,cover=0
- 64:leaf=0.000809859659,cover=0
- 32:[Curv5<-0.0902613774] yes=65,no=66,missing=65,gain=10.830286,cover=64850
- 65:leaf=0.000225121388,cover=0
- 66:leaf=-0.00106730207,cover=0
- 16:[LGI5<2.5453887] yes=33,no=34,missing=34,gain=3.85651326,cover=22200
- 33:[Ecc<8.41855335] yes=67,no=68,missing=68,gain=1.28625751,cover=11958
- 67:leaf=9.69153334e-05,cover=0
- 68:leaf=-0.00387902721,cover=0
- 34:[LGI5<2.57675576] yes=69,no=70,missing=69,gain=2.70959377,cover=10242
- 69:leaf=0.00449780561,cover=0
- 70:leaf=0.00113978924,cover=0
- 8:[LGI5<3.36766768] yes=17,no=18,missing=17,gain=3.56341887,cover=17659
- 17:[Curv5<-0.218969986] yes=35,no=36,missing=36,gain=3.66398144,cover=12508
- 35:[LGI5<3.1900804] yes=71,no=72,missing=71,gain=1.3925575,cover=6037
- 71:leaf=-0.000996471266,cover=0
- 72:leaf=0.000728967425,cover=0
- 36:[MidArea5<0.612316132] yes=73,no=74,missing=73,gain=2.48692799,cover=6471
- 73:leaf=-0.00341985794,cover=0
- 74:leaf=-0.0014299571,cover=0
- 18:[PialArea5<0.48968944] yes=37,no=38,missing=37,gain=1.16114545,cover=5151
- 37:[LGI5<3.55025291] yes=75,no=76,missing=75,gain=1.35286605,cover=296
- 75:leaf=-0.00667482009,cover=0
- 76:leaf=0.000115695169,cover=0
- 38:[Curv5<-0.12365336] yes=77,no=78,missing=78,gain=1.00866175,cover=4855
- 77:leaf=-0.000298536092,cover=0
- 78:leaf=0.00115992746,cover=0
- 4:[MidArea5<0.518836677] yes=9,no=10,missing=9,gain=2.08261895,cover=2343944
- 9:[PialCurv5<-0.0999256745] yes=19,no=20,missing=19,gain=0.397211313,cover=944
- 19:[LGI5<2.25958419] yes=39,no=40,missing=39,gain=0.349949598,cover=920
- 39:[Pol<116.093399] yes=79,no=80,missing=80,gain=0.146434695,cover=111
- 79:leaf=0.00176693406,cover=0
- 80:leaf=-0.00183649675,cover=0
- 40:[Ecc<10.7180347] yes=81,no=82,missing=81,gain=0.299288988,cover=809
- 81:leaf=0.00301905116,cover=0
- 82:leaf=-0.00353695266,cover=0
- 20:[Curv5<-0.148390457] yes=41,no=42,missing=41,gain=0.0896820128,cover=24
- 41:[Curv5<-0.282992184] yes=83,no=84,missing=83,gain=0.0924864113,cover=19
- 83:leaf=0.00346001401,cover=0
- 84:leaf=-0.00657559885,cover=0
- 42:[PialCurv5<-0.0905637741] yes=85,no=86,missing=85,gain=0.00539113441,cover=5
- 85:leaf=0.00329550519,cover=0
- 86:leaf=0.000218188768,cover=0
- 10:[Ecc<19.4699688] yes=21,no=22,missing=21,gain=1.21200502,cover=2343000
- 21:[Ecc<12.5441074] yes=43,no=44,missing=43,gain=2.69611335,cover=2074408
- 43:[Curv5<-0.0795110464] yes=87,no=88,missing=88,gain=2.4520371,cover=1836873
- 87:leaf=-1.53495203e-05,cover=0
- 88:leaf=0.000144501711,cover=0
- 44:[Curv5<-0.0575901605] yes=89,no=90,missing=89,gain=7.7177,cover=237535
- 89:leaf=-8.77020575e-05,cover=0
- 90:leaf=-0.00116062642,cover=0
- 22:[Curv5<0.0452247933] yes=45,no=46,missing=45,gain=4.30042982,cover=268592
- 45:[Pol<33.3267784] yes=91,no=92,missing=91,gain=3.78983879,cover=268302
- 91:leaf=-0.000106240623,cover=0
- 92:leaf=0.000270493358,cover=0
- 46:[Area5<0.675895274] yes=93,no=94,missing=94,gain=2.89581823,cover=290
- 93:leaf=-0.00637506275,cover=0
- 94:leaf=0.00814452488,cover=0
- 2:[Pol<161.595886] yes=5,no=6,missing=5,gain=1.82912707,cover=2562264
- 5:[Ecc<4.73840666] yes=11,no=12,missing=11,gain=1.67809796,cover=2456240
- 11:[PialCurv5<0.0285326894] yes=23,no=24,missing=23,gain=8.51916981,cover=401258
- 23:[Pol<92.1537628] yes=47,no=48,missing=47,gain=7.89293003,cover=66185
- 47:[PialCurv5<-0.0644776821] yes=95,no=96,missing=95,gain=8.74745178,cover=27768
- 95:leaf=0.000910847913,cover=0
- 96:leaf=-0.0016042944,cover=0
- 48:[Pol<139.671173] yes=97,no=98,missing=97,gain=7.99812365,cover=38417
- 97:leaf=0.000149623389,cover=0
- 98:leaf=-0.00198369427,cover=0
- 24:[Pol<78.2110443] yes=49,no=50,missing=49,gain=7.48673582,cover=335073
- 49:[LGI5<2.66052985] yes=99,no=100,missing=99,gain=4.90078783,cover=16105
- 99:leaf=0.00134946872,cover=0
- 100:leaf=-0.00171414146,cover=0
- 50:[PialCurv5<0.178517133] yes=101,no=102,missing=101,gain=3.04563999,cover=318968
- 101:leaf=-0.00019448236,cover=0
- 102:leaf=0.000115395582,cover=0
- 12:[LGI5<2.44319153] yes=25,no=26,missing=26,gain=3.09493303,cover=2054982
- 25:[Pol<112.874634] yes=51,no=52,missing=52,gain=8.25694942,cover=132441
- 51:[Area5<0.721707046] yes=103,no=104,missing=103,gain=6.73679018,cover=88526
- 103:leaf=0.000278138148,cover=0
- 104:leaf=-0.000670656387,cover=0
- 52:[MidArea5<0.561631978] yes=105,no=106,missing=106,gain=7.15008831,cover=43915
- 105:leaf=-0.000566999952,cover=0
- 106:leaf=0.001120475,cover=0
- 26:[PialCurv5<0.157381535] yes=53,no=54,missing=54,gain=1.57391822,cover=1922541
- 53:[LGI5<2.56467891] yes=107,no=108,missing=107,gain=4.4527483,cover=1217211
- 107:leaf=0.000383934996,cover=0
- 108:leaf=2.52922127e-05,cover=0
- 54:[Sulc0<0.176289052] yes=109,no=110,missing=109,gain=3.33183527,cover=705330
- 109:leaf=-0.000463881821,cover=0
- 110:leaf=-1.30250728e-05,cover=0
- 6:[Ecc<7.95697832] yes=13,no=14,missing=13,gain=7.20616627,cover=106024
- 13:[PialCurv5<0.0904879719] yes=27,no=28,missing=27,gain=13.6888695,cover=21959
- 27:[Sulc0<-0.108384088] yes=55,no=56,missing=55,gain=7.78972626,cover=10308
- 55:[LGI5<2.85840034] yes=111,no=112,missing=111,gain=2.79825068,cover=6507
- 111:leaf=-0.000820563,cover=0
- 112:leaf=-0.00362651492,cover=0
- 56:[PialCurv5<-0.0896686092] yes=113,no=114,missing=113,gain=4.91244125,cover=3801
- 113:leaf=0.00570973102,cover=0
- 114:leaf=-0.0044552451,cover=0
- 28:[Area5<0.598585367] yes=57,no=58,missing=57,gain=3.05192089,cover=11651
- 57:[PialCurv5<0.228302389] yes=115,no=116,missing=115,gain=2.83427238,cover=2168
- 115:leaf=0.00352635281,cover=0
- 116:leaf=-0.000101056779,cover=0
- 58:[Ecc<1.05247808] yes=117,no=118,missing=117,gain=2.98287129,cover=9483
- 117:leaf=0.000734776084,cover=0
- 118:leaf=-0.00104278803,cover=0
- 14:[LGI5<2.90731096] yes=29,no=30,missing=29,gain=4.44753695,cover=84065
- 29:[Area5<0.616426587] yes=59,no=60,missing=59,gain=8.59321594,cover=22759
- 59:[MidArea5<0.7689417] yes=119,no=120,missing=119,gain=4.75141335,cover=2301
- 119:leaf=-0.00287887547,cover=0
- 120:leaf=0.00638449891,cover=0
- 60:[PialArea5<1.15332794] yes=121,no=122,missing=121,gain=6.66347551,cover=20458
- 121:leaf=0.00109683815,cover=0
- 122:leaf=-0.00417543296,cover=0
- 30:[LGI5<3.03694534] yes=61,no=62,missing=61,gain=3.30106187,cover=61306
- 61:[PialCurv5<0.371846795] yes=123,no=124,missing=123,gain=1.80916357,cover=13987
- 123:leaf=-0.000988401356,cover=0
- 124:leaf=0.00214186846,cover=0
- 62:[PialCurv5<-0.0426128618] yes=125,no=126,missing=125,gain=2.75806904,cover=47319
- 125:leaf=-0.000364990061,cover=0
- 126:leaf=0.000400053425,cover=0
-booster[1183]:
-0:[LGI5<2.46595764] yes=1,no=2,missing=1,gain=0.129238352,cover=5124388
- 1:[Ecc<15.7955055] yes=3,no=4,missing=4,gain=1.72651255,cover=1229769
- 3:[Pol<112.874634] yes=7,no=8,missing=7,gain=1.33341694,cover=1227834
- 7:[Area5<0.711689949] yes=15,no=16,missing=15,gain=2.06158233,cover=698613
- 15:[Ecc<11.3532677] yes=31,no=32,missing=32,gain=2.21573853,cover=520723
- 31:[Ecc<1.68457866] yes=63,no=64,missing=63,gain=1.87474597,cover=519509
- 63:leaf=-0.000120461453,cover=0
- 64:leaf=7.41801341e-05,cover=0
- 32:[Area5<0.66824472] yes=65,no=66,missing=65,gain=4.59583473,cover=1214
- 65:leaf=-0.00546547351,cover=0
- 66:leaf=0.000702741498,cover=0
- 16:[Pol<63.605114] yes=33,no=34,missing=34,gain=6.15070438,cover=177890
- 33:[Ecc<1.57116413] yes=67,no=68,missing=68,gain=5.00323486,cover=54588
- 67:leaf=-0.000582708046,cover=0
- 68:leaf=0.000517040724,cover=0
- 34:[Ecc<1.68457866] yes=69,no=70,missing=70,gain=8.44613457,cover=123302
- 69:leaf=0.000631810923,cover=0
- 70:leaf=-0.000565714377,cover=0
- 8:[Sulc0<-0.108384088] yes=17,no=18,missing=17,gain=5.98949289,cover=529221
- 17:[PialArea5<0.925796032] yes=35,no=36,missing=35,gain=4.18392229,cover=438605
- 35:[Ecc<9.0678978] yes=71,no=72,missing=71,gain=6.75194025,cover=304571
- 71:leaf=-0.000152152599,cover=0
- 72:leaf=0.00246587186,cover=0
- 36:[Ecc<5.78819752] yes=73,no=74,missing=73,gain=5.74623775,cover=134034
- 73:leaf=0.000376490905,cover=0
- 74:leaf=-0.000418449577,cover=0
- 18:[Ecc<3.8768425] yes=37,no=38,missing=37,gain=6.70991039,cover=90616
- 37:[LGI5<2.22170687] yes=75,no=76,missing=75,gain=5.52542019,cover=32932
- 75:leaf=-0.00221026409,cover=0
- 76:leaf=5.24348543e-05,cover=0
- 38:[PialCurv5<0.228302389] yes=77,no=78,missing=77,gain=10.9777069,cover=57684
- 77:leaf=0.00113716302,cover=0
- 78:leaf=-0.000464496261,cover=0
- 4:[PialCurv5<0.280504435] yes=9,no=10,missing=9,gain=2.77291775,cover=1935
- 9:[PialCurv5<-0.128275648] yes=19,no=20,missing=20,gain=1.7166667,cover=1685
- 19:[Curv5<-0.220549613] yes=39,no=40,missing=39,gain=1.17417765,cover=312
- 39:[Pol<6.72755051] yes=79,no=80,missing=80,gain=0.785927951,cover=269
- 79:leaf=0.00606237724,cover=0
- 80:leaf=0.000383049017,cover=0
- 40:[Area5<0.743131101] yes=81,no=82,missing=82,gain=1.40243614,cover=43
- 81:leaf=-0.0110713234,cover=0
- 82:leaf=0.0102838799,cover=0
- 20:[Curv5<0.067619428] yes=41,no=42,missing=41,gain=1.43082619,cover=1373
- 41:[PialArea5<0.70906347] yes=83,no=84,missing=83,gain=0.791284084,cover=738
- 83:leaf=-0.00765236467,cover=0
- 84:leaf=-0.00363289635,cover=0
- 42:[Area5<0.737164855] yes=85,no=86,missing=85,gain=1.30797529,cover=635
- 85:leaf=-0.0032323529,cover=0
- 86:leaf=0.00134100718,cover=0
- 10:[Curv5<0.143178418] yes=21,no=22,missing=22,gain=0.352227926,cover=250
- 21:[MidArea5<0.552703321] yes=43,no=44,missing=43,gain=0.0078638196,cover=11
- 43:leaf=0.00776600046,cover=0
- 44:leaf=0.0145382285,cover=0
- 22:[Sulc0<0.732260227] yes=45,no=46,missing=45,gain=0.277886808,cover=239
- 45:[Ecc<33.2971039] yes=87,no=88,missing=87,gain=0.429250538,cover=88
- 87:leaf=0.00811535493,cover=0
- 88:leaf=0.00103806856,cover=0
- 46:[MidArea5<0.582346737] yes=89,no=90,missing=89,gain=0.215287313,cover=151
- 89:leaf=0.00218246481,cover=0
- 90:leaf=-0.00481122313,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=5,gain=1.26607001,cover=3894619
- 5:[Curv5<-0.0109836133] yes=11,no=12,missing=11,gain=2.08166265,cover=122601
- 11:[PialCurv5<-0.190801308] yes=23,no=24,missing=24,gain=1.48439991,cover=76163
- 23:[Pol<70.3717499] yes=47,no=48,missing=47,gain=2.56943059,cover=922
- 47:[Ecc<1.15906882] yes=91,no=92,missing=92,gain=2.6633451,cover=420
- 91:leaf=0.00732508628,cover=0
- 92:leaf=-0.0028095392,cover=0
- 48:[Sulc0<-0.592216015] yes=93,no=94,missing=93,gain=3.27829719,cover=502
- 93:leaf=0.00168102444,cover=0
- 94:leaf=0.0103988359,cover=0
- 24:[Ecc<0.513775289] yes=49,no=50,missing=49,gain=0.995182037,cover=75241
- 49:[Sulc0<-0.298712492] yes=95,no=96,missing=96,gain=3.40107536,cover=3564
- 95:leaf=-0.000637570862,cover=0
- 96:leaf=-0.0127433529,cover=0
- 50:[PialCurv5<-0.0758950338] yes=97,no=98,missing=97,gain=1.45461929,cover=71677
- 97:leaf=0.000185170764,cover=0
- 98:leaf=-0.00028533765,cover=0
- 12:[Sulc0<-0.481185079] yes=25,no=26,missing=26,gain=1.8875339,cover=46438
- 25:[Pol<91.5616074] yes=51,no=52,missing=51,gain=4.81587934,cover=1520
- 51:[LGI5<2.47631311] yes=99,no=100,missing=99,gain=2.93827915,cover=556
- 99:leaf=-0.00525036082,cover=0
- 100:leaf=0.00200903276,cover=0
- 52:[Pol<141.801834] yes=101,no=102,missing=101,gain=7.08496714,cover=964
- 101:leaf=0.0102929594,cover=0
- 102:leaf=0.00123241113,cover=0
- 26:[PialCurv5<0.291493237] yes=53,no=54,missing=54,gain=1.50688386,cover=44918
- 53:[Ecc<5.08081961] yes=103,no=104,missing=103,gain=1.94576669,cover=36359
- 103:leaf=0.000818828295,cover=0
- 104:leaf=7.74720902e-05,cover=0
- 54:[Ecc<12.3665791] yes=105,no=106,missing=105,gain=1.03247237,cover=8559
- 105:leaf=-0.000306518981,cover=0
- 106:leaf=0.0036638712,cover=0
- 6:[Area5<0.453641325] yes=13,no=14,missing=14,gain=0.537950695,cover=3772018
- 13:[Pol<104.929901] yes=27,no=28,missing=27,gain=1.29867411,cover=44534
- 27:[PialArea5<0.946096778] yes=55,no=56,missing=56,gain=3.04765105,cover=17443
- 55:[PialCurv5<-0.14160423] yes=107,no=108,missing=107,gain=1.97872198,cover=17019
- 107:leaf=0.000615851546,cover=0
- 108:leaf=-0.000490009261,cover=0
- 56:[Curv5<-0.192867488] yes=109,no=110,missing=110,gain=1.17346263,cover=424
- 109:leaf=-0.00253353151,cover=0
- 110:leaf=-0.00818071142,cover=0
- 28:[LGI5<3.26095963] yes=57,no=58,missing=57,gain=2.10312319,cover=27091
- 57:[Ecc<7.08616447] yes=111,no=112,missing=111,gain=2.69289231,cover=25060
- 111:leaf=0.000621744373,cover=0
- 112:leaf=-0.000486074336,cover=0
- 58:[MidArea5<0.619563401] yes=113,no=114,missing=113,gain=1.11066413,cover=2031
- 113:leaf=0.00152540195,cover=0
- 114:leaf=0.00527501991,cover=0
- 14:[Pol<112.874634] yes=29,no=30,missing=29,gain=0.616076529,cover=3727484
- 29:[Ecc<4.13769388] yes=59,no=60,missing=59,gain=2.4692471,cover=2214295
- 59:[Ecc<2.25101852] yes=115,no=116,missing=116,gain=3.47767711,cover=259802
- 115:leaf=9.57129014e-05,cover=0
- 116:leaf=-0.000278521999,cover=0
- 60:[LGI5<2.58096433] yes=117,no=118,missing=117,gain=3.2762897,cover=1954493
- 117:leaf=0.000254407554,cover=0
- 118:leaf=1.43607976e-05,cover=0
- 30:[Pol<127.728462] yes=61,no=62,missing=61,gain=2.29257703,cover=1513189
- 61:[Ecc<8.7927618] yes=119,no=120,missing=119,gain=10.9899635,cover=383708
- 119:leaf=-0.000429847656,cover=0
- 120:leaf=0.000108227832,cover=0
- 62:[Ecc<9.50052643] yes=121,no=122,missing=121,gain=2.00781989,cover=1129481
- 121:leaf=8.9233763e-05,cover=0
- 122:leaf=-4.65328812e-05,cover=0
-booster[1184]:
-0:[LGI5<2.46595764] yes=1,no=2,missing=1,gain=0.116640747,cover=5124388
- 1:[Ecc<15.7955055] yes=3,no=4,missing=4,gain=1.55698061,cover=1229769
- 3:[Pol<112.874634] yes=7,no=8,missing=7,gain=1.20337522,cover=1227834
- 7:[Pol<104.929901] yes=15,no=16,missing=16,gain=1.86515522,cover=698613
- 15:[Area5<0.716575325] yes=31,no=32,missing=31,gain=1.8387078,cover=613948
- 31:[Sulc0<-0.678985238] yes=63,no=64,missing=63,gain=1.98986638,cover=471049
- 63:leaf=-9.54976931e-05,cover=0
- 64:leaf=0.000112306108,cover=0
- 32:[Pol<63.605114] yes=65,no=66,missing=66,gain=5.58704329,cover=142899
- 65:leaf=0.000239862944,cover=0
- 66:leaf=-0.000413258706,cover=0
- 16:[Ecc<6.03867722] yes=33,no=34,missing=33,gain=3.73740339,cover=84665
- 33:[PialCurv5<0.241144046] yes=67,no=68,missing=67,gain=1.98828459,cover=69192
- 67:leaf=-0.000608798466,cover=0
- 68:leaf=-2.64919545e-05,cover=0
- 34:[Area5<0.687129855] yes=69,no=70,missing=69,gain=2.04541016,cover=15473
- 69:leaf=0.000997813768,cover=0
- 70:leaf=-0.000151929096,cover=0
- 8:[Sulc0<-0.047846999] yes=17,no=18,missing=17,gain=5.43515587,cover=529221
- 17:[PialArea5<0.925796032] yes=35,no=36,missing=35,gain=3.65713859,cover=453490
- 35:[Ecc<9.0678978] yes=71,no=72,missing=72,gain=4.26275539,cover=318644
- 71:leaf=-0.000129456239,cover=0
- 72:leaf=0.0018218084,cover=0
- 36:[Ecc<6.03867722] yes=73,no=74,missing=73,gain=5.14697361,cover=134846
- 73:leaf=0.000348461588,cover=0
- 74:leaf=-0.000437715091,cover=0
- 18:[Ecc<4.13769388] yes=37,no=38,missing=37,gain=4.58172131,cover=75731
- 37:[Area5<0.678346932] yes=75,no=76,missing=75,gain=5.32803631,cover=30216
- 75:leaf=0.000652457529,cover=0
- 76:leaf=-0.000676535303,cover=0
- 38:[Curv5<0.186949074] yes=77,no=78,missing=77,gain=9.51071167,cover=45515
- 77:leaf=0.00103491929,cover=0
- 78:leaf=-0.00110917294,cover=0
- 4:[PialCurv5<0.280504435] yes=9,no=10,missing=9,gain=2.508147,cover=1935
- 9:[PialCurv5<-0.128275648] yes=19,no=20,missing=20,gain=1.55039763,cover=1685
- 19:[Curv5<-0.220549613] yes=39,no=40,missing=39,gain=1.06022382,cover=312
- 39:[Pol<6.72755051] yes=79,no=80,missing=79,gain=0.710128486,cover=269
- 79:leaf=0.00576251699,cover=0
- 80:leaf=0.000364005711,cover=0
- 40:[Area5<0.743131101] yes=81,no=82,missing=81,gain=1.27419591,cover=43
- 81:leaf=-0.010533574,cover=0
- 82:leaf=0.00982110668,cover=0
- 20:[Sulc0<0.74744761] yes=41,no=42,missing=41,gain=1.29767609,cover=1373
- 41:[Ecc<21.0377083] yes=83,no=84,missing=83,gain=1.07166624,cover=1221
- 83:leaf=-0.00472446298,cover=0
- 84:leaf=-0.00174234563,cover=0
- 42:[Curv5<0.110890195] yes=85,no=86,missing=86,gain=0.294013321,cover=152
- 85:leaf=-0.00542687578,cover=0
- 86:leaf=0.00218421663,cover=0
- 10:[Curv5<0.143178418] yes=21,no=22,missing=21,gain=0.324936509,cover=250
- 21:[MidArea5<0.552703321] yes=43,no=44,missing=44,gain=0.0074223876,cover=11
- 43:leaf=0.00743317092,cover=0
- 44:leaf=0.0139324712,cover=0
- 22:[Sulc0<0.732260227] yes=45,no=46,missing=45,gain=0.251697719,cover=239
- 45:[Ecc<33.2971039] yes=87,no=88,missing=87,gain=0.388138711,cover=88
- 87:leaf=0.00771738729,cover=0
- 88:leaf=0.000987530686,cover=0
- 46:[MidArea5<0.582346737] yes=89,no=90,missing=90,gain=0.195523769,cover=151
- 89:leaf=0.00207411475,cover=0
- 90:leaf=-0.00459071249,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=5,gain=1.14270926,cover=3894619
- 5:[Area5<0.700531542] yes=11,no=12,missing=12,gain=1.91508818,cover=122601
- 11:[Pol<75.4512405] yes=23,no=24,missing=24,gain=4.16292906,cover=84359
- 23:[Curv5<-0.144993886] yes=47,no=48,missing=47,gain=3.71085644,cover=22583
- 47:[Pol<62.0115929] yes=91,no=92,missing=91,gain=2.18918419,cover=15203
- 91:leaf=-0.000336613011,cover=0
- 92:leaf=0.00149608764,cover=0
- 48:[Pol<25.2957573] yes=93,no=94,missing=93,gain=2.99994707,cover=7380
- 93:leaf=0.000966654101,cover=0
- 94:leaf=-0.00189465715,cover=0
- 24:[PialCurv5<-0.210138425] yes=49,no=50,missing=49,gain=5.18785238,cover=61776
- 49:[Pol<93.3357697] yes=95,no=96,missing=96,gain=2.38997602,cover=182
- 95:leaf=-0.000924249936,cover=0
- 96:leaf=0.0120473122,cover=0
- 50:[Pol<137.578873] yes=97,no=98,missing=97,gain=2.41879988,cover=61594
- 97:leaf=0.000455038302,cover=0
- 98:leaf=-0.000189888626,cover=0
- 12:[Ecc<3.60812569] yes=25,no=26,missing=25,gain=3.10034108,cover=38242
- 25:[Ecc<0.513775289] yes=51,no=52,missing=52,gain=3.10912037,cover=15440
- 51:[Sulc0<-0.00176540145] yes=99,no=100,missing=99,gain=1.56189978,cover=748
- 99:leaf=-0.00163955579,cover=0
- 100:leaf=-0.0124637643,cover=0
- 52:[Curv5<0.147363082] yes=101,no=102,missing=101,gain=2.23463821,cover=14692
- 101:leaf=0.00136108731,cover=0
- 102:leaf=-0.000691020105,cover=0
- 26:[Pol<23.2745647] yes=53,no=54,missing=53,gain=1.49160635,cover=22802
- 53:[Sulc0<-1.12931466] yes=103,no=104,missing=103,gain=2.1877284,cover=1049
- 103:leaf=0.00531456526,cover=0
- 104:leaf=-0.00249730959,cover=0
- 54:[Curv5<-0.136312515] yes=105,no=106,missing=105,gain=1.15540099,cover=21753
- 105:leaf=0.000970206398,cover=0
- 106:leaf=1.15767114e-06,cover=0
- 6:[Area5<0.453641325] yes=13,no=14,missing=14,gain=0.485462964,cover=3772018
- 13:[PialCurv5<-0.142826259] yes=27,no=28,missing=27,gain=1.19605184,cover=44534
- 27:[Pol<153.554306] yes=55,no=56,missing=55,gain=1.17659986,cover=16155
- 55:[Pol<75.4512405] yes=107,no=108,missing=107,gain=2.67107058,cover=12088
- 107:leaf=0.00112073019,cover=0
- 108:leaf=-0.000381883438,cover=0
- 56:[Curv5<-0.158538193] yes=109,no=110,missing=110,gain=0.884057045,cover=4067
- 109:leaf=0.00130776246,cover=0
- 110:leaf=-0.00703867525,cover=0
- 28:[Curv5<-0.225438625] yes=57,no=58,missing=57,gain=3.24762487,cover=28379
- 57:[LGI5<3.47596025] yes=111,no=112,missing=112,gain=1.41791368,cover=9715
- 111:leaf=-0.000861299224,cover=0
- 112:leaf=0.00337237562,cover=0
- 58:[LGI5<2.68917012] yes=113,no=114,missing=113,gain=3.96596932,cover=18664
- 113:leaf=0.00103493989,cover=0
- 114:leaf=-0.000426048238,cover=0
- 14:[Area5<0.621834755] yes=29,no=30,missing=29,gain=0.599216044,cover=3727484
- 29:[Ecc<13.1181517] yes=59,no=60,missing=59,gain=4.20408106,cover=699346
- 59:[Sulc0<-0.224179193] yes=115,no=116,missing=115,gain=4.16587162,cover=481627
- 115:leaf=-3.74679548e-05,cover=0
- 116:leaf=-0.000368965208,cover=0
- 60:[Pol<39.0368156] yes=117,no=118,missing=118,gain=4.31100082,cover=217719
- 117:leaf=-0.000230036894,cover=0
- 118:leaf=0.000272511854,cover=0
- 30:[Pol<107.66053] yes=61,no=62,missing=61,gain=0.717674136,cover=3028138
- 61:[Ecc<7.18838644] yes=119,no=120,missing=119,gain=3.27458,cover=1754031
- 119:leaf=0.000135459297,cover=0
- 120:leaf=-1.55643338e-05,cover=0
- 62:[Ecc<6.92728615] yes=121,no=122,missing=121,gain=7.39173889,cover=1274107
- 121:leaf=-0.00027126036,cover=0
- 122:leaf=3.65498527e-05,cover=0
-booster[1185]:
-0:[Sulc0<-0.481185079] yes=1,no=2,missing=2,gain=0.115434319,cover=5124388
- 1:[LGI5<3.34776258] yes=3,no=4,missing=4,gain=1.78999281,cover=1815811
- 3:[Ecc<4.73840666] yes=7,no=8,missing=7,gain=1.48474908,cover=1676628
- 7:[PialCurv5<-0.0595124774] yes=15,no=16,missing=15,gain=1.84042907,cover=905265
- 15:[Pol<170.080093] yes=31,no=32,missing=31,gain=1.86841106,cover=745493
- 31:[Pol<73.3354874] yes=63,no=64,missing=63,gain=1.61770487,cover=683236
- 63:leaf=-5.79370317e-05,cover=0
- 64:leaf=9.71588597e-05,cover=0
- 32:[LGI5<2.70988083] yes=65,no=66,missing=65,gain=2.07050228,cover=62257
- 65:leaf=-0.000173717868,cover=0
- 66:leaf=-0.00108734402,cover=0
- 16:[LGI5<2.86381269] yes=33,no=34,missing=33,gain=4.93799639,cover=159772
- 33:[PialArea5<1.13904655] yes=67,no=68,missing=67,gain=4.97075891,cover=158085
- 67:leaf=0.000282467954,cover=0
- 68:leaf=-0.000771794585,cover=0
- 34:[Curv5<-0.0816265643] yes=69,no=70,missing=69,gain=2.92386532,cover=1687
- 69:leaf=0.000321286265,cover=0
- 70:leaf=-0.00404243078,cover=0
- 8:[Curv5<-0.0686563179] yes=17,no=18,missing=17,gain=7.28562737,cover=771363
- 17:[Pol<171.401581] yes=35,no=36,missing=35,gain=4.91643429,cover=738108
- 35:[LGI5<2.85285616] yes=71,no=72,missing=71,gain=4.53045464,cover=641583
- 71:leaf=-0.000226798962,cover=0
- 72:leaf=3.89420638e-05,cover=0
- 36:[LGI5<2.88525915] yes=73,no=74,missing=73,gain=5.36309624,cover=96525
- 73:leaf=0.000647494569,cover=0
- 74:leaf=-9.85355e-05,cover=0
- 18:[Area5<0.642765105] yes=37,no=38,missing=38,gain=8.94890785,cover=33255
- 37:[PialCurv5<-0.0542625114] yes=75,no=76,missing=75,gain=4.57416821,cover=6641
- 75:leaf=-0.00497248024,cover=0
- 76:leaf=-0.00176048803,cover=0
- 38:[PialCurv5<-0.145424455] yes=77,no=78,missing=77,gain=14.416358,cover=26614
- 77:leaf=0.0383448713,cover=0
- 78:leaf=-0.000424518075,cover=0
- 4:[Ecc<6.10119486] yes=9,no=10,missing=10,gain=2.11052465,cover=139183
- 9:[PialArea5<1.05055559] yes=19,no=20,missing=19,gain=4.27585554,cover=627
- 19:[Pol<16.156723] yes=39,no=40,missing=39,gain=1.88370562,cover=390
- 39:[Area5<0.683950484] yes=79,no=80,missing=79,gain=1.31728101,cover=135
- 79:leaf=0.00239752023,cover=0
- 80:leaf=-0.00793215353,cover=0
- 40:[Area5<0.513795495] yes=81,no=82,missing=81,gain=0.650942326,cover=255
- 81:leaf=-0.00319947465,cover=0
- 82:leaf=-0.00969412457,cover=0
- 20:[Pol<152.092255] yes=41,no=42,missing=42,gain=1.93586898,cover=237
- 41:[Pol<22.2436924] yes=83,no=84,missing=83,gain=0.796183586,cover=220
- 83:leaf=0.00366343604,cover=0
- 84:leaf=-0.00247277296,cover=0
- 42:[Pol<173.32489] yes=85,no=86,missing=85,gain=0.0517318249,cover=17
- 85:leaf=0.0206604991,cover=0
- 86:leaf=0.0102191819,cover=0
- 10:[PialCurv5<-0.0487009101] yes=21,no=22,missing=22,gain=1.570701,cover=138556
- 21:[Sulc0<-0.580759466] yes=43,no=44,missing=43,gain=1.90777338,cover=130063
- 43:[Ecc<6.76014757] yes=87,no=88,missing=87,gain=1.18039441,cover=108200
- 87:leaf=0.00217031385,cover=0
- 88:leaf=0.000204362979,cover=0
- 44:[Pol<18.1680222] yes=89,no=90,missing=90,gain=1.09890246,cover=21863
- 89:leaf=-0.00118520251,cover=0
- 90:leaf=-0.000152778885,cover=0
- 22:[LGI5<3.94193578] yes=45,no=46,missing=45,gain=2.39299321,cover=8493
- 45:[LGI5<3.41813922] yes=91,no=92,missing=92,gain=1.84358263,cover=8126
- 91:leaf=-0.000291170232,cover=0
- 92:leaf=0.00144749007,cover=0
- 46:[Pol<169.412277] yes=93,no=94,missing=94,gain=0.824189067,cover=367
- 93:leaf=-0.00264891353,cover=0
- 94:leaf=-0.0154962791,cover=0
- 2:[Ecc<1.15906882] yes=5,no=6,missing=6,gain=1.41067672,cover=3308577
- 5:[LGI5<2.18291569] yes=11,no=12,missing=11,gain=2.58869982,cover=83420
- 11:[MidArea5<0.673991144] yes=23,no=24,missing=23,gain=6.82580709,cover=3306
- 23:[PialCurv5<0.0400940292] yes=47,no=48,missing=47,gain=9.41703987,cover=2663
- 47:[Sulc0<-0.37669614] yes=95,no=96,missing=96,gain=4.45160484,cover=888
- 95:leaf=-0.00376209687,cover=0
- 96:leaf=-0.0109083373,cover=0
- 48:[Ecc<0.353712648] yes=97,no=98,missing=97,gain=4.57981873,cover=1775
- 97:leaf=0.00508626271,cover=0
- 98:leaf=-0.0017172806,cover=0
- 24:[Ecc<0.783076942] yes=49,no=50,missing=49,gain=2.70752168,cover=643
- 49:[Curv5<0.0235087723] yes=99,no=100,missing=99,gain=2.1704464,cover=389
- 99:leaf=0.00806565862,cover=0
- 100:leaf=-0.000134235263,cover=0
- 50:[Area5<0.717401922] yes=101,no=102,missing=101,gain=1.33805656,cover=254
- 101:leaf=0.00163586379,cover=0
- 102:leaf=-0.00599693926,cover=0
- 12:[Area5<0.732334435] yes=25,no=26,missing=25,gain=2.14846301,cover=80114
- 25:[PialArea5<0.937250912] yes=51,no=52,missing=51,gain=2.43478727,cover=72191
- 51:[PialArea5<0.821553528] yes=103,no=104,missing=103,gain=4.34134626,cover=69285
- 103:leaf=9.92103924e-06,cover=0
- 104:leaf=-0.00137313793,cover=0
- 52:[LGI5<2.40692019] yes=105,no=106,missing=106,gain=2.77998066,cover=2906
- 105:leaf=-0.000450213207,cover=0
- 106:leaf=0.00268116826,cover=0
- 26:[LGI5<2.69973111] yes=53,no=54,missing=54,gain=4.69782639,cover=7923
- 53:[Area5<0.894858658] yes=107,no=108,missing=107,gain=2.33362365,cover=7789
- 107:leaf=-0.00145782379,cover=0
- 108:leaf=0.000912542106,cover=0
- 54:[LGI5<2.89127874] yes=109,no=110,missing=109,gain=2.79595947,cover=134
- 109:leaf=0.0125868693,cover=0
- 110:leaf=-0.0037429221,cover=0
- 6:[LGI5<2.29093218] yes=13,no=14,missing=13,gain=1.62947369,cover=3225157
- 13:[Area5<0.924216449] yes=27,no=28,missing=27,gain=2.0508604,cover=102748
- 27:[MidArea5<0.793646336] yes=55,no=56,missing=56,gain=2.0511086,cover=102040
- 55:[Pol<105.995506] yes=111,no=112,missing=111,gain=3.10609317,cover=91497
- 111:leaf=0.000423820515,cover=0
- 112:leaf=-0.000159840187,cover=0
- 56:[LGI5<2.19753051] yes=113,no=114,missing=114,gain=3.89946723,cover=10543
- 113:leaf=-0.00109151728,cover=0
- 114:leaf=0.00135324639,cover=0
- 28:[Curv5<0.0213092454] yes=57,no=58,missing=57,gain=0.85021019,cover=708
- 57:[PialArea5<1.10075188] yes=115,no=116,missing=115,gain=1.17217338,cover=210
- 115:leaf=0.00332612055,cover=0
- 116:leaf=-0.00421931781,cover=0
- 58:[LGI5<2.16230083] yes=117,no=118,missing=117,gain=0.803903103,cover=498
- 117:leaf=0.00314044883,cover=0
- 118:leaf=-0.00419030804,cover=0
- 14:[Pol<175.068527] yes=29,no=30,missing=30,gain=1.50295818,cover=3122409
- 29:[LGI5<2.93978119] yes=59,no=60,missing=59,gain=1.14236653,cover=3054116
- 59:[Pol<133.406311] yes=119,no=120,missing=120,gain=9.61002827,cover=1709635
- 119:leaf=-1.08684089e-05,cover=0
- 120:leaf=0.000332266849,cover=0
- 60:[Ecc<2.42687178] yes=121,no=122,missing=121,gain=3.57507706,cover=1344481
- 121:leaf=0.00608977163,cover=0
- 122:leaf=-2.60157867e-05,cover=0
- 30:[Ecc<6.22534323] yes=61,no=62,missing=61,gain=11.1651497,cover=68293
- 61:[Area5<0.598585367] yes=123,no=124,missing=124,gain=7.65574837,cover=4798
- 123:leaf=0.000596339407,cover=0
- 124:leaf=-0.00381924259,cover=0
- 62:[PialCurv5<-0.0515215881] yes=125,no=126,missing=125,gain=3.26313353,cover=63495
- 125:leaf=-0.000539169298,cover=0
- 126:leaf=0.000211786988,cover=0
-booster[1186]:
-0:[LGI5<2.46595764] yes=1,no=2,missing=2,gain=0.125081465,cover=5124388
- 1:[Ecc<12.5441074] yes=3,no=4,missing=3,gain=1.43940568,cover=1229769
- 3:[Pol<112.874634] yes=7,no=8,missing=7,gain=1.139696,cover=1225407
- 7:[Area5<0.69896996] yes=15,no=16,missing=15,gain=1.9341501,cover=697257
- 15:[Ecc<11.5171156] yes=31,no=32,missing=32,gain=1.99370611,cover=481761
- 31:[Ecc<1.68457866] yes=63,no=64,missing=63,gain=2.01156116,cover=481425
- 63:leaf=-0.000117948897,cover=0
- 64:leaf=9.01954409e-05,cover=0
- 32:[Sulc0<0.364060968] yes=65,no=66,missing=65,gain=1.80279672,cover=336
- 65:leaf=-0.00785193685,cover=0
- 66:leaf=-0.000503789575,cover=0
- 16:[Sulc0<-0.650102437] yes=33,no=34,missing=33,gain=4.2398119,cover=215496
- 33:[Pol<78.8803177] yes=67,no=68,missing=67,gain=3.11067319,cover=49648
- 67:leaf=0.000108288506,cover=0
- 68:leaf=0.00153452298,cover=0
- 34:[PialCurv5<0.0959877223] yes=69,no=70,missing=69,gain=5.7734127,cover=165848
- 69:leaf=-0.000573787838,cover=0
- 70:leaf=1.76339781e-05,cover=0
- 8:[Sulc0<-0.108384088] yes=17,no=18,missing=17,gain=5.23545074,cover=528150
- 17:[PialCurv5<0.00236006663] yes=35,no=36,missing=35,gain=3.5945878,cover=438302
- 35:[Ecc<9.0678978] yes=71,no=72,missing=72,gain=3.41703939,cover=358529
- 71:leaf=2.7367616e-05,cover=0
- 72:leaf=0.00178873842,cover=0
- 36:[LGI5<2.40363431] yes=73,no=74,missing=73,gain=9.08209991,cover=79773
- 73:leaf=-1.09744124e-05,cover=0
- 74:leaf=-0.00122197834,cover=0
- 18:[Ecc<3.8768425] yes=37,no=38,missing=37,gain=5.89558077,cover=89848
- 37:[Area5<0.681571782] yes=75,no=76,missing=75,gain=5.02652121,cover=32932
- 75:leaf=0.000447792932,cover=0
- 76:leaf=-0.00078913878,cover=0
- 38:[PialCurv5<0.228302389] yes=77,no=78,missing=77,gain=9.67666149,cover=56916
- 77:leaf=0.00107316894,cover=0
- 78:leaf=-0.000440010102,cover=0
- 4:[Curv5<0.110890195] yes=9,no=10,missing=10,gain=3.53241301,cover=4362
- 9:[Curv5<-0.249691159] yes=19,no=20,missing=20,gain=1.98172712,cover=2799
- 19:[PialCurv5<-0.121481076] yes=39,no=40,missing=39,gain=1.20770073,cover=351
- 39:[Sulc0<-0.673217118] yes=79,no=80,missing=79,gain=0.445007622,cover=302
- 79:leaf=0.00669719419,cover=0
- 80:leaf=0.00177986256,cover=0
- 40:[Sulc0<-0.481185079] yes=81,no=82,missing=81,gain=0.152902603,cover=49
- 81:leaf=-0.00153979554,cover=0
- 82:leaf=-0.00758291502,cover=0
- 20:[MidArea5<0.63161242] yes=41,no=42,missing=41,gain=1.79078293,cover=2448
- 41:[Pol<58.6768646] yes=83,no=84,missing=83,gain=2.70558357,cover=554
- 83:leaf=-0.0144168381,cover=0
- 84:leaf=-0.00368334143,cover=0
- 42:[Pol<166.64444] yes=85,no=86,missing=86,gain=1.71523809,cover=1894
- 85:leaf=-0.00133829121,cover=0
- 86:leaf=-0.00720847538,cover=0
- 10:[Pol<72.6247101] yes=21,no=22,missing=22,gain=0.908067465,cover=1563
- 21:[Sulc0<0.254506379] yes=43,no=44,missing=43,gain=0.781733632,cover=95
- 43:[PialCurv5<0.204323933] yes=87,no=88,missing=87,gain=0.00973105431,cover=18
- 87:leaf=-0.0131781688,cover=0
- 88:leaf=-0.00316673215,cover=0
- 44:[LGI5<2.41022825] yes=89,no=90,missing=89,gain=0.170043081,cover=77
- 89:leaf=0.000520087196,cover=0
- 90:leaf=-0.00419523707,cover=0
- 22:[Pol<138.276962] yes=45,no=46,missing=45,gain=0.922134876,cover=1468
- 45:[Pol<125.881905] yes=91,no=92,missing=92,gain=0.866639614,cover=1425
- 91:leaf=0.0012437104,cover=0
- 92:leaf=0.00724510103,cover=0
- 46:[Sulc0<0.20153527] yes=93,no=94,missing=93,gain=0.692263007,cover=43
- 93:leaf=0.000411118381,cover=0
- 94:leaf=-0.0121140601,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=5,gain=1.02937233,cover=3894619
- 5:[Curv5<-0.0109836133] yes=11,no=12,missing=12,gain=1.80212295,cover=122601
- 11:[Curv5<-0.39144522] yes=23,no=24,missing=23,gain=1.26792717,cover=76163
- 23:[Ecc<1.91022825] yes=47,no=48,missing=47,gain=2.49234009,cover=412
- 47:[Ecc<1.05247808] yes=95,no=96,missing=95,gain=2.08383417,cover=124
- 95:leaf=0.00241282303,cover=0
- 96:leaf=0.0153791113,cover=0
- 48:[PialArea5<0.793370187] yes=97,no=98,missing=97,gain=1.60968626,cover=288
- 97:leaf=-0.00215899199,cover=0
- 98:leaf=0.00608272245,cover=0
- 24:[Sulc0<-0.210027173] yes=49,no=50,missing=49,gain=0.934670568,cover=75751
- 49:[Area5<0.687926829] yes=99,no=100,missing=99,gain=1.16973257,cover=68421
- 99:leaf=-8.75490296e-05,cover=0
- 100:leaf=0.000375548581,cover=0
- 50:[Ecc<0.729281187] yes=101,no=102,missing=102,gain=3.05673575,cover=7330
- 101:leaf=-0.0132647473,cover=0
- 102:leaf=-0.000472253567,cover=0
- 12:[PialCurv5<0.054317683] yes=25,no=26,missing=25,gain=1.76455832,cover=46438
- 25:[Pol<115.563423] yes=51,no=52,missing=51,gain=2.80623436,cover=8558
- 51:[Curv5<0.0534323379] yes=103,no=104,missing=104,gain=2.46880341,cover=5191
- 103:leaf=0.00119582727,cover=0
- 104:leaf=0.00384204905,cover=0
- 52:[Sulc0<-0.63852036] yes=105,no=106,missing=105,gain=1.4915067,cover=3367
- 105:leaf=-0.0066225403,cover=0
- 106:leaf=8.59146094e-05,cover=0
- 26:[Ecc<5.27515984] yes=53,no=54,missing=53,gain=1.52237594,cover=37880
- 53:[PialCurv5<0.329096764] yes=107,no=108,missing=107,gain=2.29708028,cover=22685
- 107:leaf=0.000717141083,cover=0
- 108:leaf=-0.000689870096,cover=0
- 54:[Curv5<0.0213092454] yes=109,no=110,missing=110,gain=1.97211635,cover=15195
- 109:leaf=-0.00284897047,cover=0
- 110:leaf=-2.1507909e-05,cover=0
- 6:[Ecc<1.05247808] yes=13,no=14,missing=13,gain=0.454553992,cover=3772018
- 13:[Sulc0<-0.0637059584] yes=27,no=28,missing=28,gain=3.17719674,cover=60568
- 27:[PialArea5<0.934356034] yes=55,no=56,missing=55,gain=2.68420911,cover=59195
- 55:[MidArea5<0.73508203] yes=111,no=112,missing=111,gain=3.63911986,cover=39512
- 111:leaf=7.87123863e-05,cover=0
- 112:leaf=-0.00113323098,cover=0
- 56:[LGI5<2.56865931] yes=113,no=114,missing=113,gain=3.43634582,cover=19683
- 113:leaf=0.00105502328,cover=0
- 114:leaf=-0.000319672952,cover=0
- 28:[PialCurv5<0.147539601] yes=57,no=58,missing=57,gain=5.00394058,cover=1373
- 57:[PialArea5<0.834082127] yes=115,no=116,missing=115,gain=3.18732929,cover=432
- 115:leaf=0.00861591194,cover=0
- 116:leaf=-0.00410838099,cover=0
- 58:[Sulc0<0.610343635] yes=117,no=118,missing=117,gain=1.29562473,cover=941
- 117:leaf=0.000907892012,cover=0
- 118:leaf=-0.00728641916,cover=0
- 14:[Area5<0.637240529] yes=29,no=30,missing=30,gain=0.52903378,cover=3711450
- 29:[Ecc<14.28263] yes=59,no=60,missing=59,gain=3.5311594,cover=887891
- 59:[Sulc0<-0.258417875] yes=119,no=120,missing=119,gain=4.17205143,cover=617821
- 119:leaf=-1.02894619e-05,cover=0
- 120:leaf=-0.000286031951,cover=0
- 60:[Pol<39.0368156] yes=121,no=122,missing=121,gain=6.90246534,cover=270070
- 121:leaf=-0.000308400224,cover=0
- 122:leaf=0.00026570991,cover=0
- 30:[Sulc0<-0.911647499] yes=61,no=62,missing=61,gain=0.88599056,cover=2823559
- 61:[Ecc<15.7955055] yes=123,no=124,missing=123,gain=1.37390137,cover=116554
- 123:leaf=0.000248886819,cover=0
- 124:leaf=-0.000135475639,cover=0
- 62:[Ecc<4.87342644] yes=125,no=126,missing=125,gain=1.31007373,cover=2707005
- 125:leaf=-0.000102149548,cover=0
- 126:leaf=1.3896999e-05,cover=0
-booster[1187]:
-0:[Area5<0.720017433] yes=1,no=2,missing=1,gain=0.118385196,cover=5124388
- 1:[Pol<66.6374893] yes=3,no=4,missing=3,gain=1.2135812,cover=3511521
- 3:[PialCurv5<-0.0680129603] yes=7,no=8,missing=8,gain=5.69613934,cover=921051
- 7:[Sulc0<-0.217071146] yes=15,no=16,missing=15,gain=6.98865509,cover=620575
- 15:[Curv5<-0.0620335713] yes=31,no=32,missing=31,gain=4.4108758,cover=597478
- 31:[LGI5<3.34776258] yes=63,no=64,missing=63,gain=3.58028507,cover=594573
- 63:leaf=-2.73653513e-05,cover=0
- 64:leaf=0.000427333027,cover=0
- 32:[PialArea5<1.13904655] yes=65,no=66,missing=65,gain=9.13164711,cover=2905
- 65:leaf=-0.00140634167,cover=0
- 66:leaf=-0.0165662095,cover=0
- 16:[LGI5<3.06739473] yes=33,no=34,missing=33,gain=10.5521584,cover=23097
- 33:[Curv5<-0.112134233] yes=67,no=68,missing=67,gain=3.47741103,cover=13004
- 67:leaf=-0.000523614406,cover=0
- 68:leaf=0.00137361896,cover=0
- 34:[MidArea5<0.639977157] yes=69,no=70,missing=69,gain=10.6434975,cover=10093
- 69:leaf=-0.000275858038,cover=0
- 70:leaf=0.00320867519,cover=0
- 8:[Ecc<5.46745825] yes=17,no=18,missing=18,gain=6.13202477,cover=300476
- 17:[PialArea5<1.08444798] yes=35,no=36,missing=35,gain=9.1326313,cover=76238
- 35:[Ecc<1.91022825] yes=71,no=72,missing=71,gain=11.9075851,cover=67782
- 71:leaf=-0.000320277846,cover=0
- 72:leaf=0.00100516772,cover=0
- 36:[Sulc0<-0.79536891] yes=73,no=74,missing=73,gain=3.18375492,cover=8456
- 73:leaf=-0.00278850924,cover=0
- 74:leaf=-0.000719461823,cover=0
- 18:[Ecc<14.484726] yes=37,no=38,missing=37,gain=11.8414612,cover=224238
- 37:[Sulc0<0.0931760818] yes=75,no=76,missing=76,gain=19.8852844,cover=76832
- 75:leaf=-0.000650372938,cover=0
- 76:leaf=-0.00383985392,cover=0
- 38:[Pol<52.7894325] yes=77,no=78,missing=77,gain=8.83154488,cover=147406
- 77:leaf=-0.000372382958,cover=0
- 78:leaf=0.000452503649,cover=0
- 4:[Pol<85.4004211] yes=9,no=10,missing=9,gain=1.89234424,cover=2590470
- 9:[PialArea5<0.772500634] yes=19,no=20,missing=19,gain=10.8469152,cover=349789
- 19:[Ecc<8.97079182] yes=39,no=40,missing=39,gain=15.3984861,cover=247627
- 39:[Curv5<0.067619428] yes=79,no=80,missing=79,gain=12.809536,cover=133257
- 79:leaf=-0.000823650451,cover=0
- 80:leaf=0.000177096561,cover=0
- 40:[Sulc0<0.15957281] yes=81,no=82,missing=81,gain=28.9054241,cover=114370
- 81:leaf=0.00200083945,cover=0
- 82:leaf=-1.94937347e-05,cover=0
- 20:[Ecc<12.3665791] yes=41,no=42,missing=42,gain=12.7230616,cover=102162
- 41:[Sulc0<0.167916268] yes=83,no=84,missing=83,gain=9.03035355,cover=98412
- 83:leaf=0.000511661754,cover=0
- 84:leaf=-0.00300010177,cover=0
- 42:[PialArea5<0.934356034] yes=85,no=86,missing=85,gain=16.686573,cover=3750
- 85:leaf=0.00461571338,cover=0
- 86:leaf=-0.00582182314,cover=0
- 10:[MidArea5<0.811158717] yes=21,no=22,missing=21,gain=2.10789323,cover=2240681
- 21:[MidArea5<0.667703152] yes=43,no=44,missing=43,gain=1.46405327,cover=1967985
- 43:[Ecc<7.08616447] yes=87,no=88,missing=88,gain=2.1626029,cover=1166868
- 87:leaf=4.30760374e-05,cover=0
- 88:leaf=-9.31818286e-05,cover=0
- 44:[Sulc0<0.210163057] yes=89,no=90,missing=89,gain=8.62902164,cover=801117
- 89:leaf=1.99150782e-05,cover=0
- 90:leaf=0.000655110402,cover=0
- 22:[Sulc0<-0.574995995] yes=45,no=46,missing=45,gain=3.4859376,cover=272696
- 45:[LGI5<3.23945832] yes=91,no=92,missing=92,gain=5.08255911,cover=159954
- 91:leaf=-8.23857481e-05,cover=0
- 92:leaf=0.000828495249,cover=0
- 46:[Pol<154.27803] yes=93,no=94,missing=93,gain=6.45694399,cover=112742
- 93:leaf=-2.58638811e-05,cover=0
- 94:leaf=-0.000792573323,cover=0
- 2:[Curv5<0.0300692953] yes=5,no=6,missing=5,gain=1.63166702,cover=1612867
- 5:[MidArea5<0.661389112] yes=11,no=12,missing=12,gain=4.46743059,cover=950115
- 11:[Pol<164.532394] yes=23,no=24,missing=24,gain=5.23034382,cover=4444
- 23:[Ecc<1.26157856] yes=47,no=48,missing=47,gain=1.50528622,cover=3988
- 47:[PialCurv5<0.0666604191] yes=95,no=96,missing=96,gain=3.24526858,cover=163
- 95:leaf=-0.00890049059,cover=0
- 96:leaf=0.0172031727,cover=0
- 48:[Pol<74.0505524] yes=97,no=98,missing=97,gain=1.87675381,cover=3825
- 97:leaf=0.000324860652,cover=0
- 98:leaf=-0.0025201384,cover=0
- 24:[LGI5<2.62417936] yes=49,no=50,missing=50,gain=2.70784497,cover=456
- 49:[LGI5<2.22170687] yes=99,no=100,missing=100,gain=1.21085417,cover=122
- 99:leaf=0.0115783373,cover=0
- 100:leaf=-0.0045723971,cover=0
- 50:[Curv5<-0.0708468556] yes=101,no=102,missing=101,gain=1.76384306,cover=334
- 101:leaf=0.0191766862,cover=0
- 102:leaf=0.00477652578,cover=0
- 12:[Pol<143.959366] yes=25,no=26,missing=25,gain=2.85040212,cover=945671
- 25:[PialArea5<1.05969977] yes=51,no=52,missing=51,gain=4.20667791,cover=731883
- 51:[Pol<64.3762589] yes=103,no=104,missing=103,gain=4.66960812,cover=424950
- 103:leaf=1.46106931e-05,cover=0
- 104:leaf=-0.000319243496,cover=0
- 52:[Ecc<5.91357183] yes=105,no=106,missing=105,gain=4.2681222,cover=306933
- 105:leaf=-0.00015079834,cover=0
- 106:leaf=0.000227672077,cover=0
- 26:[Curv5<-0.0922861248] yes=53,no=54,missing=53,gain=4.33135223,cover=213788
- 53:[Ecc<42.1016579] yes=107,no=108,missing=107,gain=3.32731056,cover=144052
- 107:leaf=3.32679374e-05,cover=0
- 108:leaf=-0.00111718185,cover=0
- 54:[PialCurv5<-0.142826259] yes=109,no=110,missing=109,gain=3.17631674,cover=69736
- 109:leaf=0.0106770219,cover=0
- 110:leaf=0.000449564221,cover=0
- 6:[Pol<53.6550331] yes=13,no=14,missing=13,gain=4.48838091,cover=662752
- 13:[PialCurv5<0.0567538291] yes=27,no=28,missing=28,gain=5.21042109,cover=56041
- 27:[LGI5<2.4272728] yes=55,no=56,missing=55,gain=5.44365788,cover=13202
- 55:[Ecc<0.567370772] yes=111,no=112,missing=112,gain=4.42726231,cover=370
- 111:leaf=0.00665070862,cover=0
- 112:leaf=-0.00724276667,cover=0
- 56:[LGI5<3.60428405] yes=113,no=114,missing=113,gain=4.63561726,cover=12832
- 113:leaf=0.00183711876,cover=0
- 114:leaf=-0.00150341087,cover=0
- 28:[PialCurv5<0.171042696] yes=57,no=58,missing=58,gain=1.7475239,cover=42839
- 57:[Sulc0<0.143142253] yes=115,no=116,missing=115,gain=2.82913256,cover=36323
- 115:leaf=0.00127732928,cover=0
- 116:leaf=0.000153221103,cover=0
- 58:[Ecc<5.59685707] yes=117,no=118,missing=117,gain=3.6117177,cover=6516
- 117:leaf=-0.00557054952,cover=0
- 118:leaf=-0.000247549207,cover=0
- 14:[Ecc<9.38688755] yes=29,no=30,missing=29,gain=4.34254408,cover=606711
- 29:[Pol<68.895668] yes=59,no=60,missing=59,gain=12.0729752,cover=268901
- 59:[Sulc0<-0.0637059584] yes=119,no=120,missing=119,gain=10.4503708,cover=6316
- 119:leaf=0.00446404563,cover=0
- 120:leaf=0.000392881921,cover=0
- 60:[LGI5<2.94529939] yes=121,no=122,missing=121,gain=4.24051809,cover=262585
- 121:leaf=6.53240277e-05,cover=0
- 122:leaf=0.000755538873,cover=0
- 30:[Sulc0<-0.210027173] yes=61,no=62,missing=62,gain=5.77405596,cover=337810
- 61:[Ecc<19.4699688] yes=123,no=124,missing=124,gain=4.54756641,cover=4588
- 123:leaf=-0.0022158369,cover=0
- 124:leaf=0.0048973239,cover=0
- 62:[Pol<112.359543] yes=125,no=126,missing=126,gain=4.76286697,cover=333222
- 125:leaf=-0.000198845402,cover=0
- 126:leaf=0.000200235707,cover=0
-booster[1188]:
-0:[Sulc0<-0.481185079] yes=1,no=2,missing=2,gain=0.118242122,cover=5124388
- 1:[LGI5<3.34776258] yes=3,no=4,missing=3,gain=1.4118793,cover=1815811
- 3:[Ecc<4.73840666] yes=7,no=8,missing=7,gain=1.38652134,cover=1676628
- 7:[PialCurv5<-0.0595124774] yes=15,no=16,missing=15,gain=1.71476495,cover=905265
- 15:[Pol<170.080093] yes=31,no=32,missing=32,gain=1.7010138,cover=745493
- 31:[Pol<73.3354874] yes=63,no=64,missing=63,gain=1.39778781,cover=683236
- 63:leaf=-5.30921498e-05,cover=0
- 64:leaf=9.10766394e-05,cover=0
- 32:[Ecc<2.6675415] yes=65,no=66,missing=65,gain=1.9519161,cover=62257
- 65:leaf=-0.000539608183,cover=0
- 66:leaf=2.03619784e-05,cover=0
- 16:[Pol<83.4982376] yes=33,no=34,missing=33,gain=4.63568068,cover=159772
- 33:[Pol<63.605114] yes=67,no=68,missing=67,gain=12.7528934,cover=64932
- 67:leaf=0.00040821635,cover=0
- 68:leaf=-0.00102524355,cover=0
- 34:[LGI5<2.73077893] yes=69,no=70,missing=69,gain=5.91312838,cover=94840
- 69:leaf=0.000454825029,cover=0
- 70:leaf=-0.00203293539,cover=0
- 8:[Curv5<-0.0686563179] yes=17,no=18,missing=18,gain=6.53511238,cover=771363
- 17:[Pol<171.401581] yes=35,no=36,missing=35,gain=4.40304232,cover=738108
- 35:[PialCurv5<-0.0948967114] yes=71,no=72,missing=71,gain=4.44334412,cover=641583
- 71:leaf=-1.7587412e-05,cover=0
- 72:leaf=-0.000332205091,cover=0
- 36:[LGI5<2.88525915] yes=73,no=74,missing=73,gain=4.87944221,cover=96525
- 73:leaf=0.000614605844,cover=0
- 74:leaf=-9.6990254e-05,cover=0
- 18:[Area5<0.642765105] yes=37,no=38,missing=37,gain=8.00163364,cover=33255
- 37:[PialCurv5<-0.0542625114] yes=75,no=76,missing=75,gain=4.10707664,cover=6641
- 75:leaf=-0.00470893877,cover=0
- 76:leaf=-0.00166535995,cover=0
- 38:[PialCurv5<-0.145424455] yes=77,no=78,missing=78,gain=12.9265776,cover=26614
- 77:leaf=0.036308106,cover=0
- 78:leaf=-0.000403465558,cover=0
- 4:[Ecc<6.10119486] yes=9,no=10,missing=10,gain=1.90030289,cover=139183
- 9:[PialArea5<1.05055559] yes=19,no=20,missing=19,gain=3.86361408,cover=627
- 19:[Pol<16.156723] yes=39,no=40,missing=40,gain=1.69242954,cover=390
- 39:[Area5<0.683950484] yes=79,no=80,missing=79,gain=1.1888355,cover=135
- 79:leaf=0.00225787354,cover=0
- 80:leaf=-0.00755534414,cover=0
- 40:[Area5<0.513795495] yes=81,no=82,missing=82,gain=0.586787224,cover=255
- 81:leaf=-0.00304672052,cover=0
- 82:leaf=-0.00921331905,cover=0
- 20:[Pol<152.092255] yes=41,no=42,missing=41,gain=1.76431811,cover=237
- 41:[Pol<22.2436924] yes=83,no=84,missing=83,gain=0.719165742,cover=220
- 83:leaf=0.00347027159,cover=0
- 84:leaf=-0.00236155652,cover=0
- 42:[Pol<173.32489] yes=85,no=86,missing=85,gain=0.0460062027,cover=17
- 85:leaf=0.0196944699,cover=0
- 86:leaf=0.0097683724,cover=0
- 10:[PialCurv5<-0.0487009101] yes=21,no=22,missing=22,gain=1.48499799,cover=138556
- 21:[Sulc0<-0.580759466] yes=43,no=44,missing=43,gain=1.65319848,cover=130063
- 43:[Ecc<6.76014757] yes=87,no=88,missing=87,gain=1.0624218,cover=108200
- 87:leaf=0.00204537297,cover=0
- 88:leaf=0.000180251096,cover=0
- 44:[MidArea5<0.612316132] yes=89,no=90,missing=89,gain=1.01618433,cover=21863
- 89:leaf=0.00149264082,cover=0
- 90:leaf=-0.000348595873,cover=0
- 22:[LGI5<3.94193578] yes=45,no=46,missing=45,gain=2.15904284,cover=8493
- 45:[LGI5<3.41813922] yes=91,no=92,missing=92,gain=1.66599488,cover=8126
- 91:leaf=-0.000274035003,cover=0
- 92:leaf=0.00137876568,cover=0
- 46:[Pol<169.412277] yes=93,no=94,missing=94,gain=0.753624082,cover=367
- 93:leaf=-0.00250971853,cover=0
- 94:leaf=-0.0147943525,cover=0
- 2:[PialArea5<1.57955706] yes=5,no=6,missing=5,gain=1.33173501,cover=3308577
- 5:[Ecc<0.999059319] yes=11,no=12,missing=12,gain=1.22282553,cover=3307253
- 11:[Curv5<0.012354264] yes=23,no=24,missing=23,gain=1.95788133,cover=67993
- 23:[LGI5<2.19753051] yes=47,no=48,missing=47,gain=3.35537672,cover=27602
- 47:[MidArea5<0.677069247] yes=95,no=96,missing=95,gain=13.9484673,cover=1174
- 95:leaf=-0.007638874,cover=0
- 96:leaf=0.00345288846,cover=0
- 48:[Ecc<0.513775289] yes=97,no=98,missing=97,gain=2.54352903,cover=26428
- 97:leaf=-0.00110655953,cover=0
- 98:leaf=-6.55328258e-05,cover=0
- 24:[Curv5<0.0778492987] yes=49,no=50,missing=49,gain=2.11543727,cover=40391
- 49:[Sulc0<-0.101085678] yes=99,no=100,missing=99,gain=3.78189039,cover=15136
- 99:leaf=0.000687536551,cover=0
- 100:leaf=-0.00260699051,cover=0
- 50:[PialCurv5<0.113078766] yes=101,no=102,missing=101,gain=3.93298674,cover=25255
- 101:leaf=-0.00141815294,cover=0
- 102:leaf=7.47897211e-05,cover=0
- 12:[Pol<175.068527] yes=25,no=26,missing=25,gain=1.21063685,cover=3239260
- 25:[LGI5<2.77946544] yes=51,no=52,missing=51,gain=1.53666878,cover=3169460
- 51:[Pol<136.792099] yes=103,no=104,missing=104,gain=6.43113613,cover=1414770
- 103:leaf=1.81116466e-05,cover=0
- 104:leaf=0.000370834343,cover=0
- 52:[PialCurv5<-0.108766198] yes=105,no=106,missing=105,gain=3.28735256,cover=1754690
- 105:leaf=-0.000269011332,cover=0
- 106:leaf=2.45900719e-06,cover=0
- 26:[Ecc<6.47151232] yes=53,no=54,missing=54,gain=7.58751392,cover=69800
- 53:[LGI5<2.56078315] yes=107,no=108,missing=107,gain=6.58169746,cover=6849
- 107:leaf=-0.000583450194,cover=0
- 108:leaf=-0.00379076647,cover=0
- 54:[PialCurv5<-0.0515215881] yes=109,no=110,missing=109,gain=2.95901489,cover=62951
- 109:leaf=-0.000489625556,cover=0
- 110:leaf=0.000228668665,cover=0
- 6:[PialCurv5<-0.14160423] yes=13,no=14,missing=14,gain=1.36024868,cover=1324
- 13:[Ecc<5.08081961] yes=27,no=28,missing=27,gain=1.10786438,cover=45
- 27:[Ecc<3.16401935] yes=55,no=56,missing=55,gain=0.455421686,cover=8
- 55:[Ecc<3.10160303] yes=111,no=112,missing=111,gain=0.00738878269,cover=2
- 111:leaf=0.000194966793,cover=0
- 112:leaf=-0.00488471985,cover=0
- 56:leaf=-0.0319175683,cover=0
- 28:[Ecc<6.92728615] yes=57,no=58,missing=57,gain=0.465727925,cover=37
- 57:[Ecc<6.52965975] yes=113,no=114,missing=113,gain=0.107964016,cover=12
- 113:leaf=-0.000953679089,cover=0
- 114:leaf=0.00883138459,cover=0
- 58:[LGI5<2.95092106] yes=115,no=116,missing=115,gain=0.377860069,cover=25
- 115:leaf=-0.0145568131,cover=0
- 116:leaf=-0.00194527791,cover=0
- 14:[Pol<13.2006302] yes=29,no=30,missing=29,gain=0.982166409,cover=1279
- 29:[LGI5<3.13786864] yes=59,no=60,missing=59,gain=1.92001855,cover=80
- 59:[Area5<0.987501919] yes=117,no=118,missing=118,gain=1.94579077,cover=60
- 117:leaf=0.00103331148,cover=0
- 118:leaf=0.0192218013,cover=0
- 60:[Curv5<-0.148390457] yes=119,no=120,missing=120,gain=0.316009641,cover=20
- 119:leaf=-0.0129340962,cover=0
- 120:leaf=0.000553821679,cover=0
- 30:[PialCurv5<-0.0472753309] yes=61,no=62,missing=61,gain=0.63204217,cover=1199
- 61:[Curv5<-0.0902613774] yes=121,no=122,missing=122,gain=1.26157773,cover=911
- 121:leaf=-0.00156054716,cover=0
- 122:leaf=0.0050139376,cover=0
- 62:[Pol<165.239029] yes=123,no=124,missing=124,gain=1.61826456,cover=288
- 123:leaf=-0.00278468034,cover=0
- 124:leaf=-0.0196774732,cover=0
-booster[1189]:
-0:[LGI5<2.46595764] yes=1,no=2,missing=2,gain=0.125379801,cover=5124388
- 1:[Ecc<15.7955055] yes=3,no=4,missing=3,gain=1.33173501,cover=1229769
- 3:[Area5<0.667375207] yes=7,no=8,missing=7,gain=0.873745799,cover=1227834
- 7:[Ecc<11.1913614] yes=15,no=16,missing=15,gain=2.74780822,cover=746722
- 15:[Ecc<1.68457866] yes=31,no=32,missing=31,gain=2.14260554,cover=745212
- 31:[PialArea5<1.13220918] yes=63,no=64,missing=63,gain=1.45094872,cover=320634
- 63:leaf=-9.92070418e-05,cover=0
- 64:leaf=0.000333219912,cover=0
- 32:[Curv5<-0.106344692] yes=65,no=66,missing=65,gain=2.52954531,cover=424578
- 65:leaf=-3.90743708e-06,cover=0
- 66:leaf=0.000243343049,cover=0
- 16:[Pol<80.2322083] yes=33,no=34,missing=34,gain=5.84480858,cover=1510
- 33:[MidArea5<0.747147739] yes=67,no=68,missing=67,gain=1.50173378,cover=346
- 67:leaf=-0.00905718189,cover=0
- 68:leaf=0.000810440572,cover=0
- 34:[Area5<0.639429986] yes=69,no=70,missing=69,gain=2.69623208,cover=1164
- 69:leaf=0.0016017959,cover=0
- 70:leaf=-0.00328383478,cover=0
- 8:[Pol<160.869751] yes=17,no=18,missing=17,gain=3.79650283,cover=481112
- 17:[LGI5<2.36467862] yes=35,no=36,missing=35,gain=3.99819231,cover=450468
- 35:[Pol<140.372742] yes=71,no=72,missing=72,gain=4.68826628,cover=206610
- 71:leaf=0.000128114523,cover=0
- 72:leaf=-0.000781923009,cover=0
- 36:[Pol<57.0350037] yes=73,no=74,missing=74,gain=6.59410906,cover=243858
- 73:leaf=0.000310124044,cover=0
- 74:leaf=-0.000361443235,cover=0
- 18:[Sulc0<-0.678985238] yes=37,no=38,missing=37,gain=4.67080688,cover=30644
- 37:[Ecc<5.97554874] yes=75,no=76,missing=75,gain=4.00601387,cover=12385
- 75:leaf=0.000277687446,cover=0
- 76:leaf=-0.00173726177,cover=0
- 38:[PialCurv5<0.010724308] yes=77,no=78,missing=77,gain=8.66597939,cover=18259
- 77:leaf=0.00198520743,cover=0
- 78:leaf=-0.000200742303,cover=0
- 4:[PialCurv5<0.280504435] yes=9,no=10,missing=9,gain=2.17709541,cover=1935
- 9:[Curv5<-0.2435821] yes=19,no=20,missing=19,gain=1.30862451,cover=1685
- 19:[PialCurv5<-0.119053185] yes=39,no=40,missing=40,gain=0.943181276,cover=297
- 39:[Pol<10.3232107] yes=79,no=80,missing=79,gain=0.384437591,cover=255
- 79:leaf=0.00428226544,cover=0
- 80:leaf=0.000392041024,cover=0
- 40:[Sulc0<-0.481185079] yes=81,no=82,missing=82,gain=0.129818738,cover=42
- 81:leaf=-0.00209289626,cover=0
- 82:leaf=-0.0079480065,cover=0
- 20:[Area5<0.710077047] yes=41,no=42,missing=41,gain=1.20471263,cover=1388
- 41:[LGI5<2.31192279] yes=83,no=84,missing=83,gain=1.19155979,cover=547
- 83:leaf=0.00358560425,cover=0
- 84:leaf=-0.00511268852,cover=0
- 42:[Curv5<0.114925429] yes=85,no=86,missing=85,gain=1.18637013,cover=841
- 85:leaf=-0.00259567774,cover=0
- 86:leaf=0.00157812226,cover=0
- 10:[Curv5<0.143178418] yes=21,no=22,missing=21,gain=0.300035,cover=250
- 21:[MidArea5<0.552703321] yes=43,no=44,missing=43,gain=0.00738877058,cover=11
- 43:leaf=0.00706575299,cover=0
- 44:leaf=0.0133003071,cover=0
- 22:[Sulc0<0.732260227] yes=45,no=46,missing=45,gain=0.227570117,cover=239
- 45:[Ecc<31.520586] yes=87,no=88,missing=88,gain=0.35289669,cover=88
- 87:leaf=0.00754281087,cover=0
- 88:leaf=0.00119203189,cover=0
- 46:[Area5<0.735260904] yes=89,no=90,missing=89,gain=0.176983982,cover=151
- 89:leaf=0.00198047399,cover=0
- 90:leaf=-0.0037513033,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=5,gain=0.920555055,cover=3894619
- 5:[Area5<0.700531542] yes=11,no=12,missing=12,gain=1.64464879,cover=122601
- 11:[Pol<83.4982376] yes=23,no=24,missing=23,gain=3.65015149,cover=84359
- 23:[PialCurv5<-0.0704385936] yes=47,no=48,missing=47,gain=2.24975061,cover=26273
- 47:[Pol<67.3859482] yes=91,no=92,missing=91,gain=2.43664837,cover=17785
- 91:leaf=-0.000377317512,cover=0
- 92:leaf=0.00137624063,cover=0
- 48:[Sulc0<-0.93782407] yes=93,no=94,missing=93,gain=1.76684904,cover=8488
- 93:leaf=-0.00741044432,cover=0
- 94:leaf=-0.00105961913,cover=0
- 24:[PialCurv5<-0.210138425] yes=49,no=50,missing=50,gain=5.13713694,cover=58086
- 49:[Ecc<5.33884621] yes=95,no=96,missing=95,gain=2.57304049,cover=169
- 95:leaf=0.0122738965,cover=0
- 96:leaf=-0.00230341218,cover=0
- 50:[Pol<125.308708] yes=97,no=98,missing=97,gain=2.60866714,cover=57917
- 97:leaf=0.000562371628,cover=0
- 98:leaf=-0.00010940458,cover=0
- 12:[Ecc<3.60812569] yes=25,no=26,missing=25,gain=2.74257135,cover=38242
- 25:[Ecc<0.567370772] yes=51,no=52,missing=52,gain=2.79362249,cover=15440
- 51:[LGI5<2.47631311] yes=99,no=100,missing=99,gain=1.42531264,cover=841
- 99:leaf=0.000196530862,cover=0
- 100:leaf=-0.00391745521,cover=0
- 52:[Curv5<0.147363082] yes=101,no=102,missing=101,gain=1.91578245,cover=14599
- 101:leaf=0.00127850228,cover=0
- 102:leaf=-0.000627423171,cover=0
- 26:[Pol<23.2745647] yes=53,no=54,missing=53,gain=1.34383917,cover=22802
- 53:[Sulc0<-1.12931466] yes=103,no=104,missing=104,gain=1.97746325,cover=1049
- 103:leaf=0.00504470989,cover=0
- 104:leaf=-0.0023822994,cover=0
- 54:[Ecc<12.1917515] yes=105,no=106,missing=105,gain=1.08860874,cover=21753
- 105:leaf=8.39483328e-05,cover=0
- 106:leaf=0.00212820922,cover=0
- 6:[Area5<0.453641325] yes=13,no=14,missing=13,gain=0.44909066,cover=3772018
- 13:[Pol<104.929901] yes=27,no=28,missing=28,gain=1.18174672,cover=44534
- 27:[PialArea5<0.898016751] yes=55,no=56,missing=55,gain=2.7934196,cover=17443
- 55:[Ecc<13.4950199] yes=107,no=108,missing=107,gain=1.99857807,cover=16683
- 107:leaf=0.000332067342,cover=0
- 108:leaf=-0.000859680236,cover=0
- 56:[Curv5<-0.134546712] yes=109,no=110,missing=110,gain=0.984300613,cover=760
- 109:leaf=-0.00274455035,cover=0
- 110:leaf=-0.011721612,cover=0
- 28:[LGI5<3.26095963] yes=57,no=58,missing=57,gain=1.87598956,cover=27091
- 57:[Ecc<7.08616447] yes=111,no=112,missing=111,gain=2.2701447,cover=25060
- 111:leaf=0.000575168466,cover=0
- 112:leaf=-0.000441984012,cover=0
- 58:[Ecc<8.55626965] yes=113,no=114,missing=114,gain=1.12870049,cover=2031
- 113:leaf=0.00633496279,cover=0
- 114:leaf=0.00151666976,cover=0
- 14:[Pol<112.874634] yes=29,no=30,missing=29,gain=0.622765601,cover=3727484
- 29:[Ecc<4.13769388] yes=59,no=60,missing=59,gain=2.2625668,cover=2214295
- 59:[Ecc<2.31110334] yes=115,no=116,missing=116,gain=3.1260705,cover=259802
- 115:leaf=8.46260446e-05,cover=0
- 116:leaf=-0.000268064818,cover=0
- 60:[LGI5<2.58096433] yes=117,no=118,missing=118,gain=3.03258562,cover=1954493
- 117:leaf=0.00024616046,cover=0
- 118:leaf=1.52140292e-05,cover=0
- 30:[Ecc<4.27275372] yes=61,no=62,missing=61,gain=1.99226665,cover=1513189
- 61:[PialArea5<0.831580997] yes=119,no=120,missing=119,gain=5.48236275,cover=165251
- 119:leaf=0.00042771321,cover=0
- 120:leaf=-0.000148290477,cover=0
- 62:[Ecc<6.16403294] yes=121,no=122,missing=122,gain=6.31639099,cover=1347938
- 121:leaf=-0.00038920957,cover=0
- 122:leaf=-1.24810458e-05,cover=0
-booster[1190]:
-0:[Area5<0.720017433] yes=1,no=2,missing=1,gain=0.113879375,cover=5124388
- 1:[Pol<12.2267933] yes=3,no=4,missing=4,gain=1.01054657,cover=3511521
- 3:[LGI5<3.42912889] yes=7,no=8,missing=7,gain=2.73073316,cover=183426
- 7:[Ecc<2.48523927] yes=15,no=16,missing=15,gain=3.38919759,cover=169135
- 15:[PialCurv5<-0.113441773] yes=31,no=32,missing=31,gain=3.32535696,cover=41448
- 31:[LGI5<2.49595737] yes=63,no=64,missing=63,gain=1.35252607,cover=21521
- 63:leaf=0.000439994968,cover=0
- 64:leaf=-0.000460579147,cover=0
- 32:[PialArea5<0.991309822] yes=65,no=66,missing=66,gain=2.51160622,cover=19927
- 65:leaf=-0.000213397972,cover=0
- 66:leaf=-0.00135001389,cover=0
- 16:[Curv5<-0.223784685] yes=33,no=34,missing=34,gain=3.30772924,cover=127687
- 33:[PialCurv5<-0.0982506946] yes=67,no=68,missing=67,gain=2.05514264,cover=54691
- 67:leaf=-5.97754333e-05,cover=0
- 68:leaf=0.00160263758,cover=0
- 34:[PialCurv5<-0.140412122] yes=69,no=70,missing=69,gain=4.54896545,cover=72996
- 69:leaf=0.00267629069,cover=0
- 70:leaf=0.000441049662,cover=0
- 8:[Ecc<8.23836613] yes=17,no=18,missing=17,gain=3.27093554,cover=14291
- 17:[Sulc0<-0.123243913] yes=35,no=36,missing=36,gain=2.21719718,cover=622
- 35:[PialArea5<0.824056447] yes=71,no=72,missing=71,gain=2.13177013,cover=601
- 71:leaf=-0.000350508024,cover=0
- 72:leaf=0.00561518781,cover=0
- 36:[Area5<0.654657125] yes=73,no=74,missing=73,gain=0.573158026,cover=21
- 73:leaf=0.0211702902,cover=0
- 74:leaf=-0.00482883072,cover=0
- 18:[LGI5<3.58443618] yes=37,no=38,missing=38,gain=1.41494441,cover=13669
- 37:[Sulc0<-0.487093836] yes=75,no=76,missing=75,gain=3.07795334,cover=8027
- 75:leaf=-0.000480038405,cover=0
- 76:leaf=-0.00258979271,cover=0
- 38:[Sulc0<-0.407819748] yes=77,no=78,missing=78,gain=2.37044883,cover=5642
- 77:leaf=-0.000823161216,cover=0
- 78:leaf=0.00136131037,cover=0
- 4:[Pol<63.605114] yes=9,no=10,missing=9,gain=2.35870194,cover=3328095
- 9:[Ecc<5.66086149] yes=19,no=20,missing=20,gain=5.17645884,cover=686911
- 19:[Sulc0<-0.690729618] yes=39,no=40,missing=39,gain=5.29202127,cover=308876
- 39:[Ecc<0.999059319] yes=79,no=80,missing=79,gain=3.38494253,cover=202173
- 79:leaf=0.00028841311,cover=0
- 80:leaf=-0.00020230806,cover=0
- 40:[Ecc<1.73852015] yes=81,no=82,missing=81,gain=5.99711323,cover=106703
- 81:leaf=-0.000161467076,cover=0
- 82:leaf=0.000621454499,cover=0
- 20:[PialCurv5<-0.0896686092] yes=41,no=42,missing=42,gain=10.2410822,cover=378035
- 41:[LGI5<3.37729335] yes=83,no=84,missing=83,gain=6.17249393,cover=167640
- 83:leaf=-5.62995374e-05,cover=0
- 84:leaf=0.000782260846,cover=0
- 42:[Ecc<15.121048] yes=85,no=86,missing=85,gain=15.6833324,cover=210395
- 85:leaf=-0.00106744736,cover=0
- 86:leaf=-0.00014831312,cover=0
- 10:[PialArea5<0.70906347] yes=21,no=22,missing=21,gain=1.80429089,cover=2641184
- 21:[MidArea5<0.675531864] yes=43,no=44,missing=43,gain=1.65586936,cover=1311689
- 43:[Ecc<2.48523927] yes=87,no=88,missing=87,gain=1.90300155,cover=1241523
- 87:leaf=0.000129855835,cover=0
- 88:leaf=-4.40254989e-05,cover=0
- 44:[Ecc<4.13769388] yes=89,no=90,missing=89,gain=4.91827011,cover=70166
- 89:leaf=-0.0010379256,cover=0
- 90:leaf=-4.02555415e-05,cover=0
- 22:[Curv5<-0.0439181365] yes=45,no=46,missing=45,gain=8.40485764,cover=1329495
- 45:[Pol<86.7064972] yes=91,no=92,missing=91,gain=7.38773584,cover=1137018
- 91:leaf=0.000363673287,cover=0
- 92:leaf=-4.51547894e-05,cover=0
- 46:[Area5<0.672473609] yes=93,no=94,missing=93,gain=16.1419601,cover=192477
- 93:leaf=0.0009620036,cover=0
- 94:leaf=1.03366938e-05,cover=0
- 2:[Pol<8.56911278] yes=5,no=6,missing=5,gain=1.45817292,cover=1612867
- 5:[Curv5<-0.134546712] yes=11,no=12,missing=12,gain=3.46060896,cover=73852
- 11:[PialArea5<1.10075188] yes=23,no=24,missing=23,gain=3.78659725,cover=42468
- 23:[Ecc<7.54628181] yes=47,no=48,missing=47,gain=1.6329298,cover=16648
- 47:[PialArea5<0.931472182] yes=95,no=96,missing=96,gain=4.07778454,cover=6422
- 95:leaf=-0.00366713526,cover=0
- 96:leaf=-0.000900548592,cover=0
- 48:[LGI5<2.63290954] yes=97,no=98,missing=98,gain=2.65912008,cover=10226
- 97:leaf=-0.00463589281,cover=0
- 98:leaf=-0.000530640769,cover=0
- 24:[PialCurv5<0.0240441076] yes=49,no=50,missing=49,gain=2.39706683,cover=25820
- 49:[LGI5<2.66519833] yes=99,no=100,missing=99,gain=1.16023993,cover=25815
- 99:leaf=-0.000663281535,cover=0
- 100:leaf=8.1612583e-05,cover=0
- 50:leaf=0.0314786881,cover=0
- 12:[Ecc<11.5171156] yes=25,no=26,missing=26,gain=5.91143227,cover=31384
- 25:[PialArea5<0.940168262] yes=51,no=52,missing=51,gain=4.85353756,cover=17682
- 51:[Ecc<8.17402458] yes=101,no=102,missing=101,gain=2.99727869,cover=9281
- 101:leaf=-0.00209215633,cover=0
- 102:leaf=-0.000295058446,cover=0
- 52:[PialCurv5<-0.0905637741] yes=103,no=104,missing=103,gain=2.94038296,cover=8401
- 103:leaf=0.00300932466,cover=0
- 104:leaf=0.000115684386,cover=0
- 26:[Ecc<35.8605728] yes=53,no=54,missing=53,gain=6.07324409,cover=13702
- 53:[Ecc<18.0513744] yes=105,no=106,missing=106,gain=3.48802662,cover=7563
- 105:leaf=0.00126450963,cover=0
- 106:leaf=0.00367982243,cover=0
- 54:[PialArea5<0.943111241] yes=107,no=108,missing=107,gain=11.2025871,cover=6139
- 107:leaf=0.0028134489,cover=0
- 108:leaf=-0.0017117894,cover=0
- 6:[Pol<66.6374893] yes=13,no=14,missing=13,gain=2.31496191,cover=1539015
- 13:[Curv5<-0.00633975025] yes=27,no=28,missing=27,gain=4.36180687,cover=477846
- 27:[LGI5<2.89127874] yes=55,no=56,missing=55,gain=3.89351225,cover=343779
- 55:[PialCurv5<-0.0472753309] yes=109,no=110,missing=109,gain=7.04537916,cover=176120
- 109:leaf=3.35045443e-05,cover=0
- 110:leaf=0.000853238627,cover=0
- 56:[LGI5<2.98459172] yes=111,no=112,missing=112,gain=4.61500359,cover=167659
- 111:leaf=-0.000702474324,cover=0
- 112:leaf=-2.8534434e-05,cover=0
- 28:[Ecc<8.6295805] yes=57,no=58,missing=57,gain=19.4374905,cover=134067
- 57:[Ecc<2.6050899] yes=113,no=114,missing=113,gain=23.4367027,cover=13271
- 113:leaf=-0.0015280646,cover=0
- 114:leaf=0.00336434925,cover=0
- 58:[PialCurv5<0.00236006663] yes=115,no=116,missing=115,gain=5.70524263,cover=120796
- 115:leaf=0.00176847412,cover=0
- 116:leaf=8.19499764e-05,cover=0
- 14:[Pol<84.7687759] yes=29,no=30,missing=29,gain=2.98607898,cover=1061169
- 29:[Sulc0<-0.389213681] yes=59,no=60,missing=59,gain=8.36939621,cover=187097
- 59:[Curv5<-0.141545609] yes=117,no=118,missing=118,gain=9.52226257,cover=22670
- 117:leaf=0.00113139383,cover=0
- 118:leaf=-0.00157182943,cover=0
- 60:[PialCurv5<-0.0542625114] yes=119,no=120,missing=119,gain=13.907053,cover=164427
- 119:leaf=0.0023682015,cover=0
- 120:leaf=-0.000163327582,cover=0
- 30:[Ecc<3.73767829] yes=61,no=62,missing=61,gain=5.12305737,cover=874072
- 61:[PialCurv5<-0.0297427773] yes=121,no=122,missing=121,gain=4.73502827,cover=106812
- 121:leaf=0.000984195503,cover=0
- 122:leaf=0.000170519386,cover=0
- 62:[Ecc<6.58772182] yes=123,no=124,missing=123,gain=13.9554205,cover=767260
- 123:leaf=-0.000520863978,cover=0
- 124:leaf=6.58082063e-05,cover=0
-booster[1191]:
-0:[LGI5<2.46595764] yes=1,no=2,missing=1,gain=0.123199992,cover=5124388
- 1:[Ecc<15.7955055] yes=3,no=4,missing=4,gain=1.19278944,cover=1229769
- 3:[Pol<112.874634] yes=7,no=8,missing=7,gain=0.87371856,cover=1227834
- 7:[Pol<97.9094925] yes=15,no=16,missing=15,gain=1.76901078,cover=698613
- 15:[MidArea5<0.673991144] yes=31,no=32,missing=31,gain=1.62395024,cover=538264
- 31:[Ecc<6.92728615] yes=63,no=64,missing=63,gain=2.83838177,cover=176412
- 63:leaf=0.000182732416,cover=0
- 64:leaf=-0.000514432264,cover=0
- 32:[Sulc0<-0.0713235363] yes=65,no=66,missing=65,gain=6.16236687,cover=361852
- 65:leaf=-8.88820432e-06,cover=0
- 66:leaf=-0.000814328552,cover=0
- 16:[PialCurv5<0.260145098] yes=33,no=34,missing=34,gain=4.71964264,cover=160349
- 33:[PialArea5<1.0376358] yes=67,no=68,missing=68,gain=2.63001156,cover=111541
- 67:leaf=-0.000319393177,cover=0
- 68:leaf=-0.00145800854,cover=0
- 34:[PialArea5<0.494012713] yes=69,no=70,missing=70,gain=1.53346801,cover=48808
- 69:leaf=0.000111481924,cover=0
- 70:leaf=0.00096907944,cover=0
- 8:[Sulc0<-0.047846999] yes=17,no=18,missing=17,gain=4.63745594,cover=529221
- 17:[PialArea5<0.925796032] yes=35,no=36,missing=36,gain=3.37182951,cover=453490
- 35:[Ecc<9.0678978] yes=71,no=72,missing=71,gain=3.61226606,cover=318644
- 71:leaf=-0.000128475775,cover=0
- 72:leaf=0.00166774972,cover=0
- 36:[Ecc<6.03867722] yes=73,no=74,missing=73,gain=4.59465742,cover=134846
- 73:leaf=0.000327429065,cover=0
- 74:leaf=-0.000415368937,cover=0
- 18:[Pol<137.578873] yes=37,no=38,missing=37,gain=3.81784296,cover=75731
- 37:[MidArea5<0.548060238] yes=75,no=76,missing=76,gain=4.73906088,cover=67985
- 75:leaf=-0.000293176243,cover=0
- 76:leaf=0.000733299588,cover=0
- 38:[Area5<0.722552657] yes=77,no=78,missing=77,gain=3.1034236,cover=7746
- 77:leaf=-0.000195383895,cover=0
- 78:leaf=-0.00284212711,cover=0
- 4:[PialCurv5<0.280504435] yes=9,no=10,missing=9,gain=1.96763122,cover=1935
- 9:[PialCurv5<-0.128275648] yes=19,no=20,missing=20,gain=1.20114827,cover=1685
- 19:[Curv5<-0.169727564] yes=39,no=40,missing=40,gain=0.908326507,cover=312
- 39:[Pol<5.08026028] yes=79,no=80,missing=79,gain=0.71881938,cover=301
- 79:leaf=0.00520694023,cover=0
- 80:leaf=-0.00012576794,cover=0
- 40:[Ecc<18.3223667] yes=81,no=82,missing=81,gain=0.333714187,cover=11
- 81:leaf=-0.0153021803,cover=0
- 82:leaf=0.00876281317,cover=0
- 20:[Curv5<0.067619428] yes=41,no=42,missing=41,gain=1.14914393,cover=1373
- 41:[PialArea5<0.70906347] yes=83,no=84,missing=83,gain=0.615715027,cover=738
- 83:leaf=-0.00663220836,cover=0
- 84:leaf=-0.00308763213,cover=0
- 42:[Area5<0.741095543] yes=85,no=86,missing=85,gain=1.02440298,cover=635
- 85:leaf=-0.00259577902,cover=0
- 86:leaf=0.00148949225,cover=0
- 10:[Curv5<0.143178418] yes=21,no=22,missing=22,gain=0.276699305,cover=250
- 21:[MidArea5<0.552703321] yes=43,no=44,missing=43,gain=0.00695353746,cover=11
- 43:leaf=0.00676404033,cover=0
- 44:leaf=0.0127480403,cover=0
- 22:[Sulc0<0.586347759] yes=45,no=46,missing=46,gain=0.209896386,cover=239
- 45:[LGI5<2.42065382] yes=87,no=88,missing=88,gain=0.32441473,cover=51
- 87:leaf=0.00329420576,cover=0
- 88:leaf=0.0134617239,cover=0
- 46:[Area5<0.740087628] yes=89,no=90,missing=90,gain=0.1801119,cover=188
- 89:leaf=0.0021477819,cover=0
- 90:leaf=-0.003579424,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=6,gain=0.824438334,cover=3894619
- 5:[Curv5<0.0407969989] yes=11,no=12,missing=11,gain=1.54878855,cover=122601
- 11:[Sulc0<-0.145219594] yes=23,no=24,missing=23,gain=1.13105869,cover=85805
- 23:[Curv5<-0.0156469513] yes=47,no=48,missing=48,gain=1.54167616,cover=75641
- 47:[PialCurv5<-0.210138425] yes=91,no=92,missing=91,gain=1.04089391,cover=70427
- 91:leaf=0.00264793378,cover=0
- 92:leaf=6.638581e-06,cover=0
- 48:[Ecc<2.8577323] yes=93,no=94,missing=93,gain=1.92198765,cover=5214
- 93:leaf=0.00178470078,cover=0
- 94:leaf=-0.000143644196,cover=0
- 24:[Pol<154.27803] yes=49,no=50,missing=49,gain=5.08686018,cover=10164
- 49:[Ecc<6.22534323] yes=95,no=96,missing=95,gain=2.99672842,cover=9961
- 95:leaf=-0.0010709546,cover=0
- 96:leaf=0.00068118691,cover=0
- 50:[PialCurv5<-0.0877386853] yes=97,no=98,missing=98,gain=1.35554981,cover=203
- 97:leaf=0.00276442687,cover=0
- 98:leaf=-0.00978554133,cover=0
- 12:[PialCurv5<0.125401646] yes=25,no=26,missing=25,gain=2.21379089,cover=36796
- 25:[Ecc<3.22716212] yes=51,no=52,missing=51,gain=2.96758938,cover=9828
- 51:[Sulc0<0.433680743] yes=99,no=100,missing=100,gain=2.18135023,cover=3647
- 99:leaf=0.00208991906,cover=0
- 100:leaf=0.019546479,cover=0
- 52:[Area5<0.650824547] yes=101,no=102,missing=101,gain=4.21405077,cover=6181
- 101:leaf=-0.00214555184,cover=0
- 102:leaf=0.00105331605,cover=0
- 26:[Ecc<1.57116413] yes=53,no=54,missing=53,gain=2.10068154,cover=26968
- 53:[Pol<71.0996552] yes=103,no=104,missing=103,gain=2.45680165,cover=1991
- 103:leaf=-0.00570863951,cover=0
- 104:leaf=-0.000678430253,cover=0
- 54:[Area5<0.924216449] yes=105,no=106,missing=105,gain=2.49275303,cover=24977
- 105:leaf=0.000255889929,cover=0
- 106:leaf=0.00687639788,cover=0
- 6:[Area5<0.453641325] yes=13,no=14,missing=14,gain=0.405745953,cover=3772018
- 13:[PialCurv5<-0.142826259] yes=27,no=28,missing=27,gain=1.09593546,cover=44534
- 27:[Pol<75.4512405] yes=55,no=56,missing=55,gain=1.09334457,cover=16155
- 55:[Ecc<14.484726] yes=107,no=108,missing=107,gain=0.945227385,cover=5158
- 107:leaf=0.00151039369,cover=0
- 108:leaf=1.64628636e-05,cover=0
- 56:[Pol<153.554306] yes=109,no=110,missing=109,gain=2.36045623,cover=10997
- 109:leaf=-0.000363952946,cover=0
- 110:leaf=0.00115329854,cover=0
- 28:[Curv5<-0.225438625] yes=57,no=58,missing=57,gain=2.957582,cover=28379
- 57:[LGI5<3.47596025] yes=111,no=112,missing=111,gain=1.25416613,cover=9715
- 111:leaf=-0.000827052456,cover=0
- 112:leaf=0.00315467874,cover=0
- 58:[LGI5<2.68917012] yes=113,no=114,missing=114,gain=3.43832064,cover=18664
- 113:leaf=0.000965515734,cover=0
- 114:leaf=-0.000394817063,cover=0
- 14:[Pol<112.874634] yes=29,no=30,missing=30,gain=0.579577982,cover=3727484
- 29:[Ecc<4.13769388] yes=59,no=60,missing=59,gain=2.08818221,cover=2214295
- 59:[Ecc<2.25101852] yes=115,no=116,missing=115,gain=2.87267828,cover=259802
- 115:leaf=8.73670579e-05,cover=0
- 116:leaf=-0.000252761529,cover=0
- 60:[Ecc<6.76014757] yes=117,no=118,missing=117,gain=2.81279707,cover=1954493
- 117:leaf=0.000162568977,cover=0
- 118:leaf=4.77484491e-06,cover=0
- 30:[Pol<127.728462] yes=61,no=62,missing=61,gain=1.9356724,cover=1513189
- 61:[Ecc<8.7927618] yes=119,no=120,missing=119,gain=9.36810684,cover=383708
- 119:leaf=-0.000396601361,cover=0
- 120:leaf=0.000100186575,cover=0
- 62:[Ecc<9.50052643] yes=121,no=122,missing=121,gain=2.20302582,cover=1129481
- 121:leaf=9.20508392e-05,cover=0
- 122:leaf=-5.01625545e-05,cover=0
-booster[1192]:
-0:[LGI5<2.46595764] yes=1,no=2,missing=1,gain=0.111177094,cover=5124388
- 1:[Ecc<14.0810061] yes=3,no=4,missing=4,gain=1.08092535,cover=1229769
- 3:[Area5<0.600206077] yes=7,no=8,missing=7,gain=0.862918675,cover=1226901
- 7:[LGI5<2.31192279] yes=15,no=16,missing=15,gain=1.7424593,cover=434515
- 15:[Ecc<8.55626965] yes=31,no=32,missing=31,gain=4.24339581,cover=157856
- 31:[Ecc<0.353712648] yes=63,no=64,missing=63,gain=2.50745082,cover=157536
- 63:leaf=-0.000910142611,cover=0
- 64:leaf=-4.9441991e-05,cover=0
- 32:[MidArea5<0.688058555] yes=65,no=66,missing=66,gain=1.1175952,cover=320
- 65:leaf=0.00722839544,cover=0
- 66:leaf=0.000118413147,cover=0
- 16:[MidArea5<0.98915565] yes=33,no=34,missing=34,gain=2.39280558,cover=276659
- 33:[Sulc0<-1.24864507] yes=67,no=68,missing=67,gain=1.79265475,cover=276035
- 67:leaf=0.00142341584,cover=0
- 68:leaf=0.000102019359,cover=0
- 34:[Ecc<3.35458159] yes=69,no=70,missing=70,gain=2.15626574,cover=624
- 69:leaf=0.00155765004,cover=0
- 70:leaf=0.00843899976,cover=0
- 8:[Ecc<0.353712648] yes=17,no=18,missing=18,gain=1.77845657,cover=792386
- 17:[PialArea5<0.974509239] yes=35,no=36,missing=35,gain=4.07561874,cover=26089
- 35:[Sulc0<-0.574995995] yes=71,no=72,missing=71,gain=8.58918571,cover=17816
- 71:leaf=0.00196387409,cover=0
- 72:leaf=-0.000236670399,cover=0
- 36:[Sulc0<-0.696500599] yes=73,no=74,missing=73,gain=2.74008989,cover=8273
- 73:leaf=-0.000125828316,cover=0
- 74:leaf=-0.00249133352,cover=0
- 18:[LGI5<2.42065382] yes=37,no=38,missing=37,gain=1.56684995,cover=766297
- 37:[Pol<82.8478928] yes=75,no=76,missing=75,gain=2.46811628,cover=573325
- 75:leaf=-0.000164446537,cover=0
- 76:leaf=5.74141413e-05,cover=0
- 38:[Ecc<8.17402458] yes=77,no=78,missing=78,gain=4.42632294,cover=192972
- 77:leaf=-0.000233438986,cover=0
- 78:leaf=0.000873365381,cover=0
- 4:[PialCurv5<0.303062648] yes=9,no=10,missing=9,gain=2.38410854,cover=2868
- 9:[Pol<142.520569] yes=19,no=20,missing=20,gain=1.17661357,cover=2531
- 19:[Curv5<-0.2435821] yes=39,no=40,missing=39,gain=0.879402757,cover=2031
- 39:[PialCurv5<-0.130995557] yes=79,no=80,missing=79,gain=0.580847323,cover=222
- 79:leaf=0.00324260863,cover=0
- 80:leaf=-0.00317468285,cover=0
- 40:[Pol<56.1920547] yes=81,no=82,missing=81,gain=1.90881026,cover=1809
- 81:leaf=-0.00388458418,cover=0
- 82:leaf=-0.000302109373,cover=0
- 20:[LGI5<2.3349762] yes=41,no=42,missing=42,gain=3.25061917,cover=500
- 41:[Sulc0<0.176289052] yes=83,no=84,missing=84,gain=0.317989171,cover=162
- 83:leaf=0.00318827177,cover=0
- 84:leaf=-0.00245103519,cover=0
- 42:[Curv5<-0.115945198] yes=85,no=86,missing=86,gain=0.923266888,cover=338
- 85:leaf=-0.00444059866,cover=0
- 86:leaf=-0.00989294425,cover=0
- 10:[Ecc<38.7725143] yes=21,no=22,missing=21,gain=0.243326545,cover=337
- 21:[Pol<88.5531387] yes=43,no=44,missing=43,gain=0.518122077,cover=304
- 43:[LGI5<2.3969903] yes=87,no=88,missing=88,gain=0.895936131,cover=61
- 87:leaf=0.000625650573,cover=0
- 88:leaf=0.012772317,cover=0
- 44:[Curv5<0.20983994] yes=89,no=90,missing=89,gain=0.236984789,cover=243
- 89:leaf=0.00165161083,cover=0
- 90:leaf=0.00587844383,cover=0
- 22:[Pol<31.3444195] yes=45,no=46,missing=45,gain=0.0440515727,cover=33
- 45:leaf=-0.00687961793,cover=0
- 46:[Ecc<41.2560654] yes=91,no=92,missing=91,gain=0.00352054858,cover=31
- 91:leaf=0.000360630627,cover=0
- 92:leaf=-0.000815470528,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=5,gain=0.744121075,cover=3894619
- 5:[Area5<0.694293797] yes=11,no=12,missing=12,gain=1.45658255,cover=122601
- 11:[Pol<75.4512405] yes=23,no=24,missing=23,gain=3.07279849,cover=80832
- 23:[Curv5<-0.127358407] yes=47,no=48,missing=47,gain=3.60563254,cover=21660
- 47:[Pol<62.0115929] yes=93,no=94,missing=94,gain=1.52296615,cover=15957
- 93:leaf=-0.000315174315,cover=0
- 94:leaf=0.00111486518,cover=0
- 48:[Pol<26.4235344] yes=95,no=96,missing=95,gain=2.37858725,cover=5703
- 95:leaf=0.000981133897,cover=0
- 96:leaf=-0.00199281424,cover=0
- 24:[PialCurv5<-0.210138425] yes=49,no=50,missing=49,gain=3.94275546,cover=59172
- 49:[Pol<93.3357697] yes=97,no=98,missing=98,gain=2.18438768,cover=181
- 97:leaf=-0.00171376008,cover=0
- 98:leaf=0.0107689006,cover=0
- 50:[Pol<137.578873] yes=99,no=100,missing=99,gain=1.65220213,cover=58991
- 99:leaf=0.000377046032,cover=0
- 100:leaf=-0.000165377525,cover=0
- 12:[Ecc<3.60812569] yes=25,no=26,missing=25,gain=1.92080879,cover=41769
- 25:[Ecc<0.513775289] yes=51,no=52,missing=52,gain=2.50081015,cover=16890
- 51:[Sulc0<0.013685069] yes=101,no=102,missing=101,gain=1.60270095,cover=848
- 101:leaf=-0.00138327421,cover=0
- 102:leaf=-0.011640314,cover=0
- 52:[Curv5<-0.130991504] yes=103,no=104,missing=103,gain=2.1860981,cover=16042
- 103:leaf=-2.24680407e-05,cover=0
- 104:leaf=0.00127931731,cover=0
- 26:[Ecc<7.24576569] yes=53,no=54,missing=53,gain=1.04290712,cover=24879
- 53:[PialCurv5<0.00860458333] yes=105,no=106,missing=105,gain=2.00759506,cover=17803
- 105:leaf=-0.000697478885,cover=0
- 106:leaf=0.000368392066,cover=0
- 54:[PialCurv5<0.0447484925] yes=107,no=108,missing=107,gain=1.07362533,cover=7076
- 107:leaf=0.00131008378,cover=0
- 108:leaf=6.56626798e-05,cover=0
- 6:[Area5<0.433531314] yes=13,no=14,missing=14,gain=0.372181654,cover=3772018
- 13:[Ecc<0.567370772] yes=27,no=28,missing=28,gain=0.788325191,cover=28561
- 27:[PialCurv5<-0.123971827] yes=55,no=56,missing=55,gain=0.584264755,cover=481
- 55:[Curv5<-0.331971258] yes=109,no=110,missing=110,gain=0.564204395,cover=209
- 109:leaf=-0.00953578856,cover=0
- 110:leaf=0.000852319703,cover=0
- 56:[Pol<155.012512] yes=111,no=112,missing=111,gain=0.754388928,cover=272
- 111:leaf=-0.004654577,cover=0
- 112:leaf=0.00191476347,cover=0
- 28:[Curv5<0.245671451] yes=57,no=58,missing=58,gain=0.735203087,cover=28080
- 57:[PialCurv5<0.0377402082] yes=113,no=114,missing=114,gain=1.24934578,cover=27803
- 113:leaf=0.000236604712,cover=0
- 114:leaf=-0.00216183695,cover=0
- 58:[LGI5<2.64649582] yes=115,no=116,missing=115,gain=0.784748316,cover=277
- 115:leaf=0.00818645861,cover=0
- 116:leaf=0.00146140845,cover=0
- 14:[Pol<112.874634] yes=29,no=30,missing=29,gain=0.453865021,cover=3743457
- 29:[Ecc<4.13769388] yes=59,no=60,missing=59,gain=1.78768861,cover=2220978
- 59:[PialCurv5<-0.101551421] yes=117,no=118,missing=117,gain=2.73798084,cover=261598
- 117:leaf=0.000117888732,cover=0
- 118:leaf=-0.000224583011,cover=0
- 60:[LGI5<2.56865931] yes=119,no=120,missing=120,gain=2.58585358,cover=1959380
- 119:leaf=0.000242004084,cover=0
- 120:leaf=1.40976481e-05,cover=0
- 30:[Ecc<4.33753681] yes=61,no=62,missing=61,gain=1.79515982,cover=1522479
- 61:[Curv5<-0.0837168768] yes=121,no=122,missing=121,gain=5.0483737,cover=172466
- 121:leaf=-0.000105636558,cover=0
- 122:leaf=0.000440652308,cover=0
- 62:[Ecc<6.16403294] yes=123,no=124,missing=123,gain=5.40345001,cover=1350013
- 123:leaf=-0.000361722166,cover=0
- 124:leaf=-1.03472712e-05,cover=0
-booster[1193]:
-0:[PialArea5<0.82654506] yes=1,no=2,missing=2,gain=0.131465808,cover=5124388
- 1:[Area5<0.846071243] yes=3,no=4,missing=4,gain=0.766445458,cover=2845137
- 3:[MidArea5<0.82241106] yes=7,no=8,missing=8,gain=0.895300806,cover=2807516
- 7:[MidArea5<0.715439677] yes=15,no=16,missing=16,gain=0.640986979,cover=2806304
- 15:[Ecc<45.751255] yes=31,no=32,missing=31,gain=0.804553568,cover=2346629
- 31:[Area5<0.744179189] yes=63,no=64,missing=63,gain=0.873594165,cover=2309456
- 63:leaf=-5.74439173e-06,cover=0
- 64:leaf=9.51864859e-05,cover=0
- 32:[Pol<164.532394] yes=65,no=66,missing=65,gain=1.00025773,cover=37173
- 65:leaf=-0.000282516907,cover=0
- 66:leaf=0.00104531727,cover=0
- 16:[LGI5<2.18291569] yes=33,no=34,missing=34,gain=2.20341921,cover=459675
- 33:[Curv5<-0.00866711512] yes=67,no=68,missing=67,gain=1.8360523,cover=2854
- 67:leaf=0.00255105225,cover=0
- 68:leaf=1.39209651e-05,cover=0
- 34:[LGI5<3.0310638] yes=69,no=70,missing=70,gain=1.87710452,cover=456821
- 69:leaf=6.88490172e-06,cover=0
- 70:leaf=-0.000202075345,cover=0
- 8:[LGI5<2.90190363] yes=17,no=18,missing=17,gain=0.567436993,cover=1212
- 17:[LGI5<2.35684347] yes=35,no=36,missing=36,gain=0.891884804,cover=498
- 35:[PialArea5<0.816499233] yes=71,no=72,missing=71,gain=0.464315861,cover=64
- 71:leaf=0.00816099625,cover=0
- 72:leaf=-0.000513450417,cover=0
- 36:[Sulc0<-0.181880832] yes=73,no=74,missing=73,gain=0.481920719,cover=434
- 73:leaf=-0.0061312397,cover=0
- 74:leaf=-0.00241899933,cover=0
- 18:[Sulc0<0.624357879] yes=37,no=38,missing=37,gain=0.630758941,cover=714
- 37:[Ecc<12.1917515] yes=75,no=76,missing=76,gain=0.48040539,cover=630
- 75:leaf=-0.0026403605,cover=0
- 76:leaf=0.000779865775,cover=0
- 38:[LGI5<3.25380015] yes=77,no=78,missing=77,gain=0.198331177,cover=84
- 77:leaf=-0.000733458786,cover=0
- 78:leaf=-0.00606644014,cover=0
- 4:[Sulc0<0.869075775] yes=9,no=10,missing=9,gain=1.09077597,cover=37621
- 9:[Ecc<6.64552498] yes=19,no=20,missing=20,gain=2.26159859,cover=25708
- 19:[LGI5<2.80243301] yes=39,no=40,missing=39,gain=2.36547637,cover=9880
- 39:[Curv5<-0.0203319378] yes=79,no=80,missing=79,gain=1.98137236,cover=9690
- 79:leaf=0.00177065691,cover=0
- 80:leaf=-0.000360125268,cover=0
- 40:[Pol<139.671173] yes=81,no=82,missing=82,gain=4.55125904,cover=190
- 81:leaf=-0.000851511781,cover=0
- 82:leaf=-0.0179976653,cover=0
- 20:[LGI5<2.41022825] yes=41,no=42,missing=41,gain=1.74072576,cover=15828
- 41:[Curv5<-0.0730527416] yes=83,no=84,missing=83,gain=1.01838827,cover=239
- 83:leaf=0.0186541732,cover=0
- 84:leaf=0.00419623172,cover=0
- 42:[LGI5<2.61063838] yes=85,no=86,missing=86,gain=1.46777177,cover=15589
- 85:leaf=-0.001520455,cover=0
- 86:leaf=0.000811371196,cover=0
- 10:[LGI5<3.13142419] yes=21,no=22,missing=21,gain=1.25952625,cover=11913
- 21:[Pol<101.695656] yes=43,no=44,missing=43,gain=2.27868676,cover=3971
- 43:[LGI5<3.01963663] yes=87,no=88,missing=87,gain=1.60131001,cover=3060
- 87:leaf=-0.00102125842,cover=0
- 88:leaf=0.00132202287,cover=0
- 44:[PialCurv5<0.232516408] yes=89,no=90,missing=89,gain=0.473789215,cover=911
- 89:leaf=0.00427608192,cover=0
- 90:leaf=0.00188969821,cover=0
- 22:[LGI5<3.21727777] yes=45,no=46,missing=45,gain=2.64546561,cover=7942
- 45:[PialCurv5<0.101587482] yes=91,no=92,missing=91,gain=2.50864291,cover=1245
- 91:leaf=-0.0135216285,cover=0
- 92:leaf=-0.00219198596,cover=0
- 46:[Ecc<17.0169544] yes=93,no=94,missing=93,gain=1.76008081,cover=6697
- 93:leaf=-0.00290493178,cover=0
- 94:leaf=8.9931702e-05,cover=0
- 2:[MidArea5<0.601488888] yes=5,no=6,missing=5,gain=0.874499977,cover=2279251
- 5:[Curv5<-0.247622609] yes=11,no=12,missing=12,gain=0.296655774,cover=474
- 11:[LGI5<2.50944686] yes=23,no=24,missing=23,gain=0.254333973,cover=315
- 23:[LGI5<2.40692019] yes=47,no=48,missing=47,gain=0.294816881,cover=263
- 47:[PialCurv5<-0.123971827] yes=95,no=96,missing=95,gain=0.123876303,cover=173
- 95:leaf=0.00134753704,cover=0
- 96:leaf=-0.00194583577,cover=0
- 48:[PialArea5<0.851613045] yes=97,no=98,missing=97,gain=0.369246364,cover=90
- 97:leaf=0.00285190227,cover=0
- 98:leaf=0.012030839,cover=0
- 24:[Curv5<-0.350989401] yes=49,no=50,missing=49,gain=0.149272427,cover=52
- 49:leaf=-0.011213595,cover=0
- 50:[Pol<138.276962] yes=99,no=100,missing=99,gain=0.0989065245,cover=49
- 99:leaf=-0.00302822026,cover=0
- 100:leaf=0.00142884848,cover=0
- 12:[Ecc<2.13501525] yes=25,no=26,missing=26,gain=0.652178288,cover=159
- 25:[LGI5<2.49595737] yes=51,no=52,missing=51,gain=0.527238369,cover=70
- 51:[LGI5<2.32613516] yes=101,no=102,missing=101,gain=0.387861848,cover=63
- 101:leaf=0.00309425942,cover=0
- 102:leaf=-0.00468161143,cover=0
- 52:[Ecc<1.91022825] yes=103,no=104,missing=103,gain=0.0125397146,cover=7
- 103:leaf=0.0133148273,cover=0
- 104:leaf=0.00293287053,cover=0
- 26:[LGI5<2.32164335] yes=53,no=54,missing=53,gain=0.317744136,cover=89
- 53:[LGI5<2.31192279] yes=105,no=106,missing=106,gain=0.148201466,cover=19
- 105:leaf=0.00658254046,cover=0
- 106:leaf=0.0165104177,cover=0
- 54:[LGI5<2.35279679] yes=107,no=108,missing=108,gain=0.108708441,cover=70
- 107:leaf=-0.00121795456,cover=0
- 108:leaf=0.00563535048,cover=0
- 6:[Sulc0<0.995960534] yes=13,no=14,missing=14,gain=0.540209115,cover=2278777
- 13:[Sulc0<0.830503881] yes=27,no=28,missing=28,gain=0.543291986,cover=2278611
- 27:[PialCurv5<0.208232641] yes=55,no=56,missing=56,gain=0.447626829,cover=2278396
- 55:[Curv5<0.141257599] yes=109,no=110,missing=109,gain=0.621865511,cover=2276884
- 109:leaf=8.76733793e-06,cover=0
- 110:leaf=0.00247323257,cover=0
- 56:[Sulc0<0.433680743] yes=111,no=112,missing=111,gain=0.761205673,cover=1512
- 111:leaf=-0.00122667267,cover=0
- 112:leaf=0.00249374588,cover=0
- 28:[LGI5<3.15084362] yes=57,no=58,missing=57,gain=0.631329358,cover=215
- 57:[MidArea5<0.847394943] yes=113,no=114,missing=113,gain=0.528159857,cover=102
- 113:leaf=0.0109519958,cover=0
- 114:leaf=0.00300320308,cover=0
- 58:[Pol<37.1539459] yes=115,no=116,missing=115,gain=0.472463071,cover=113
- 115:leaf=0.00932585541,cover=0
- 116:leaf=-0.00115735724,cover=0
- 14:[MidArea5<1.07671547] yes=29,no=30,missing=29,gain=0.403809488,cover=166
- 29:[LGI5<3.94193578] yes=59,no=60,missing=59,gain=0.34928149,cover=60
- 59:[Pol<101.695656] yes=117,no=118,missing=117,gain=0.121720672,cover=53
- 117:leaf=-0.0080337422,cover=0
- 118:leaf=0.00180238194,cover=0
- 60:[Ecc<18.5999508] yes=119,no=120,missing=119,gain=0.0439618453,cover=7
- 119:leaf=0.000211141116,cover=0
- 120:leaf=0.00767878769,cover=0
- 30:[PialCurv5<0.24610664] yes=61,no=62,missing=61,gain=0.234892353,cover=106
- 61:[Ecc<39.5502243] yes=121,no=122,missing=121,gain=0.38383773,cover=99
- 121:leaf=0.000316234742,cover=0
- 122:leaf=-0.00657893484,cover=0
- 62:[Pol<78.2110443] yes=123,no=124,missing=123,gain=0.0680966675,cover=7
- 123:leaf=0.0108863497,cover=0
- 124:leaf=0.000990836299,cover=0
-booster[1194]:
-0:[PialArea5<0.81902951] yes=1,no=2,missing=1,gain=0.12026076,cover=5124388
- 1:[Area5<0.924216449] yes=3,no=4,missing=3,gain=0.777033448,cover=2785087
- 3:[LGI5<3.48966408] yes=7,no=8,missing=8,gain=0.700846791,cover=2775035
- 7:[LGI5<3.42912889] yes=15,no=16,missing=16,gain=1.02954447,cover=2587460
- 15:[Pol<76.8473129] yes=31,no=32,missing=31,gain=0.921816766,cover=2531943
- 31:[Area5<0.702101529] yes=63,no=64,missing=63,gain=4.34332514,cover=521081
- 63:leaf=-5.39257562e-05,cover=0
- 64:leaf=0.000248087686,cover=0
- 32:[Ecc<12.5441074] yes=65,no=66,missing=65,gain=3.38205838,cover=2010862
- 65:leaf=1.54004738e-05,cover=0
- 66:leaf=-0.000134684189,cover=0
- 16:[Area5<0.692729533] yes=33,no=34,missing=34,gain=1.74363303,cover=55517
- 33:[Sulc0<0.732260227] yes=67,no=68,missing=67,gain=2.58755445,cover=26620
- 67:leaf=-0.000332538126,cover=0
- 68:leaf=0.000884438516,cover=0
- 34:[Ecc<8.01039791] yes=69,no=70,missing=69,gain=5.73787689,cover=28897
- 69:leaf=0.00805278774,cover=0
- 70:leaf=0.000414522045,cover=0
- 8:[PialCurv5<0.0720715299] yes=17,no=18,missing=17,gain=2.38294649,cover=187575
- 17:[Sulc0<0.013685069] yes=35,no=36,missing=36,gain=3.25103331,cover=76917
- 35:[Pol<136.095428] yes=71,no=72,missing=71,gain=2.71738195,cover=38499
- 71:leaf=0.000378297642,cover=0
- 72:leaf=-0.000468806189,cover=0
- 36:[Pol<118.712891] yes=73,no=74,missing=73,gain=6.80184889,cover=38418
- 73:leaf=-0.00115647388,cover=0
- 74:leaf=0.00021769265,cover=0
- 18:[Sulc0<0.235979095] yes=37,no=38,missing=38,gain=2.53202701,cover=110658
- 37:[LGI5<3.94193578] yes=75,no=76,missing=75,gain=2.54546618,cover=15962
- 75:leaf=0.000807843113,cover=0
- 76:leaf=-0.00160164596,cover=0
- 38:[LGI5<3.53458858] yes=77,no=78,missing=77,gain=1.70014381,cover=94696
- 77:leaf=-0.000517295848,cover=0
- 78:leaf=4.48186074e-05,cover=0
- 4:[Curv5<-0.0179657843] yes=9,no=10,missing=9,gain=1.07199931,cover=10052
- 9:[Ecc<3.67199802] yes=19,no=20,missing=19,gain=2.00030041,cover=581
- 19:[LGI5<2.61980247] yes=39,no=40,missing=40,gain=2.40915418,cover=523
- 39:[Ecc<1.96654522] yes=79,no=80,missing=80,gain=1.26708126,cover=506
- 79:leaf=0.0015740128,cover=0
- 80:leaf=0.00777057791,cover=0
- 40:[Ecc<2.6675415] yes=81,no=82,missing=81,gain=0.370096445,cover=17
- 81:leaf=0.0232549813,cover=0
- 82:leaf=-0.00433735875,cover=0
- 20:[Pol<138.276962] yes=41,no=42,missing=41,gain=1.96332514,cover=58
- 41:[Pol<86.7064972] yes=83,no=84,missing=83,gain=0.289648831,cover=33
- 83:leaf=-0.00266190548,cover=0
- 84:leaf=0.00645909179,cover=0
- 42:[Sulc0<0.0451717228] yes=85,no=86,missing=85,gain=0.0217399597,cover=25
- 85:leaf=-0.0175238606,cover=0
- 86:leaf=-0.00870848726,cover=0
- 10:[PialCurv5<-0.0314326771] yes=21,no=22,missing=21,gain=1.87230027,cover=9471
- 21:[MidArea5<1.06072605] yes=43,no=44,missing=43,gain=0.832659721,cover=125
- 43:[Ecc<2.6675415] yes=87,no=88,missing=87,gain=0.523503065,cover=103
- 87:leaf=-0.00574797951,cover=0
- 88:leaf=-0.0147662563,cover=0
- 44:[Pol<155.012512] yes=89,no=90,missing=89,gain=0.478200704,cover=22
- 89:leaf=-0.00366772641,cover=0
- 90:leaf=0.0105471807,cover=0
- 22:[LGI5<2.35684347] yes=45,no=46,missing=45,gain=0.940175593,cover=9346
- 45:[Pol<96.2546158] yes=91,no=92,missing=91,gain=1.00904202,cover=1339
- 91:leaf=-0.00352839055,cover=0
- 92:leaf=-0.00014003407,cover=0
- 46:[Sulc0<0.74744761] yes=93,no=94,missing=93,gain=1.85044491,cover=8007
- 93:leaf=0.00149080169,cover=0
- 94:leaf=-5.11735525e-05,cover=0
- 2:[MidArea5<0.595963955] yes=5,no=6,missing=5,gain=0.588888228,cover=2339301
- 5:[LGI5<2.41354537] yes=11,no=12,missing=12,gain=0.174788415,cover=427
- 11:[LGI5<2.33929968] yes=23,no=24,missing=23,gain=0.141764283,cover=232
- 23:[LGI5<2.31192279] yes=47,no=48,missing=47,gain=0.245773777,cover=142
- 47:[Sulc0<-0.696500599] yes=95,no=96,missing=95,gain=0.106302008,cover=106
- 95:leaf=0.00117190124,cover=0
- 96:leaf=-0.00424448866,cover=0
- 48:[Sulc0<-0.864702106] yes=97,no=98,missing=98,gain=0.383554131,cover=36
- 97:leaf=0.00138201227,cover=0
- 98:leaf=0.011949786,cover=0
- 24:[MidArea5<0.586498976] yes=49,no=50,missing=49,gain=0.209361658,cover=90
- 49:[Ecc<3.35458159] yes=99,no=100,missing=99,gain=0.0480892211,cover=24
- 99:leaf=0.0046612802,cover=0
- 100:leaf=-0.000195686516,cover=0
- 50:[PialArea5<0.846608043] yes=101,no=102,missing=101,gain=0.195911616,cover=66
- 101:leaf=-0.0030924303,cover=0
- 102:leaf=0.00486130966,cover=0
- 12:[LGI5<2.69973111] yes=25,no=26,missing=25,gain=0.224970877,cover=195
- 25:[Curv5<-0.292340577] yes=51,no=52,missing=52,gain=0.226610899,cover=175
- 51:[Curv5<-0.350989401] yes=103,no=104,missing=103,gain=0.0891900361,cover=58
- 103:leaf=-0.00628491957,cover=0
- 104:leaf=0.00145895209,cover=0
- 52:[Pol<123.059357] yes=105,no=106,missing=106,gain=0.214191914,cover=117
- 105:leaf=0.00110562879,cover=0
- 106:leaf=0.00604052236,cover=0
- 26:[Ecc<6.92728615] yes=53,no=54,missing=53,gain=0.0184467025,cover=20
- 53:[PialArea5<0.844099998] yes=107,no=108,missing=107,gain=0.00854708254,cover=15
- 107:leaf=-0.00360912713,cover=0
- 108:leaf=-0.000884759414,cover=0
- 54:[Curv5<-0.261287659] yes=109,no=110,missing=109,gain=0.00388547662,cover=5
- 109:leaf=0.00152084231,cover=0
- 110:leaf=-0.00089312793,cover=0
- 6:[Pol<55.3432045] yes=13,no=14,missing=13,gain=0.508099377,cover=2338874
- 13:[Sulc0<0.454035848] yes=27,no=28,missing=28,gain=2.39730644,cover=911993
- 27:[Ecc<4.00532722] yes=55,no=56,missing=55,gain=1.89487028,cover=907253
- 55:[Curv5<-0.156904668] yes=111,no=112,missing=111,gain=5.77625513,cover=270735
- 111:leaf=-5.2825224e-05,cover=0
- 112:leaf=0.000474187866,cover=0
- 56:[LGI5<2.31684756] yes=113,no=114,missing=113,gain=4.31973076,cover=636518
- 113:leaf=-0.0018050822,cover=0
- 114:leaf=-6.43154126e-05,cover=0
- 28:[Ecc<25.5461979] yes=57,no=58,missing=57,gain=3.87479973,cover=4740
- 57:[Area5<0.846071243] yes=115,no=116,missing=115,gain=0.387700081,cover=22
- 115:leaf=0.0241093598,cover=0
- 116:leaf=0.00350381294,cover=0
- 58:[PialCurv5<0.0128733069] yes=117,no=118,missing=117,gain=3.42942452,cover=4718
- 117:leaf=0.00456262054,cover=0
- 118:leaf=0.000490123464,cover=0
- 14:[Area5<0.797084928] yes=29,no=30,missing=29,gain=2.33137822,cover=1426881
- 29:[Ecc<35.8605728] yes=59,no=60,missing=60,gain=3.6857338,cover=1295690
- 59:[Pol<120.317558] yes=119,no=120,missing=119,gain=3.73322988,cover=1244542
- 119:leaf=0.000163210323,cover=0
- 120:leaf=-2.63586971e-05,cover=0
- 60:[Pol<143.237381] yes=121,no=122,missing=121,gain=14.3824978,cover=51148
- 121:leaf=0.002354939,cover=0
- 122:leaf=9.14067932e-05,cover=0
- 30:[Ecc<0.669936359] yes=61,no=62,missing=61,gain=3.63841248,cover=131191
- 61:[LGI5<2.35279679] yes=123,no=124,missing=123,gain=3.98007536,cover=1192
- 123:leaf=0.00582658174,cover=0
- 124:leaf=9.82126585e-06,cover=0
- 62:[Pol<128.334747] yes=125,no=126,missing=125,gain=3.4720726,cover=129999
- 125:leaf=-0.000481214374,cover=0
- 126:leaf=3.75265845e-05,cover=0
-booster[1195]:
-0:[LGI5<2.46931005] yes=1,no=2,missing=1,gain=0.129189536,cover=5124388
- 1:[Ecc<15.7955055] yes=3,no=4,missing=4,gain=1.0780977,cover=1249786
- 3:[Sulc0<0.506771445] yes=7,no=8,missing=7,gain=0.827921629,cover=1247752
- 7:[Ecc<11.1913614] yes=15,no=16,missing=16,gain=1.9262979,cover=1198451
- 15:[Ecc<8.97079182] yes=31,no=32,missing=31,gain=1.75975645,cover=1195146
- 31:[Sulc0<0.15957281] yes=63,no=64,missing=63,gain=0.852128983,cover=1186114
- 63:leaf=-1.96225064e-05,cover=0
- 64:leaf=0.000124145387,cover=0
- 32:[PialArea5<0.984361112] yes=65,no=66,missing=66,gain=3.36157751,cover=9032
- 65:leaf=0.00103245059,cover=0
- 66:leaf=-0.00205940008,cover=0
- 16:[LGI5<2.4272728] yes=33,no=34,missing=33,gain=3.73954439,cover=3305
- 33:[Pol<160.869751] yes=67,no=68,missing=68,gain=2.38643837,cover=1903
- 67:leaf=-0.00202915422,cover=0
- 68:leaf=-0.00769496709,cover=0
- 34:[Sulc0<0.0372688323] yes=69,no=70,missing=69,gain=3.31503558,cover=1402
- 69:leaf=-0.00147099246,cover=0
- 70:leaf=0.00340801221,cover=0
- 8:[Curv5<0.151368812] yes=17,no=18,missing=17,gain=5.6827631,cover=49301
- 17:[MidArea5<0.643286705] yes=35,no=36,missing=36,gain=4.40489912,cover=14010
- 35:[LGI5<2.27925944] yes=71,no=72,missing=72,gain=3.08297348,cover=11391
- 71:leaf=0.00156563835,cover=0
- 72:leaf=-0.00171129429,cover=0
- 36:[Pol<120.317558] yes=73,no=74,missing=73,gain=1.4892782,cover=2619
- 73:leaf=0.00107726455,cover=0
- 74:leaf=-0.004054246,cover=0
- 18:[PialArea5<0.476533443] yes=37,no=38,missing=37,gain=2.30999017,cover=35291
- 37:[Ecc<6.10119486] yes=75,no=76,missing=75,gain=2.20815372,cover=33985
- 75:leaf=-0.000259846594,cover=0
- 76:leaf=0.000577076396,cover=0
- 38:[Pol<120.317558] yes=77,no=78,missing=77,gain=0.788398743,cover=1306
- 77:leaf=0.00252641551,cover=0
- 78:leaf=-0.00225595967,cover=0
- 4:[PialCurv5<0.280504435] yes=9,no=10,missing=9,gain=1.67495024,cover=2034
- 9:[Pol<5.08026028] yes=19,no=20,missing=20,gain=1.07720184,cover=1777
- 19:[PialCurv5<-0.0990834236] yes=39,no=40,missing=39,gain=0.656432211,cover=142
- 39:[PialArea5<0.739180207] yes=79,no=80,missing=79,gain=0.465809345,cover=114
- 79:leaf=-0.00311028375,cover=0
- 80:leaf=0.00551315537,cover=0
- 40:[Curv5<-0.0860676765] yes=81,no=82,missing=81,gain=0.192097276,cover=28
- 81:leaf=-0.00661067432,cover=0
- 82:leaf=0.00260353833,cover=0
- 20:[Sulc0<0.74744761] yes=41,no=42,missing=41,gain=0.92710495,cover=1635
- 41:[Ecc<22.0897732] yes=83,no=84,missing=83,gain=1.08399129,cover=1475
- 83:leaf=-0.00361490995,cover=0
- 84:leaf=-0.000866572373,cover=0
- 42:[Curv5<0.110890195] yes=85,no=86,missing=85,gain=0.242199525,cover=160
- 85:leaf=-0.00477277255,cover=0
- 86:leaf=0.00212100311,cover=0
- 10:[Sulc0<0.717745602] yes=21,no=22,missing=22,gain=0.266443551,cover=257
- 21:[Ecc<33.2971039] yes=43,no=44,missing=43,gain=0.418541849,cover=89
- 43:[Pol<86.0952454] yes=87,no=88,missing=87,gain=0.203722835,cover=52
- 87:leaf=0.0129846549,cover=0
- 88:leaf=0.00559202535,cover=0
- 44:[Ecc<38.0136108] yes=89,no=90,missing=89,gain=0.0236787368,cover=37
- 89:leaf=0.00243130466,cover=0
- 90:leaf=-0.000192714884,cover=0
- 22:[MidArea5<0.588423193] yes=45,no=46,missing=45,gain=0.220953494,cover=168
- 45:[PialArea5<0.349780142] yes=91,no=92,missing=91,gain=0.256720304,cover=152
- 91:leaf=0.000906327739,cover=0
- 92:leaf=0.00584355881,cover=0
- 46:[Pol<88.5531387] yes=93,no=94,missing=93,gain=0.0610412732,cover=16
- 93:leaf=-0.00871029869,cover=0
- 94:leaf=-0.00189377577,cover=0
- 2:[LGI5<2.48603988] yes=5,no=6,missing=6,gain=0.807922482,cover=3874602
- 5:[Pol<83.4982376] yes=11,no=12,missing=11,gain=1.4763242,cover=102584
- 11:[Area5<0.724280655] yes=23,no=24,missing=23,gain=3.48498321,cover=34184
- 23:[PialCurv5<-0.0758950338] yes=47,no=48,missing=47,gain=2.26048565,cover=25329
- 47:[Pol<63.605114] yes=95,no=96,missing=96,gain=2.25082302,cover=15716
- 95:leaf=-0.000318757142,cover=0
- 96:leaf=0.00129987113,cover=0
- 48:[Sulc0<-0.93782407] yes=97,no=98,missing=98,gain=3.04807711,cover=9613
- 97:leaf=-0.0078285411,cover=0
- 98:leaf=-0.000911101873,cover=0
- 24:[Ecc<1.05247808] yes=49,no=50,missing=50,gain=4.18866682,cover=8855
- 49:[PialArea5<0.813682437] yes=99,no=100,missing=99,gain=2.60169315,cover=527
- 99:leaf=-0.00992689282,cover=0
- 100:leaf=-0.00164143275,cover=0
- 50:[Ecc<2.3695333] yes=101,no=102,missing=101,gain=3.50530338,cover=8328
- 101:leaf=0.00289867353,cover=0
- 102:leaf=0.000447279774,cover=0
- 12:[PialCurv5<-0.210138425] yes=25,no=26,missing=25,gain=3.24592185,cover=68400
- 25:[Ecc<5.33884621] yes=51,no=52,missing=51,gain=2.10071921,cover=169
- 51:[Ecc<1.10530448] yes=103,no=104,missing=104,gain=2.37949753,cover=130
- 103:leaf=0.000393701164,cover=0
- 104:leaf=0.0148419878,cover=0
- 52:[PialArea5<0.662493944] yes=105,no=106,missing=105,gain=0.139484838,cover=39
- 105:leaf=9.7340062e-06,cover=0
- 106:leaf=-0.00589496503,cover=0
- 26:[Pol<121.948479] yes=53,no=54,missing=53,gain=2.43303394,cover=68231
- 53:[PialCurv5<0.0447484925] yes=107,no=108,missing=108,gain=2.25434828,cover=34744
- 107:leaf=0.00117074477,cover=0
- 108:leaf=0.000290388678,cover=0
- 54:[Ecc<1.05247808] yes=109,no=110,missing=109,gain=1.77581656,cover=33487
- 109:leaf=0.000825239287,cover=0
- 110:leaf=-0.000196734938,cover=0
- 6:[Area5<0.44435063] yes=13,no=14,missing=13,gain=0.342605025,cover=3772018
- 13:[Pol<109.773643] yes=27,no=28,missing=27,gain=1.0359807,cover=36323
- 27:[PialArea5<0.940168262] yes=55,no=56,missing=55,gain=2.55900645,cover=14810
- 55:[Ecc<13.3064203] yes=111,no=112,missing=111,gain=1.65014756,cover=14478
- 111:leaf=0.000269049749,cover=0
- 112:leaf=-0.000912408519,cover=0
- 56:[Curv5<-0.20189926] yes=113,no=114,missing=114,gain=1.11375523,cover=332
- 113:leaf=-0.00226164889,cover=0
- 114:leaf=-0.00825938955,cover=0
- 28:[Curv5<-0.207981065] yes=57,no=58,missing=58,gain=1.50291014,cover=21513
- 57:[Ecc<12.5441074] yes=115,no=116,missing=115,gain=1.37552392,cover=14262
- 115:leaf=-0.000109254201,cover=0
- 116:leaf=0.00137078622,cover=0
- 58:[PialArea5<0.82654506] yes=117,no=118,missing=118,gain=3.25007749,cover=7251
- 117:leaf=0.000477790512,cover=0
- 118:leaf=0.00327950413,cover=0
- 14:[Pol<112.874634] yes=29,no=30,missing=29,gain=0.433886468,cover=3735695
- 29:[Ecc<4.13769388] yes=59,no=60,missing=60,gain=1.75446117,cover=2217744
- 59:[PialArea5<0.961681247] yes=119,no=120,missing=119,gain=2.62630653,cover=260751
- 119:leaf=-0.000238040418,cover=0
- 120:leaf=8.58680214e-05,cover=0
- 60:[Ecc<6.76014757] yes=121,no=122,missing=121,gain=2.38025546,cover=1956993
- 121:leaf=0.000149170446,cover=0
- 122:leaf=4.16215789e-06,cover=0
- 30:[Pol<133.406311] yes=61,no=62,missing=61,gain=1.76211417,cover=1517951
- 61:[Ecc<4.27275372] yes=123,no=124,missing=123,gain=7.56252909,cover=511551
- 123:leaf=0.000469169026,cover=0
- 124:leaf=-0.000162188502,cover=0
- 62:[PialArea5<0.601145923] yes=125,no=126,missing=125,gain=1.80810905,cover=1006400
- 125:leaf=0.000236325548,cover=0
- 126:leaf=-3.41500754e-06,cover=0
-booster[1196]:
-0:[Ecc<5.53207445] yes=1,no=2,missing=1,gain=0.123488009,cover=5124388
- 1:[LGI5<3.26095963] yes=3,no=4,missing=4,gain=3.02900314,cover=1795794
- 3:[Pol<4.30929279] yes=7,no=8,missing=7,gain=1.4337523,cover=1794797
- 7:[Sulc0<-0.516633809] yes=15,no=16,missing=16,gain=1.2977612,cover=18952
- 15:[Curv5<-0.048490826] yes=31,no=32,missing=31,gain=1.54926038,cover=16921
- 31:[PialCurv5<-0.0245349593] yes=63,no=64,missing=63,gain=1.18196607,cover=16392
- 63:leaf=-0.000330088515,cover=0
- 64:leaf=-0.00371565274,cover=0
- 32:[MidArea5<0.731918395] yes=65,no=66,missing=66,gain=2.43424487,cover=529
- 65:leaf=0.006750328,cover=0
- 66:leaf=-0.000253627455,cover=0
- 16:[LGI5<2.56078315] yes=33,no=34,missing=34,gain=1.49958944,cover=2031
- 33:[LGI5<2.48931384] yes=67,no=68,missing=67,gain=1.2137295,cover=1113
- 67:leaf=-0.00142886944,cover=0
- 68:leaf=0.00224602455,cover=0
- 34:[LGI5<2.56865931] yes=69,no=70,missing=69,gain=1.27802777,cover=918
- 69:leaf=-0.0116606085,cover=0
- 70:leaf=-0.00271877763,cover=0
- 8:[Pol<62.799984] yes=17,no=18,missing=17,gain=1.35503352,cover=1775845
- 17:[Curv5<-0.127358407] yes=35,no=36,missing=35,gain=7.75537586,cover=470750
- 35:[Ecc<0.406764686] yes=71,no=72,missing=71,gain=2.6396265,cover=358839
- 71:leaf=0.000610209769,cover=0
- 72:leaf=-7.30954562e-05,cover=0
- 36:[Ecc<1.73852015] yes=73,no=74,missing=73,gain=11.9209337,cover=111911
- 73:leaf=-0.000233432234,cover=0
- 74:leaf=0.000832074147,cover=0
- 18:[Area5<0.635019779] yes=37,no=38,missing=37,gain=3.03335261,cover=1305095
- 37:[Curv5<-0.156904668] yes=75,no=76,missing=75,gain=4.23791695,cover=616506
- 75:leaf=-9.101451e-05,cover=0
- 76:leaf=0.000171856242,cover=0
- 38:[PialCurv5<0.107261039] yes=77,no=78,missing=77,gain=7.97018242,cover=688589
- 77:leaf=-0.000232969251,cover=0
- 78:leaf=0.000119481992,cover=0
- 4:[PialArea5<1.14602101] yes=9,no=10,missing=9,gain=2.88497853,cover=997
- 9:[PialArea5<0.839144647] yes=19,no=20,missing=20,gain=1.09967279,cover=777
- 19:[Ecc<5.27515984] yes=39,no=40,missing=39,gain=0.747943521,cover=280
- 39:[Area5<0.703760326] yes=79,no=80,missing=79,gain=0.40221864,cover=208
- 79:leaf=-0.00237351656,cover=0
- 80:leaf=-0.00916462671,cover=0
- 40:[Pol<24.282547] yes=81,no=82,missing=81,gain=0.802812338,cover=72
- 81:leaf=-0.00443886174,cover=0
- 82:leaf=0.00648948038,cover=0
- 20:[Pol<15.1533136] yes=41,no=42,missing=42,gain=2.16510057,cover=497
- 41:[LGI5<3.42912889] yes=83,no=84,missing=84,gain=2.34607744,cover=114
- 83:leaf=-0.00376137579,cover=0
- 84:leaf=0.0124779316,cover=0
- 42:[Curv5<-0.211220503] yes=85,no=86,missing=86,gain=0.970797539,cover=383
- 85:leaf=-0.00407905504,cover=0
- 86:leaf=-0.00933345221,cover=0
- 10:[Pol<38.1036148] yes=21,no=22,missing=21,gain=0.832083702,cover=220
- 21:[Sulc0<-0.696500599] yes=43,no=44,missing=43,gain=0.357822627,cover=190
- 43:[PialArea5<1.29873812] yes=87,no=88,missing=87,gain=0.352175087,cover=177
- 87:leaf=0.00375433872,cover=0
- 88:leaf=-0.00105326006,cover=0
- 44:[Pol<17.1471634] yes=89,no=90,missing=89,gain=0.0772735775,cover=13
- 89:leaf=0.00472323736,cover=0
- 90:leaf=0.0132927066,cover=0
- 22:[MidArea5<1.03476131] yes=45,no=46,missing=45,gain=0.724306822,cover=30
- 45:[Ecc<4.53598547] yes=91,no=92,missing=91,gain=0.295632571,cover=20
- 91:leaf=-0.00861561019,cover=0
- 92:leaf=0.00656548468,cover=0
- 46:leaf=0.0202327725,cover=0
- 2:[Pol<13.2006302] yes=5,no=6,missing=6,gain=0.778967798,cover=3328594
- 5:[LGI5<3.39750218] yes=11,no=12,missing=11,gain=3.65553594,cover=204445
- 11:[Curv5<-0.183827445] yes=23,no=24,missing=23,gain=2.51737165,cover=173947
- 23:[Area5<0.707692921] yes=47,no=48,missing=48,gain=4.47133684,cover=89458
- 47:[Ecc<25.5461979] yes=93,no=94,missing=93,gain=3.51566744,cover=61524
- 93:leaf=0.000545549265,cover=0
- 94:leaf=-0.000228676814,cover=0
- 48:[PialArea5<0.984361112] yes=95,no=96,missing=95,gain=3.48359847,cover=27934
- 95:leaf=-0.00158139004,cover=0
- 96:leaf=-0.000226741031,cover=0
- 24:[PialArea5<0.798493028] yes=49,no=50,missing=49,gain=4.48698044,cover=84489
- 49:[Ecc<23.1745358] yes=97,no=98,missing=97,gain=9.92302799,cover=21632
- 97:leaf=-0.000690740475,cover=0
- 98:leaf=0.00228834781,cover=0
- 50:[Ecc<29.8764286] yes=99,no=100,missing=99,gain=7.32103157,cover=62857
- 99:leaf=0.000933939067,cover=0
- 100:leaf=-0.000269147189,cover=0
- 12:[LGI5<3.60428405] yes=25,no=26,missing=25,gain=1.37814343,cover=30498
- 25:[Sulc0<-0.451341361] yes=51,no=52,missing=51,gain=2.19150329,cover=20892
- 51:[PialCurv5<-0.0595124774] yes=101,no=102,missing=101,gain=4.09795904,cover=14316
- 101:leaf=-0.000614899851,cover=0
- 102:leaf=0.00188634021,cover=0
- 52:[PialCurv5<-0.0515215881] yes=103,no=104,missing=103,gain=1.75361061,cover=6576
- 103:leaf=-0.00047110967,cover=0
- 104:leaf=-0.00211517024,cover=0
- 26:[Sulc0<-0.0936657563] yes=53,no=54,missing=53,gain=3.31199861,cover=9606
- 53:[Ecc<20.7119312] yes=105,no=106,missing=105,gain=2.1251688,cover=8173
- 105:leaf=0.000671674032,cover=0
- 106:leaf=-0.000968170294,cover=0
- 54:[Ecc<12.5441074] yes=107,no=108,missing=107,gain=4.44686604,cover=1433
- 107:leaf=0.0159944575,cover=0
- 108:leaf=0.00173953548,cover=0
- 6:[Pol<61.2046547] yes=13,no=14,missing=13,gain=1.92757893,cover=3124149
- 13:[Area5<0.702883124] yes=27,no=28,missing=27,gain=9.22129726,cover=651655
- 27:[PialCurv5<-0.0896686092] yes=55,no=56,missing=55,gain=11.2787952,cover=294172
- 55:[LGI5<3.37729335] yes=109,no=110,missing=109,gain=6.12849712,cover=144056
- 109:leaf=-0.000106790743,cover=0
- 110:leaf=0.000799567555,cover=0
- 56:[Ecc<15.3430929] yes=111,no=112,missing=111,gain=13.7690048,cover=150116
- 111:leaf=-0.00126742467,cover=0
- 112:leaf=-0.000250302575,cover=0
- 28:[PialArea5<0.736284733] yes=57,no=58,missing=57,gain=3.55671406,cover=357483
- 57:[Ecc<9.17092323] yes=113,no=114,missing=113,gain=11.1737919,cover=53969
- 113:leaf=0.00415131357,cover=0
- 114:leaf=0.000327124348,cover=0
- 58:[Curv5<-0.185332045] yes=115,no=116,missing=115,gain=3.03345847,cover=303514
- 115:leaf=0.000324130466,cover=0
- 116:leaf=-5.69980875e-05,cover=0
- 14:[Sulc0<-0.609302223] yes=29,no=30,missing=30,gain=1.93363786,cover=2472494
- 29:[PialCurv5<-0.0644776821] yes=59,no=60,missing=59,gain=13.0093813,cover=277214
- 59:[Pol<155.012512] yes=117,no=118,missing=117,gain=6.09708595,cover=261896
- 117:leaf=-0.000367025699,cover=0
- 118:leaf=0.000146731138,cover=0
- 60:[LGI5<3.20360112] yes=119,no=120,missing=119,gain=6.6933012,cover=15318
- 119:leaf=-0.00206642481,cover=0
- 120:leaf=0.00048157532,cover=0
- 30:[PialCurv5<0.0771882981] yes=61,no=62,missing=61,gain=3.53986216,cover=2195280
- 61:[LGI5<3.23225117] yes=121,no=122,missing=121,gain=6.00321722,cover=1131772
- 121:leaf=0.000162198747,cover=0
- 122:leaf=-0.000106258085,cover=0
- 62:[Sulc0<-0.0250212289] yes=123,no=124,missing=124,gain=9.21537113,cover=1063508
- 123:leaf=-0.0006297449,cover=0
- 124:leaf=6.01972852e-06,cover=0
-booster[1197]:
-0:[PialArea5<0.81902951] yes=1,no=2,missing=2,gain=0.121281274,cover=5124388
- 1:[Area5<0.924216449] yes=3,no=4,missing=4,gain=0.695417047,cover=2785087
- 3:[PialCurv5<-0.164281175] yes=7,no=8,missing=7,gain=0.629806697,cover=2775035
- 7:[Ecc<7.18838644] yes=15,no=16,missing=15,gain=2.22269726,cover=69025
- 15:[Area5<0.690371037] yes=31,no=32,missing=31,gain=1.8337779,cover=29033
- 31:[LGI5<2.21018219] yes=61,no=62,missing=61,gain=1.17085075,cover=28165
- 61:leaf=0.00126556342,cover=0
- 62:leaf=-0.000482482428,cover=0
- 32:[LGI5<2.68420529] yes=63,no=64,missing=63,gain=1.82582927,cover=868
- 63:leaf=-0.00109934097,cover=0
- 64:leaf=-0.00593397906,cover=0
- 16:[LGI5<2.76843596] yes=33,no=34,missing=33,gain=1.91679692,cover=39992
- 33:[Pol<151.353775] yes=65,no=66,missing=66,gain=3.26135635,cover=8276
- 65:leaf=0.000347542518,cover=0
- 66:leaf=0.00314072752,cover=0
- 34:[Pol<11.2407846] yes=67,no=68,missing=67,gain=1.57322574,cover=31716
- 67:leaf=0.000782350951,cover=0
- 68:leaf=-0.000234465042,cover=0
- 8:[PialCurv5<-0.137075767] yes=17,no=18,missing=17,gain=1.50868654,cover=2706010
- 17:[MidArea5<0.650057852] yes=35,no=36,missing=36,gain=2.48028445,cover=91688
- 35:[Ecc<1.91022825] yes=69,no=70,missing=70,gain=2.0466907,cover=50494
- 69:leaf=-0.000104145904,cover=0
- 70:leaf=0.000619378232,cover=0
- 36:[Ecc<0.513775289] yes=71,no=72,missing=72,gain=1.24155486,cover=41194
- 71:leaf=0.00245634257,cover=0
- 72:leaf=-0.000122856771,cover=0
- 18:[Sulc0<-0.469276249] yes=37,no=38,missing=37,gain=1.30021429,cover=2614322
- 37:[Ecc<10.8716469] yes=73,no=74,missing=73,gain=3.32555223,cover=306783
- 73:leaf=-4.74505177e-05,cover=0
- 74:leaf=-0.000552754325,cover=0
- 38:[PialCurv5<-0.0990834236] yes=75,no=76,missing=75,gain=0.899505377,cover=2307539
- 75:leaf=0.000202556257,cover=0
- 76:leaf=-3.71871806e-06,cover=0
- 4:[Curv5<-0.0179657843] yes=9,no=10,missing=9,gain=0.979444325,cover=10052
- 9:[Ecc<3.67199802] yes=19,no=20,missing=19,gain=1.81889105,cover=581
- 19:[LGI5<2.61980247] yes=39,no=40,missing=40,gain=2.18451405,cover=523
- 39:[Ecc<1.96654522] yes=77,no=78,missing=77,gain=1.1450063,cover=506
- 77:leaf=0.0015066223,cover=0
- 78:leaf=0.00739718834,cover=0
- 40:[Ecc<2.6675415] yes=79,no=80,missing=79,gain=0.339639187,cover=17
- 79:leaf=0.0221613273,cover=0
- 80:leaf=-0.00422301609,cover=0
- 20:[Pol<138.276962] yes=41,no=42,missing=41,gain=1.78260481,cover=58
- 41:[Pol<86.7064972] yes=81,no=82,missing=82,gain=0.263650239,cover=33
- 81:leaf=-0.0025448706,cover=0
- 82:leaf=0.00615703734,cover=0
- 42:[Sulc0<0.0451717228] yes=83,no=84,missing=84,gain=0.0173466206,cover=25
- 83:leaf=-0.0166851003,cover=0
- 84:leaf=-0.00837160368,cover=0
- 10:[PialCurv5<-0.0314326771] yes=21,no=22,missing=22,gain=1.6856606,cover=9471
- 21:[PialArea5<0.788206637] yes=43,no=44,missing=43,gain=0.770213127,cover=125
- 43:[Ecc<2.6675415] yes=85,no=86,missing=85,gain=0.662809134,cover=105
- 85:leaf=-0.00535914814,cover=0
- 86:leaf=-0.0162878912,cover=0
- 44:[Pol<148.336472] yes=87,no=88,missing=87,gain=0.45424372,cover=20
- 87:leaf=-0.00466394564,cover=0
- 88:leaf=0.00983491261,cover=0
- 22:[LGI5<2.35684347] yes=45,no=46,missing=46,gain=0.85135138,cover=9346
- 45:[Curv5<0.122410901] yes=89,no=90,missing=89,gain=0.949818075,cover=1339
- 89:leaf=-0.00223803427,cover=0
- 90:leaf=0.000431282446,cover=0
- 46:[Sulc0<0.74744761] yes=91,no=92,missing=91,gain=1.6674571,cover=8007
- 91:leaf=0.00141296443,cover=0
- 92:leaf=-5.07843688e-05,cover=0
- 2:[MidArea5<0.595963955] yes=5,no=6,missing=5,gain=0.532870471,cover=2339301
- 5:[PialArea5<0.829066753] yes=11,no=12,missing=12,gain=0.162477672,cover=427
- 11:[MidArea5<0.588423193] yes=23,no=24,missing=23,gain=0.12460617,cover=228
- 23:[PialCurv5<-0.136031076] yes=47,no=48,missing=48,gain=0.11086072,cover=92
- 47:[Sulc0<-0.696500599] yes=93,no=94,missing=93,gain=0.0367939174,cover=44
- 93:leaf=0.000918588717,cover=0
- 94:leaf=-0.0036291338,cover=0
- 48:[LGI5<2.58096433] yes=95,no=96,missing=95,gain=0.0400163829,cover=48
- 95:leaf=0.00427146349,cover=0
- 96:leaf=-0.00131785276,cover=0
- 24:[Curv5<-0.22713457] yes=49,no=50,missing=49,gain=0.137826219,cover=136
- 49:[PialCurv5<-0.117370568] yes=97,no=98,missing=97,gain=0.175738931,cover=102
- 97:leaf=-0.000347486202,cover=0
- 98:leaf=-0.00732778478,cover=0
- 50:[Sulc0<-0.745069146] yes=99,no=100,missing=99,gain=0.142546296,cover=34
- 99:leaf=0.000833765138,cover=0
- 100:leaf=0.00847130455,cover=0
- 12:[Curv5<-0.163374811] yes=25,no=26,missing=26,gain=0.117717564,cover=199
- 25:[Ecc<6.41291761] yes=51,no=52,missing=51,gain=0.0989249349,cover=197
- 51:[LGI5<2.49262404] yes=101,no=102,missing=101,gain=0.161990881,cover=182
- 101:leaf=0.00237268582,cover=0
- 102:leaf=0.00682525942,cover=0
- 52:[PialCurv5<-0.14160423] yes=103,no=104,missing=103,gain=0.0280079544,cover=15
- 103:leaf=0.000204581025,cover=0
- 104:leaf=-0.00429154141,cover=0
- 26:leaf=0.0127605125,cover=0
- 6:[Pol<55.3432045] yes=13,no=14,missing=13,gain=0.515671194,cover=2338874
- 13:[Sulc0<0.485350072] yes=27,no=28,missing=28,gain=2.18553424,cover=911993
- 27:[Ecc<4.00532722] yes=53,no=54,missing=54,gain=1.75358903,cover=908481
- 53:[Curv5<-0.156904668] yes=105,no=106,missing=105,gain=5.01491404,cover=270735
- 105:leaf=-4.67980826e-05,cover=0
- 106:leaf=0.000444256701,cover=0
- 54:[LGI5<2.31684756] yes=107,no=108,missing=107,gain=3.88975,cover=637746
- 107:leaf=-0.0017139347,cover=0
- 108:leaf=-6.20841893e-05,cover=0
- 28:[Ecc<32.0879669] yes=55,no=56,missing=55,gain=3.88610315,cover=3512
- 55:[Sulc0<0.649594426] yes=109,no=110,missing=110,gain=1.33077478,cover=127
- 109:leaf=0.00828944147,cover=0
- 110:leaf=0.0285060201,cover=0
- 56:[PialCurv5<0.0240441076] yes=111,no=112,missing=111,gain=2.68786097,cover=3385
- 111:leaf=0.00405093282,cover=0
- 112:leaf=0.000269885059,cover=0
- 14:[Area5<0.788037419] yes=29,no=30,missing=30,gain=2.13514233,cover=1426881
- 29:[Ecc<12.0179253] yes=57,no=58,missing=58,gain=3.31112909,cover=1269090
- 57:[Curv5<-0.0413376503] yes=113,no=114,missing=113,gain=4.16806269,cover=950763
- 113:leaf=-3.7770089e-05,cover=0
- 114:leaf=0.000279506901,cover=0
- 58:[Pol<128.951508] yes=115,no=116,missing=115,gain=34.5548592,cover=318327
- 115:leaf=0.00176859577,cover=0
- 116:leaf=1.62936576e-05,cover=0
- 30:[Ecc<1.91022825] yes=59,no=60,missing=60,gain=3.35211658,cover=157791
- 59:[Pol<157.965515] yes=117,no=118,missing=117,gain=4.16921759,cover=9095
- 117:leaf=0.00117091252,cover=0
- 118:leaf=-0.00218467414,cover=0
- 60:[Pol<129.571716] yes=119,no=120,missing=119,gain=5.49139404,cover=148696
- 119:leaf=-0.000538441294,cover=0
- 120:leaf=7.21254764e-05,cover=0
-booster[1198]:
-0:[Curv5<0.22365725] yes=1,no=2,missing=2,gain=0.120791614,cover=5124388
- 1:[PialArea5<0.267248243] yes=3,no=4,missing=4,gain=0.239481121,cover=5044321
- 3:[Pol<112.874634] yes=7,no=8,missing=8,gain=0.417126417,cover=25988
- 7:[Pol<96.2546158] yes=15,no=16,missing=15,gain=0.599771976,cover=24142
- 15:[Sulc0<1.06550956] yes=31,no=32,missing=31,gain=1.02858233,cover=11946
- 31:[LGI5<3.37729335] yes=63,no=64,missing=63,gain=1.04816651,cover=8138
- 63:leaf=0.000476220477,cover=0
- 64:leaf=0.00236250414,cover=0
- 32:[LGI5<3.02536297] yes=65,no=66,missing=66,gain=1.90476537,cover=3808
- 65:leaf=-0.00220216159,cover=0
- 66:leaf=0.000338022859,cover=0
- 16:[Ecc<3.16401935] yes=33,no=34,missing=33,gain=1.27760589,cover=12196
- 33:[Area5<0.639429986] yes=67,no=68,missing=68,gain=0.752422333,cover=295
- 67:leaf=0.000518841844,cover=0
- 68:leaf=0.00556561258,cover=0
- 34:[Area5<0.706906915] yes=69,no=70,missing=69,gain=0.926407456,cover=11901
- 69:leaf=-0.000373504328,cover=0
- 70:leaf=0.00112898019,cover=0
- 8:[Sulc0<0.143142253] yes=17,no=18,missing=18,gain=0.542023659,cover=1846
- 17:[LGI5<2.3349762] yes=35,no=36,missing=35,gain=0.586796582,cover=783
- 35:[LGI5<2.29656005] yes=71,no=72,missing=71,gain=0.421281695,cover=260
- 71:leaf=0.00040475768,cover=0
- 72:leaf=0.00468114717,cover=0
- 36:[Area5<0.595263004] yes=73,no=74,missing=73,gain=0.587725759,cover=523
- 73:leaf=0.000463300064,cover=0
- 74:leaf=-0.00289415452,cover=0
- 18:[Ecc<3.22716212] yes=37,no=38,missing=37,gain=1.12785304,cover=1063
- 37:[LGI5<2.56078315] yes=75,no=76,missing=76,gain=1.36624241,cover=56
- 75:leaf=0.00331769628,cover=0
- 76:leaf=0.0203492045,cover=0
- 38:[MidArea5<0.480047464] yes=77,no=78,missing=77,gain=0.557068765,cover=1007
- 77:leaf=0.00159606512,cover=0
- 78:leaf=-0.00246755942,cover=0
- 4:[LGI5<2.22170687] yes=9,no=10,missing=9,gain=0.166141108,cover=5018333
- 9:[Pol<70.3717499] yes=19,no=20,missing=19,gain=1.14891744,cover=116659
- 19:[Sulc0<-0.928855538] yes=39,no=40,missing=39,gain=1.52142119,cover=31160
- 39:[Curv5<-0.108295463] yes=79,no=80,missing=79,gain=1.92250705,cover=13357
- 79:leaf=0.00028774183,cover=0
- 80:leaf=-0.00402186951,cover=0
- 40:[Pol<45.5953903] yes=81,no=82,missing=81,gain=2.80431795,cover=17803
- 81:leaf=0.000176033675,cover=0
- 82:leaf=-0.0010829455,cover=0
- 20:[Sulc0<-1.01050735] yes=41,no=42,missing=41,gain=1.76533699,cover=85499
- 41:[PialCurv5<-0.0680129603] yes=83,no=84,missing=83,gain=1.70459163,cover=6518
- 83:leaf=-0.000796247099,cover=0
- 84:leaf=0.00346354395,cover=0
- 42:[Curv5<0.012354264] yes=85,no=86,missing=85,gain=1.35773683,cover=78981
- 85:leaf=0.000371425267,cover=0
- 86:leaf=-6.30782233e-05,cover=0
- 10:[LGI5<2.2730217] yes=21,no=22,missing=21,gain=0.483083934,cover=4901674
- 21:[PialArea5<0.609252691] yes=43,no=44,missing=43,gain=1.81775928,cover=119135
- 43:[PialCurv5<0.0331302322] yes=87,no=88,missing=87,gain=5.95599556,cover=25496
- 87:leaf=-0.00201665284,cover=0
- 88:leaf=-9.61523183e-05,cover=0
- 44:[Pol<166.64444] yes=89,no=90,missing=89,gain=2.28282881,cover=93639
- 89:leaf=8.0522288e-05,cover=0
- 90:leaf=-0.000767516787,cover=0
- 22:[LGI5<2.27925944] yes=45,no=46,missing=46,gain=0.191186503,cover=4782539
- 45:[Ecc<3.54469991] yes=91,no=92,missing=91,gain=1.24374723,cover=19451
- 91:leaf=0.000403104874,cover=0
- 92:leaf=-0.000493614119,cover=0
- 46:[Sulc0<-1.24864507] yes=93,no=94,missing=94,gain=0.199696451,cover=4763088
- 93:leaf=0.00017305807,cover=0
- 94:leaf=1.33563223e-08,cover=0
- 2:[LGI5<3.64692807] yes=5,no=6,missing=6,gain=0.463697553,cover=80067
- 5:[Ecc<3.8768425] yes=11,no=12,missing=11,gain=0.561395288,cover=78756
- 11:[LGI5<2.67938972] yes=23,no=24,missing=23,gain=1.08178961,cover=32845
- 23:[Ecc<0.943656743] yes=47,no=48,missing=48,gain=0.723404288,cover=31744
- 47:[Sulc0<-0.395407349] yes=95,no=96,missing=95,gain=1.15922737,cover=2804
- 95:leaf=-0.00369326561,cover=0
- 96:leaf=0.000755575893,cover=0
- 48:[Area5<0.529385149] yes=97,no=98,missing=97,gain=0.681104541,cover=28940
- 97:leaf=-0.0015191132,cover=0
- 98:leaf=-0.000281447021,cover=0
- 24:[Ecc<0.999059319] yes=49,no=50,missing=50,gain=0.827376246,cover=1101
- 49:[Pol<174.523148] yes=99,no=100,missing=100,gain=0.132726401,cover=55
- 99:leaf=-0.00315593625,cover=0
- 100:leaf=-0.00908270013,cover=0
- 50:[LGI5<2.79683423] yes=101,no=102,missing=101,gain=0.433534861,cover=1046
- 101:leaf=0.00227022986,cover=0
- 102:leaf=-2.31954746e-05,cover=0
- 12:[Ecc<5.08081961] yes=25,no=26,missing=25,gain=1.17006183,cover=45911
- 25:[Sulc0<-0.047846999] yes=51,no=52,missing=51,gain=0.997508287,cover=12049
- 51:[Area5<0.489361584] yes=103,no=104,missing=103,gain=0.925497651,cover=231
- 103:leaf=0.0132720945,cover=0
- 104:leaf=0.00267556682,cover=0
- 52:[LGI5<2.3349762] yes=105,no=106,missing=105,gain=0.851190805,cover=11818
- 105:leaf=-0.00041053255,cover=0
- 106:leaf=0.000641848077,cover=0
- 26:[Area5<0.827407002] yes=53,no=54,missing=53,gain=0.860047996,cover=33862
- 53:[Ecc<7.7481575] yes=107,no=108,missing=107,gain=0.79455781,cover=33589
- 107:leaf=-0.000362366525,cover=0
- 108:leaf=0.000135469425,cover=0
- 54:[Pol<83.4982376] yes=109,no=110,missing=109,gain=0.378894687,cover=273
- 109:leaf=0.000126476327,cover=0
- 110:leaf=-0.00402492564,cover=0
- 6:[LGI5<3.67381835] yes=13,no=14,missing=13,gain=0.450525701,cover=1311
- 13:[PialArea5<0.317611694] yes=27,no=28,missing=27,gain=0.177925646,cover=91
- 27:[Ecc<30.959959] yes=55,no=56,missing=55,gain=0.0561383367,cover=36
- 55:leaf=-0.00980199687,cover=0
- 56:[PialCurv5<0.125401646] yes=111,no=112,missing=111,gain=0.0176430643,cover=23
- 111:leaf=-0.00044498645,cover=0
- 112:leaf=-0.00558894034,cover=0
- 28:[PialCurv5<0.134718806] yes=57,no=58,missing=57,gain=0.0697456002,cover=55
- 57:[MidArea5<0.505849421] yes=113,no=114,missing=113,gain=0.00188886374,cover=7
- 113:leaf=0.000667500484,cover=0
- 114:leaf=0.00257384288,cover=0
- 58:[PialArea5<0.331288606] yes=115,no=116,missing=115,gain=0.0150208473,cover=48
- 115:leaf=-0.00604066392,cover=0
- 116:leaf=-0.00279277074,cover=0
- 14:[Ecc<21.7409172] yes=29,no=30,missing=30,gain=0.37444526,cover=1220
- 29:[Area5<0.67915231] yes=59,no=60,missing=59,gain=0.136510387,cover=200
- 59:[Sulc0<1.02827847] yes=117,no=118,missing=117,gain=0.215554416,cover=144
- 117:leaf=0.00115571183,cover=0
- 118:leaf=0.00627525989,cover=0
- 60:[PialArea5<0.317611694] yes=119,no=120,missing=119,gain=0.125657648,cover=56
- 119:leaf=-0.00417156192,cover=0
- 120:leaf=0.000792731706,cover=0
- 30:[Ecc<41.2560654] yes=61,no=62,missing=61,gain=0.321033478,cover=1020
- 61:[PialArea5<0.245474651] yes=121,no=122,missing=121,gain=0.37699908,cover=801
- 121:leaf=-0.00588979712,cover=0
- 122:leaf=-0.00131381524,cover=0
- 62:[LGI5<3.74316525] yes=123,no=124,missing=123,gain=0.354710013,cover=219
- 123:leaf=0.00422379049,cover=0
- 124:leaf=-0.000531445723,cover=0
-booster[1199]:
-0:[PialArea5<0.864470184] yes=1,no=2,missing=1,gain=0.114580497,cover=5124388
- 1:[Pol<161.595886] yes=3,no=4,missing=3,gain=0.528327882,cover=3148166
- 3:[Sulc0<-0.407819748] yes=7,no=8,missing=7,gain=0.932029009,cover=2883297
- 7:[Ecc<4.8056078] yes=15,no=16,missing=16,gain=3.4609251,cover=553129
- 15:[Area5<0.711689949] yes=31,no=32,missing=32,gain=4.72670698,cover=312995
- 31:[LGI5<2.59361267] yes=63,no=64,missing=64,gain=3.03073072,cover=293507
- 63:leaf=3.74959709e-05,cover=0
- 64:leaf=0.000588979048,cover=0
- 32:[Ecc<0.45941934] yes=65,no=66,missing=66,gain=7.88776493,cover=19488
- 65:leaf=0.00222939881,cover=0
- 66:leaf=-0.00105857232,cover=0
- 16:[Area5<0.542713821] yes=33,no=34,missing=34,gain=2.84715652,cover=240134
- 33:[LGI5<3.67381835] yes=67,no=68,missing=67,gain=3.22742987,cover=59766
- 67:leaf=3.84581981e-05,cover=0
- 68:leaf=0.00293600373,cover=0
- 34:[LGI5<2.49262404] yes=69,no=70,missing=69,gain=5.14874649,cover=180368
- 69:leaf=-0.00105250743,cover=0
- 70:leaf=-0.000215947279,cover=0
- 8:[PialCurv5<-0.0868030339] yes=17,no=18,missing=17,gain=1.15924954,cover=2330168
- 17:[Pol<45.5953903] yes=35,no=36,missing=35,gain=4.48584604,cover=105052
- 35:[Area5<0.615061462] yes=71,no=72,missing=71,gain=3.20017624,cover=10211
- 71:leaf=0.000348760193,cover=0
- 72:leaf=0.00212586625,cover=0
- 36:[LGI5<2.85285616] yes=73,no=74,missing=73,gain=4.94919682,cover=94841
- 73:leaf=0.000446999504,cover=0
- 74:leaf=-0.000277533632,cover=0
- 18:[Curv5<-0.0773924068] yes=37,no=38,missing=37,gain=2.53700686,cover=2225116
- 37:[PialCurv5<-0.0227819066] yes=75,no=76,missing=75,gain=5.54470205,cover=151014
- 75:leaf=-0.000353803072,cover=0
- 76:leaf=0.000408123218,cover=0
- 38:[PialCurv5<-0.058241725] yes=77,no=78,missing=78,gain=3.32534933,cover=2074102
- 77:leaf=0.00073534518,cover=0
- 78:leaf=2.95104883e-06,cover=0
- 4:[Curv5<-0.0507577434] yes=9,no=10,missing=9,gain=3.2529068,cover=264869
- 9:[Area5<0.64784193] yes=19,no=20,missing=19,gain=6.25836802,cover=140423
- 19:[LGI5<3.67381835] yes=39,no=40,missing=40,gain=2.65148973,cover=108990
- 39:[PialCurv5<-0.0173297711] yes=79,no=80,missing=79,gain=2.73551655,cover=106106
- 79:leaf=0.00013930432,cover=0
- 80:leaf=-0.00116860576,cover=0
- 40:[PialCurv5<-0.0487009101] yes=81,no=82,missing=81,gain=1.91966391,cover=2884
- 81:leaf=-0.00166693423,cover=0
- 82:leaf=0.00614244817,cover=0
- 20:[Ecc<25.1292973] yes=41,no=42,missing=41,gain=7.24744987,cover=31433
- 41:[Ecc<7.03401423] yes=83,no=84,missing=83,gain=3.78042316,cover=22827
- 83:leaf=0.000232787759,cover=0
- 84:leaf=0.00169713388,cover=0
- 42:[Curv5<-0.119937547] yes=85,no=86,missing=85,gain=4.85740232,cover=8606
- 85:leaf=-0.000999850105,cover=0
- 86:leaf=0.00191841961,cover=0
- 10:[Ecc<20.0856266] yes=21,no=22,missing=21,gain=7.68087101,cover=124446
- 21:[PialCurv5<-0.0379593484] yes=43,no=44,missing=44,gain=6.90517426,cover=119185
- 43:[LGI5<2.2730217] yes=87,no=88,missing=88,gain=3.8097086,cover=8281
- 87:leaf=0.00285405177,cover=0
- 88:leaf=-0.00185774954,cover=0
- 44:[LGI5<2.89660096] yes=89,no=90,missing=89,gain=5.04380035,cover=110904
- 89:leaf=0.000141871031,cover=0
- 90:leaf=-0.000567305542,cover=0
- 22:[Ecc<37.2796402] yes=45,no=46,missing=45,gain=8.84768867,cover=5261
- 45:[PialArea5<0.520672619] yes=91,no=92,missing=91,gain=3.22941303,cover=2648
- 91:leaf=-0.000444681617,cover=0
- 92:leaf=0.00450230995,cover=0
- 46:[Area5<0.69896996] yes=93,no=94,missing=93,gain=2.845294,cover=2613
- 93:leaf=-0.00222312473,cover=0
- 94:leaf=0.00110956153,cover=0
- 2:[MidArea5<0.617595136] yes=5,no=6,missing=5,gain=0.830888569,cover=1976222
- 5:[Ecc<2.6050899] yes=11,no=12,missing=11,gain=0.283384442,cover=138
- 11:[LGI5<2.35279679] yes=23,no=24,missing=24,gain=0.485965371,cover=82
- 23:[Pol<80.8913651] yes=47,no=48,missing=47,gain=0.0812405124,cover=30
- 47:[Pol<19.2006226] yes=95,no=96,missing=95,gain=0.0524326935,cover=14
- 95:leaf=-0.00132300134,cover=0
- 96:leaf=0.00508663664,cover=0
- 48:[LGI5<2.28518939] yes=97,no=98,missing=97,gain=0.108435437,cover=16
- 97:leaf=0.00109298422,cover=0
- 98:leaf=-0.0071839015,cover=0
- 24:[Pol<116.615585] yes=49,no=50,missing=50,gain=0.331272244,cover=52
- 49:[PialCurv5<-0.133997425] yes=99,no=100,missing=99,gain=0.212764725,cover=11
- 99:leaf=-0.00616630493,cover=0
- 100:leaf=0.00667216629,cover=0
- 50:[LGI5<2.41354537] yes=101,no=102,missing=102,gain=0.0713075399,cover=41
- 101:leaf=0.00702049443,cover=0
- 102:leaf=0.012381291,cover=0
- 12:[LGI5<2.49595737] yes=25,no=26,missing=25,gain=0.154218793,cover=56
- 25:[Pol<163.830338] yes=51,no=52,missing=51,gain=0.0428306758,cover=45
- 51:[PialCurv5<-0.146805272] yes=103,no=104,missing=103,gain=0.0243446976,cover=28
- 103:leaf=0.00154100358,cover=0
- 104:leaf=0.00472962344,cover=0
- 52:[Curv5<-0.282992184] yes=105,no=106,missing=105,gain=0.0249488987,cover=17
- 105:leaf=0.00208774558,cover=0
- 106:leaf=-0.00154508755,cover=0
- 26:[Pol<132.742767] yes=53,no=54,missing=53,gain=0.0261556506,cover=11
- 53:[Pol<118.191307] yes=107,no=108,missing=107,gain=9.53674316e-06,cover=4
- 107:leaf=-0.00208215113,cover=0
- 108:leaf=-0.00746099651,cover=0
- 54:[PialCurv5<-0.146805272] yes=109,no=110,missing=109,gain=0.00262821,cover=7
- 109:leaf=-0.00061313872,cover=0
- 110:leaf=-0.00264264946,cover=0
- 6:[Ecc<12.0179253] yes=13,no=14,missing=13,gain=0.65305227,cover=1976084
- 13:[LGI5<3.09872246] yes=27,no=28,missing=27,gain=2.019871,cover=1374432
- 27:[Curv5<-0.066452302] yes=55,no=56,missing=55,gain=1.34475684,cover=1276567
- 55:[PialCurv5<-0.0209923834] yes=111,no=112,missing=111,gain=1.77925348,cover=1108596
- 111:leaf=-2.18958176e-05,cover=0
- 112:leaf=0.000440147152,cover=0
- 56:[Pol<38.1036148] yes=113,no=114,missing=113,gain=5.19290829,cover=167971
- 113:leaf=-0.000890170864,cover=0
- 114:leaf=0.00021388405,cover=0
- 28:[Sulc0<0.110320561] yes=57,no=58,missing=57,gain=2.75687528,cover=97865
- 57:[Pol<127.728462] yes=115,no=116,missing=115,gain=1.47367775,cover=95295
- 115:leaf=-0.000307729148,cover=0
- 116:leaf=0.000130275555,cover=0
- 58:[Ecc<5.97554874] yes=117,no=118,missing=117,gain=3.60382915,cover=2570
- 117:leaf=0.0159997214,cover=0
- 118:leaf=-0.00204008888,cover=0
- 14:[LGI5<2.68917012] yes=29,no=30,missing=30,gain=2.80914164,cover=601652
- 29:[Area5<0.601796865] yes=59,no=60,missing=59,gain=2.07902956,cover=15679
- 59:[Curv5<-0.18985194] yes=119,no=120,missing=120,gain=2.18875217,cover=1351
- 119:leaf=-0.00162758201,cover=0
- 120:leaf=-0.00722833071,cover=0
- 60:[PialCurv5<0.064168714] yes=121,no=122,missing=121,gain=1.72548652,cover=14328
- 121:leaf=-0.000355909986,cover=0
- 122:leaf=-0.00444361567,cover=0
- 30:[Area5<0.616426587] yes=61,no=62,missing=62,gain=3.29275513,cover=585973
- 61:[LGI5<2.70988083] yes=123,no=124,missing=123,gain=4.31244898,cover=51438
- 123:leaf=0.00577329844,cover=0
- 124:leaf=0.000412965193,cover=0
- 62:[Pol<44.6807365] yes=125,no=126,missing=125,gain=2.0898633,cover=534535
- 125:leaf=-7.86064993e-05,cover=0
- 126:leaf=0.000120690405,cover=0
-booster[1200]:
-0:[Ecc<1.3629595] yes=1,no=2,missing=1,gain=0.124978907,cover=5124388
- 1:[PialCurv5<-0.0262977369] yes=3,no=4,missing=4,gain=0.858789921,cover=443423
- 3:[PialCurv5<-0.0542625114] yes=7,no=8,missing=7,gain=2.72359681,cover=318943
- 7:[Area5<0.57817024] yes=15,no=16,missing=15,gain=3.18784714,cover=276283
- 15:[PialArea5<0.824056447] yes=31,no=32,missing=31,gain=2.29180336,cover=145369
- 31:[Sulc0<-0.325671464] yes=63,no=64,missing=63,gain=2.42972088,cover=68377
- 63:leaf=-0.000123833146,cover=0
- 64:leaf=0.00244668452,cover=0
- 32:[LGI5<2.61550069] yes=65,no=66,missing=65,gain=2.57421398,cover=76992
- 65:leaf=0.000257980282,cover=0
- 66:leaf=0.00194882869,cover=0
- 16:[PialArea5<1.00196755] yes=33,no=34,missing=34,gain=5.15848303,cover=130914
- 33:[Ecc<0.221054599] yes=67,no=68,missing=68,gain=3.63327312,cover=63797
- 67:leaf=0.00101822277,cover=0
- 68:leaf=-0.000631553063,cover=0
- 34:[Curv5<-0.0203319378] yes=69,no=70,missing=69,gain=5.71531868,cover=67117
- 69:leaf=9.68008098e-05,cover=0
- 70:leaf=-0.0233502295,cover=0
- 8:[Sulc0<-0.357752919] yes=17,no=18,missing=18,gain=4.36253643,cover=42660
- 17:[PialArea5<0.542192638] yes=35,no=36,missing=36,gain=2.47880459,cover=38708
- 35:[Area5<0.517926872] yes=71,no=72,missing=71,gain=1.69792485,cover=1610
- 71:leaf=0.00134910247,cover=0
- 72:leaf=-0.00233741547,cover=0
- 36:[Pol<44.6807365] yes=73,no=74,missing=73,gain=2.60588455,cover=37098
- 73:leaf=-0.000482911564,cover=0
- 74:leaf=0.00079195929,cover=0
- 18:[Pol<16.156723] yes=37,no=38,missing=37,gain=3.55910063,cover=3952
- 37:[Curv5<-0.0795110464] yes=75,no=76,missing=75,gain=1.64809251,cover=141
- 75:leaf=0.00070697692,cover=0
- 76:leaf=0.0115304431,cover=0
- 38:[Pol<99.0100403] yes=77,no=78,missing=77,gain=5.25712442,cover=3811
- 77:leaf=-0.00350990752,cover=0
- 78:leaf=0.000218126341,cover=0
- 4:[Curv5<-0.0320370905] yes=9,no=10,missing=9,gain=4.80739021,cover=124480
- 9:[Area5<0.612264991] yes=19,no=20,missing=19,gain=2.81571102,cover=27663
- 19:[PialCurv5<-0.00569582684] yes=39,no=40,missing=40,gain=2.76719666,cover=12712
- 39:[Curv5<-0.0686563179] yes=79,no=80,missing=79,gain=3.56361818,cover=6339
- 79:leaf=-0.00157822005,cover=0
- 80:leaf=0.000809085963,cover=0
- 40:[LGI5<2.35684347] yes=81,no=82,missing=81,gain=1.50703907,cover=6373
- 81:leaf=-0.0028615687,cover=0
- 82:leaf=-0.00131340418,cover=0
- 20:[Curv5<-0.0860676765] yes=41,no=42,missing=41,gain=4.71983004,cover=14951
- 41:[PialArea5<0.882323086] yes=83,no=84,missing=83,gain=3.90111256,cover=2750
- 83:leaf=0.00357132195,cover=0
- 84:leaf=-0.000196816167,cover=0
- 42:[Sulc0<-0.998678327] yes=85,no=86,missing=85,gain=3.06657839,cover=12201
- 85:leaf=-0.0232687984,cover=0
- 86:leaf=-0.000646777626,cover=0
- 10:[LGI5<2.37953305] yes=21,no=22,missing=21,gain=2.9802537,cover=96817
- 21:[LGI5<2.33061647] yes=43,no=44,missing=43,gain=8.25200176,cover=48139
- 43:[MidArea5<0.759348273] yes=87,no=88,missing=87,gain=2.16602945,cover=33714
- 87:leaf=-0.000240115784,cover=0
- 88:leaf=0.00121619203,cover=0
- 44:[Area5<0.833255887] yes=89,no=90,missing=89,gain=4.82663345,cover=14425
- 89:leaf=0.0014675383,cover=0
- 90:leaf=-0.00396637758,cover=0
- 22:[Area5<0.669950843] yes=45,no=46,missing=45,gain=2.49258614,cover=48678
- 45:[LGI5<2.59361267] yes=91,no=92,missing=91,gain=2.27643824,cover=29872
- 91:leaf=0.000207368677,cover=0
- 92:leaf=-0.00108324341,cover=0
- 46:[LGI5<2.72022414] yes=93,no=94,missing=93,gain=4.61051941,cover=18806
- 93:leaf=-0.000818846223,cover=0
- 94:leaf=0.00434896955,cover=0
- 2:[LGI5<2.18291569] yes=5,no=6,missing=5,gain=0.345081598,cover=4680965
- 5:[LGI5<2.16230083] yes=11,no=12,missing=11,gain=1.88596559,cover=37818
- 11:[Area5<0.782137334] yes=23,no=24,missing=23,gain=1.57113945,cover=25614
- 23:[PialArea5<1.31770575] yes=47,no=48,missing=47,gain=1.36742961,cover=24642
- 47:[Curv5<0.113010712] yes=95,no=96,missing=95,gain=1.17474389,cover=24183
- 95:leaf=-0.000383819075,cover=0
- 96:leaf=0.000521469396,cover=0
- 48:[Ecc<4.13769388] yes=97,no=98,missing=98,gain=0.705497384,cover=459
- 97:leaf=0.00320983795,cover=0
- 98:leaf=-0.00309172529,cover=0
- 24:[Pol<67.3859482] yes=49,no=50,missing=49,gain=1.09588659,cover=972
- 49:[Area5<0.788037419] yes=99,no=100,missing=99,gain=0.646130621,cover=243
- 99:leaf=0.00627771532,cover=0
- 100:leaf=-0.00192473608,cover=0
- 50:[Pol<92.7492142] yes=101,no=102,missing=101,gain=1.67256546,cover=729
- 101:leaf=0.00551254349,cover=0
- 102:leaf=0.000696347328,cover=0
- 12:[Pol<71.0996552] yes=25,no=26,missing=26,gain=2.85676169,cover=12204
- 25:[Area5<0.642765105] yes=51,no=52,missing=51,gain=2.63471508,cover=2902
- 51:[Ecc<1.68457866] yes=103,no=104,missing=104,gain=1.12757564,cover=2074
- 103:leaf=-0.00154491724,cover=0
- 104:leaf=0.00100479403,cover=0
- 52:[Curv5<-0.148390457] yes=105,no=106,missing=105,gain=2.74462342,cover=828
- 105:leaf=-0.000254828163,cover=0
- 106:leaf=-0.00601009233,cover=0
- 26:[MidArea5<0.703235805] yes=53,no=54,missing=54,gain=3.51487398,cover=9302
- 53:[Pol<103.31839] yes=107,no=108,missing=107,gain=2.46085763,cover=6067
- 107:leaf=0.00163085514,cover=0
- 108:leaf=-0.000429836859,cover=0
- 54:[Ecc<2.42687178] yes=109,no=110,missing=109,gain=6.33896065,cover=3235
- 109:leaf=0.00567030115,cover=0
- 110:leaf=0.000914072793,cover=0
- 6:[LGI5<2.21018219] yes=13,no=14,missing=14,gain=0.577284932,cover=4643147
- 13:[Area5<0.641697526] yes=27,no=28,missing=28,gain=4.55939817,cover=24799
- 27:[Curv5<0.141257599] yes=55,no=56,missing=55,gain=2.70413566,cover=13247
- 55:[Ecc<3.16401935] yes=111,no=112,missing=111,gain=3.21176028,cover=11770
- 111:leaf=7.61805786e-05,cover=0
- 112:leaf=0.00184227119,cover=0
- 56:[Pol<106.604004] yes=113,no=114,missing=113,gain=0.601911902,cover=1477
- 113:leaf=-0.000751479121,cover=0
- 114:leaf=-0.00279310253,cover=0
- 28:[MidArea5<0.93444854] yes=57,no=58,missing=57,gain=4.51954174,cover=11552
- 57:[PialCurv5<0.224192142] yes=115,no=116,missing=115,gain=2.52470303,cover=10321
- 115:leaf=-0.00166741759,cover=0
- 116:leaf=0.000389212568,cover=0
- 58:[Pol<132.083344] yes=117,no=118,missing=117,gain=2.06655073,cover=1231
- 117:leaf=0.000632175012,cover=0
- 118:leaf=0.00521423249,cover=0
- 14:[LGI5<2.25075769] yes=29,no=30,missing=29,gain=0.308154672,cover=4618348
- 29:[PialCurv5<-0.0297427773] yes=59,no=60,missing=60,gain=2.02639174,cover=51675
- 59:[PialArea5<0.908809483] yes=119,no=120,missing=119,gain=3.02741241,cover=27188
- 119:leaf=-0.000701585028,cover=0
- 120:leaf=0.000353609357,cover=0
- 60:[Curv5<-0.130991504] yes=121,no=122,missing=121,gain=4.07495975,cover=24487
- 121:leaf=0.0072436817,cover=0
- 122:leaf=0.000392514106,cover=0
- 30:[LGI5<2.25958419] yes=61,no=62,missing=61,gain=1.34118783,cover=4566673
- 61:[Ecc<6.10119486] yes=123,no=124,missing=124,gain=2.16303086,cover=14798
- 123:leaf=-0.000687769148,cover=0
- 124:leaf=0.00123589125,cover=0
- 62:[LGI5<2.28518939] yes=125,no=126,missing=126,gain=0.502256751,cover=4551875
- 125:leaf=0.000153939924,cover=0
- 126:leaf=8.2184232e-07,cover=0
-booster[1201]:
-0:[Ecc<5.4036684] yes=1,no=2,missing=1,gain=0.11977227,cover=5124388
- 1:[LGI5<3.25380015] yes=3,no=4,missing=4,gain=2.6149044,cover=1755761
- 3:[PialCurv5<0.216171265] yes=7,no=8,missing=7,gain=1.29074621,cover=1754860
- 7:[Sulc0<0.495946974] yes=15,no=16,missing=16,gain=5.81609774,cover=1579176
- 15:[Sulc0<-0.195981219] yes=31,no=32,missing=31,gain=2.52286649,cover=1570217
- 31:[Area5<0.710880876] yes=63,no=64,missing=64,gain=3.41393352,cover=1289647
- 63:leaf=5.38426211e-05,cover=0
- 64:leaf=-0.000149953863,cover=0
- 32:[Pol<139.671173] yes=65,no=66,missing=65,gain=5.95942688,cover=280570
- 65:leaf=-9.67341402e-05,cover=0
- 66:leaf=-0.00111065141,cover=0
- 16:[LGI5<2.68917012] yes=33,no=34,missing=33,gain=3.66081858,cover=8959
- 33:[LGI5<2.56078315] yes=67,no=68,missing=68,gain=5.88648891,cover=7910
- 67:leaf=-0.000779352034,cover=0
- 68:leaf=-0.00377018633,cover=0
- 34:[LGI5<2.97899532] yes=69,no=70,missing=69,gain=1.45199347,cover=1049
- 69:leaf=0.00117163069,cover=0
- 70:leaf=0.0127159376,cover=0
- 8:[LGI5<3.03694534] yes=17,no=18,missing=17,gain=2.42700291,cover=175684
- 17:[LGI5<2.90190363] yes=35,no=36,missing=36,gain=1.92188799,cover=175182
- 35:[LGI5<2.55687809] yes=71,no=72,missing=72,gain=1.92336786,cover=174116
- 71:leaf=3.88111803e-05,cover=0
- 72:leaf=0.000452875916,cover=0
- 36:[Sulc0<0.528918922] yes=73,no=74,missing=74,gain=2.48286414,cover=1066
- 73:leaf=9.33487172e-05,cover=0
- 74:leaf=-0.00477679772,cover=0
- 18:[Sulc0<-0.325671464] yes=37,no=38,missing=38,gain=2.43267322,cover=502
- 37:[MidArea5<0.557227194] yes=75,no=76,missing=76,gain=0.134874105,cover=23
- 75:leaf=0.0124458577,cover=0
- 76:leaf=0.0230185073,cover=0
- 38:[LGI5<3.09872246] yes=77,no=78,missing=77,gain=1.08030021,cover=479
- 77:leaf=0.00443328079,cover=0
- 78:leaf=-0.000644448155,cover=0
- 4:[PialArea5<1.14602101] yes=9,no=10,missing=9,gain=2.01203084,cover=901
- 9:[Pol<149.795395] yes=19,no=20,missing=20,gain=0.925135612,cover=694
- 19:[Ecc<5.33884621] yes=39,no=40,missing=39,gain=0.45848906,cover=486
- 39:[Ecc<3.73767829] yes=79,no=80,missing=79,gain=0.323762655,cover=429
- 79:leaf=0.00161806308,cover=0
- 80:leaf=-0.00372250727,cover=0
- 40:[Sulc0<-0.563680887] yes=81,no=82,missing=81,gain=0.666065514,cover=57
- 81:leaf=-0.00350088114,cover=0
- 82:leaf=0.00716878334,cover=0
- 20:[PialCurv5<-0.0965851992] yes=41,no=42,missing=42,gain=0.920948744,cover=208
- 41:[Area5<0.617766261] yes=83,no=84,missing=83,gain=0.672391772,cover=119
- 83:leaf=-0.0051164343,cover=0
- 84:leaf=0.00697228918,cover=0
- 42:[MidArea5<0.656586885] yes=85,no=86,missing=86,gain=0.745771408,cover=89
- 85:leaf=0.00565103628,cover=0
- 86:leaf=-0.0118350014,cover=0
- 10:[Curv5<-0.183827445] yes=21,no=22,missing=21,gain=0.762152314,cover=207
- 21:[PialArea5<1.48916721] yes=43,no=44,missing=43,gain=0.417503238,cover=131
- 43:[Area5<0.587948382] yes=87,no=88,missing=87,gain=0.320276976,cover=90
- 87:leaf=-0.00474928832,cover=0
- 88:leaf=0.00660675904,cover=0
- 44:[Ecc<3.8768425] yes=89,no=90,missing=90,gain=0.329935104,cover=41
- 89:leaf=0.00890273321,cover=0
- 90:leaf=-0.00235257787,cover=0
- 22:[Ecc<5.08081961] yes=45,no=46,missing=45,gain=0.300171852,cover=76
- 45:[Area5<0.711689949] yes=91,no=92,missing=91,gain=0.203720599,cover=51
- 91:leaf=-0.0132762017,cover=0
- 92:leaf=-0.00330217113,cover=0
- 46:[LGI5<3.33014965] yes=93,no=94,missing=93,gain=0.332082063,cover=25
- 93:leaf=0.00822503399,cover=0
- 94:leaf=-0.00296245771,cover=0
- 2:[Pol<138.971481] yes=5,no=6,missing=5,gain=0.765152276,cover=3368627
- 5:[PialArea5<1.05506396] yes=11,no=12,missing=12,gain=2.52166224,cover=2546228
- 11:[Sulc0<-0.202991232] yes=23,no=24,missing=23,gain=4.82480431,cover=2273815
- 23:[Pol<82.2009888] yes=47,no=48,missing=47,gain=17.5114079,cover=569926
- 47:[Pol<63.605114] yes=95,no=96,missing=95,gain=10.7735519,cover=422707
- 95:leaf=-6.30879731e-05,cover=0
- 96:leaf=0.000856614322,cover=0
- 48:[PialCurv5<0.0308136549] yes=97,no=98,missing=97,gain=25.9403419,cover=147219
- 97:leaf=-0.000468900049,cover=0
- 98:leaf=-0.00352068059,cover=0
- 24:[LGI5<2.61550069] yes=49,no=50,missing=49,gain=2.84407091,cover=1703889
- 49:[PialCurv5<0.119354174] yes=99,no=100,missing=99,gain=9.78177166,cover=287671
- 99:leaf=0.000488300982,cover=0
- 100:leaf=-9.88884058e-05,cover=0
- 50:[Ecc<7.59607029] yes=101,no=102,missing=101,gain=5.16957855,cover=1416218
- 101:leaf=-0.000287414325,cover=0
- 102:leaf=2.09288901e-05,cover=0
- 12:[Pol<56.1920547] yes=25,no=26,missing=26,gain=6.96430492,cover=272413
- 25:[Curv5<-0.139824241] yes=51,no=52,missing=51,gain=4.02278662,cover=220756
- 51:[PialCurv5<-0.0877386853] yes=103,no=104,missing=103,gain=4.58654404,cover=153850
- 103:leaf=6.78500073e-05,cover=0
- 104:leaf=0.00101734372,cover=0
- 52:[Area5<0.567154288] yes=105,no=106,missing=106,gain=4.3162818,cover=66906
- 105:leaf=-0.013604464,cover=0
- 106:leaf=-0.000298082363,cover=0
- 26:[Ecc<8.55626965] yes=53,no=54,missing=53,gain=4.51540947,cover=51657
- 53:[LGI5<2.88525915] yes=107,no=108,missing=108,gain=9.1740036,cover=32326
- 107:leaf=0.000537313463,cover=0
- 108:leaf=0.00249024807,cover=0
- 54:[Pol<120.317558] yes=109,no=110,missing=109,gain=6.93218708,cover=19331
- 109:leaf=-0.00101021444,cover=0
- 110:leaf=0.000896294718,cover=0
- 6:[PialArea5<0.96486038] yes=13,no=14,missing=13,gain=3.7092762,cover=822399
- 13:[Ecc<13.1181517] yes=27,no=28,missing=28,gain=6.66722631,cover=542456
- 27:[Curv5<-0.0686563179] yes=55,no=56,missing=55,gain=12.2335224,cover=264764
- 55:[Area5<0.659308732] yes=111,no=112,missing=112,gain=21.1564198,cover=157115
- 111:leaf=0.000242444687,cover=0
- 112:leaf=0.00156851416,cover=0
- 56:[Pol<152.092255] yes=113,no=114,missing=113,gain=14.4216824,cover=107649
- 113:leaf=0.00137218344,cover=0
- 114:leaf=-0.00033371264,cover=0
- 28:[Curv5<-0.00141534733] yes=57,no=58,missing=57,gain=7.77778149,cover=277692
- 57:[Pol<157.22821] yes=115,no=116,missing=115,gain=8.82727146,cover=228721
- 115:leaf=-0.000529562007,cover=0
- 116:leaf=9.83720747e-05,cover=0
- 58:[LGI5<3.34776258] yes=117,no=118,missing=117,gain=10.966033,cover=48971
- 117:leaf=5.91533499e-05,cover=0
- 118:leaf=0.00172759837,cover=0
- 14:[Pol<153.554306] yes=29,no=30,missing=29,gain=2.8566165,cover=279943
- 29:[PialCurv5<-0.11578764] yes=59,no=60,missing=60,gain=5.64781666,cover=66771
- 59:[Sulc0<-0.407819748] yes=119,no=120,missing=120,gain=2.37916136,cover=19675
- 119:leaf=-0.000246887415,cover=0
- 120:leaf=-0.00160790642,cover=0
- 60:[Sulc0<-0.684786558] yes=121,no=122,missing=122,gain=9.44394779,cover=47096
- 121:leaf=-0.00168236066,cover=0
- 122:leaf=0.00071382086,cover=0
- 30:[Curv5<-0.0575901605] yes=61,no=62,missing=61,gain=3.43783307,cover=213172
- 61:[Ecc<17.2700901] yes=123,no=124,missing=123,gain=2.42291403,cover=202705
- 123:leaf=-0.000289694144,cover=0
- 124:leaf=6.11512223e-05,cover=0
- 62:[Area5<0.736205518] yes=125,no=126,missing=126,gain=6.33390331,cover=10467
- 125:leaf=-0.0029029802,cover=0
- 126:leaf=-0.000246535288,cover=0
-booster[1202]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=2,gain=0.122138299,cover=5124388
- 1:[Sulc0<-0.650102437] yes=3,no=4,missing=3,gain=0.93685317,cover=423406
- 3:[PialCurv5<-0.0656740367] yes=7,no=8,missing=7,gain=1.4504236,cover=235746
- 7:[Curv5<-0.119937547] yes=15,no=16,missing=15,gain=2.28793645,cover=195946
- 15:[Area5<0.726017833] yes=31,no=32,missing=31,gain=1.86226618,cover=180712
- 31:[LGI5<2.41724968] yes=63,no=64,missing=63,gain=1.54259014,cover=172471
- 63:leaf=-4.28594394e-05,cover=0
- 64:leaf=0.000268550473,cover=0
- 32:[LGI5<2.19753051] yes=65,no=66,missing=65,gain=2.25793648,cover=8241
- 65:leaf=-0.00444366736,cover=0
- 66:leaf=-0.000516873493,cover=0
- 16:[PialArea5<1.57955706] yes=33,no=34,missing=33,gain=4.66625977,cover=15234
- 33:[Sulc0<-0.842326522] yes=67,no=68,missing=67,gain=4.76670456,cover=15168
- 67:leaf=-0.00216274871,cover=0
- 68:leaf=-0.000138385221,cover=0
- 34:[Ecc<0.618862808] yes=69,no=70,missing=69,gain=2.0670414,cover=66
- 69:leaf=0.00180303364,cover=0
- 70:leaf=0.0197804775,cover=0
- 8:[Pol<54.5053368] yes=17,no=18,missing=17,gain=4.7506361,cover=39800
- 17:[PialArea5<0.683221579] yes=35,no=36,missing=35,gain=2.13345432,cover=7158
- 35:[LGI5<2.46595764] yes=71,no=72,missing=72,gain=3.26333737,cover=674
- 71:leaf=-4.13016351e-05,cover=0
- 72:leaf=0.00830116868,cover=0
- 36:[Ecc<0.221054599] yes=73,no=74,missing=74,gain=2.1335988,cover=6484
- 73:leaf=0.00201615319,cover=0
- 74:leaf=-0.00139036833,cover=0
- 18:[MidArea5<0.72893405] yes=37,no=38,missing=37,gain=7.89880943,cover=32642
- 37:[LGI5<2.21018219] yes=75,no=76,missing=75,gain=5.1023488,cover=17840
- 75:leaf=0.00204914296,cover=0
- 76:leaf=-0.000463901844,cover=0
- 38:[Pol<136.792099] yes=77,no=78,missing=77,gain=5.87501144,cover=14802
- 77:leaf=0.00223760982,cover=0
- 78:leaf=0.000203722229,cover=0
- 4:[Curv5<-0.132798299] yes=9,no=10,missing=9,gain=3.37756538,cover=187660
- 9:[Area5<0.548651993] yes=19,no=20,missing=19,gain=4.52307129,cover=34425
- 19:[Pol<104.38549] yes=39,no=40,missing=39,gain=2.07913756,cover=15640
- 39:[LGI5<2.37589788] yes=79,no=80,missing=79,gain=1.82093096,cover=6751
- 79:leaf=-0.000226286167,cover=0
- 80:leaf=0.00143577287,cover=0
- 40:[PialCurv5<-0.0529128574] yes=81,no=82,missing=81,gain=1.9528904,cover=8889
- 81:leaf=-0.000252246216,cover=0
- 82:leaf=-0.0035058558,cover=0
- 20:[Pol<116.093399] yes=41,no=42,missing=41,gain=5.76470852,cover=18785
- 41:[Pol<62.0115929] yes=83,no=84,missing=83,gain=5.77667332,cover=12366
- 83:leaf=-0.000727711129,cover=0
- 84:leaf=-0.0028988712,cover=0
- 42:[LGI5<2.48603988] yes=85,no=86,missing=85,gain=6.5211525,cover=6419
- 85:leaf=-0.00089488941,cover=0
- 86:leaf=0.00259870035,cover=0
- 10:[LGI5<2.58938479] yes=21,no=22,missing=21,gain=3.53936124,cover=153235
- 21:[PialCurv5<-0.107211173] yes=43,no=44,missing=44,gain=3.80145121,cover=142686
- 43:[LGI5<2.58096433] yes=87,no=88,missing=87,gain=10.6962957,cover=782
- 87:leaf=0.00444722408,cover=0
- 88:leaf=-0.0335400663,cover=0
- 44:[LGI5<2.44319153] yes=89,no=90,missing=90,gain=1.54223049,cover=141904
- 89:leaf=-6.30126815e-05,cover=0
- 90:leaf=0.000307589071,cover=0
- 22:[PialArea5<0.699586272] yes=45,no=46,missing=45,gain=3.54721785,cover=10549
- 45:[Area5<0.743131101] yes=91,no=92,missing=91,gain=4.66737366,cover=5525
- 91:leaf=-0.000298701139,cover=0
- 92:leaf=0.00750036119,cover=0
- 46:[LGI5<2.73607373] yes=93,no=94,missing=93,gain=3.15147448,cover=5024
- 93:leaf=-0.00244287564,cover=0
- 94:leaf=0.000806524593,cover=0
- 2:[LGI5<2.18291569] yes=5,no=6,missing=5,gain=0.318339348,cover=4700982
- 5:[Ecc<2.42687178] yes=11,no=12,missing=11,gain=1.63651454,cover=38692
- 11:[MidArea5<0.638313055] yes=23,no=24,missing=24,gain=3.07110023,cover=15093
- 23:[Pol<104.929901] yes=47,no=48,missing=47,gain=3.39403701,cover=5396
- 47:[PialCurv5<0.171042696] yes=95,no=96,missing=96,gain=1.64483953,cover=2939
- 95:leaf=0.00151333562,cover=0
- 96:leaf=-0.00107077742,cover=0
- 48:[LGI5<2.13090348] yes=97,no=98,missing=97,gain=1.88989663,cover=2457
- 97:leaf=0.000105898827,cover=0
- 98:leaf=-0.0027970958,cover=0
- 24:[Curv5<-0.134546712] yes=49,no=50,missing=50,gain=3.26029873,cover=9697
- 49:[Pol<158.709351] yes=99,no=100,missing=99,gain=1.87952495,cover=5736
- 99:leaf=-1.36918406e-05,cover=0
- 100:leaf=0.00276334654,cover=0
- 50:[PialCurv5<-0.0515215881] yes=101,no=102,missing=101,gain=3.46107483,cover=3961
- 101:leaf=0.00432985602,cover=0
- 102:leaf=0.00116714893,cover=0
- 12:[PialArea5<0.884929597] yes=25,no=26,missing=25,gain=1.96476233,cover=23599
- 25:[MidArea5<0.535488486] yes=51,no=52,missing=51,gain=1.07592118,cover=17297
- 51:[PialCurv5<0.270000219] yes=103,no=104,missing=103,gain=2.62104034,cover=3007
- 103:leaf=0.00247933902,cover=0
- 104:leaf=-0.000472456886,cover=0
- 52:[Curv5<-0.0439181365] yes=105,no=106,missing=105,gain=1.32009339,cover=14290
- 105:leaf=0.000546424999,cover=0
- 106:leaf=-0.000427793391,cover=0
- 26:[Curv5<-0.168147355] yes=53,no=54,missing=53,gain=2.54434156,cover=6302
- 53:[Ecc<7.29654455] yes=107,no=108,missing=108,gain=1.70031738,cover=3753
- 107:leaf=0.000157300223,cover=0
- 108:leaf=-0.00570625905,cover=0
- 54:[Sulc0<-0.305269122] yes=109,no=110,missing=109,gain=1.53339815,cover=2549
- 109:leaf=-0.00256710104,cover=0
- 110:leaf=0.00105529535,cover=0
- 6:[LGI5<2.19753051] yes=13,no=14,missing=14,gain=0.550157905,cover=4662290
- 13:[Area5<0.639429986] yes=27,no=28,missing=28,gain=4.41237354,cover=12809
- 27:[Pol<163.028091] yes=55,no=56,missing=55,gain=3.18135476,cover=6856
- 55:[PialCurv5<-0.171137348] yes=111,no=112,missing=112,gain=1.43343449,cover=6167
- 111:leaf=0.00633365056,cover=0
- 112:leaf=0.000791681756,cover=0
- 56:[PialCurv5<-0.156767949] yes=113,no=114,missing=113,gain=1.63327324,cover=689
- 113:leaf=-0.0152350785,cover=0
- 114:leaf=-0.00220602821,cover=0
- 28:[Pol<161.595886] yes=57,no=58,missing=57,gain=3.3327117,cover=5953
- 57:[PialCurv5<0.291493237] yes=115,no=116,missing=115,gain=2.62992096,cover=5732
- 115:leaf=-0.00191379769,cover=0
- 116:leaf=0.00163541327,cover=0
- 58:[MidArea5<0.689589858] yes=117,no=118,missing=117,gain=2.65978527,cover=221
- 117:leaf=0.0175646227,cover=0
- 118:leaf=0.00234901533,cover=0
- 14:[Sulc0<-0.650102437] yes=29,no=30,missing=29,gain=0.330959499,cover=4649481
- 29:[LGI5<2.30690479] yes=59,no=60,missing=59,gain=2.92630506,cover=972949
- 59:[PialArea5<0.593058109] yes=119,no=120,missing=119,gain=3.24721003,cover=70799
- 119:leaf=-0.00402102573,cover=0
- 120:leaf=-0.000302330562,cover=0
- 60:[LGI5<3.34776258] yes=121,no=122,missing=121,gain=1.64526796,cover=902150
- 121:leaf=-2.27717228e-05,cover=0
- 122:leaf=0.000197189627,cover=0
- 30:[LGI5<2.28518939] yes=61,no=62,missing=61,gain=1.72809029,cover=3676532
- 61:[Pol<160.153915] yes=123,no=124,missing=123,gain=5.96427488,cover=84975
- 123:leaf=0.000154316964,cover=0
- 124:leaf=0.00249772402,cover=0
- 62:[PialCurv5<-0.138158455] yes=125,no=126,missing=125,gain=0.776457071,cover=3591557
- 125:leaf=-0.000118975055,cover=0
- 126:leaf=8.03392049e-06,cover=0
-booster[1203]:
-0:[Pol<5.08026028] yes=1,no=2,missing=2,gain=0.116114318,cover=5124388
- 1:[Ecc<8.7927618] yes=3,no=4,missing=3,gain=1.86018097,cover=120099
- 3:[PialCurv5<0.000298873958] yes=7,no=8,missing=7,gain=1.55020654,cover=51269
- 7:[Sulc0<-0.285426885] yes=15,no=16,missing=16,gain=1.33825469,cover=46862
- 15:[Curv5<-0.0203319378] yes=31,no=32,missing=31,gain=1.20125079,cover=45156
- 31:[Area5<0.673304081] yes=63,no=64,missing=63,gain=0.987940133,cover=44422
- 63:leaf=0.000105796884,cover=0
- 64:leaf=-0.000374600029,cover=0
- 32:[PialArea5<0.693130434] yes=65,no=66,missing=66,gain=1.72009265,cover=734
- 65:leaf=0.00526809692,cover=0
- 66:leaf=0.000141924495,cover=0
- 16:[PialArea5<0.806151748] yes=33,no=34,missing=34,gain=3.09272599,cover=1706
- 33:[Curv5<-0.0203319378] yes=67,no=68,missing=67,gain=2.28425145,cover=625
- 67:leaf=0.000496278924,cover=0
- 68:leaf=-0.00604314962,cover=0
- 34:[LGI5<2.99594808] yes=69,no=70,missing=69,gain=3.12109637,cover=1081
- 69:leaf=0.00436934223,cover=0
- 70:leaf=-0.00199527876,cover=0
- 8:[LGI5<3.70550299] yes=17,no=18,missing=17,gain=1.15959358,cover=4407
- 17:[LGI5<3.60428405] yes=35,no=36,missing=36,gain=1.09093487,cover=4389
- 35:[Pol<2.30402422] yes=71,no=72,missing=71,gain=1.00661922,cover=4367
- 71:leaf=0.000142014658,cover=0
- 72:leaf=-0.00155094336,cover=0
- 36:[Area5<0.689492285] yes=73,no=74,missing=73,gain=0.494311631,cover=22
- 73:leaf=0.0132476855,cover=0
- 74:leaf=-0.00507288473,cover=0
- 18:[Sulc0<-0.364187956] yes=37,no=38,missing=37,gain=0.051571846,cover=18
- 37:leaf=-0.00352001609,cover=0
- 38:leaf=-0.0143594043,cover=0
- 4:[PialCurv5<-0.126528949] yes=9,no=10,missing=9,gain=1.7490449,cover=68830
- 9:[Curv5<-0.158538193] yes=19,no=20,missing=20,gain=2.00396299,cover=18964
- 19:[MidArea5<0.7689417] yes=39,no=40,missing=39,gain=1.48283756,cover=18627
- 39:[Ecc<25.5461979] yes=75,no=76,missing=75,gain=2.16740942,cover=7418
- 75:leaf=0.00150968891,cover=0
- 76:leaf=-0.00024741696,cover=0
- 40:[Area5<0.504816413] yes=77,no=78,missing=78,gain=1.50470936,cover=11209
- 77:leaf=-0.0209207647,cover=0
- 78:leaf=-0.0004674831,cover=0
- 20:[Area5<0.621834755] yes=41,no=42,missing=41,gain=1.68406987,cover=337
- 41:[Curv5<-0.156904668] yes=79,no=80,missing=80,gain=0.0701367855,cover=23
- 79:leaf=-0.00179349189,cover=0
- 80:leaf=-0.017359389,cover=0
- 42:[LGI5<3.56741142] yes=81,no=82,missing=82,gain=1.51318395,cover=314
- 81:leaf=-0.00232157717,cover=0
- 82:leaf=-0.0204455368,cover=0
- 10:[Area5<0.545738399] yes=21,no=22,missing=22,gain=1.65065598,cover=49866
- 21:[Ecc<12.7231894] yes=43,no=44,missing=43,gain=2.8415637,cover=1065
- 43:[MidArea5<0.736579895] yes=83,no=84,missing=84,gain=0.960642338,cover=135
- 83:leaf=-0.00522133615,cover=0
- 84:leaf=0.0171967186,cover=0
- 44:[LGI5<2.8416636] yes=85,no=86,missing=86,gain=2.20082283,cover=930
- 85:leaf=0.00866370369,cover=0
- 86:leaf=0.00219805213,cover=0
- 22:[MidArea5<0.65496558] yes=45,no=46,missing=45,gain=1.57138205,cover=48801
- 45:[LGI5<2.73077893] yes=87,no=88,missing=88,gain=4.27111387,cover=3858
- 87:leaf=0.00622847676,cover=0
- 88:leaf=-0.0010397298,cover=0
- 46:[Ecc<33.2971039] yes=89,no=90,missing=89,gain=2.86552,cover=44943
- 89:leaf=0.000673978007,cover=0
- 90:leaf=-0.000199714123,cover=0
- 2:[Pol<7.58674097] yes=5,no=6,missing=5,gain=0.21444422,cover=5004289
- 5:[Ecc<26.874506] yes=11,no=12,missing=12,gain=1.81934786,cover=60328
- 11:[PialCurv5<0.0354230702] yes=23,no=24,missing=23,gain=2.36130595,cover=49791
- 23:[Ecc<4.8056078] yes=47,no=48,missing=47,gain=1.60146761,cover=47577
- 47:[PialCurv5<-0.0555995218] yes=91,no=92,missing=91,gain=3.69421697,cover=20301
- 91:leaf=2.29366583e-06,cover=0
- 92:leaf=-0.00218467531,cover=0
- 48:[Curv5<-0.207981065] yes=93,no=94,missing=93,gain=1.86925411,cover=27276
- 93:leaf=-0.000147705665,cover=0
- 94:leaf=0.00069611764,cover=0
- 24:[Ecc<11.6821251] yes=49,no=50,missing=50,gain=2.89511132,cover=2214
- 49:[Ecc<1.41371143] yes=95,no=96,missing=96,gain=1.93714094,cover=1736
- 95:leaf=0.0029234644,cover=0
- 96:leaf=-0.00302476063,cover=0
- 50:[Sulc0<-0.351394534] yes=97,no=98,missing=97,gain=1.52183282,cover=478
- 97:leaf=0.00462164683,cover=0
- 98:leaf=-0.0010134253,cover=0
- 12:[LGI5<2.88525915] yes=25,no=26,missing=26,gain=1.68000197,cover=10537
- 25:[PialArea5<0.831580997] yes=51,no=52,missing=51,gain=1.2027142,cover=1895
- 51:[Curv5<-0.247622609] yes=99,no=100,missing=99,gain=2.59222126,cover=373
- 99:leaf=-4.7206122e-06,cover=0
- 100:leaf=0.00860917289,cover=0
- 52:[Area5<0.521939099] yes=101,no=102,missing=101,gain=0.601961017,cover=1522
- 101:leaf=0.00757475663,cover=0
- 102:leaf=-9.89331675e-05,cover=0
- 26:[Curv5<-0.00402251538] yes=53,no=54,missing=53,gain=1.05625725,cover=8642
- 53:[Ecc<35.8605728] yes=103,no=104,missing=103,gain=0.654837608,cover=8084
- 103:leaf=-0.00165515637,cover=0
- 104:leaf=-0.000744811667,cover=0
- 54:[LGI5<3.67381835] yes=105,no=106,missing=105,gain=1.40570784,cover=558
- 105:leaf=0.000286308757,cover=0
- 106:leaf=0.00870532263,cover=0
- 6:[MidArea5<0.900558591] yes=13,no=14,missing=13,gain=0.28483656,cover=4943961
- 13:[PialCurv5<-0.125671759] yes=27,no=28,missing=27,gain=0.421354085,cover=4351923
- 27:[Curv5<-0.183827445] yes=55,no=56,missing=56,gain=4.27862215,cover=561260
- 55:[Area5<0.567154288] yes=107,no=108,missing=107,gain=1.74976027,cover=533099
- 107:leaf=0.000114488765,cover=0
- 108:leaf=-7.0182221e-05,cover=0
- 56:[MidArea5<0.721430659] yes=109,no=110,missing=109,gain=5.2956624,cover=28161
- 109:leaf=-2.57481097e-05,cover=0
- 110:leaf=0.00134635472,cover=0
- 28:[MidArea5<0.838749886] yes=57,no=58,missing=57,gain=1.19901991,cover=3790663
- 57:[PialArea5<0.952096343] yes=111,no=112,missing=112,gain=1.17294919,cover=3416755
- 111:leaf=-8.24567724e-06,cover=0
- 112:leaf=0.000119469034,cover=0
- 58:[Curv5<-0.218969986] yes=113,no=114,missing=113,gain=4.10286427,cover=373908
- 113:leaf=0.000502870826,cover=0
- 114:leaf=-0.000141287077,cover=0
- 14:[PialCurv5<-0.119053185] yes=29,no=30,missing=29,gain=1.16023183,cover=592038
- 29:[Sulc0<-0.574995995] yes=59,no=60,missing=60,gain=5.2788744,cover=148965
- 59:[LGI5<2.46931005] yes=115,no=116,missing=115,gain=3.23727179,cover=125411
- 115:leaf=-0.000415566203,cover=0
- 116:leaf=0.000182203352,cover=0
- 60:[Pol<130.822815] yes=117,no=118,missing=118,gain=4.96775246,cover=23554
- 117:leaf=-7.91458297e-05,cover=0
- 118:leaf=-0.00153271097,cover=0
- 30:[LGI5<2.37589788] yes=61,no=62,missing=62,gain=1.46333456,cover=443073
- 61:[Pol<111.326981] yes=119,no=120,missing=119,gain=3.19420004,cover=51438
- 119:leaf=7.29482999e-05,cover=0
- 120:leaf=0.000942620565,cover=0
- 62:[Sulc0<-0.815117955] yes=121,no=122,missing=121,gain=2.57996559,cover=391635
- 121:leaf=-0.000251024758,cover=0
- 122:leaf=9.67300948e-05,cover=0
-booster[1204]:
-0:[Ecc<1.31300318] yes=1,no=2,missing=2,gain=0.116027519,cover=5124388
- 1:[Area5<0.56946665] yes=3,no=4,missing=3,gain=0.849943459,cover=423406
- 3:[LGI5<2.56078315] yes=7,no=8,missing=7,gain=2.86138391,cover=160582
- 7:[PialCurv5<-0.0363363102] yes=15,no=16,missing=15,gain=2.12397981,cover=150139
- 15:[Curv5<-0.0203319378] yes=31,no=32,missing=31,gain=2.45227194,cover=128896
- 31:[Ecc<0.295587689] yes=63,no=64,missing=64,gain=2.59932017,cover=128389
- 63:leaf=-0.000662048056,cover=0
- 64:leaf=0.000166382291,cover=0
- 32:[LGI5<2.18291569] yes=65,no=66,missing=65,gain=2.96682787,cover=507
- 65:leaf=-0.0156413577,cover=0
- 66:leaf=-0.00218450278,cover=0
- 16:[Curv5<-0.0686563179] yes=33,no=34,missing=33,gain=3.60073018,cover=21243
- 33:[PialCurv5<-0.0245349593] yes=67,no=68,missing=67,gain=1.66632605,cover=5025
- 67:leaf=-0.000478938309,cover=0
- 68:leaf=-0.00234755292,cover=0
- 34:[Ecc<1.05247808] yes=69,no=70,missing=70,gain=2.5583272,cover=16218
- 69:leaf=0.000244318682,cover=0
- 70:leaf=-0.0012670802,cover=0
- 8:[MidArea5<0.451744556] yes=17,no=18,missing=18,gain=3.17644429,cover=10443
- 17:[Pol<149.072266] yes=35,no=36,missing=35,gain=1.16310215,cover=135
- 35:[LGI5<2.60638428] yes=71,no=72,missing=71,gain=0.392628431,cover=53
- 71:leaf=-0.0173656046,cover=0
- 72:leaf=-0.00821240619,cover=0
- 36:[PialArea5<0.34410578] yes=73,no=74,missing=74,gain=0.346103609,cover=82
- 73:leaf=-0.00427755481,cover=0
- 74:leaf=0.004639755,cover=0
- 18:[Sulc0<-0.808473051] yes=37,no=38,missing=37,gain=1.73052502,cover=10308
- 37:[Curv5<-0.228820562] yes=75,no=76,missing=75,gain=2.36802292,cover=3994
- 75:leaf=0.000729020336,cover=0
- 76:leaf=0.00319043407,cover=0
- 38:[PialArea5<1.18617713] yes=77,no=78,missing=77,gain=1.73213744,cover=6314
- 77:leaf=0.000396171788,cover=0
- 78:leaf=0.0130878706,cover=0
- 4:[PialCurv5<-0.0680129603] yes=9,no=10,missing=9,gain=2.29903078,cover=262824
- 9:[PialArea5<1.00196755] yes=19,no=20,missing=19,gain=4.44034863,cover=115094
- 19:[Curv5<-0.0837168768] yes=39,no=40,missing=39,gain=3.32256079,cover=53914
- 39:[PialArea5<0.689872265] yes=79,no=80,missing=79,gain=4.3362999,cover=50572
- 79:leaf=0.00124737644,cover=0
- 80:leaf=-0.000790934719,cover=0
- 40:[LGI5<2.16230083] yes=81,no=82,missing=81,gain=4.8254199,cover=3342
- 81:leaf=0.00796945672,cover=0
- 82:leaf=0.000433807494,cover=0
- 20:[Curv5<-0.0366821773] yes=41,no=42,missing=42,gain=5.8196969,cover=61180
- 41:[Sulc0<-0.401674598] yes=83,no=84,missing=84,gain=3.70730972,cover=61147
- 83:leaf=3.06224356e-05,cover=0
- 84:leaf=0.0062571778,cover=0
- 42:[Area5<0.734195113] yes=85,no=86,missing=85,gain=3.42562437,cover=33
- 85:leaf=-0.0294701736,cover=0
- 86:leaf=0.00717446301,cover=0
- 10:[Pol<62.0115929] yes=21,no=22,missing=21,gain=3.21323013,cover=147730
- 21:[LGI5<2.68917012] yes=43,no=44,missing=44,gain=2.63647223,cover=24488
- 43:[LGI5<2.65113688] yes=87,no=88,missing=88,gain=3.14338636,cover=24138
- 87:leaf=-0.000469519146,cover=0
- 88:leaf=-0.0054660677,cover=0
- 44:[PialCurv5<0.0616685152] yes=89,no=90,missing=89,gain=1.17664742,cover=350
- 89:leaf=0.00481162779,cover=0
- 90:leaf=-0.00463735452,cover=0
- 22:[Sulc0<-0.702361405] yes=45,no=46,missing=45,gain=5.51115561,cover=123242
- 45:[Pol<129.571716] yes=91,no=92,missing=91,gain=10.143342,cover=16331
- 91:leaf=0.00231144461,cover=0
- 92:leaf=-0.000183065014,cover=0
- 46:[LGI5<2.58938479] yes=93,no=94,missing=93,gain=3.0689292,cover=106911
- 93:leaf=9.60459001e-05,cover=0
- 94:leaf=-0.000963822182,cover=0
- 2:[LGI5<2.18291569] yes=5,no=6,missing=5,gain=0.284621596,cover=4700982
- 5:[LGI5<2.16230083] yes=11,no=12,missing=12,gain=1.64382458,cover=38692
- 11:[Area5<0.827407002] yes=23,no=24,missing=23,gain=1.51862228,cover=26210
- 23:[Ecc<2.19188094] yes=47,no=48,missing=47,gain=1.07684469,cover=25762
- 47:[MidArea5<0.634960413] yes=95,no=96,missing=95,gain=2.82689428,cover=8136
- 95:leaf=-0.000874933437,cover=0
- 96:leaf=0.00105394144,cover=0
- 48:[Curv5<0.147363082] yes=97,no=98,missing=98,gain=2.04037905,cover=17626
- 97:leaf=-0.000586560403,cover=0
- 98:leaf=0.000905510038,cover=0
- 24:[PialCurv5<0.220156521] yes=49,no=50,missing=49,gain=0.627103567,cover=448
- 49:[Pol<62.799984] yes=99,no=100,missing=100,gain=0.64091897,cover=428
- 99:leaf=-0.00101754023,cover=0
- 100:leaf=0.00408567348,cover=0
- 50:[Ecc<1.62447274] yes=101,no=102,missing=101,gain=0.309862196,cover=20
- 101:leaf=0.00121715188,cover=0
- 102:leaf=-0.0109336795,cover=0
- 12:[Pol<71.0996552] yes=25,no=26,missing=26,gain=2.60602331,cover=12482
- 25:[MidArea5<0.724402428] yes=51,no=52,missing=52,gain=2.43054342,cover=3007
- 51:[Ecc<4.46987629] yes=103,no=104,missing=103,gain=1.15944171,cover=1197
- 103:leaf=0.00159964245,cover=0
- 104:leaf=-0.00352580519,cover=0
- 52:[PialCurv5<-0.0800075978] yes=105,no=106,missing=105,gain=3.83274603,cover=1810
- 105:leaf=-0.000485777768,cover=0
- 106:leaf=-0.00577038294,cover=0
- 26:[MidArea5<0.703235805] yes=53,no=54,missing=54,gain=3.50804114,cover=9475
- 53:[Pol<104.929901] yes=107,no=108,missing=107,gain=2.2030437,cover=6187
- 107:leaf=0.00140371709,cover=0
- 108:leaf=-0.000502404349,cover=0
- 54:[Ecc<1.91022825] yes=109,no=110,missing=109,gain=5.77182102,cover=3288
- 109:leaf=0.00695020705,cover=0
- 110:leaf=0.00138455443,cover=0
- 6:[LGI5<2.21018219] yes=13,no=14,missing=13,gain=0.514867961,cover=4662290
- 13:[Area5<0.639429986] yes=27,no=28,missing=27,gain=3.78084707,cover=25380
- 27:[Curv5<0.153449878] yes=55,no=56,missing=55,gain=2.46753454,cover=13410
- 55:[Ecc<3.35458159] yes=111,no=112,missing=111,gain=2.72577047,cover=12061
- 111:leaf=0.000109061039,cover=0
- 112:leaf=0.00177968759,cover=0
- 56:[Area5<0.598585367] yes=113,no=114,missing=113,gain=0.479340911,cover=1349
- 113:leaf=-0.0027833432,cover=0
- 114:leaf=-0.000872241508,cover=0
- 28:[MidArea5<0.93444854] yes=57,no=58,missing=57,gain=3.95853424,cover=11970
- 57:[Ecc<1.96654522] yes=115,no=116,missing=115,gain=2.21867085,cover=10698
- 115:leaf=-0.00280457851,cover=0
- 116:leaf=-0.000863067049,cover=0
- 58:[PialArea5<1.57955706] yes=117,no=118,missing=117,gain=2.15465975,cover=1272
- 117:leaf=0.00229408825,cover=0
- 118:leaf=-0.00623440463,cover=0
- 14:[Sulc0<-0.650102437] yes=29,no=30,missing=29,gain=0.347192794,cover=4636910
- 29:[LGI5<2.30690479] yes=59,no=60,missing=59,gain=2.99617195,cover=968092
- 59:[PialArea5<0.542192638] yes=119,no=120,missing=119,gain=2.68746042,cover=65942
- 119:leaf=-0.00657334877,cover=0
- 120:leaf=-0.000333237374,cover=0
- 60:[LGI5<3.34776258] yes=121,no=122,missing=121,gain=1.47728014,cover=902150
- 121:leaf=-2.24356736e-05,cover=0
- 122:leaf=0.000185993966,cover=0
- 30:[LGI5<2.28518939] yes=61,no=62,missing=61,gain=2.14181757,cover=3668818
- 61:[Pol<160.153915] yes=123,no=124,missing=124,gain=4.81557846,cover=77261
- 123:leaf=0.000196012086,cover=0
- 124:leaf=0.00237973104,cover=0
- 62:[PialCurv5<-0.138158455] yes=125,no=126,missing=125,gain=0.68648845,cover=3591557
- 125:leaf=-0.000111483583,cover=0
- 126:leaf=7.94060634e-06,cover=0
-booster[1205]:
-0:[MidArea5<1.1557827] yes=1,no=2,missing=1,gain=0.117400676,cover=5124388
- 1:[PialArea5<1.57955706] yes=3,no=4,missing=4,gain=0.821585655,cover=5084355
- 3:[PialArea5<1.48916721] yes=7,no=8,missing=7,gain=0.263082266,cover=5082312
- 7:[MidArea5<1.09619975] yes=15,no=16,missing=15,gain=0.33501786,cover=5072371
- 15:[PialArea5<1.39628088] yes=31,no=32,missing=31,gain=0.200635478,cover=5041596
- 31:[MidArea5<1.06072605] yes=63,no=64,missing=64,gain=0.177024469,cover=5024122
- 63:leaf=-8.86531609e-07,cover=0
- 64:leaf=0.000124160229,cover=0
- 32:[Sulc0<-0.540693521] yes=65,no=66,missing=66,gain=1.71605015,cover=17474
- 65:leaf=-2.50352441e-05,cover=0
- 66:leaf=-0.00186468568,cover=0
- 16:[Area5<0.727793753] yes=33,no=34,missing=34,gain=1.30500162,cover=30775
- 33:[Ecc<1.57116413] yes=67,no=68,missing=68,gain=0.602253318,cover=324
- 67:leaf=-0.00201528519,cover=0
- 68:leaf=0.0041803522,cover=0
- 34:[Ecc<0.669936359] yes=69,no=70,missing=69,gain=0.565166473,cover=30451
- 69:leaf=-0.0020394146,cover=0
- 70:leaf=0.000152435081,cover=0
- 8:[Area5<0.747392178] yes=17,no=18,missing=18,gain=1.36590433,cover=9941
- 17:[PialCurv5<-0.0914456472] yes=35,no=36,missing=35,gain=1.61659694,cover=7507
- 35:[Curv5<-0.195883974] yes=71,no=72,missing=71,gain=1.35794473,cover=5997
- 71:leaf=-0.000234740655,cover=0
- 72:leaf=0.00127764919,cover=0
- 36:[Curv5<-0.100392215] yes=73,no=74,missing=74,gain=2.03986931,cover=1510
- 73:leaf=-0.0020530608,cover=0
- 74:leaf=0.00366042904,cover=0
- 18:[Pol<8.56911278] yes=37,no=38,missing=37,gain=1.60752058,cover=2434
- 37:[Curv5<-0.18985194] yes=75,no=76,missing=76,gain=1.12452793,cover=278
- 75:leaf=-0.00156632182,cover=0
- 76:leaf=-0.00793269556,cover=0
- 38:[Sulc0<-0.956550419] yes=77,no=78,missing=77,gain=1.07724118,cover=2156
- 77:leaf=-0.00256329193,cover=0
- 78:leaf=-0.000105897219,cover=0
- 4:[Area5<0.670794368] yes=9,no=10,missing=10,gain=1.0998528,cover=2043
- 9:[Sulc0<-0.815117955] yes=19,no=20,missing=19,gain=0.860328019,cover=1337
- 19:[Curv5<-0.171285838] yes=39,no=40,missing=40,gain=1.12527299,cover=937
- 39:[Ecc<1.10530448] yes=79,no=80,missing=79,gain=0.750069916,cover=797
- 79:leaf=0.0038868438,cover=0
- 80:leaf=-0.000824976829,cover=0
- 40:[LGI5<2.46595764] yes=81,no=82,missing=81,gain=0.751417994,cover=140
- 81:leaf=-0.00740265474,cover=0
- 82:leaf=0.000678503246,cover=0
- 20:[Curv5<-0.172863677] yes=41,no=42,missing=42,gain=0.809396565,cover=400
- 41:[Area5<0.554568231] yes=83,no=84,missing=83,gain=0.478159696,cover=227
- 83:leaf=0.00876771938,cover=0
- 84:leaf=-0.000768961967,cover=0
- 42:[Sulc0<-0.655889988] yes=85,no=86,missing=85,gain=0.902915001,cover=173
- 85:leaf=0.00702490611,cover=0
- 86:leaf=-0.000488406338,cover=0
- 10:[Sulc0<-0.540693521] yes=21,no=22,missing=21,gain=0.818954468,cover=706
- 21:[Curv5<-0.148390457] yes=43,no=44,missing=44,gain=0.660822153,cover=680
- 43:[Curv5<-0.155295327] yes=87,no=88,missing=87,gain=0.686563134,cover=557
- 87:leaf=-0.0026219443,cover=0
- 88:leaf=0.00493145734,cover=0
- 44:[Area5<0.701312602] yes=89,no=90,missing=89,gain=0.639415264,cover=123
- 89:leaf=-0.00885665696,cover=0
- 90:leaf=-0.00127906806,cover=0
- 22:[Ecc<1.68457866] yes=45,no=46,missing=45,gain=0.41376844,cover=26
- 45:[PialCurv5<-0.0896686092] yes=91,no=92,missing=91,gain=0.120757937,cover=6
- 91:leaf=0.0191291478,cover=0
- 92:leaf=0.000179928538,cover=0
- 46:[PialCurv5<-0.117370568] yes=93,no=94,missing=93,gain=0.210858539,cover=20
- 93:leaf=-0.00834714808,cover=0
- 94:leaf=0.0043988009,cover=0
- 2:[Area5<0.701312602] yes=5,no=6,missing=5,gain=0.526896477,cover=40033
- 5:[Ecc<2.54464626] yes=11,no=12,missing=11,gain=0.804488897,cover=1853
- 11:[Ecc<1.51801682] yes=23,no=24,missing=24,gain=1.01791406,cover=833
- 23:[PialCurv5<-0.0965851992] yes=47,no=48,missing=47,gain=0.601193428,cover=374
- 47:[Sulc0<-1.24864507] yes=95,no=96,missing=96,gain=0.469756246,cover=295
- 95:leaf=-0.0041688378,cover=0
- 96:leaf=0.00329409889,cover=0
- 48:[Curv5<-0.108295463] yes=97,no=98,missing=97,gain=0.354750693,cover=79
- 97:leaf=-0.00298867794,cover=0
- 98:leaf=0.0107964976,cover=0
- 24:[PialCurv5<-0.113441773] yes=49,no=50,missing=50,gain=0.760648966,cover=459
- 49:[Sulc0<-1.24864507] yes=99,no=100,missing=99,gain=0.437000275,cover=233
- 99:leaf=-0.004724395,cover=0
- 100:leaf=0.00113195088,cover=0
- 50:[Curv5<-0.198884338] yes=101,no=102,missing=102,gain=0.705254793,cover=226
- 101:leaf=-0.000436716015,cover=0
- 102:leaf=-0.00613925001,cover=0
- 12:[Curv5<-0.245563462] yes=25,no=26,missing=26,gain=1.19315422,cover=1020
- 25:[Ecc<3.10160303] yes=51,no=52,missing=51,gain=0.358103812,cover=132
- 51:[PialCurv5<-0.103163145] yes=103,no=104,missing=104,gain=0.291577607,cover=52
- 103:leaf=0.00206049904,cover=0
- 104:leaf=-0.00888085738,cover=0
- 52:[Pol<16.156723] yes=105,no=106,missing=105,gain=0.30973506,cover=80
- 105:leaf=-0.00904056989,cover=0
- 106:leaf=-0.00241198693,cover=0
- 26:[Curv5<-0.125495523] yes=53,no=54,missing=53,gain=1.08145356,cover=888
- 53:[Pol<154.27803] yes=107,no=108,missing=107,gain=0.740884542,cover=816
- 107:leaf=0.00401580567,cover=0
- 108:leaf=0.000730120344,cover=0
- 54:[Pol<152.827332] yes=109,no=110,missing=109,gain=1.81291342,cover=72
- 109:leaf=-0.00888356194,cover=0
- 110:leaf=0.00768292323,cover=0
- 6:[Ecc<0.999059319] yes=13,no=14,missing=13,gain=0.614530861,cover=38180
- 13:[Sulc0<-0.298712492] yes=27,no=28,missing=27,gain=1.84291148,cover=1226
- 27:[Ecc<0.729281187] yes=55,no=56,missing=55,gain=1.15682006,cover=1171
- 55:[Sulc0<-0.920149088] yes=111,no=112,missing=111,gain=1.19877124,cover=740
- 111:leaf=0.00149712421,cover=0
- 112:leaf=-0.00255363085,cover=0
- 56:[LGI5<2.32164335] yes=113,no=114,missing=113,gain=1.09581208,cover=431
- 113:leaf=0.000301840919,cover=0
- 114:leaf=-0.00518633937,cover=0
- 28:[LGI5<2.45602322] yes=57,no=58,missing=57,gain=0.453383207,cover=55
- 57:[Pol<129.571716] yes=115,no=116,missing=115,gain=0.140582487,cover=32
- 115:leaf=0.00623649079,cover=0
- 116:leaf=-0.000507976452,cover=0
- 58:[LGI5<2.51288176] yes=117,no=118,missing=118,gain=0.410795093,cover=23
- 117:leaf=0.020964833,cover=0
- 118:leaf=0.00688099954,cover=0
- 14:[Ecc<1.3629595] yes=29,no=30,missing=29,gain=1.78150201,cover=36954
- 29:[Area5<0.818724692] yes=59,no=60,missing=60,gain=2.87282825,cover=642
- 59:[Curv5<-0.174421206] yes=119,no=120,missing=120,gain=4.02349901,cover=294
- 119:leaf=0.0016435195,cover=0
- 120:leaf=0.0136271222,cover=0
- 60:[Pol<93.3357697] yes=121,no=122,missing=121,gain=1.45926988,cover=348
- 121:leaf=-0.00252662157,cover=0
- 122:leaf=0.00448124157,cover=0
- 30:[Area5<0.822840035] yes=61,no=62,missing=61,gain=0.711767733,cover=36312
- 61:[PialArea5<1.57955706] yes=123,no=124,missing=123,gain=3.77050781,cover=9259
- 123:leaf=0.00134935312,cover=0
- 124:leaf=-0.000944226922,cover=0
- 62:[Curv5<-0.182293281] yes=125,no=126,missing=125,gain=1.09458196,cover=27053
- 125:leaf=0.000576352177,cover=0
- 126:leaf=-8.08165278e-05,cover=0
-booster[1206]:
-0:[Curv5<0.22365725] yes=1,no=2,missing=2,gain=0.113465518,cover=5124388
- 1:[PialArea5<0.267248243] yes=3,no=4,missing=4,gain=0.215378925,cover=5044321
- 3:[Curv5<0.133649558] yes=7,no=8,missing=8,gain=0.378877878,cover=25988
- 7:[PialCurv5<0.200529471] yes=15,no=16,missing=15,gain=1.99273539,cover=2084
- 15:[Area5<0.620557249] yes=31,no=32,missing=31,gain=0.690952659,cover=1117
- 31:[Pol<103.31839] yes=63,no=64,missing=64,gain=0.645127952,cover=541
- 63:leaf=-0.00188741682,cover=0
- 64:leaf=0.00175420032,cover=0
- 32:[PialCurv5<0.107261039] yes=65,no=66,missing=65,gain=1.36339617,cover=576
- 65:leaf=-0.00679842709,cover=0
- 66:leaf=-0.00152231939,cover=0
- 16:[Sulc0<0.915739596] yes=33,no=34,missing=34,gain=1.5999105,cover=967
- 33:[Ecc<20.0856266] yes=67,no=68,missing=67,gain=0.745551586,cover=616
- 67:leaf=0.00384338503,cover=0
- 68:leaf=6.69208675e-05,cover=0
- 34:[Pol<76.8473129] yes=69,no=70,missing=70,gain=0.828778505,cover=351
- 69:leaf=0.00465730205,cover=0
- 70:leaf=-0.00247799698,cover=0
- 8:[PialCurv5<0.0798129067] yes=17,no=18,missing=17,gain=0.674001575,cover=23904
- 17:[LGI5<2.72022414] yes=35,no=36,missing=35,gain=1.58501077,cover=591
- 35:[Pol<104.38549] yes=71,no=72,missing=71,gain=0.36697638,cover=294
- 71:leaf=-0.00265610288,cover=0
- 72:leaf=0.000879655883,cover=0
- 36:[LGI5<3.00812316] yes=73,no=74,missing=73,gain=1.6456418,cover=297
- 73:leaf=0.00798198022,cover=0
- 74:leaf=0.000538499269,cover=0
- 18:[Ecc<0.406764686] yes=37,no=38,missing=38,gain=0.511717975,cover=23313
- 37:[LGI5<2.25958419] yes=75,no=76,missing=76,gain=0.922434032,cover=113
- 75:leaf=0.00475516543,cover=0
- 76:leaf=-0.00570146367,cover=0
- 38:[Ecc<3.16401935] yes=77,no=78,missing=77,gain=0.664631128,cover=23200
- 77:leaf=0.0016422011,cover=0
- 78:leaf=0.000126162588,cover=0
- 4:[LGI5<2.22170687] yes=9,no=10,missing=9,gain=0.13553381,cover=5018333
- 9:[Pol<78.2110443] yes=19,no=20,missing=19,gain=0.95773989,cover=116659
- 19:[Curv5<-0.0983823985] yes=39,no=40,missing=39,gain=1.66270709,cover=36984
- 39:[Sulc0<-0.0562447868] yes=79,no=80,missing=80,gain=1.02104068,cover=28924
- 79:leaf=1.19712367e-05,cover=0
- 80:leaf=0.0107876705,cover=0
- 40:[LGI5<2.21018219] yes=81,no=82,missing=81,gain=4.02318478,cover=8060
- 81:leaf=-0.00126910233,cover=0
- 82:leaf=0.00182196591,cover=0
- 20:[PialCurv5<-0.0737633556] yes=41,no=42,missing=41,gain=1.79218221,cover=79675
- 41:[Ecc<0.669936359] yes=83,no=84,missing=84,gain=2.92718267,cover=30009
- 83:leaf=-0.00128164364,cover=0
- 84:leaf=6.22415173e-05,cover=0
- 42:[Curv5<-0.136312515] yes=85,no=86,missing=85,gain=5.26492596,cover=49666
- 85:leaf=0.0025063802,cover=0
- 86:leaf=0.000213318024,cover=0
- 10:[LGI5<2.2730217] yes=21,no=22,missing=21,gain=0.447876215,cover=4901674
- 21:[PialArea5<0.609252691] yes=43,no=44,missing=43,gain=1.75200057,cover=119135
- 43:[Sulc0<-0.383002371] yes=87,no=88,missing=87,gain=5.36775398,cover=25496
- 87:leaf=-0.00185356417,cover=0
- 88:leaf=-8.54408936e-05,cover=0
- 44:[Pol<157.22821] yes=89,no=90,missing=89,gain=2.18644118,cover=93639
- 89:leaf=0.000106785075,cover=0
- 90:leaf=-0.000560420507,cover=0
- 22:[LGI5<2.27925944] yes=45,no=46,missing=46,gain=0.158605486,cover=4782539
- 45:[Ecc<3.54469991] yes=91,no=92,missing=91,gain=1.169644,cover=19451
- 91:leaf=0.000381783902,cover=0
- 92:leaf=-0.00048781099,cover=0
- 46:[Sulc0<-1.24864507] yes=93,no=94,missing=94,gain=0.183657408,cover=4763088
- 93:leaf=0.000166098558,cover=0
- 94:leaf=1.48509855e-07,cover=0
- 2:[MidArea5<0.70642072] yes=5,no=6,missing=5,gain=0.478005469,cover=80067
- 5:[Area5<0.64784193] yes=11,no=12,missing=12,gain=0.553792715,cover=79684
- 11:[LGI5<2.22170687] yes=23,no=24,missing=23,gain=0.657993138,cover=52936
- 23:[LGI5<2.16230083] yes=47,no=48,missing=47,gain=0.514037311,cover=2197
- 47:[Area5<0.596935391] yes=95,no=96,missing=95,gain=0.279507637,cover=655
- 95:leaf=0.00125454774,cover=0
- 96:leaf=-0.000826558098,cover=0
- 48:[Sulc0<-0.224179193] yes=97,no=98,missing=97,gain=0.43590486,cover=1542
- 97:leaf=0.00163186807,cover=0
- 98:leaf=-0.00155777845,cover=0
- 24:[Sulc0<-0.43309778] yes=49,no=50,missing=49,gain=0.99540031,cover=50739
- 49:[Area5<0.567154288] yes=99,no=100,missing=100,gain=0.432687879,cover=131
- 99:leaf=-0.000351374474,cover=0
- 100:leaf=-0.00636717305,cover=0
- 50:[PialCurv5<0.260145098] yes=101,no=102,missing=101,gain=0.627125084,cover=50608
- 101:leaf=-0.000261801993,cover=0
- 102:leaf=0.00016636902,cover=0
- 12:[Ecc<1.85215485] yes=25,no=26,missing=25,gain=0.417680681,cover=26748
- 25:[Ecc<0.889730632] yes=51,no=52,missing=52,gain=1.21880364,cover=1604
- 51:[Area5<0.683950484] yes=103,no=104,missing=104,gain=0.587319374,cover=713
- 103:leaf=0.0014727728,cover=0
- 104:leaf=-0.001617047,cover=0
- 52:[Pol<98.4687576] yes=105,no=106,missing=105,gain=0.845519066,cover=891
- 105:leaf=-0.00330815441,cover=0
- 106:leaf=8.92041862e-06,cover=0
- 26:[LGI5<2.27925944] yes=53,no=54,missing=54,gain=0.589383602,cover=25144
- 53:[Pol<148.336472] yes=107,no=108,missing=107,gain=1.25612783,cover=1723
- 107:leaf=0.000855741557,cover=0
- 108:leaf=-0.0102189323,cover=0
- 54:[LGI5<2.3865335] yes=109,no=110,missing=109,gain=0.835134923,cover=23421
- 109:leaf=-0.00106481824,cover=0
- 110:leaf=-0.000156723472,cover=0
- 6:[Ecc<2.13501525] yes=13,no=14,missing=13,gain=0.259911805,cover=383
- 13:[Ecc<0.999059319] yes=27,no=28,missing=27,gain=0.230866536,cover=105
- 27:[LGI5<2.25958419] yes=55,no=56,missing=55,gain=0.0493663549,cover=31
- 55:leaf=0.00511815865,cover=0
- 56:[Pol<121.397697] yes=111,no=112,missing=111,gain=0.00663612876,cover=16
- 111:leaf=0.00157057215,cover=0
- 112:leaf=-0.000817042601,cover=0
- 28:[Pol<105.462654] yes=57,no=58,missing=57,gain=0.0394467339,cover=74
- 57:[Curv5<0.266060919] yes=113,no=114,missing=113,gain=0.0495201945,cover=55
- 113:leaf=-0.00362134282,cover=0
- 114:leaf=-0.000412457244,cover=0
- 58:[LGI5<2.30690479] yes=115,no=116,missing=115,gain=0.0337342694,cover=19
- 115:leaf=0.00362042198,cover=0
- 116:leaf=-0.00108473084,cover=0
- 14:[Pol<118.191307] yes=29,no=30,missing=29,gain=0.439042926,cover=278
- 29:[PialArea5<0.576038003] yes=59,no=60,missing=59,gain=0.245121121,cover=248
- 59:[LGI5<3.1833725] yes=117,no=118,missing=117,gain=0.0982379913,cover=110
- 117:leaf=0.00526938727,cover=0
- 118:leaf=-0.00162379246,cover=0
- 60:[Ecc<3.54469991] yes=119,no=120,missing=119,gain=0.114883497,cover=138
- 119:leaf=0.00255428394,cover=0
- 120:leaf=-0.000838418142,cover=0
- 30:[Ecc<4.33753681] yes=61,no=62,missing=61,gain=0.0570069402,cover=30
- 61:[Ecc<3.03937531] yes=121,no=122,missing=121,gain=0.0291732885,cover=18
- 121:leaf=-0.00451457128,cover=0
- 122:leaf=-6.08185946e-05,cover=0
- 62:leaf=-0.00567441573,cover=0
-booster[1207]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=1,gain=0.111785442,cover=5124388
- 1:[PialArea5<1.48916721] yes=3,no=4,missing=4,gain=0.343270093,cover=5064338
- 3:[Ecc<1.3629595] yes=7,no=8,missing=7,gain=0.14199391,cover=5058509
- 7:[Sulc0<0.649594426] yes=15,no=16,missing=15,gain=0.847064912,cover=439404
- 15:[LGI5<2.90731096] yes=31,no=32,missing=32,gain=0.784304857,cover=439347
- 31:[LGI5<2.75749183] yes=61,no=62,missing=61,gain=0.894658744,cover=438504
- 61:leaf=-2.41643775e-05,cover=0
- 62:leaf=-0.000958720222,cover=0
- 32:[MidArea5<0.745626688] yes=63,no=64,missing=64,gain=0.943808973,cover=843
- 63:leaf=-3.15851867e-05,cover=0
- 64:leaf=0.00332602276,cover=0
- 16:[Area5<0.672473609] yes=33,no=34,missing=34,gain=0.612870634,cover=57
- 33:[Curv5<0.183586344] yes=65,no=66,missing=65,gain=0.522396684,cover=54
- 65:leaf=-0.00993457623,cover=0
- 66:leaf=0.00173411786,cover=0
- 34:leaf=0.0131517304,cover=0
- 8:[Pol<144.670364] yes=17,no=18,missing=17,gain=0.239653572,cover=4619105
- 17:[Curv5<-0.163374811] yes=35,no=36,missing=35,gain=1.1630758,cover=3680351
- 35:[PialCurv5<-0.08490628] yes=67,no=68,missing=67,gain=5.06275368,cover=814430
- 67:leaf=1.36023564e-05,cover=0
- 68:leaf=0.000485788187,cover=0
- 36:[PialCurv5<-0.10074953] yes=69,no=70,missing=69,gain=4.37885904,cover=2865921
- 69:leaf=0.000369708549,cover=0
- 70:leaf=-2.83519912e-05,cover=0
- 18:[Sulc0<0.506771445] yes=37,no=38,missing=37,gain=3.38487458,cover=938754
- 37:[Curv5<-0.163374811] yes=71,no=72,missing=71,gain=3.10461378,cover=934188
- 71:leaf=-5.58993161e-05,cover=0
- 72:leaf=0.000126569299,cover=0
- 38:[Area5<0.625618935] yes=73,no=74,missing=73,gain=2.38774586,cover=4566
- 73:leaf=0.00305840629,cover=0
- 74:leaf=-0.00163050834,cover=0
- 4:[Area5<0.695070922] yes=9,no=10,missing=10,gain=1.98881221,cover=5829
- 9:[Pol<131.443253] yes=19,no=20,missing=19,gain=1.32023263,cover=4386
- 19:[LGI5<2.34802985] yes=39,no=40,missing=39,gain=1.54928887,cover=2995
- 39:[Ecc<3.35458159] yes=75,no=76,missing=76,gain=1.96426964,cover=848
- 75:leaf=-0.000114973693,cover=0
- 76:leaf=-0.00711748376,cover=0
- 40:[Area5<0.609410942] yes=77,no=78,missing=77,gain=1.87289906,cover=2147
- 77:leaf=0.00453309435,cover=0
- 78:leaf=0.000743435521,cover=0
- 20:[Ecc<6.98131132] yes=41,no=42,missing=41,gain=1.11922622,cover=1391
- 41:[Sulc0<-0.59790951] yes=79,no=80,missing=80,gain=0.853398442,cover=1230
- 79:leaf=-0.00121640915,cover=0
- 80:leaf=-0.00574277015,cover=0
- 42:[LGI5<3.02536297] yes=81,no=82,missing=82,gain=1.48086071,cover=161
- 81:leaf=0.0057107727,cover=0
- 82:leaf=-0.00496069761,cover=0
- 10:[LGI5<2.22170687] yes=21,no=22,missing=22,gain=0.859310627,cover=1443
- 21:[Ecc<0.669936359] yes=43,no=44,missing=43,gain=1.73119342,cover=44
- 43:[Sulc0<-1.08640325] yes=83,no=84,missing=83,gain=0.581009388,cover=13
- 83:leaf=-0.00381579413,cover=0
- 84:leaf=0.0236028433,cover=0
- 44:[Pol<65.8802414] yes=85,no=86,missing=85,gain=0.115948968,cover=31
- 85:leaf=0.000293718738,cover=0
- 86:leaf=-0.00618726527,cover=0
- 22:[PialCurv5<-0.0441194475] yes=45,no=46,missing=45,gain=0.735611916,cover=1399
- 45:[PialCurv5<-0.0914456472] yes=87,no=88,missing=88,gain=0.916074276,cover=1376
- 87:leaf=-0.00163646252,cover=0
- 88:leaf=-0.00466408534,cover=0
- 46:[Sulc0<-0.684786558] yes=89,no=90,missing=89,gain=0.278712958,cover=23
- 89:leaf=0.000569456839,cover=0
- 90:leaf=0.0114379656,cover=0
- 2:[Ecc<3.60812569] yes=5,no=6,missing=5,gain=0.429347187,cover=60050
- 5:[LGI5<2.95092106] yes=11,no=12,missing=11,gain=1.82758594,cover=18115
- 11:[Curv5<-0.174421206] yes=23,no=24,missing=24,gain=1.64902341,cover=18018
- 23:[Sulc0<-0.655889988] yes=47,no=48,missing=47,gain=1.99208236,cover=9453
- 47:[Area5<0.846071243] yes=91,no=92,missing=92,gain=1.63937652,cover=9016
- 91:leaf=-0.000301610038,cover=0
- 92:leaf=0.00145789341,cover=0
- 48:[Curv5<-0.2435821] yes=93,no=94,missing=94,gain=0.977165699,cover=437
- 93:leaf=0.0032390065,cover=0
- 94:leaf=-0.00427035568,cover=0
- 24:[LGI5<2.36078882] yes=49,no=50,missing=50,gain=3.22195625,cover=8565
- 49:[Area5<0.797084928] yes=95,no=96,missing=96,gain=1.95036721,cover=2905
- 95:leaf=0.00112345966,cover=0
- 96:leaf=-0.00154940947,cover=0
- 50:[PialCurv5<-0.0758950338] yes=97,no=98,missing=97,gain=2.65292883,cover=5660
- 97:leaf=0.0022976941,cover=0
- 98:leaf=2.66751795e-05,cover=0
- 12:[LGI5<3.13786864] yes=25,no=26,missing=26,gain=0.662386775,cover=97
- 25:[Sulc0<-0.920149088] yes=51,no=52,missing=51,gain=0.585097551,cover=94
- 51:[Curv5<-0.19738704] yes=99,no=100,missing=100,gain=0.0738214254,cover=8
- 99:leaf=-0.000988578773,cover=0
- 100:leaf=0.00832182821,cover=0
- 52:[PialCurv5<-0.0737633556] yes=101,no=102,missing=102,gain=0.510679245,cover=86
- 101:leaf=-0.00916255731,cover=0
- 102:leaf=0.0124100056,cover=0
- 26:leaf=0.0137122301,cover=0
- 6:[LGI5<2.49595737] yes=13,no=14,missing=13,gain=1.64765334,cover=41935
- 13:[PialArea5<1.48916721] yes=27,no=28,missing=27,gain=2.51381254,cover=4518
- 27:[Sulc0<-0.769821882] yes=53,no=54,missing=54,gain=1.33812678,cover=1945
- 53:[Ecc<6.10119486] yes=103,no=104,missing=103,gain=1.21729767,cover=666
- 103:leaf=0.00327177509,cover=0
- 104:leaf=-0.00220547034,cover=0
- 54:[PialCurv5<-0.107211173] yes=105,no=106,missing=105,gain=1.19999301,cover=1279
- 105:leaf=-0.0029832283,cover=0
- 106:leaf=0.000436040165,cover=0
- 28:[Pol<11.2407846] yes=55,no=56,missing=55,gain=3.33382225,cover=2573
- 55:[Sulc0<-0.828605771] yes=107,no=108,missing=107,gain=1.91672289,cover=185
- 107:leaf=0.000419537508,cover=0
- 108:leaf=0.0108179888,cover=0
- 56:[Sulc0<-0.828605771] yes=109,no=110,missing=109,gain=2.65743732,cover=2388
- 109:leaf=-0.00426282035,cover=0
- 110:leaf=-0.000914823089,cover=0
- 14:[Curv5<-0.179045901] yes=29,no=30,missing=29,gain=1.09290898,cover=37417
- 29:[PialCurv5<-0.0314326771] yes=57,no=58,missing=57,gain=1.21935415,cover=16292
- 57:[LGI5<2.60212255] yes=111,no=112,missing=112,gain=1.14878118,cover=16287
- 111:leaf=0.00156313123,cover=0
- 112:leaf=0.000252586993,cover=0
- 58:leaf=-0.0221401807,cover=0
- 30:[LGI5<2.58096433] yes=59,no=60,missing=59,gain=2.07513547,cover=21125
- 59:[Area5<0.639429986] yes=113,no=114,missing=113,gain=2.04080248,cover=1935
- 113:leaf=0.0274158921,cover=0
- 114:leaf=-0.00179821893,cover=0
- 60:[Sulc0<-1.24864507] yes=115,no=116,missing=116,gain=1.16993821,cover=19190
- 115:leaf=0.00764730899,cover=0
- 116:leaf=-1.10016736e-05,cover=0
-booster[1208]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=2,gain=0.109566562,cover=5124388
- 1:[LGI5<3.23945832] yes=3,no=4,missing=3,gain=0.174323276,cover=4943960
- 3:[LGI5<3.20360112] yes=7,no=8,missing=8,gain=1.4898349,cover=4159567
- 7:[LGI5<3.17022181] yes=15,no=16,missing=16,gain=1.12421966,cover=4064722
- 15:[Area5<0.727793753] yes=31,no=32,missing=31,gain=0.672656834,cover=3971318
- 31:[Pol<18.1680222] yes=63,no=64,missing=63,gain=1.54441762,cover=2968182
- 63:leaf=0.0001212024,cover=0
- 64:leaf=-1.9746707e-05,cover=0
- 32:[Sulc0<-0.319176674] yes=65,no=66,missing=65,gain=2.28198886,cover=1003136
- 65:leaf=-5.65370974e-05,cover=0
- 66:leaf=9.79922115e-05,cover=0
- 16:[Ecc<18.3223667] yes=33,no=34,missing=33,gain=1.90400934,cover=93404
- 33:[PialCurv5<0.45140323] yes=67,no=68,missing=68,gain=2.89294124,cover=47486
- 67:leaf=6.92434114e-05,cover=0
- 68:leaf=-0.00734313158,cover=0
- 34:[Area5<0.494833142] yes=69,no=70,missing=69,gain=2.71318364,cover=45918
- 69:leaf=-0.00403314596,cover=0
- 70:leaf=-0.000362214225,cover=0
- 8:[PialCurv5<-0.0395349935] yes=17,no=18,missing=17,gain=2.88131618,cover=94845
- 17:[Curv5<-0.0366821773] yes=35,no=36,missing=35,gain=3.14572906,cover=44671
- 35:[Ecc<16.5318356] yes=71,no=72,missing=72,gain=1.28653395,cover=44087
- 71:leaf=-0.000334399083,cover=0
- 72:leaf=0.000207057339,cover=0
- 36:[Sulc0<0.272107065] yes=73,no=74,missing=73,gain=2.51224947,cover=584
- 73:leaf=-0.00493667973,cover=0
- 74:leaf=0.00516881282,cover=0
- 18:[Ecc<18.8860435] yes=37,no=38,missing=37,gain=2.49855518,cover=50174
- 37:[Curv5<0.149355054] yes=75,no=76,missing=75,gain=2.83859968,cover=24449
- 75:leaf=0.00102323235,cover=0
- 76:leaf=-0.000611193944,cover=0
- 38:[Pol<156.492447] yes=77,no=78,missing=78,gain=2.4179368,cover=25725
- 77:leaf=2.02757747e-05,cover=0
- 78:leaf=0.00260511762,cover=0
- 4:[Sulc0<0.218763664] yes=9,no=10,missing=9,gain=3.38327384,cover=784393
- 9:[PialArea5<0.676429033] yes=19,no=20,missing=19,gain=5.69612217,cover=521696
- 19:[PialCurv5<-0.0542625114] yes=39,no=40,missing=40,gain=5.21081591,cover=62739
- 39:[Ecc<9.75650311] yes=79,no=80,missing=79,gain=2.74973655,cover=13980
- 79:leaf=0.00176379271,cover=0
- 80:leaf=-0.000585649861,cover=0
- 40:[LGI5<3.94193578] yes=81,no=82,missing=81,gain=4.99483299,cover=48759
- 81:leaf=0.000837507483,cover=0
- 82:leaf=-0.00192600477,cover=0
- 20:[Ecc<5.33884621] yes=41,no=42,missing=41,gain=2.27908278,cover=458957
- 41:[PialArea5<1.14602101] yes=83,no=84,missing=83,gain=2.21329284,cover=854
- 83:leaf=-0.00411931332,cover=0
- 84:leaf=0.00163563958,cover=0
- 42:[Ecc<9.50052643] yes=85,no=86,missing=86,gain=1.42904949,cover=458103
- 85:leaf=-0.000295455888,cover=0
- 86:leaf=2.13056283e-05,cover=0
- 10:[Pol<54.5053368] yes=21,no=22,missing=22,gain=4.10869217,cover=262697
- 21:[PialArea5<0.844099998] yes=43,no=44,missing=43,gain=2.98526645,cover=39742
- 43:[PialArea5<0.580179036] yes=87,no=88,missing=87,gain=3.87806106,cover=33116
- 87:leaf=0.00142852997,cover=0
- 88:leaf=-0.000116066927,cover=0
- 44:[Curv5<-0.0461937301] yes=89,no=90,missing=89,gain=4.43255949,cover=6626
- 89:leaf=0.00754254824,cover=0
- 90:leaf=0.00100103964,cover=0
- 22:[Ecc<14.0810061] yes=45,no=46,missing=46,gain=3.42126226,cover=222955
- 45:[Area5<0.72867924] yes=91,no=92,missing=91,gain=6.1999855,cover=40050
- 91:leaf=0.000604628585,cover=0
- 92:leaf=-0.000716009061,cover=0
- 46:[Sulc0<0.732260227] yes=93,no=94,missing=93,gain=3.80857372,cover=182905
- 93:leaf=-0.00047472291,cover=0
- 94:leaf=5.52240126e-05,cover=0
- 2:[Pol<34.3003769] yes=5,no=6,missing=6,gain=0.965748072,cover=180428
- 5:[Ecc<39.5502243] yes=11,no=12,missing=11,gain=0.378938794,cover=968
- 11:[Pol<27.4246235] yes=23,no=24,missing=24,gain=0.341579556,cover=298
- 23:[Curv5<0.10516572] yes=47,no=48,missing=47,gain=0.256961703,cover=176
- 47:[Ecc<34.5416374] yes=95,no=96,missing=96,gain=0.269275784,cover=27
- 95:leaf=-0.000977526768,cover=0
- 96:leaf=-0.0119623262,cover=0
- 48:[PialCurv5<0.175003663] yes=97,no=98,missing=97,gain=0.519309759,cover=149
- 97:leaf=0.00359574007,cover=0
- 98:leaf=-0.00475575356,cover=0
- 24:[LGI5<3.58443618] yes=49,no=50,missing=50,gain=0.350932956,cover=122
- 49:[PialCurv5<0.0519027263] yes=99,no=100,missing=100,gain=0.266949713,cover=112
- 99:leaf=-0.0144972345,cover=0
- 100:leaf=-0.00131627696,cover=0
- 50:[Area5<0.790145099] yes=101,no=102,missing=101,gain=0.195863277,cover=10
- 101:leaf=0.0108159101,cover=0
- 102:leaf=-0.00470653595,cover=0
- 12:[PialArea5<0.245474651] yes=25,no=26,missing=25,gain=0.761291206,cover=670
- 25:[LGI5<3.03694534] yes=51,no=52,missing=51,gain=0.59743005,cover=56
- 51:[MidArea5<0.498434067] yes=103,no=104,missing=103,gain=0.341972709,cover=20
- 103:leaf=0.0129520567,cover=0
- 104:leaf=-0.0102419471,cover=0
- 52:[Pol<17.1471634] yes=105,no=106,missing=105,gain=0.23564887,cover=36
- 105:leaf=-0.00636409828,cover=0
- 106:leaf=0.00290128333,cover=0
- 26:[MidArea5<0.803997219] yes=53,no=54,missing=53,gain=0.35408321,cover=614
- 53:[Curv5<0.0407969989] yes=107,no=108,missing=107,gain=0.305916488,cover=600
- 107:leaf=0.0122338934,cover=0
- 108:leaf=-0.00166207261,cover=0
- 54:[LGI5<3.29043651] yes=109,no=110,missing=109,gain=0.0596152246,cover=14
- 109:leaf=-6.82458267e-05,cover=0
- 110:leaf=0.00778947398,cover=0
- 6:[Pol<50.9985542] yes=13,no=14,missing=13,gain=0.972977519,cover=179460
- 13:[Ecc<44.7855835] yes=27,no=28,missing=27,gain=1.7003324,cover=2623
- 27:[PialArea5<0.718622029] yes=55,no=56,missing=56,gain=1.05985808,cover=937
- 55:[Pol<41.8258972] yes=111,no=112,missing=111,gain=1.17716813,cover=910
- 111:leaf=-0.000761573669,cover=0
- 112:leaf=0.00342842354,cover=0
- 56:[Area5<0.822840035] yes=113,no=114,missing=113,gain=1.69336772,cover=27
- 113:leaf=0.0265035331,cover=0
- 114:leaf=0.00155201834,cover=0
- 28:[Curv5<0.126145482] yes=57,no=58,missing=57,gain=1.05994201,cover=1686
- 57:[Pol<41.8258972] yes=115,no=116,missing=116,gain=0.707219362,cover=826
- 115:leaf=0.00161035766,cover=0
- 116:leaf=-0.00197789376,cover=0
- 58:[LGI5<3.37729335] yes=117,no=118,missing=118,gain=0.752118886,cover=860
- 117:leaf=0.000308511342,cover=0
- 118:leaf=0.00352788344,cover=0
- 14:[PialCurv5<0.200529471] yes=29,no=30,missing=29,gain=1.02510953,cover=176837
- 29:[LGI5<3.78836131] yes=59,no=60,missing=59,gain=1.15367377,cover=33324
- 59:[LGI5<3.00812316] yes=119,no=120,missing=120,gain=1.43118119,cover=31459
- 119:leaf=-0.000310175819,cover=0
- 120:leaf=0.000525265175,cover=0
- 60:[Area5<0.661233962] yes=121,no=122,missing=121,gain=2.96424031,cover=1865
- 121:leaf=-0.00469867839,cover=0
- 122:leaf=0.000126910614,cover=0
- 30:[Curv5<0.10516572] yes=61,no=62,missing=61,gain=1.65949595,cover=143513
- 61:[PialCurv5<0.241144046] yes=123,no=124,missing=123,gain=1.74373817,cover=4770
- 123:leaf=-0.000172416054,cover=0
- 124:leaf=-0.00212922599,cover=0
- 62:[LGI5<2.33061647] yes=125,no=126,missing=125,gain=0.887657344,cover=138743
- 125:leaf=0.00555637479,cover=0
- 126:leaf=3.22817914e-06,cover=0
-booster[1209]:
-0:[MidArea5<1.12090862] yes=1,no=2,missing=2,gain=0.10657417,cover=5124388
- 1:[PialArea5<1.48916721] yes=3,no=4,missing=3,gain=0.310058624,cover=5064338
- 3:[Ecc<1.3629595] yes=7,no=8,missing=7,gain=0.123728521,cover=5058509
- 7:[Sulc0<0.649594426] yes=15,no=16,missing=16,gain=0.763197303,cover=439404
- 15:[LGI5<2.90731096] yes=31,no=32,missing=31,gain=0.708565116,cover=439347
- 31:[LGI5<2.75749183] yes=61,no=62,missing=62,gain=0.807171226,cover=438504
- 61:leaf=-2.25293206e-05,cover=0
- 62:leaf=-0.000910215371,cover=0
- 32:[MidArea5<0.745626688] yes=63,no=64,missing=63,gain=0.852057517,cover=843
- 63:leaf=-2.90630451e-05,cover=0
- 64:leaf=0.00316117192,cover=0
- 16:[Area5<0.672473609] yes=33,no=34,missing=33,gain=0.563158691,cover=57
- 33:[Curv5<0.183586344] yes=65,no=66,missing=65,gain=0.473038077,cover=54
- 65:leaf=-0.00944844447,cover=0
- 66:leaf=0.00165499409,cover=0
- 34:leaf=0.0126592843,cover=0
- 8:[Pol<144.670364] yes=17,no=18,missing=17,gain=0.226269707,cover=4619105
- 17:[Curv5<-0.163374811] yes=35,no=36,missing=35,gain=1.07969081,cover=3680351
- 35:[PialCurv5<-0.08490628] yes=67,no=68,missing=67,gain=4.5683198,cover=814430
- 67:leaf=1.34497432e-05,cover=0
- 68:leaf=0.000461986259,cover=0
- 36:[Sulc0<-0.469276249] yes=69,no=70,missing=69,gain=4.13536501,cover=2865921
- 69:leaf=-0.000196172667,cover=0
- 70:leaf=2.26776706e-06,cover=0
- 18:[Sulc0<0.506771445] yes=37,no=38,missing=37,gain=3.0189929,cover=938754
- 37:[Area5<0.656552851] yes=71,no=72,missing=71,gain=2.76115108,cover=934188
- 71:leaf=-5.52338861e-05,cover=0
- 72:leaf=0.000116689422,cover=0
- 38:[Area5<0.625618935] yes=73,no=74,missing=74,gain=2.15251756,cover=4566
- 73:leaf=0.00291115115,cover=0
- 74:leaf=-0.0015408051,cover=0
- 4:[Area5<0.695070922] yes=9,no=10,missing=9,gain=1.79256046,cover=5829
- 9:[Pol<131.443253] yes=19,no=20,missing=19,gain=1.18859434,cover=4386
- 19:[LGI5<2.34364653] yes=39,no=40,missing=40,gain=1.40229154,cover=2995
- 39:[Ecc<3.35458159] yes=75,no=76,missing=75,gain=1.67855608,cover=819
- 75:leaf=-0.00017321654,cover=0
- 76:leaf=-0.00681121042,cover=0
- 40:[Area5<0.609410942] yes=77,no=78,missing=77,gain=1.72250175,cover=2176
- 77:leaf=0.00429103244,cover=0
- 78:leaf=0.00068644475,cover=0
- 20:[Sulc0<-0.580759466] yes=41,no=42,missing=41,gain=1.02024674,cover=1391
- 41:[Ecc<7.95697832] yes=79,no=80,missing=79,gain=1.47055709,cover=1274
- 79:leaf=-0.00104330876,cover=0
- 80:leaf=0.00679208944,cover=0
- 42:[LGI5<2.3865335] yes=81,no=82,missing=82,gain=0.464372754,cover=117
- 81:leaf=0.00444203522,cover=0
- 82:leaf=-0.00648099696,cover=0
- 10:[LGI5<2.22170687] yes=21,no=22,missing=21,gain=0.778969765,cover=1443
- 21:[Ecc<0.669936359] yes=43,no=44,missing=43,gain=1.5745753,cover=44
- 43:[Sulc0<-1.08640325] yes=83,no=84,missing=83,gain=0.531544566,cover=13
- 83:leaf=-0.00369028631,cover=0
- 84:leaf=0.0225196015,cover=0
- 44:[Ecc<1.15906882] yes=85,no=86,missing=85,gain=0.107876629,cover=31
- 85:leaf=-0.0066735181,cover=0
- 86:leaf=2.9630186e-05,cover=0
- 22:[PialCurv5<-0.0441194475] yes=45,no=46,missing=45,gain=0.668073416,cover=1399
- 45:[PialCurv5<-0.0914456472] yes=87,no=88,missing=88,gain=0.826631069,cover=1376
- 87:leaf=-0.00155477575,cover=0
- 88:leaf=-0.00443079975,cover=0
- 46:[Sulc0<-0.726142108] yes=89,no=90,missing=89,gain=0.258078486,cover=23
- 89:leaf=-0.00102823973,cover=0
- 90:leaf=0.00985219423,cover=0
- 2:[Curv5<-0.350989401] yes=5,no=6,missing=5,gain=0.394173861,cover=60050
- 5:[Sulc0<-0.911647499] yes=11,no=12,missing=12,gain=0.300779134,cover=39
- 11:[PialCurv5<-0.175695807] yes=23,no=24,missing=23,gain=0.275049299,cover=13
- 23:[PialCurv5<-0.210138425] yes=47,no=48,missing=47,gain=0.0211942866,cover=9
- 47:[Ecc<3.60812569] yes=91,no=92,missing=91,gain=0.00124596222,cover=3
- 91:leaf=-0.000842750072,cover=0
- 92:leaf=0.000773594773,cover=0
- 48:[Ecc<5.21075869] yes=93,no=94,missing=93,gain=4.32431698e-05,cover=6
- 93:leaf=0.00558397593,cover=0
- 94:leaf=0.00157558324,cover=0
- 24:leaf=-0.0106462957,cover=0
- 12:[Pol<11.2407846] yes=25,no=26,missing=25,gain=0.160007119,cover=26
- 25:[Ecc<5.4036684] yes=49,no=50,missing=49,gain=0.00194483995,cover=8
- 49:leaf=0.015683962,cover=0
- 50:leaf=0.00720091164,cover=0
- 26:[Ecc<4.73840666] yes=51,no=52,missing=51,gain=0.0637730807,cover=18
- 51:[MidArea5<1.21578133] yes=95,no=96,missing=95,gain=0.0200914294,cover=9
- 95:leaf=0.00891588069,cover=0
- 96:leaf=0.00199324708,cover=0
- 52:[Sulc0<-0.738139331] yes=97,no=98,missing=97,gain=0.0218431409,cover=9
- 97:leaf=-0.000549801218,cover=0
- 98:leaf=0.00402940018,cover=0
- 6:[Ecc<3.80337262] yes=13,no=14,missing=13,gain=0.401919603,cover=60011
- 13:[Curv5<-0.175970852] yes=27,no=28,missing=27,gain=1.16288161,cover=19701
- 27:[Sulc0<-0.655889988] yes=53,no=54,missing=53,gain=1.8255949,cover=9998
- 53:[Area5<0.846071243] yes=99,no=100,missing=100,gain=1.50215888,cover=9521
- 99:leaf=-0.000280876702,cover=0
- 100:leaf=0.00132752431,cover=0
- 54:[Curv5<-0.2435821] yes=101,no=102,missing=101,gain=0.860499263,cover=477
- 101:leaf=0.00294763083,cover=0
- 102:leaf=-0.00388034363,cover=0
- 28:[LGI5<2.36078882] yes=55,no=56,missing=56,gain=2.68121243,cover=9703
- 55:[Area5<0.797084928] yes=103,no=104,missing=104,gain=1.94306147,cover=3104
- 103:leaf=0.00103618379,cover=0
- 104:leaf=-0.00154522422,cover=0
- 56:[PialCurv5<-0.0877386853] yes=105,no=106,missing=105,gain=2.50473404,cover=6599
- 105:leaf=0.00216990989,cover=0
- 106:leaf=0.00022159463,cover=0
- 14:[LGI5<2.49595737] yes=29,no=30,missing=29,gain=1.87771928,cover=40310
- 29:[PialArea5<1.48916721] yes=57,no=58,missing=57,gain=3.03414536,cover=3947
- 57:[Sulc0<-0.769821882] yes=107,no=108,missing=108,gain=1.19219303,cover=1766
- 107:leaf=0.00235941727,cover=0
- 108:leaf=-0.000418601529,cover=0
- 58:[Sulc0<-0.763524294] yes=109,no=110,missing=109,gain=2.54982662,cover=2181
- 109:leaf=-0.00376548595,cover=0
- 110:leaf=-0.000302368513,cover=0
- 30:[Curv5<-0.179045901] yes=59,no=60,missing=59,gain=1.10027993,cover=36363
- 59:[LGI5<2.60212255] yes=111,no=112,missing=111,gain=1.25912774,cover=15782
- 111:leaf=0.00168098044,cover=0
- 112:leaf=0.000243371222,cover=0
- 60:[LGI5<2.58096433] yes=113,no=114,missing=113,gain=1.62415946,cover=20581
- 113:leaf=-0.0016180143,cover=0
- 114:leaf=-2.10189955e-05,cover=0
-booster[1210]:
-0:[Sulc0<1.25822949] yes=1,no=2,missing=2,gain=0.101145335,cover=5124388
- 1:[Curv5<0.22365725] yes=3,no=4,missing=3,gain=0.137693509,cover=5104371
- 3:[PialArea5<0.413606972] yes=7,no=8,missing=7,gain=0.219625071,cover=5026986
- 7:[Pol<173.942612] yes=15,no=16,missing=15,gain=0.849989831,cover=422473
- 15:[Ecc<0.999059319] yes=31,no=32,missing=32,gain=0.932624459,cover=416540
- 31:[LGI5<2.18291569] yes=63,no=64,missing=64,gain=1.33567536,cover=8186
- 63:leaf=-0.00318416208,cover=0
- 64:leaf=-0.000333689386,cover=0
- 32:[Pol<127.133438] yes=65,no=66,missing=66,gain=2.91360188,cover=408354
- 65:leaf=3.12298762e-05,cover=0
- 66:leaf=0.000832641323,cover=0
- 16:[Sulc0<0.167916268] yes=33,no=34,missing=34,gain=1.01078081,cover=5933
- 33:[LGI5<3.29043651] yes=67,no=68,missing=67,gain=0.818100274,cover=5301
- 67:leaf=-0.000206749537,cover=0
- 68:leaf=-0.00337687484,cover=0
- 34:[Curv5<0.177453667] yes=69,no=70,missing=69,gain=2.23981524,cover=632
- 69:leaf=-0.00711167743,cover=0
- 70:leaf=-0.000549639342,cover=0
- 8:[PialCurv5<0.426807076] yes=17,no=18,missing=18,gain=0.743626833,cover=4604513
- 17:[Curv5<0.0974604636] yes=35,no=36,missing=35,gain=0.43352145,cover=4598409
- 35:[PialCurv5<0.220156521] yes=71,no=72,missing=71,gain=0.847200751,cover=4021000
- 71:leaf=4.07639845e-06,cover=0
- 72:leaf=-0.000332030148,cover=0
- 36:[Pol<177.729218] yes=73,no=74,missing=74,gain=0.888105989,cover=577409
- 73:leaf=-4.97807814e-05,cover=0
- 74:leaf=0.000602219021,cover=0
- 18:[Curv5<0.137416571] yes=37,no=38,missing=38,gain=0.818282902,cover=6104
- 37:[Pol<3.6072247] yes=75,no=76,missing=75,gain=0.906275153,cover=481
- 75:leaf=0.0197605137,cover=0
- 76:leaf=-0.00164717308,cover=0
- 38:[PialArea5<0.662493944] yes=77,no=78,missing=78,gain=0.731165648,cover=5623
- 77:leaf=0.000666925916,cover=0
- 78:leaf=0.00706688268,cover=0
- 4:[Area5<0.453641325] yes=9,no=10,missing=10,gain=0.554100871,cover=77385
- 9:[Pol<97.9094925] yes=19,no=20,missing=20,gain=0.798077822,cover=563
- 19:[Pol<93.9093552] yes=39,no=40,missing=40,gain=0.680146098,cover=288
- 39:[Ecc<8.01039791] yes=79,no=80,missing=79,gain=0.951177478,cover=251
- 79:leaf=-0.00482452149,cover=0
- 80:leaf=0.00367577863,cover=0
- 40:[Sulc0<0.0931760818] yes=81,no=82,missing=81,gain=0.66766119,cover=37
- 81:leaf=0.0173793491,cover=0
- 82:leaf=0.00372800836,cover=0
- 20:[LGI5<3.33878016] yes=41,no=42,missing=41,gain=1.86283898,cover=275
- 41:[Pol<100.628822] yes=83,no=84,missing=83,gain=0.730549574,cover=257
- 83:leaf=-0.00794513803,cover=0
- 84:leaf=-0.000435161463,cover=0
- 42:[PialCurv5<0.493508637] yes=85,no=86,missing=85,gain=0.0606040955,cover=18
- 85:leaf=0.0186113846,cover=0
- 86:leaf=0.0101281721,cover=0
- 10:[PialCurv5<0.131570891] yes=21,no=22,missing=22,gain=0.534227967,cover=76822
- 21:[Sulc0<0.263311565] yes=43,no=44,missing=44,gain=1.29219484,cover=1366
- 43:[PialArea5<0.331288606] yes=87,no=88,missing=87,gain=0.730555177,cover=710
- 87:leaf=-0.00420641201,cover=0
- 88:leaf=0.000130931876,cover=0
- 44:[LGI5<2.66988635] yes=89,no=90,missing=90,gain=0.57726872,cover=656
- 89:leaf=0.0010117077,cover=0
- 90:leaf=0.00398004148,cover=0
- 22:[LGI5<3.17022181] yes=45,no=46,missing=45,gain=0.677305102,cover=75456
- 45:[Pol<154.27803] yes=91,no=92,missing=92,gain=0.753474116,cover=69120
- 91:leaf=-9.26850698e-05,cover=0
- 92:leaf=0.000595130259,cover=0
- 46:[PialCurv5<0.493508637] yes=93,no=94,missing=93,gain=2.07704496,cover=6336
- 93:leaf=-0.000980858807,cover=0
- 94:leaf=0.00150832674,cover=0
- 2:[LGI5<3.78836131] yes=5,no=6,missing=5,gain=0.940740347,cover=20017
- 5:[Pol<42.7478409] yes=11,no=12,missing=12,gain=1.05857205,cover=18690
- 11:[Curv5<0.245671451] yes=23,no=24,missing=23,gain=0.374573886,cover=634
- 23:[Area5<0.494833142] yes=47,no=48,missing=47,gain=0.572416902,cover=576
- 47:[PialCurv5<0.167567819] yes=95,no=96,missing=96,gain=0.265738696,cover=7
- 95:leaf=0.0033249741,cover=0
- 96:leaf=0.0230003279,cover=0
- 48:[Area5<0.596935391] yes=97,no=98,missing=97,gain=0.603512406,cover=569
- 97:leaf=-0.0091646323,cover=0
- 98:leaf=-0.00197742507,cover=0
- 24:[Pol<38.1036148] yes=49,no=50,missing=50,gain=0.386093199,cover=58
- 49:[PialCurv5<0.154069737] yes=99,no=100,missing=99,gain=0.130997762,cover=48
- 99:leaf=-0.0100677609,cover=0
- 100:leaf=0.000708795269,cover=0
- 50:[Area5<0.489361584] yes=101,no=102,missing=102,gain=0.498620659,cover=10
- 101:leaf=-0.00876902044,cover=0
- 102:leaf=0.0156955477,cover=0
- 12:[Curv5<0.164550796] yes=25,no=26,missing=25,gain=0.962395668,cover=18056
- 25:[PialCurv5<0.167567819] yes=51,no=52,missing=52,gain=1.48196304,cover=7355
- 51:[LGI5<3.58443618] yes=103,no=104,missing=103,gain=1.96276569,cover=626
- 103:leaf=-0.0030160239,cover=0
- 104:leaf=0.0039450773,cover=0
- 52:[LGI5<3.20360112] yes=105,no=106,missing=105,gain=1.24870253,cover=6729
- 105:leaf=0.0020100805,cover=0
- 106:leaf=0.000500919763,cover=0
- 26:[PialCurv5<0.0331302322] yes=53,no=54,missing=54,gain=1.00931382,cover=10701
- 53:[Ecc<38.0136108] yes=107,no=108,missing=107,gain=0.178291678,cover=15
- 107:leaf=0.0161465835,cover=0
- 108:leaf=0.00378494966,cover=0
- 54:[Pol<57.8577347] yes=109,no=110,missing=110,gain=0.552856922,cover=10686
- 109:leaf=0.002550164,cover=0
- 110:leaf=-9.71249174e-05,cover=0
- 6:[LGI5<3.84897733] yes=13,no=14,missing=13,gain=0.812356651,cover=1327
- 13:[PialCurv5<0.185672894] yes=27,no=28,missing=28,gain=0.527803063,cover=341
- 27:[Area5<0.678346932] yes=55,no=56,missing=55,gain=0.152550459,cover=11
- 55:leaf=-0.0177128986,cover=0
- 56:[Ecc<42.9490852] yes=111,no=112,missing=111,gain=0.0224827491,cover=4
- 111:leaf=-0.000138737771,cover=0
- 112:leaf=-0.00705377106,cover=0
- 28:[Ecc<46.7494621] yes=57,no=58,missing=57,gain=0.362904787,cover=330
- 57:[Curv5<0.128008828] yes=113,no=114,missing=113,gain=0.214168787,cover=284
- 113:leaf=0.000427780818,cover=0
- 114:leaf=-0.00402496522,cover=0
- 58:[Pol<63.605114] yes=115,no=116,missing=115,gain=0.438171178,cover=46
- 115:leaf=-0.0103852674,cover=0
- 116:leaf=0.00315898703,cover=0
- 14:[MidArea5<0.634960413] yes=29,no=30,missing=29,gain=0.609376729,cover=986
- 29:[PialArea5<0.494012713] yes=59,no=60,missing=59,gain=0.522104621,cover=782
- 59:[Pol<93.9093552] yes=117,no=118,missing=117,gain=0.406297207,cover=759
- 117:leaf=-0.00062280643,cover=0
- 118:leaf=-0.00326263974,cover=0
- 60:[Ecc<19.4699688] yes=119,no=120,missing=119,gain=0.214751124,cover=23
- 119:leaf=-0.0036418268,cover=0
- 120:leaf=0.00833324809,cover=0
- 30:[PialCurv5<0.113078766] yes=61,no=62,missing=61,gain=0.508624673,cover=204
- 61:[Area5<0.894858658] yes=121,no=122,missing=122,gain=0.0799872428,cover=21
- 121:leaf=0.000952295028,cover=0
- 122:leaf=-0.006648493,cover=0
- 62:[PialArea5<0.753297985] yes=123,no=124,missing=123,gain=0.276676476,cover=183
- 123:leaf=0.00335263717,cover=0
- 124:leaf=-0.00425584894,cover=0
-booster[1211]:
-0:[MidArea5<1.09619975] yes=1,no=2,missing=1,gain=0.0995434523,cover=5124388
- 1:[PialArea5<1.39628088] yes=3,no=4,missing=4,gain=0.268338978,cover=5044321
- 3:[MidArea5<1.06072605] yes=7,no=8,missing=7,gain=0.161243618,cover=5024122
- 7:[Pol<31.3444195] yes=15,no=16,missing=15,gain=0.13095589,cover=4995659
- 15:[LGI5<3.84897733] yes=31,no=32,missing=31,gain=1.34856653,cover=612199
- 31:[LGI5<3.60428405] yes=63,no=64,missing=63,gain=2.17687392,cover=607258
- 63:leaf=9.64636547e-06,cover=0
- 64:leaf=0.000528432487,cover=0
- 32:[PialCurv5<-0.0209923834] yes=65,no=66,missing=65,gain=3.13115215,cover=4941
- 65:leaf=2.38869161e-05,cover=0
- 66:leaf=-0.00272016856,cover=0
- 16:[Sulc0<-1.24864507] yes=33,no=34,missing=34,gain=0.44114241,cover=4383460
- 33:[LGI5<2.36851335] yes=67,no=68,missing=67,gain=1.96529496,cover=7455
- 67:leaf=-0.00135038607,cover=0
- 68:leaf=0.000296630518,cover=0
- 34:[PialArea5<1.02076101] yes=69,no=70,missing=70,gain=0.456677347,cover=4376005
- 69:leaf=-9.37546338e-06,cover=0
- 70:leaf=3.89833258e-05,cover=0
- 8:[Sulc0<-1.06881595] yes=17,no=18,missing=17,gain=1.01664555,cover=28463
- 17:[Ecc<2.48523927] yes=35,no=36,missing=36,gain=0.938879132,cover=1403
- 35:[Area5<0.776627541] yes=71,no=72,missing=71,gain=0.565414906,cover=261
- 71:leaf=0.00153423776,cover=0
- 72:leaf=-0.00318774697,cover=0
- 36:[LGI5<2.76843596] yes=73,no=74,missing=73,gain=0.986621022,cover=1142
- 73:leaf=0.00360638322,cover=0
- 74:leaf=0.000661964528,cover=0
- 18:[Curv5<-0.130991504] yes=37,no=38,missing=37,gain=1.22164762,cover=27060
- 37:[Pol<173.32489] yes=75,no=76,missing=75,gain=1.14667726,cover=18347
- 75:leaf=-7.14063572e-05,cover=0
- 76:leaf=-0.00160598324,cover=0
- 38:[LGI5<3.34776258] yes=77,no=78,missing=78,gain=1.30873144,cover=8713
- 77:leaf=0.000739696203,cover=0
- 78:leaf=-0.00132239144,cover=0
- 4:[PialCurv5<-0.0839454681] yes=9,no=10,missing=10,gain=1.67724872,cover=20199
- 9:[Area5<0.739104271] yes=19,no=20,missing=19,gain=1.52737236,cover=17343
- 19:[Ecc<7.49602938] yes=39,no=40,missing=39,gain=1.08105779,cover=14931
- 39:[Pol<128.951508] yes=79,no=80,missing=79,gain=1.93360615,cover=13892
- 79:leaf=0.000425940292,cover=0
- 80:leaf=-0.000915260054,cover=0
- 40:[LGI5<2.86927843] yes=81,no=82,missing=81,gain=3.678478,cover=1039
- 81:leaf=0.00519782724,cover=0
- 82:leaf=-0.00081458682,cover=0
- 20:[Sulc0<-0.498973608] yes=41,no=42,missing=41,gain=1.03524923,cover=2412
- 41:[Pol<36.2100182] yes=83,no=84,missing=83,gain=1.73352814,cover=2177
- 83:leaf=-0.00205975492,cover=0
- 84:leaf=0.000785477168,cover=0
- 42:[Curv5<-0.141545609] yes=85,no=86,missing=86,gain=0.641772866,cover=235
- 85:leaf=-0.0028541605,cover=0
- 86:leaf=-0.00905296579,cover=0
- 10:[Pol<26.4235344] yes=21,no=22,missing=21,gain=1.09040487,cover=2856
- 21:[Ecc<4.27275372] yes=43,no=44,missing=43,gain=0.826297045,cover=552
- 43:[LGI5<2.23211861] yes=87,no=88,missing=88,gain=0.876847029,cover=458
- 87:leaf=0.0053879912,cover=0
- 88:leaf=-0.00466792472,cover=0
- 44:[Pol<22.2436924] yes=89,no=90,missing=89,gain=0.758901834,cover=94
- 89:leaf=0.00255186297,cover=0
- 90:leaf=-0.0114085246,cover=0
- 22:[Pol<84.1277542] yes=45,no=46,missing=45,gain=1.67329752,cover=2304
- 45:[Pol<56.1920547] yes=91,no=92,missing=91,gain=2.88054633,cover=1330
- 91:leaf=-0.00137899863,cover=0
- 92:leaf=0.00349640823,cover=0
- 46:[Area5<0.763170242] yes=93,no=94,missing=93,gain=1.20223403,cover=974
- 93:leaf=-0.00284684496,cover=0
- 94:leaf=0.0044659148,cover=0
- 2:[LGI5<2.16230083] yes=5,no=6,missing=5,gain=0.462022752,cover=80067
- 5:[Area5<0.761842728] yes=11,no=12,missing=11,gain=0.439700872,cover=351
- 11:[Curv5<-0.207981065] yes=23,no=24,missing=24,gain=0.312447667,cover=164
- 23:[PialArea5<1.48916721] yes=47,no=48,missing=47,gain=0.111132011,cover=61
- 47:[Ecc<4.07113361] yes=95,no=96,missing=95,gain=0.04765971,cover=7
- 95:leaf=0.00789850112,cover=0
- 96:leaf=-0.00209682598,cover=0
- 48:[PialCurv5<-0.10074953] yes=97,no=98,missing=97,gain=0.0600310601,cover=54
- 97:leaf=0.00101494393,cover=0
- 98:leaf=-0.00276574166,cover=0
- 24:[Ecc<3.8768425] yes=49,no=50,missing=49,gain=0.215630412,cover=103
- 49:[PialCurv5<-0.0982506946] yes=99,no=100,missing=99,gain=0.131721258,cover=95
- 99:leaf=0.0079313824,cover=0
- 100:leaf=0.00404733606,cover=0
- 50:[Ecc<4.20590305] yes=101,no=102,missing=101,gain=0.0271503348,cover=8
- 101:leaf=-0.00739388494,cover=0
- 102:leaf=-0.000668039953,cover=0
- 12:[PialArea5<1.48916721] yes=25,no=26,missing=25,gain=0.330339581,cover=187
- 25:[Curv5<0.0146088367] yes=51,no=52,missing=52,gain=0.135880783,cover=108
- 51:[Pol<39.0368156] yes=103,no=104,missing=103,gain=0.206408799,cover=76
- 103:leaf=0.00406141626,cover=0
- 104:leaf=-0.00122884172,cover=0
- 52:[PialCurv5<0.000298873958] yes=105,no=106,missing=105,gain=0.00875809789,cover=32
- 105:leaf=0.00326876878,cover=0
- 106:leaf=0.00553610874,cover=0
- 26:[Sulc0<-0.82173413] yes=53,no=54,missing=53,gain=0.268860787,cover=79
- 53:[Curv5<-0.214297205] yes=107,no=108,missing=107,gain=0.199438393,cover=63
- 107:leaf=2.37107288e-05,cover=0
- 108:leaf=-0.00579238823,cover=0
- 54:[MidArea5<1.21578133] yes=109,no=110,missing=109,gain=0.162464947,cover=16
- 109:leaf=0.00802288949,cover=0
- 110:leaf=-0.00160424714,cover=0
- 6:[Curv5<-0.350989401] yes=13,no=14,missing=14,gain=0.447177649,cover=79716
- 13:[Pol<40.9012032] yes=27,no=28,missing=27,gain=0.24791944,cover=57
- 27:[LGI5<2.69470191] yes=55,no=56,missing=55,gain=0.194787145,cover=54
- 55:[Area5<0.765896857] yes=111,no=112,missing=111,gain=0.241557837,cover=33
- 111:leaf=0.00443531107,cover=0
- 112:leaf=0.0137886303,cover=0
- 56:[Sulc0<-0.788856506] yes=113,no=114,missing=113,gain=0.296532989,cover=21
- 113:leaf=-0.00322962529,cover=0
- 114:leaf=0.00841765665,cover=0
- 28:[Ecc<7.24576569] yes=57,no=58,missing=57,gain=0.00606230646,cover=3
- 57:leaf=-0.00920474529,cover=0
- 58:leaf=-0.00188039243,cover=0
- 14:[PialCurv5<-0.181738108] yes=29,no=30,missing=30,gain=0.509745061,cover=79659
- 29:[Area5<0.839165807] yes=59,no=60,missing=59,gain=0.642743587,cover=420
- 59:[Curv5<-0.22713457] yes=115,no=116,missing=116,gain=0.499437094,cover=159
- 115:leaf=-0.00279096677,cover=0
- 116:leaf=-0.00990275573,cover=0
- 60:[LGI5<2.91278505] yes=117,no=118,missing=117,gain=0.961037457,cover=261
- 117:leaf=0.00271639484,cover=0
- 118:leaf=-0.00333598047,cover=0
- 30:[LGI5<2.61550069] yes=61,no=62,missing=61,gain=0.426049292,cover=79239
- 61:[Ecc<6.10119486] yes=119,no=120,missing=119,gain=1.32922697,cover=33232
- 119:leaf=3.01418368e-05,cover=0
- 120:leaf=-0.000966396125,cover=0
- 62:[LGI5<2.80803919] yes=121,no=122,missing=121,gain=0.979659677,cover=46007
- 121:leaf=0.00047448618,cover=0
- 122:leaf=-1.31227016e-05,cover=0
-booster[1212]:
-0:[PialArea5<0.516320646] yes=1,no=2,missing=2,gain=0.104571797,cover=5124388
- 1:[Pol<85.4004211] yes=3,no=4,missing=4,gain=1.09097648,cover=969275
- 3:[Ecc<12.5441074] yes=7,no=8,missing=7,gain=3.00317001,cover=182410
- 7:[Ecc<2.31110334] yes=15,no=16,missing=15,gain=3.59651804,cover=67781
- 15:[LGI5<2.57263851] yes=31,no=32,missing=32,gain=1.66734397,cover=9980
- 31:[LGI5<2.48603988] yes=63,no=64,missing=64,gain=3.95450902,cover=9210
- 63:leaf=-0.000769470586,cover=0
- 64:leaf=0.00198845286,cover=0
- 32:[PialCurv5<0.0666604191] yes=65,no=66,missing=66,gain=4.8438282,cover=770
- 65:leaf=0.00555570982,cover=0
- 66:leaf=-0.00461484259,cover=0
- 16:[Ecc<3.8768425] yes=33,no=34,missing=33,gain=3.72055006,cover=57801
- 33:[Pol<82.2009888] yes=67,no=68,missing=67,gain=1.65654039,cover=2976
- 67:leaf=0.0031195397,cover=0
- 68:leaf=0.000639326696,cover=0
- 34:[Ecc<5.66086149] yes=69,no=70,missing=70,gain=4.81497574,cover=54825
- 69:leaf=-0.00112837285,cover=0
- 70:leaf=0.000586043112,cover=0
- 8:[PialCurv5<0.0128733069] yes=17,no=18,missing=17,gain=2.71481967,cover=114629
- 17:[Pol<73.3354874] yes=35,no=36,missing=35,gain=1.55605745,cover=5377
- 35:[Area5<0.706906915] yes=71,no=72,missing=72,gain=1.88249302,cover=3497
- 71:leaf=-0.000221168346,cover=0
- 72:leaf=-0.00526473811,cover=0
- 36:[LGI5<2.69973111] yes=73,no=74,missing=74,gain=3.32083631,cover=1880
- 73:leaf=-0.0169217885,cover=0
- 74:leaf=-0.00198462862,cover=0
- 18:[LGI5<3.60428405] yes=37,no=38,missing=38,gain=2.24341464,cover=109252
- 37:[LGI5<3.33014965] yes=75,no=76,missing=75,gain=2.17019963,cover=97930
- 75:leaf=7.92372812e-05,cover=0
- 76:leaf=-0.000469603954,cover=0
- 38:[Curv5<0.131767005] yes=77,no=78,missing=77,gain=3.649055,cover=11322
- 77:leaf=0.00167847879,cover=0
- 78:leaf=-0.000125173407,cover=0
- 4:[Sulc0<-0.788856506] yes=9,no=10,missing=10,gain=2.28345799,cover=786865
- 9:[Curv5<-0.198884338] yes=19,no=20,missing=19,gain=1.31637406,cover=528
- 19:[PialArea5<0.370812863] yes=39,no=40,missing=40,gain=0.39884454,cover=166
- 39:[Pol<89.1530609] yes=79,no=80,missing=80,gain=0.5080899,cover=29
- 79:leaf=0.0214368906,cover=0
- 80:leaf=0.00217443216,cover=0
- 40:[Pol<100.090813] yes=81,no=82,missing=81,gain=0.141261861,cover=137
- 81:leaf=-0.00581954187,cover=0
- 82:leaf=-0.000938188226,cover=0
- 20:[Curv5<-0.00633975025] yes=41,no=42,missing=41,gain=1.48585916,cover=362
- 41:[LGI5<2.31192279] yes=83,no=84,missing=83,gain=1.86686754,cover=268
- 83:leaf=0.00174738688,cover=0
- 84:leaf=0.0102636153,cover=0
- 42:[Pol<121.397697] yes=85,no=86,missing=85,gain=0.581726134,cover=94
- 85:leaf=0.00714544533,cover=0
- 86:leaf=-0.00243912498,cover=0
- 10:[PialCurv5<-0.122305259] yes=21,no=22,missing=21,gain=1.68805826,cover=786337
- 21:[Area5<0.483568966] yes=43,no=44,missing=43,gain=2.39135408,cover=2634
- 43:[Curv5<-0.319950402] yes=87,no=88,missing=87,gain=1.28480446,cover=1400
- 87:leaf=0.000787287659,cover=0
- 88:leaf=-0.00257230061,cover=0
- 44:[LGI5<2.52671862] yes=89,no=90,missing=89,gain=1.41509485,cover=1234
- 89:leaf=-0.000798102759,cover=0
- 90:leaf=0.00363786682,cover=0
- 22:[PialCurv5<0.0720715299] yes=45,no=46,missing=45,gain=1.67977738,cover=783703
- 45:[LGI5<2.22170687] yes=91,no=92,missing=92,gain=6.08834219,cover=53641
- 91:leaf=0.00215499965,cover=0
- 92:leaf=-0.000403432787,cover=0
- 46:[Ecc<0.513775289] yes=93,no=94,missing=94,gain=1.79753602,cover=730062
- 93:leaf=0.000713661721,cover=0
- 94:leaf=-6.01920146e-06,cover=0
- 2:[PialCurv5<0.336333007] yes=5,no=6,missing=5,gain=0.479343414,cover=4155113
- 5:[Curv5<0.177453667] yes=11,no=12,missing=11,gain=1.20846093,cover=4143531
- 11:[Curv5<0.133649558] yes=23,no=24,missing=24,gain=1.39590812,cover=4132905
- 23:[PialCurv5<0.291493237] yes=47,no=48,missing=47,gain=1.31640899,cover=4066242
- 47:[MidArea5<0.592231214] yes=95,no=96,missing=95,gain=0.558488071,cover=4060080
- 95:leaf=-8.96811543e-05,cover=0
- 96:leaf=8.71900681e-07,cover=0
- 48:[LGI5<2.88525915] yes=97,no=98,missing=98,gain=1.35759747,cover=6162
- 97:leaf=0.000159910283,cover=0
- 98:leaf=0.00169733015,cover=0
- 24:[PialCurv5<-0.0330938511] yes=49,no=50,missing=50,gain=2.16373348,cover=66663
- 49:[Pol<157.965515] yes=99,no=100,missing=99,gain=3.45857453,cover=65
- 99:leaf=0.000434875779,cover=0
- 100:leaf=0.0244663302,cover=0
- 50:[Area5<0.559839368] yes=101,no=102,missing=102,gain=1.54984939,cover=66598
- 101:leaf=0.00451241015,cover=0
- 102:leaf=-0.000253855658,cover=0
- 12:[PialCurv5<0.171042696] yes=25,no=26,missing=25,gain=2.05399919,cover=10626
- 25:[Ecc<8.06448936] yes=51,no=52,missing=51,gain=1.52501512,cover=2482
- 51:[PialCurv5<0.0771882981] yes=103,no=104,missing=103,gain=0.582383633,cover=1904
- 103:leaf=-0.000932651397,cover=0
- 104:leaf=0.00147814793,cover=0
- 52:[Ecc<9.27846909] yes=105,no=106,missing=105,gain=1.02995038,cover=578
- 105:leaf=0.0077396594,cover=0
- 106:leaf=0.00282405387,cover=0
- 26:[Area5<0.682363749] yes=53,no=54,missing=53,gain=1.33769953,cover=8144
- 53:[Sulc0<0.281104684] yes=107,no=108,missing=107,gain=1.42187464,cover=3085
- 107:leaf=0.000527462864,cover=0
- 108:leaf=0.00360026467,cover=0
- 54:[Sulc0<0.703387856] yes=109,no=110,missing=109,gain=0.847562194,cover=5059
- 109:leaf=-0.00052966096,cover=0
- 110:leaf=0.00205516047,cover=0
- 6:[Curv5<0.157731384] yes=13,no=14,missing=13,gain=1.43803382,cover=11582
- 13:[Ecc<2.19188094] yes=27,no=28,missing=28,gain=1.90429664,cover=5027
- 27:[Area5<0.721707046] yes=55,no=56,missing=56,gain=0.624289274,cover=367
- 55:[Ecc<1.15906882] yes=111,no=112,missing=111,gain=0.658067763,cover=229
- 111:leaf=-0.00392504642,cover=0
- 112:leaf=0.00145623263,cover=0
- 56:[Sulc0<-0.43309778] yes=113,no=114,missing=114,gain=0.609505773,cover=138
- 113:leaf=0.0121737588,cover=0
- 114:leaf=-0.00575690856,cover=0
- 28:[Ecc<22.4429302] yes=57,no=58,missing=57,gain=0.780166626,cover=4660
- 57:[Sulc0<0.636906147] yes=115,no=116,missing=116,gain=1.19319439,cover=3908
- 115:leaf=0.00114614249,cover=0
- 116:leaf=0.00360624609,cover=0
- 58:[LGI5<3.31338549] yes=117,no=118,missing=117,gain=0.728670359,cover=752
- 117:leaf=-0.00146909198,cover=0
- 118:leaf=0.00173009268,cover=0
- 14:[LGI5<2.23211861] yes=29,no=30,missing=29,gain=1.39071548,cover=6555
- 29:[Pol<127.133438] yes=59,no=60,missing=59,gain=0.416760564,cover=221
- 59:[Sulc0<0.013685069] yes=119,no=120,missing=119,gain=0.299064577,cover=175
- 119:leaf=0.00404243218,cover=0
- 120:leaf=-0.000318531616,cover=0
- 60:[Ecc<3.8768425] yes=121,no=122,missing=121,gain=0.670529485,cover=46
- 121:leaf=0.00266352319,cover=0
- 122:leaf=0.0148676485,cover=0
- 30:[Sulc0<0.263311565] yes=61,no=62,missing=62,gain=1.0539391,cover=6334
- 61:[LGI5<2.97899532] yes=123,no=124,missing=123,gain=0.72931385,cover=2967
- 123:leaf=-0.00129196013,cover=0
- 124:leaf=0.00106233871,cover=0
- 62:[PialCurv5<0.45140323] yes=125,no=126,missing=126,gain=1.19559038,cover=3367
- 125:leaf=7.44590288e-05,cover=0
- 126:leaf=0.00425199093,cover=0
-booster[1213]:
-0:[Sulc0<0.915739596] yes=1,no=2,missing=1,gain=0.0996033773,cover=5124388
- 1:[LGI5<3.23945832] yes=3,no=4,missing=4,gain=0.167137399,cover=4943960
- 3:[LGI5<3.20360112] yes=7,no=8,missing=8,gain=1.33401072,cover=4159567
- 7:[LGI5<3.17022181] yes=15,no=16,missing=15,gain=1.02342737,cover=4064722
- 15:[Area5<0.727793753] yes=31,no=32,missing=31,gain=0.58457768,cover=3971318
- 31:[Pol<18.1680222] yes=63,no=64,missing=63,gain=1.36797523,cover=2968182
- 63:leaf=0.00011434553,cover=0
- 64:leaf=-1.8308072e-05,cover=0
- 32:[Sulc0<-0.319176674] yes=65,no=66,missing=65,gain=2.09625435,cover=1003136
- 65:leaf=-5.49823817e-05,cover=0
- 66:leaf=9.31247778e-05,cover=0
- 16:[Ecc<18.3223667] yes=33,no=34,missing=34,gain=1.71940339,cover=93404
- 33:[PialCurv5<0.45140323] yes=67,no=68,missing=68,gain=2.61407375,cover=47486
- 67:leaf=6.52845338e-05,cover=0
- 68:leaf=-0.00698077772,cover=0
- 34:[Area5<0.494833142] yes=69,no=70,missing=69,gain=2.44075561,cover=45918
- 69:leaf=-0.00382656464,cover=0
- 70:leaf=-0.000344803644,cover=0
- 8:[PialCurv5<-0.0395349935] yes=17,no=18,missing=17,gain=2.61215639,cover=94845
- 17:[Curv5<-0.0366821773] yes=35,no=36,missing=35,gain=2.8383255,cover=44671
- 35:[Sulc0<0.0770083591] yes=71,no=72,missing=72,gain=1.20931661,cover=44087
- 71:leaf=-0.000107447289,cover=0
- 72:leaf=0.00103915145,cover=0
- 36:[Sulc0<0.272107065] yes=73,no=74,missing=73,gain=2.27659273,cover=584
- 73:leaf=-0.0046930057,cover=0
- 74:leaf=0.00492681703,cover=0
- 18:[Ecc<18.8860435] yes=37,no=38,missing=38,gain=2.25326872,cover=50174
- 37:[Curv5<0.149355054] yes=75,no=76,missing=75,gain=2.56471109,cover=24449
- 75:leaf=0.000971993839,cover=0
- 76:leaf=-0.000581582019,cover=0
- 38:[Pol<156.492447] yes=77,no=78,missing=78,gain=2.17859054,cover=25725
- 77:leaf=1.94003715e-05,cover=0
- 78:leaf=0.00247297529,cover=0
- 4:[Sulc0<0.218763664] yes=9,no=10,missing=10,gain=2.98054624,cover=784393
- 9:[PialArea5<0.676429033] yes=19,no=20,missing=19,gain=5.19253302,cover=521696
- 19:[PialCurv5<-0.0542625114] yes=39,no=40,missing=39,gain=4.71574926,cover=62739
- 39:[Ecc<9.75650311] yes=79,no=80,missing=79,gain=2.47976947,cover=13980
- 79:leaf=0.00167439063,cover=0
- 80:leaf=-0.00055673992,cover=0
- 40:[LGI5<3.94193578] yes=81,no=82,missing=81,gain=4.47766113,cover=48759
- 81:leaf=0.000796306122,cover=0
- 82:leaf=-0.00182022934,cover=0
- 20:[Ecc<5.08081961] yes=41,no=42,missing=41,gain=2.07060194,cover=458957
- 41:[PialCurv5<-0.0965851992] yes=83,no=84,missing=84,gain=1.73358989,cover=569
- 83:leaf=-0.000610050221,cover=0
- 84:leaf=-0.00617673947,cover=0
- 42:[Ecc<9.50052643] yes=85,no=86,missing=85,gain=1.35014558,cover=458388
- 85:leaf=-0.000288538897,cover=0
- 86:leaf=1.8327597e-05,cover=0
- 10:[Pol<54.5053368] yes=21,no=22,missing=22,gain=3.68846583,cover=262697
- 21:[PialArea5<0.844099998] yes=43,no=44,missing=43,gain=2.70376945,cover=39742
- 43:[PialArea5<0.580179036] yes=87,no=88,missing=87,gain=3.48455262,cover=33116
- 87:leaf=0.00135386514,cover=0
- 88:leaf=-0.000110270572,cover=0
- 44:[Curv5<-0.0598238073] yes=89,no=90,missing=90,gain=4.02472973,cover=6626
- 89:leaf=0.00851810444,cover=0
- 90:leaf=0.000997998286,cover=0
- 22:[Area5<0.924216449] yes=45,no=46,missing=45,gain=3.42581701,cover=222955
- 45:[Ecc<14.0810061] yes=91,no=92,missing=92,gain=3.22043133,cover=221514
- 91:leaf=0.000152023727,cover=0
- 92:leaf=-0.000344108586,cover=0
- 46:[PialCurv5<-0.0173297711] yes=93,no=94,missing=94,gain=1.74404693,cover=1441
- 93:leaf=-0.00503810821,cover=0
- 94:leaf=0.0026072904,cover=0
- 2:[Pol<100.090813] yes=5,no=6,missing=5,gain=0.903439462,cover=180428
- 5:[Ecc<21.3640327] yes=11,no=12,missing=11,gain=1.56836891,cover=125540
- 11:[MidArea5<0.592231214] yes=23,no=24,missing=24,gain=2.06535673,cover=37434
- 23:[LGI5<3.15728688] yes=47,no=48,missing=47,gain=1.01103222,cover=32251
- 47:[PialCurv5<0.0932018384] yes=95,no=96,missing=96,gain=1.66229165,cover=22173
- 95:leaf=0.00547971763,cover=0
- 96:leaf=-5.34623587e-06,cover=0
- 48:[Ecc<9.75650311] yes=97,no=98,missing=97,gain=1.76787472,cover=10078
- 97:leaf=-0.00315704499,cover=0
- 98:leaf=-0.000405051367,cover=0
- 24:[MidArea5<0.713920057] yes=49,no=50,missing=50,gain=1.17253518,cover=5183
- 49:[Ecc<15.121048] yes=99,no=100,missing=99,gain=1.35064268,cover=4734
- 99:leaf=-0.00160215539,cover=0
- 100:leaf=0.000186949925,cover=0
- 50:[PialCurv5<0.250690639] yes=101,no=102,missing=101,gain=1.22574067,cover=449
- 101:leaf=-0.00697775884,cover=0
- 102:leaf=-0.00160540442,cover=0
- 12:[LGI5<3.62495422] yes=25,no=26,missing=25,gain=1.24619198,cover=88106
- 25:[LGI5<3.4634192] yes=51,no=52,missing=52,gain=1.51277339,cover=77110
- 51:[PialCurv5<0.122354448] yes=103,no=104,missing=104,gain=1.82962143,cover=64486
- 103:leaf=0.0013526543,cover=0
- 104:leaf=4.78479451e-05,cover=0
- 52:[PialCurv5<0.113078766] yes=105,no=106,missing=105,gain=2.85234308,cover=12624
- 105:leaf=-0.00395962689,cover=0
- 106:leaf=-0.000330818584,cover=0
- 26:[Curv5<0.0431617796] yes=53,no=54,missing=53,gain=2.60308361,cover=10996
- 53:[LGI5<3.84897733] yes=107,no=108,missing=108,gain=2.1488359,cover=113
- 107:leaf=-0.000554143975,cover=0
- 108:leaf=0.0135346344,cover=0
- 54:[PialCurv5<0.0824522972] yes=109,no=110,missing=109,gain=2.77519321,cover=10883
- 109:leaf=-0.00635041902,cover=0
- 110:leaf=0.000589912874,cover=0
- 6:[Sulc0<1.16950965] yes=13,no=14,missing=13,gain=2.03312945,cover=54888
- 13:[PialCurv5<0.0720715299] yes=27,no=28,missing=27,gain=1.5340066,cover=48624
- 27:[Area5<0.677535415] yes=55,no=56,missing=55,gain=1.5181011,cover=542
- 55:[LGI5<3.11839271] yes=111,no=112,missing=112,gain=0.732572436,cover=207
- 111:leaf=0.00516582374,cover=0
- 112:leaf=-0.00197939365,cover=0
- 56:[Sulc0<0.966456771] yes=113,no=114,missing=113,gain=0.802313805,cover=335
- 113:leaf=0.00206981064,cover=0
- 114:leaf=0.00706219301,cover=0
- 28:[Area5<0.669105887] yes=57,no=58,missing=57,gain=1.45595169,cover=48082
- 57:[LGI5<3.84897733] yes=115,no=116,missing=116,gain=2.00217772,cover=11703
- 115:leaf=0.000656797143,cover=0
- 116:leaf=0.00454536732,cover=0
- 58:[Pol<118.712891] yes=117,no=118,missing=117,gain=1.61020947,cover=36379
- 117:leaf=0.000254282117,cover=0
- 118:leaf=-0.000754254637,cover=0
- 14:[LGI5<3.58443618] yes=29,no=30,missing=29,gain=1.43576777,cover=6264
- 29:[LGI5<3.50441384] yes=59,no=60,missing=59,gain=1.24853086,cover=4893
- 59:[Area5<0.557224929] yes=119,no=120,missing=119,gain=1.13385093,cover=4323
- 119:leaf=-0.00891079195,cover=0
- 120:leaf=-0.000452995271,cover=0
- 60:[PialArea5<0.292306483] yes=121,no=122,missing=121,gain=0.528999686,cover=570
- 121:leaf=0.00507357949,cover=0
- 122:leaf=0.00120986695,cover=0
- 30:[PialArea5<0.331288606] yes=61,no=62,missing=61,gain=0.759539604,cover=1371
- 61:[LGI5<3.78836131] yes=123,no=124,missing=124,gain=0.62058568,cover=225
- 123:leaf=0.00191579689,cover=0
- 124:leaf=-0.00453696866,cover=0
- 62:[Pol<130.822815] yes=125,no=126,missing=125,gain=0.656781912,cover=1146
- 125:leaf=-0.00272823474,cover=0
- 126:leaf=0.00782479998,cover=0
diff --git a/model-py/create-GBDT-model.py b/model-py/create-GBDT-model.py
index bdc8efa244c5a18278ad73880c2e5a37641ee9bf..4ff4c6be15e17918f405d96c1fa59a589dcb10b3 100644
--- a/model-py/create-GBDT-model.py
+++ b/model-py/create-GBDT-model.py
@@ -1,11 +1,12 @@
-# This function performs cross-validation on an xgboost regression tree to determine MAE error. This is used to pick the optimal hyperparameters for the GBDT. This function takes in 5 inputs via the command line:
+# This function creates the GBDT model object based on the passed in hyperparameters. This function should be run after crossvalidation has been completed to create the object since the output file will be on the GB scale.
+# This function takes in 6 inputs via the command line:
# input 1: eta - learning rate, value from 0 to 1
# input 2: max_depth - maximum depth of each tree in the model
# input 3: nboost - total number of trees to make
# input 4: sm - smoothing kernel to use for the model
# input 5: area - brain area to do this on (BA45, dACC, V1-withRet, or V1-noRet currently)
-# This version of the script is meant to run on data from 5 mm smoothed data from V1, including the retinotopy features. It prints out a csv with the following fields:
- # eta, depth, nboost, index where minimum test MAE was found, train MAE at the index, test MAE at the index.
+ # input 6: data file - path to the data to be read in
+# This version creates the GBDT model output using joblib library.
import pandas as pd
@@ -20,12 +21,10 @@ max_depth_val = int(sys.argv[2])
nboost_val = int(sys.argv[3])
sm = str(sys.argv[4])
area = str(sys.argv[5])
+data_file = str(sys.argv[6])
# Read in the data file
-if 'V1' in area:
- df = pd.read_csv("/data/user/mdefende/Projects/ctmodel-ml/data/V1_Thick_cleaned.csv")
-else:
- df = pd.read_csv('/data/user/mdefende/Projects/ctmodel-ml/data/' + area + '_Thick_cleaned.csv')
+df = pd.read_csv(data_file)
# Grab all variables besides Thick and Sulc that contain the smoothing kernel
@@ -67,7 +66,7 @@ watchlist = [(dfull,'train')]
# Train model
ml = xgb.train(param,dfull,num_round,watchlist,early_stopping_rounds=10)
-# Save the model out. Save total model with joblib, write to a text file with built-int dump_model method
-file_name = area + '_eta' + str(eta_val) + '_depth' + str(max_depth_val) + '_nboost' + str(nboost_val) + '_' + 'sm' + sm
-joblib.dump(ml, filename = '/data/user/mdefende/Projects/ctmodel-ml/model-py/models/model-out/' + file_name + '.model')
-ml.dump_model(fout='/data/user/mdefende/Projects/ctmodel-ml/model-py/models/model-out/' + file_name + '_model_dump.txt',with_stats=True)
+# Save the model out. Save total model with joblib
+file_name = area + '_eta' + str(eta_val) + '_depth' + str(max_depth_val) + '_nboost' + str(nboost_val) + '_sm' + sm
+joblib.dump(ml, filename = '/data/user/mdefende/Projects/ctmodel-ml/Results/HCP1200/model-out/' + file_name + '.model')
+#ml.dump_model(fout='/data/user/mdefende/Projects/ctmodel-ml/model-py/models/model-out/' + file_name + '_model_dump.txt',with_stats=True)
diff --git a/model-py/create_GBDT_cv_jobs.m b/model-py/create_GBDT_cv_jobs.m
index 7f1fb4dd2ebf14c9c7e9485b38b9ff7cb5111615..ae32b5519410ea388efa0ae88a97b9138b8c3c72 100644
--- a/model-py/create_GBDT_cv_jobs.m
+++ b/model-py/create_GBDT_cv_jobs.m
@@ -1,3 +1,4 @@
+datafile = '/data/user/mdefende/Projects/ctmodel-ml/data/HCP1200-V1.csv';
area = 'V1-withRet';
eta = [0.01,0.05,0.1:0.1:0.5];
max_depth = 3:10;
@@ -5,14 +6,18 @@ nboost = 1000:1000:15000;
sm = 5;
A = combvec(eta,max_depth,nboost,sm)';
-jobdir = ['/data/user/mdefende/Projects/ctmodel-ml/model-py/cv-jobs/' area];
+jobdir = ['/data/user/mdefende/Projects/ctmodel-ml/model-py/Results/HCP1200/cv-jobs/' area];
+if ~exist(jobdir,'dir')
+ mkdir(jobdir)
+end
+
for ii = 1:size(A,1)
jobname = [area '_eta' num2str(A(ii,1)) '_depth' num2str(A(ii,2)) '_nboost' num2str(A(ii,3)) '_sm' num2str(A(ii,4)) '.sh'];
- write_cv_script(jobname,jobdir,area,A(ii,1),A(ii,2),A(ii,3),A(ii,4),0)
+ write_cv_script(jobname,jobdir,area,A(ii,1),A(ii,2),A(ii,3),A(ii,4),0,datafile)
- if ~exist(['/data/user/mdefende/Projects/ctmodel-ml/model-py/cv-out/' area '/' jobname(1:end-3) '.csv'],'file')
- %system(['sbatch ' fullfile(jobdir,jobname)]);
- disp(jobname)
+ if ~exist(['/data/user/mdefende/Projects/ctmodel-ml/model-py/Results/HCP1200/cv-out/' area '/' jobname(1:end-3) '.csv'],'file')
+ system(['sbatch ' fullfile(jobdir,jobname)]);
+ %disp(jobname)
end
end
\ No newline at end of file
diff --git a/model-py/create_GBDT_cv_jobs.m~ b/model-py/create_GBDT_cv_jobs.m~
new file mode 100644
index 0000000000000000000000000000000000000000..e25651db52a3149d838b330dafd5c702aaaa9424
--- /dev/null
+++ b/model-py/create_GBDT_cv_jobs.m~
@@ -0,0 +1,19 @@
+datafile = '/data/user/mdefende/Projects/ctmodel-ml/data/HCP1200-V1.csv';
+area = 'V1-withRet';
+eta = [0.01,0.05,0.1:0.1:0.5];
+max_depth = 3:10;
+nboost = 1000:1000:15000;
+sm = 5;
+
+A = combvec(eta,max_depth,nboost,sm)';
+jobdir = ['/data/user/mdefende/Projects/ctmodel-ml/model-py/Rcv-jobs/' area];
+for ii = 1:size(A,1)
+ jobname = [area '_eta' num2str(A(ii,1)) '_depth' num2str(A(ii,2)) '_nboost' num2str(A(ii,3)) '_sm' num2str(A(ii,4)) '.sh'];
+
+ write_cv_script(jobname,jobdir,area,A(ii,1),A(ii,2),A(ii,3),A(ii,4),0,datafile)
+
+ if ~exist(['/data/user/mdefende/Projects/ctmodel-ml/model-py/cv-out/' area '/' jobname(1:end-3) '.csv'],'file')
+ %system(['sbatch ' fullfile(jobdir,jobname)]);
+ disp(jobname)
+ end
+end
\ No newline at end of file
diff --git a/model-py/model-indiv-cv.py b/model-py/gbdt-cv.py
similarity index 84%
rename from model-py/model-indiv-cv.py
rename to model-py/gbdt-cv.py
index ac90c2426496acc04e65f80e0f3357f6e3fbb5f7..4808f14e85ed9a2ab33dbd6759f4d5a18afaa993 100644
--- a/model-py/model-indiv-cv.py
+++ b/model-py/gbdt-cv.py
@@ -1,10 +1,11 @@
-# This function performs cross-validation on an xgboost regression tree to determine MAE error. This is used to pick the optimal hyperparameters for the GBDT. This function takes in 5 inputs via the command line:
+# This function performs cross-validation on an xgboost regression tree to determine MAE error. This is used to pick the optimal hyperparameters for the GBDT. This function takes in 6 inputs via the command line:
# input 1: eta - learning rate, value from 0 to 1
# input 2: max_depth - maximum depth of each tree in the model
# input 3: nboost - total number of trees to make
# input 4: sm - smoothing kernel to use for the model
# input 5: area - brain area to do this on (BA45, dACC, V1-withRet, or V1-noRet currently)
-# This version of the script is meant to run on data from 5 mm smoothed data from V1, including the retinotopy features. It prints out a csv with the following fields:
+ # input 6: data file: path to the data to be read in
+# This version prints out a csv with the following fields:
# eta, depth, nboost, index where minimum test MAE was found, train MAE at the index, test MAE at the index.
@@ -19,12 +20,10 @@ max_depth_val = int(sys.argv[2])
nboost_val = int(sys.argv[3])
sm = str(sys.argv[4])
area = str(sys.argv[5])
+data_file = str(sys.argv[6])
# Read in the data file
-if 'V1' in area:
- df = pd.read_csv("/data/user/mdefende/Projects/ctmodel-ml/data/V1_Thick_cleaned.csv")
-else:
- df = pd.read_csv('/data/user/mdefende/Projects/ctmodel-ml/data/' + area + '_Thick_cleaned.csv')
+df = pd.read_csv(data_file)
# Grab all variables besides Thick and Sulc that contain the smoothing kernel
df_pred = df.filter(like=sm)
@@ -75,4 +74,4 @@ cv_dict = {'eta': eta_val,
cv_out = pd.DataFrame(data = cv_dict, index = [0])
file_name = area + '_eta' + str(eta_val) + '_depth' + str(max_depth_val) + '_nboost' + str(nboost_val) + '_' + 'sm' + sm
-cv_out.to_csv('/data/user/mdefende/Projects/ctmodel-ml/model-py/cv-out/' + area + '/' + file_name + '.csv')
+cv_out.to_csv('/data/user/mdefende/Projects/ctmodel-ml/Results/HCP1200/cv-out/' + area + '/' + file_name + '.csv')
diff --git a/model-py/model-indiv-cv.ipynb b/model-py/notebooks/model-indiv-cv.ipynb
similarity index 100%
rename from model-py/model-indiv-cv.ipynb
rename to model-py/notebooks/model-indiv-cv.ipynb
diff --git a/model-py/model-xgboost-train-test.ipynb b/model-py/notebooks/model-xgboost-train-test.ipynb
similarity index 100%
rename from model-py/model-xgboost-train-test.ipynb
rename to model-py/notebooks/model-xgboost-train-test.ipynb
diff --git a/model-py/model-xgboost.ipynb b/model-py/notebooks/model-xgboost.ipynb
similarity index 100%
rename from model-py/model-xgboost.ipynb
rename to model-py/notebooks/model-xgboost.ipynb
diff --git a/model-py/predict-thickness.ipynb b/model-py/notebooks/predict-thickness.ipynb
similarity index 100%
rename from model-py/predict-thickness.ipynb
rename to model-py/notebooks/predict-thickness.ipynb
diff --git a/model-py/regression-MKD.ipynb b/model-py/notebooks/regression-MKD.ipynb
similarity index 100%
rename from model-py/regression-MKD.ipynb
rename to model-py/notebooks/regression-MKD.ipynb
diff --git a/model-py/regression.ipynb b/model-py/notebooks/regression.ipynb
similarity index 100%
rename from model-py/regression.ipynb
rename to model-py/notebooks/regression.ipynb
diff --git a/model-py/plot-fscore.R b/model-py/plotting/plot-fscore.R
similarity index 100%
rename from model-py/plot-fscore.R
rename to model-py/plotting/plot-fscore.R
diff --git a/model-py/plot-residuals.R b/model-py/plotting/plot-residuals.R
similarity index 100%
rename from model-py/plot-residuals.R
rename to model-py/plotting/plot-residuals.R
diff --git a/model-py/train-test-model-predict-lm.py b/model-py/train-test-model-predict-lm.py
deleted file mode 100644
index a53aa48352dcac3d83658ae2c23827b5ebbf19a6..0000000000000000000000000000000000000000
--- a/model-py/train-test-model-predict-lm.py
+++ /dev/null
@@ -1,84 +0,0 @@
-# This function performs cross-validation on an xgboost regression tree to determine MAE error. This is used to pick the optimal hyperparameters for the GBDT. This function takes in 5 inputs via the command line:
- # input 1: eta - learning rate, value from 0 to 1
- # input 2: max_depth - maximum depth of each tree in the model
- # input 3: nboost - total number of trees to make
- # input 4: sm - smoothing kernel to use for the model
- # input 5: area - brain area to do this on (BA45, dACC, V1-withRet, or V1-noRet currently)
-# This version of the script is meant to run on data from 5 mm smoothed data from V1, including the retinotopy features. It prints out a csv with the following fields:
- # eta, depth, nboost, index where minimum test MAE was found, train MAE at the index, test MAE at the index.
-
-
-import pandas as pd
-import numpy as np
-import xgboost as xgb
-from sklearn.model_selection import train_test_split
-import sys
-
-# Import the parameters for the rest of the function from the command line call
-eta_val = float(sys.argv[1])
-max_depth_val = int(sys.argv[2])
-nboost_val = int(sys.argv[3])
-sm = str(sys.argv[4])
-area = str(sys.argv[5])
-
-# Set output file name and location
-outdir = '/data/user/mdefende/Projects/ctmodel-ml/model-py/models/predicted-thick/'
-outname = area + '-sm' + sm + '-HCP786-train-test-predicted.csv'
-
-# Read in the data file
-if 'V1' in area:
- df = pd.read_csv("/data/user/mdefende/Projects/ctmodel-ml/data/V1_Thick_cleaned.csv")
-else:
- df = pd.read_csv('/data/user/mdefende/Projects/ctmodel-ml/data/' + area + '_Thick_cleaned.csv')
-
-
-# Grab all variables besides Thick and Sulc that contain the smoothing kernel
-df_pred = df.filter(like=sm)
-df_pred = df_pred[df_pred.columns.drop(list(df_pred.filter(like='Thick')))]
-df_pred = df_pred[df_pred.columns.drop(list(df_pred.filter(like='Sulc')))]
-
-# If sm == 0, remove all columns with 10. Else remove column with name Sulc + sm
-if sm == '0':
- df_pred = df_pred[df_pred.columns.drop(list(df_pred.filter(regex='10')))]
-
-# Grab the rest of the features (Age, Ecc, Pol, and unsmoothed Sulc) and concatenate them with what remains from df_pred. Only grab Ecc and Pol is withRet is designated in the area. Then grab the correct thickness column
-if 'V1' in area:
- x_feat = pd.concat([df[['Age','Ecc','Pol','Sulc0']],df_pred], axis = 1)
-else:
- x_feat = pd.concat([df[['Age','Sulc0']],df_pred], axis = 1)
-
-y_feat = df[['Thick' + sm]]
-
-# remove df_pred from memory
-del df_pred
-
-x_train,x_test,y_train,y_test = train_test_split(x_feat,y_feat,test_size = 0.20, random_state = 123)
-
-dtrain = xgb.DMatrix(x_train,y_train)
-dtest = xgb.DMatrix(x_test,y_test)
-
-# Gradient Boost Decision Tree
-num_round = nboost_val
-
-param = {'tree_method': 'gpu_hist',
- 'max_depth': max_depth_val,
- 'eta': eta_val,
- 'verbosity': 2,
- 'eval_metric': ['mae','rmse'],
- 'early_stopping_rounds': 10}
-
-watchlist = [(dtrain,'train'),(dtest,'eval')]
-
-# Train model
-ml = xgb.train(param,dtrain,num_round,watchlist)
-
-# predict values on test set and convert to data.frame
-y_pred = ml.predict(data = xgb.DMatrix(x_test))
-y_pred_df = pd.DataFrame(y_pred, columns = ['PredThick' + sm])
-
-# concat the predictors, actual thickness, and predicted thickness together and write to a csv
-outdata = pd.concat([x_test.reset_index(drop = True),
- y_test.reset_index(drop = True),
- y_pred_df], axis = 1)
-
-outdata.to_csv(outdir + outname)
diff --git a/model-py/write_cv_script.m b/model-py/write_cv_script.m
index d181a37bde91e4a9b5732ee58ece6c72ffb14ccb..b95902f93158f2e811eb3ab21512d31d5c1bc7f9 100644
--- a/model-py/write_cv_script.m
+++ b/model-py/write_cv_script.m
@@ -1,8 +1,8 @@
-function write_cv_script(jobname,jobdir,area,eta,maxdepth,nboost,sm,create_model)
+function write_cv_script(jobname,jobdir,area,eta,maxdepth,nboost,sm,create_model,datafile)
fid = fopen(fullfile(jobdir,jobname),'w');
fprintf(fid,'#!/bin/bash\n');
fprintf(fid,'#SBATCH --partition=pascalnodes\n');
-fprintf(fid,'#SBATCH --time=6:00:00\n');
+fprintf(fid,'#SBATCH --time=12:00:00\n');
fprintf(fid,'#SBATCH --ntasks=2\n');
fprintf(fid,'#SBATCH --gres=gpu:2\n');
fprintf(fid,'#SBATCH --mem-per-cpu=50000\n');
@@ -15,7 +15,7 @@ fprintf(fid,'source activate ctmodel-ml\n\n');
fprintf(fid,'cd /data/user/mdefende/Projects/ctmodel-ml/model-py\n\n');
-fprintf(fid,['python model-indiv-cv.py ' num2str(eta) ' ' num2str(maxdepth) ' ' num2str(nboost) ' ' num2str(sm) ' ' area '\n']);
+fprintf(fid,['python model-indiv-cv.py ' num2str(eta) ' ' num2str(maxdepth) ' ' num2str(nboost) ' ' num2str(sm) ' ' area ' ' datafile '\n']);
if create_model
fprintf(fid,['python create-GBDT-model.py ' num2str(eta) ' ' num2str(maxdepth) ' ' num2str(nboost) ' ' num2str(sm) ' ' area '\n']);