<?xml version="1.0" encoding="UTF-8"?>
<GIFTI xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance"
       xsi:noNamespaceSchemaLocation="http://brainvis.wustl.edu/caret6/xml_schemas/GIFTI_Caret.xsd"
       Version="1"
       NumberOfDataArrays="1">
   <MetaData>
      <MD>
         <Name><![CDATA[AnatomicalStructurePrimary]]></Name>
         <Value><![CDATA[CortexRight]]></Value>
      </MD>
      <MD>
         <Name><![CDATA[ParentProvenance]]></Name>
         <Value><![CDATA[/home/users/llewis/freesurfer/subjects/BB-June2019//surf/inverse.surf.gii:
/home/users/llewis/workbench/bin_linux64/../exe_linux64/wb_command -surface-sphere-project-unproject /home/llewis/freesurfer/subjects/fsaverage/surf/fsavg.R.sphere.native.surf.gii /home/users/llewis/freesurfer/subjects/BB-June2019//surf/rh.sphere_fsavg_rsled_like_BigBrain.sphere.reg.surf.gii /home/users/llewis/freesurfer/subjects/BB-June2019//surf/R.fsavg.yz.affine.sphere.reg.surf.gii /home/users/llewis/freesurfer/subjects/BB-June2019//surf/inverse.surf.gii

/home/users/llewis/freesurfer/subjects/BB-June2019//surf/R.fsavg.yz.affine.sphere.reg.surf.gii:
/home/users/llewis/workbench/bin_linux64/../exe_linux64/wb_command -surface-modify-sphere rh2.sphere_rotfsavg.surf.gii 100 rh2.sphere_rotfsavg.surf.gii

]]></Value>
      </MD>
      <MD>
         <Name><![CDATA[ProgramProvenance]]></Name>
         <Value><![CDATA[Connectome Workbench
Type: Command Line Application
Version: 1.2.3
Qt Compiled Version: 4.8.5
Qt Runtime Version: 4.8.5
Commit: c170db0277de04cb8a5c04fdf96e45adcda47d6d
Commit Date: 2016-08-23 19:08:10 -0500
Compiled with OpenMP: YES
Compiler: c++ (/usr/bin)
Compiler Version: 
Compiled Debug: NO
Operating System: Linux
]]></Value>
      </MD>
      <MD>
         <Name><![CDATA[Provenance]]></Name>
         <Value><![CDATA[/home/users/llewis/workbench/bin_linux64/../exe_linux64/wb_command -label-resample /home/users/llewis/freesurfer/subjects/fsaverage/label/rh.Schaefer2018_200Parcels_7Networks_order.label.gii /home/users/llewis/freesurfer/subjects/BB-June2019//surf/inverse.surf.gii /home/users/llewis/freesurfer/subjects/BB-June2019//surf/R.fsavg.yz.affine.sphere.reg.surf.gii BARYCENTRIC /home/users/llewis/freesurfer/subjects/BB-June2019//label/rh.Schaefer2018_200Parcels_7Networks_order.label.gii]]></Value>
      </MD>
      <MD>
         <Name><![CDATA[WorkingDirectory]]></Name>
         <Value><![CDATA[/home/users/llewis]]></Value>
      </MD>
   </MetaData>
   <LabelTable>
      <Label Key="0" Red="0.00392157" Green="0.00392157" Blue="0.00392157" Alpha="1"><![CDATA[Background+FreeSurfer_Defined_Medial_Wall]]></Label>
      <Label Key="1" Red="0.486275" Green="0.0705882" Blue="0.505882" Alpha="1"><![CDATA[7Networks_RH_Vis_1]]></Label>
      <Label Key="2" Red="0.486275" Green="0.0705882" Blue="0.509804" Alpha="1"><![CDATA[7Networks_RH_Vis_2]]></Label>
      <Label Key="3" Red="0.486275" Green="0.0705882" Blue="0.513726" Alpha="1"><![CDATA[7Networks_RH_Vis_3]]></Label>
      <Label Key="4" Red="0.486275" Green="0.0705882" Blue="0.517647" Alpha="1"><![CDATA[7Networks_RH_Vis_4]]></Label>
      <Label Key="5" Red="0.486275" Green="0.0705882" Blue="0.521569" Alpha="1"><![CDATA[7Networks_RH_Vis_5]]></Label>
      <Label Key="6" Red="0.486275" Green="0.0705882" Blue="0.52549" Alpha="1"><![CDATA[7Networks_RH_Vis_6]]></Label>
      <Label Key="7" Red="0.486275" Green="0.0705882" Blue="0.533333" Alpha="1"><![CDATA[7Networks_RH_Vis_7]]></Label>
      <Label Key="8" Red="0.486275" Green="0.0705882" Blue="0.537255" Alpha="1"><![CDATA[7Networks_RH_Vis_8]]></Label>
      <Label Key="9" Red="0.486275" Green="0.0705882" Blue="0.541176" Alpha="1"><![CDATA[7Networks_RH_Vis_9]]></Label>
      <Label Key="10" Red="0.486275" Green="0.0705882" Blue="0.545098" Alpha="1"><![CDATA[7Networks_RH_Vis_10]]></Label>
      <Label Key="11" Red="0.486275" Green="0.0705882" Blue="0.54902" Alpha="1"><![CDATA[7Networks_RH_Vis_11]]></Label>
      <Label Key="12" Red="0.486275" Green="0.0705882" Blue="0.552941" Alpha="1"><![CDATA[7Networks_RH_Vis_12]]></Label>
      <Label Key="13" Red="0.486275" Green="0.0705882" Blue="0.556863" Alpha="1"><![CDATA[7Networks_RH_Vis_13]]></Label>
      <Label Key="14" Red="0.486275" Green="0.0745098" Blue="0.529412" Alpha="1"><![CDATA[7Networks_RH_Vis_14]]></Label>
      <Label Key="15" Red="0.486275" Green="0.0745098" Blue="0.533333" Alpha="1"><![CDATA[7Networks_RH_Vis_15]]></Label>
      <Label Key="16" Red="0.290196" Green="0.505882" Blue="0.709804" Alpha="1"><![CDATA[7Networks_RH_SomMot_1]]></Label>
      <Label Key="17" Red="0.290196" Green="0.509804" Blue="0.682353" Alpha="1"><![CDATA[7Networks_RH_SomMot_2]]></Label>
      <Label Key="18" Red="0.290196" Green="0.509804" Blue="0.686275" Alpha="1"><![CDATA[7Networks_RH_SomMot_3]]></Label>
      <Label Key="19" Red="0.290196" Green="0.509804" Blue="0.690196" Alpha="1"><![CDATA[7Networks_RH_SomMot_4]]></Label>
      <Label Key="20" Red="0.290196" Green="0.509804" Blue="0.694118" Alpha="1"><![CDATA[7Networks_RH_SomMot_5]]></Label>
      <Label Key="21" Red="0.290196" Green="0.509804" Blue="0.698039" Alpha="1"><![CDATA[7Networks_RH_SomMot_6]]></Label>
      <Label Key="22" Red="0.290196" Green="0.509804" Blue="0.701961" Alpha="1"><![CDATA[7Networks_RH_SomMot_7]]></Label>
      <Label Key="23" Red="0.290196" Green="0.509804" Blue="0.705882" Alpha="1"><![CDATA[7Networks_RH_SomMot_8]]></Label>
      <Label Key="24" Red="0.290196" Green="0.509804" Blue="0.713726" Alpha="1"><![CDATA[7Networks_RH_SomMot_9]]></Label>
      <Label Key="25" Red="0.290196" Green="0.509804" Blue="0.717647" Alpha="1"><![CDATA[7Networks_RH_SomMot_10]]></Label>
      <Label Key="26" Red="0.290196" Green="0.509804" Blue="0.721569" Alpha="1"><![CDATA[7Networks_RH_SomMot_11]]></Label>
      <Label Key="27" Red="0.290196" Green="0.509804" Blue="0.72549" Alpha="1"><![CDATA[7Networks_RH_SomMot_12]]></Label>
      <Label Key="28" Red="0.290196" Green="0.509804" Blue="0.729412" Alpha="1"><![CDATA[7Networks_RH_SomMot_13]]></Label>
      <Label Key="29" Red="0.290196" Green="0.509804" Blue="0.733333" Alpha="1"><![CDATA[7Networks_RH_SomMot_14]]></Label>
      <Label Key="30" Red="0.290196" Green="0.509804" Blue="0.737255" Alpha="1"><![CDATA[7Networks_RH_SomMot_15]]></Label>
      <Label Key="31" Red="0.290196" Green="0.513726" Blue="0.709804" Alpha="1"><![CDATA[7Networks_RH_SomMot_16]]></Label>
      <Label Key="32" Red="0.290196" Green="0.513726" Blue="0.713726" Alpha="1"><![CDATA[7Networks_RH_SomMot_17]]></Label>
      <Label Key="33" Red="0.290196" Green="0.513726" Blue="0.717647" Alpha="1"><![CDATA[7Networks_RH_SomMot_18]]></Label>
      <Label Key="34" Red="0.290196" Green="0.513726" Blue="0.721569" Alpha="1"><![CDATA[7Networks_RH_SomMot_19]]></Label>
      <Label Key="35" Red="0.0156863" Green="0.466667" Blue="0.0470588" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_Post_1]]></Label>
      <Label Key="36" Red="0.0156863" Green="0.466667" Blue="0.0509804" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_Post_2]]></Label>
      <Label Key="37" Red="0.0156863" Green="0.466667" Blue="0.054902" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_Post_3]]></Label>
      <Label Key="38" Red="0.0156863" Green="0.466667" Blue="0.0627451" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_Post_4]]></Label>
      <Label Key="39" Red="0.0156863" Green="0.466667" Blue="0.0666667" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_Post_5]]></Label>
      <Label Key="40" Red="0.0156863" Green="0.466667" Blue="0.0705882" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_Post_6]]></Label>
      <Label Key="41" Red="0.0156863" Green="0.466667" Blue="0.0745098" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_Post_7]]></Label>
      <Label Key="42" Red="0.0156863" Green="0.466667" Blue="0.0784314" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_Post_8]]></Label>
      <Label Key="43" Red="0.0156863" Green="0.466667" Blue="0.0823529" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_Post_9]]></Label>
      <Label Key="44" Red="0.0156863" Green="0.466667" Blue="0.0862745" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_Post_10]]></Label>
      <Label Key="45" Red="0.0196078" Green="0.462745" Blue="0.0588235" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_FEF_1]]></Label>
      <Label Key="46" Red="0.0196078" Green="0.462745" Blue="0.0627451" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_FEF_2]]></Label>
      <Label Key="47" Red="0.0196078" Green="0.462745" Blue="0.0666667" Alpha="1"><![CDATA[7Networks_RH_DorsAttn_PrCv_1]]></Label>
      <Label Key="48" Red="0.788235" Green="0.227451" Blue="0.988235" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_TempOccPar_1]]></Label>
      <Label Key="49" Red="0.788235" Green="0.227451" Blue="0.992157" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_TempOccPar_2]]></Label>
      <Label Key="50" Red="0.788235" Green="0.227451" Blue="0.996078" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_TempOccPar_3]]></Label>
      <Label Key="51" Red="0.788235" Green="0.231373" Blue="0.984314" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_PrC_1]]></Label>
      <Label Key="52" Red="0.788235" Green="0.231373" Blue="0.988235" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_FrOperIns_1]]></Label>
      <Label Key="53" Red="0.788235" Green="0.231373" Blue="0.992157" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_FrOperIns_2]]></Label>
      <Label Key="54" Red="0.788235" Green="0.231373" Blue="0.996078" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_FrOperIns_3]]></Label>
      <Label Key="55" Red="0.788235" Green="0.231373" Blue="1" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_FrOperIns_4]]></Label>
      <Label Key="56" Red="0.784314" Green="0.223529" Blue="0.980392" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_Med_1]]></Label>
      <Label Key="57" Red="0.784314" Green="0.223529" Blue="0.984314" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_Med_2]]></Label>
      <Label Key="58" Red="0.784314" Green="0.223529" Blue="0.988235" Alpha="1"><![CDATA[7Networks_RH_SalVentAttn_Med_3]]></Label>
      <Label Key="59" Red="0.878431" Green="0.976471" Blue="0.647059" Alpha="1"><![CDATA[7Networks_RH_Limbic_OFC_1]]></Label>
      <Label Key="60" Red="0.878431" Green="0.976471" Blue="0.65098" Alpha="1"><![CDATA[7Networks_RH_Limbic_OFC_2]]></Label>
      <Label Key="61" Red="0.878431" Green="0.976471" Blue="0.654902" Alpha="1"><![CDATA[7Networks_RH_Limbic_OFC_3]]></Label>
      <Label Key="62" Red="0.878431" Green="0.976471" Blue="0.658824" Alpha="1"><![CDATA[7Networks_RH_Limbic_TempPole_1]]></Label>
      <Label Key="63" Red="0.878431" Green="0.976471" Blue="0.662745" Alpha="1"><![CDATA[7Networks_RH_Limbic_TempPole_2]]></Label>
      <Label Key="64" Red="0.878431" Green="0.976471" Blue="0.666667" Alpha="1"><![CDATA[7Networks_RH_Limbic_TempPole_3]]></Label>
      <Label Key="65" Red="0.917647" Green="0.576471" Blue="0.137255" Alpha="1"><![CDATA[7Networks_RH_Cont_Par_1]]></Label>
      <Label Key="66" Red="0.917647" Green="0.576471" Blue="0.141176" Alpha="1"><![CDATA[7Networks_RH_Cont_Par_2]]></Label>
      <Label Key="67" Red="0.917647" Green="0.576471" Blue="0.145098" Alpha="1"><![CDATA[7Networks_RH_Cont_Par_3]]></Label>
      <Label Key="68" Red="0.917647" Green="0.576471" Blue="0.133333" Alpha="1"><![CDATA[7Networks_RH_Cont_Temp_1]]></Label>
      <Label Key="69" Red="0.913725" Green="0.580392" Blue="0.137255" Alpha="1"><![CDATA[7Networks_RH_Cont_PFCv_1]]></Label>
      <Label Key="70" Red="0.913725" Green="0.580392" Blue="0.121569" Alpha="1"><![CDATA[7Networks_RH_Cont_PFCl_1]]></Label>
      <Label Key="71" Red="0.913725" Green="0.580392" Blue="0.12549" Alpha="1"><![CDATA[7Networks_RH_Cont_PFCl_2]]></Label>
      <Label Key="72" Red="0.913725" Green="0.580392" Blue="0.133333" Alpha="1"><![CDATA[7Networks_RH_Cont_PFCl_3]]></Label>
      <Label Key="73" Red="0.913725" Green="0.580392" Blue="0.141176" Alpha="1"><![CDATA[7Networks_RH_Cont_PFCl_4]]></Label>
      <Label Key="74" Red="0.913725" Green="0.580392" Blue="0.145098" Alpha="1"><![CDATA[7Networks_RH_Cont_PFCl_5]]></Label>
      <Label Key="75" Red="0.913725" Green="0.580392" Blue="0.14902" Alpha="1"><![CDATA[7Networks_RH_Cont_PFCl_6]]></Label>
      <Label Key="76" Red="0.913725" Green="0.580392" Blue="0.152941" Alpha="1"><![CDATA[7Networks_RH_Cont_PFCl_7]]></Label>
      <Label Key="77" Red="0.913725" Green="0.576471" Blue="0.137255" Alpha="1"><![CDATA[7Networks_RH_Cont_pCun_1]]></Label>
      <Label Key="78" Red="0.917647" Green="0.580392" Blue="0.145098" Alpha="1"><![CDATA[7Networks_RH_Cont_Cing_1]]></Label>
      <Label Key="79" Red="0.917647" Green="0.580392" Blue="0.14902" Alpha="1"><![CDATA[7Networks_RH_Cont_Cing_2]]></Label>
      <Label Key="80" Red="0.917647" Green="0.580392" Blue="0.152941" Alpha="1"><![CDATA[7Networks_RH_Cont_PFCmp_1]]></Label>
      <Label Key="81" Red="0.917647" Green="0.580392" Blue="0.156863" Alpha="1"><![CDATA[7Networks_RH_Cont_PFCmp_2]]></Label>
      <Label Key="82" Red="0.819608" Green="0.243137" Blue="0.305882" Alpha="1"><![CDATA[7Networks_RH_Default_Par_1]]></Label>
      <Label Key="83" Red="0.819608" Green="0.243137" Blue="0.309804" Alpha="1"><![CDATA[7Networks_RH_Default_Par_2]]></Label>
      <Label Key="84" Red="0.819608" Green="0.243137" Blue="0.313726" Alpha="1"><![CDATA[7Networks_RH_Default_Par_3]]></Label>
      <Label Key="85" Red="0.819608" Green="0.239216" Blue="0.301961" Alpha="1"><![CDATA[7Networks_RH_Default_Temp_1]]></Label>
      <Label Key="86" Red="0.819608" Green="0.239216" Blue="0.309804" Alpha="1"><![CDATA[7Networks_RH_Default_Temp_2]]></Label>
      <Label Key="87" Red="0.819608" Green="0.239216" Blue="0.313726" Alpha="1"><![CDATA[7Networks_RH_Default_Temp_3]]></Label>
      <Label Key="88" Red="0.819608" Green="0.239216" Blue="0.317647" Alpha="1"><![CDATA[7Networks_RH_Default_Temp_4]]></Label>
      <Label Key="89" Red="0.819608" Green="0.239216" Blue="0.321569" Alpha="1"><![CDATA[7Networks_RH_Default_Temp_5]]></Label>
      <Label Key="90" Red="0.819608" Green="0.239216" Blue="0.305882" Alpha="1"><![CDATA[7Networks_RH_Default_PFCv_1]]></Label>
      <Label Key="91" Red="0.815686" Green="0.243137" Blue="0.298039" Alpha="1"><![CDATA[7Networks_RH_Default_PFCdPFCm_1]]></Label>
      <Label Key="92" Red="0.815686" Green="0.243137" Blue="0.301961" Alpha="1"><![CDATA[7Networks_RH_Default_PFCdPFCm_2]]></Label>
      <Label Key="93" Red="0.815686" Green="0.243137" Blue="0.309804" Alpha="1"><![CDATA[7Networks_RH_Default_PFCdPFCm_3]]></Label>
      <Label Key="94" Red="0.815686" Green="0.243137" Blue="0.313726" Alpha="1"><![CDATA[7Networks_RH_Default_PFCdPFCm_4]]></Label>
      <Label Key="95" Red="0.815686" Green="0.243137" Blue="0.317647" Alpha="1"><![CDATA[7Networks_RH_Default_PFCdPFCm_5]]></Label>
      <Label Key="96" Red="0.815686" Green="0.243137" Blue="0.321569" Alpha="1"><![CDATA[7Networks_RH_Default_PFCdPFCm_6]]></Label>
      <Label Key="97" Red="0.815686" Green="0.243137" Blue="0.32549" Alpha="1"><![CDATA[7Networks_RH_Default_PFCdPFCm_7]]></Label>
      <Label Key="98" Red="0.815686" Green="0.243137" Blue="0.305882" Alpha="1"><![CDATA[7Networks_RH_Default_pCunPCC_1]]></Label>
      <Label Key="99" Red="0.815686" Green="0.243137" Blue="0.329412" Alpha="1"><![CDATA[7Networks_RH_Default_pCunPCC_2]]></Label>
      <Label Key="100" Red="0.815686" Green="0.247059" Blue="0.301961" Alpha="1"><![CDATA[7Networks_RH_Default_pCunPCC_3]]></Label>
   </LabelTable>
<DataArray Intent="NIFTI_INTENT_LABEL"
           DataType="NIFTI_TYPE_INT32"
           ArrayIndexingOrder="RowMajorOrder"
           Dimensionality="1"
           Dim0="163842"
           Encoding="GZipBase64Binary"
           Endian="LittleEndian"
           ExternalFileName=""
           ExternalFileOffset="0">
   <MetaData>
      <MD>
         <Name><![CDATA[Name]]></Name>
         <Value><![CDATA[node label]]></Value>
      </MD>
   </MetaData>
   <Data>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</Data>
</DataArray>
</GIFTI>
