tpl-fsaverage/tpl-fsaverage_hemi-R_den-164k_atlas-brainnetome_dseg.label.gii

<?xml version="1.0" encoding="UTF-8"?>
<!DOCTYPE GIFTI SYSTEM "http://gifti.projects.nitrc.org/gifti.dtd">
<GIFTI Version="1.0"  NumberOfDataArrays="1">
   <MetaData>
      <MD>
         <Name><![CDATA[UserName]]></Name>
         <Value><![CDATA[oesteban]]></Value>
      </MD>
      <MD>
         <Name><![CDATA[Date]]></Name>
         <Value><![CDATA[Thu Mar 14 14:24:37 2024]]></Value>
      </MD>
      <MD>
         <Name><![CDATA[gifticlib-version]]></Name>
         <Value><![CDATA[gifti library version 1.09, 28 June, 2010]]></Value>
      </MD>
   </MetaData>
   <LabelTable>
      <Label Key="0" Red="0" Green="0" Blue="0" Alpha="0"><![CDATA[unknown]]></Label>
      <Label Key="1" Red="0" Green="1" Blue="0" Alpha="1"><![CDATA[a8m]]></Label>
      <Label Key="2" Red="1" Green="0" Blue="0" Alpha="1"><![CDATA[a8dl]]></Label>
      <Label Key="3" Red="1" Green="0.482353" Blue="0.862745" Alpha="1"><![CDATA[a9l]]></Label>
      <Label Key="4" Red="0" Green="0.552941" Blue="1" Alpha="1"><![CDATA[a6dl]]></Label>
      <Label Key="5" Red="0.619608" Green="0.27451" Blue="0.207843" Alpha="1"><![CDATA[a6m]]></Label>
      <Label Key="6" Red="1" Green="0.929412" Blue="1" Alpha="1"><![CDATA[a9m]]></Label>
      <Label Key="7" Red="0.898039" Green="0" Blue="1" Alpha="1"><![CDATA[a10m]]></Label>
      <Label Key="8" Red="0.862745" Green="1" Blue="0" Alpha="1"><![CDATA[a9/46d]]></Label>
      <Label Key="9" Red="0.929412" Green="0.517647" Blue="0" Alpha="1"><![CDATA[ifj]]></Label>
      <Label Key="10" Red="0.552941" Green="0" Blue="0.345098" Alpha="1"><![CDATA[a46]]></Label>
      <Label Key="11" Red="0.619608" Green="0.72549" Blue="0.552941" Alpha="1"><![CDATA[a9/46v]]></Label>
      <Label Key="12" Red="0.380392" Green="0.72549" Blue="0" Alpha="1"><![CDATA[a8vl]]></Label>
      <Label Key="13" Red="0" Green="0.172549" Blue="0.380392" Alpha="1"><![CDATA[a6vl]]></Label>
      <Label Key="14" Red="0.243137" Green="0.309804" Blue="0.172549" Alpha="1"><![CDATA[a10l]]></Label>
      <Label Key="15" Red="0.380392" Green="0.243137" Blue="0.309804" Alpha="1"><![CDATA[a44d]]></Label>
      <Label Key="16" Red="1" Green="0.827451" Blue="0" Alpha="1"><![CDATA[ifs]]></Label>
      <Label Key="17" Red="0" Green="0" Blue="0.619608" Alpha="1"><![CDATA[a45c]]></Label>
      <Label Key="18" Red="0.929412" Green="0.72549" Blue="1" Alpha="1"><![CDATA[a45r]]></Label>
      <Label Key="19" Red="1" Green="0" Blue="0.654902" Alpha="1"><![CDATA[a44op]]></Label>
      <Label Key="20" Red="0.172549" Green="0.27451" Blue="0.690196" Alpha="1"><![CDATA[a44v]]></Label>
      <Label Key="21" Red="0.584314" Green="0.827451" Blue="0.862745" Alpha="1"><![CDATA[a14m]]></Label>
      <Label Key="22" Red="0.792157" Green="0.517647" Blue="1" Alpha="1"><![CDATA[a12/47o]]></Label>
      <Label Key="23" Red="0.654902" Green="0" Blue="0" Alpha="1"><![CDATA[a11l]]></Label>
      <Label Key="24" Red="0.172549" Green="0" Blue="0.172549" Alpha="1"><![CDATA[a11m]]></Label>
      <Label Key="25" Red="0.898039" Green="0.309804" Blue="0.552941" Alpha="1"><![CDATA[a13]]></Label>
      <Label Key="26" Red="0" Green="0.690196" Blue="0.309804" Alpha="1"><![CDATA[a12/47l]]></Label>
      <Label Key="27" Red="0" Green="0.415686" Blue="0.654902" Alpha="1"><![CDATA[a4hf]]></Label>
      <Label Key="28" Red="0.552941" Green="0.756863" Blue="0.380392" Alpha="1"><![CDATA[a6cdl]]></Label>
      <Label Key="29" Red="0.690196" Green="0.380392" Blue="0.517647" Alpha="1"><![CDATA[a4ul]]></Label>
      <Label Key="30" Red="0.654902" Green="0.345098" Blue="0" Alpha="1"><![CDATA[a4t]]></Label>
      <Label Key="31" Red="0" Green="0.243137" Blue="0.27451" Alpha="1"><![CDATA[a4tl]]></Label>
      <Label Key="32" Red="0.517647" Green="0.415686" Blue="0.345098" Alpha="1"><![CDATA[a6cvl]]></Label>
      <Label Key="33" Red="0.792157" Green="0.584314" Blue="0.172549" Alpha="1"><![CDATA[a1/2/3ll]]></Label>
      <Label Key="34" Red="0.415686" Green="0.517647" Blue="0.243137" Alpha="1"><![CDATA[a4ll]]></Label>
      <Label Key="35" Red="0" Green="0.654902" Blue="0.690196" Alpha="1"><![CDATA[a38m]]></Label>
      <Label Key="36" Red="1" Green="0.792157" Blue="0.72549" Alpha="1"><![CDATA[a41/42]]></Label>
      <Label Key="37" Red="1" Green="0.619608" Blue="0.380392" Alpha="1"><![CDATA[te1.0/te1.2]]></Label>
      <Label Key="38" Red="0.690196" Green="0.27451" Blue="0.619608" Alpha="1"><![CDATA[a22c]]></Label>
      <Label Key="39" Red="1" Green="0.415686" Blue="0.482353" Alpha="1"><![CDATA[a38l]]></Label>
      <Label Key="40" Red="0.447059" Green="0.0352941" Blue="0.690196" Alpha="1"><![CDATA[a22r]]></Label>
      <Label Key="41" Red="0.898039" Green="0.309804" Blue="0" Alpha="1"><![CDATA[a21c]]></Label>
      <Label Key="42" Red="0.207843" Green="0.137255" Blue="0.0705882" Alpha="1"><![CDATA[a21r]]></Label>
      <Label Key="43" Red="0" Green="0.137255" Blue="0.0352941" Alpha="1"><![CDATA[a37dl]]></Label>
      <Label Key="44" Red="0.482353" Green="0.172549" Blue="0.243137" Alpha="1"><![CDATA[asts]]></Label>
      <Label Key="45" Red="0.929412" Green="0.929412" Blue="0.27451" Alpha="1"><![CDATA[a20iv]]></Label>
      <Label Key="46" Red="0.827451" Green="0.898039" Blue="0.827451" Alpha="1"><![CDATA[a37elv]]></Label>
      <Label Key="47" Red="0.792157" Green="0.964706" Blue="0.654902" Alpha="1"><![CDATA[a20r]]></Label>
      <Label Key="48" Red="0.964706" Green="0.552941" Blue="0.482353" Alpha="1"><![CDATA[a20il]]></Label>
      <Label Key="49" Red="0.447059" Green="0.552941" Blue="0.482353" Alpha="1"><![CDATA[a37vl]]></Label>
      <Label Key="50" Red="0" Green="0.0705882" Blue="0.172549" Alpha="1"><![CDATA[a20cl]]></Label>
      <Label Key="51" Red="0.27451" Green="0.309804" Blue="0" Alpha="1"><![CDATA[a20cv]]></Label>
      <Label Key="52" Red="0.72549" Green="0.447059" Blue="0.415686" Alpha="1"><![CDATA[a20rv]]></Label>
      <Label Key="53" Red="0" Green="1" Blue="0.619608" Alpha="1"><![CDATA[a37mv]]></Label>
      <Label Key="54" Red="0.482353" Green="0.792157" Blue="0.552941" Alpha="1"><![CDATA[a37lv]]></Label>
      <Label Key="55" Red="0.309804" Green="0.345098" Blue="0.345098" Alpha="1"><![CDATA[a35/36r]]></Label>
      <Label Key="56" Red="0.447059" Green="0" Blue="0.447059" Alpha="1"><![CDATA[a35/36c]]></Label>
      <Label Key="57" Red="0.72549" Green="0.756863" Blue="0.862745" Alpha="1"><![CDATA[tl]]></Label>
      <Label Key="58" Red="0.345098" Green="0" Blue="0.207843" Alpha="1"><![CDATA[a28/34]]></Label>
      <Label Key="59" Red="0.27451" Green="0.207843" Blue="0.482353" Alpha="1"><![CDATA[ti]]></Label>
      <Label Key="60" Red="0.72549" Green="0.654902" Blue="0.584314" Alpha="1"><![CDATA[th]]></Label>
      <Label Key="61" Red="0.552941" Green="0.482353" Blue="0.27451" Alpha="1"><![CDATA[rpsts]]></Label>
      <Label Key="62" Red="0.0352941" Green="0.243137" Blue="0.827451" Alpha="1"><![CDATA[cpsts]]></Label>
      <Label Key="63" Red="1" Green="0.756863" Blue="0.898039" Alpha="1"><![CDATA[a7r]]></Label>
      <Label Key="64" Red="0" Green="0.584314" Blue="0" Alpha="1"><![CDATA[a7c]]></Label>
      <Label Key="65" Red="0.756863" Green="0.309804" Blue="0.172549" Alpha="1"><![CDATA[a5l]]></Label>
      <Label Key="66" Red="0.172549" Green="0.172549" Blue="0.207843" Alpha="1"><![CDATA[a7pc]]></Label>
      <Label Key="67" Red="0.827451" Green="0.207843" Blue="0.243137" Alpha="1"><![CDATA[a7ip]]></Label>
      <Label Key="68" Red="0.415686" Green="0.690196" Blue="0.584314" Alpha="1"><![CDATA[a39c]]></Label>
      <Label Key="69" Red="0.827451" Green="0.862745" Blue="0.482353" Alpha="1"><![CDATA[a39rd]]></Label>
      <Label Key="70" Red="0.654902" Green="0" Blue="0.827451" Alpha="1"><![CDATA[a40rd]]></Label>
      <Label Key="71" Red="0.0352941" Green="0.309804" Blue="0.243137" Alpha="1"><![CDATA[a40c]]></Label>
      <Label Key="72" Red="0.447059" Green="0.690196" Blue="0.827451" Alpha="1"><![CDATA[a39rv]]></Label>
      <Label Key="73" Red="0.207843" Green="0.415686" Blue="0.207843" Alpha="1"><![CDATA[a40rv]]></Label>
      <Label Key="74" Red="0" Green="0.792157" Blue="0.27451" Alpha="1"><![CDATA[a7m]]></Label>
      <Label Key="75" Red="0.964706" Green="0.0352941" Blue="0.517647" Alpha="1"><![CDATA[a5m]]></Label>
      <Label Key="76" Red="0.862745" Green="0.0705882" Blue="0.0705882" Alpha="1"><![CDATA[dmpos]]></Label>
      <Label Key="77" Red="0.243137" Green="0.862745" Blue="0.584314" Alpha="1"><![CDATA[a31]]></Label>
      <Label Key="78" Red="0.517647" Green="0.552941" Blue="0.690196" Alpha="1"><![CDATA[a1/2/3ulhf]]></Label>
      <Label Key="79" Red="0.756863" Green="0.584314" Blue="0.929412" Alpha="1"><![CDATA[a1/2/3tonia]]></Label>
      <Label Key="80" Red="1" Green="0.517647" Blue="0.72549" Alpha="1"><![CDATA[a2]]></Label>
      <Label Key="81" Red="0.654902" Green="0.929412" Blue="0.482353" Alpha="1"><![CDATA[a1/2/3tru]]></Label>
      <Label Key="82" Red="1" Green="0.756863" Blue="0.309804" Alpha="1"><![CDATA[g]]></Label>
      <Label Key="83" Red="0.482353" Green="0" Blue="0.137255" Alpha="1"><![CDATA[via]]></Label>
      <Label Key="84" Red="0.619608" Green="0.72549" Blue="0.690196" Alpha="1"><![CDATA[dia]]></Label>
      <Label Key="85" Red="0.792157" Green="0.482353" Blue="0.27451" Alpha="1"><![CDATA[vid/vig]]></Label>
      <Label Key="86" Red="0.309804" Green="0.584314" Blue="0.243137" Alpha="1"><![CDATA[dig]]></Label>
      <Label Key="87" Red="0.345098" Green="0.172549" Blue="0.827451" Alpha="1"><![CDATA[did]]></Label>
      <Label Key="88" Red="0.619608" Green="0.552941" Blue="0.0352941" Alpha="1"><![CDATA[a23d]]></Label>
      <Label Key="89" Red="0.517647" Green="0.207843" Blue="0.380392" Alpha="1"><![CDATA[a24rv]]></Label>
      <Label Key="90" Red="0.584314" Green="0.380392" Blue="0.415686" Alpha="1"><![CDATA[a32p]]></Label>
      <Label Key="91" Red="0.827451" Green="0.619608" Blue="0.619608" Alpha="1"><![CDATA[a23v]]></Label>
      <Label Key="92" Red="0.101961" Green="0.137255" Blue="0.482353" Alpha="1"><![CDATA[a24cd]]></Label>
      <Label Key="93" Red="0.862745" Green="0.756863" Blue="0.792157" Alpha="1"><![CDATA[a23c]]></Label>
      <Label Key="94" Red="0.654902" Green="0.380392" Blue="0.929412" Alpha="1"><![CDATA[a32sg]]></Label>
      <Label Key="95" Red="0" Green="0.415686" Blue="0.415686" Alpha="1"><![CDATA[cling]]></Label>
      <Label Key="96" Red="0.345098" Green="1" Blue="0.898039" Alpha="1"><![CDATA[rcung]]></Label>
      <Label Key="97" Red="0.380392" Green="0.137255" Blue="1" Alpha="1"><![CDATA[ccung]]></Label>
      <Label Key="98" Red="0.517647" Green="0.243137" Blue="0.584314" Alpha="1"><![CDATA[rling]]></Label>
      <Label Key="99" Red="0.517647" Green="1" Blue="0.756863" Alpha="1"><![CDATA[vmpos]]></Label>
      <Label Key="100" Red="0.380392" Green="0.619608" Blue="0.619608" Alpha="1"><![CDATA[moccg]]></Label>
      <Label Key="101" Red="0.137255" Green="0.415686" Blue="0.862745" Alpha="1"><![CDATA[v5/mt+]]></Label>
      <Label Key="102" Red="0.862745" Green="0.380392" Blue="0.345098" Alpha="1"><![CDATA[opc]]></Label>
      <Label Key="103" Red="0.584314" Green="0.0705882" Blue="0.27451" Alpha="1"><![CDATA[ioccg]]></Label>
      <Label Key="104" Red="0.72549" Green="0" Blue="1" Alpha="1"><![CDATA[msoccg]]></Label>
      <Label Key="105" Red="0.827451" Green="0.584314" Blue="0.72549" Alpha="1"><![CDATA[lsoccg]]></Label>
   </LabelTable>
   <DataArray Intent="NIFTI_INTENT_LABEL"
              DataType="NIFTI_TYPE_INT32"
              ArrayIndexingOrder="RowMajorOrder"
              Dimensionality="1"
              Dim0="163842"
              Encoding="GZipBase64Binary"
              Endian="LittleEndian"
              ExternalFileName=""
              ExternalFileOffset="">
      <MetaData>
         <MD>
            <Name><![CDATA[Name]]></Name>
            <Value><![CDATA[node label]]></Value>
         </MD>
      </MetaData>
      <Data>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</Data>
   </DataArray>
</GIFTI>