12345678910111213141516171819202122232425262728293031323334353637383940414243444546474849505152535455565758596061626364656667686970717273 |
- <?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 14:54:31 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="0.0980392" Green="0.392157" Blue="0.156863" Alpha="1"><![CDATA[bankssts]]></Label>
- <Label Key="2" Red="0.490196" Green="0.392157" Blue="0.627451" Alpha="1"><![CDATA[caudalanteriorcingulate]]></Label>
- <Label Key="3" Red="0.392157" Green="0.0980392" Blue="0" Alpha="1"><![CDATA[caudalmiddlefrontal]]></Label>
- <Label Key="4" Red="0.470588" Green="0.27451" Blue="0.196078" Alpha="1"><![CDATA[corpuscallosum]]></Label>
- <Label Key="5" Red="0.862745" Green="0.0784314" Blue="0.392157" Alpha="1"><![CDATA[cuneus]]></Label>
- <Label Key="6" Red="0.862745" Green="0.0784314" Blue="0.0392157" Alpha="1"><![CDATA[entorhinal]]></Label>
- <Label Key="7" Red="0.705882" Green="0.862745" Blue="0.54902" Alpha="1"><![CDATA[fusiform]]></Label>
- <Label Key="8" Red="0.862745" Green="0.235294" Blue="0.862745" Alpha="1"><![CDATA[inferiorparietal]]></Label>
- <Label Key="9" Red="0.705882" Green="0.156863" Blue="0.470588" Alpha="1"><![CDATA[inferiortemporal]]></Label>
- <Label Key="10" Red="0.54902" Green="0.0784314" Blue="0.54902" Alpha="1"><![CDATA[isthmuscingulate]]></Label>
- <Label Key="11" Red="0.0784314" Green="0.117647" Blue="0.54902" Alpha="1"><![CDATA[lateraloccipital]]></Label>
- <Label Key="12" Red="0.137255" Green="0.294118" Blue="0.196078" Alpha="1"><![CDATA[lateralorbitofrontal]]></Label>
- <Label Key="13" Red="0.882353" Green="0.54902" Blue="0.54902" Alpha="1"><![CDATA[lingual]]></Label>
- <Label Key="14" Red="0.784314" Green="0.137255" Blue="0.294118" Alpha="1"><![CDATA[medialorbitofrontal]]></Label>
- <Label Key="15" Red="0.627451" Green="0.392157" Blue="0.196078" Alpha="1"><![CDATA[middletemporal]]></Label>
- <Label Key="16" Red="0.0784314" Green="0.862745" Blue="0.235294" Alpha="1"><![CDATA[parahippocampal]]></Label>
- <Label Key="17" Red="0.235294" Green="0.862745" Blue="0.235294" Alpha="1"><![CDATA[paracentral]]></Label>
- <Label Key="18" Red="0.862745" Green="0.705882" Blue="0.54902" Alpha="1"><![CDATA[parsopercularis]]></Label>
- <Label Key="19" Red="0.0784314" Green="0.392157" Blue="0.196078" Alpha="1"><![CDATA[parsorbitalis]]></Label>
- <Label Key="20" Red="0.862745" Green="0.235294" Blue="0.0784314" Alpha="1"><![CDATA[parstriangularis]]></Label>
- <Label Key="21" Red="0.470588" Green="0.392157" Blue="0.235294" Alpha="1"><![CDATA[pericalcarine]]></Label>
- <Label Key="22" Red="0.862745" Green="0.0784314" Blue="0.0784314" Alpha="1"><![CDATA[postcentral]]></Label>
- <Label Key="23" Red="0.862745" Green="0.705882" Blue="0.862745" Alpha="1"><![CDATA[posteriorcingulate]]></Label>
- <Label Key="24" Red="0.235294" Green="0.0784314" Blue="0.862745" Alpha="1"><![CDATA[precentral]]></Label>
- <Label Key="25" Red="0.627451" Green="0.54902" Blue="0.705882" Alpha="1"><![CDATA[precuneus]]></Label>
- <Label Key="26" Red="0.313726" Green="0.0784314" Blue="0.54902" Alpha="1"><![CDATA[rostralanteriorcingulate]]></Label>
- <Label Key="27" Red="0.294118" Green="0.196078" Blue="0.490196" Alpha="1"><![CDATA[rostralmiddlefrontal]]></Label>
- <Label Key="28" Red="0.0784314" Green="0.862745" Blue="0.627451" Alpha="1"><![CDATA[superiorfrontal]]></Label>
- <Label Key="29" Red="0.0784314" Green="0.705882" Blue="0.54902" Alpha="1"><![CDATA[superiorparietal]]></Label>
- <Label Key="30" Red="0.54902" Green="0.862745" Blue="0.862745" Alpha="1"><![CDATA[superiortemporal]]></Label>
- <Label Key="31" Red="0.313726" Green="0.627451" Blue="0.0784314" Alpha="1"><![CDATA[supramarginal]]></Label>
- <Label Key="32" Red="0.392157" Green="0" Blue="0.392157" Alpha="1"><![CDATA[frontalpole]]></Label>
- <Label Key="33" Red="0.27451" Green="0.27451" Blue="0.27451" Alpha="1"><![CDATA[temporalpole]]></Label>
- <Label Key="34" Red="0.588235" Green="0.588235" Blue="0.784314" Alpha="1"><![CDATA[transversetemporal]]></Label>
- <Label Key="35" Red="1" Green="0.752941" Blue="0.12549" Alpha="1"><![CDATA[insula]]></Label>
- </LabelTable>
- <DataArray Intent="NIFTI_INTENT_LABEL"
- DataType="NIFTI_TYPE_INT32"
- ArrayIndexingOrder="RowMajorOrder"
- Dimensionality="1"
- Dim0="40962"
- 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>
|