We use cookies to ensure you get the best experience on our website
Home Explore Help News
Register Sign In
templateflow
/
tpl-fsaverage
2
0
Fork 1
Files Issues
Branch: master
Branches Tags
tpl-fsaverage
/
tpl-fsaverage_hemi-L_den-164k_atlas-Desikan2006_seg-aparc_desc-original_dseg.label.gii

tpl-fsaverage_hemi-L_den-164k_atlas-Desikan2006_seg-aparc_desc-original_dseg.label.gii 33 KB
Permalink History Download

12345678910111213141516171819202122232425262728293031323334353637383940414243444546474849505152535455565758596061626364656667686970717273 
  1. <?xml version="1.0" encoding="UTF-8"?>
    2. 

  2. <!DOCTYPE GIFTI SYSTEM "http://gifti.projects.nitrc.org/gifti.dtd">
    3. 

  3. <GIFTI Version="1.0"  NumberOfDataArrays="1">
    4. 

  4.    <MetaData>
    5. 

  5.       <MD>
    6. 

  6.          <Name><![CDATA[UserName]]></Name>
    7. 

  7.          <Value><![CDATA[oesteban]]></Value>
    8. 

  8.       </MD>
    9. 

  9.       <MD>
    10. 

  10.          <Name><![CDATA[Date]]></Name>
    11. 

  11.          <Value><![CDATA[Tue Mar 12 16:03:45 2024]]></Value>
    12. 

  12.       </MD>
    13. 

  13.       <MD>
    14. 

  14.          <Name><![CDATA[gifticlib-version]]></Name>
    15. 

  15.          <Value><![CDATA[gifti library version 1.09, 28 June, 2010]]></Value>
    16. 

  16.       </MD>
    17. 

  17.    </MetaData>
    18. 

  18.    <LabelTable>
    19. 

  19.       <Label Key="0" Red="0" Green="0" Blue="0" Alpha="0"><![CDATA[unknown]]></Label>
    20. 

  20.       <Label Key="1" Red="0.0980392" Green="0.392157" Blue="0.156863" Alpha="1"><![CDATA[bankssts]]></Label>
    21. 

  21.       <Label Key="2" Red="0.490196" Green="0.392157" Blue="0.627451" Alpha="1"><![CDATA[caudalanteriorcingulate]]></Label>
    22. 

  22.       <Label Key="3" Red="0.392157" Green="0.0980392" Blue="0" Alpha="1"><![CDATA[caudalmiddlefrontal]]></Label>
    23. 

  23.       <Label Key="4" Red="0.470588" Green="0.27451" Blue="0.196078" Alpha="1"><![CDATA[corpuscallosum]]></Label>
    24. 

  24.       <Label Key="5" Red="0.862745" Green="0.0784314" Blue="0.392157" Alpha="1"><![CDATA[cuneus]]></Label>
    25. 

  25.       <Label Key="6" Red="0.862745" Green="0.0784314" Blue="0.0392157" Alpha="1"><![CDATA[entorhinal]]></Label>
    26. 

  26.       <Label Key="7" Red="0.705882" Green="0.862745" Blue="0.54902" Alpha="1"><![CDATA[fusiform]]></Label>
    27. 

  27.       <Label Key="8" Red="0.862745" Green="0.235294" Blue="0.862745" Alpha="1"><![CDATA[inferiorparietal]]></Label>
    28. 

  28.       <Label Key="9" Red="0.705882" Green="0.156863" Blue="0.470588" Alpha="1"><![CDATA[inferiortemporal]]></Label>
    29. 

  29.       <Label Key="10" Red="0.54902" Green="0.0784314" Blue="0.54902" Alpha="1"><![CDATA[isthmuscingulate]]></Label>
    30. 

  30.       <Label Key="11" Red="0.0784314" Green="0.117647" Blue="0.54902" Alpha="1"><![CDATA[lateraloccipital]]></Label>
    31. 

  31.       <Label Key="12" Red="0.137255" Green="0.294118" Blue="0.196078" Alpha="1"><![CDATA[lateralorbitofrontal]]></Label>
    32. 

  32.       <Label Key="13" Red="0.882353" Green="0.54902" Blue="0.54902" Alpha="1"><![CDATA[lingual]]></Label>
    33. 

  33.       <Label Key="14" Red="0.784314" Green="0.137255" Blue="0.294118" Alpha="1"><![CDATA[medialorbitofrontal]]></Label>
    34. 

  34.       <Label Key="15" Red="0.627451" Green="0.392157" Blue="0.196078" Alpha="1"><![CDATA[middletemporal]]></Label>
    35. 

  35.       <Label Key="16" Red="0.0784314" Green="0.862745" Blue="0.235294" Alpha="1"><![CDATA[parahippocampal]]></Label>
    36. 

  36.       <Label Key="17" Red="0.235294" Green="0.862745" Blue="0.235294" Alpha="1"><![CDATA[paracentral]]></Label>
    37. 

  37.       <Label Key="18" Red="0.862745" Green="0.705882" Blue="0.54902" Alpha="1"><![CDATA[parsopercularis]]></Label>
    38. 

  38.       <Label Key="19" Red="0.0784314" Green="0.392157" Blue="0.196078" Alpha="1"><![CDATA[parsorbitalis]]></Label>
    39. 

  39.       <Label Key="20" Red="0.862745" Green="0.235294" Blue="0.0784314" Alpha="1"><![CDATA[parstriangularis]]></Label>
    40. 

  40.       <Label Key="21" Red="0.470588" Green="0.392157" Blue="0.235294" Alpha="1"><![CDATA[pericalcarine]]></Label>
    41. 

  41.       <Label Key="22" Red="0.862745" Green="0.0784314" Blue="0.0784314" Alpha="1"><![CDATA[postcentral]]></Label>
    42. 

  42.       <Label Key="23" Red="0.862745" Green="0.705882" Blue="0.862745" Alpha="1"><![CDATA[posteriorcingulate]]></Label>
    43. 

  43.       <Label Key="24" Red="0.235294" Green="0.0784314" Blue="0.862745" Alpha="1"><![CDATA[precentral]]></Label>
    44. 

  44.       <Label Key="25" Red="0.627451" Green="0.54902" Blue="0.705882" Alpha="1"><![CDATA[precuneus]]></Label>
    45. 

  45.       <Label Key="26" Red="0.313726" Green="0.0784314" Blue="0.54902" Alpha="1"><![CDATA[rostralanteriorcingulate]]></Label>
    46. 

  46.       <Label Key="27" Red="0.294118" Green="0.196078" Blue="0.490196" Alpha="1"><![CDATA[rostralmiddlefrontal]]></Label>
    47. 

  47.       <Label Key="28" Red="0.0784314" Green="0.862745" Blue="0.627451" Alpha="1"><![CDATA[superiorfrontal]]></Label>
    48. 

  48.       <Label Key="29" Red="0.0784314" Green="0.705882" Blue="0.54902" Alpha="1"><![CDATA[superiorparietal]]></Label>
    49. 

  49.       <Label Key="30" Red="0.54902" Green="0.862745" Blue="0.862745" Alpha="1"><![CDATA[superiortemporal]]></Label>
    50. 

  50.       <Label Key="31" Red="0.313726" Green="0.627451" Blue="0.0784314" Alpha="1"><![CDATA[supramarginal]]></Label>
    51. 

  51.       <Label Key="32" Red="0.392157" Green="0" Blue="0.392157" Alpha="1"><![CDATA[frontalpole]]></Label>
    52. 

  52.       <Label Key="33" Red="0.27451" Green="0.0784314" Blue="0.666667" Alpha="1"><![CDATA[temporalpole]]></Label>
    53. 

  53.       <Label Key="34" Red="0.588235" Green="0.588235" Blue="0.784314" Alpha="1"><![CDATA[transversetemporal]]></Label>
    54. 

  54.       <Label Key="35" Red="1" Green="0.752941" Blue="0.12549" Alpha="1"><![CDATA[insula]]></Label>
    55. 

  55.    </LabelTable>
    56. 

  56.    <DataArray Intent="NIFTI_INTENT_LABEL"
    57. 

  57.               DataType="NIFTI_TYPE_INT32"
    58. 

  58.               ArrayIndexingOrder="RowMajorOrder"
    59. 

  59.               Dimensionality="1"
    60. 

  60.               Dim0="163842"
    61. 

  61.               Encoding="GZipBase64Binary"
    62. 

  62.               Endian="LittleEndian"
    63. 

  63.               ExternalFileName=""
    64. 

  64.               ExternalFileOffset="">
    65. 

  65.       <MetaData>
    66. 

  66.          <MD>
    67. 

  67.             <Name><![CDATA[Name]]></Name>
    68. 

  68.             <Value><![CDATA[node label]]></Value>
    69. 

  69.          </MD>
    70. 

  70.       </MetaData>
    71. 

  71.       <Data>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</Data>
    72. 

  72.    </DataArray>
    73. 

  73. </GIFTI>
    74.