Scheduled service maintenance on November 22


On Friday, November 22, 2024, between 06:00 CET and 18:00 CET, GIN services will undergo planned maintenance. Extended service interruptions should be expected. We will try to keep downtimes to a minimum, but recommend that users avoid critical tasks, large data uploads, or DOI requests during this time.

We apologize for any inconvenience.

tpl-fsaverage_hemi-L_den-164k_atlas-Schaefer2018_seg-7n_scale-100_dseg.label.gii 41 KB

12345678910111213141516171819202122232425262728293031323334353637383940414243444546474849505152535455565758596061626364656667686970717273747576777879808182838485868788
  1. <?xml version="1.0" encoding="UTF-8"?>
  2. <!DOCTYPE GIFTI SYSTEM "http://gifti.projects.nitrc.org/gifti.dtd">
  3. <GIFTI Version="1.0" NumberOfDataArrays="1">
  4. <MetaData>
  5. <MD>
  6. <Name><![CDATA[UserName]]></Name>
  7. <Value><![CDATA[oesteban]]></Value>
  8. </MD>
  9. <MD>
  10. <Name><![CDATA[Date]]></Name>
  11. <Value><![CDATA[Wed Mar 13 16:08:44 2024]]></Value>
  12. </MD>
  13. <MD>
  14. <Name><![CDATA[gifticlib-version]]></Name>
  15. <Value><![CDATA[gifti library version 1.09, 28 June, 2010]]></Value>
  16. </MD>
  17. </MetaData>
  18. <LabelTable>
  19. <Label Key="0" Red="0.00392157" Green="0.00392157" Blue="0.00392157" Alpha="1"><![CDATA[Background+FreeSurfer_Defined_Medial_Wall]]></Label>
  20. <Label Key="1" Red="0.470588" Green="0.0705882" Blue="0.513726" Alpha="1"><![CDATA[7Networks_LH_Vis_1]]></Label>
  21. <Label Key="2" Red="0.470588" Green="0.0705882" Blue="0.517647" Alpha="1"><![CDATA[7Networks_LH_Vis_2]]></Label>
  22. <Label Key="3" Red="0.470588" Green="0.0705882" Blue="0.521569" Alpha="1"><![CDATA[7Networks_LH_Vis_3]]></Label>
  23. <Label Key="4" Red="0.470588" Green="0.0705882" Blue="0.529412" Alpha="1"><![CDATA[7Networks_LH_Vis_4]]></Label>
  24. <Label Key="5" Red="0.470588" Green="0.0705882" Blue="0.533333" Alpha="1"><![CDATA[7Networks_LH_Vis_5]]></Label>
  25. <Label Key="6" Red="0.470588" Green="0.0705882" Blue="0.537255" Alpha="1"><![CDATA[7Networks_LH_Vis_6]]></Label>
  26. <Label Key="7" Red="0.470588" Green="0.0705882" Blue="0.541176" Alpha="1"><![CDATA[7Networks_LH_Vis_7]]></Label>
  27. <Label Key="8" Red="0.470588" Green="0.0705882" Blue="0.545098" Alpha="1"><![CDATA[7Networks_LH_Vis_8]]></Label>
  28. <Label Key="9" Red="0.470588" Green="0.0705882" Blue="0.54902" Alpha="1"><![CDATA[7Networks_LH_Vis_9]]></Label>
  29. <Label Key="10" Red="0.27451" Green="0.509804" Blue="0.701961" Alpha="1"><![CDATA[7Networks_LH_SomMot_1]]></Label>
  30. <Label Key="11" Red="0.27451" Green="0.509804" Blue="0.709804" Alpha="1"><![CDATA[7Networks_LH_SomMot_2]]></Label>
  31. <Label Key="12" Red="0.27451" Green="0.509804" Blue="0.713726" Alpha="1"><![CDATA[7Networks_LH_SomMot_3]]></Label>
  32. <Label Key="13" Red="0.27451" Green="0.509804" Blue="0.717647" Alpha="1"><![CDATA[7Networks_LH_SomMot_4]]></Label>
  33. <Label Key="14" Red="0.27451" Green="0.509804" Blue="0.721569" Alpha="1"><![CDATA[7Networks_LH_SomMot_5]]></Label>
  34. <Label Key="15" Red="0.27451" Green="0.509804" Blue="0.72549" Alpha="1"><![CDATA[7Networks_LH_SomMot_6]]></Label>
  35. <Label Key="16" Red="0" Green="0.462745" Blue="0.0509804" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_1]]></Label>
  36. <Label Key="17" Red="0" Green="0.462745" Blue="0.0588235" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_2]]></Label>
  37. <Label Key="18" Red="0" Green="0.462745" Blue="0.0627451" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_3]]></Label>
  38. <Label Key="19" Red="0" Green="0.462745" Blue="0.0666667" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_4]]></Label>
  39. <Label Key="20" Red="0" Green="0.462745" Blue="0.0705882" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_5]]></Label>
  40. <Label Key="21" Red="0" Green="0.462745" Blue="0.0745098" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_6]]></Label>
  41. <Label Key="22" Red="0" Green="0.462745" Blue="0.0784314" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_PrCv_1]]></Label>
  42. <Label Key="23" Red="0" Green="0.462745" Blue="0.0823529" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_FEF_1]]></Label>
  43. <Label Key="24" Red="0.768627" Green="0.227451" Blue="0.984314" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_ParOper_1]]></Label>
  44. <Label Key="25" Red="0.768627" Green="0.231373" Blue="0.984314" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_1]]></Label>
  45. <Label Key="26" Red="0.768627" Green="0.231373" Blue="0.988235" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_2]]></Label>
  46. <Label Key="27" Red="0.768627" Green="0.231373" Blue="0.992157" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_PFCl_1]]></Label>
  47. <Label Key="28" Red="0.772549" Green="0.227451" Blue="0.984314" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_Med_1]]></Label>
  48. <Label Key="29" Red="0.772549" Green="0.227451" Blue="0.988235" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_Med_2]]></Label>
  49. <Label Key="30" Red="0.772549" Green="0.227451" Blue="0.992157" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_Med_3]]></Label>
  50. <Label Key="31" Red="0.862745" Green="0.972549" Blue="0.647059" Alpha="1"><![CDATA[7Networks_LH_Limbic_OFC_1]]></Label>
  51. <Label Key="32" Red="0.862745" Green="0.972549" Blue="0.65098" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_1]]></Label>
  52. <Label Key="33" Red="0.862745" Green="0.972549" Blue="0.654902" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_2]]></Label>
  53. <Label Key="34" Red="0.901961" Green="0.580392" Blue="0.137255" Alpha="1"><![CDATA[7Networks_LH_Cont_Par_1]]></Label>
  54. <Label Key="35" Red="0.901961" Green="0.584314" Blue="0.141176" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_1]]></Label>
  55. <Label Key="36" Red="0.905882" Green="0.584314" Blue="0.137255" Alpha="1"><![CDATA[7Networks_LH_Cont_pCun_1]]></Label>
  56. <Label Key="37" Red="0.905882" Green="0.584314" Blue="0.141176" Alpha="1"><![CDATA[7Networks_LH_Cont_Cing_1]]></Label>
  57. <Label Key="38" Red="0.803922" Green="0.243137" Blue="0.313726" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_1]]></Label>
  58. <Label Key="39" Red="0.803922" Green="0.243137" Blue="0.317647" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_2]]></Label>
  59. <Label Key="40" Red="0.803922" Green="0.243137" Blue="0.321569" Alpha="1"><![CDATA[7Networks_LH_Default_Par_1]]></Label>
  60. <Label Key="41" Red="0.803922" Green="0.243137" Blue="0.32549" Alpha="1"><![CDATA[7Networks_LH_Default_Par_2]]></Label>
  61. <Label Key="42" Red="0.803922" Green="0.247059" Blue="0.298039" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_1]]></Label>
  62. <Label Key="43" Red="0.803922" Green="0.247059" Blue="0.301961" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_2]]></Label>
  63. <Label Key="44" Red="0.803922" Green="0.247059" Blue="0.309804" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_3]]></Label>
  64. <Label Key="45" Red="0.803922" Green="0.247059" Blue="0.313726" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_4]]></Label>
  65. <Label Key="46" Red="0.803922" Green="0.247059" Blue="0.317647" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_5]]></Label>
  66. <Label Key="47" Red="0.803922" Green="0.247059" Blue="0.321569" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_6]]></Label>
  67. <Label Key="48" Red="0.803922" Green="0.247059" Blue="0.32549" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_7]]></Label>
  68. <Label Key="49" Red="0.803922" Green="0.247059" Blue="0.329412" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_1]]></Label>
  69. <Label Key="50" Red="0.803922" Green="0.247059" Blue="0.333333" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_2]]></Label>
  70. </LabelTable>
  71. <DataArray Intent="NIFTI_INTENT_LABEL"
  72. DataType="NIFTI_TYPE_INT32"
  73. ArrayIndexingOrder="RowMajorOrder"
  74. Dimensionality="1"
  75. Dim0="163842"
  76. Encoding="GZipBase64Binary"
  77. Endian="LittleEndian"
  78. ExternalFileName=""
  79. ExternalFileOffset="">
  80. <MetaData>
  81. <MD>
  82. <Name><![CDATA[Name]]></Name>
  83. <Value><![CDATA[node label]]></Value>
  84. </MD>
  85. </MetaData>
  86. <Data>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</Data>
  87. </DataArray>
  88. </GIFTI>