tpl-fsaverage_hemi-L_den-164k_atlas-Schaefer2018_seg-7n_scale-200_dseg.label.gii 56 KB

123456789101112131415161718192021222324252627282930313233343536373839404142434445464748495051525354555657585960616263646566676869707172737475767778798081828384858687888990919293949596979899100101102103104105106107108109110111112113114115116117118119120121122123124125126127128129130131132133134135136137138
  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 16:09:01 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="0.505882" Alpha="1"><![CDATA[7Networks_LH_Vis_1]]></Label>
  21. <Label Key="2" Red="0.470588" Green="0.0705882" Blue="0.509804" Alpha="1"><![CDATA[7Networks_LH_Vis_2]]></Label>
  22. <Label Key="3" Red="0.470588" Green="0.0705882" Blue="0.513726" Alpha="1"><![CDATA[7Networks_LH_Vis_3]]></Label>
  23. <Label Key="4" Red="0.470588" Green="0.0705882" Blue="0.517647" Alpha="1"><![CDATA[7Networks_LH_Vis_4]]></Label>
  24. <Label Key="5" Red="0.470588" Green="0.0705882" Blue="0.521569" Alpha="1"><![CDATA[7Networks_LH_Vis_5]]></Label>
  25. <Label Key="6" Red="0.470588" Green="0.0705882" Blue="0.529412" Alpha="1"><![CDATA[7Networks_LH_Vis_6]]></Label>
  26. <Label Key="7" Red="0.470588" Green="0.0705882" Blue="0.533333" Alpha="1"><![CDATA[7Networks_LH_Vis_7]]></Label>
  27. <Label Key="8" Red="0.470588" Green="0.0705882" Blue="0.537255" Alpha="1"><![CDATA[7Networks_LH_Vis_8]]></Label>
  28. <Label Key="9" Red="0.470588" Green="0.0705882" Blue="0.541176" Alpha="1"><![CDATA[7Networks_LH_Vis_9]]></Label>
  29. <Label Key="10" Red="0.470588" Green="0.0705882" Blue="0.545098" Alpha="1"><![CDATA[7Networks_LH_Vis_10]]></Label>
  30. <Label Key="11" Red="0.470588" Green="0.0705882" Blue="0.54902" Alpha="1"><![CDATA[7Networks_LH_Vis_11]]></Label>
  31. <Label Key="12" Red="0.470588" Green="0.0705882" Blue="0.552941" Alpha="1"><![CDATA[7Networks_LH_Vis_12]]></Label>
  32. <Label Key="13" Red="0.470588" Green="0.0745098" Blue="0.52549" Alpha="1"><![CDATA[7Networks_LH_Vis_13]]></Label>
  33. <Label Key="14" Red="0.470588" Green="0.0745098" Blue="0.529412" Alpha="1"><![CDATA[7Networks_LH_Vis_14]]></Label>
  34. <Label Key="15" Red="0.27451" Green="0.509804" Blue="0.682353" Alpha="1"><![CDATA[7Networks_LH_SomMot_1]]></Label>
  35. <Label Key="16" Red="0.27451" Green="0.509804" Blue="0.686275" Alpha="1"><![CDATA[7Networks_LH_SomMot_2]]></Label>
  36. <Label Key="17" Red="0.27451" Green="0.509804" Blue="0.690196" Alpha="1"><![CDATA[7Networks_LH_SomMot_3]]></Label>
  37. <Label Key="18" Red="0.27451" Green="0.509804" Blue="0.694118" Alpha="1"><![CDATA[7Networks_LH_SomMot_4]]></Label>
  38. <Label Key="19" Red="0.27451" Green="0.509804" Blue="0.698039" Alpha="1"><![CDATA[7Networks_LH_SomMot_5]]></Label>
  39. <Label Key="20" Red="0.27451" Green="0.509804" Blue="0.701961" Alpha="1"><![CDATA[7Networks_LH_SomMot_6]]></Label>
  40. <Label Key="21" Red="0.27451" Green="0.509804" Blue="0.709804" Alpha="1"><![CDATA[7Networks_LH_SomMot_7]]></Label>
  41. <Label Key="22" Red="0.27451" Green="0.509804" Blue="0.713726" Alpha="1"><![CDATA[7Networks_LH_SomMot_8]]></Label>
  42. <Label Key="23" Red="0.27451" Green="0.509804" Blue="0.717647" Alpha="1"><![CDATA[7Networks_LH_SomMot_9]]></Label>
  43. <Label Key="24" Red="0.27451" Green="0.509804" Blue="0.721569" Alpha="1"><![CDATA[7Networks_LH_SomMot_10]]></Label>
  44. <Label Key="25" Red="0.27451" Green="0.509804" Blue="0.72549" Alpha="1"><![CDATA[7Networks_LH_SomMot_11]]></Label>
  45. <Label Key="26" Red="0.27451" Green="0.509804" Blue="0.729412" Alpha="1"><![CDATA[7Networks_LH_SomMot_12]]></Label>
  46. <Label Key="27" Red="0.27451" Green="0.509804" Blue="0.733333" Alpha="1"><![CDATA[7Networks_LH_SomMot_13]]></Label>
  47. <Label Key="28" Red="0.27451" Green="0.513726" Blue="0.705882" Alpha="1"><![CDATA[7Networks_LH_SomMot_14]]></Label>
  48. <Label Key="29" Red="0.27451" Green="0.513726" Blue="0.709804" Alpha="1"><![CDATA[7Networks_LH_SomMot_15]]></Label>
  49. <Label Key="30" Red="0.27451" Green="0.513726" Blue="0.713726" Alpha="1"><![CDATA[7Networks_LH_SomMot_16]]></Label>
  50. <Label Key="31" Red="0" Green="0.462745" Blue="0.0431373" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_1]]></Label>
  51. <Label Key="32" Red="0" Green="0.462745" Blue="0.0470588" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_2]]></Label>
  52. <Label Key="33" Red="0" Green="0.462745" Blue="0.0509804" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_3]]></Label>
  53. <Label Key="34" Red="0" Green="0.462745" Blue="0.0588235" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_4]]></Label>
  54. <Label Key="35" Red="0" Green="0.462745" Blue="0.0627451" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_5]]></Label>
  55. <Label Key="36" Red="0" Green="0.462745" Blue="0.0666667" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_6]]></Label>
  56. <Label Key="37" Red="0" Green="0.462745" Blue="0.0705882" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_7]]></Label>
  57. <Label Key="38" Red="0" Green="0.462745" Blue="0.0745098" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_8]]></Label>
  58. <Label Key="39" Red="0" Green="0.462745" Blue="0.0784314" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_9]]></Label>
  59. <Label Key="40" Red="0" Green="0.462745" Blue="0.0823529" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_10]]></Label>
  60. <Label Key="41" Red="0" Green="0.462745" Blue="0.0862745" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_FEF_1]]></Label>
  61. <Label Key="42" Red="0" Green="0.466667" Blue="0.0588235" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_FEF_2]]></Label>
  62. <Label Key="43" Red="0" Green="0.466667" Blue="0.0627451" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_PrCv_1]]></Label>
  63. <Label Key="44" Red="0.768627" Green="0.227451" Blue="0.984314" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_ParOper_1]]></Label>
  64. <Label Key="45" Red="0.768627" Green="0.227451" Blue="0.988235" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_ParOper_2]]></Label>
  65. <Label Key="46" Red="0.768627" Green="0.227451" Blue="0.992157" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_ParOper_3]]></Label>
  66. <Label Key="47" Red="0.768627" Green="0.231373" Blue="0.984314" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_1]]></Label>
  67. <Label Key="48" Red="0.768627" Green="0.231373" Blue="0.988235" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_2]]></Label>
  68. <Label Key="49" Red="0.768627" Green="0.231373" Blue="0.992157" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_3]]></Label>
  69. <Label Key="50" Red="0.768627" Green="0.231373" Blue="0.996078" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_4]]></Label>
  70. <Label Key="51" Red="0.768627" Green="0.231373" Blue="1" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_PFCl_1]]></Label>
  71. <Label Key="52" Red="0.772549" Green="0.227451" Blue="0.984314" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_Med_1]]></Label>
  72. <Label Key="53" Red="0.772549" Green="0.227451" Blue="0.988235" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_Med_2]]></Label>
  73. <Label Key="54" Red="0.772549" Green="0.227451" Blue="0.992157" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_Med_3]]></Label>
  74. <Label Key="55" Red="0.862745" Green="0.972549" Blue="0.647059" Alpha="1"><![CDATA[7Networks_LH_Limbic_OFC_1]]></Label>
  75. <Label Key="56" Red="0.862745" Green="0.972549" Blue="0.65098" Alpha="1"><![CDATA[7Networks_LH_Limbic_OFC_2]]></Label>
  76. <Label Key="57" Red="0.862745" Green="0.972549" Blue="0.654902" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_1]]></Label>
  77. <Label Key="58" Red="0.862745" Green="0.972549" Blue="0.658824" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_2]]></Label>
  78. <Label Key="59" Red="0.862745" Green="0.972549" Blue="0.662745" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_3]]></Label>
  79. <Label Key="60" Red="0.862745" Green="0.972549" Blue="0.666667" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_4]]></Label>
  80. <Label Key="61" Red="0.901961" Green="0.580392" Blue="0.137255" Alpha="1"><![CDATA[7Networks_LH_Cont_Par_1]]></Label>
  81. <Label Key="62" Red="0.901961" Green="0.580392" Blue="0.141176" Alpha="1"><![CDATA[7Networks_LH_Cont_Par_2]]></Label>
  82. <Label Key="63" Red="0.901961" Green="0.580392" Blue="0.145098" Alpha="1"><![CDATA[7Networks_LH_Cont_Par_3]]></Label>
  83. <Label Key="64" Red="0.901961" Green="0.580392" Blue="0.14902" Alpha="1"><![CDATA[7Networks_LH_Cont_Temp_1]]></Label>
  84. <Label Key="65" Red="0.901961" Green="0.584314" Blue="0.133333" Alpha="1"><![CDATA[7Networks_LH_Cont_OFC_1]]></Label>
  85. <Label Key="66" Red="0.901961" Green="0.584314" Blue="0.141176" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_1]]></Label>
  86. <Label Key="67" Red="0.901961" Green="0.584314" Blue="0.145098" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_2]]></Label>
  87. <Label Key="68" Red="0.901961" Green="0.584314" Blue="0.14902" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_3]]></Label>
  88. <Label Key="69" Red="0.901961" Green="0.584314" Blue="0.152941" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_4]]></Label>
  89. <Label Key="70" Red="0.901961" Green="0.584314" Blue="0.156863" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_5]]></Label>
  90. <Label Key="71" Red="0.905882" Green="0.584314" Blue="0.137255" Alpha="1"><![CDATA[7Networks_LH_Cont_pCun_1]]></Label>
  91. <Label Key="72" Red="0.905882" Green="0.584314" Blue="0.141176" Alpha="1"><![CDATA[7Networks_LH_Cont_Cing_1]]></Label>
  92. <Label Key="73" Red="0.905882" Green="0.584314" Blue="0.145098" Alpha="1"><![CDATA[7Networks_LH_Cont_Cing_2]]></Label>
  93. <Label Key="74" Red="0.803922" Green="0.243137" Blue="0.298039" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_1]]></Label>
  94. <Label Key="75" Red="0.803922" Green="0.243137" Blue="0.301961" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_2]]></Label>
  95. <Label Key="76" Red="0.803922" Green="0.243137" Blue="0.305882" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_3]]></Label>
  96. <Label Key="77" Red="0.803922" Green="0.243137" Blue="0.313726" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_4]]></Label>
  97. <Label Key="78" Red="0.803922" Green="0.243137" Blue="0.317647" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_5]]></Label>
  98. <Label Key="79" Red="0.803922" Green="0.243137" Blue="0.321569" Alpha="1"><![CDATA[7Networks_LH_Default_Par_1]]></Label>
  99. <Label Key="80" Red="0.803922" Green="0.243137" Blue="0.32549" Alpha="1"><![CDATA[7Networks_LH_Default_Par_2]]></Label>
  100. <Label Key="81" Red="0.803922" Green="0.243137" Blue="0.329412" Alpha="1"><![CDATA[7Networks_LH_Default_Par_3]]></Label>
  101. <Label Key="82" Red="0.803922" Green="0.243137" Blue="0.333333" Alpha="1"><![CDATA[7Networks_LH_Default_Par_4]]></Label>
  102. <Label Key="83" Red="0.803922" Green="0.247059" Blue="0.286275" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_1]]></Label>
  103. <Label Key="84" Red="0.803922" Green="0.247059" Blue="0.290196" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_2]]></Label>
  104. <Label Key="85" Red="0.803922" Green="0.247059" Blue="0.294118" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_3]]></Label>
  105. <Label Key="86" Red="0.803922" Green="0.247059" Blue="0.298039" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_4]]></Label>
  106. <Label Key="87" Red="0.803922" Green="0.247059" Blue="0.301961" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_5]]></Label>
  107. <Label Key="88" Red="0.803922" Green="0.247059" Blue="0.309804" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_6]]></Label>
  108. <Label Key="89" Red="0.803922" Green="0.247059" Blue="0.313726" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_7]]></Label>
  109. <Label Key="90" Red="0.803922" Green="0.247059" Blue="0.317647" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_8]]></Label>
  110. <Label Key="91" Red="0.803922" Green="0.247059" Blue="0.321569" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_9]]></Label>
  111. <Label Key="92" Red="0.803922" Green="0.247059" Blue="0.32549" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_10]]></Label>
  112. <Label Key="93" Red="0.803922" Green="0.247059" Blue="0.329412" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_11]]></Label>
  113. <Label Key="94" Red="0.803922" Green="0.247059" Blue="0.333333" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_12]]></Label>
  114. <Label Key="95" Red="0.803922" Green="0.25098" Blue="0.305882" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_13]]></Label>
  115. <Label Key="96" Red="0.803922" Green="0.247059" Blue="0.337255" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_1]]></Label>
  116. <Label Key="97" Red="0.803922" Green="0.25098" Blue="0.309804" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_2]]></Label>
  117. <Label Key="98" Red="0.803922" Green="0.25098" Blue="0.313726" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_3]]></Label>
  118. <Label Key="99" Red="0.803922" Green="0.25098" Blue="0.317647" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_4]]></Label>
  119. <Label Key="100" Red="0.807843" Green="0.243137" Blue="0.309804" Alpha="1"><![CDATA[7Networks_LH_Default_PHC_1]]></Label>
  120. </LabelTable>
  121. <DataArray Intent="NIFTI_INTENT_LABEL"
  122. DataType="NIFTI_TYPE_INT32"
  123. ArrayIndexingOrder="RowMajorOrder"
  124. Dimensionality="1"
  125. Dim0="163842"
  126. Encoding="GZipBase64Binary"
  127. Endian="LittleEndian"
  128. ExternalFileName=""
  129. ExternalFileOffset="">
  130. <MetaData>
  131. <MD>
  132. <Name><![CDATA[Name]]></Name>
  133. <Value><![CDATA[node label]]></Value>
  134. </MD>
  135. </MetaData>
  136. <Data>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</Data>
  137. </DataArray>
  138. </GIFTI>