tpl-fsaverage_hemi-L_den-164k_atlas-Schaefer2018_seg-7n_scale-300_dseg.label.gii 70 KB

123456789101112131415161718192021222324252627282930313233343536373839404142434445464748495051525354555657585960616263646566676869707172737475767778798081828384858687888990919293949596979899100101102103104105106107108109110111112113114115116117118119120121122123124125126127128129130131132133134135136137138139140141142143144145146147148149150151152153154155156157158159160161162163164165166167168169170171172173174175176177178179180181182183184185186187188
  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 16:09:10 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="0.0666667" Blue="0.517647" Alpha="1"><![CDATA[7Networks_LH_Vis_1]]></Label>
  21. <Label Key="2" Red="0.470588" Green="0.0666667" Blue="0.521569" Alpha="1"><![CDATA[7Networks_LH_Vis_2]]></Label>
  22. <Label Key="3" Red="0.470588" Green="0.0666667" Blue="0.52549" Alpha="1"><![CDATA[7Networks_LH_Vis_3]]></Label>
  23. <Label Key="4" Red="0.470588" Green="0.0705882" Blue="0.498039" Alpha="1"><![CDATA[7Networks_LH_Vis_4]]></Label>
  24. <Label Key="5" Red="0.470588" Green="0.0705882" Blue="0.501961" Alpha="1"><![CDATA[7Networks_LH_Vis_5]]></Label>
  25. <Label Key="6" Red="0.470588" Green="0.0705882" Blue="0.505882" Alpha="1"><![CDATA[7Networks_LH_Vis_6]]></Label>
  26. <Label Key="7" Red="0.470588" Green="0.0705882" Blue="0.509804" Alpha="1"><![CDATA[7Networks_LH_Vis_7]]></Label>
  27. <Label Key="8" Red="0.470588" Green="0.0705882" Blue="0.513726" Alpha="1"><![CDATA[7Networks_LH_Vis_8]]></Label>
  28. <Label Key="9" Red="0.470588" Green="0.0705882" Blue="0.517647" Alpha="1"><![CDATA[7Networks_LH_Vis_9]]></Label>
  29. <Label Key="10" Red="0.470588" Green="0.0705882" Blue="0.521569" Alpha="1"><![CDATA[7Networks_LH_Vis_10]]></Label>
  30. <Label Key="11" Red="0.470588" Green="0.0705882" Blue="0.529412" Alpha="1"><![CDATA[7Networks_LH_Vis_11]]></Label>
  31. <Label Key="12" Red="0.470588" Green="0.0705882" Blue="0.533333" Alpha="1"><![CDATA[7Networks_LH_Vis_12]]></Label>
  32. <Label Key="13" Red="0.470588" Green="0.0705882" Blue="0.537255" Alpha="1"><![CDATA[7Networks_LH_Vis_13]]></Label>
  33. <Label Key="14" Red="0.470588" Green="0.0705882" Blue="0.541176" Alpha="1"><![CDATA[7Networks_LH_Vis_14]]></Label>
  34. <Label Key="15" Red="0.470588" Green="0.0705882" Blue="0.545098" Alpha="1"><![CDATA[7Networks_LH_Vis_15]]></Label>
  35. <Label Key="16" Red="0.470588" Green="0.0705882" Blue="0.54902" Alpha="1"><![CDATA[7Networks_LH_Vis_16]]></Label>
  36. <Label Key="17" Red="0.470588" Green="0.0705882" Blue="0.552941" Alpha="1"><![CDATA[7Networks_LH_Vis_17]]></Label>
  37. <Label Key="18" Red="0.470588" Green="0.0745098" Blue="0.52549" Alpha="1"><![CDATA[7Networks_LH_Vis_18]]></Label>
  38. <Label Key="19" Red="0.470588" Green="0.0745098" Blue="0.529412" Alpha="1"><![CDATA[7Networks_LH_Vis_19]]></Label>
  39. <Label Key="20" Red="0.470588" Green="0.0745098" Blue="0.533333" Alpha="1"><![CDATA[7Networks_LH_Vis_20]]></Label>
  40. <Label Key="21" Red="0.470588" Green="0.0745098" Blue="0.537255" Alpha="1"><![CDATA[7Networks_LH_Vis_21]]></Label>
  41. <Label Key="22" Red="0.470588" Green="0.0745098" Blue="0.541176" Alpha="1"><![CDATA[7Networks_LH_Vis_22]]></Label>
  42. <Label Key="23" Red="0.470588" Green="0.0745098" Blue="0.545098" Alpha="1"><![CDATA[7Networks_LH_Vis_23]]></Label>
  43. <Label Key="24" Red="0.470588" Green="0.0745098" Blue="0.54902" Alpha="1"><![CDATA[7Networks_LH_Vis_24]]></Label>
  44. <Label Key="25" Red="0.27451" Green="0.505882" Blue="0.686275" Alpha="1"><![CDATA[7Networks_LH_SomMot_1]]></Label>
  45. <Label Key="26" Red="0.27451" Green="0.505882" Blue="0.690196" Alpha="1"><![CDATA[7Networks_LH_SomMot_2]]></Label>
  46. <Label Key="27" Red="0.27451" Green="0.505882" Blue="0.694118" Alpha="1"><![CDATA[7Networks_LH_SomMot_3]]></Label>
  47. <Label Key="28" Red="0.27451" Green="0.505882" Blue="0.698039" Alpha="1"><![CDATA[7Networks_LH_SomMot_4]]></Label>
  48. <Label Key="29" Red="0.27451" Green="0.505882" Blue="0.701961" Alpha="1"><![CDATA[7Networks_LH_SomMot_5]]></Label>
  49. <Label Key="30" Red="0.27451" Green="0.505882" Blue="0.705882" Alpha="1"><![CDATA[7Networks_LH_SomMot_6]]></Label>
  50. <Label Key="31" Red="0.27451" Green="0.509804" Blue="0.678431" Alpha="1"><![CDATA[7Networks_LH_SomMot_7]]></Label>
  51. <Label Key="32" Red="0.27451" Green="0.509804" Blue="0.682353" Alpha="1"><![CDATA[7Networks_LH_SomMot_8]]></Label>
  52. <Label Key="33" Red="0.27451" Green="0.509804" Blue="0.686275" Alpha="1"><![CDATA[7Networks_LH_SomMot_9]]></Label>
  53. <Label Key="34" Red="0.27451" Green="0.509804" Blue="0.690196" Alpha="1"><![CDATA[7Networks_LH_SomMot_10]]></Label>
  54. <Label Key="35" Red="0.27451" Green="0.509804" Blue="0.694118" Alpha="1"><![CDATA[7Networks_LH_SomMot_11]]></Label>
  55. <Label Key="36" Red="0.27451" Green="0.509804" Blue="0.698039" Alpha="1"><![CDATA[7Networks_LH_SomMot_12]]></Label>
  56. <Label Key="37" Red="0.27451" Green="0.509804" Blue="0.701961" Alpha="1"><![CDATA[7Networks_LH_SomMot_13]]></Label>
  57. <Label Key="38" Red="0.27451" Green="0.509804" Blue="0.709804" Alpha="1"><![CDATA[7Networks_LH_SomMot_14]]></Label>
  58. <Label Key="39" Red="0.27451" Green="0.509804" Blue="0.713726" Alpha="1"><![CDATA[7Networks_LH_SomMot_15]]></Label>
  59. <Label Key="40" Red="0.27451" Green="0.509804" Blue="0.717647" Alpha="1"><![CDATA[7Networks_LH_SomMot_16]]></Label>
  60. <Label Key="41" Red="0.27451" Green="0.509804" Blue="0.721569" Alpha="1"><![CDATA[7Networks_LH_SomMot_17]]></Label>
  61. <Label Key="42" Red="0.27451" Green="0.509804" Blue="0.72549" Alpha="1"><![CDATA[7Networks_LH_SomMot_18]]></Label>
  62. <Label Key="43" Red="0.27451" Green="0.509804" Blue="0.729412" Alpha="1"><![CDATA[7Networks_LH_SomMot_19]]></Label>
  63. <Label Key="44" Red="0.27451" Green="0.509804" Blue="0.733333" Alpha="1"><![CDATA[7Networks_LH_SomMot_20]]></Label>
  64. <Label Key="45" Red="0.27451" Green="0.513726" Blue="0.705882" Alpha="1"><![CDATA[7Networks_LH_SomMot_21]]></Label>
  65. <Label Key="46" Red="0.27451" Green="0.513726" Blue="0.709804" Alpha="1"><![CDATA[7Networks_LH_SomMot_22]]></Label>
  66. <Label Key="47" Red="0.27451" Green="0.513726" Blue="0.713726" Alpha="1"><![CDATA[7Networks_LH_SomMot_23]]></Label>
  67. <Label Key="48" Red="0.27451" Green="0.513726" Blue="0.717647" Alpha="1"><![CDATA[7Networks_LH_SomMot_24]]></Label>
  68. <Label Key="49" Red="0.27451" Green="0.513726" Blue="0.721569" Alpha="1"><![CDATA[7Networks_LH_SomMot_25]]></Label>
  69. <Label Key="50" Red="0.27451" Green="0.513726" Blue="0.72549" Alpha="1"><![CDATA[7Networks_LH_SomMot_26]]></Label>
  70. <Label Key="51" Red="0.27451" Green="0.513726" Blue="0.729412" Alpha="1"><![CDATA[7Networks_LH_SomMot_27]]></Label>
  71. <Label Key="52" Red="0.27451" Green="0.513726" Blue="0.733333" Alpha="1"><![CDATA[7Networks_LH_SomMot_28]]></Label>
  72. <Label Key="53" Red="0.27451" Green="0.517647" Blue="0.705882" Alpha="1"><![CDATA[7Networks_LH_SomMot_29]]></Label>
  73. <Label Key="54" Red="0" Green="0.462745" Blue="0.0392157" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_1]]></Label>
  74. <Label Key="55" Red="0" Green="0.462745" Blue="0.0431373" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_2]]></Label>
  75. <Label Key="56" Red="0" Green="0.462745" Blue="0.0470588" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_3]]></Label>
  76. <Label Key="57" Red="0" Green="0.462745" Blue="0.0509804" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_4]]></Label>
  77. <Label Key="58" Red="0" Green="0.462745" Blue="0.0588235" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_5]]></Label>
  78. <Label Key="59" Red="0" Green="0.462745" Blue="0.0627451" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_6]]></Label>
  79. <Label Key="60" Red="0" Green="0.462745" Blue="0.0666667" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_7]]></Label>
  80. <Label Key="61" Red="0" Green="0.462745" Blue="0.0705882" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_8]]></Label>
  81. <Label Key="62" Red="0" Green="0.462745" Blue="0.0745098" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_9]]></Label>
  82. <Label Key="63" Red="0" Green="0.462745" Blue="0.0784314" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_10]]></Label>
  83. <Label Key="64" Red="0" Green="0.462745" Blue="0.0823529" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_11]]></Label>
  84. <Label Key="65" Red="0" Green="0.466667" Blue="0.054902" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_Post_12]]></Label>
  85. <Label Key="66" Red="0" Green="0.462745" Blue="0.0862745" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_FEF_1]]></Label>
  86. <Label Key="67" Red="0" Green="0.466667" Blue="0.0588235" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_FEF_2]]></Label>
  87. <Label Key="68" Red="0" Green="0.466667" Blue="0.0627451" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_FEF_3]]></Label>
  88. <Label Key="69" Red="0" Green="0.466667" Blue="0.0666667" Alpha="1"><![CDATA[7Networks_LH_DorsAttn_PrCv_1]]></Label>
  89. <Label Key="70" Red="0.768627" Green="0.227451" Blue="0.984314" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_ParOper_1]]></Label>
  90. <Label Key="71" Red="0.768627" Green="0.227451" Blue="0.988235" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_ParOper_2]]></Label>
  91. <Label Key="72" Red="0.768627" Green="0.227451" Blue="0.992157" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_ParOper_3]]></Label>
  92. <Label Key="73" Red="0.768627" Green="0.227451" Blue="0.996078" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_TempOcc_1]]></Label>
  93. <Label Key="74" Red="0.768627" Green="0.231373" Blue="0.972549" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_1]]></Label>
  94. <Label Key="75" Red="0.768627" Green="0.231373" Blue="0.976471" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_2]]></Label>
  95. <Label Key="76" Red="0.768627" Green="0.231373" Blue="0.984314" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_3]]></Label>
  96. <Label Key="77" Red="0.768627" Green="0.231373" Blue="0.988235" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_4]]></Label>
  97. <Label Key="78" Red="0.768627" Green="0.231373" Blue="0.992157" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_5]]></Label>
  98. <Label Key="79" Red="0.768627" Green="0.231373" Blue="0.996078" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_6]]></Label>
  99. <Label Key="80" Red="0.768627" Green="0.231373" Blue="1" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_FrOperIns_7]]></Label>
  100. <Label Key="81" Red="0.756863" Green="0.203922" Blue="0.976471" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_PFCl_1]]></Label>
  101. <Label Key="82" Red="0.772549" Green="0.227451" Blue="0.984314" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_Med_1]]></Label>
  102. <Label Key="83" Red="0.772549" Green="0.227451" Blue="0.988235" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_Med_2]]></Label>
  103. <Label Key="84" Red="0.772549" Green="0.227451" Blue="0.992157" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_Med_3]]></Label>
  104. <Label Key="85" Red="0.772549" Green="0.227451" Blue="0.996078" Alpha="1"><![CDATA[7Networks_LH_SalVentAttn_Med_4]]></Label>
  105. <Label Key="86" Red="0.862745" Green="0.972549" Blue="0.647059" Alpha="1"><![CDATA[7Networks_LH_Limbic_OFC_1]]></Label>
  106. <Label Key="87" Red="0.862745" Green="0.972549" Blue="0.65098" Alpha="1"><![CDATA[7Networks_LH_Limbic_OFC_2]]></Label>
  107. <Label Key="88" Red="0.862745" Green="0.972549" Blue="0.654902" Alpha="1"><![CDATA[7Networks_LH_Limbic_OFC_3]]></Label>
  108. <Label Key="89" Red="0.862745" Green="0.972549" Blue="0.639216" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_1]]></Label>
  109. <Label Key="90" Red="0.862745" Green="0.972549" Blue="0.643137" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_2]]></Label>
  110. <Label Key="91" Red="0.862745" Green="0.972549" Blue="0.658824" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_3]]></Label>
  111. <Label Key="92" Red="0.862745" Green="0.972549" Blue="0.662745" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_4]]></Label>
  112. <Label Key="93" Red="0.862745" Green="0.972549" Blue="0.666667" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_5]]></Label>
  113. <Label Key="94" Red="0.862745" Green="0.972549" Blue="0.670588" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_6]]></Label>
  114. <Label Key="95" Red="0.862745" Green="0.972549" Blue="0.67451" Alpha="1"><![CDATA[7Networks_LH_Limbic_TempPole_7]]></Label>
  115. <Label Key="96" Red="0.901961" Green="0.580392" Blue="0.137255" Alpha="1"><![CDATA[7Networks_LH_Cont_Par_1]]></Label>
  116. <Label Key="97" Red="0.901961" Green="0.580392" Blue="0.141176" Alpha="1"><![CDATA[7Networks_LH_Cont_Par_2]]></Label>
  117. <Label Key="98" Red="0.901961" Green="0.580392" Blue="0.145098" Alpha="1"><![CDATA[7Networks_LH_Cont_Par_3]]></Label>
  118. <Label Key="99" Red="0.901961" Green="0.580392" Blue="0.14902" Alpha="1"><![CDATA[7Networks_LH_Cont_Par_4]]></Label>
  119. <Label Key="100" Red="0.901961" Green="0.580392" Blue="0.152941" Alpha="1"><![CDATA[7Networks_LH_Cont_Temp_1]]></Label>
  120. <Label Key="101" Red="0.901961" Green="0.584314" Blue="0.129412" Alpha="1"><![CDATA[7Networks_LH_Cont_OFC_1]]></Label>
  121. <Label Key="102" Red="0.901961" Green="0.584314" Blue="0.133333" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_1]]></Label>
  122. <Label Key="103" Red="0.901961" Green="0.584314" Blue="0.141176" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_2]]></Label>
  123. <Label Key="104" Red="0.901961" Green="0.584314" Blue="0.145098" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_3]]></Label>
  124. <Label Key="105" Red="0.901961" Green="0.584314" Blue="0.14902" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_4]]></Label>
  125. <Label Key="106" Red="0.901961" Green="0.584314" Blue="0.152941" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_5]]></Label>
  126. <Label Key="107" Red="0.901961" Green="0.584314" Blue="0.156863" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCl_6]]></Label>
  127. <Label Key="108" Red="0.905882" Green="0.584314" Blue="0.137255" Alpha="1"><![CDATA[7Networks_LH_Cont_pCun_1]]></Label>
  128. <Label Key="109" Red="0.905882" Green="0.584314" Blue="0.141176" Alpha="1"><![CDATA[7Networks_LH_Cont_pCun_2]]></Label>
  129. <Label Key="110" Red="0.905882" Green="0.584314" Blue="0.145098" Alpha="1"><![CDATA[7Networks_LH_Cont_Cing_1]]></Label>
  130. <Label Key="111" Red="0.905882" Green="0.584314" Blue="0.14902" Alpha="1"><![CDATA[7Networks_LH_Cont_Cing_2]]></Label>
  131. <Label Key="112" Red="0.901961" Green="0.580392" Blue="0.133333" Alpha="1"><![CDATA[7Networks_LH_Cont_PFCmp_1]]></Label>
  132. <Label Key="113" Red="0.803922" Green="0.243137" Blue="0.294118" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_1]]></Label>
  133. <Label Key="114" Red="0.803922" Green="0.243137" Blue="0.298039" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_2]]></Label>
  134. <Label Key="115" Red="0.803922" Green="0.243137" Blue="0.301961" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_3]]></Label>
  135. <Label Key="116" Red="0.803922" Green="0.243137" Blue="0.305882" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_4]]></Label>
  136. <Label Key="117" Red="0.803922" Green="0.243137" Blue="0.313726" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_5]]></Label>
  137. <Label Key="118" Red="0.803922" Green="0.243137" Blue="0.317647" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_6]]></Label>
  138. <Label Key="119" Red="0.803922" Green="0.243137" Blue="0.321569" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_7]]></Label>
  139. <Label Key="120" Red="0.803922" Green="0.243137" Blue="0.32549" Alpha="1"><![CDATA[7Networks_LH_Default_Temp_8]]></Label>
  140. <Label Key="121" Red="0.803922" Green="0.243137" Blue="0.329412" Alpha="1"><![CDATA[7Networks_LH_Default_Par_1]]></Label>
  141. <Label Key="122" Red="0.803922" Green="0.243137" Blue="0.333333" Alpha="1"><![CDATA[7Networks_LH_Default_Par_2]]></Label>
  142. <Label Key="123" Red="0.803922" Green="0.243137" Blue="0.337255" Alpha="1"><![CDATA[7Networks_LH_Default_Par_3]]></Label>
  143. <Label Key="124" Red="0.803922" Green="0.247059" Blue="0.309804" Alpha="1"><![CDATA[7Networks_LH_Default_Par_4]]></Label>
  144. <Label Key="125" Red="0.803922" Green="0.247059" Blue="0.278431" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_1]]></Label>
  145. <Label Key="126" Red="0.803922" Green="0.247059" Blue="0.282353" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_2]]></Label>
  146. <Label Key="127" Red="0.803922" Green="0.247059" Blue="0.286275" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_3]]></Label>
  147. <Label Key="128" Red="0.803922" Green="0.247059" Blue="0.290196" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_4]]></Label>
  148. <Label Key="129" Red="0.803922" Green="0.247059" Blue="0.294118" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_5]]></Label>
  149. <Label Key="130" Red="0.803922" Green="0.247059" Blue="0.298039" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_6]]></Label>
  150. <Label Key="131" Red="0.803922" Green="0.247059" Blue="0.301961" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_7]]></Label>
  151. <Label Key="132" Red="0.803922" Green="0.247059" Blue="0.313726" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_8]]></Label>
  152. <Label Key="133" Red="0.803922" Green="0.247059" Blue="0.317647" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_9]]></Label>
  153. <Label Key="134" Red="0.803922" Green="0.247059" Blue="0.321569" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_10]]></Label>
  154. <Label Key="135" Red="0.803922" Green="0.247059" Blue="0.32549" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_11]]></Label>
  155. <Label Key="136" Red="0.803922" Green="0.247059" Blue="0.329412" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_12]]></Label>
  156. <Label Key="137" Red="0.803922" Green="0.247059" Blue="0.333333" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_13]]></Label>
  157. <Label Key="138" Red="0.803922" Green="0.25098" Blue="0.305882" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_14]]></Label>
  158. <Label Key="139" Red="0.803922" Green="0.25098" Blue="0.309804" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_15]]></Label>
  159. <Label Key="140" Red="0.803922" Green="0.25098" Blue="0.313726" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_16]]></Label>
  160. <Label Key="141" Red="0.803922" Green="0.25098" Blue="0.317647" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_17]]></Label>
  161. <Label Key="142" Red="0.803922" Green="0.25098" Blue="0.321569" Alpha="1"><![CDATA[7Networks_LH_Default_PFC_18]]></Label>
  162. <Label Key="143" Red="0.803922" Green="0.247059" Blue="0.305882" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_1]]></Label>
  163. <Label Key="144" Red="0.803922" Green="0.247059" Blue="0.337255" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_2]]></Label>
  164. <Label Key="145" Red="0.803922" Green="0.25098" Blue="0.32549" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_3]]></Label>
  165. <Label Key="146" Red="0.803922" Green="0.25098" Blue="0.329412" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_4]]></Label>
  166. <Label Key="147" Red="0.803922" Green="0.25098" Blue="0.333333" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_5]]></Label>
  167. <Label Key="148" Red="0.803922" Green="0.25098" Blue="0.337255" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_6]]></Label>
  168. <Label Key="149" Red="0.803922" Green="0.254902" Blue="0.309804" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_7]]></Label>
  169. <Label Key="150" Red="0.803922" Green="0.254902" Blue="0.313726" Alpha="1"><![CDATA[7Networks_LH_Default_pCunPCC_8]]></Label>
  170. </LabelTable>
  171. <DataArray Intent="NIFTI_INTENT_LABEL"
  172. DataType="NIFTI_TYPE_INT32"
  173. ArrayIndexingOrder="RowMajorOrder"
  174. Dimensionality="1"
  175. Dim0="163842"
  176. Encoding="GZipBase64Binary"
  177. Endian="LittleEndian"
  178. ExternalFileName=""
  179. ExternalFileOffset="">
  180. <MetaData>
  181. <MD>
  182. <Name><![CDATA[Name]]></Name>
  183. <Value><![CDATA[node label]]></Value>
  184. </MD>
  185. </MetaData>
  186. <Data>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</Data>
  187. </DataArray>
  188. </GIFTI>