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-Schaefer2018_seg-kong17n_scale-300_dseg.label.gii

tpl-fsaverage_hemi-L_den-164k_atlas-Schaefer2018_seg-kong17n_scale-300_dseg.label.gii 70 KB
Permalink History Download

123456789101112131415161718192021222324252627282930313233343536373839404142434445464748495051525354555657585960616263646566676869707172737475767778798081828384858687888990919293949596979899100101102103104105106107108109110111112113114115116117118119120121122123124125126127128129130131132133134135136137138139140141142143144145146147148149150151152153154155156157158159160161162163164165166167168169170171172173174175176177178179180181182183184185186187188 
  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[Wed Mar 13 16:08:50 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="0.0392157" Green="0.0392157" Blue="0.0392157" Alpha="1"><![CDATA[Background]]></Label>
    20. 

  20.       <Label Key="1" Red="1" Green="1" Blue="0" Alpha="1"><![CDATA[17networks_LH_DefaultA_IPL_1]]></Label>
    21. 

  21.       <Label Key="2" Red="1" Green="1" Blue="0.00392157" Alpha="1"><![CDATA[17networks_LH_DefaultA_PCC_1]]></Label>
    22. 

  22.       <Label Key="3" Red="1" Green="1" Blue="0.00784314" Alpha="1"><![CDATA[17networks_LH_DefaultA_PFCd_1]]></Label>
    23. 

  23.       <Label Key="4" Red="1" Green="1" Blue="0.0117647" Alpha="1"><![CDATA[17networks_LH_DefaultA_PFCm_1]]></Label>
    24. 

  24.       <Label Key="5" Red="1" Green="1" Blue="0.0156863" Alpha="1"><![CDATA[17networks_LH_DefaultA_PFCm_2]]></Label>
    25. 

  25.       <Label Key="6" Red="1" Green="1" Blue="0.0196078" Alpha="1"><![CDATA[17networks_LH_DefaultA_PHC_1]]></Label>
    26. 

  26.       <Label Key="7" Red="1" Green="1" Blue="0.0235294" Alpha="1"><![CDATA[17networks_LH_DefaultA_Temp_1]]></Label>
    27. 

  27.       <Label Key="8" Red="1" Green="1" Blue="0.027451" Alpha="1"><![CDATA[17networks_LH_DefaultA_Temp_2]]></Label>
    28. 

  28.       <Label Key="9" Red="0.988235" Green="0.976471" Blue="0" Alpha="1"><![CDATA[17networks_LH_DefaultA_TempPole_1]]></Label>
    29. 

  29.       <Label Key="10" Red="0.988235" Green="0.980392" Blue="0" Alpha="1"><![CDATA[17networks_LH_DefaultA_TempPole_2]]></Label>
    30. 

  30.       <Label Key="11" Red="0.988235" Green="0.984314" Blue="0" Alpha="1"><![CDATA[17networks_LH_DefaultA_pCunPCC_1]]></Label>
    31. 

  31.       <Label Key="12" Red="0.803922" Green="0.243137" Blue="0.282353" Alpha="1"><![CDATA[17networks_LH_DefaultB_FPole_1]]></Label>
    32. 

  32.       <Label Key="13" Red="0.803922" Green="0.243137" Blue="0.286275" Alpha="1"><![CDATA[17networks_LH_DefaultB_IPL_1]]></Label>
    33. 

  33.       <Label Key="14" Red="0.803922" Green="0.243137" Blue="0.290196" Alpha="1"><![CDATA[17networks_LH_DefaultB_IPL_2]]></Label>
    34. 

  34.       <Label Key="15" Red="0.803922" Green="0.243137" Blue="0.294118" Alpha="1"><![CDATA[17networks_LH_DefaultB_PCC_1]]></Label>
    35. 

  35.       <Label Key="16" Red="0.803922" Green="0.243137" Blue="0.298039" Alpha="1"><![CDATA[17networks_LH_DefaultB_PFCd_1]]></Label>
    36. 

  36.       <Label Key="17" Red="0.803922" Green="0.243137" Blue="0.301961" Alpha="1"><![CDATA[17networks_LH_DefaultB_PFCd_2]]></Label>
    37. 

  37.       <Label Key="18" Red="0.803922" Green="0.243137" Blue="0.305882" Alpha="1"><![CDATA[17networks_LH_DefaultB_PFCd_3]]></Label>
    38. 

  38.       <Label Key="19" Red="0.803922" Green="0.243137" Blue="0.309804" Alpha="1"><![CDATA[17networks_LH_DefaultB_PFCl_1]]></Label>
    39. 

  39.       <Label Key="20" Red="0.803922" Green="0.243137" Blue="0.313726" Alpha="1"><![CDATA[17networks_LH_DefaultB_PFCv_1]]></Label>
    40. 

  40.       <Label Key="21" Red="0.803922" Green="0.243137" Blue="0.317647" Alpha="1"><![CDATA[17networks_LH_DefaultB_PFCv_2]]></Label>
    41. 

  41.       <Label Key="22" Red="0.803922" Green="0.243137" Blue="0.321569" Alpha="1"><![CDATA[17networks_LH_DefaultB_Temp_1]]></Label>
    42. 

  42.       <Label Key="23" Red="0.803922" Green="0.243137" Blue="0.32549" Alpha="1"><![CDATA[17networks_LH_DefaultB_Temp_2]]></Label>
    43. 

  43.       <Label Key="24" Red="0.803922" Green="0.243137" Blue="0.329412" Alpha="1"><![CDATA[17networks_LH_DefaultB_Temp_3]]></Label>
    44. 

  44.       <Label Key="25" Red="0.803922" Green="0.243137" Blue="0.333333" Alpha="1"><![CDATA[17networks_LH_DefaultB_TempPole_1]]></Label>
    45. 

  45.       <Label Key="26" Red="0" Green="0" Blue="0.494118" Alpha="1"><![CDATA[17networks_LH_DefaultC_IPL_1]]></Label>
    46. 

  46.       <Label Key="27" Red="0" Green="0" Blue="0.498039" Alpha="1"><![CDATA[17networks_LH_DefaultC_PFCd_1]]></Label>
    47. 

  47.       <Label Key="28" Red="0" Green="0" Blue="0.501961" Alpha="1"><![CDATA[17networks_LH_DefaultC_PFCd_2]]></Label>
    48. 

  48.       <Label Key="29" Red="0" Green="0" Blue="0.505882" Alpha="1"><![CDATA[17networks_LH_DefaultC_PHC_1]]></Label>
    49. 

  49.       <Label Key="30" Red="0" Green="0" Blue="0.509804" Alpha="1"><![CDATA[17networks_LH_DefaultC_PHC_2]]></Label>
    50. 

  50.       <Label Key="31" Red="0" Green="0" Blue="0.513726" Alpha="1"><![CDATA[17networks_LH_DefaultC_RSC_1]]></Label>
    51. 

  51.       <Label Key="32" Red="0" Green="0" Blue="0.517647" Alpha="1"><![CDATA[17networks_LH_DefaultC_RSC_2]]></Label>
    52. 

  52.       <Label Key="33" Red="0" Green="0" Blue="0.521569" Alpha="1"><![CDATA[17networks_LH_DefaultC_pCun_1]]></Label>
    53. 

  53.       <Label Key="34" Red="0" Green="0" Blue="0.52549" Alpha="1"><![CDATA[17networks_LH_DefaultC_pCun_2]]></Label>
    54. 

  54.       <Label Key="35" Red="0.0470588" Green="0.188235" Blue="0.988235" Alpha="1"><![CDATA[17networks_LH_Language_IFG_1]]></Label>
    55. 

  55.       <Label Key="36" Red="0.0470588" Green="0.188235" Blue="0.992157" Alpha="1"><![CDATA[17networks_LH_Language_IFG_2]]></Label>
    56. 

  56.       <Label Key="37" Red="0.0470588" Green="0.188235" Blue="0.996078" Alpha="1"><![CDATA[17networks_LH_Language_IPL_1]]></Label>
    57. 

  57.       <Label Key="38" Red="0.0470588" Green="0.188235" Blue="1" Alpha="1"><![CDATA[17networks_LH_Language_PFCd_1]]></Label>
    58. 

  58.       <Label Key="39" Red="0.0352941" Green="0.160784" Blue="0.980392" Alpha="1"><![CDATA[17networks_LH_Language_PFCl_1]]></Label>
    59. 

  59.       <Label Key="40" Red="0.0352941" Green="0.160784" Blue="0.984314" Alpha="1"><![CDATA[17networks_LH_Language_Temp_1]]></Label>
    60. 

  60.       <Label Key="41" Red="0.0352941" Green="0.160784" Blue="0.988235" Alpha="1"><![CDATA[17networks_LH_Language_Temp_2]]></Label>
    61. 

  61.       <Label Key="42" Red="0.901961" Green="0.580392" Blue="0.117647" Alpha="1"><![CDATA[17networks_LH_ContA_Cingm_1]]></Label>
    62. 

  62.       <Label Key="43" Red="0.901961" Green="0.580392" Blue="0.121569" Alpha="1"><![CDATA[17networks_LH_ContA_IPS_1]]></Label>
    63. 

  63.       <Label Key="44" Red="0.901961" Green="0.580392" Blue="0.12549" Alpha="1"><![CDATA[17networks_LH_ContA_IPS_2]]></Label>
    64. 

  64.       <Label Key="45" Red="0.901961" Green="0.580392" Blue="0.129412" Alpha="1"><![CDATA[17networks_LH_ContA_IPS_3]]></Label>
    65. 

  65.       <Label Key="46" Red="0.901961" Green="0.580392" Blue="0.133333" Alpha="1"><![CDATA[17networks_LH_ContA_Ins_1]]></Label>
    66. 

  66.       <Label Key="47" Red="0.901961" Green="0.580392" Blue="0.137255" Alpha="1"><![CDATA[17networks_LH_ContA_PFCd_1]]></Label>
    67. 

  67.       <Label Key="48" Red="0.901961" Green="0.580392" Blue="0.141176" Alpha="1"><![CDATA[17networks_LH_ContA_PFCl_1]]></Label>
    68. 

  68.       <Label Key="49" Red="0.901961" Green="0.580392" Blue="0.145098" Alpha="1"><![CDATA[17networks_LH_ContA_PFCl_2]]></Label>
    69. 

  69.       <Label Key="50" Red="0.901961" Green="0.580392" Blue="0.14902" Alpha="1"><![CDATA[17networks_LH_ContA_PFCl_3]]></Label>
    70. 

  70.       <Label Key="51" Red="0.901961" Green="0.580392" Blue="0.152941" Alpha="1"><![CDATA[17networks_LH_ContA_Temp_1]]></Label>
    71. 

  71.       <Label Key="52" Red="0.529412" Green="0.196078" Blue="0.278431" Alpha="1"><![CDATA[17networks_LH_ContB_IPL_1]]></Label>
    72. 

  72.       <Label Key="53" Red="0.529412" Green="0.196078" Blue="0.282353" Alpha="1"><![CDATA[17networks_LH_ContB_IPS_1]]></Label>
    73. 

  73.       <Label Key="54" Red="0.529412" Green="0.196078" Blue="0.286275" Alpha="1"><![CDATA[17networks_LH_ContB_OFC_1]]></Label>
    74. 

  74.       <Label Key="55" Red="0.529412" Green="0.196078" Blue="0.290196" Alpha="1"><![CDATA[17networks_LH_ContB_OFC_2]]></Label>
    75. 

  75.       <Label Key="56" Red="0.529412" Green="0.196078" Blue="0.294118" Alpha="1"><![CDATA[17networks_LH_ContB_OFC_3]]></Label>
    76. 

  76.       <Label Key="57" Red="0.529412" Green="0.196078" Blue="0.298039" Alpha="1"><![CDATA[17networks_LH_ContB_PCC_1]]></Label>
    77. 

  77.       <Label Key="58" Red="0.529412" Green="0.196078" Blue="0.301961" Alpha="1"><![CDATA[17networks_LH_ContB_PFCmp_1]]></Label>
    78. 

  78.       <Label Key="59" Red="0.529412" Green="0.196078" Blue="0.305882" Alpha="1"><![CDATA[17networks_LH_ContB_Temp_1]]></Label>
    79. 

  79.       <Label Key="60" Red="0.466667" Green="0.54902" Blue="0.682353" Alpha="1"><![CDATA[17networks_LH_ContC_Cingp_1]]></Label>
    80. 

  80.       <Label Key="61" Red="0.466667" Green="0.54902" Blue="0.686275" Alpha="1"><![CDATA[17networks_LH_ContC_FPole_1]]></Label>
    81. 

  81.       <Label Key="62" Red="0.466667" Green="0.54902" Blue="0.690196" Alpha="1"><![CDATA[17networks_LH_ContC_PFCm_1]]></Label>
    82. 

  82.       <Label Key="63" Red="0.466667" Green="0.54902" Blue="0.694118" Alpha="1"><![CDATA[17networks_LH_ContC_PFCm_2]]></Label>
    83. 

  83.       <Label Key="64" Red="0.466667" Green="0.54902" Blue="0.698039" Alpha="1"><![CDATA[17networks_LH_ContC_pCun_1]]></Label>
    84. 

  84.       <Label Key="65" Red="0.466667" Green="0.54902" Blue="0.701961" Alpha="1"><![CDATA[17networks_LH_ContC_pCun_2]]></Label>
    85. 

  85.       <Label Key="66" Red="0.768627" Green="0.227451" Blue="0.968627" Alpha="1"><![CDATA[17networks_LH_SalVenAttnA_FrMed_1]]></Label>
    86. 

  86.       <Label Key="67" Red="0.768627" Green="0.227451" Blue="0.972549" Alpha="1"><![CDATA[17networks_LH_SalVenAttnA_FrOper_1]]></Label>
    87. 

  87.       <Label Key="68" Red="0.768627" Green="0.227451" Blue="0.976471" Alpha="1"><![CDATA[17networks_LH_SalVenAttnA_IPL_1]]></Label>
    88. 

  88.       <Label Key="69" Red="0.768627" Green="0.227451" Blue="0.980392" Alpha="1"><![CDATA[17networks_LH_SalVenAttnA_Ins_1]]></Label>
    89. 

  89.       <Label Key="70" Red="0.768627" Green="0.227451" Blue="0.984314" Alpha="1"><![CDATA[17networks_LH_SalVenAttnA_Ins_2]]></Label>
    90. 

  90.       <Label Key="71" Red="0.768627" Green="0.227451" Blue="0.988235" Alpha="1"><![CDATA[17networks_LH_SalVenAttnA_PFCd_1]]></Label>
    91. 

  91.       <Label Key="72" Red="0.768627" Green="0.227451" Blue="0.992157" Alpha="1"><![CDATA[17networks_LH_SalVenAttnA_SPL_1]]></Label>
    92. 

  92.       <Label Key="73" Red="0.768627" Green="0.227451" Blue="0.996078" Alpha="1"><![CDATA[17networks_LH_SalVenAttnA_SPL_2]]></Label>
    93. 

  93.       <Label Key="74" Red="1" Green="0.596078" Blue="0.823529" Alpha="1"><![CDATA[17networks_LH_SalVenAttnB_IPL_1]]></Label>
    94. 

  94.       <Label Key="75" Red="1" Green="0.596078" Blue="0.827451" Alpha="1"><![CDATA[17networks_LH_SalVenAttnB_Ins_1]]></Label>
    95. 

  95.       <Label Key="76" Red="1" Green="0.596078" Blue="0.831373" Alpha="1"><![CDATA[17networks_LH_SalVenAttnB_Ins_2]]></Label>
    96. 

  96.       <Label Key="77" Red="1" Green="0.596078" Blue="0.835294" Alpha="1"><![CDATA[17networks_LH_SalVenAttnB_OFC_1]]></Label>
    97. 

  97.       <Label Key="78" Red="1" Green="0.596078" Blue="0.839216" Alpha="1"><![CDATA[17networks_LH_SalVenAttnB_OFC_2]]></Label>
    98. 

  98.       <Label Key="79" Red="1" Green="0.596078" Blue="0.843137" Alpha="1"><![CDATA[17networks_LH_SalVenAttnB_PFCl_1]]></Label>
    99. 

  99.       <Label Key="80" Red="1" Green="0.596078" Blue="0.847059" Alpha="1"><![CDATA[17networks_LH_SalVenAttnB_PFCl_2]]></Label>
    100. 

  100.       <Label Key="81" Red="1" Green="0.596078" Blue="0.85098" Alpha="1"><![CDATA[17networks_LH_SalVenAttnB_Temp_1]]></Label>
    101. 

  101.       <Label Key="82" Red="0.290196" Green="0.607843" Blue="0.215686" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_IPL_1]]></Label>
    102. 

  102.       <Label Key="83" Red="0.290196" Green="0.607843" Blue="0.219608" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_IPL_2]]></Label>
    103. 

  103.       <Label Key="84" Red="0.290196" Green="0.607843" Blue="0.223529" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_IPS_1]]></Label>
    104. 

  104.       <Label Key="85" Red="0.290196" Green="0.607843" Blue="0.227451" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_IPS_2]]></Label>
    105. 

  105.       <Label Key="86" Red="0.290196" Green="0.607843" Blue="0.231373" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_PFCd_1]]></Label>
    106. 

  106.       <Label Key="87" Red="0.290196" Green="0.607843" Blue="0.235294" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_PrCv_1]]></Label>
    107. 

  107.       <Label Key="88" Red="0.290196" Green="0.607843" Blue="0.239216" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_SPL_1]]></Label>
    108. 

  108.       <Label Key="89" Red="0.290196" Green="0.607843" Blue="0.243137" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_SPL_2]]></Label>
    109. 

  109.       <Label Key="90" Red="0.290196" Green="0.607843" Blue="0.247059" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_TempOcc_1]]></Label>
    110. 

  110.       <Label Key="91" Red="0.290196" Green="0.607843" Blue="0.25098" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_TempOcc_2]]></Label>
    111. 

  111.       <Label Key="92" Red="0.290196" Green="0.607843" Blue="0.254902" Alpha="1"><![CDATA[17networks_LH_DorsAttnA_TempPole_1]]></Label>
    112. 

  112.       <Label Key="93" Red="0" Green="0.462745" Blue="0.0431373" Alpha="1"><![CDATA[17networks_LH_DorsAttnB_FrMed_1]]></Label>
    113. 

  113.       <Label Key="94" Red="0" Green="0.462745" Blue="0.0470588" Alpha="1"><![CDATA[17networks_LH_DorsAttnB_ParOper_1]]></Label>
    114. 

  114.       <Label Key="95" Red="0" Green="0.462745" Blue="0.0509804" Alpha="1"><![CDATA[17networks_LH_DorsAttnB_PostC_1]]></Label>
    115. 

  115.       <Label Key="96" Red="0" Green="0.462745" Blue="0.054902" Alpha="1"><![CDATA[17networks_LH_DorsAttnB_PrCd_1]]></Label>
    116. 

  116.       <Label Key="97" Red="0" Green="0.462745" Blue="0.0588235" Alpha="1"><![CDATA[17networks_LH_DorsAttnB_PrCv_1]]></Label>
    117. 

  117.       <Label Key="98" Red="0" Green="0.462745" Blue="0.0627451" Alpha="1"><![CDATA[17networks_LH_DorsAttnB_SPL_1]]></Label>
    118. 

  118.       <Label Key="99" Red="0" Green="0.462745" Blue="0.0666667" Alpha="1"><![CDATA[17networks_LH_DorsAttnB_SPL_2]]></Label>
    119. 

  119.       <Label Key="100" Red="0.862745" Green="0.972549" Blue="0.635294" Alpha="1"><![CDATA[17networks_LH_Aud_ParOcc_1]]></Label>
    120. 

  120.       <Label Key="101" Red="0.862745" Green="0.972549" Blue="0.639216" Alpha="1"><![CDATA[17networks_LH_Aud_ST_1]]></Label>
    121. 

  121.       <Label Key="102" Red="0.862745" Green="0.972549" Blue="0.643137" Alpha="1"><![CDATA[17networks_LH_Aud_ST_2]]></Label>
    122. 

  122.       <Label Key="103" Red="0.862745" Green="0.972549" Blue="0.647059" Alpha="1"><![CDATA[17networks_LH_Aud_ST_3]]></Label>
    123. 

  123.       <Label Key="104" Red="0.862745" Green="0.972549" Blue="0.65098" Alpha="1"><![CDATA[17networks_LH_Aud_ST_4]]></Label>
    124. 

  124.       <Label Key="105" Red="0.862745" Green="0.972549" Blue="0.654902" Alpha="1"><![CDATA[17networks_LH_Aud_ST_5]]></Label>
    125. 

  125.       <Label Key="106" Red="0.27451" Green="0.509804" Blue="0.690196" Alpha="1"><![CDATA[17networks_LH_SomMotA_ParOper_1]]></Label>
    126. 

  126.       <Label Key="107" Red="0.27451" Green="0.509804" Blue="0.694118" Alpha="1"><![CDATA[17networks_LH_SomMotA_1]]></Label>
    127. 

  127.       <Label Key="108" Red="0.27451" Green="0.509804" Blue="0.698039" Alpha="1"><![CDATA[17networks_LH_SomMotA_2]]></Label>
    128. 

  128.       <Label Key="109" Red="0.27451" Green="0.509804" Blue="0.701961" Alpha="1"><![CDATA[17networks_LH_SomMotA_3]]></Label>
    129. 

  129.       <Label Key="110" Red="0.27451" Green="0.509804" Blue="0.705882" Alpha="1"><![CDATA[17networks_LH_SomMotA_4]]></Label>
    130. 

  130.       <Label Key="111" Red="0.27451" Green="0.509804" Blue="0.709804" Alpha="1"><![CDATA[17networks_LH_SomMotA_5]]></Label>
    131. 

  131.       <Label Key="112" Red="0.27451" Green="0.509804" Blue="0.713726" Alpha="1"><![CDATA[17networks_LH_SomMotA_6]]></Label>
    132. 

  132.       <Label Key="113" Red="0.27451" Green="0.509804" Blue="0.717647" Alpha="1"><![CDATA[17networks_LH_SomMotA_7]]></Label>
    133. 

  133.       <Label Key="114" Red="0.27451" Green="0.509804" Blue="0.721569" Alpha="1"><![CDATA[17networks_LH_SomMotA_8]]></Label>
    134. 

  134.       <Label Key="115" Red="0.27451" Green="0.509804" Blue="0.72549" Alpha="1"><![CDATA[17networks_LH_SomMotA_9]]></Label>
    135. 

  135.       <Label Key="116" Red="0.164706" Green="0.8" Blue="0.627451" Alpha="1"><![CDATA[17networks_LH_SomMotB_Ins_1]]></Label>
    136. 

  136.       <Label Key="117" Red="0.164706" Green="0.8" Blue="0.631373" Alpha="1"><![CDATA[17networks_LH_SomMotB_Ins_2]]></Label>
    137. 

  137.       <Label Key="118" Red="0.164706" Green="0.8" Blue="0.635294" Alpha="1"><![CDATA[17networks_LH_SomMotB_ParOper_1]]></Label>
    138. 

  138.       <Label Key="119" Red="0.164706" Green="0.8" Blue="0.639216" Alpha="1"><![CDATA[17networks_LH_SomMotB_1]]></Label>
    139. 

  139.       <Label Key="120" Red="0.164706" Green="0.8" Blue="0.643137" Alpha="1"><![CDATA[17networks_LH_SomMotB_2]]></Label>
    140. 

  140.       <Label Key="121" Red="0.164706" Green="0.8" Blue="0.647059" Alpha="1"><![CDATA[17networks_LH_SomMotB_3]]></Label>
    141. 

  141.       <Label Key="122" Red="0.164706" Green="0.8" Blue="0.65098" Alpha="1"><![CDATA[17networks_LH_SomMotB_4]]></Label>
    142. 

  142.       <Label Key="123" Red="0.164706" Green="0.8" Blue="0.654902" Alpha="1"><![CDATA[17networks_LH_SomMotB_5]]></Label>
    143. 

  143.       <Label Key="124" Red="0.164706" Green="0.8" Blue="0.658824" Alpha="1"><![CDATA[17networks_LH_SomMotB_6]]></Label>
    144. 

  144.       <Label Key="125" Red="0.164706" Green="0.8" Blue="0.662745" Alpha="1"><![CDATA[17networks_LH_SomMotB_7]]></Label>
    145. 

  145.       <Label Key="126" Red="0.470588" Green="0.0705882" Blue="0.505882" Alpha="1"><![CDATA[17networks_LH_VisualA_ExStr_1]]></Label>
    146. 

  146.       <Label Key="127" Red="0.470588" Green="0.0705882" Blue="0.509804" Alpha="1"><![CDATA[17networks_LH_VisualA_ExStr_2]]></Label>
    147. 

  147.       <Label Key="128" Red="0.470588" Green="0.0705882" Blue="0.513726" Alpha="1"><![CDATA[17networks_LH_VisualA_ExStr_3]]></Label>
    148. 

  148.       <Label Key="129" Red="0.470588" Green="0.0705882" Blue="0.517647" Alpha="1"><![CDATA[17networks_LH_VisualA_ExStr_4]]></Label>
    149. 

  149.       <Label Key="130" Red="0.470588" Green="0.0705882" Blue="0.521569" Alpha="1"><![CDATA[17networks_LH_VisualA_ExStr_5]]></Label>
    150. 

  150.       <Label Key="131" Red="0.470588" Green="0.0705882" Blue="0.52549" Alpha="1"><![CDATA[17networks_LH_VisualA_ExStr_6]]></Label>
    151. 

  151.       <Label Key="132" Red="0.470588" Green="0.0705882" Blue="0.529412" Alpha="1"><![CDATA[17networks_LH_VisualA_ExStr_7]]></Label>
    152. 

  152.       <Label Key="133" Red="0.470588" Green="0.0705882" Blue="0.533333" Alpha="1"><![CDATA[17networks_LH_VisualA_ExStr_8]]></Label>
    153. 

  153.       <Label Key="134" Red="0.470588" Green="0.0705882" Blue="0.537255" Alpha="1"><![CDATA[17networks_LH_VisualA_ExStr_9]]></Label>
    154. 

  154.       <Label Key="135" Red="0.470588" Green="0.0705882" Blue="0.541176" Alpha="1"><![CDATA[17networks_LH_VisualA_ExStr_10]]></Label>
    155. 

  155.       <Label Key="136" Red="0.470588" Green="0.0705882" Blue="0.545098" Alpha="1"><![CDATA[17networks_LH_VisualA_PrC_1]]></Label>
    156. 

  156.       <Label Key="137" Red="0.470588" Green="0.0705882" Blue="0.54902" Alpha="1"><![CDATA[17networks_LH_VisualA_SPL_1]]></Label>
    157. 

  157.       <Label Key="138" Red="1" Green="0" Blue="0" Alpha="1"><![CDATA[17networks_LH_VisualB_ExStrInf_1]]></Label>
    158. 

  158.       <Label Key="139" Red="1" Green="0" Blue="0.00392157" Alpha="1"><![CDATA[17networks_LH_VisualB_ExStrInf_2]]></Label>
    159. 

  159.       <Label Key="140" Red="1" Green="0" Blue="0.00784314" Alpha="1"><![CDATA[17networks_LH_VisualB_ExStrInf_3]]></Label>
    160. 

  160.       <Label Key="141" Red="1" Green="0" Blue="0.0117647" Alpha="1"><![CDATA[17networks_LH_VisualB_ExStrInf_4]]></Label>
    161. 

  161.       <Label Key="142" Red="1" Green="0" Blue="0.0156863" Alpha="1"><![CDATA[17networks_LH_VisualB_ExStrSup_1]]></Label>
    162. 

  162.       <Label Key="143" Red="1" Green="0" Blue="0.0196078" Alpha="1"><![CDATA[17networks_LH_VisualB_ExStrSup_2]]></Label>
    163. 

  163.       <Label Key="144" Red="1" Green="0" Blue="0.0235294" Alpha="1"><![CDATA[17networks_LH_VisualB_ExStrSup_3]]></Label>
    164. 

  164.       <Label Key="145" Red="1" Green="0" Blue="0.027451" Alpha="1"><![CDATA[17networks_LH_VisualB_ExStrSup_4]]></Label>
    165. 

  165.       <Label Key="146" Red="1" Green="0.00392157" Blue="0" Alpha="1"><![CDATA[17networks_LH_VisualB_Striate_1]]></Label>
    166. 

  166.       <Label Key="147" Red="1" Green="0.00392157" Blue="0.00392157" Alpha="1"><![CDATA[17networks_LH_VisualB_Striate_2]]></Label>
    167. 

  167.       <Label Key="148" Red="0.478431" Green="0.529412" Blue="0.192157" Alpha="1"><![CDATA[17networks_LH_VisualC_ExStr_1]]></Label>
    168. 

  168.       <Label Key="149" Red="0.478431" Green="0.529412" Blue="0.196078" Alpha="1"><![CDATA[17networks_LH_VisualC_ExStr_2]]></Label>
    169. 

  169.       <Label Key="150" Red="0.478431" Green="0.529412" Blue="0.2" Alpha="1"><![CDATA[17networks_LH_VisualC_Striate_1]]></Label>
    170. 

  170.    </LabelTable>
    171. 

  171.    <DataArray Intent="NIFTI_INTENT_LABEL"
    172. 

  172.               DataType="NIFTI_TYPE_INT32"
    173. 

  173.               ArrayIndexingOrder="RowMajorOrder"
    174. 

  174.               Dimensionality="1"
    175. 

  175.               Dim0="163842"
    176. 

  176.               Encoding="GZipBase64Binary"
    177. 

  177.               Endian="LittleEndian"
    178. 

  178.               ExternalFileName=""
    179. 

  179.               ExternalFileOffset="">
    180. 

  180.       <MetaData>
    181. 

  181.          <MD>
    182. 

  182.             <Name><![CDATA[Name]]></Name>
    183. 

  183.             <Value><![CDATA[node label]]></Value>
    184. 

  184.          </MD>
    185. 

  185.       </MetaData>
    186. 

  186.       <Data>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</Data>
    187. 

  187.    </DataArray>
    188. 

  188. </GIFTI>
    189.