tpl-fsaverage_hemi-R_den-164k_atlas-Schaefer2018_seg-kong17n_scale-200_dseg.label.gii 57 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[Thu Mar 14 13:51:39 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="0.0392157" Green="0.0392157" Blue="0.0392157" Alpha="1"><![CDATA[Background]]></Label>
  20. <Label Key="1" Red="1" Green="1" Blue="0" Alpha="1"><![CDATA[17networks_RH_DefaultA_IPL_1]]></Label>
  21. <Label Key="2" Red="1" Green="1" Blue="0.00392157" Alpha="1"><![CDATA[17networks_RH_DefaultA_PFCd_1]]></Label>
  22. <Label Key="3" Red="1" Green="1" Blue="0.00784314" Alpha="1"><![CDATA[17networks_RH_DefaultA_PFCd_2]]></Label>
  23. <Label Key="4" Red="1" Green="1" Blue="0.0117647" Alpha="1"><![CDATA[17networks_RH_DefaultA_PFCm_1]]></Label>
  24. <Label Key="5" Red="1" Green="1" Blue="0.0156863" Alpha="1"><![CDATA[17networks_RH_DefaultA_Temp_1]]></Label>
  25. <Label Key="6" Red="1" Green="1" Blue="0.0196078" Alpha="1"><![CDATA[17networks_RH_DefaultA_TempPole_1]]></Label>
  26. <Label Key="7" Red="1" Green="1" Blue="0.0235294" Alpha="1"><![CDATA[17networks_RH_DefaultA_pCunPCC_1]]></Label>
  27. <Label Key="8" Red="0.803922" Green="0.243137" Blue="0.298039" Alpha="1"><![CDATA[17networks_RH_DefaultB_FPole_2]]></Label>
  28. <Label Key="9" Red="0.803922" Green="0.243137" Blue="0.301961" Alpha="1"><![CDATA[17networks_RH_DefaultB_OFC_1]]></Label>
  29. <Label Key="10" Red="0.803922" Green="0.243137" Blue="0.305882" Alpha="1"><![CDATA[17networks_RH_DefaultB_PFCd_1]]></Label>
  30. <Label Key="11" Red="0.803922" Green="0.243137" Blue="0.309804" Alpha="1"><![CDATA[17networks_RH_DefaultB_PFCd_2]]></Label>
  31. <Label Key="12" Red="0.803922" Green="0.243137" Blue="0.313726" Alpha="1"><![CDATA[17networks_RH_DefaultB_Temp_1]]></Label>
  32. <Label Key="13" Red="0.803922" Green="0.243137" Blue="0.317647" Alpha="1"><![CDATA[17networks_RH_DefaultB_TempPole_1]]></Label>
  33. <Label Key="14" Red="0" Green="0" Blue="0.505882" Alpha="1"><![CDATA[17networks_RH_DefaultC_IPL_1]]></Label>
  34. <Label Key="15" Red="0" Green="0" Blue="0.509804" Alpha="1"><![CDATA[17networks_RH_DefaultC_PHC_1]]></Label>
  35. <Label Key="16" Red="0" Green="0" Blue="0.513726" Alpha="1"><![CDATA[17networks_RH_DefaultC_RSC_1]]></Label>
  36. <Label Key="17" Red="0" Green="0" Blue="0.517647" Alpha="1"><![CDATA[17networks_RH_DefaultC_pCun_1]]></Label>
  37. <Label Key="18" Red="0.0470588" Green="0.188235" Blue="0.996078" Alpha="1"><![CDATA[17networks_RH_Language_IFG_1]]></Label>
  38. <Label Key="19" Red="0.0470588" Green="0.188235" Blue="1" Alpha="1"><![CDATA[17networks_RH_Language_PFCmp_1]]></Label>
  39. <Label Key="20" Red="0.0352941" Green="0.160784" Blue="0.980392" Alpha="1"><![CDATA[17networks_RH_Language_Temp_1]]></Label>
  40. <Label Key="21" Red="0.0352941" Green="0.160784" Blue="0.984314" Alpha="1"><![CDATA[17networks_RH_Language_Temp_2]]></Label>
  41. <Label Key="22" Red="0.901961" Green="0.580392" Blue="0.121569" Alpha="1"><![CDATA[17networks_RH_ContA_Cingm_1]]></Label>
  42. <Label Key="23" Red="0.901961" Green="0.580392" Blue="0.12549" Alpha="1"><![CDATA[17networks_RH_ContA_IPS_1]]></Label>
  43. <Label Key="24" Red="0.901961" Green="0.580392" Blue="0.129412" Alpha="1"><![CDATA[17networks_RH_ContA_IPS_2]]></Label>
  44. <Label Key="25" Red="0.901961" Green="0.580392" Blue="0.133333" Alpha="1"><![CDATA[17networks_RH_ContA_IPS_3]]></Label>
  45. <Label Key="26" Red="0.901961" Green="0.580392" Blue="0.137255" Alpha="1"><![CDATA[17networks_RH_ContA_PFCd_1]]></Label>
  46. <Label Key="27" Red="0.901961" Green="0.580392" Blue="0.141176" Alpha="1"><![CDATA[17networks_RH_ContA_PFCl_1]]></Label>
  47. <Label Key="28" Red="0.901961" Green="0.580392" Blue="0.145098" Alpha="1"><![CDATA[17networks_RH_ContA_Temp_1]]></Label>
  48. <Label Key="29" Red="0.529412" Green="0.196078" Blue="0.282353" Alpha="1"><![CDATA[17networks_RH_ContB_FPole_1]]></Label>
  49. <Label Key="30" Red="0.529412" Green="0.196078" Blue="0.286275" Alpha="1"><![CDATA[17networks_RH_ContB_IPL_1]]></Label>
  50. <Label Key="31" Red="0.529412" Green="0.196078" Blue="0.290196" Alpha="1"><![CDATA[17networks_RH_ContB_OFC_1]]></Label>
  51. <Label Key="32" Red="0.529412" Green="0.196078" Blue="0.294118" Alpha="1"><![CDATA[17networks_RH_ContB_PFCl_1]]></Label>
  52. <Label Key="33" Red="0.529412" Green="0.196078" Blue="0.298039" Alpha="1"><![CDATA[17networks_RH_ContB_Temp_1]]></Label>
  53. <Label Key="34" Red="0.466667" Green="0.54902" Blue="0.67451" Alpha="1"><![CDATA[17networks_RH_ContC_Cingp_1]]></Label>
  54. <Label Key="35" Red="0.466667" Green="0.54902" Blue="0.678431" Alpha="1"><![CDATA[17networks_RH_ContC_Ins_1]]></Label>
  55. <Label Key="36" Red="0.466667" Green="0.54902" Blue="0.682353" Alpha="1"><![CDATA[17networks_RH_ContC_OFC_1]]></Label>
  56. <Label Key="37" Red="0.466667" Green="0.54902" Blue="0.686275" Alpha="1"><![CDATA[17networks_RH_ContC_PFCl_1]]></Label>
  57. <Label Key="38" Red="0.466667" Green="0.54902" Blue="0.690196" Alpha="1"><![CDATA[17networks_RH_ContC_PFCl_2]]></Label>
  58. <Label Key="39" Red="0.466667" Green="0.54902" Blue="0.694118" Alpha="1"><![CDATA[17networks_RH_ContC_PFCm_1]]></Label>
  59. <Label Key="40" Red="0.466667" Green="0.54902" Blue="0.698039" Alpha="1"><![CDATA[17networks_RH_ContC_PFCm_2]]></Label>
  60. <Label Key="41" Red="0.466667" Green="0.54902" Blue="0.701961" Alpha="1"><![CDATA[17networks_RH_ContC_PFCm_3]]></Label>
  61. <Label Key="42" Red="0.466667" Green="0.54902" Blue="0.705882" Alpha="1"><![CDATA[17networks_RH_ContC_pCun_1]]></Label>
  62. <Label Key="43" Red="0.768627" Green="0.227451" Blue="0.968627" Alpha="1"><![CDATA[17networks_RH_SalVenAttnA_FrMed_1]]></Label>
  63. <Label Key="44" Red="0.768627" Green="0.227451" Blue="0.972549" Alpha="1"><![CDATA[17networks_RH_SalVenAttnA_FrMed_2]]></Label>
  64. <Label Key="45" Red="0.768627" Green="0.227451" Blue="0.976471" Alpha="1"><![CDATA[17networks_RH_SalVenAttnA_FrOper_1]]></Label>
  65. <Label Key="46" Red="0.768627" Green="0.227451" Blue="0.980392" Alpha="1"><![CDATA[17networks_RH_SalVenAttnA_IPL_1]]></Label>
  66. <Label Key="47" Red="0.768627" Green="0.227451" Blue="0.984314" Alpha="1"><![CDATA[17networks_RH_SalVenAttnA_Ins_1]]></Label>
  67. <Label Key="48" Red="0.768627" Green="0.227451" Blue="0.988235" Alpha="1"><![CDATA[17networks_RH_SalVenAttnA_Ins_2]]></Label>
  68. <Label Key="49" Red="0.768627" Green="0.227451" Blue="0.992157" Alpha="1"><![CDATA[17networks_RH_SalVenAttnA_SPL_1]]></Label>
  69. <Label Key="50" Red="1" Green="0.596078" Blue="0.823529" Alpha="1"><![CDATA[17networks_RH_SalVenAttnB_IPL_1]]></Label>
  70. <Label Key="51" Red="1" Green="0.596078" Blue="0.827451" Alpha="1"><![CDATA[17networks_RH_SalVenAttnB_Ins_1]]></Label>
  71. <Label Key="52" Red="1" Green="0.596078" Blue="0.831373" Alpha="1"><![CDATA[17networks_RH_SalVenAttnB_PFCl_1]]></Label>
  72. <Label Key="53" Red="1" Green="0.596078" Blue="0.835294" Alpha="1"><![CDATA[17networks_RH_SalVenAttnB_PFCl_2]]></Label>
  73. <Label Key="54" Red="1" Green="0.596078" Blue="0.839216" Alpha="1"><![CDATA[17networks_RH_SalVenAttnB_PFCl_3]]></Label>
  74. <Label Key="55" Red="1" Green="0.596078" Blue="0.843137" Alpha="1"><![CDATA[17networks_RH_SalVenAttnB_SPL_1]]></Label>
  75. <Label Key="56" Red="1" Green="0.596078" Blue="0.847059" Alpha="1"><![CDATA[17networks_RH_SalVenAttnB_Temp_1]]></Label>
  76. <Label Key="57" Red="1" Green="0.596078" Blue="0.85098" Alpha="1"><![CDATA[17networks_RH_SalVenAttnB_Temp_2]]></Label>
  77. <Label Key="58" Red="0.290196" Green="0.607843" Blue="0.227451" Alpha="1"><![CDATA[17networks_RH_DorsAttnA_ParOcc_1]]></Label>
  78. <Label Key="59" Red="0.290196" Green="0.607843" Blue="0.231373" Alpha="1"><![CDATA[17networks_RH_DorsAttnA_SPL_1]]></Label>
  79. <Label Key="60" Red="0.290196" Green="0.607843" Blue="0.235294" Alpha="1"><![CDATA[17networks_RH_DorsAttnA_SPL_2]]></Label>
  80. <Label Key="61" Red="0.290196" Green="0.607843" Blue="0.239216" Alpha="1"><![CDATA[17networks_RH_DorsAttnA_TempOcc_1]]></Label>
  81. <Label Key="62" Red="0.290196" Green="0.607843" Blue="0.243137" Alpha="1"><![CDATA[17networks_RH_DorsAttnA_TempPole_1]]></Label>
  82. <Label Key="63" Red="0" Green="0.462745" Blue="0.0470588" Alpha="1"><![CDATA[17networks_RH_DorsAttnB_IPL_1]]></Label>
  83. <Label Key="64" Red="0" Green="0.462745" Blue="0.0509804" Alpha="1"><![CDATA[17networks_RH_DorsAttnB_PostC_1]]></Label>
  84. <Label Key="65" Red="0" Green="0.462745" Blue="0.054902" Alpha="1"><![CDATA[17networks_RH_DorsAttnB_PrCd_1]]></Label>
  85. <Label Key="66" Red="0" Green="0.462745" Blue="0.0588235" Alpha="1"><![CDATA[17networks_RH_DorsAttnB_SPL_1]]></Label>
  86. <Label Key="67" Red="0" Green="0.462745" Blue="0.0627451" Alpha="1"><![CDATA[17networks_RH_DorsAttnB_SPL_2]]></Label>
  87. <Label Key="68" Red="0.862745" Green="0.972549" Blue="0.635294" Alpha="1"><![CDATA[17networks_RH_Aud_Ins_1]]></Label>
  88. <Label Key="69" Red="0.862745" Green="0.972549" Blue="0.639216" Alpha="1"><![CDATA[17networks_RH_Aud_ParOper_1]]></Label>
  89. <Label Key="70" Red="0.862745" Green="0.972549" Blue="0.643137" Alpha="1"><![CDATA[17networks_RH_Aud_ST_1]]></Label>
  90. <Label Key="71" Red="0.862745" Green="0.972549" Blue="0.647059" Alpha="1"><![CDATA[17networks_RH_Aud_ST_2]]></Label>
  91. <Label Key="72" Red="0.862745" Green="0.972549" Blue="0.65098" Alpha="1"><![CDATA[17networks_RH_Aud_ST_3]]></Label>
  92. <Label Key="73" Red="0.27451" Green="0.509804" Blue="0.694118" Alpha="1"><![CDATA[17networks_RH_SomMotA_1]]></Label>
  93. <Label Key="74" Red="0.27451" Green="0.509804" Blue="0.698039" Alpha="1"><![CDATA[17networks_RH_SomMotA_2]]></Label>
  94. <Label Key="75" Red="0.27451" Green="0.509804" Blue="0.701961" Alpha="1"><![CDATA[17networks_RH_SomMotA_3]]></Label>
  95. <Label Key="76" Red="0.27451" Green="0.509804" Blue="0.705882" Alpha="1"><![CDATA[17networks_RH_SomMotA_4]]></Label>
  96. <Label Key="77" Red="0.27451" Green="0.509804" Blue="0.709804" Alpha="1"><![CDATA[17networks_RH_SomMotA_5]]></Label>
  97. <Label Key="78" Red="0.27451" Green="0.509804" Blue="0.713726" Alpha="1"><![CDATA[17networks_RH_SomMotA_6]]></Label>
  98. <Label Key="79" Red="0.27451" Green="0.509804" Blue="0.717647" Alpha="1"><![CDATA[17networks_RH_SomMotA_7]]></Label>
  99. <Label Key="80" Red="0.164706" Green="0.8" Blue="0.635294" Alpha="1"><![CDATA[17networks_RH_SomMotB_Ins_1]]></Label>
  100. <Label Key="81" Red="0.164706" Green="0.8" Blue="0.639216" Alpha="1"><![CDATA[17networks_RH_SomMotB_1]]></Label>
  101. <Label Key="82" Red="0.164706" Green="0.8" Blue="0.643137" Alpha="1"><![CDATA[17networks_RH_SomMotB_2]]></Label>
  102. <Label Key="83" Red="0.164706" Green="0.8" Blue="0.647059" Alpha="1"><![CDATA[17networks_RH_SomMotB_3]]></Label>
  103. <Label Key="84" Red="0.164706" Green="0.8" Blue="0.65098" Alpha="1"><![CDATA[17networks_RH_SomMotB_4]]></Label>
  104. <Label Key="85" Red="0.470588" Green="0.0705882" Blue="0.513726" Alpha="1"><![CDATA[17networks_RH_VisualA_ExStr_1]]></Label>
  105. <Label Key="86" Red="0.470588" Green="0.0705882" Blue="0.517647" Alpha="1"><![CDATA[17networks_RH_VisualA_ExStr_2]]></Label>
  106. <Label Key="87" Red="0.470588" Green="0.0705882" Blue="0.521569" Alpha="1"><![CDATA[17networks_RH_VisualA_ExStr_3]]></Label>
  107. <Label Key="88" Red="0.470588" Green="0.0705882" Blue="0.52549" Alpha="1"><![CDATA[17networks_RH_VisualA_ExStr_4]]></Label>
  108. <Label Key="89" Red="0.470588" Green="0.0705882" Blue="0.529412" Alpha="1"><![CDATA[17networks_RH_VisualA_PrC_1]]></Label>
  109. <Label Key="90" Red="0.470588" Green="0.0705882" Blue="0.533333" Alpha="1"><![CDATA[17networks_RH_VisualA_SPL_1]]></Label>
  110. <Label Key="91" Red="0.470588" Green="0.0705882" Blue="0.537255" Alpha="1"><![CDATA[17networks_RH_VisualA_SPL_2]]></Label>
  111. <Label Key="92" Red="1" Green="0" Blue="0" Alpha="1"><![CDATA[17networks_RH_VisualB_ExStrInf_1]]></Label>
  112. <Label Key="93" Red="1" Green="0" Blue="0.00392157" Alpha="1"><![CDATA[17networks_RH_VisualB_ExStrInf_2]]></Label>
  113. <Label Key="94" Red="1" Green="0" Blue="0.00784314" Alpha="1"><![CDATA[17networks_RH_VisualB_ExStrSup_1]]></Label>
  114. <Label Key="95" Red="1" Green="0" Blue="0.0117647" Alpha="1"><![CDATA[17networks_RH_VisualB_ExStrSup_2]]></Label>
  115. <Label Key="96" Red="1" Green="0" Blue="0.0156863" Alpha="1"><![CDATA[17networks_RH_VisualB_ExStrSup_3]]></Label>
  116. <Label Key="97" Red="1" Green="0" Blue="0.0196078" Alpha="1"><![CDATA[17networks_RH_VisualB_Striate_1]]></Label>
  117. <Label Key="98" Red="1" Green="0" Blue="0.0235294" Alpha="1"><![CDATA[17networks_RH_VisualB_Striate_2]]></Label>
  118. <Label Key="99" Red="1" Green="0" Blue="0.027451" Alpha="1"><![CDATA[17networks_RH_VisualB_Striate_3]]></Label>
  119. <Label Key="100" Red="0.478431" Green="0.529412" Blue="0.196078" Alpha="1"><![CDATA[17networks_RH_VisualC_ExStr_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>eJzsnQeXHTXyt9vGwJJsA2v+xl7ANizJJJMz4wBeokkmmV3G4ft/hnf0cuvMb8pVqiqFVt+Zq3Oeow5qtTpLlfriNE1/7PDTDu/u8MIOj+5wZ4f3d7iyw3M7/HeHEzs8vsODO9yzw3c7XNjh6x1u7PDjDls7vLPDYzt8v8M/dnh2hxen3XT/Dn/tcGuH6zsc2uHDHV7b4YtVmUd2OLbDbzuc3eHiDod3OLXa7/kdvtzhh9W6r3b4fYfnV/s/vcNTOzyzOq7UjidWdae2vLLDudWxvrxq00c7fLzD/+3w9A5Pro4nzf+8w+erNr6+wxurc4Pp9g5/rs5VOn+/rvJ/7nDvDg+vzt9DcA7/vcO3O7y3w7UVl1bn8/KKdG0+W53fb3Y4s8Pbq+Vvrc7z6yvStXpgddxvrfaVjv3IdHe6f5Uf3+F/O9zcYXt1HDdWyxJ0fY6uSOfgzR2uTn9fr3Re/rOq674dPp3+vlem1fQHq7p/W03/a4dPpr+v673T7vVN1/b31XTiyxU0Tdf39IrnV7w77d67L63yV1Y8ujrOlH+0ytP9/uQqP7ni59VxpfN8BXhudRz0DBB3gH8Cj0+7z8jhFfcAdK3pHkbSc3RplX+3Kkv8tCLdA1+t+HrFmRXp/Ly9KkP3Rron0rP4DvDqKk/3xTMrHgPoviH+AdD54OkI8N7qnL+3WncOyqXnfntFKnOccQNIz+L11TZ0HxJ0L6b1v6zy9Gx8tiI9s29C+e+BdJ3pWf7PKn9gRUrp3XMfy6X0KZDeZTdXpHdAutePAR8C6b3wCZDKpuco3W/0njjLSPdHuq9OAd8Baf0PQFr24wp6js5Mf98jCbrWpwF6X9Jzle7hdP3fXa3jKb1HL6xIz1p6v74M3D/tfa9+vFr+NPDktPuepWcR37f0XCbSd+QNQLsut1b8d3Utjq3OOUHP7X9W5/ufq3OeeGEFf44fXPEu8J5AOu/0Hqd3UDq29K5Jzza907+G6Y9W0Hs+5d+s+Aqmt1akb8aZ6e9rlvL0zL8z7X4TEum5x+/C66syKX8VeG7a/WYQ9D5I55veIS8C6Z7A553q8KRU/n7gHEAJv0cpp+u5vSJN315B7/L0/N9Y5den3W8X9WMIegbp/ZGmf1mRzj3da+k+fHPa/c4R6Rn9Avh8lf9nxT+n3fdISuk+vQ84AVA6xqaPrdbTd5O+nfReIT5YkY7rX9Pud/UTNn1i2v2e3Quk5+fsav1FhS9Z/vy097vLv78IfX8J/P4i6VzTvS99f4nI9zdxjwB/Z/LvL1Hy/f0RSGXpW8q/v0TJ9zeBifrV/PtL8PTXtPsN5t/fNI/f378Y2veX2Jr+vn5brKz0/eXQuye9cx4R0BL//qb8mAB+f9Oz8wnL6Xmm7y//Bqf741QGvK/o2aH7isYpX7Jy9I3+UoH6wxzsA0s8BTw/3f3MEk8xaHyU8pcAeu+/AjzBkL77yEcAvhNSeRpvYX8A2Zr29g+oj0D9BEK6r/D7l94n2H/g4zcppW8MfW/w/UP9ivTdwD4Fh74JyMOT3N94EHLi8CSPI7AMjSPx2qZ5qX/C+yr4LrymkNbhtb8kcBlI9/rXq/xbtg77O9+u8vem3f4Pvmcpx74QwftG1D/6ZrXvrVW7tlbngvpMxGk2n3hbgPersH+Vg97l+L6nda8KYN34zXsGeIDN8+8GvT+p34ak/dK99hDjRWEZfWuOCDzHaJWkfaV749Fpd0zJOedASv8DtqfdfiXx8mpZyo9Pu3IR7Hvenu4evyaoX3OD8eS0O67F8a3E/wSoD4vfVfyu4bjqKOMXhTuruj8TwPcovnffzIBtS/3l7wV4/5nzH4GrAjhmkRK+6+9zIPXNIwnlAcfYPNZ9MwP184nfMnwggGOdfwngOBhlEP+a7h43EFQ3ySion8THEwj2nR5hOULnhOR/1HdCOSCXB3K5ICH1kbCvxPtD7zLSu/GJ6e4xDIJ9F963oeVSH+YkQ+q3UB8FkRLvi/DxkDQuksZHVh+DIBk1Io2fcvJMguRTvD4+zpLGW/jt/wbq5N93koNyqE76HlJOshHOq2xe+iY/JoDfXf5dlcZzHvmqlrRxH30v0/2c+xaSbJXLZem7p8G/bfQ9I66zuvn4kdC+VfQdTNMo101g/59/j6TxZoLkvZST7Jfkv9I3hb4r9P2gsSh+M6zxKaZPBaRvgPb+18azKFfm73X+Hv+CQeNdTe5MPM7g4198f/AxrjQm5vJqgsbIP0x7x8hclk3ge+EeaI80bk7b43OaG0OjPJxylI0TqR6SkxOpvDS+ltJLbJ7G2hcY6Tnm4+6U6Lm1xt/0nbox7ZXHPzrtlc1z+byENDZP8G8cPqPpO/f9tCvX/3zaq1NFngXeUIg8d5Swf0/PF47naUxPz9evk6w3oHl6LkmPgND3lsuTuIwUnym8h7gsAHUQHOq/3DPd3adJUN/Ekgek+wyfWS4HoHsRdRsSXL6b7jlJTkB6EEKSFaC8QIP3Gb5h0wi+S+i9gTKGLQfU3zg97dXFIGcUaD3va/BjINIzc2Xa+y2jPgv/xtF7DXU9CPU3ueyBlnPZA+mFuH6I5Ay8H4RyCpRFPDvt9rewz4UyCZJBvCjA+04ot8jJJ7isomeS2sDHCRIo18B+mlT2OOzvOMxj/x/7EaQ7I7k416NxbjFuK6T90bNNMg2SbxDXp7v7hjTtkXVo+juUgUh9IK6fQLCcJgtJoPxDkoUktiZdJoLlJLnFVTgOHOul/hiXj+TkJJ/DeklmwmXP9BxPU15mQiknK6H+qyQ7yclQuF4mlyQ9Du2Xyz1w3CvJVBL03Zd0qZJsxZKxPDztylkenu6Ws0h9cEkmc3baq6sl3S/qbSWoD6TJYO6d7tajnZjulr3k9L+ciP6XbAk5vH9A9odEVP+brsE/V3lE/5vKnIfyXP9LpH4J9hvS2AT1v1T3jwwca2j6X4LLECL6X+LItDt2oP4cT6jPlb4xXv2vJLPeAqL639RHKNX/poTfLY/+l4PvWmn8W6L/pfEujldb6X+J1vpfgmwpo/pfrb/j0f9KclM+xvy/6e5xZVT/a8lXMfF+Dwf7DZYM9mEBSR5bqv/l5MZ6aQzn0f1eW7XtlVWe7guu95X0vyjnlcZ0l6ddmS+1ict9OZIMWILrpiX9L/E7TEsyYy479up/Jb1vrf5XAr8Zmu6XxlySLFpjSfpflGdH9b9akvS/CRofoTxNGwdp+l9JNp6Tk3vHQpL8nMY1KY/qf7HunO63VP+b+mNcBp/T/2pjmN763xNTnf73U8hznJh0mX9r/W+6JyL63xyo/0W9QQ5Nj5DT/3Kwz5Mbk0g6Yb5e0h9rdVv9K96nyumUsa8ljY80XfMLkGvjKO7bIvWvuD76jymvm/5j0vXU/P2QcklnrfWv+DcjPbdSn8rSa1s6bk3fLfWzLN23pg/nOnFJ52Xpx4ncOFQC9WOaHt3SraN9ndS/0nTtElb/CvVvb7Nck3tj34Vk2lr/KorVt5J0+pp+39L1e/X+mi1AiT0An8+hjQ+of4X2A5GEcoNtAcn3y0ukf8VlGDmk/hXva+XQbPm4b5oEjmnTvrQ+VU6uotk8SHD/N0lmzXU+vJ8lyWm4fcR9SpmaZPWzcv2rBPavyMeYI8mQNLsLyQYj0r8iJLk/9qlQbuDtX6H8Cm03KD885eVaOSSZas72g8vFLCT7EG4rosnVcuTsSTx8Ne36dHwF7SH7k98nXXZn8SPkUXuVKFz+l7NzscB2ctsEyTZGk0HmsNJLAlKSdMxoa/PKtNenlWxvNNknt8nB9LJBTjdsIdlC4LdPGi98zJDaFLH/edJZxmMvJNkPcTsiDu3vZwGULWhy4tw30muPdEVZrtkstfoOWonr89HuCW2fuF8TR/oOctsozVaKI5Xh316ypyL9tWZbxeHfSAlue8VtsDR4X16S1WN5yV4Lx5qaLZcXfIfi2FSTP2hYNmGlcFsya3yc0z9w+zO0Q+O+9q9Md/uraXAZC+qjLwm5hqbf0HQi0hgax+me+rx2clhvzobuvSlvU5eDxvE5nYxlg/eVMJ+TR0hsGXw97fUP9JCuPfpU5jgjkOt/SeWRtyF/G+Z53W9Psk2hRuTacp0XjymhLZPw2C6SrQSXueT0aRpk6yjZPHohu0gJrgdDm0ny1SQ5kzSWzhHR+xHc/pLsKbgtJuoJNX2hpD/MkZNrcxvOnK2nZf/plavx/VlyMI+e08t+TDXnTNNdkP4ip9+1wP4At521dMMafB8TW+5Jx5XlGNeGphHUyd6adBteiW2D1Cb0Z9bI7UPTgWPu0ZX/d9rrK60hyXe1sWXO/jiih5dslHN+2pbe3gPZMeZAua8lh+Q8Pe362z09xeTamg01R/Mxz5HT7eXk5ZK9gmS3oLE15WUQmn9hDqyflnGbBZLtHxLWSfbhBPmBXIFplBNr/vUeUF8QBevJ2W9YXJ3kWCn/VM6P1N9CHYVlG5JLSVYjyXpS8sQRiPKpo4xkX18brwDTMTbttdGPJIyN4EGynUHbeMol0vfyznT391Va5gHlU5o8jZOz3YlA9jeW7U8O69uC73G0F3p4kv0bNJsiTfeV04dp9WqcneQ4Fdxe6cSkn4+czQq+W61ykp+FZRvlRdOvYjwNnM/ZV1nk7Ku4nZWnrEdnJMXfsGyipDEEt3nS+pInp73+JjS2l+IOEtJ4xmun5LVH8tgfSXZGlk2RZjuEfi2WjZAkk+N1UhvPTHfHQSRytj2af4zkL+ORg7wFeYkdTi5FbWmsJNnJWLYx3E9H89fx2Ld47FfIdmULQFsVr12Kp18uycJy78GoHo3bikhj3NT30PReOTuQ9F3+BHJE8jMi+w6PXQc901EbDY89hmV34bGzKLGlwHZ6bCM0e9yonUPJt8ljqyAlySZB8qsiewOOZmdQaksg6X6kb6plD+CRwWxN+XG2pM+X9Pie9waXR3v08leUa+ZJklxM06ennN4bFC80pyPnpPGH5M9t+ZZJ+m6NnK5a659YOmqPXtoTp1Qjp1P26JOJnL6Y+7tFdMD8Pcr7Wl59Lm6DelrJb07Tz0r60lJd69a0V9+KfcEtgM6NR0+KaLrRnH8ej9eq+e1JOs0SLN9uaRuvztGjZ5R0gg9Me/V/Xr3hA9Ne/0HUD3p0gXzMJvW5vXo93hdvoacbnTztT8/xo5BbcWNqdVyEN0k6i+3J1hvxPkoqh/qnnL5I0x1xHRLh0R1x/VEa32A8Xs0v09IBecjpc3I6Han/5dHTRPQvmh+o5RdKSP07r94k5+vAdSI5f4ec/sOjx/DqKSwkvYQnSX3UFvqFHvoCT8JxNpfnS76xkgy/RE7fShaf2lwiV5fk6CUy85ycPOK3a8mwuSw76tcbkUdrMmkukzjFplFGkPMrkeTVOb4LlOXyiIvCMsl3WJNbeOURlg2vFL+FZAzUJ8NpLlfXSPVYtjuabCG3nUd2gDIEy0+A+ylHY8LkiCTsr9T6NVt6BE0GYNmxR8f4HnBsl/M/xtgzNO5uRTo2aVxO41I+Vs+Ny0vw2kl7bJylsbfH/9oaX+N7yjOWtsbP0rhQsxX12ibTONlT1hoPt/Tt5lg2qTV+3+j/jX7gc41nrfGqJZezxqeTMO9N0hhU8zHHcaflU66NMaO+55p9IcbE94wfSWdnxf/RiIwV+ZiQ2sVjBVk+7ITls+cd+1n6RMnfXQP9/XKxhqgcH9NZ9vqYcv5+1lhNKtNjvGb50Ed96hFp7OUZg0X1rRJka1Tjhy+NoywbSm38xPUxuXFRDqtfh304SyfM+3x8GfXrLP891LnkxmTePpzl76/ppGkcJ5XLtZvbqEh+/oQVD8CC4gOgrQxdjzPT3f2z0tgBUtwADfIZs/Tn7xjlaH0ag/5j2htHAKeR3HiXl3kMch5n4CHINWpiDkTiD2DCeABaHAItaXEJJHDMnxvHe+MVcHukXOyCnI4iapNwA/KPp7tjGXwMy2mdFtNAim+AsYCs+AbczkGajthEpL7UloIW88Djl5CLhyD1j6S4CFJshFz/KQfXH6Y+ENlicLTlWtyEEfETtJTzj+J9H00elLMbl+IuSPGFamIv8PJSf4ziMHjIxWTI9Yd4vyjnR4p2LA9NsXgNElLcBskWRpKV1cZv0GI51MZzQFDm2ivOA8Z78MR8oP7itWnvP4ZwPdrmXJjk2A/eWBB8Pkq63ywfRdQ352yEuHwgZ/uTk/d9Pe3KMGtjRnBbIw1PGQtLPkryg2+Mct44E1uTbIvOyfXbsVxN7AkiUhbB+0yLRYF98lyMCq/d7DuTbavF4TEqEGv8YPHTFLPtykH6HewfSXEprNgWWnlpeW4sZsnJPTZpUl8PY2BwPLEvEOk8WrZXaAfB5fXRmBgUx8Ir60eZv7ZO24cFnvecnsC6ZnQfWn0ezV7OG0MjEk8DdRYPTXfH05D2f0TZl8d+T7LlK7HzS/3qTdpNdN605dq59ej835v8Noo5Lky7fUjSB0VsHDWbSI/dJE2jfieXJH0QXyfp90kuLsX7oOUSvFxu3JnYdoB2mDmsfSE0xsXpKJqdRK6/TfIVj51ni3ghko2oVi5iP4qQrq1FPBHC8v1GuzVJ9yb5iFtY+smkd/ToJo9CnUeNff46lcUg8cQiSXjsYqN2sxpbky4jjMQowTqlZRwpZsnVaW88k0NKGQ28x3K2VlJMEsuu18KrH47EOdGwbIf/6Vhvkc5hrp9NqSb+CSbq76b0hlLGslPGlFuH+ub7JlkPndtPzpY4agNNPnu55I1jYtVTmtC2Oop0bmmdZOd8QlnO+znSezNnK2CVseKuoM0Btz2g7XrEYqmNx2LZkBMkH/8QlpENOK7naHbn/Hv567RrN4GxWiy7iWjMFozdguRsLqRnVlue+67w74unLMVxkXROreK7eGO95DghnFPC+x6U7O81uE06TktyC2kMKfXlJdlcgo/vpfEVPi+ox5FslVHPwPU+KF/P2YrwOM5UN5crWz6iaOup2TZI9qOYJJkL6kV4Qv2+NC7GMUwufog0dtkCcvZ7lu64RM+L3wbLfkx6r2M/TnqW0r1/atrrj6LF2eDPTC5+Bl/P42NocTC4j4nkVyL5luTsYNAuJN1HGKOC4lRoNiUUM0KTCeV8Q2gM44kjkYsXUeLrYSVLRmGNG60YDRG9s9cHg8jpa8n/AvWxGvw9yX0pOJJvhVSO+4ZIvhKani6ni+N615xfxO+QR/wgLLl+Tndj+fxzPYnXnyG9O3N6iFKfBUsO3ypJcmnNr0CSDU/CvJZyfuwJtHPLyS1LfARQhpj2b/kC5Oz/UU6Ws/nntvwcS1blkTVJNvya/EXyyY76XVsyDq8fdVQ2wFNLW3ruv+wdixLYz7H8ji2b909Y3dhHKvETziGNNbivrQb2mbzlvszUbfWvSn11LR0vtzuyxlE8BqbWv8K+1B/CPMqU+Tz2ryS5tuVDS9+HnM62xk/WkpdKtoEl/SsJ7L9odm5e31VtHCqB+yj1UbX6V19Psf//pvNxRkDzT+DkfEvRPibqT6r5jfbwEe3hBxrtX0l9qByWXWca252bZF+BXOJ+BByud48Q6V9xGUYOj85Sw9Lr4vhEeo9i/wr3WesXGdU7Ilb/SpNJcn/GVnb73v5VkgHdhJyj2dhbPogeP8Qav0Orf1XjR0jfmZRH4sd6sOy9sW/l/SZ6/AE9cWklcj5/EXh7eJyaWh8+LkP22u164XJCyy9PQ5Jdc98G3FepL56VpBi7UrJk5p64OF5/upz/nNc/Luc3h/5wHGmcoPnHIR6fOCTiC7c12XYtHl83vj8t/g/3cSv5DqJuQvJPw/GO5cc2p/+aZKtHvmfaeMvyQyNKfdByoN+ZZBMj+Zk9POmydQnuRxZB8h1DsKzkI9bSf6yVv1hPfzDrO4zf+pz+QfIH4+D7Geu1fLuQrelv+UfKc35cpPfQ9B+WTkQaQ+M43VsnR/K5wnpzvln8+kV8ab6B3IPX94rkD169j+Vbhec7V45Dz4rmU5XTL52GnCOVRzRdFK07Pe3GvI5Q6jPl8UGKQv5Smq2EZDvhrdvyb4rg9X3CMbPlZ5SjNI4Z39ezGXJ+SxEfpkTEd6m1vxLXVUr+SlG5mKTn9LIfU805s/yJcvpdj/8Qwf2Ccn5Dlk8R5pjuLzx/lCxfn+1pVycd8cFJWH49KEPNlfP4+mg68Kiu3ONTj/48ml/PdcgJS06cykRjvXNa+OoQln8Oyn0jvjgJbSxvybU5uX209rnxxBqs9a+p8a3J+dxofjR4Db0+M4nUT7oy7cr107Tm5xL1kYn6wfDc6//ise+QdLjS+dH6XFZsRk/S5Dcp5exIelHryxJNvXxXov4qqNOJ2LIncjY2ESS7G8kPpfZfAx5QR9XSxyRh2Q21/pdBC5+SnO2SRc5mJYLkw+GxjcK8xCfE0vdFn5ec3ZQHy/YqUr5EB7UU+yuvv4sXlDdI/R7r/rTGqiPsrywfnaj9lUe+vG72V2iHZYHn5AzDE/8qZ3+lyZlq7K+SfOYZyKP2V5pNVg/7K+5vJaUXIY/KmCw9SmmS7Ju2AZSh5GytLB8xiYjNVan9VXScbukGrH1rzGV/JVHqM9pC72zZX+Xw9v9L7K+0vjP2D7Uy2vi4lf0VMdL+ConYX0n2TxGbK25/VWN3pdliSeemxP4K7bAsX4BW9lcSPfrAUZsrzf5KsnWS7K8kJB2PNx5rzvZKssWay/5KwhozaG2K2l9F2Jr2yj4pj9pf5fxwvf9h86LpHKP2V9L4qGfiehM+b429OPgdTLJzindljdEiJJlXJCaR1+6qxP6K21ZZNlGHDbRxZI0dVto+2X6gfYj23v03K2P5aNfitb/y2l55KbW/smyuWtlfSf7pc9hfvQe5hdcmRxvP52ykLJsrr62Vl63pbvurS5M8DpOuddTmyqLW/qqWJdlfERHZTqTe1jZXlv0VYtlQ5WJBl9pfcVrYX3lssfA9asnBOJqtlcf2SrO/isrBvLZEHvZjqjmP2jeGx3QuodTGKkLLZNngbCt47a8ktqe7/0Gas5OKUupHy+2vLLmuF5K55v7LVWt31dv+CmW8fD7Ryv6KiNhfoR1WTbxjGjt6YsK0tr+y/L6iNldeNDm+x/7KyxdTzA4rYn+FY/NWNlclpD7Sc1M7mytMORmOFcunpc2V1/aqtf1Vj+T1nbeY2/4KIT2N9d+8XvZXUZurEvurkpi6li9miS0W2mTVbK/ZY6EM9gslRxsrntcQ1d0lIrZXGj3tr3K6rtq6NVrp7lJd37HcKl+y/5zeTzo+rRzmmg6OZEw1+sMWusAS/aAXrh9E3VuSQ3C9n2Z35ynj1Q9aUH3UTktHZ/0HKaofLN2fFs9N4g9HmZx+MNc39/Ik5AlLP/gZ5DX6Qc0OshQr1cidcAwf1QXW2m3W4PlPSRTSD1o6QQ+t9YNzIek3IvalEqRzQr3ftSlmHzsKyS730nS3HumSsFwrc0lYxvWD3066bnAplOqQPPpDr36wRn/osWv20lo/SEj9P9Tj4TmbWxcokdMZefVIGjX23qOo0QW20v+V2LH3IKoTjFBqV18KXVNp2UHQD7bQrXr0g15q9INS6q0DzCXUf0i+E5o/hYd0PkgnWKOzm5NWOkEJSz/I/UM0HSCW4TosbZmEta2mO2pBiS7Qyy9wrrj+Tzunvwg5B/tzEV1hjhLb4zenMp1hy+sX0Q/mkHR+r0GOSMskqFxUP6jV59EdRuNdRfSHqAuM+j3V6AS99fXwt5ojfQp5b252xNINHpt245q2iMXQgqg9iQfSv/XQC/Yk6Qe9thMapEfM6QE9/gpnF0KtTJRknKemu+WeF6f2PomWrPVwYDtJVlrqe+gB9ZCItCzHXPJRK05+DZZO9TvIJX5g0xItr50V5yCiL+byzFb67q+U+jVybUL4eaVn5RTkZybf80vlov6zc/GjMK9hydxOQ34a5qVynF6+wYl3GtdFaP69JNuUlnl5fmpvr/BMZh1dG2mZB9QPSrJNtHeIyESfmuL2E6PpmdA25CUhR1omye+cJy3u8AWDVxxlLkyyb3rEZoVvF/GBt/zjvQnlZJZPfZSoXY2HWt/+Ut//G8KyjyH3wO2FKNf+6fJooO4c1nWiMlxuavk21MDtk3Lre+3Ty/Xp7hgLFi1srUqIyFe9SOcy2XR9P91t7yUt4//ssSiJORHxtYjaoXnI+YMmeaYU38JLzbYlPKIsmzMO1X5LHj9DDcsvotbe0KrfwzEh98pFLT+HKLV2kC32G5U7o36m1g+C08qWs1bmGpHJavbiUVBWSmO4FraoWJ+XByHXxqW4HvHKgQ8r2+eI2M9G614a1tjdsuVt5WPREhwv1Nr8cLxxbUZxAXKipw6By+opNtJ30944STx2Eq+HbxPhAuS15PZjyS/oOM87yo6AfwusmNzJZnxrlVtleWwFboteCsWckuyqLrP1kRhWEqhTkOyvc+s0pLpz9u61x9ADTQZUCh5vbn3r/ZaQviG19uqfsWnimwZ1EyXxykqxdI+oq7PK9vLJyO2jxTnYmgG+v7n2myP37uf9sJy/ioak07O2OaPAy/TQXWr6R+wja+0rBf1zpPVvG+s9SMeG9Xp1sL3hPka9fI5akeTBVybdLhZlm1Gb2lYxEmv2G922lT9RrS+XVL7V+dTw6gkIKXakVs6zbQ1WW4maZyXi65RDsru2ttHiZc4N6k1a+/ZxPz/098v5AT6jlLFocQ5a89Z093P5ViN6vjvo/Zm+Ja1kwxxvXFTiRchHshQf0NJ9SMek+TRK5bzb1vIPmH5OyC2OsGmJVt+AxCZt0uh0RJi34OWkOi2iz0qL+E2anRvqK+6HfMlIugI8jnMZrLpz25Yi7SO3X61MCd5jl/ywWyev/7d3+wlyHn9K8tFDv+qof58UqxjZBm4J6z37uNWY0pgBHiRbzdb7aH0+ctxWyK0jjjvWW2Wi/HdVJ+YRvDpED9wmVdIPllBqE+u1mcXYA63aLBGJSV+6Dy2mQm/+l1m+jtxhWDGUS0m2hYcCUPn3IedxnOfgaaOdaIcdOb6jbNujM0DHJC2r4depzX8SesHv8VZwPXspkg17izgvPWzrc2wZ9PSliMalsaBjyq2rAeu7GoRvy+vA90y0bi/vC7nGFYPvHWUSUgyKiL6vNt5FK3JtjPjOjEA7Jh7XKFfO2rYWspG3yuH97KnPy1XIr2bKSc9KRE72gJDnYjvVxIMalTTdGSXuGxVJuF1NzKo5SAljO9033R3vSdqOl9Fo1c4Tyn5PdKBHSrKCYx3qtXywiJJtpG33S/oUck70/LTC+0xZ7f0giPQMaOV4eWssI8lnveOgqGw5R8v6cz5+lnxU863k+5DWlf4760+WrxvSvViyzWhay77Qr1KSn0iyLf7/Ma0+LyX/PCMkWY/HZxjLaHEIsfwnQl5D7pis9T04a9AipqP2ncgR+dbw3DNuLwXHiFcg7w36UkdjLbT2F49A91HreqPnoCd0L1rPkoceY5IcFxvzvMC7wjzyggOPbY1HTyrZVUvPmyTbkHS4Ut9QkqlIPvn3OMj5GGu+/pLfJa+DfAppXvILS76Z6EPG6+RttXzZJD8F7mMgwe1Iuf21RImtqpQ021OcRl9zwko8llZCswnCeUnvLNWFSLo+j155S8DSIUryY4/uQbJt7xVHKI17pfGVZ5wt9ZU94xBJ7uz5HqTn/FQB0ntDel9jrAItzm+OH5XtcmA7pRivHP498foeSrEupe9T7tvkidcpxVjksS2leJRSTAIrdqMUQ9Fjg6j5cnOwborthjHePLY9W9PdOlZLV+qN48aRfEGk7/kbbL40aXZgOdJ7o1T3L+loHoZcQ+oXlMb6kfolD056vJ+03OPbXBrTRXoPXSsgnRPqR/G4IGnZpQyXM0ixzqMxLT6a7o6Fwc+D1JctjSlQ4vNP/UDtHHn90i0i/1X0+jqX+pnl+qnaNh7/Ua+/Z40/owb2uSI+fD39yI44kM4PMjp5jkF6v0V9CqJEkmVnT9ya9tqLS7bpJfbXHl+FljbBXnvbCNaYKWfnybHsKSM2iNjGUps9yR6uxLatZFzpsaOS7IVK7Hc89mel9ivcXqSF7cec9gkpleqfyQ4Dp0v1qhG9Zq3+T9KpefQtkk6qVsei6Vyk56FWjt9Cvo1ybo9MWZIJlMimJVnERcgvKvO57SWibdVkER75hiXP8Mg3cqR9eOTzElrMxVwsxlI/Wo9sgyPJLiRfKs5JgT+U5YQk3/B8Zy25hoaUPP1jjzzDqwcplW940HQflrzDK9+ogca7UjxLS56K+p1aUL7h1RN5IJkG1yW1RpNvoJxDkntE4iJqMg0PJfIN6VuGbc/JNPB4LUrj8Hj0ca0olWuUxkSLxiuaIyZOhJHyDY8swyvf0GQeKPtIuo4auYU3SfrSbQdavIYetJRvWLriEqyxu0apj6lHRoMkWQe+4yP+ipKu6hDkNTKNiHxD88sq8fNDuUaunEe+4ZF1eO2oLJlGL3uAklQj7yiRbyS0/+oQllwj4k9Q43fdU7aBaDI/S+Yh6UvPTnf/Y6YFUr9bstc4rCzvgcfGzENE9lIzjpH0qR5K7FlKkHSsUZsYL9IYhtZp54GuM9rccNsbry1OKRGbQK99z1xY9j/aOCUqm/MgnS8u40hjEJThSWOUp6YyW6cSSlPOhuqlQD2SDSdHimfHZZS4nOyxSmy4JKyU9Kd/TfF/7Hp0ya2QbMwQLfbSo5Mts7XiN3nOhaRP9ZCTBbeoI2c7l8jJlXP833S37Z3HFg/hx+GJcS7pXL32faVjGkTyzZd0rBxuL1jLEsYpNckTs08ak3j0BZY/Kh/baGh+fhZe/cSvkFt1aOMubkuQxiCoy9B0rlGdSG58YyHp7x6H/HG2vBRNZuqxTZXqQz1OxKbVs78eSH0uSYcU1dN6oW9x1OZWsj9tDfWvSsdh0tixxC6YU/KPRKlfiO2S1teAz63k94Z2udL6G1P5vwhL4GPUqO4xak9di9W3JbgO07sd5z1jvVcPWEOJTTjisT332qeX6HIttgr5etqrKy6tRwKfSf7u9vhUSJwxKJWLWPVqcL22tsxqL5ZvqZf+aZrnf2lJ3/79FP/3WInfglWPpmMq0bNrdgSvQ94Cbfzp8bcoheqPXGfLTwFBfdozk24bUfrvKI0efiWEti3u/1nIa4naeXjsYixK7COT3DFnR+KRW0boZc9ibY++8j2IPF81bNK4NOc9U/pPnxI/rlKkcSi3l2rtN5Yj6rMmrT8+lafotiSz03y2NBsMqewtyAlpW488FdkuhOs9SuqItpW47QBt2zzlPfUkJDmzJyaQJg/x4NXrSJB9Wkv7Pm77pm0btaGTfCBLfCF7UBoDUbLD+xDylqAODe0f+TKkxDbSItLmpf3/Io2lIrab5FOTW16ra+RsCXh1tZwSP1qOp81Ultt7ImTrivdnrrzG+5BLJJnDFYa0jNv4aT7BOd/gUiQ73J7w/Uv+ydryWvDa4XLrXwPWPWDJPjTb4lIf65LktR/AVOu33YNPK7fXfMk9zJ24fYC2XCozKnH78Iiddo6cr/0JmPbG2s2Rxjd3pngs9VJbeAvJDsNrv2JRElOgB3StSmMYlFDa15b6l1J8hIchRyIxrT32P5I/QanfwlyxuaPxH/hzHLnOvL/lBfsppXUkPPGeW8eUjhKJEU2cdZbJUfM95kR8OLxIMTZq6vGU9djOk97Ya2vvtamK6Hws2x0iIn9Gu5Da+NjISUeZNCb/GfLPJn2cHnn+I3qZXnEqWsejkGwWJdu/EiJxJmp8saTjicRM4G35FvKWMSJK7Yoix4Ln/wzkHK09OXL2BJLuGmMcoO69pV0MkXS+PWM14DHx4xwZh6E21erAI7a0rVPO/3+bQbq8VqT6SvQiI+IbSDJ30pngdISIzSKPU1BLJB5Ba1l6wmu/lFJJf3xEPIFIrICI7jXiN+Mloi9Kcodfp10ZxCdsOgcvR/Meebzl118D7//M5aNPRPwfPOOkXn73rX3s5/Cl59Cx5K5HT9/40f7vXn/uGv/12rF2Dx/1SLJ80i0ku0zyMSrx+ynxNUd/89G+5F5/GPIT9+A9nlY+4KVsZSi1GfD6dHv8uCP/YYlCelXNnrqXX/ZS/K+9fbqIbIv8qqXlvF8n6UR+EZaV2OlYJP0ctzMojQObaOnvXIvXl/lwAEv218tXme8H/dBqfJB7+xFbRPqhPfyJvbTyF6b7+1Jjoj601hgCZatcznt5auvr+9Gk+/Xm5M05v1ztfqv1E5TkwxE/1y+nNn61JT62ks+tJsvi8vWtyedfq92fXp/ZMw2o8Y21/mUVRZLZ83U038OndSSWbsGj3yjdd0+/09Z+ph7dTc5XtNaHNKIPekBY9myQnv6gXt2/1wezp1+nR89Vo6PKEbk/PWySL/W4hqlf8yjkNI3z3D+yh//juQXSM0X8orYNIrolIidP4/WjDpeWlfj58TaU+AZKcBmJVX4u/0G+nPTAH0+631/JfwxrWaJ/X06X3cJ3z0LS/5fQ2xePy+T+pyyL+ttZvnhRPHJwooW/XAnkH5fD8oeS/OBaUeLj1tOHrZd/moXHNy3B+5kev7SWKaLPGO1b1tp/7CCknL3PsWmvD5jmE2bZDZX4AtwcBNn6rIsPFl2DUX5VHj+qKB6fqRLfqFK/KV6mdl8fQN7K18lDa58jr91aL98ji9b+R2h75S3HbbX4fNRmrpZe9mrfQc6PyVtHi/aV2LxdLNzO498l+Xm1tIvrYf9WagvXwmZOsg9L8mrJfk2TbWv2bhE/uNbg8UTiuHnKtLBt4z580bhznB42al4btsg4vQSyXYvYrOH8Z8J6L5rep2e/YUTiMtSo7VkJXOY0BzW2ZqV2aS1syyRa2ZhJ9mZRO7Re5Gw3vH6i7znLIHyZZJfVG80erBXSPSXZ0nydWS4RtSGzbMO4b3Opv/AoWtvZeGzESu29Wv5nIeJPHSHdOx7brgS+Q86sKLH7yo1LuA2WtrwFve6hiC1Mrc0M0cM/3bLrelVpQ+v2kO2WZcdSGnu/pw9+qc/+XERsnlrROp5ALXgPWes9HNR0BPIetPRd8MoeovZK0rRl39Tb1imXJDuRv9j89opcrIoIks3TcTbdkogtUysicTZa4bFnIpsmnP9r6m+zpMUEidRh2Yb0oJddUg6v7ZF0XSK2S3Re0/iipX1SjlqfW4lau6Me901Lu6Mclr3Qa5nlGrn6Su2LtH1FbZByNkQleJLm+0ygjU5OJ9zDJgjrLtnPQbAXisQJas3NAUTsfuayBeJ2VyWgrUmpDXKEmnjILe175iKdV69d6xVnmVL7nYeFZWenfCyCswumtb7Ko3/qHVMrqg+L1JHTY0XiDrTg/HS3XZBU7qKBVH5OHRjXVUXikrXCEzuM22Z9x9aX8B2bbomkM5L4cvLHYSMdEU5/xZb3okSXFd1Wuka5Z/4MkHsnnRHAdSW2ckvCusdK9Q6ng2VQP9PCNtBC0gvhupo6tfq5HiDpgMjWj+uGNJvAqI6pp31kTq9FZfg11+qK3FvcnuYhyDnvKssjPDXNG/8Q7xFp2T+CdWj1jEie2IeazWrv9KKxLseFDlixInvY4/bCmzS5PuqIcr7uJVh2xC8ry3kZRFvuqasVkk6HbJy5nkezhfbqgD426sG6NDvp6L485K4711lpJD2NpLvpCdlxPw25VkZb3wLSIVn25rlyqE/acnLSsd5rmz6XDXwPtOsi6W5+FpZ9PuXt8SO+4pGYtHy6ZH8RX4AaPHGqSFeTpsk+LeIPznm9UT01oC7JU8bDJrVLJXGAcnj0OLnYPRH/kYjPeC0eXQ/XxUT8qktp4RMzR3uiujfUsVt6F08ZDy39fyI6o9ZwPY7mh9mSJJtHeUZr3dHjwj568iCbJqLt5dvkfLZqfbikbSL7Wye8vs9RfzPcrocvdiuksS33I25pe7zfQBnYXDpZ9OO7Brmku6V1SGQ/GvwcaOV6yBpz7SI8skTuFxndfjTS9zMSX3IrWF6LTen10/RCdV6eymzBLxt4y3l8CH9wlpPAfXl8VhHaDpdpdS+BjyDnaMujePZF56rF/npC396WvpncHl1a9k3jfRIRf9+WbAFeWxX0fY5u08tv2tOeuc7jXHja8vWgtkl4vpvU736eTSeSP/npyfZF57Yc0jJPPZwzjv2eUfbVG7RNkeyievG7owz51J+BvAXSeXjbeb6k8zaCn6Y28QjeZnUuAR5vKeerxGMWlPo8RWMjWHw/tWlPbT0t4wg8Nu3+x6d3vIjW18O6VpruFNflkP4L5NGVeuppSbQ9LZ7naKwDLzkfPM/2kt2ip+65QR002YzOzWOZ5RK1+2t5znpivVve6kTP9yF+e/l8Yg59VcLz/yyrjGWzOYq59GQcbhOsLefra8Fjp9grL0JeSq+4MCXkvjVa+Vb1l4L2Gpu0SZu0N+WeR628t86UrHdE9NnX7KpLuR9yjqa7zdnRrwOSblTTT6fpcyt4Gc++znWk5Nhb1RPZ1/2Z/RwH+DzROh1n01G0OiX+y6Y98bel+Bw8rpVUxoMnZta2o0zp/olbjeH+Qz3RfE2wzPHG+7wFOed2g/NXwu3Mvm834HijenK0jKdfahMiQX41OI3caIC0v1GQ71CL4/LijXt4HaZxu9L9RuMmjoTH/dsPaN9dJPJPuFrIX+FQA6z/1Y3A027yeas59qPT3X6Nkp9jT/ixW+trQd+PXNxOT5m58TyHrdBsuUp5DXJOq318ltnHCLYczOVvm8pIcVl5GYTK4DJ+jG8qxy7tSytbC9Z9dQUvc9WB1uY3oQy9Oz31zYX1vbzSgVxMwlLbDMIbH3FuPG2P+HIvich5+E/FOSyNbewFfRo95a9W1D8n9Cy30nNhbGYtRnNpnGdt+VJSzn6BEvf5L01Yx31CvVrMaA+5pK2P1pnbz6cGUv3WNt56WqHt88RMSPpmLiezklRekrf1TseClGyj1XMQEz92undxusX5bckHk/28H3Osl+rF6QjScxmtI+EZV0u6nZLxea0+SWqD1ZbafXjiaHj0KBTjhE8TfL9/Ku2JxPBHImXXHeueL60jup85Sc+/NpaW+uSesliexz8h2eT7kHOoDP4rQdtvaRwWgv+TAfGWOzvF5bGIVFb7p4LnvxGt/t+QO2YkUjZ3DhFrubcejVbniJ6js9Pu88T35ekbe7/VFj3kXyVysTnbkXgEpnkcp2gMu1Yxq1pxdsZ9Rc/VSOie9z7zXuYaD+e46CQXh+gFAcnOU7Ix0XwyUa6m2avh9/lx4B4BjI3zOANjb/A4Ouijz2OAUN3clx99lN4RQN+HXMx57ieBSfJTQFtSnjDOsGQDibYhPC4x6rcl+4wtgOvDUY4v6ZlQTlgS5xPHKNIYFvs6Uj8avyXSM4rPwCkBvFf4MyP9D0Yqy/9j8vuq7t9XULnnAclfHOPyP8/A55XH8Mf46dJ9hXGLeLx1K6a5FBeFSPrRJyHnbAFc9yrFAkY0XzPCSpZ9Xnr/5OwHcIwijQfw/WPF/ZPeZ4QU6yHFyHlvlV+bdm3Fr017449J8cUQ/p68BFwWwNhH0noC4x6lduE3wIrHkotzcomBsTE4vwOR2AaWXyS+56X1r0Ke82G2fFdTOx6bfH6cNb57iSOT7B/SKh0RsHwc0HeAEk5riduYc9CW2rIL5kRsPbEd16e8rSD/pnJ7Ls2+DO2cjip1WzY++M7N2XLkvvuWntzSJXMsPahXFyj1hyMpqnOzZLleuac0hsd+jiSv8MptpLqxj+QZQ0bAftDvArkxCfaZvOW+zNRt9a94n0rrX/F5aXyE5OJCWr5zuf4V2dT/IUwnTgJ8OfavJHtAS07CvxUcy4/B0tVYth2871Lav5LA/gvv1yfOO8mNQyVwH1psSYlI/4r2RX2qXHvofJwRwGc4F/dO6l8RGA9I6l9FSX0ZK/5IDq3PVdKn8hBJUh8qhxUbGcd4kYRyg20ByefSS6R/xWUYOXjfxepvJSQ5iASOT6T3KPavrHZo/SuJGttfq3+lyUmpX5WTpUYSt7uwyOmref8qamMR0bnl+le/CfNW/wrlBtH+FX5vJPlVDdK3T5Nxeb+JCS2eMpGTq+XA707Nf4Z5e+h8SP1XLzkZcqs4nB45YYSc7JrkjChvzMkgc1jJ+w9PS2ZuxWznss/cN1LzzyZqYhpgn1/yF8UxwMuQYxmpTU8bcPns05BrZSRZ7kmDnM8Nb5MWU5BkC5p82APqJriNcQLHO9J6ovY7GE2SfZc2zvoTcs//riybEGvcliPiExC1v8ExNR93eXho0mX1WO7wpI8z+bra/93gmDT675ie/1SxvsNe/YMFfz9jvbn3OJexbAFch8DJ6TUsnYg0hsZxerRu4iMBrFdaT/DrF4m5Go1DH4mx/83k0/l4Ytzj+c6V49CzIunYzky6bgmR+l/WNp6Y2xhT24MnTrdGTt9Vi2UrYenTNB1bK6TzIckzccxcE2PWEyNXg+pI0zl/rJaxXyV5NvavtficHiJyNZRtPcTyKJbsWmM/pppzhv+gk2L9RWLYcXDcdq4TLZMVD2Yb8PhrIDzuFwdlqLlyuX1YOvCorlyyBURQrquNKROSzHWO2EfW9Yxg+Tyg3Dcam4XbBnAbAS+5fbSOu9IzLsnWlJc9YPyOnL2DJ64FgtcwEneCx3DgsRxqYjy0imXQKrYARzo/Wp8r5zvvTTkZTq1feRSv/XardAzyYzDfqu4INT7jlo2NF8nuRvKXnMNXEc9N1O/O+rZYdkM5uM6r1Ccs6vuVs13iOceyW/Ei+bNEbKNKfWMsfV8v/485sPRN77Jcs7/y+KfMZX9VCsob9oP9FSdqcyXZX3nkyyPsr/j6iP0Vt8Py2F9JNlg5myvL/ionY6q1vyJK7K80m6xR9lcoq4rKmCw9Smni9lfcDgtlKDlbK8tHTCJic1VqfxUdp28ZeGytJOayv3pWmK/xZW2VLPsrieg4IGJ/pfWd0c5KQxrT7jf7KyJqfyXZP0VsrnrYX3HQ/ornpfZXli9AK/sriVJ7LEvnH7G5kuyvNFsnyf5KwvItjdpc5Wyx5rK/kvD88yhnfyXZOeVsqzxsATX2V9wWy/q3a813MKd3jNhfSeOjnknTm9C8NfYijkFO9IpdnmReS7G/itpFcRsrjjWefBByDb4+zUt2IdJ7VyrXy/4q4bG/qrG70ii1v7JsrlrZX3H4uL2X/VXk2lm2OD9OuhyB0GykPDZXPUCZBV7LLZZzpOcm59PfCq/9VZT9bH/1qpBHbKwsmyvL/gqxbKi4fRbaadXYXyG19ldemyx8j1pyMG6LhTZZkW0t+6tarOursR9TzXnUvjEt/p3ay+ZqCfZXxC3ILfurHF47qSglPrSS/ZUl140i+SQhS7a/suS+NfZXEqX2VzX/vEKsmDCt7a8seUOpzZVF7pqijVbO/sqip/1VjY2VJ6aOl9Y2V5iWYH8VtZ9YWvpUmG/BCPsrnmsx4nvbX0VtriL2V8meqcT2as743KVosaSuTPo78d5Jt7GqJaq7a0kv+6ucTqu2bo1WeruSukv2Hz1HnnIRvdyo+AxR/aAXrh9E3RvKI16abNs7q5ylH/RC9VE7PTo6jah+sGZfiKXj+4PlJfpBSzdoweu19IM1YwmUg1n2kFGsVCN3wjG8VxfopaVOkOP9r2IJlk6Q6wcjOsNa/WBvtBjOERvTXLlS+9hReOxyUU+Us5HlZS6xPKcPXCKlOiRJj+ixQy7BqwuspZd+EPt9kh4Pz9ncukCJWh1Sjhp771GU6gI9lNioR2zZW1Oi1yvR/43iIOkHW+pYc/pBL/dDzkljLK9uby4dYC6R7oP7JmwryyKk80E2pzU6uzlprROM6AfxXOd0gPy6oA6LL/f4oWjb5nRHtZToAqOkc/UL5DTtQdIZYn8uoivknBRyy+b40FSvK2x5/SL6wRySzq/Gdhrx6ARfgxy5yqZr9YNepIS6wBLfp1KdoFQPr6+3v1XP1EpH6OFmRyzdINrRt4jF0IKoPYmHT6b8f4CXoBvU9IRRG4qcHlHD469wdiFE5KISJOM8xXKa7gXf12Flv7lykqy01PfQg6QLLGEu2agVJ78GS6caPbfSPlpeOyvOQVRnjPLMVvruqBzVuy0/r/Ss1Dy/Ed/ZOflRmNew5G1c7/4Y5FqZdYTkohGf36hctKWdgpfHhHkvqB+UZJto7+CRhT4FeS8/7F70TGgbYvmHt0zc73yCnKY1Lhi84ihzYZJ90yM2KyW+717/eG9CWZjl5xAlYlOzFCzff8SSc3IiNkPRunN4rxeXl1q+DTWgDVHJ+pr9lbIVoNbOqhRvbIcI0vm07L6Qz6e9/+yxiMSciPhYtJa7Ijl/0CTP5LEtItRs24pRcaj2S7J8DJE/IfdQa2+Y+0eUlxq5qOXnEKXWDvJXyEv3G5U7o66mtV9EKxvOWplrThbLZbIeu3IPKE+jsVytzJXX58Uak0rlCK8c+LCyfSv72WjdS8Mau1u2vK18LFqCsYprbX44pXFu5kIal/fUIUgy+0gMpe+C5SU8sgmJayy/YOzHkl/gOWjlx9MS/i3gMbg5aHOeK3dDyKX4RiVcnvbaUl2GvDWoU5Dsr7XlHiy7+8uQL42IDMgDHre2vvU+S0nfkVZ262Q/hnnLuufC0j2irs4q28snI7ePmmPfgrw3fL+j+QNyCep/5fxULCR9nrXNGQVeZi7dY8qxj6y1rxT0qylZ70E6NqzXo3+dA83HqLXPUSssu1iUbUZtalvFSKzZb3TbVr5Etb5cWvlW51QiojNI8DiSP0POy/F1kfiUFpE21zwrEV+nHJK9tbUNj5k5CtSbtPbt8/j5SetL99HiHLRGei7fakSv9wZ/h7aSDRNoGxKR5+ZsTOZkKT6gpfuQjknzaXyR5dK6XpT6pXJy+2j1DUhs0iaNTnhv83kPk5JbRJ+VVjGcJJsy1FeMtm/zIukP8DjOZbDqzm1byv2OfUfaGMFbr+SH3Sodh9yDpz6p3B1A8tFDH+2of58UqxjZBm4Bkf3dasx2R9A2s9c+Wp+PHLcrOO5Yf9xRzgvZRmG9UbsqS98YBW1RbzSihV2shBRroFWbJSIx6Uv34Y2p0Bp6v0nL1pE7DCuGcgkfTr54/8iHbNsPWX1z8fS0GztEaifaYeeO5yibPgrbHR1Iy3Nl/f9gFPwebwXKi2tis0g27DX15ertyZZBT1+K0vg0EV6DvBas92oQa1t870Tr9hJ5/18xIFmyVU6KPRHR97WKd1GL1r4S/5k5yR0T2sxb5aR5T9wkL2Qjb5XD+9lTnxes95+Qc6RnxZKNPcCmIzGdSuJAjU6oL3uD5dO01y8qmu6DbUvjVc3FpyynaUQr76FVO08IdZ/oRI9EPlGt6/PSatv9kvA+OsamR+F9pjjHWP5BEOkZ8JazxjIol42Og6Ky5Ryl9f/GcprWsOSjmm/lTchpH3+yZaP+nTUa6V4s2WY0reRekn8lyku4XIvmpf+PWfValPzzDP99hr7BH0LOfYY/EfIcfNse1Bx7K846aBXbMdqPkr4fUj3Ss2KN2WvAcWLP/XDQlzoaa6G1v3gEuo9a11sS/7clJ4Tc8zxZ9BqXaFxcEM8bvMtyvk7jhQpqbH1qdLmWLbj1vrBkNpZu2upfp29+TmZkxSO4pwLLBzvVz2OlerB8Vq39fqsst3z8ePxO9NvLtSd3jqJ+hoTlVyL5hHix7INLfV1a2igjViq1xz4y7drLab74pcn6x0WNHZtl/2DtW8PSu9fYRmwZWPvWsPQ6NXo4y8ejpt/SM1nyixr5lqXnr5ERWLqxmv5c+g6d6oT1PfL0uc6z6UTr2N/Sd7BVTO0vp70xqymP8uO0N5601gdt4RNtxeO1+sG5/nGO0vjAVjzZ1E9+CXIN6VtoxWgpjXFrxZyt+Q5KcTGQyBgB24a2I8lGsmWM0i0Dy5ZFIxKLM4rl91cjT+mZvLbDEeg72NOGzLIhKJHxEtbYqyZm22GD6PhS2geuo+mauB6t45xdg2n85p4X8mud4NdUirclXftLBpcr4GNrTo+YUx9N+X84566jJfcpHdcnrBhBveIjpWv4teM6c0pi3LTA+ndzKaVxH1r7yyOWzMZbz6uQR/mJTdfGwRgRF4IjjdvfgrxV7ISevv2lcrUjlVjXV2M/pprzaPUZWvm0tqZHiviOeiG5ljbWJFr5HHK8vrwSS/G1i9DL3ywq+9VkkEenvT5MKedjeM7RAqK+RnSc2nJOT3+ek1Pef6aXn0wvOf/nbNqSJSOWb0NL/wPNxyBKT3v9Nwx62bGfgHwJ9t7e9CnkSyCdj5sdID3NKBvWVnabXrvKiA1kjl62i1HbP8R6J85hizaSFvZXv0Oeo6RuD5Y+ruV+PPuz6HGOLF1crX6wVAdYox/0gjZ4qa019nUWnn848Gm+XWu7PtQfSrrElvpBxNLx8RgwEU4a/OEocxLqonot/aB3bCGNNVrpAkv0gzkZFOYPQD6t8ho9YK3dZk/9YA0RO80Hp5jOsLV+sDWSfiOnP9LsTL2cH0TUHtdrl1tDOh8/KOfJugYjqNEPWmUi/xP5JrP862mv/q/XteulH/TYiiFvQ478yJZj2VJdoIRXf/TY1F4/uER66gJLbdQ9vAV5K0bo/+bkOTa9LvrBI47ltXrUWv2gF0k/mGww59bx1STLR2G7gnQ+anR1IxipHyz1I+nFoY7U6AG91PjPcJLeULLxiugMc1j2xnju3oQ8p/er1QHmiMR6i+gREzW20xakCyzZlnSBfN6jH6zRFdb6bN8HeYSl+lu1SnPqCG92xNIPcp+yEl1gq3hNXr+2GpaqF8wRsZ+4V5jPYfkonF0gJAPT5Ge9fAuXApeV1sg9LbiOL8d5IZ8by7ehhl4+oL2wfB9a+pu2hOSmfNmXcB2i146eFel5KvGNXQIl/i6WvK2FL+86EfH5zclAyZ6Az48mImvN6QuTbJPbPGgy0KcgJ3r5YfeiZ8r5g2u0SKWxWRJaTBZCs0W5wHLJf72Xv7tFabJ8G2qo8T8ZhWXbg1hyTk7EFuhjNh3lZchLsXwbaojYLtXsg+c1bBl47KdKKY3fEOFpNp0j8k90xPKJ+NxRR0+5aSmSPyhi+T7kQLu1mnpK2M9y0TlT5D+Jfwp5joj94J9CXkqNXNTybaihtV2ktg/PvrxyZ8uni9tTRvwiWtlwoiw1InctwbIb12wJX2D5HHjtaWpi4FhtQHvX1vF1ato9mneF+RyWLW8rH4uWpLFIK1ufdUOKs9pTDm3J7HvFXkIusGkvfFsNS4ZB4HF7t2mJ5Ef0grCO+MOAxyf6A3JehuZvCNvVUBubKoKmX2hhu/3tdHf8LR6Lax2IyIM0tHPQou4c+J70lKP5lrbrLSmJTdYCSw/1VQZertQfw+KbzPIWbEHeC+ud0nPfEejdn+uT1cSOtDhTwGnIe1DSJi+5mHva+jOQe88PB+sb7fNCjH4HR6mJXYj2s3xZTb2RffNlnrbmiOiw33GW8/py9T5nFin+489KjkjLlkyrZ8Xyb7LI2WJ7/d8i9t29ae3b18LPTzpfWi5h6Yla8JaQ9+R1yOegVyySZBvileXW2J+0Zkk+oCX7OCIcU2/fyBJq389zs0mbNCKt4/NZGy8K40bxmFEoh7tfyJeIpUvI+X5L9Z2DfKlgOyNMUMcU3G7dUooffGeKxV/2+vdZ9dwyuClM32TLW7PdEbTFPC7Mt95fr3NE3K5AimFQU1/NfhNoUyUtS1j6xhpuBHgyk/dCii0QaXOU0pj0WAcuk/I5ibxf15n0LZH+L92KQwY9/bNL4bbW2N7cOs5RYX4Uvc5V9F8Jc3KnA63isJQw2sZeYkvgJOQ9fS5ycWl6wY9fWqYtpzquFmC9R0vq9FD63k+6tisZvmc58gXkEpaOLxLjYi6kWEQeX5w5+ULIc9T+J2UEeG//U1hfaptf84xZsrFIvCce98mzzdIS6tJKfKYmyDFF41Jt8P/fZy7WNR0Tpo+xaVzmZT+mTwWOQT4CqU2Idd+mMh+spnneC6/cV+OOskxaPoLfhPkclny0xhdT+09Wz/9mLYUPGNHyS6CH7IuwZCiRf5I9LOQPB+vwUOP/a8Ug9JYrgdrP55fEWaD2eKV7mX8HWj8ruXF9LTi+7LkfDvpTPwK5h5p/5i2V2ljAGmdZnivHy5wNMOeYJMfFNQRjJV6EfAlIMR577Of5hpxmeS96+Lanel/oSMTHOEIrezIJ9N18FPJaetor9IL7UOB/B/m6qL6r5/fekrnWEIkHFMXST9awlP8PRjk8Ledfg140n/Q5YmT0ovT6tYh3oBE5b9o1mRPLR60kTnNrf/ee1wuRnpszyrIINecwinbtIn6Jlv9Xzl/OKvPOGoL+TpJvYW5dL7/EKJ5r6PH9W5Lv2WhGpSPTMn3nesb9Wrf0V4BtyD1wvxJuq55bV8P9wj5y5bAdPW3B07n7OHjOR3KoI5Zd7nWF3Lre8LhDLUH7zZ7nvRXeuCIljLbdLaFXrImUeukcerJuCW1W+HwLevqvtYh7PTc9/VRyNhafONaX4qlTK/NFIySdpRXT+uwCkeRopyA/aLSQf2qU6gI5c8lTrf/Q4T/scv+x+1Iog8t6nvNWoOxM0gHvR/AaIzXPF//v37ogyVaTbvqx6W5dOyEt28+0/GfdU6tzR/m60TPef+vz3BsrPTGV/8fupQUQidWWSHYl16b+8fGfgHw0Wnq5I9E4Pkvgo04keWgPW6Se14/HOmhJSUyT0WxVcLISyxd+DvD6lf5/0MNoGWcJyVe1RWxVyZ9Vsl+TypT4yua4ouS59j2yyjdpb4rE5vLKQ3vaGUY5JsznSPFZcj5EUgwXqdydyfcfwCVxU8h5DAKe9+RhNs3n+b8H58Cy7+5pT/og5A9W1NGSwx2ptWVtfaxzox2X9V+ZljKFaH1YvqedzzrSUw4tyemvQX6QwHPwCuSItKwlmg+R9M24tAZcnhFLv+Qh2Wmj/Tqf51wW5pcMyW+kZV4i9v/vQS6h7aPl+zNim96aqH299/95kbKciG9Ea0rbPDdbjmVbBpofCK27BLlVl8UlyEtZ0v8F5yCne+y539z/B5cI+alYy3Lba+tGvptLaCET3U9YfkGaz1MLf63X2fQoXt0ntH5WLL/yGkp84SwegPwBtpwvk9ZZ9Gjz3H5+nGfZdGveAnLretPz/WHJhtGH0SrH81a8CLkHvk1026X7gI72hWxBz/dzDzZpk0ak0c9pyXMsycHIxkpaznPrn4TrxrnJ/s/ght1/DlI+wby2bp1Tz39RbVdyawCltpXbkGtIvvy4/vYCwHNxG/LWtIybgHZKx9l0S6zYeTdYbpXD+R48yXJc/qSxnCPFFbD+EVjDqFgJvRj9X8A5seKnHzLmc9tF+FCYH0FPu/ujC0Y7H79Avk7cUUjr8P7Xyv0PcoLHSB0F2b3z+bmp9avI8eaG//9/spRH36Wcq4V43/WcnnF7amkVAyPCyP8Kkl07/ltQK/cF5F/A/LpQep+PRJKHPQB5DeuYWvtRIfdt6Pr/QT7fmk3aX+lTIW/FMZZ7yvGy0rISTkA+FzcPMFLss1b/F7T+OXjQSc/LB5CvAyVjHC+aXGX0f/B6/X/Qoib2YU/+Jcx7yNVnlRkB3fM4HeGKwRcsbwnFmmxRxzpwthMUPxfnz7Jl2jZevPXOzZx9sIuV5GIJ1tbt2UckhuEplkugL2+r9q8ro+Nbtoau6ZerPOLX3fN8rNs5156dWvj99zvk0vqLjfcb3U6LLSlxWshzeOpbGk8Bz7Ppg0bL2B8jwWvK5708YYA+Fy8FsXw9LF5y7JeXq91nz3gXS4CO84nJjm/aI+bl/R3qm4tI3IhHM7nER8b6pfFkR/5g+TqwNf1td0L5QeD/VvmT026c0TTdM76oBbdzksrMbedk+UReYdP7nZ6JbCBwnq+Xlo9Mmt18bVzPdUWzqTyo9I4hulQeVnh8n7Hk+KLIPUJuUbPtQeTfmfmSeFSR+HUlse5yoIzWGzcvFz9PihF6LVPumsBc//9aMvv5nJS+gy8ZfC1gbZPbNop3X3y/nnKXBSJxRL8V5lu8FzYsj9Zxs5bAj5BHGRlftGe80p7xS1u8D5cKvVN7xRfFvuGZFZH4oyNilEb0tm+zaQt6Dn+H+bcD2y+Z0e/F3rxVyeuTHq8uWg/fZkRszXc2mOfFc672w/l8lfFcgGeUZfuVUfFAR/EW5Bv28tCGLjFAN+wivXOj2+fqmoNN2qTSdIShLd8vjP4nWim97OBq4m1aaElaP8d+N8mfrFhxfwG5ctsCfxlI24zGiiPKY07m1q0ztxfQhqXRKw7outIjpijmCXpXfAw5Lv9rahsH1FtnNOam9f70voNLKN1/6baHNuxBiguKjI4DOje/QM65zvIIpc98q/16y+OzQvpVLe5nbp2FVfdoNP+EUbzJ8ly5N9n0CA4p0y3ihy6N7/c5GJdTWhaF+7PUbFtDdL8Ym/RzNj+CVueB19szvugDa8oEecv0BvAIm/ZwH5u+jy1rwX1C/etG7tj4+pbH6603LT/B2KSDmT4V5jfkudmRWyxfB3rGEz2o8UePrRkfCPOJUf+yGcm/VjmPh5mme8YSXXqc0Q352KRfdOBKp3qlfVwB5ogRKvlXW+XOrtD8s7Eclte2ObthCI935LyxnuKB1uyjtX/7RSAa13TdiZ6rkm1w2znayKnxy//uAHMe8vMwnwOfpe8mO6brRWXb1vD9YX4eyp3fUORrH/EbPwj0ivPrqdt6RqnMD5B7KNnGWy/HWr+ulPiaS3wJ+Zcw/6OwvCVfQf4VzH8pLPfQq51LZKSPv3QNpevYer+l74SaPtuZDK36zWcg90DbkY/7KWH7FnHTNyyPHyFvSU9f09OO9ZxW+7XqTMsl32mM9X5amD8IeP3MPXWMPhZsj7bMe7xPTX/7XT7FkJZxLD90a3uprkj9PZDa9jzk+4nIecHy9L7J1Y1lpHeV1bbHlGmtvt48mOEhYT6C9C8Laf1o3/mnIJ/rPx7rAvmvW8u0bUvev63b69nvP4Rt/wH5Ju1N1v9kXmK5BaaXAkjb7KckHSemFxkl6UXIW3BhIK80qEO6P3PrLEb+B6i2DSXHu1QoPQH5E2x+zhTxx9ye/vYX34b5bVi+H3jUoDSOxcsV20brx+PxlrOY899XS+WjadeH/COAz3NuTHf7n/M8tz1HK9/ar93C295HHcfDsZ5DL3Ofkx60erd9DLkGvu9x28h3wvIbP2g8GaBX3aPPQc9zezR4jkuo2cd1yDlbAznJpk8qZeb4tx8x+j+DvY4PjzO3bj9T85xbfujSvxc9vuvatiXU+L1HadVmidcy8PWfs1w7F3Ofn9wx7HeebQz6oeNyKX76GwvE80/UKwto5zqQiwVQUg/OW/X3YJM2aZN86dYa8Gcmb81tg/+uuA15rtxc/An5fgD92Gu3b4XkZ/4r5AeN6H+oRzP6fPU+zxS34g7kuHxOML7YvZAj0jIPvO51oNU/zUcx13myYgKsA2eF+Rwv7GPIr/MFlj8EOadnXIElMNoulXiQ5dL6Uhtda7+SPTDPJXpel8PG/IOrZVKbHmTl5qI2poEV70DKCU+bcNmc52XD8nlXmO9FjR9oBGl/nrb1PPYNeSx7o/emv22a3lvB1z06zf9vrp58u2J0OzbMzwXIJUbHvVgK11ZE4t1cA74Tcg7fVqrHoubYrO0j7cjxHssJvO9q6h/pN9KDVuddo4e/CD4v2j7PC+WvwXyu/vPG+g19KZUP/dGRS9Pf9o6US+t77t+C+xDcWLVpP8GP6TJDOgdeovVcFrZrCe6jx35+2OHrDNZ6a9sfoI6aunqgnY8c30L+Lcxr6zQus5ymc2jbXmbHxPMN/fhIWRahZttRaPcsrqf7s7RuidHHveFvNLnWT2vGZ0LO4eU1vmHT3yzg+HrwzYYQWwqtY+5F+AoY2Q6tTetOr/P8DeT7la0ZmXt/rdocOZc8z4Hjo9HHuR/pKfuR9JDPK8sT/16txxw5vQLLt+I024c2z9vipWVbOWfY9BlhvbS89nxhvdHz0YsltgmR4q3eA5wR5g8aGA/67RW4Xlrm5W0Faf3o8xCh5F7k52DkM7Ahz09s+ifh+nE8ZXLb9kKq/53O+zxIXFH4vgGWTzrSYn8teAuItH+JSNdg9Pld53tjRNzwnrwuzEcY+Y1rsf/Rz+cSwfv959UyjJsTfWZax+15tYBW+/25sL6SNu8HWl97z3ke3Z+K8tw+4wE2HaVn26x/lDwAudamkmPaEONZBfx3xIh/+6wb2Ler2daidl9zoD3bS+FZyA86r0P+OswnSsblb+1zRo8Z5obLqnLrcoyOBbEEXoS8ZUwDonW9rf6dsyHGg42v47pD/dCHlDyCVndk21x9S4HupchzfSSDtL7V/X6E5aV1HHTwvpTWP1dRd3T8rxFtB9+2Fc8p0zjf6phHg7E6N2mTNmmTNmmTNmm+hP2Lmm1rqd1vSdsx1+rF9djfi/b/nmN5rtxctPr34FK4X5iPEIkJ9aiQl+53w/KpiU1k3UvnoOw5tt25DO9Bzqff63w+cu3aT9wPec25mvs8j35e5r7n+PqS+o+vwOnjShkv+ylJx3RcyEfQ4rgiSHKr/8I6LCNxx+Amm47wP4ObbHoJWG2uYZvRYx9znqtbbPqWUma/8JcAv6alvMzydeDlBmh10/tt9DHWQveOtMzLbWD0MzCa22yan5PbBtHzPQd0r9dsW1PHOlLyHz6p3zSakTFOW/Ek5E8K6yLcWFPweG8UHPeGvVwXGH2Nl8bHHZHO/3Vlvdam0edHQjuuDcviF0bPcfmG5ZOTUXnKSLx/gPlQ4NBAPmS5h9Lj3BDn6dU5p5zzdGadxdMZautuyVEg1+anWdmjsOxptj0vt9/5kE1btK5vXfhV4JfVOt43KkWqf0Nfon2U/YwUg+KzNeY1YT7C6Pa3Ov7ocW+w2erIyTXk/zqR6n6zEKxHW3YS9nFSWCbBy+M2tOw1yDm8vsh9V3ouava5VKzju2oglXkts64Fra6fVHdurNTjWPYD71du24orHcGYez33k/gC8hpGxvL8AvJcW2qPccPy7o3PN+w7Wt13/1Gmcdl/lHWt9luy7UHin5Bzeu6X9w209XMe7yiuslxar61rtd/3lTJa/+u5gWCsv5JteR2UpGXe1DOeobVPb5us5ZvUJz3bCCm9EWApyWrnfQxvGb5sCUyQT8p8bh2vK7cdL9freHj9nrZE06cC97E8Qsmxlu6rFaPv3d6UXtMTQn7Q4H6T/2W5lnKxwnrGD8u1T9uv5nNwTMgPWjoG+ZzwNmhl5m6Xt82btElzJO2++xRyDV7uGOQb+vPBih59umMd6is5NgTXaWV6UtL/abXfknJpvqddWSSGwR0hH0GkzevIQThPv0Hekp7+9H8qeNcTdA5wOgevj6+7KSzXtm1JzXUq2VftPjfsH6Rvp7bcQ8+2lvZzcsebOw8b2vJ+A7h+09J5jtjnw05yvjjvK8u84Hb/EuY1Ivt4uOCYR5A73hJ61n9WuF6arxbmtX5eJUT2+UkF/2rY5k+E+XWD7hWcboW0n6VylqEts7aX6puz3S0ZfW+W8gHkyFk2j/Ikfux83QlheSuktlq02K+3Hqmc1779oPBFI0YfxxJ5hOWJe1fgNOcRQFs+B2mfZH+qtXVDG/h7fHR7RjL3fb6hHOm727NvNwcn2PSGdlxszPPAu5C/y5YjLzjw/G/oDwdSrA2pr/CcgGRDdkdAkks9LnCPg+8EpLqQrwWkepAfBX5g8Dp5W6U6kMcE3nHwDwGpLoT+YYz/yJbqQaT0ogPpH0NWkmLo3+9AiuUp1YUcErjuYEtAqguRfDs9MQUkPwXP9640STpgj92LJEf06ImkMZrn25feqacAPq8hPePWu/tLAeu9kbb7MbO9BLbzdwP+TSFOO3hKQKqLf7M4Uj3IEwLpvfDSCu298YqAVBfC/xvh/b/dRwLW95THhHnSyZaAFW/mZwHPe+N1AY8soDSVxuAvjXsm+VJ69EtSv+BBB4cFPP2UB9n8vx1E/u+YuLbi/PT3uwfzawVY/ahLApcd8H5T4lvAU8dltg3xHuRSX9bqgyW+EvimAOn8IPx6n3HwO5tOvF2AdG4Q6b3hQeqf5sq/6kRqozQGeaYQqY9M/ay3gtCxPdQQqT9+xEA6P8joZLU/Ib3nPN/zcxkmZVlJ+p/AtgPpH1cl/7fx/Puv5X8j0vFdh5wjnQ8La8yUOCrwtIBUDpFirXraaMWz1JD6ciVx1UrGlZ9P+XgzfD3RIs6IRCTmAiaPX7oHj7yvZerlr3wzCI2x/xQosemM2A16bdgIzf6nxjYBlyGSzKGVPqyVXN+SSeTkAlEkWUSrepBoW0vlG5YswyvfyJG28cjnJST5Rgs5v0SJfEOSXfyhLMd1JwVQx8DXpW0k+YYnlnRUrsHlG9gXtvrLmo7DQ1SukZNveLDG7q3lGyVI43dLnkryjBaU6Ik8SG2WjrWWlvINIrVfkmWUnId/T3tlXWccSN8yzzFxLPmGNG5PY/4S+UYvSJ4RlWtYuj+NtyD30FKW0QJ6R9N0y8TlEtKyEqIyXpJ/oM6jVoaRS5K+dNtBauNxyHvSUr5h6YpL8Mg3vDKPHNfZdAT+vvf+y0OSb0jH4pFhROUbnpjJc8X81+QbHjlH1IaNyzUi2/ZKLeUb5Bvu9REnJPmGZKPwG+S/KWVK7BxK/bh6+Wfk7N9zsgxJX9pDvpGgfjj2xz32G3PiGZN47UnOQ94KSZ/qocSepQSpf+61hWmBdR7uYdfbsrlpSYlNoEf2NSea3U8aizw/7R2blMjkvGjjGknO4bFfKrF1KqE0veTAk0ptOCX5JbfVKrHhkrCSpE/14NElt0KSwX4MuYYlp81t+3HgXEj6VA+aPLh2e6/tnCRv9lD677fcsUhybAmucy217ytBsiX2xDXnMvRITHRk5DilZbJiZpHs/09lWkMax3jHNpzSmAslugrvtr9BntD+H4JI45Sc/oPGLRGb0BySLs7SH5QiyUw9tqlSXaTDidq0evbXGk3HKumOonpaLyXy2DlJ/a7ScZg0diyxC+ZQf5Av08pr/UXeNqt/qWHp0LnP29Zk2+pqXM7kNUjjVI/OTdIT1rbFi9S/5Ujt82zHkZ4NXG7p/yJwnWKJLbhEVDeb4xtjXSlbBUj3ZUk9Fvzd7fGpkDjj4DSb9uCpV8Jrw3+GTWPbsFxrvXTLZytHqQ9CL0iv9DrkXp9djz9vy7Z6/Sp647nOls0V/oMOdWqS7UOvf8O19CvheNovjdktvHYcOV6HvIYS+8gkd5TGQh55ZQk97VmsOlrYkmh47BpbsEnj0pz3StT2mOTfUR+uGiR9Bff58viKtSTnq3b/3Zd0T5m5k9d3i9tgcB+4NG3JSUt5edr1pdsOINmQRbYnStp824HUPs92nno4nphAEjm7uichj3IdcqLUvi9ti3qwqE1cDSV+kL0ojaEu2eGV2j1ZeHWFNfaROUraLPmStqJE/+K12fTQS/e4BdTqakv8aD1QW2n+KuQa0rOSK69hPZNJ7nBl2pVF8OmEZO8n2ce2iqUr7UvzLS6F+yzn9l/iv1wKXjuvb5bnPsjJQaL0ShGdf0olPtvrgMevfA5/89J0DHKJ0Qltw6N22jkk2/Oaa5kjYsfeg98g15DGKx47lN+mZf+f7Jgw7YlhUEJpX1vqX/b6l4XH/qeXT0LPf3REYkPUcmUwWhxyjEfeIrb52Ypto35Nj0x3+4doyyV6vLclH45e1MTc6Fl/T5t9TonNVoluKTEy/oZnm1LZXAmSXvYzyDVK31+lOqb9En9DI9leSvaOPSiJvaHZEZZgnYuSmBNfK23+FvIlx9+Q4nGUkrv2ZxRKYm20iL/hjVHR2pYpR9Lbk13GP9h8j/gbHt6CvKe9QgtK04tC3kq/zSm1w54rWbElthUkPXNJbA2Prr1UP9cj1kbv+Bu99IWlNre5mBstKYm/keilR5IolY+XjFNLGZWi8TdKaCmbtSjVM3tlhpYMyVNHRGc2Mv4GMldMjQil/k5e+cZ5yEvwxNaQlpceVxTsl88Zd8OKyUF55F7oEX8jF5NDklGdhnwJlMScWLpMr1esDW/8DU/cCU/8DQ8e2/RSX8jauBveuBzrGn/DQ6nM92XIR8Tf6MGWwElhvtSmqxZv/I25Ym1IRPxmesTfkOrhy9YhWfbV2vpSHUIObZySbDl/neptO3twc4Un/oaX2jgbc8TfsOJmlMavOFyIV1/zIORzwPev+Vl7+3OS7/W7LB8dX8ND6TiMjxuvLQxpbNsj/saljlye+sXfkPgWco3atkQoib9BtHxGWvj//zj5dapafI1cbIvSWButY2zUsgV5QtIF0/Ox5cTzrPWKtVHDnPE3RtEqvoZFrc//HLS0EWjdtrnjbERibiCltlilMTEs5o6/4eHZAqR4Gi0ouRelfhi3C9GWR/HG1niRlW9pz3JEmO5lQ2JR+nxF2aRxac77ydsHfxRyjMMxB+fWkCWlUl//bSe3IC/Fq9egfdK8FHvj9oIosZMrRbLF53Zy0rIWPKkso+Vkm2bFl9foZSvnYXTMDSv+Brevw+Va7A2iJs6GRqnuUbKRLOHDyY7D0TPehhV/w3Od1yH+RiTmBuloU94r1kYrIrasubgLnvgbrfmCTdfSMu4G1wvyfY2KtdGbJHN4juUjY21IqVT/PzpeRg0nhPkaNklPEZvxHtA1wulSbi4Yshf3/vdFir+xZJIdTK94G73ib/SMU+GJvzFnTA4rRsdc+yVK429Qn4RPX2HTHPK7sNbPRY0/h8UjkOfibrSm9L19sYBTFduV+BqU7GtORvt68PZIfjq19fZsf4lfiXVNovVIy1Pu9cHgPiOeMr38U+b0Penpn9IKyz9F8rsgXW3Or8Syw3vBqCeyfQv/lBp4e/j5KvXhKIlz39M/ZY7j0Cj1GfmjYttS/5SonLMVTyrz1L5S/5TPhOnXpj6yYsl+ROsbj6I0aXYTPewnJN1iD9+TGrieY4mU+qL0hPunlPqi1LIk/5R1xmu/3DJ+mAXa8uRitHn8ODb4485Jtu6SLX2uTI5LznpyPi5e3xQO3TNz3sdLZC4beg2PT0tL/5S5fFq8z8AcLNE/BbFkP5r/B79P9qPviYeIvTzazbeyqfdQ6osyF+vQTmnMlujlfzLSz6QH3udkJJJfx9KYK27qXNBz5CnTgk3qk44sjLnjMdwPeW//FE9aN1+TkiTZP3viE3vKtELyRZnTt2M/0MPvpDWl/im5mNHXA0jbW74C3jJeavZ1aA3o6XvSmuQ/QvfGL5BLRO6zXzL15fbxy+o6c1lNS3+VWnrEBHwzk4/yPelND/+UKFEfE0kHnVsXAeuhvJd/irdNVLbWP2VOpinu3yL5nnC701bM6YPSqi3adrhsk+z0qTC/btys4Fbl9l5K/VKOreaPwfQIH5RjbHoEPXy3W4D+F0v1S1kXkn/KFzNzhc2X+p6Uxuc9K6At309w25HeHIY8cYrlEheB0f9yIaw2nzLWHw7sp4V9m2R3tTQuCtMXBb7LrKthtF1XBOnZ8sb8HUmpD9N3kPPpHLTf3DqL0c8F4rG74rTyI/tKmJfo6ctW0uZWtKrfut/4u/uUsCxxBij9jvFtS3wFDzIlz2OpHcxpZRnircdiLt/KGt5h+ch2SFh+kcQzkD9jlGsN1T3ah5XAtj3Ppi3wHrfWt0LzVbFssbgPbS+br6eEfbXy6z0orEOSfKxfgvwlmH9CWI5MkI9OUvt4bO5c4mVzXCjkFZaXIl1DTkufc61uTzvmoEeSbE+0mL/e+MCtkXzXe8a6ttDaObJNLWIRkP2VpyxSaq/Fkep+dLo7TgKft/gY8hGU3vd8e8tmTLKpWhq5WA/R7UYfi+eYWnCdzW81ZFRcjd60tDtrjeeeSvFAvp/sOCKeMpxWsYRLY59E7Lxa4rXnmpNng5DdleSb6I0XHGXOfY2mlz3bJh2MFP3nSimlsYUTnjhGLeMb1bS1FrRR+xOm+bJau6/SGMA9GRXfacRx9bIz5DbhXruraPkaRsbNmtsurQWS3VckNmYPJPuVhyB/SCkzJ710MpKeyKMzytWjUWOnhzzu3F8JHhs3r91brzZu+JtSXWJpXLvS/e1HJFnvewvjW5Zv2MsFyDVG2xh60OxSr0GOfDfdHd+Rl5HQ9n+N5d8568txwbF+NNFjeoVNR5Cu0Ryx0NcFq4/7RyEYK3NrlZfWxbkB+Y1Jj9E5F5cBb7yMywLW+p5w+92vIc8hbdeSXBsT0Zijc5/XpfMR5BrW+pZI16xku7nauyRSX/qngXzGpjnfrBjZxp+mspi6S6PEZj/xFeNHNt0Svq9RRNo88ppurSH79biilPZlc7IST6zsWk4blNZ7xoF3e6uNpfSqm/vQcHmg59zMDY937t0uF6e8d5s914K3qdU1XUe0WPLrEmt+NMlu7wrgjcUm2WL1ivuW6n5L2ecc9DyuufbVw8euhNx5bvle8NY76p4quQc1u9vvM+s9vOrAW8/PRnnPvuam9Lwhc76zW8bOL8ET17G0bskXeo44lKN5VoD+ldDDv7w1j0H+GFumlefwenq1ddT1XBrUr7L6Vm8NZvS31/t9pvwKY7RNn0XysW5pRyfVF/H3Xld62SW2pOR/Ptp2c7XZc+69/5CJ1FO7r1HQ9cFlUl/rCORaGYsjrB6+3Etpf7EHm7RJm7RJIxO9F631JWAdUl3etpWQ+w7VEInD0ZNc7BPJ7vh+Nj06pszSsexwNfvucwWUtrFkXz3BdnnaXHJco++LVu07zqY1lpZybY3Qar98fUroi31H4KaD/wl4titB2peHbYFbq3W3Mtu1aPOthYFxoaTzovHytBvvrTcvG2C5Odrj4Rbk68rtICXbEMcrtkNK998DHt+C2tgiVoZEK1+XFmgxym4MpncMtpax3Ag+P/oceiiNgSj9//TGTMcd+SfrfuaXqbxvtWEXqQ+NvL9gKF7RoYZ8yOp9H3KrHesMxWqMni8e67HltSCOrpBiSx5dM+h882mt3CgoPlWa/mXDHu5AvkQkez/J77A3uVihI9rjadc6sVXIOsQufnNBSOe+ZJs5kdp0tRPavvg++bz0re/VxlZgv++qkXu5UgjZ7Jdun/D+w7elH4lW/9z/JZ6b6Hn6HPINdxM59zz2KfEF5N56Svc1GopzWro9fxfWtqM11C6+rKQe651da2uCcF+XB9j0A2wayaVSv4NN2k3PBsD0hkHLJNV/34KYjHltWc/28PQpg8ry5VKZHLntI4y+hpFjOrFQlpj+u8qPrVhSOtaQnnVb+9qk+dKnkHvoeR+MptW7v/QcftAJz7vWWw+f5vWUysAtG7eW8vZetoMRltTe3yD3Umr/Ffl/Tq7Nnm1K/9sTOQ8t6thwN953W+/6DwKW7GRuHhbw6MClunD9vxx42tIST5takbMb+FVZz8tYaHV84kSq8xPIeRlvva2JnvvS7ZbK2QrmvlalfeIouf3V9sX58hod4lxIuha+fHQbS8j9W671v1tz+1p38J0wui1zXMt1hN5JNe/7WkbLoVtxcZ/wfIB3A+U8vNCBqL//R44yli9TCZ44kWQzGfmePRcg4jsWkXF59Pw0Jns8wD0d+C4A/yfbeda+88q0RuSfQ1bbvlXQyqX/Svw0+f4/kf5p9BXkfJrwHov32kT+kZGDjjMS5/idDnhiteXia9bQO8ZcjkjyxHfzTh9Zof0v8sJ09/8jW6e/AkTiWxx3lo/4N0ba6uFQgOsd2AoQaauHiK1pDxv0XCzbB1jeY6wxIqFeNqLH6qF/jvh79dC5SPIaCT52b0Xq/5waSKRf5x0rSf0/afmXASLt9ID9nkg7WuC5Lr83Jh2nNR4t/b+Ol6cCRMbbLcfa7wbb6eGJAC81gPcFrf8II5G2erBiDiGeflqUjwJEZSLW8aCvIPmC83niyQ5sGZyc2vhBSkT+KdKjX/d6AEtW9AbkbzjKJ0anmvhKNVC/LueXPgfkQ+SRsT0s5LWQnNUjr3uwA4cDlMgDaT/3KPu3oHr+7YS+zZ6yWmzUuSiRlV4bgCZ/tfoI0n2dll2q4DLA571I/5jX4PLfy1Pff8xjP0OTQRPR+y3yT61WsmL8j3Xkf84j/9GMsvWae5XwvrvODEb6N+hctP4nXKRf14NSvUftfl/tROTcR3Smvf5p5qVWD2T50c7576/0bR39P6WWOrEjnYjcnx42yZd6XMtI/6eH3OjcQpg7ReJybjtBHdI2yzkReSHFqR4Rr7rVfwiQdYo13EMP3TOGbI6kh35/aheTVeOospzLgnMcbcgccSitcz86PiKXgZMcHOXhNG3F0+tJ6X35PpsmauOjfT7VxUT7PMioeFQ94vONjnNkxf1ZaoyexAnIS1j3hLY70rK5wXNrrb85kGTr08sfvjVz+Ttr/sM9fCcj/rSj/Ftr/S01P8jId3G0/1cPG7ce8Pe6tKyX/9HvkFv02L+XiE3aRcilaau8py3RNpXitYmLXG9P+RK7tNb2dc9PfeznWtrX1cLt63r4x0WI2NdJ5a06Wvrxlf7bV1vew67OS8QWjvwJW9rXSbKDOUj7jtjX9ZCnaDZ0Hnu6FkRSDz1Pa7u5KC1t5UroFR/bS8Qf1suS7OtG8282jVj2Szm/Wo1IWcm/ZOlI95u1vsYPugdoP8evCS2L3BvrQo29kuZnHbHLi9jXlVBqQ9ebkfZ1Ud8q5G023cKGTrtvWtPDfilCj3gC64LUN30G8qXbzLWgtV2dhx52cBFax5EYyca+zk5H2PQIevq/oHxIs89LvqGtbeBG2cxFUkl8kO2GpHOPsVEOEutkX+e9N8h2rnVMmpYcGkwv+7kIPewlNdD+jo/fPmPTvYn4jPPr9ibko+znSqm1ryu1ySNa2UdGsezpXoM8ylXIW9nXaTZ33P4uYo/XI05UorUtXY82HpS0FPs75OZgIvZ1PA7Yb2y6FbzuXkTimPVgP9vWWZTYn3Obuxp7vJo4IWfXnIh+lcc4e1yZThyG/LCwfB3gbfdyD+R8GvHqS3txcQZG620lInFGehCxhexx3SX97xzkdKScOexM56BEn4vba/cQlfXcbzk7ES12pRTHUlrXI9blaH6EnE97iejMesXrPKhw++JSSvWwc9tut6ZU9+uxuyOdac4+3NK3PiXMP2XU2TtG7EhGp5emdrFveybrnwslXAjA/QIuCNPSdk9AOR6fN+K70Do2cIQJ8hYpxQ8h/VQk5kgresSsWRc8PiNeIjpV4tGprW9KSRssWt5rdI9H4oz0wOtXw8susY1RtoKM8i2iWCeUW3jL1fC0MO8l4iflJRK3JFJvRBf6OeSfC8uXgBQ3USMSk8SL5jvWY1+t2Ohh1z9Jce1qiehW/9uRSDtKdcE1ROKM9GAO38tfIW/Vxt/YdAnc1udeYZp0ptyf8142XcIcfqeedtbog0spjV3wOOSPs2W83GgegryUiI+vt3zkGDQf4Ui7OCW+yDX7289EZMARf+o546PMAZfD9PIl0SDf3Ln3OwqU546y9yC8dhLXFk5E9q4h1ePdf0T2/krmPEfrWRIvQK7xRwD+j5Y/IC/hhlBnLy5DvhQs25ASv/4IfH+5OA2jz9XctNSjcDxxMXrufxQ9YysshW8WSsQ+6isHuW1L62wN7nvUed8aDLWD3vnS9Og2lpLrW3jGWd4YOD0505C5bPhypHbc0/i4IvD4PmfYdK6sRG17TkOO8P2cZtMJil2D00sF4ylRfhCQfIUp3tL3kOPyHJr/sbauNBZUDSX+0y3rImrjIb1TuB21PfJ88PIjrlspHvuKVzPL9xO54/sJlvd630RiQJWS899/RijPbey15bWxA0ZT6nPQitr3Hae0HSXnjmyR+DJc14u3nGVGMvodL1Gq966F7PdrdNE9/AnmpObYW9AiXuFDkLeCn6dRMf56EY3zuF/YpE3apPnT6PddlFbvmxa+SRG4n5ZlkzLaj6wnXvuPdB7OOYns31vnOtDrGuX2F93v8RWj03HIj7Plx1mZlukO4+a0+49ubVriZiG5OjnbMH2LIS27FWiHtG1vtgfzsoOR7RtxTTi3O3CccZtN87I92lDSTgnNX0hbV2qP14obHenlQxzlOpsmeh67h4gfvCfedWk75ozJXUPk27hhF+rLSP84n5NDBXwI+Tqj+eVLxyyVyZXPcXTNmfMa/bIPuQP53CQd+Bz/VkAw7kLp9rwejrV+CWwF6BU7xQv/R8XS6HWNcB9XG3Fo0v/zoS1vte9SWvQtrqz4frL/mf19oCxhxU6vsY2rjds+Gs8xRmIFrSvWebL+CUNg+ch2Syb3/Oe2axGrIvIuypXH901Ef9XKpg1T6Xb7IUk2YRg7SlpmQQmneboP8g1t+HSFtm5Em06w6SVwkNMxgdzy3HYlbJIvfeqk1XXpjfd4EidYTtPS8g8g93AC8ty0xQeB8kkHjDpwym+ydXx5Dl5fjlL9+RL4TZiPENHHto5B+FuwXGmMvIOO9JzXbr/OtJAB1RDRE/wryMMrpGUauW1bUxo/UyP630KtjtL6Sul5jufmLMDniV7n0erLRPonvd43XrlvLyT5IDK6fYQn3mw0JndpXNsRnB247x7/pa7hbEW5E1P9P1ZPsHpGy2QiXDwAaP9u5IxuZ2nbf5+xPc93RooH1HufnLlj9b4wgJIYoFocUCs+aGJuXyn8hxTR+r9SnFG20idZnivjqScHxSfhcUpoGm2WeNyRz6Yy26sR/cuIHrUVPf8LosHlm3Mwx38gOI8P4LDCPfsITxzaXKzyErzxzUfB74PzyrRGaSzmGqxznruenntgNKWxsij+q7a8NgZuKSPuEU7uvXAG4MulMh5+n8r+1d4a7T6pjcsWifWUi8kVKfvOASDFw3kG8hz/cJabO85alLcgt+6HklhjLeMxeWkRT2rJLD29OO2NmUU5QokvH8mI/wHt9/RXQ7adSPFANLzlRsHbRvOj/b1bXtelcGgAEV/S65BzrHJHM9v2Jvevis+U6VokPz0659KydaPGX6uU0T6hczBXfGdMo/Xic3AQUsTeuhWWfe1NoLTsTYZkTzva1r01I2JsJLvYXyH/ZNq1l/0EclzO6WUTx9shtSlXnnLLbqwF3A7JslWVOAtIy5aGpWdI+akV59n8Bp3WOikPFztynk2PwPoXKfKlMu0pz5dzRlzbXuT0EF67toNI7l5q/S75/YCg3YeoS7D+7Zez89uwl6dmZG4by7mh+3Nu2853V+eX8v3IiPTSzHj3+2Jm+Yts2gLj2L8COZ8ewRMLxUqeWNqt4bHs9yPc1ronpKua05Z8xH2jxWbtyZMHgK3GnGzM/035WJW5dXPB7xvP/11bM1qnNAcYS0z7x2IUK+aY5hORKxuJaTYnqW0HVW81Is3934+Ir0tLSD/mXS4R0VtF4lxIcbYj29+BfL9jxQdNeqYR/koloJ6Lz89NxBdV84Ox1rfiwcrtH1rVMQeaT1lPeviNzXW+loZ1Xt6FnPg3MIe88t/KdJQRdtcHgRF6SEv3e21DiFeEc/gKm0akZXNhxYvQvutbO1zaZ1xeABE7C4uvIU98O8m+nl4/28vK/OhzVgvKn/lyqYwH7zm1ytJ3Aevm8xFafadq/WF74/HxzZX5JkjJNhJfTrv2P739zEugduI0LuPlls4WI1I2h8fHXiob2UcJke+htk1aJo1fenJmYZxmuVXWw4jjeHufkosZoK0vqY+vS/Ojv329aaWr2rCX0ngQ7xjresDbri0fyasHlDneAc8NoDZui4Xk88nRykl1eevM1TMHI2LYPJBZ/kCmDNlL8PkRvLUQRrxbe8avfYjNk81s7xhEXtvdnswVbwmZI/7RyBhBIxjxfZyTTdqkTdLT6PdPy/eY9j5LegBuS/+esVwiYqs/2hdiDtA36NyGRXOQ0/8GsN2BWwvjZSfbzjIetFiGUtnbK3D6tmM5rud1cW6xPAeW9WLV2YLWcSV5nWRrfluZRlq3heD/EMlxI1g+V88c5PzMtPXRehCMv0h+kDdY/jHU+7GTG47tbkxj4kyuA/Ttuc7yDWP+m3uokA+VZUtkLp9g5Og+wHt+f9nH3IE8B5b/n6O8VuazfcJof2BOa99zD29uaMbVFaXfK42rDUn18e8rrfN+j+eKZd2bOeKcRvh84fxHmdbwHLPls7uOXIV8LshveK79eXSGUVsYi4OQ5oynQdy3Ya04IcyPYJPap2OjG7CQ9GkHjrGcpjm57bXykXpKGfWc57i5oYrfIEeSzkr6h0dPtP9VbCgH3wcf7FO8coOWeGS+/1pzvDG+WvHJPoHOH06X4NlHZJslQc+utd7LlYVzb6c69yNnG3Mvy3E54f1HHa+75f/vcvtZF0aOBS46ORUoc0qYPsWWtyS3r8j/Y6R/yWjl+XYJKW4XtRGnN+QZ/e+ikdB9Iy3H9R4i57LVed+P15O/E+bkYmY5MrKNHp53ctqx3ot3n7zekn3NyVMOIsd+UJkjlutI6F6QlvF1nntK44kAL7Dpl1bTLwnTOV5oiGd/LdqTK0e+5aNijK4Tnvusxz+I7hfmkV77vF/Z31yUxrHU8Bx36XZL5v9WPDkjf8y8v7nYAk5uyP7LCu+7/2O0/B+Uh9ec5cjeO7LNa5CPwBuX54oyf4UtO8iMSM9NdtwUT5mlJY8f7H8Zmo/qQefOhmaU/GPpoPKwweMHmNb/CDo8mHsyyzWi9W/oC8VE5/OleP9VEeU9Yfo9tjzHd5X7jv53KVLHNWWZ9S+lDXf/U0paxhnd3lHw79F5lltcCvD1ikuQl/B1Q0rbwNvjLXuZTSM/dMDzDiRavBc37B9axHFfZ3405mmZh9H/VVrKP53m/neT9t7Prduv4Heotk8f4cy0dyyhjSnOKOTqxTLa9j3x2hC97Vjv5UfY7kelrh+Dda4z/J0sLdPe79I7fZ15y+B1Rxks68Fbn7cNo//rQ7yzIfzPJso5rzJKznmuHK9/zuN+leXaMqsOqSw/rucKeSazfMPefxWN+mfROhJ997di5L578dCGtfrn0IYyrG9VSX3SfOm3sgebtEn7IR0BcusOGlF98Doxt83+uQEkvwtMUhme5miXtc+JlZO22aS6FPlfwV+Q/wXzFtuMvxxsQ65tL60bifffQ4njyrRU7iBwW+H4tPffPbc77X+/Mtf/fg4C3n8GteD6tPdfRom/lLL83cm3xfnrMzPHf3S8365WjD4W4tCGZjztYPT/edYF7792rgfKWvW0oEVbfimsT3q+kx3PZ5Dn8JTx0KqeUZB/bZpGH1DuX9ubN2esd/S/ekoZ/c4fyfcb3Fj/xonAfcNb1dOSmvak6f+wddJ/dZZCy/Nm7Wuu//kkHtjnzJnecJL+3/KIAf//i7TMU08t0f/UrCt4vLlrMNc5ekSZtjjB2KRNGpVa/wtnw93cHMCtFSP23ZOW/9XJgf+K8ZQ/BmWlbVv+u2ad0P7NNZIPguU+MBj9j/qls4R/63wy6f/SkcppZTccDPD5/mImrgBz7isH/Qfmi2n3Xz3R/9aUwuNfRbc/u8KKq1XC2Q37hscHcH6yY8ecari/wzNxcSr/R89BocV5blnP6GNJ8Nhqh5VpL99tqOI84Cl/cdr7D6zS/V6cAW2/kfbQeTm/oVuMNeTrFT1ifx00ev9LK7ovetZwGpdp++D78kD1znm+vzP2O/pdP4IfF8KXkLdCqk+K9+Up46H387yujI7nVnK9eJm52vQD5D8oy3K0jKt8xkGvsZln31Z7fs/U5Y2DtmEDZ65vYot4Nz2Q/pM5el8Uf+r0JMerel7B8w/Qg0hpbDHc3qpL29+oY821t9V5kuLBPMXmKbbXUxkiMcJy9Wh11+5zDjzHoj33T0FulV0SzwTK1ULvVm0f0Xd5q3Mw+vuHPOiAYnxZ673Qf4QfZNO8TOsYZb2g99/ofzc/BfO1/2keifZdweXWtrnvk6ee1sfiIVqHtG6T2qXIv8pzSHXx9FJjDnrSzkFa/iLQMr3YiQsHhHOr/Inp7rhbF2CdxDm2nbQ+Mfp/9NL/6aXpXv+6r0U7z9p5b/3erCmnvXulZT3TX4W8zOa3BSLxvvYDjzq5H/L72TzVpcVHtNa3QjtGbV1JXV7mjkG57vC4XImPMsslpLISFENLq6eEOeOIWbQ8Lus4ve8PL6PP3QhavculOq19a99J/q2MkmJrHZp8Mbg25HlSwSrTcl+RNow+X3NyVCB6DkvQ9luzfyuW2tbMnGxcTip/cgakmF+8PSen+dqzTswd423JHAKs95JWDuuIxOv6eQWfjsb7+rkDn0M+ih7HpfHaCmmal+FY53BJ57R3TLb9yLOdeANyDi+L/z18lm33OtsWy3ljgs1F5N+b2rbefZGf9+hjXiqe+Gslddbucw42aZM2aX+lWweAP2dC+89MDf+FfDRzncf9zBzxzDwxuHrF1dpv3JmJufY1+nyOvl68zG+Oc4XxC39VlvcmxdvSYo/zOFfSshKk/bSqeyT/3Ofcy6b5sfc+v7k4adb6/YInztgLG7JgvBfLd2NEzLYlws/HaJ+aGkp8klrsL7dfyWcK5+e6zmlfh2H+sFLuMKzztFEqw4+5N4dn5B5HGWyXp328zIOsng0bRtHLd1GjZRyYFnjb+S4r76ljw3IpsQFGe+NcufcOGN8uoA0b9j+Wn+GoWIXrzjXgvMJ3Rhmsw7tfbV9SnR5GnTt+DlvA732+jO751vvVni3P87eu9Dh3uOyasHwOH2RPm/FZ827zynT3MVA9cxzXhnnQ5LC5dZw/BnBp+ttn4Q/IpTIj2qbh8Q+9dADJHftl53mL0qreyzPg2be3LTcy22C9X0974+1/LfBDZl2EHxi19c2Fda75cdXwbQNybdXK43yLc7JhDBS7gC//SFiOy6I++ryekjqWiHZesQx/xkqPP/cMjz4PG/qSkzn/NCOfrZhzXx6k9kW2/2bFnOdyyXwz7T0n3/y/9u62N44aCADwIdpCUNLmAxVFqRAlhxQhQao0qpKIQD6ENuITEk2LIIWkzf//DejEWR0NnvHYHnv2ZSw98q531m+7m25Pd7tO1VlC6fP5a/3KlGNWfcwZy9zExs4d1xrwfI6Vzc2Za6bnMYL/bz1Dy1MmeWYNfiZM7v6a/ly32etzWur7JPA9AJIY6FtgB3i+LnuOYvB6qZ1MeN+SOnA9Q/B1hHYbYey4nZL5621MfYVS77z5mAGPEV538ffVHa5zHHOo1NYhgYvRbH8o8LW5Eymn4PmhYnpeo/hapcpdG+HzHur6aqHl51aHi/+PB46VGn9Kbrwrc57htwRJzMp+Ao7B+0nasPBMMLYpoY7pGI4Vdx6mxmXd75Te77/raT+yDnH75bC+T+glzJn135Ix4v7OwfJXke0lXoG8he8rteqX9bjmwPoYxY5X7b0trBOX/Y7KW1vO1AawRDlelurZ99z3Jcf2Sc2LG65dBvVOWcv3oU8RvpfXqqeG9ZzU2EB5WB4T7rp08efxhxzbZbbleDZTeOz7aHnuzkHOofbNYf3cvDEL78rWeJ4bZ69xW3uRdtz4fFZ4/N0HnwpjUiR1SurBdUrbnIrUOX+HwMXsRWKGjhqnq7NUrKeF2v4MbQ5bzdOQxd5P4smTJ0+ePHnyNId0R7GeVrT60yrl9D3cly/B+hKUt7jHh232lvvM7LH7BMDleLuU1vOQY/2J9du5GI1n52o9u3sV8w2h9ProMYdUn6dMOm7r87vV8bIeg6Vt4dzEzpeStqBY2bZwX4m5JcnYS+axF8n4pOOvAT9vTsVI3Ba6WbtFucTfmWL7StvqKXdcNa6R1u1Zzy3lXWbcuxn4J+HaJX2njGsL/u2+RstTBM9VXI63S+F63hfW43jvCVr1ptppZVuxHqz3WMbgLchzwHnO3deS9TtfWvsSLUNUfK6/GpO+G0e7Tfxuntp5cvUuQY71Pkem6MeOYsfwkomR9BNut57LFOr8vSS2u+l6DYTPduAyXMdxbvxuO7cFxcpumfhcR67ICciDjxoLbbduB7dXOh+xGNee5Nh+JYyT1EPRbquX+4lxQfeRVGxsn7k5yYyV0OiH9XXb2puEVcxrkEMnRDnnDchjcuoqddupnamqvb90/0k96+9nkE/BDwAux9ulrMdkOYduOM46esSQxKTiwjZ43sXiqPJSXyh7hJahA7DtILIOy2Ok7UtR7Uj3j52TB0w5VnLOc/OTw/ratSSZk9X6S0JJm1RdmrTODSzWVur/7jg2tuxsHIG8hfPOwjP2e7eLvViDyzU03jsgUdKWdB+NeXC2ep2HK790ZNGm09Xj/L9gyi8SMUNz4VifC1j0C96/UduGNEdj89KoraNELHWPvRyYjQb1YSFR7xXITT3febAgliX9l9SpMR+ebNKuMu7YP820QPnTxTCTdDz3UC6JhetDsxDGwBQrk6ZU3dK2es1N7rjwcm36KeIeUZ6rdn40+6LJ+pqykhq71vw+dGL4Odm5z8+m4i2ew039vjOnPyW/H/WUTg8YeD5hObdfqVjfcB9TfR4iT57mlKTnPHevgONi8dbXtZM7Bnrcy4d2W9Vdeg4eR+YjNV/WUveqqRjr/lNjyv0Od40bBT3723NcY8ON3ef3wzys8j866f1MrysktZ2KC24i6zmuQH5VsD/ct4fU8ZTG9OgLFOaq13ntpuMUrYd7kVOwDMtr9BzXg0W873icOX3lxmB97+hkVvfYRwncd01gDP5uSs53VjTlfN+Gq2dzHbMpQP2eG9bHbcvB/X788TrmMUNrniXzMlTc/JTYBHmq3ZJ+PElsC4b0rIIcGv05rQDnU3NcnJr+DpH2NSVl3b62Jxly6+HKhzImTdbXRMtr7RjkUBg7vs97iLbn6PWdCvj/LOp+NbV9iM6d2m8otZyD3OnZWoNld4nYuwkhZmtAwvlzAfr5QjAWZyP8G4aXnRx1LUhicOwWis+pw9ng7m2s7u2tSObE9fUvu4EQzA==</Data>
  137. </DataArray>
  138. </GIFTI>