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-R_den-164k_atlas-Lausanne2018_scale-1_dseg.label.gii

tpl-fsaverage_hemi-R_den-164k_atlas-Lausanne2018_scale-1_dseg.label.gii 32 KB
Permalink History Download

123456789101112131415161718192021222324252627282930313233343536373839404142434445464748495051525354555657585960616263646566676869707172 
  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[Thu Mar 14 13:51:58 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" Green="0" Blue="0" Alpha="0"><![CDATA[unknown]]></Label>
    20. 

  20.       <Label Key="1" Red="0.137255" Green="0.294118" Blue="0.196078" Alpha="1"><![CDATA[lateralorbitofrontal]]></Label>
    21. 

  21.       <Label Key="2" Red="0.0784314" Green="0.392157" Blue="0.196078" Alpha="1"><![CDATA[parsorbitalis]]></Label>
    22. 

  22.       <Label Key="3" Red="0.392157" Green="0" Blue="0.392157" Alpha="1"><![CDATA[frontalpole]]></Label>
    23. 

  23.       <Label Key="4" Red="0.784314" Green="0.137255" Blue="0.294118" Alpha="1"><![CDATA[medialorbitofrontal]]></Label>
    24. 

  24.       <Label Key="5" Red="0.862745" Green="0.235294" Blue="0.0784314" Alpha="1"><![CDATA[parstriangularis]]></Label>
    25. 

  25.       <Label Key="6" Red="0.862745" Green="0.705882" Blue="0.54902" Alpha="1"><![CDATA[parsopercularis]]></Label>
    26. 

  26.       <Label Key="7" Red="0.294118" Green="0.196078" Blue="0.490196" Alpha="1"><![CDATA[rostralmiddlefrontal]]></Label>
    27. 

  27.       <Label Key="8" Red="0.0784314" Green="0.862745" Blue="0.627451" Alpha="1"><![CDATA[superiorfrontal]]></Label>
    28. 

  28.       <Label Key="9" Red="0.392157" Green="0.0980392" Blue="0" Alpha="1"><![CDATA[caudalmiddlefrontal]]></Label>
    29. 

  29.       <Label Key="10" Red="0.235294" Green="0.0784314" Blue="0.862745" Alpha="1"><![CDATA[precentral]]></Label>
    30. 

  30.       <Label Key="11" Red="0.235294" Green="0.862745" Blue="0.235294" Alpha="1"><![CDATA[paracentral]]></Label>
    31. 

  31.       <Label Key="12" Red="0.313726" Green="0.0784314" Blue="0.54902" Alpha="1"><![CDATA[rostralanteriorcingulate]]></Label>
    32. 

  32.       <Label Key="13" Red="0.490196" Green="0.392157" Blue="0.627451" Alpha="1"><![CDATA[caudalanteriorcingulate]]></Label>
    33. 

  33.       <Label Key="14" Red="0.862745" Green="0.705882" Blue="0.862745" Alpha="1"><![CDATA[posteriorcingulate]]></Label>
    34. 

  34.       <Label Key="15" Red="0.54902" Green="0.0784314" Blue="0.54902" Alpha="1"><![CDATA[isthmuscingulate]]></Label>
    35. 

  35.       <Label Key="16" Red="0.862745" Green="0.0784314" Blue="0.0784314" Alpha="1"><![CDATA[postcentral]]></Label>
    36. 

  36.       <Label Key="17" Red="0.313726" Green="0.627451" Blue="0.0784314" Alpha="1"><![CDATA[supramarginal]]></Label>
    37. 

  37.       <Label Key="18" Red="0.0784314" Green="0.705882" Blue="0.54902" Alpha="1"><![CDATA[superiorparietal]]></Label>
    38. 

  38.       <Label Key="19" Red="0.862745" Green="0.235294" Blue="0.862745" Alpha="1"><![CDATA[inferiorparietal]]></Label>
    39. 

  39.       <Label Key="20" Red="0.627451" Green="0.54902" Blue="0.705882" Alpha="1"><![CDATA[precuneus]]></Label>
    40. 

  40.       <Label Key="21" Red="0.862745" Green="0.0784314" Blue="0.392157" Alpha="1"><![CDATA[cuneus]]></Label>
    41. 

  41.       <Label Key="22" Red="0.470588" Green="0.392157" Blue="0.235294" Alpha="1"><![CDATA[pericalcarine]]></Label>
    42. 

  42.       <Label Key="23" Red="0.0784314" Green="0.117647" Blue="0.54902" Alpha="1"><![CDATA[lateraloccipital]]></Label>
    43. 

  43.       <Label Key="24" Red="0.882353" Green="0.54902" Blue="0.54902" Alpha="1"><![CDATA[lingual]]></Label>
    44. 

  44.       <Label Key="25" Red="0.705882" Green="0.862745" Blue="0.54902" Alpha="1"><![CDATA[fusiform]]></Label>
    45. 

  45.       <Label Key="26" Red="0.0784314" Green="0.862745" Blue="0.235294" Alpha="1"><![CDATA[parahippocampal]]></Label>
    46. 

  46.       <Label Key="27" Red="0.862745" Green="0.0784314" Blue="0.0392157" Alpha="1"><![CDATA[entorhinal]]></Label>
    47. 

  47.       <Label Key="28" Red="0.27451" Green="0.0784314" Blue="0.666667" Alpha="1"><![CDATA[temporalpole]]></Label>
    48. 

  48.       <Label Key="29" Red="0.705882" Green="0.156863" Blue="0.470588" Alpha="1"><![CDATA[inferiortemporal]]></Label>
    49. 

  49.       <Label Key="30" Red="0.627451" Green="0.392157" Blue="0.196078" Alpha="1"><![CDATA[middletemporal]]></Label>
    50. 

  50.       <Label Key="31" Red="0.0980392" Green="0.392157" Blue="0.156863" Alpha="1"><![CDATA[bankssts]]></Label>
    51. 

  51.       <Label Key="32" Red="0.54902" Green="0.862745" Blue="0.862745" Alpha="1"><![CDATA[superiortemporal]]></Label>
    52. 

  52.       <Label Key="33" Red="0.588235" Green="0.588235" Blue="0.784314" Alpha="1"><![CDATA[transversetemporal]]></Label>
    53. 

  53.       <Label Key="34" Red="1" Green="0.752941" Blue="0.12549" Alpha="1"><![CDATA[insula]]></Label>
    54. 

  54.    </LabelTable>
    55. 

  55.    <DataArray Intent="NIFTI_INTENT_LABEL"
    56. 

  56.               DataType="NIFTI_TYPE_INT32"
    57. 

  57.               ArrayIndexingOrder="RowMajorOrder"
    58. 

  58.               Dimensionality="1"
    59. 

  59.               Dim0="163842"
    60. 

  60.               Encoding="GZipBase64Binary"
    61. 

  61.               Endian="LittleEndian"
    62. 

  62.               ExternalFileName=""
    63. 

  63.               ExternalFileOffset="">
    64. 

  64.       <MetaData>
    65. 

  65.          <MD>
    66. 

  66.             <Name><![CDATA[Name]]></Name>
    67. 

  67.             <Value><![CDATA[node label]]></Value>
    68. 

  68.          </MD>
    69. 

  69.       </MetaData>
    70. 

  70.       <Data>eJztnQm33Cbv8OcmbZbbNHvbJ/vcfP/v+H/jt8OpogiQhISwLc75Hc94wRhjFkmI+8vl8vYHr3/w9AfPfvD+B//84NsPvv/g7gevfvDldnzj+Q/++MHL27VbHPc/ePODJz/4HcS5Xf/iB/93C+9v5//9g3eA7drr7bxt+/EHH37wFd33/nbv+9s97m88v933ye2+G4/A7z9vcb+4pfvl7Vkhb1Ga3t7S9fq2fXPLkytIawn/+/H/f7d0/wO43p7hG3iOwlNw7z9u+94iynMWSh7c3571+217f8vrwu+3+H678X8ovLztewXex18gH97e0v/uln74nt7cnufhRsmLz7d39uX2v7zD/9225X1+uVHy5v6W1vsOTxv8CXh22+L3+x692/K+8fstlHy7uz3Dxiv0fr8B4Lt9DrYljX8AcFko3xF813/c0gzL+uvLr+UBlolC+RYg8DguK49u21JuYBl9fOPu8ms5Kt9UKWcvAbCcbWF7vr8u/5UzSCmHNd51gO/wHdi+Q+/0DeB6297djpW6ZyvHpZx+rTzzpx/7C3+D8lH4cPm5zBf+ucULj18BXxGw3sX1b6kHS/mB9SEGlpPfAdS3VPY/A/uod/4SQX1vnPcI3wl+l9R3WfKKei/4XeD6GNbLOM9xPlP1dQHW2xTlGqosv0b/319+/a4p3t7u/RwB3/NrlFewrYDnbNwRPLpxB+LA+fAbAfUucPjt8t+3vvES/C7nwPq11BV/366Dv6myBSlxbOXp26Vdd2zn4fKGy2TpD22UNq/UIYVvl5/ryO3crS7Z6ojSLsL2cQsf0e/SZn64/FxeqXoF1y1fKlwv9Trmy6Xf7lq2v6UOwN9DAbe/pVy+AnDbX0yv/YXt7uvLz3Us/na47S9uh2Fe3l3+q28htToH18OlX71tSxuM218YSvtb6pxeXS1pf/H3gttmqv0tlHcM6/aNUkZr9Qlsfwu4Df54+a8P+8/l1++n1/622gXq3eNzuN9Wq73G5arWbtfgXFPyFH7HG6VswXIFj9fafaps9cZbmnLVqrepPgOk117hPh2nX1HrY2z1E7dccWm9z17/BNeFeFujVUfgurx1Hi4Lvb5Prf5t9ZVKf4nqM1F9KLylwG0UHleVvhas7/E5VD+97KP6ZFT/rIzXYH8N8h3BKUvl9+NLvZ93d/m5Xe59Q9xA3QuWj1LPwH4AHn+8RMdfVdKH+5ewn0mNTWHfs4DHroXe9yEB1iW9epILVU+Vb6ZVl3Jojbth37mAx+I1vhHAsk69Y1jvfyYobT/VX9aU39J3h3y6/Nyf3/j7lue4r/LPpd7WUH0WiiJnpPowpf9TqI0V4BgFblvvB1O7f22MYtVn4oxTOOMXOI6B/R1OP4f65oocGcsba3LHUm6pcsbth3y7/PrtaPsVLflGDSjPpPoGr1G+YZk+t53HbXuvbGCZaEtGWpOX1uSmrXEcbmehXPW3S1u+Wgs1uSsFdT2Ux9bkslI5rXb8yJHr4namNi6g2h0cxxUBx6FYHlwobUeRC5f6TNI+YLkxNW7t1f29uh22bfA6qK8ptOrqmvy5NRam6gpqXNzr40vqeyiHadUD+PssukKqHuCMp+E33mtfqDLx5+VXeQ4lV699z7WxFFe2Qx2TfJu9viD8hrn9S+rb1Y7fYeh9Z5JxPfzOqHRtSORIHuN/LAeQyAN6soIR+QAlK6B0Ij15AVdugOuX3jmwLFJpauV1T8bA7aNQsnCsz/mO0t3rz3Dyoid7qMkhajIISg7Rk0m8APxWOadAyQxqSOoKaejJLqg+FFd+QckyavoySq7x9+VXuQXs69XOK3VlSTO0f+D07zj9QSjnwPIOrN/xkH9Q8hALOUgNLMOofRe4n9bru1LU5CVbmWnJTMrvLQ4sMyn91lr/sidDwfKR1jeFz/2AfkOwnpRqp1ttPle+8gXlaUvO0pKvtHS1Lb1tj6/Ef9yXp+5tqf8tdXNL/9vSGcDvALYjs/W/ePyi0f/CcQal/6XGE1L9L6an/231pzz1v60xAOwrXC+/lt9aHfHpdgy2WVv9UPrxBVj3W+l/a/05K1kmp1xZ6n8p+WetXOHzOONPibzUqlxZ6n8/EluN/he2G57jQMmYT3KvaP1vbwxXG6+NjskgUv2vBMm4C8qf79C22IZL9b/btjWOwunpfUPcwNH/4vGRRve7BSzz5srAy7EyjqLGaJb6Xzg+mqH/HR37tOTwDwSR+t8ixx/V/5ZxDKX/pfoaHJm/dFzS0gto9b+tPlKPEf2vpK4c6V9pxjgjUP0rymaWwqp/1ZPT4HNaslGOrB7K3fC3uv2GZZ2qS3v9K6pe0Oi7S39eIlu37FPVxqG4X4P3QTvl92jbGsNy+lES/Xutf6X9Bns6eoneXtq/qunyWzxhvFdcfh5XKMc1/asXl7p8gOpfcfSMLfuBWoB1iqR/5WV7wMGqf1WzYWj1rVpj31a8Ld1Kzda+9LVgn4s6Rulw4Du+Xn5t92HfqtUHkJQlHKD9BAWlw7DqZ0n6V9K+G5b5Y3r3bvW1rOQMPZnqPfG/JRvjtoO4rdK2K7V2UENNDmzZDvbaHapfUrNlkdi3UPJDvJWkyYJevUD1m6nzejJzij8Z57Tk7SP9d4k9D8degjpvVjvIkR/02rxW++qhu+21sT0Zc4uRdrAXpG0ghyLX4NpHaejlGbRrlraHVu3gbKBs1pJW/TJqJyYZH3vZoknwGldQ4/bWuN7ifqNti4VcgKvHsZJDlLqfs0+Sl9xv6Xljv4Z75Xle/dte21eTxWA7RSrumq3EiNxHWhalMrGeHGkEWH4oO8se3Pvgdwjfg6TfM1r3vkC/ufafmNr5EjtRKV760JVCS4bYo9fWcPwH1OxhJfJL7G+Gy/b8HJ0yDL15x8VGl5qDXIOyz63NR4b6akrmOnIfyjaYAo8dPHTlXL2WpYz4rSB+ybjHc9w9i9YzSceBnmP6KLB8A++jbN1bduI12/GavQUlY5ak/+pET4/bsv3o9W+kbV0tX8uxkuaaTQm2lf9E/K/ZlvfsMCzsVahA+SDj2OhL7yHh0+VX23+ujX6vbtnaI8r/AgcrWZpUPzQCnrOAvyeNbonSeVG2RRx7o9mMyGxHofKQe55U78fFSmZQsLKPenaR20Fx+mfUeJ6q86lxHtdOiWuPxJHxaP1v1KjJUzXyEKmuk7Kd4ch1ik0M1ku2qMnSKVscjp6R0h22bGl6bSIsk3vzv9G7hmuLAqFkU9dLv17k9D+0tiK4LYX+JMuWa/eBn6X2PCN6K/wt4u+6dz2Uy3syWm9Y2RpYxUuVuZo9b8/2gLoG2iFY2Az0ziu/LXX9Xnp8rU6eU29QQas7t9SJU/PJVtF3j+igPXXKM/XCPZ2vlS7XQg9rpYPl6E9H9KE1nahWvynRY0KsbNFr6YLvgyvrwlB6wd8r+1s6w54u0LLegP7wJPo3rIfz8E+rDVodGW7nNfovjm6LE6DOqqc7wms29Ojpnrg6QQ99j4aV9Tur61x66efoPihdh7UuQ6qb4Hxj1PNwdQw9f8bW+gJO6Mn2W7oQ6NOnNz4fkc+PytWLfs5aZs7lA9h+QPs183Z7eMmia3IIal8LybkeWNvnjsrPW3ONa3IGq3nHNSTtVcv+oiY36LVhEht+ql6r+RL0sp8vaeHoxaPH9FG227Vxem1MyhnL1spvST/8TY3bamNqq7F2gTu2vr/ox8qaMbDH3G2IZCzc89NuPde79d08BlvMb5ef19osW2lfciQUnZbFnPGaTsxrXrnFHHNrvZsV0WPG0bEhpRN4d7EZ98Hxn6UNG8feDNuYteKj/A9BP0S1PrPl970FaFuFx2MY7LOojMNG5hVa+zXqja2kdna1uflFntBixG6nNm7y6tNJbU4kdiPUmKzFiO6ip8eAxzhptpTf1+xkNDoPbho4fZiWHwBNH447Tn3EOIfTD9OOUbRI6lfof6Dmh6AWJH4JLPpiMEj0jlZY6EJX70eNzheYZUcxQukLjXIVIPmurILGv9CovwWO7saKUbkxtmmW9Hk85VerMEsezK1/LXw5lPbE22cEvF/Zer+viLE+x8Zm1K5opL3VYCnz5LC1SdzxgcW9ILV2t/dOOXjUFXjcUfr0Wlst7TjHehxWQ9s3KXFTx3plROvfwtLfRW8MLY1DIoO3Ao4jazZsNRu3nq1bTb73Hf2G/N44xoVqd7C9eKuNoual1PBoIz39a3D9b0js2c4QSv60jmn8dWh1J6+I/xYyDKk/D609JMc3CNdvObRrsvDFsVH6a1D3xdGJjd63NhaulYXaWFfqH6RmI6KV90Tp7+DxbVvKRy0e6Xge2oeMyrG+GsThqaOsyUmoc6Vw+v1H5BvzHFzOKPskjuzvoXPOQ4MroveOevriayNuL0Z8n5S2itqnCSXPy2/qHJj2oteG72s7p2a7DONp6Z8p+1aO3lZrA831fcL1ZcLPcX6Q+lPBc5i56xW18lXSzyn9A6082lrWXmzFZ/phofKQY9fZkplLfLjU7M6hvYHWHt3KF4mXP5eZdTjWf0jOh/s49iEW+c6VqbVkiJRcgKurrcnmYDt2lPV/KXuJXP/3P64EvbYQr/+LgWnp+eXo6SWfX34tXy17J638mlOupHY0rXOxvDHX//11/V8Md+7GBuWDzVOnLNHxWupDuXotqX6Qq6eo6cssdVCwXFG6mZnr/7Zs/Ho6hloZivB33ZNFU/Je3NZxZblbubCYOzBr/V+JHJMrK6vJtkZkRfhePbkNlrXU0Kz/e738V++35lCPzo/mjrnhOHaP6/+W8RNnHCWdD1z6TR52AFK87LFWWv8Xblt1jKR/RVH0j7jd2PZt257+R6LbsFj/t1DrU0G85rdK7C8s5miM2j61+lfab3Bv6//W5iO0+uhe6//WGJ3LKUkHrFNy/d9+PaqNt1f/jvTlcH2N9T/Xy89tPu5XtfoAkrJUQm/dX8qna2T/Shp36RPjfC2MzCG0kjP0ZKq9ulfbDlr17Szn/dXkwJbtoOX6v/D488q1XDniWdf/7a0DjO/lYUvHkdVL5Pvv0dazHZTKD6za1xG85q5taNpBbrCao/YRbFdZ/1e7bolVOxiFdZ2KdQQcXYEV8Lks4hjFa1yBdSI9LO432raMygQs9DieSPKy9f08B1tI65hmTtTsuVPUu+m1fT1ZzOtG3Cus/ystQz050giwjPXmMo3Mc6LmMkWs/0tRZFS98x6Dbe38GfOPrPWhK4WR/Om1NdDP+St0rDdfZ8Y8IZgPo3PMYD+Xu+4v5V9d4ifdcv3f9517QUbn94zKbz37c1wk4x7PcfdsLObdeI7po+jlW22OlqQtpuwsWrJlSfqp6y04+vq/rTktvbkqvXks1v4hV1r/t7dGQI1e3YLngUiwmn8yc65Ja/1fjV6JM6dkdD5JD853QZ23/R+R2Y5Sy0fOOVK9n/X8jxlE2l8VLO2vPOWGHPur2jh1ozf28ba/GvEZFGV/pZVVS+VtXGbqnZ9ceDK6+0tdNmepax6xv7LSO7+4ncP1vyOxv9L2tai6xMo3vtdYea965++Xen1sZX9FyWuvDXr9A225KoFrf9XzEdPqF38ktlieULajtld4DqAmT731zto6Xnu/6H6glNn2V1791D3YX1G2VZx1x2ptIsf+SsqWphn2V9bx7rUdxMyyv7oOMNoOtoKlD/C0v1oLD/srzEz7K4injVULTz2ch10Qh9XtryzkDxokedizv5rlk3rv9lctvNdq9MgTrg5QQ8+u6nfGORz7q9b4Ptr+igtcu9LTroqLZ58uKnjbX0Ebqfdou5L91WgYsb3yWG9UY+PVssOC+cZ5f1F2UbM4q/0VlpNq8BzTr2p/VcPK/ooiyuaqILW94thfjdTRvfzt2V1xkNhfcbBqn7yC1PbKyv5KqwNq2WdJbayiba84fgOs7a9qtljW9le17+hD55xrIF7vYSQvJbq43nl4OwonTWdlpg5wdTQ6Oi6w3FnG66kf9MJzrNCzzcH7uHY7EtmwtX6Qy5Wg16+CchZpn6zXd3kFtq86523M0g9+u+jHDZb++qzB/v+ktHQU2jo1Qv+3KkVvVNMhjeiZrPRa0rq8945q5/T0I3gf1p309IMzdYGjeOkGo/uWUnp6O4u1Zz3WrfXCQy9Y0NqozwLnvWe9XPv+sD9TuM+aM+kHJfMLOFiswaqFej7LeRDSAPsEK+gHoziLflBCtB5vFSj9YKQez0PfJ8VKBkExmldXJdw4ynGNf4a72zOWbaFVR0ue4TPYSqDk+Vy5P7VvVvs1Esp6rNu2pQscZdP/aNcUn8lZ9IOa9HL0gCM8XH72WVO2FnjmtZcOMVr25oHn3P8RenIF/Bycc7zlol5Yy2Ra8sZ7wT3LedJ3tydqslwunvMiavMjOM81W7bqJVPD6ypIGZGljlzvoft/ZBzf72DrSU2O2ZJrHhXPsYV03rZVqMlIe8c5c9I9KXkxW/ZaC1AOFi2bXAFPOePKaUu5aB9PuefbznFuWmrHrPOC6pfie2rlx1Gy5xE85cRSWzeuDZwnlm39EcJqMtCZUHNQPO0Y98Je5k1wzrEmWoaZ7ANqvNs6dkS8xkLefoqseTnhHs8Yx3vnROfLs9u+6G93NtF2RqthpUvSxP22cm0tvr0QLb+yINrufzWkuj2tXm91JLIb7vm1a3vU6piZ33pUf29k3lkvXilPlNcdiQjd92x7BW195inrhLpv6vj9hZ6fJLlHqz3Q1KESG4SVGC0/s9GU7+j2VWJbfQaoNurRICXu0Xhq8c4E1lO1/RxgPdS6xyqMyABqvkeKbYiVrOEFircHlRbNtdY87Rx/7HRfz3W998Yd2nL96kbrPDNkwHZ5nPIOz6Pi9PjGPOVpL53jr9HzEdw6J9JGkovW7/RKWH9vtXtw7su51sr2gfKDbTUfv+Vn25qa7L/lF8DDrwC+bsW8GpkPalUnSm2XRr5tD5lzsb/0ireH5Fzq2rPilVdU3SpJF74uwg4O+heItvGW8HWBNJwNXHZax3pI7rMK1vravdvdJ758u23foS2mtr8Xdw/4TUr8zXrIna+Xf/1VWMX3YMi1w0i9UKPcu3celZ7eeQ9oexRqPpY5x7yw0kdRMgXNNdGh9c3i4+U/N+5e+ej5r/pO7IPx967/VNlHscUn9f9U2y9Zl6fmi8jKJ9Fq6wGVOVFe8fbQXOOV5hVCeS7N2kojfABbDGdNJ+49PKC+Fc9xkESWGDleg3l0pHmf5fnK/5k+9Y4C/FY8+3ce8zO94uX6NoR8AVsOvbgiwL4CW34EW/4EzwAek+PtCA8X/pj6DNTmg1PHr8Rxr/u27m9J7RuVfJuR36v1XADNvJLWmm/FJpOju+Xos7hzECibOUqHS7UR3PWttP5Oe7aR1DP25gBr7PKpeS4tpPMaWmVK4t8P2qq2oMZ6nDU3ND7WqLJpVcZHdcuFmhy/hVbPhOV+tbYa16ma8fs2Fubal+DxMaUD5PTlOc8y4ueE8y324pg1X2y03rCaz0jVGxbtFwXXz+RK65buod6o6eF6aOqNLWj9WmnlQ1TaOeN3zzkf3HkhUr80o35XrNHaclFlWRNP7/u0nPs4Mi+xln6L+eMe86ZrfX7OfNaZ6xviPhEXPPdw43e0hfupeX2lD+Yxzw6XC+18rl4+aOt4q6CdV8KZxzA674H7DJ5r3lHn/43O6c1DWXWtun/AdjWbSK7d4Ew7st4zaG2kuPZGPbR2MpxvjOq/Stct48r79LVZO0h02D0s/eB66eYs9VYaua1W5qBlVDZegyuH0MonIuQbUmb6hvKSb1BgGT6HaPkGR16qkbVqbfE1NsgbVB3NaZu0c9y08g2tzYLlOB+ONbmyDI6PtZVkGRSS8T0c59f0S1jPVP5T3x4nH7hj+Sg0so1Zbcqqvr4s5Bvea4MVvaSX7PMxE3hNpHyjtm7Wb2BbI2rdKm7A7bfH3PsRVpVvWOiXZ6KVa1C6rZauS5s+7RwxqZzlWqF2XktHT8mIqW+sds8CZ012Lh51BBVG1kH3XvN8NfmGlwwGy/pwuaphbQPYknnM6stzxjYSG7P7yv5ev3zWOIXT95/Rz+aOU2ZQy4cVdK41tH1zjtzKaj3lWXI27VglWj7YQ9vGWq0XzPGROrJe74yxjcQuJArt+ME7/j2NU7x1qiNjlJoce6aemIO1Tw8PtHXizLDyeqR7WidUW0aw3w/PcUv0OOVoRPe5akjb9Oi1CUf1ZlH3jSRaHsxBa2MssT+eyey+dqTek4tGVjGbN4zjmFll0KrOh3IdzTVe66F53yOaXtnTjkm4+vjvYFvA32cvjbPXIrPI19G6ybp+0to5zAR//9QcEius0976VnDZtZQNQGb276TrQxVbjOh+afQ6SXufT3TmQJVnL7R9cot1fLhrRxx1/Rxt+ZBeS8np/gJbS0bXjmmVF65t2qw0c2TG3G+hJwOOWmNFomPi6J2iZReSZ+Je809jvzXROrszIMl7Lz0KVz6T2FPTI7fO7a3XAM8rvy3HZA9gq+VKYJmvVPwrsdKaAlu/bea4jFPGqOtwHkrnclN+97k++aV+hbXzi6Pnm9dCzf/8yj7qvXzFF5/vn9B+Sz/v5T1r2/SebYll/yHaZsXLDn4mNf/hET7GJXMQILW6inveGZhlBxcBpwxZxaOZP8KZV2JFtI7UikibKqlPDLid6QfDQ+4k0YNKxm4S/cwm5/PwU+Hlj8La1mErg5H2aqP68RHbO0t7DClcOxnruo4zP8rTp8P23HcXui7E36a1XwZJuZTU4djfguU8phI485BqunupLwWLcSkMuN7/C/329I0Q7QMhWvYukXV73JvbZnvInVvyQCyHu17s++3W39EWrHwFaOblSMb6Hyt58q6yH/adrOQN3Hcqfa+rzIvh9B24/RzPfl30+G4mUTbGR5rzvac57JK6W+MH03LuOfeeretg/3D2vBUM1d+ijmnilcpDZjOif7fqU8K+5UybCq1O/2qEfa9OFs4+b1ryrig90qhOKdoWfmW821tuHR49n7gnK93bfOFoO1KtnHV2Oq37ONZyZymz5eLWaN8jtz7ynosqGUdK58jC66LGy/BdSfpylA5i1L+09RzVaFlE63vG+1uy0hmU78lijmgNi3RazwWN7q9JwD7GV5pfKb0megy3lxA9R/Il2uLfUM8XMf9xlTmMnIDH0dZzFcvcv9o8QMt+sdc8RE1aVpxLeBRGZUXRcto9YiWna43LouekrYT1+7OY+6bhekOTB9dgIuamteaBaYPkPWvnlknmk32+jM0Bk2CZj6sGi/ldtXfFnQNI0ZqfhX9LdE7/gC3+PXt+VvT8qRpbnR8xV4o7Z2qVeVG9fNRct6c5ThFlw3MukkR2dV/5LcFaTs5N95GZqXuItms7Itr1nbVQNm/e95xlzxZJhJyhJ/vhnCu5H1dn/IZx3NtWbcSWTTKeKDL57feIXsSz3/0K/IbjmFVsz7z83HisV74XZrRdUTZhK677YAVVR9fscKzsdTzth0r7SN2X067WykHvfPifsuuo2XFIbEG4dl/RNlzWcO27rO20VllbwANPv/6zic5LiESfYEWxlyq2Tvg3Pr46+P2u1p8p5xS7Knwc2131qNndUMfv0LVPL7oyox03HCVgvwscnwwcZvhqH117lvrd8y3h4WeCG3A/7i+wxdT2S4mW73iRNk6+RNsCHQWubVK0LRC2CXoDtivZGFF4yTpbNkoeeX814k3ldw8Lf9c1uPZG3LR+ZhzX8AVsMVa6Ze9+RmSAfpsldkAjFJsIic+hUZ9EZ7L7Wd22B0LZhVF2NRK7HY4Nj4aHDlcHou1wZtjyROsionlO/NcSoauSyiqfMc95Rtxr1juJ0Dd4yoet0wPPsywbR6GXj9J3Ee07QOqbjhvPzHfiqTOo+QOwsD+w9jdggZetxSP0GzLD1mO2zslaN9Q776hEjJ1btqCSczzCi0b8lr4iZ0L5nIzSZXFCT2YfrZPZExE6lT2nPfVE/kTrfo6iE2qNe3BarPRvq+nxrCi6m1lcHeO9ot+zsemJZdiC1doSZwXq42DdGTG3Zc9gnc51UWpz9Gvnw+NRep5oPUqS9KDkZhbyJ6t4ViNirB+hw3xZ+c29FkLtk8Y5g/JNRKdDk8f4fUF6dYDk3KMRLX86Eh7zDV8b3at2TXSezaInh23t2xMRdipHAsrOZtraaO1AVkUje9Ve34pn9BlKXfAG/Z9FdH8/EolN0hP0GxJpKyWxn1qRFee2R9rrjdQnM/UwhSfMc6g8sE5LyUuLupkzZ39FO7lZPiSi23/MEZ8Jz5FL9LT6AdDeE9uAUpQ4H1XuxYljBOmza67hguvg1jEJpW69A1uruKOoycigjWZLlkbZdOL9xabSU6bXs+ekGLmWimcGTxnnPJ6YHos1rjS+Xs5MqW/g741Za2NlyLDH0PqmauePxDn6jUfL1SNprQ/XOh//j54n4YH1OoorYf3Nlzgt06OJx8uWr2VP6rFm5eiakRbU9JUcH3JRvuis8jky37U2y9Ztw6gdsUU9ZanvKnbM8Pc7tN+TqLlD0fYRq+Odz63zqbZGmv7WNdE28BDu2hJW7+OrYVy9+2CivvVEzj9gi6HO1SBNzx7g2Lj0jp99DmWyPrBt4pz/zuhekrbyG9hq8NB5XdHvwoPT/R4cuTKh6jeczl4ZqJ2Pn1Fatq7Mc8p5vbyQ5MtR+DZ4jve6bNa+mTc2WVzZ4sC5/juKi7rOWh45Gmp1jPQcTuiVpy3Omk9qeA7kMyMtJY7a/o1PxD3x+Z8a9/Hy58xZJ9tiLW0tlmtKU3JyqTyfOp/yv92LZzT0/H9T6ZFeE/Fcqwb87Nb5qoHz/XDi4fiTl9xzRh0wc3ze0yls59Rk99GyBQjO15rP/mi/KV7AvID7KX/2tTxL7L/nGX35grX/lG/ot/f9avS+fe451BoAeD2AXjyWfTbOGjGSc73WQ0j+hSvPasE5Z+Phck7ZiSVfK7/xORK/Vt7p4cbjxWgd07om+vstcOd7teYEUfb3lH0MpW+vzcm8A9Ts1WD7C+9NzZ2lfOsUYBqwb5vWnLfaOgmtdYuxf/6Wz3mcz3Bc2vMNjse1MM+574Zr74F1OZCe/hK+5ytBb7wOxzbUOBamheqjwntR32mvXMH3jsuVdm4lp1z15uvjctU6l5oTVStXeE7ViL2cZ7nq9UN65arm37PQ6xvDe1HjBct5Vy2/cFw/Yxx6dlXwnbTOw+WgN5+YO+8Y34fru0LybcJyZT1//K7DI0Bv3RvOXEqqDHHmdxX60lReoO4Fywc1v0Cz5sMWYPkYsav2tr31sLfs2SSN2Hzge/XsDCgdOkVPX0u9Y3h9b31ajKQsSeXnEvt0qaxNIjdqjQeouOF7a70rjWzF0k/MKF6+k1rrDOF57F79K2kdI+lfUbTajY3evIde/6on/5X0a2BfgPM+LftUtXFoD4l/1pYPlxFfLq3+lfYblPgIur/I+lm9/pXXOnGw7DxuUM7R9K9afiCo/pX1elolWPWvqP7W6v0ril49qo23V/+O9OUk/autXf+Mti0kZanYSXFtnVbpX0nj7vWtRuTWVnKGnky1V/dq20Grvh0njVxqcmDrdrBFrW9ivRaspB306j/36gnuup2a9TRh3JJ20npuMVdWj+VrEjmcZzsolR9Yta8jSOduSJC0g9JgtXaXRu49Qi/PRuxtrNrBKKzrVImOwGttk2dGcYziNa7AOpEeVvccaVssfbJq9TieSPKx9f14+yQvePQtpf3bXtsn0XnhuHu2EpS8p3cv77LYkyONAMvYowFa96DeIXwPkn6PR1tXZFS986DsrHa+1scd3M7Wh64URnwF9tqaEd9xM/zSWeYj7Oda+zaTtO9av2mavkTxsTXDTxXcroBk3OM57p4N9TzScaDnmD4KLzl/z86iJVuWpJ+63gKvufqaeeXUvHQ8R5yDdD72iP22VfvkOQdYOt+VM3+9Rq9uGZmzaTU/ceYcPM85ajPngmEbJbiV2DKNyGxHqeXjFW0t56xYzf+YwdHsrzzlhqP2V6N+oUftr0bkY1H2V1pZtVQmxiVC7zyydpqlrllrf2Wpd+auw6Oxv9L2tWr1iYXfcK+x8t71zp72Vxpds5X9FRVaNlmjPtk/XOp65548YaSPPJKfs/TOmjpee6/ofqCU2e2gVz91D/ZXxcYKbjnU2kaJ/RWXLV0z7K+s4917O2gts7W2uYKMtoOtYCUnSvur9fCyv5pph1V7Nk8bqxaeejgPuyAOq9tfjcoetEjycAX7q1of07M/K5X1jfgc4MpzNHF75Mu25eoANfTsqn5HW439VU1fqcG7rWsdx/ZX1usIS/Hs00WFtL+yCRa2VxZrMf4Ftpb2V5HrBK7IWe2venLStL+SYWV/RbEXmyuJ/dVIHd2T9XDtr1qsan/lFTTrDYzYX1msy8vx5c7VJUXaXnH8BljZX1F42l956do88XoPI3kp0cXN1tnNvNfemKkDXB2Njo4LLHeW8XrqB73wHCt42etIZMPW+kEuV4JevwrKqqR9sl7fBY7TV9IPeq7XEqnTg3L9EVlpS0chrVMj9H+r0tMjjejxrPRa0rrc2paY0u/N1u3Nxks3GN23lNLT20nstq2JyA8v3eDdRW+jPguc/571sqQ9a/k9lfIUbM+kH9TMM2gh0eFZQz2f5TwIaYB9gkj9YCRn0g96jXePzAr6QZgeD32fFCsZhPUcohE9IvdaeN6321bSHlPP3KqjJc+g1Q9iuT5X/l/TBcxqv0ZC0fVRa4RzfW9rfHRb6wr36J8hUj+oSS/2v2DNw8VvvVfPvPbSI0bL3jzwnPs/Qk+uUHuee7SNlItCRmSA1jIZ63tI393ekby7mfMiVsZLpiZdV+EJ2I6C49Veuyqz5KRaOeYR8RxbSOdtWwWubxbNnHRPOGuNaOPVyFShHCxaPrkCnnLGPaQx5aJ1POWebzvHJXJRvPUgUka8Ip5yYo59G2XnVrN9m4FlW3+EsJoMdCaz7Rj3wBnmTYwQLcNM9gE13m0dOyJW44rZfor2CCx7rePR6eyl/YxE2xmthpWdtibu6Gf3Ilp+ZUG03f9qeOnx9gZHDiI9v3Ztj1odM/Nbj+rvjcw748a7EvcLpOFIenNv+wSIp9wT6r6p47Vnkdyj1x5I82N03Y1oZpadEVZPH4XEtvoMwLbpEdiuxB3YzgbWU7X9HGA91LrHKozKAbDfkY1iG2Ila5DapFhdexQs/c3uHfg9SvzqRus8M2SA5RP/59CL0wpPeRq005spx9P6ZZb6f45i5PlWwfp7q92Dc9/WteUcK/sHyh+21Xx8yRzEUSSyf2+/46vnFWc+aM0myqpOlNoujXzbHjLnd47xcpCcS117VqR5yo2Xqls519SujQD6CYy28U7WhSo7veMtpPdaAWt9LaV/jbalT9YDfhsj8XwDWw7wvhJ/sx5y54cb1vFpuBL/W4zUC6PU0sQ552h4+lj2WvOFCyVT0FwTHSTfsDTuXvmwWAOHC/bdRO2T8KGxv+ZraMaaJCP33aO/r4+3dHLXA8LXSoh5Qt+gWVPJEqrMesbt9U15joMouWFtTmXkeA3m0ZHmfVLPl+i/G8/+XfRcTg/fhhBpG46v1cThwVewlfgQPBuw/301RjKmPgO1ckgd976vJH0evjo110QTPW8A4jUfBq8nh7c1G9DRdeJG9IGj8yYoez9ITzfda1NH1/Py9AGrtSnt5bl2XrXX/AKPOUcaX5jc+SC979TClyOFtt7oyQG0/gU5a69oZRO9eiWqPtPaPowi0VtJsNatQmp1trRPS/VBtOWqFbi+/Tf5EuXvqeYDCoJ171gHPzLG1uSjh5+i58T/kTpe2w5G9wOlRLSDs+ZyS9rBGf3nHi+I/yO+dnN95/O2g70xznUAj3awBI6/Q2076KmL6OXZiPw4er6gByN1aqseOJufL0+76l795HVfbRsQ6fPA23+BNA+jfNFE92dfgy1H1jfif2PF9Zt7tOSaozzqQPW7e+fcoS11LMrXgaZ9K8dmzGeX4Nmniwqec5bxXFnJnFnu/NuRebiW+Wi9prPl+s7aOFabe7g3yrgnet6SB55ziKLnmmjQ5qPnHA3tvIhRPOcCjNTRWLaDZTweNu6j9hNW7ZMmSO24Z9gAR67pHG2rSRFpA+llM+Spa/Nkpi0Ylz3o4lZMUzSz9H97QKuj4wDLnWW80bo+D/3giC0Nd8xkrR8cGVdYz9++AqBvOcrPHLf/S+3z9CnkqR/0nIMSqX+Csv9Z+r8eZ9L/9fDSRXHO0+Svpz5X01fx1utF4aUbjO5bSon2+b+a7tBDL1jQ2qjP4gnYbkToBykeGwLj3Yt+8MXt/i866dDMJdAS6Zt3Tq7zQ228s4J+cDapHxwb8x4dT52gJj2W+j4p1jIIiLUO9MqEE0/tWK8Nxr6xJD6yuOnf0OoDrXUDfi2WXRjx6SVF6u/bU1eIt2fTD0brRikeCK5GeOa1lx4xWvbmgefc/3u0tZSjReebVC7KlQHi86LlWRws3udekMpFjzovQoqnnE2j07GQqY7EF20nUKjl30w5aXQerITn2EJik1HOt7iv1jcLZ076CH86x+/pTyZaLrkCnnLG1dOXclG5HNJrLkOUvJOLta3X3vGUE3v6yfDCoo0/UoiUhUYz28/JHrk6UrPJ3I5Fy0RrRMvekv0RPc6Owmrs4+2X6Aj0ymB0+iyf5WhE2xmthofNPTfu6Gf3Ilp+ZUG03f9qWOvvzsybyj5qPyb628ZE9fegzvYp2ErjqMW5Gvh7i07P3vXmM2wUCp5yT+v5STBuTnugyQ/O/J4ViSxDGlZNVwvJXKcz0GvDHi3KHfo9G2k92quTInVbFNFyBC0vmPvgMc58wOjn8sDL9+we0dYD0TrPDOcMVH1lMZ/ZE095GrTT87rHK2I7QuTcccrHNLV/b2zfhqcP7BmhZ8fg6YdbimQuohbt92rhV2DP+dbLU2xDNFo/am2Xzu6DHdt9Uvu4RD/LKrxDWytKHcw9bxWibZmTY2Bd7qK/CwqOfjVJrKl9I/A4dV7r2o2e31htXRApn36YwFVIZNmRpvXIePpY9lrzZUT23Drn+2VN+cfIt9+Lt1U2PNa/KfT8NnHOoRjxBTRjfZIvxHav6wFZBjgXi9rHJfIZvIL1eksWUN+e1ZpOFlDfl+c4SDJvMnrMVoieh+lBdLk7Cr0+2lfGOa1r94bku5K24ZZxJfOp9b2viTmabzfqvp58YZ6zGtHzBhId0XPKV2LW+oMF6vjZ1h+M1pFz9eie8zE8dQReNr8bnjZsnuPjva4/GD3/UEP6lfiPWfO7/iD+r4ZnnyZ6fp2UnC/8L9Zr1q0wZ3VkTutof7a00/B3IXp9QSme9XL0uENKlL5qxBf2KFHrD0bltTZoxzi5/uDxibabXQ1Pe9boZxvJC0qOMCKviLYp1TAiF+nlx9WIr2DrTXS7pgk9mzLOORbrD66wRiEHrp0PPr79fwfKCvwN972rHJPo6D+A7cpcHYnWUWqIlr1ZyF4tZbCecpTovNLKRaPlT8k6pFz0P3L9ujXJ9QfXojceGFkT0NM2pPACbC3wXn/QC238LZlttCxyNXqyQu51+Fj0c2mIlr2tRsT87lXR6POjZZeezJrbft0J2v7EUUP0PLFIcv3BPldHevPSVpynFi17S45L9HjcGqv+/h9gm9jbVlvdt3ce3ib/Em1ntBqz7Ljfgu0ZiZbjSIm2+18NS91dMk7091zw6s9Fz01bDepbqh0/sz58FpJv1VMWOnPtPCtWWkNwD/m1IlSfoLWP+62M2FYfkUcH5A5sV2HVdQZrRMsRzsTjBtFrhu1lHcACjsM6fky0zjPDOUP0d7ry+oPUGoTc9Qmt1hZcff3BV2CL0xS9hiBnjcES9ri+YC9Am4W/iO2e+Jtx3Gv9wRlY5tHs9QelefsKbTVY1wXR8ukkgZR6m9oXSbQtc5JEfwNcJLqXN2CbJCNEf59SIuXTD4twBXiWjWtCEr2uYOT6g4VoeYUmeNYNnmsMeq9ViI99QNdJfQFFr82hIbpsZrANZQ3F6PUFNesPctYBHV0jdITeWEYjGyzXzZy/CNNc288hcg7mB6c4Exu2Mcu32zZ67uUKeMpQovsQK2FVfnv3wNsRrsk0ouuBlYj+VjV42gZSttG149b31ZwXbTeuZeb7S5LkX6L9OiTJHpjhA3QvbP5Ft7a12LLC397+QVck2gYyWZdoG4HVsLLzG40bnx+RFx5+I94YXzPT/iZ6zqUlVwM8dYK1OULl+Ir2DZG6JWjz7hXvx9s+uG0Rbae5GtcO0TZIs4meV30moE+d1vHodLawGis/R9s9EO1zczWiy2KyJr1x1YgPuz36y4v2E+jBe7CleMvcZ8loffYebC3u+x5tMVp9DOf9SOOTxu/BCmlI1qHUn9b9uGg/numLM7HG01/m787xJ7Tv0fRB6gNnvt6Z2L7vR5df146l9lGMXJvMRVIHRcsRVmO031nioXyISuJp+SL1htIHUvs518P9sD7qpQHmRXTduZLuM8P+gmbd7vL9cM5rnR/hXzTSn+bZoMpb7bj3fcs94DZDPUj0C1JfliPXRhFto5msQfoXTRId0XbdSbIK1v5Fz867wWspqOMR6e8dOzPRcyhW4AEQ/R2Oct0JvbRHPFOkf9Ee34XnUeXcWsYx672MEO2DtPivofZxifL7M3KtdVnLsM+w+e3U+Ajl+ArdI5QfOKv1hqi5h9Lre/ElOqL9ch6FaN95qzFr3u0HYtsDX8v1W8r1x2nlI9TSp+dKPAxyPRjR32pix578iyYJBfYVQP1fkeh566vhOdfhGdpSx581jo/cl4LyIZA+BWii51+uRvS8oZlY5NUq+UzdYy/1Z3JurL6T6LpzI7rftyeodzh7jr5Fmql48LHob2wloudneszz1M7/3Ij2uaZh5HmjeIq2eyD6Pc/mUYfo9K3yzSU/0xvnP0VbCR7v0jv+JKGItjVaLVitPTIad+v8uTniE+AzUsfhnHntPTTz/FtEzy0/E7C8R6dldbayXrYl1M6bESTzI9839ifJ0Ymen7wa0e8j3+OaRM+5TJK9ED2fdTVgPWId957fyztieyYkevw3xP8WI9dGQaU5Ok3JGuD56mfmusD9C17x4ntcO+ck/zFLzpYhw96Dx/z5JFkd7D+D2oeBY5foNZ2TZCYSHwYb12Qa0N+aZl74FWwlcONN2kTPuUySJEnOidRmGV+riWM2I8+bHJto26WViPYLsxdeGp/nmT5sh1w7n0N0vu+N0uaMXEsR/VzJr7S+Ge53hM97VtlnTSt+r3smSbRdc5LshWhfSt7sKT+46cH7o8tQsn9G5kZRc6W41yXHIrq+X41VfBYm8WD7+2gffRo882fWfZK1mTkHZtV0WaXZmrdO77rWL32DtkmdaJ3nWYA+gKPTEs1sf9JPOsc4RPvEPhMjfriTuHf1BG2TxAOqTyg9P5roueurQbW51PHRuO8v8vopOm8wr8G2VZ5630n0N8DFY10Gao2GJ8Q22Q/R7dJoG7Yye03z6rwmtok/d0mSsLCS+z2q0DpmTXmm1rEes9K6GrPLXeS9vfkOthw48a1GbRxW0kzt4+ZdiT/6GRM51rb7cI0Qjzg5cK+l1pOJnvvgzQtiG0ErfS+I/ysQ/e5WA/YnreN+DIh+zmh+2xEv0Dbx5W6BNOyF0mf1ihfTOrbxChDt8zVDhgwZMmQ4Uyhr2WrWtLXqP4zcV3rtjOdZGdj/ip5ruRov0Tbx4ZUR1vdtnRO9nnLizyuwbb3zV5XzkwRj2T9ZMZRn3HM+j95Xc1302hUe/AWQrpn0Fl1/NP4ezB8rIu+theP7p+WP5y+wxVj0Z2eXpci++19o2zsvKo+k32btW4n+Xs+A13pm0eNcS6LXhmsR3ffTEO3rwgq4/l7veIvo51glD72Juq9VmpPkSNTKe/Q35/kNtu7Ruq9UHhD5Xi3SES1POSrfOrwD23ed894R5++FrwukIZqvYMshOr1JkuwbaXvlGbcXq+ZlEo+XHwuOb1+uL+AV/BFH+0lOkiRJ1oaSTfSuKf0nzf3eDV4fkR9e1Pql1LGZ6aoR7e9iFleCB7AtRKfTg4cTQb1nK6RjCcx35j5rvqPfkNY1vfLjmeYr2F4rx6/oPKv7Urxp5EN0uUySGlSbv0q80X2fFbg7EGX+ArWPGzzTB9s06p7cNNXSKX3WDLJg3S/Wxo2vm5sL/4XrxaYup/hsRBl7cfMWX9vK+1r4TJzXSyd1Due6jU+A3nlli9NH7cPXUOf0wieUPm8+OMU5wpdBrOLG548+12qM5nME1NxJuK2F1nxP73m2H2/3/Hi7z8fbb7gPngvP6eGZ7pUDN3+sWCENFmnOkCE6cMpt9LezBz6ALeZj41gPzzTDfuKsPErs+oDRtmer4TWneYtbMocWpgn/T3zofVtR89aT49Mql71ra+UVx/uhcY/oditJjkiv/xWt/1wN7ry/PdB6njPnixaPPp91vF9AvBxq9cJXtPUcu30B27NC5XPvHWnvIS0b1t8RN87od5Ik3njafV/B1grr+DAPFTzvmSR7pNZuUsev6Jg27tr9qPsfhVYeU89ulQfcPKWOR4+VPPlCbFtEp3U0PdF9lCNzb8xTBduasr31uTk+eTk+5Kh5a1Tf8Y6Au24AJT+inuk5gz8IeuvzUs9IxQOh3mVvvh9Oa69s/E7whAFVZqi4IL31oSko2xrOOtzUmjQ9mx2qbFqVca5/yR7U/MDeNVq/Lfhb44yzvjLyuRYo/THH/oXyt8TRQ9TS36P3rdfqDer768Vl3RbUsKg3NO0Mp/7QxPVnB0m90Ytrpo/7PdQbNblPD229Qen/OfWGVjdApZ2jr+p9695wvhuqzPX6KTU8nkHrp5gqy5p4et+n1i+cpq+neSb8vjn9XW5bNgpVb+B+J3Ud1T/1aiepMQiHRwS9/nKtb96Sr1vWDaNr51Jo63irwHkG6rvGa1tS1MYcrTXwNM+wfceRa2IdYe2Y2f50NT5ho/1t9p5B69dJ4uOmhdaXBecbo/qumrnmHHmfpg6oBa/5I5a23V52hVp5eM3+R4pE5gC/h6sSK9k/JlIOsQqjsgxvejKJGvCdcq+Jlm+02u6RNl7rN09r+8LtL2/1OPxP1aGe6ydr7ZQtx/l4vCmVY9RYSZZBYelrXvusUp2UhdzCCo18Y1abwtGraYmWb2hkGRq8ZJ+PmcBrvOUbHD0nhiPfoOQUWiyftwSqLV9pze+Ub9iglW3MSp+2nzdTRkPVQRy/dNdLe2zZkmlIx5wedQQOo/7crOUbHnIOS/mGlwwGy/quTGbaO87qy3PHNlwbM22fbtY4JVpmUxjJKyukdnorjVO0fXPO+FtjW4iPP2fei4vHOCVaPthD2872ZIXceLQ2nBxwmrzGNlybkEi04weruN+j7R7HKV76U69x1Gw9sdYmcGQOqQfaOnFmiPax9RFsre0qZ6ItIzP9kESPU45KdN8L02tnPfQ4s6DyP/LeUUTLgzlo7Y01dsgzmN3XjtR7ctHIKvaKR5myqvOxbEdyrgdUuVhZRuUll9OOSbQ6eer77KVRO2fX267Ao27yqqO0dg4zoeoCah6JFyNpb30rVPm1lA+MzoXxBNtoWMRZbFOk8Wnm98ymV86i5TFnDhKbo1G0fXIoz9fY+UiwtKuS3lsLfqcj89JGAyWn08xz4/I32HLhlh2ObZo2zVZovqeefHgvcwN7OpXo9M3EQ74erbM7C9y899KjUGOraF3jWdCWmW/C8y3HZNg+kMOVgWW+cu4Xidc6E1Zyi57t8UjglDHqfJh/I2uHe60VLZlj3Po/e765NvTmpK+ePou1Ia3WEq+VJ22brl2Ty/peM/Cyg59JzSZlpbVzeuWgVldxzjkCvXp8Oz7TFm42nDJkFY/XvBIronWkKxBtk9XDwv9GYSX/GzPlTlrdrXbsqdEvbWhl69o+0Wz/GzPsS1rz2lay5dOWyVk2jV52L1asbDOk9bc504ZG2x7t3f+GFdrx/ovbtRqfG1JfHCv52qACp+2O9L8xu5+iIVovxEGrq5mZPtzv4/T/ZupguPJwi3G7dpw6q94owcr/BgcrmV/NJ2prnRFKv9qTd3nLAjnliGKm3CTS/tK7TzrrOaLlM3vnaOOUPficaI1drMcw0c+kGadw/Gdo5Y69dY88/W9YAvNi5njDapwSnR5M9BiEw2z7qNFxyoo2caN2W9cJWI0/PEO0vUL630j/G0cjui8mbTOjfWp46M20fjyiyw6XaHmwpz4cEv0MFLP6srN0nCNI5ADRaV2xLGrq95n2DZb+NzTyqmi5GqdMt8q2dnwycw3QFdftWBnqPXP0ZtHU/GL0+H3gWojXc1nO52oR3efzBK8LE+0nQ2PXaEG0PObMYWZ50vbJez4u8PkjviyO4H8jMkD5nKffjRE8x49evjjeN/a3wGXF6juJlgckv2ItX4/W2SX/4q1HWV3veGRmlSHLMdmDE9o8vO4IL78bo/43ZvYRteVuxOeGBVb+NyyY+b72Frz8bsz2v7EB22lvm/Yetf6DtS+Ns/ne2JhpO69F27+M9ovB8ZshYeT664GJLp89ZpYprU6gpQOTxvOscl2UDs8yL5J9E22vl/jjOYfDCqreiU5TlN+eoxItv+UglfW3rnuHzrHA0qZv1fkpo1wZaGUalD7dUmYCg3bs/gpsX6F90ngKR5mf4i33ne3vaw9gu9ZZ9+X2j2DavPti0XNIVvLPdlSKvbzUln6mHX70fAKvPqamvGuu5YytqeeWnj+CV7xnQVq3rzbPJGmjnefhuUbrKkS/G0u0thgzmeXzc6/0ymt0n89yPFIo81Fax6K5a+y3xkvOcvZg7RN3FMu5H6vBeR8r+Q/2CtSYNHo+SqQP5COR81PORbTOLrGHOz8let6G5/yPleeReBGtu+UQVUauznjd23N92I3vaAv3FzR9RMu8/Qy2nnDsXK3sZTn2tNb99iOGT7d8gvNIPoItd+5JFJs9u3a9hVlzVlYgem5Jzk9p8wFsLfGYe+LNQ4PrIkSXs1WZMT8lGQPaos3Q1UfbdFnZtFD08toqntWJtleR2AStAjfNrxvnj96//Pb8RpLxMqItP1Ki/Qdb2H1Z2Ysd0e4s2paFY9Mya27gbLuymfeOnne5BzzWa5sJ1Q/Dz9g7nqxNtHyYE7zWxYsO2Oarto9zrdcahXsAvt/otFjaqkkDZT8Sba+U2BNtk8Qh8yTtvpI+0bZZHGC5tLLXksazZxuxnkys9iwz7QCPaHc4G2yXdXSuACvfMXvAo++eYb0Q6Yc4sYHj67q009G+lBIb0i8xn5FrVyXaViVJEj84ei3NNUkc0TL1FtG2o3vmZeX3yjwbuA4S/RyrvPfWOdFtSaIjWj+WzCHapt4zjW+Z9+CmI9ER3b87A9HfcTIH67khnLkjyTysdPyW8UrvJUXaxke3ZxZEy2O8mLkexGj6rHniHH8ST/T8u6Ted/Fqk6PtsDhQc/ik17Xy2yPNnLyf2R+18qee9MuTZT0wg9n3Okq+RXGXnAJJ3//RBKg0zrivRTqlWMY1Qq1/ITl3lFpfQZPuMzJLr8ldQ5uaYx2tk22lbYQZ91gtD1vANkNyHVzDJ/oZKLzWnEnW4c4wnhZljZLoOTwZMmQ4Z8DrqVHnaOq+XjyctEW3AxTRNiocoA+d6LRY8kqB9tpo30d7QPM+EhkjdbtHmPlc3Hhax6Pn2cL1HGtz46PXmeylbw9obGa5a2yuuJ5nLf6I8nGE8mPlsyK6j+TlI2JmmxdtV4ih/FVFp4mbTilW8XDvleyXPZWNVh/N+z69++8dan3PaH+CewP6ZolOS5JQtOoA6fkjWKf9jFjaCXr5Cp11nyRJ/Pg2cG2pvz3TNkKrzRmNGxJtW4i5Ah5uRKfpYSGuSma2r1LKs2mv5zy/Np6Hy89lcfQ9JGP06rMr+i29Zg/cBbPpRsu2FkbizvBv0LRVnOss01i+MSmflXxnnLOlq2xx0N73E+M4ly0dkvO5fFCcz+GLEO513Pt7IX2uESy/OYtA+eKPThMOnPUDOHjGvXoenjV4vd9IJHWb9h6lbZiZ1lXr/mhZOgdLG6ToZ5kBVRasbLSSPvh94OPR9UKyH6g6O1o2wyF6jR6KvaSzYNkmfAHbL5X/GjTpOCrUO6ztb/Glcm308yV6RnSEs3ggiEhH4gunDpJeF/1MI8/FiYcb/2wkbdFIfFT80XWqN9E+Zq2I9Hdd83fF8YEFged5zP3ymOMhsQOV9A00fnI4SPrxkrGgxEeUh8/skTXWRpGUAes10iL9sUb5M+f6ULbyozxS10rSykHrY84Cid7K0p9fqQclvjes9XCSNmEvbdcK8xg5aOyhrYie59Fr+zc08gTuWMH6O+oFbNszqgv8WNlfjvWQzJvy0A14vFMJnr5CrfsO1umLHtNFsXq/Lnp9J49+X/T4fat7JeP4HpL+naRfZ5lGLznDXsh+Xdzc3Wg90ex+HQ6j9jetfh2nfxdtvyV5Vx42GNF+4veCR3vLqZut5YRaovPfkkgZilRXEJlO637GrPW4akTKyEcYfY/c+ijXOx2nvDNJv47SM4yuabja2okz4chKPXkkAI794b7edXfgul56audY+5WIbtdbdRs+N3rdHEuix3B7CdHrXHisE7DSmgQz3+U2do70Ae8hh+P4Kse6Lkn8R/U7vXcouRC1P1pOuxc85HTRcuK9YP0uo/2bSZ79Gki0XyaPNl6iF9H6wRmhNmfTAo/8nBmw/5AVfEhw8V77xJLoOcvWRM+x2cv81mgbs2hWnIc1gkTOxZWDSs/3xOJ5EhuibeLOirXNmhT83c28d7SNWyTR8pBR+dTIvUd13zPt67Rc0W+IZMzkMcaWjCWs9QEr2NdF+0aK1olKwPYYz8DWQydL2Z5YtrdpMxfDLBuo1n4uf4AtRe0aaJvZa/+pczzKm+UYIdrmbU9I6re0mbPBYj7/akTnKReJXsgDa18KKwPLR3S7btEnezyB1v015U0z7lopvFA8Q5mTSe3j+umwQGvfFoHdG4sPPZnQHu3r9kDa18URLac9M54yYCu7Nc65s+3jRpkhH28x2z7xqmQk7tr5kj6oJE+5bbw2LyBWtnSzbTg8+04rBY91+UbRrvGzgr3d3u3x9mRfF51X1jx0uDoT/e4jbfKiZWd7Idon873wfM61Etl2dP5bItFh3aOtBdF6Cm9m6GHPxGh5S98l84nWi1nb6Hrpdql7jN4v2p55FtE6WMyWJit9aMInWpZiaQ/vmU7LNRc0vnk9+HOBNETogmu6qmg95RmI1kce/flSD7ses/Vx3jrbd4rzI5CMc6Pz/WhE68Clc82OhFU/KYM8HEnvuiIrrztwZq7BfANb6jckWq9qTbROLElWIlqmenQi5EbR886Tf+F8f9FpXDlvEhnRctMzEzHvX3v/6LzaG9F6oBWJKO/Jv0TauCV21PQBtWOSuN+C7d6JHsNxadlnRt57r9wz9+2Ze/Q7iWvLonWrXj6avoMt/k3RyyePd6D1SXQU9vSdWHKW56S4S8Lg9qseHRAqP2r7V8GqjeW2MdF9AWuiZdNR1OYT1I5p4ur5oYvOg70QuSbymbGuq6PtCjNkOFvotUHWflFXIloXBufdRaelhcea69HzHGfgkW97J7q+i0qDxM77L7DtwT0vghF/eZZY22TM8Al9xvdk7VPRu120mm/jUc9G694joeapSvePEP38Z4PzLjzfS2m3NdccgS1vv3XeQ5IkPzP6zc24z4pIdOXRPhqS5Aj06hjO9Zp7SNct5taJrWvh72j9u4SHyr5VuAqJLvMSpM+W2BC9Tro1dwFAObX2uiME6/pYev9eWYdYrV80ArVGzmf0u3ZN7foeHuub9NbgkLKHNBY8vqO9BMq/VWt/6zoNMU+9v2CV39GUb/nT7f8ncOyTIp7WsVXA9U207KilR+ToFKPTP0K0X8G9EP3NJHZEj+ei/RZGYll3afq2nnGvDmdtwcQejlzg6sjDZc6anMmvWNade0lnJLCuk15zFKJ9aST7ItrX0RGxXF+NC5z/Cve1zh25X/QcpBlQdgI1+9Jom1etfexMPyVFNx5hCyGZw9ya0yyZ5+xt008RIUeMkKNE+BWI9vHmAW670oe3PdH+oXpE+3DXENFXjn5P3sz2ARo99vHGa634lZDkh5V/wq2M3l3q4y/YB2uN07j9uDuHd7kaEe3i7HH5YwJ4zPp+0XYyvdDyOcY5x4veGG3P66CvGjhyg+IfgHOOlx+EPXH2efcz5FeJHRFzJaOfeUaecmWUr4Xn14ie+zQDSd+9B3fexvWyT9sBCZF9kBlBM8fEglV8IB3NPlZStqn6WfON9PQh0TauFlwDiLYfmkG0LmIFvGTJf4At1BF46Quege0RoXQEUBcSLV9Pzgssk7N15tHP7k2E/iHaZi+REa2vynLjR8S4PMJmtnVfD71WhN5qVl720qBJF0f3Fq3jOSoSfYxFHK14vJ9x9BzuedG6iKMSoX+IfmZvJPb8vePJf0T7hJw9/3gWc3qp5wvRvlf2Ts1nU7Tvn6NyDUDi72WvvmCidRFJEkW0PG4VZo7No+eXHR3L78MjbdTv6Oc8O9F230clet4nRXSe7JFomb030WXyqMywkUnWBbYD0XVYi9njjWjfKEelVWf0zo1I2xlt8CzbAIs2IkIvJfE/UdsXnf89VvfvgfNV8j6i8/aotPqRtf2SeGrcJS7APs+jE1Pyg9q3B2BdHm3T4UG0/DGxg/KFRMH1m5rw6gjuuT2/tCNp0BJti5Qhw8ohuv6ZQYTeAc4bgfta52ruM8tHN0XE3CAtrfRG5qEV27fcOnbmwLXDlPgB3BPY3w73vB7Rul0rrPJX8g5WIDrfZ7Zh0XrIJNk7pZ3E//dA9NzEJNkj0d+tJZb2T9FzcpPEmui6xptoXaSEhxvw90pcAdHl9ppMIWLNRGvuAsDfdrQ81CNE1JGfD0DxtQ5/S/mA4hzxoR29FvwMor+VI4aPma//P9R8p+wJad1D/cbnrIZEbtDSobTOx/tn+/Gh0tbaXzsmIdp30SpEl++kT8330V79Ha3CbLludH/yqFh/bzPTxk0/HE9ek10TXe+dgeg6yYOIuSzU3MbWOdFzb3qcZY57ZPlIkijO8n17kuv/JMkxiVgL6mhI15zarnm2QLpXJXpeR5Jgom0Aj4TXPI8Z94zOO4inXXhvv/W9o+3To+1mo7gCrHQJEfYrNR8K8Jy7y/78q0TbA9Qo81Nn3Yv6jenZB0XP4zkSVwHRttOrE60DSfwpcujodFgRLbfaE2UMGb0O0ZGILv9JsiGRHdTWopBiuQ7GSnjIFvZMaTda7+09I19nyEet6nXv9LTOx/t6enH4Xrjn9bDS2UeXXc5zRacpORewTpzV9y/jPvz/yETbKyXnJXrdnuQ4RJfl5FfuEjMeERRb39p+ilo8rfiTY1DsCOC+Un+W39DeoFXfRsvyjgR3fMI5t3UfuH6RdGxUu4a7XpIVxVZkdA0m6bpO+FiplzlphnlVuy66fYFE29FkyGAVir1/bT8GfuO1czREr08EKesARa+Xk+jYyi/8Df/j/TB4pqfE37uX7dedAQeO7rasF4P34eNcqLiPQPQ8luR85BpDSXJOoueoJUkihzsPR2sLg+dySuZKSs9P6rTKAHVOdHpHnpPzzMl/RM8N3hsP6DckuvzP4npAOM856/m/Mc9ZdU2fGeDvcoaM0uNd1yjr1XjHHb3GDwb7n20dk7Can1+reGaU+wwZqLCtX1PWxLFaW2dkvZ09Unzt19YCaq2vYwHl48Q7/mQNoteYSeLXLDgS0f6KarTePzcO6dovX8DWk9r6MpLzj8yDMdcTE12/JPvCcpy90vo4SRIN189cbx4/55zZRPsdOxLRc3kxpVx636fnPy790M0j2ifMkYj+fiPgPHv0e4l4X5z7U+3B0dqUJBnF63uuXRNdL0Gi+/tngioLVvGM8PyiT8vKz3U2on3FRIB9zNT2S4H38PId6R0/dS+cd1b5lfgwy4/pSmCfYpJzW0Q/154o9UL6eLMlQgbnWU449/VOQ5JEEW0HfKRgucY0jNP7XrV7nCnU8gD6UqN8qo0GS39r0nXek7Uo3+JLsE34bN+TxzXwHOvvnxM8/K5E+3xKkjMT7XfpSES/yywfSbQvliRJbIn2lXMk3k68F+edHvGdR38vq2Nte8Z5JxZxrMgRnynZH3eXul+vhMf1RnQ6qHTNzgOI9PzEhggZe4YMGfzCDN9jLX9ktf9JcmY+do61wOPraF9ZSXJGer7gJD7HrokJXyffD/pt1/q8sn5+yT3g8WjfX0cj2odKkiRJkiTjPG3s79GKc8+08ic6bcl5iLYbPhLR/kf3TsnDMnfpD/Qf76eg5kNp4rGEum8rnb3n6RH9Hs/CM8N4akQ/Y+JPq04Y+d6l8XiPA1r31aSndv6MZ0kSCdHzvZIksSXal3AE1LPDfXvPQ8s0RpfPJOmB5+6/R7+tfQBIr6WORcv5knWJbj+SJOED50bi/4VoP/9ezMxnfN/ItCTnIHqu9d7T7/VcewM+e22cUMsreDx6rHUkou1WEhnPjc45M731tLjnUHFy7wXXquGcwyF6nbZEBuy3R6cliS0DtW86emybJFaUcQD8/Rrt58ZRg3PObKL9WR2JJ5Xf+JzaMem9LOrk6DwbRVuG4Te96repxXs9VsjItcnxiW7XPfsKyT6ILi9ZBpO7JEkOhYf8/1EF6pzW+aOUZ4S/79D+1nVcvNJ/JKLLeet9RadnFt8Zx7lo7r0HWnKA8izUPk1+wHiinztZB6u5lHAdcPwf7vdCs175s8rvGrW1sqPnsa6Ox/rkI3DSuWraNc+V8KmNMzzu9RgR/ex75LcO3HOoOKX3kvIC/aawvmeS7Jm7wPu27t0af71CRK+jkyFDhgwZMmTIsLfg2c8bSU/5bfu09L1a6Y7uo0f0yzei/ZwkyWzw2HIEGKd1enrn4/1av7tJgnk1cF1iU6fUvvfo9O0Fzz7lqqH37NHvxPt9RT8DRfQ6tZGUdd+pfRo2ny1/JVVG8taDFdNkgcY/7XtiP+edWo59osun13OtRHS+etUfe6lzkn/530Siv7nZ4GefmddW76v8Lv1UfE6vX1s7XxqPFdG+BGfyDsE5h0P0c+0BTb56sWKaLJ8rSRIf4LdW+waj64HIesMiH2pxS+Vo0WWFSj/1ezTOZG2+OfKusX8Fvt7gnofPr+1PdO+BizQu6ftOkiRZndKG945z0dx/5H6ziHw/o++k9SzR+ZrwmeEvULsOE+ea6LWlemmMTluSJEmSHI2enI8TxzujtNT62tF5ZJGPs6jlofSc1Yj2IzibK0JyLuYBEP1ckTwkVa6T6Y1Jt/fVqm+p99va742kHEriaL2z6DYPQ73n6Ht5fhvR31CSeEH1wfZ6r+i+6164OxlwLmrrmCTMTD/sJ2z3hv97z2GRZxnWDV5jKM97zc6jXrhebNuh78T/wmdDWvfnvgccp+e7qj1H63xJPJBPgM9gy0X6XJ8Q0rzBAcd3dD4Ysb2LL4Nw7zV6H+n9johVHnLz1fN+GOxHRepfZbafll6g7vuxso+6/uPtmIQZz7X3oMlXLzhpXC3NWQ4zZPg5cMv8SD2Q2MHtb0nO7cUzCzhO2EMeJ/IxgLavHm0TfgRm+D0q97L0lxOdbwkPbj2g9aUV7WcrSSg43wYnHupb0dwLf5OabzRJkrXh6BUkcuxoe5UjIPWPsWe4z555OR/vOefwXt7jCumzU3Ub53y8f8aYaaaecjbcfJbE8bWzf+bzcMphdD0w8s0kSWJL1Fy5qzEz7lHjgaB2zqw0JUkip/Q/8G/qHIz2XqNE51kk+H21zpmdb6P3iO6Drwq3bxOdTk66Z+VFEsP/A73Y6R8=</Data>
    71. 

  71.    </DataArray>
    72. 

  72. </GIFTI>
    73.