Scheduled service maintenance on November 22


On Friday, November 22, 2024, between 06:00 CET and 18:00 CET, GIN services will undergo planned maintenance. Extended service interruptions should be expected. We will try to keep downtimes to a minimum, but recommend that users avoid critical tasks, large data uploads, or DOI requests during this time.

We apologize for any inconvenience.

tpl-fsaverage_hemi-R_den-164k_atlas-Yeo2011_seg-7n_dseg.label.gii 25 KB

123456789101112131415161718192021222324252627282930313233343536373839404142434445
  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 14:54:25 2024]]></Value>
  12. </MD>
  13. <MD>
  14. <Name><![CDATA[gifticlib-version]]></Name>
  15. <Value><![CDATA[gifti library version 1.09, 28 June, 2010]]></Value>
  16. </MD>
  17. </MetaData>
  18. <LabelTable>
  19. <Label Key="0" Red="0.00392157" Green="0.00392157" Blue="0.00392157" Alpha="1"><![CDATA[FreeSurfer_Defined_Medial_Wall]]></Label>
  20. <Label Key="1" Red="0.470588" Green="0.0705882" Blue="0.52549" Alpha="1"><![CDATA[7Networks_1]]></Label>
  21. <Label Key="2" Red="0.27451" Green="0.509804" Blue="0.705882" Alpha="1"><![CDATA[7Networks_2]]></Label>
  22. <Label Key="3" Red="0" Green="0.462745" Blue="0.054902" Alpha="1"><![CDATA[7Networks_3]]></Label>
  23. <Label Key="4" Red="0.768627" Green="0.227451" Blue="0.980392" Alpha="1"><![CDATA[7Networks_4]]></Label>
  24. <Label Key="5" Red="0.862745" Green="0.972549" Blue="0.643137" Alpha="1"><![CDATA[7Networks_5]]></Label>
  25. <Label Key="6" Red="0.901961" Green="0.580392" Blue="0.133333" Alpha="1"><![CDATA[7Networks_6]]></Label>
  26. <Label Key="7" Red="0.803922" Green="0.243137" Blue="0.305882" Alpha="1"><![CDATA[7Networks_7]]></Label>
  27. </LabelTable>
  28. <DataArray Intent="NIFTI_INTENT_LABEL"
  29. DataType="NIFTI_TYPE_INT32"
  30. ArrayIndexingOrder="RowMajorOrder"
  31. Dimensionality="1"
  32. Dim0="163842"
  33. Encoding="GZipBase64Binary"
  34. Endian="LittleEndian"
  35. ExternalFileName=""
  36. ExternalFileOffset="">
  37. <MetaData>
  38. <MD>
  39. <Name><![CDATA[Name]]></Name>
  40. <Value><![CDATA[node label]]></Value>
  41. </MD>
  42. </MetaData>
  43. <Data>eJztnY1y7KiuhbOTTvr93/je1NnUaBiBfpBY2BZVX3Wn2zYYhLQk9575/Pj4+Pp/Pv+fn//n9ff1z9/3v3z//fv779/vv8d8/v37k1zj6y/vv39//z329+/W3n+v12h/t2v1x9BxtX44vv4e00PH3K796o55k7H/kOPb362PF6GNtbU/Az7/Xu9Nrk3/pvNI72V0n3QeXh//Htf3X9o9vslnfXuT137MXx//Xp8XOa7NST/mD9LXN/mbuzadZzr33vXt1/lF/qZ90PP6Pl8Ms/sYrW+/xv1aU1ui/Y7uW4LOw6u7fuOL+fv74797hJu3H2Zd+9bsjO6t19/vfshx3L7v16i3vz/McXQN6TpQ26JrMZr39trG/9Hda7snrtFjRrbR23x/f+2Vjo+zm95fjWxJshPOx43ox9C3Nq/NZlrc+NOdT++9vza3F7l7ozZF/RzXpLWg9tLPN53n0R6mY+n3VT/n7Zge6tO+Budy/m/kA0e+s/cxfT+crff32vuDntla9K3vg8bE1rh4pNlXdH9R6D1QfdL3Q+fop/u72YbGH9O5oLbaQ++3v3etX2nz2dsB/bvpNs63tPWj9uWJv6O54+IvfeX67OOvNBf0vJmdcnFgtnet8bf3w3Q+ODul8Zf6H0v8pRquv8br479tFE85Xz2Lv9xxnI/SzDu3bpr4+/Gh3yez+7LG35k/5+7Ra1dcP6M9qKHdwyjutzaKfaOYPNIMI3uxjnt2rmRXI03ffJ7UtHFI8k0j3yvN3WxOR9fh4teKTXJ+krP5Wezg7Dlqn4z6msWs2f6w7m9unmfxUcr7qO8bafGRjubWXqPhOP8r6T2L7tM0TiNJepybk35+uCbt2x/FMTSHpX+P/PZIq0qxaRavW3+jzzTX7WM3zUl6DSPZ9SxmRNJrQ66NdKQGTxvtj57VmDLLBeg9c75vpIlGupzz1/1aWPzKyI9ofK5FL1n8Pf373X2u8aGafjX1DQ6uWbSHRm/MfCuns+i4pVi4A26uZ2Phxjo7t+2lPiZzcUljL+2cVd/T50hc3yON35omzkj5n1R/keJXG+fofC42zeK9J+70cYLqhqh4ERkLmp3O5r3XGH0+ovXf1Df2+4xbA808Z/iHkb+lekajGWf3xukfrR7lWq9Pqf2O/Cu9Xq9ZZ75cq0e5a9Brz+Z4NHfa/TfLX2Z7VNOydJdlL/Wao59bD72WGen2UWyLqgvQWMlpOavG0+ZQ0X5EGrfkF6RjVsc/WquRZrWsqybWcT5B8n8jW1mxeymnyKpTjJr0LG3kDzTz2WiNvs/ya5L+GO0L7b7V9jXT0/31pNin9efUl0k+TrJxKaZF+y9pb398jPcDzTmtNRPNfuvnetbe3bGImgrXP7XD3oc1W5D2yCgmcPXPUf5KtaLFP3J+0qOxRz6+f9/mheqQWQzktN5sjbk5GTGax5V9ONK49PrcPXP1fe4+fj7G+2oUUxp9o/Mm5Qj9PEvH0c808y7VSSSdT+cjU8M3e9Zq0Cj/PtKHkv6MYLZ3+jxUc65FP8/08iyvlHIbbj2klmlXvU4efT/Tj9x1+rnh4ofVv9E1X9Eg3J7J1kFaOxvtcW5sko1pcp/RPVNfz617f+139/eoT61G0GiIjLyK03XS+On+4Bg1ad/Sa8yOk3xdVA40y22scVzyU73tSz57tkZRe/jFvEo2yGnIldxl1N7kldsfu3KVfr/0cbO3BaudcusS5Ue8Nb6V+l9f44vQV6MYwH1niROW/T7zh/1eHs33ir7q87fW+v0VsReoHXL2qNVXEjN9NfNZFrTXPQ3tfujnZGXuOBvmjvvq3tMay2zcbd1f5FVCY0PtNSsWjdpoTJr5lbQU1yK1jFdfWX2J1g9IYxj5qdk52vhi1VeafTez5/45Bm1a+43OGVD6SqOZImLZCO3+4HKi0Z6e6QCNfrDGK0s8RMc1bxzsNbcFumf7NV/RpdIaRmpej5bSILW+H+1xIz86i43aGEn3t8afZ8RBzV6nvqv3H5r1066xNE5PTNT4IC4Ojj6baSFvDsTFxJmNRrTMOJhJH/MssU9CioO9Ta/u0SxG46T+aeS36N99rc+zP7zxOyvGe8frqUFZ4noEHj1B52V0XD8PaC21Mj+jefLOY6RWsuoqjWbz2sPqHtPuO831Ztohw/dwY7bOgZSH/pDXH/L3SAtYNZY1Tki2tuLnozSth9Ecrl7Tyx3bynxYcgWPnmt47P+t6Pdj8JmnobX1aWjradqcMYO+/6y5mNnxDM09WK83+q7Nxe48kMtPev06ymEkrd/rqMxYyfk67rj+c7SuPonf+ZjF3tV43OfKtK3EwUxW25/uPSWqUZ32h7z++eCf26zMBzquIeHmY+Rj+hgy8lEzPUX7nsXw0fdSfuvJeyX74Hyrxde247gYOcprEWj3S0StgJ5nzTm5v7lYK+mfn+7VUgfh9siKb2nr39tCv69m+UebB+14EZphtq7acWs0LJdPzvJBTU7oiaWaXJTTDlzj7Mar+SV7nM3F7DqfTF9STu+x19F6fZPXnnaMtkXpBM/8t7nsma1zXwumvlGzZ6QYhvYb2hxcG1NW4LQP934E1zQ1LWldNGPX6oGR/srA05fXb1hoe/9zsGaatlvTW3zGKNZZbMViU9r+R3btXccoPyT1o/WrX+R1RT/P+kL6a+99RPvn3id645/Ft/THjmK09TqaNdQ+U6F6yLr3Z3MuYY1B0WTXxlabNv/2xPbeHrV7qR2rbd649bNwbp+7SN9rtaSGP92rR+t78jruPqzHR+kM7r5nMVLjvz3530wrnwbVl1YfNNOqpz0v0DTqmzV++ko1/FldXaN9+utJ/uine7XQ7NJix7vjtfV+NPswW9fuqlGMcqaZPh5ptBb7tbrXsq4Zul/aE43R+ntzy4alZfkay36U9F5/7Ope7vuxxspZXtTvYykHQcd+FJ69ZMl7NeunzRGpr7KMQ9JGFp8i5VLRftGSq56g3STNplnnmT/6YP7WNmu+NVpzb542yhMteaWXSD/tGZNFC3njfVbep9WDo3g0e/bY78kr5GtXy8VG+ZV3j0nn9n9r7SwjX5L86Whv9++tRGqUVa1xBzTrJuU8XD2u13QjO+T0f2R+FnE9jgjtpYk30jgsrV3zg7xKx/fn9nGv3ye95rLo79E9cb7yp3svxWor1noW599GvpyLCSt2Y7Ux6/1E7akMnWTJ8VbyupHe6nWXZl9lNLQW2gVC68x8Vb8HNT79CvT7ZnR/1loL5yNn2mt1z+7QcJY+ou7L4sO5cXhiW+Sc0Wt6Y+1Ic6Lu6TS08xthG1k6m9MtO/vSzF2kn7HWhFZ93Shm9b57l++NmEdvPevHcKwlR/shx0XFZGnNIuLl6B6uqGe0RNdIm26t9r82qx1r99sIqjNXbIDuhZHN79T5szY7/vd9sz103nYnVmtAnIbpP4vQxFZ2ziEXd0b7ULNXNfcVuSe/yCtqDn/R6MJZzhSdc+7QJ5wu7f22ReusatZC95w46tkxjbOvwTHWZ9ceTbL7mXrb85pjKLPPoxv1kVZfFq25izktXnFzyPnVmU7W5LkjDd2PR9Im2XUo6fpaO9TEHUtdpB3PzW1f0/mcHJuJJl/Tzp92bjSao3/f7E9bF6Vrp/E19BxpL/Rr9xp8Z6H1wX3eri/tn36Pc3u37QfaZjqdi9d03kZae6SvR8dxzPbMSF/SuejrEVJb9c/9uvXzLuny2f157Yq7trQHNXVLbQ2Vs6tPxTUku1qJEf13kl1JcUFqGXY12tue77njuLlZIeq6o/2SjWRb7VW7vzW2ps3FufH2vm+k5ax5frTuiMgvaZN0nWT3H5PXvkn7ll53dpzk6yLrgJY1svYx2qdtX2h13yzur8DZs2SDo2NXawN9a/uUvqJyZnrPK7kdPb69jtbG6j9oTvD9IecGo3ixGkuy9BUXA6TvJF9u2e8zH9lrKCmnX9FXmn2H1ldcfI3SV9o5+uled2qjbH3Va53+1Tt3ve2OjuN8CbU/KY+J1Ff02lmx6D34ezQmSb9+kFdLi9QyVn3l9SWW+GXtv8UbTl9ZcmKrvprlHVZ77pvWfjlt5Gnf5BWlr7Jsb6avrDrLqkt6e+7zYskmV3X8zEavxEhTWbDE1pOg+sVjnxqkJvmr0XG9H9VoD+0Y6f7W+PPIODjau3Rv9zmeZpyaGDX6bjZOb0zU+CBP7sKtt/cao5iY2TLjYCaemKdFs4e9e/One82EG6dkn72v1tjzyh5CxWHvHrXE5tW47mWl3/4eX+S1nwe0lsqYJ+88nqCpZsftskUub9TsO821ex/d33+Wz1k5V8pD+3Wa5ceSf/fGFKudRWik7NjXI83lyvU83LGtzAf1oVotY9VzL8W1vVqPNu4zS0NrayTv7rXlndp62kpdJZLM+fGgGXOUr0XlgSOd+jX4zqL1ey0lxcqIOEn9V+/Hel+GzKVOgupPKfauxON+Ldr1+uueRGTr92FUa9pK41NW5wMd65Bw89H7lt7HjPzhu3vl0MRoTfyWctz+VYs0Hys+iYuR0vc7sWj0WY0kw5+Prr1aM+FyUu67/phZ3LZosD7Gr2hNTUycke0nR2PifEwkPwFzw/nDK2qt2X6g82DVWv1eoX+v2HRvg7NcfKSPPXtUU4tb1VZWO5buyduyck2NP/P6koh+R/23eNPHtZnm0dSGonyQx54tsb4/drWhtDdnZ1G1GY/Wk/zMTFtQu8vWCB5bRMc1KytzmKFF78jH5LOVmGLVIx4sfj0iDqLXiiNrzJlxMIrfcXx3r5kNXQeKjoOr+2UUG6P2ZOTeXr2n3vZG92ux3avEbuu+bPOQUW/KuJ5Fa3jnBbl+KPr5QsfRXqtz48nQ61H7yroHtXORFZutSHUbrSaMjlMW+4qaX0Tcy+aEZ6GntJVnoc1/0Vgbqb1eH//Yff8aQWTboZ9/NvXT4NZEe1xEzcSLpsa3WtNbnUcrX8Lf0nneOduVB47G9erea+KVR9utxknvuqK18QnQecyMwdy6fX/o+kVxemt6akVXWdjpp07lm7xKfmmlBjuLo1w81bCS32bmwD3oHCUqh8nUWVFzTWN75HV3kTGXqNrUCpr6j7Yu5NVm2j5ojplB5t6f+db+VUO7bqZtWGOE9j68OhON1Fb0H1qfrOaFGXvGuhf686RrvxXHZULHoGFXPhfFZ/e6ws65KK7LjliYFV8i5yEzDvbz0us+rhYY0e+o1sgd17/2zwL7Z4LaZ4TWWGQhc80ou2La++O/ue0P81nV6vyNuye6HrM635v5LiI2j/aDtHf6pj0uq2Xq5pU9xl0nug+OUe5Ha4wR9NdC5zg75lbrW/s8e5R7a+c4Og/8DFh/rraQDY1ZqyD1b5au1GjX0XdSDKZz98H8PYvTaP1wZ82xaz7Qvvw0pJxnNbZGwMVpLrZI/WrGluEn3+T1ZLhYJWnuqDqHp/aPAB1vPcdl5fbIuSjOBeUbdmDZDx5/+6P4/mRmOSF6bKu8yKu1BtqvbSaaWtkMzvYy7TGzjeaI+z66X+69NK5RTj/yMS/mmFnNNCr271pvKTeQ+podg9bbHpCxj5vDyOv2+Zxm7aX4+lYcZ4nNWt9p6XdlL+1ab49tIEHq34hcKTpX6+cnKyeM5pu8WnmT11H8r/a/hq5DFmez4g/RmimDVQ0806IZ1yzOhGrFGbSWwJ1rtZvsuG3Rjiv9ZGqmLLK1J1L7IjV3//rqvj+dzFzOMpdf3XsUaJuKhLsv5NyO5nn2fbSNeu0fvZbFNfDYeqQPRYOuwaH4Iq875qLXu7vvs79njeaOihv935zu+uw+uxIruv30XIFjlKNSZrnm7F60x2XnXsj51dhGv3dOAfk7Zs7Wovt4k9eImo0Wek1uz6HqUrO+s2IoOgeP8M2WdR/NJbouWZwN9VdXpVo1RPsmr9/dZ/RzyW77cy3X8Oqftv85vcB9rmGk0U+OR1Js7o/v52eHtrHe04lzHd1GffSvs/Pb65+/79G/jXgqPweMofCTWXemf0f0pfW5o7HMjil40PZ5ClatgeDr71joa5YtoO81Y+5qT8Qg1bzb+2anFjx2+3L2FUWmf86owV4V6Z7ofo/sN+Kan8xrUTyR3v5//86sN1+xRj2qNf02zr9YWnatP6Lmyq0L+lnGKTQdFtGorotsf8irBm481nPv1KR8xqvdvxfOR9v9yl4pijvD1S6se8WS/7yZ1xma3I7Ld9/k1YP2epzems31aP5XakxfzmtZ6gdZdYUVou/3m7zO+FIcY90rqzWCnTnYrE/rPpP6mx3/dvZ5dzi7y7x2FtG2u1r3HNVCufjQ+0qND5rtN8qKXuWu77UF7XhpvN/lp+ia/CiOH+kKCboGVCtQRrqIQm2FW1+uadbIU/Ph7EbTl+eZmOU69HozzRJhr9J6afyttvVrvKrnredY4/jID2q1lmcddvkN69jRGtjDim/P6GvH88tZHJbO8foNr4b3tt21A6vf4GKdxU6sx1v6n+m+T+E1wz9x/vVFPt/lD0c+cbQn6OvJRPkTa+wbzV2Eb5HsOLKmwGkebn/2e1Wz9yPGv+IfIpByW3Tz1qq0/rV/taBt3rjV+qF/e67j1TZeMmJ4pM1njVsTj37R+EOPj5TuGx3LZv663YPXB/VzkVnvy2xW/zxit8b2wNmwJufhrhXpv6g/0No2Ml5778+jr3f5itmY+9dInez1w95zpHN3akpuvj26aMYXeZ3BnRudh0hwvn4WC1C+1+uLNDmOdN6KL9Po7hWtkc3K+Aq/3x7VAbw1gmgb4nyelANotNAX8/morqGF7sdX90o/97LqG+jfV9PyXOufvXH6rv/MY3Mjv9o37jNr25nTe887ubYRVd+Y+ZuIe9Loc62WW/FTI1Zj0etj7Puj4sVs7ze4llnPQPnElTGiaxcaTvMxmtxBS4S/4nwXF7tGMU6Ta+7yT5Ga+NW9rmjRVQ1c/A/Jtjxx10JvC9JejLDpO6DVzBF+KxNvs2gMz3Us+subS1v9/6hx8U9zvehYl52njO7Dcu5Ii/TzoZ0j7dq9B9ez7BXvfGVpg54IfSDF+dHfnhrWqvaw5EUzVn0YoqFzkLsg7YmdPnoEjVerPmLkB5+OJkb333FawksfJ17k1ZKDZfvTldiCzrWiNaQHr/bS3ENUTohei6xcd7TudL9pc2ZuXV+Tfoo9NrHLnjL0+wlEaY1d+3cnr+51dMyOePqLNR+O1CvR9yLNYdaarj7T+une/3SfaXJP6bmdRdvv0MaWMXH2twO6xjvnqviHOz5brvbftnOdZ75oZoucnsmye84fac7z+NTR+d6xfwjfWZvnPHRNsNiDNw/wXGNXjrIb9BpKePygh5X5Q+ukK65rz6zu4q2H7qi9/nSvGr9xWq6jyW8015GOR9dfinx+19mSc9Hca2de1ux+Zs+00fEWmJz5z+B9+5sD3X7n6U1eG7NY+C18347ZBVobFOto1tkS33v92eskT81Uo4tG92fNczxaf+V5loRnPG3d+vf0b+06f3av0dqNXkOT03DXQOdZu1n125zNfE4+RzCz73ZMxn7jciAuH7LkTNp8azW3733Rm3w2y0WtWPa0Jd88QXtwfmXkZxDP/Oj6Wv1sJOh8EsVKnabfG9Hrl1l/7vef9tkRh9XWvPujB5XLtrHR91os8xTdLH4zw9dZ7DM6DnhtTjNOzXglDeTJP7T3g4wr1v1O9+roc4n+mlkNrW20IPddr8EkIvRUv4e5mDrS95a5+pm8p9db0Sel6/y6LjJH0uZQmbUjJC/y2u8jLib1+1Cj51bg2uhziz/RHr+6l0fzqbnnaL2QqevQdhyN1U9E9o3WdZlQ/fT58V9N9fsZuqF1HZodem7GSMONfF//GqE1++tn+tmIcfZI+3AUlzw6NNI/oPUlwu+O4s0n87eV/jr9NVeu7R3LaAwWPR61Jmg7OhmtbWjW7Kp6cbZXfz74e4nOPaPI0nSfH//eS/3ean9rY5cnDmn3+WycozmKmHtLnVNrm7PaqEUr9HonQ49w65u53i+mjxM1HEW7lpl9R1FN16Lnvf1uqI9NdC/M9mqELfV7MMpneH3XrobO269CWxfvuf11frHoqj/G46Pp+6f3pzmXHnvKWkbS7lWzrpF9jb47YZ45VnIyDqu26vO5iLwuQwNG2yc6L38ibS2tGjRai2ptLkPXoUG2HTpulg9JuVLzyVlzj441T4POvSXOzOKrNyZqxhutUWfj4Y6N7JvmsVzNLivGZGjZ07D4nF7j7SBTP1Ad8Uru7xQy16mfv8hazqlw9eVRvXlUg7b2F5EfWepmWbX4Wdyc1e8ysMRBLi5a4vnbcGwku/RAw5LHjT6/ApYWlTeh9fAuOB2Wrc2i952lT7QezJwrpO6R9rDW58yOy/ZhXPxH68mi0HCS1tmlCz7JazQInaOZ93Yscu69/fzO66z+gdDsq/EZYSc9aI3SM1pXqf7Fnat5FnC3Zy/oNluD2Tpp1tLiB72+ckVDc017/Oj87IbIG6Wcqj92RuSYItHUaaTnQX+610jQtYMT1iiKH/JKNS7nWyT9O1pvbj6i1pHTsFnPIiw1yitqugY6p7PmKLv7G/X9Eo636DCNxtS0XboRyR2bRlNmg46Zd2VUW/jq3p+umXaMTdKWkhbIBK3dMrQgpwclvTj6bAWN9tql0az3Npq/3/do7RSpiaxaKRL0/RcFJTu3o34tO7+10OuX0feaPbwaq2bH3QWtDaDHiebKz5E0dX7NHFj3UiaINpoD2rjP+2My2qwPjX3QWtMnea/VSdpnUZ79ZCHatiz2Zsl1f8hrT39cxJ6U9iv3fnTMDtA6xBIHo/vQ1EO0dma1g4h1jtiDUXZk7fere7/LplZsSzp/Rzy2rCk6t9LGsKhrauJjRrzbVTvJJPL5g+QrqsU19DORouCIjhkaDcIda61PnUhUvmXRgDv6KJ6LxmY0NT6rHSI1ljYP+uleR9f7Iq9SzX6ks9G6M4LduQs6f4oc+8774daLfsa9vwqIGpk039IxiDFH3NfdGN07eh28azf6HLFXvP2hbeIu1FzGzaHWZrP978hPWca6G3RN/ip8kdeaw/kczb5HodXQ3r1+CtrcLyq/uWKuqkFTT9HUWjT3bj3+FNBrpLVD6944BfS/QxvB2XlGP2/lMdG1UC39tTX9nVBfRs7ZFf2c1SdyPqb38x77ko5D21bxbCT/zPn10XmnQ5/pV6tW7d9ttG9mx2uvO7v+itaUiIqxNO/jdMGb+Tt6DBlYdFJ/T6N5mK1FpI5f5eR1GRHV+utljKcd08dd9O/5ijh+DhhDcR4Zz7xGz25Oe+ZmORf9LPHuoPfBHfBqRE5jcn9zOnS35t1le2j9uJt+TrjPau/uRfNcTvucTvu8MWI/oZ8TZPuLEfU8J5bR/XO1hawxZF6bA/1cvCiKMb97NOu5F9cs5/bX0DwbQDWpTvzbRj7S2jKfVX582OfXagMr1ytk/tin/D/tD/Oe0/TZzZpjeM/bfV+ntjfz2j9v6Z+tnED0/vF8l7WXi6LI5at7P6sHev3ALCeX8v6IWnPPqM7j7VOL5vcP/W9V29hm6zdar4xnOIj6W2ZNLouMueA+0+7BL8Oxnr18p9rZi3n/LZzz/nuMxg9oxvDu3o/O466NfgZ1NZpt0/ff3ecZfY7624F2L1ifZ2h9Yb/fGpocYKQPuL6lveKBu3Z/fcmXz2yjvwfauONnNTU6b9y5s7gv3Q9lNreSnXDjktqq7pVsnNOLGvtdiV/ctaU9aHnmODtOsivruSvPU2fnSnYlrYPUIu1K2tue77W+boWs6+4iQpf315RsTYqLM5uUtIb22qu5s6SPGlFNyi+kubA0ad/S686Ok3zdSm6t6WvEip/S5OBa3x+1hzl7lmxwdKwGSzupli3pFG3txhPLtHj88Mw+r6KvJP204rtn2tsyzyv6StqjGXthVV+t2KzHZ2lyZLReitRX3jxImjNqs9rjGtT+rPtwZY/SPrJikdWupXvytkgtY9VXXl9iWb+V2LlTX3ltubdnrmntl5tLSztJX2XZXm8jHCuxStIeK/WZSL/ujRcnYK0paOoMK1oUhcc+NUhN61+4MVls1DJGur89c7USB7Xz2vshaXwrtmHZC5E+aCUO0n5WrrOq7awtMw5m4ol5Hr276sdm+yJ63Nq9Z/VblhhstXdUHPbuz5UalDWue1np9wprlzlP3nlE6Sitr9pli1H2I+WaKzF25Z6s50p5KF0ja34cFUu8sWJFI2XFvhHSXEZcN6ted5XmnYtfqO+JtvWRD9HqJU2/kQ2trTOgc6U9rmGpp63UVVaujZhHCeu9RvlEVB4o6fUVrb+SU1nxzjtaTyPh5jEzHnv7QRLVMuNfhtZCPAM6HW4+JB+0ku9GxejIHJcizceKb5J8dWQ+YsG6X+iYI2sGM0bXzqqZSPWUlbg901ortuuJjZb4la3RMm18dW5GY0TrHa8P4mw6QnNl+mMpF4/U1tp6nFVbrdiwdE/eFplrWv2Z15es9jvrX4pv3hpUlA9a9Z0z++WOj2q7tXdmXcaj9SQ/w2mLFd+ZoRFGoOOalYy5XNGiT2OXlkOMzxOP0OvBkTXmzDgYBTeuzIauA6HjoDY2Ru3RzL2+ck8zLDZ7lVit3Y9WH3ICK3riztorE1SszNLs2fvKw6qfyorPM6S6jXadV+NUlu+3sDPe7QL9LPSktvIsVNrnJ+igGZEtUzfTMe/U63QNtMc1omtRFtB5jmZ+dnHinFl0b7TeOC1OojUwEm4eM2OwpZ9TOKVl6CkPaF+ORNJgHCs1WGk8yBgfnQP3oHOUqL12hbnOuu4uMuYSVZtawavDInVa5rVPqZtItqS991159o9izN44tao3UUhtRQOidUpEXhi9Z6x7wXttlC6w7sfded1J7JyL4rrsiIVZNh45D7v2YnQtcIb2utw4aGzO1Ewr8WCXL90V09B1uCvV6ryNuye6HrN7X7VB6z6Q9g5t2uMyW6ZujtpvO/po7KoHonOanevnyRFOnGOqPaLtITNeZ+SASP17op6UYg7F2tD64a6aY+d8oH35aVwhtqJiSzS74nhk/Ndq8NU6xwlxWcMV4u2u3B45F8W5aPd8lG/YiWU/ePztXTjZh3s5tQ56dbvKbJZ5Q/W7ktPvivWWemzkekt6fWUcaL3tARn7JP8ecV1Lriat5cpaR/m2rD52rbO2P3QM6UHq34gcKdNfo2LGCis1v+xYf4eGrkMWZ2PxXWiNtIMoLezRBdpj0XNUyMzWT6ojrNjdzrxwpaYmcUIuvDLmIl5zX5XMnM4yl8gag3fMVwE9p9I8S/45sl/vddFrWFwDj62v2B16H/ega3Aods+FpH933icqbtyVFd1+xXwhM7+Uvn9S7nXimCSQv2OmtpPVR2TtxgK6BjW6px33rvEbp9Pvkyutd3FN0P+uJIJq1RANbfer+ofzByvxRcpf0b5OGjPHyrVRuu7EOY9qO/r4bejfSTwJuobosRR20PXDjBo2erxXBW2LJ5OpNaLYaRfoe0XOFdoWT0eqIdO5tNbZLOuErgl6xmzlyTXXHksuFtmv97roZzlFcSLcXsmsN1+xRm3x3daGrnMW8TZ+WrNqyqhz79K0eY51rqgdaY+7MuhcqShQWPeKNyfSsJrbRTxvs2KZ65Ua0+m1g2yi7tdq7yvnRtUW0LkYZaXemnntp8LZXea1s0DbNSXLh0mxTBv7uLWa+fQVf+mp01hqNqv6RRpL5t6zzE3kdU+jjZuzae81pbmL0gCRzwikdaV9WHyj1FZsOLpu2Jq0b1fGbNHNFlb7nfUvnbPDB60805L2ycx+uXFnNnROHRHLVvSxpC2ic8gsG0THNSsrczQCnXdfiSgtF1WHyh7zFWs7WWPOjIOZdZzMho5n6DiojY1R+zHz2iv9ruybK3LnuYjWZkWePa0SodkjdXVmbLTMRXZM1iLVbVZ8v2U+EPPWkxXbkHifZdyxrTzbybSdHX44smXqZuk+svpdWb/oWpQFdJ4TOY+rnDhnUVo4s4azK06iNXAGK3ojMwZb+jkFZMvWUx7Qvvw0pP2UGUeRMX40vigfhs5RovZa5vxHzXXWdXeRMUeo2lSmZjrtupl1FKSmp8fO7r2/rjRXtA/tcR4s65epRTORNN4TNVJm/JXsKOraO7XAit87Nf/bwc65KK4LSifRMWiPy2TXXvTU+7ys6BMaa7NsZBRL0L6zBxnf0LW5k2p1ES16/bLitYbTWqZu3qk5o0DWCE8DmS+cOO9Ue0SPKzNeZ+SXp+i6U7SjZe6sDaUb6JjvqDl2ziXal5/G02PrLLZEg9JSUbWI6Jh3xZiNrDehc/momF/cmx17fifeeYjywcUZnFoHjYz3CDJbZj4Y1e9KTh8d009bY0mvr4wJpcdX2BXzVuZ1V86YudZRdr/TT2eu/Uk5mIZMfYvOu1b9OnosHqLqpxmx/g4NXXcrzsab996VHZo5SssU57Ky9tz3aP0gacfocV1Rl+3Spug6MBr0Ols5pYaNrrev1t1PBj2nnnnOslHvvkCvYXFdMvcJeh/3oGtwT0HSv1mg7Qu9l3ewoqevkC/0ROWraC19wlyu2AZ6fByZv8u1+L2s31Zn1m7QdaaselRmLL0K/T65iy1cgai9fDUQ/w4lmmrVEA1t9xn6aMWXXDFeSTE5cz6yyJor2lbOvUJD/06iKK5CZm1wVz9F/HoV/yZKV2Sy01bQ95oB2sbuglRDpnZkrbNJdomuA3rGrH2eVzXXOZbcKrJf73XRz3KK4kS4vZJZb75ijdriZ2YNXdMs4rl7s+rROza63qfkO2i794DOlYpiJyt7xZsTRdSusp6freTM0lxH1WJ31vVQzz1n7Ljv6Lhiyf2vUiNYqa1mXrvwgdZeDWlvUjux7uso28+67i4y5ggdFzLq3FnXXekjq16e6Vuy9NxOLRRF5r7Oso3Imuud8u4TtNQd4fb+VfdNhm9G64fiTFA6CX3fPVH7DlV/iIbGWu6epO8tmswLypdmx63RPJ8AsqE1xm4bvFrL1M3odfaQ6Z/RecxJ67cj1mbmgdFjtcTfHXFa4gq6Dpm7RUJjueXYSKxjvnqr2lcuFt+N9vs7yPSnaE0lxazdz1bQebqHq9VUMkHXnYozQe/RU/Z8Vn24KO6E1CzH9g2tt5A5vSemn2YLUddFr2kUmXEOvfbFGmUb/5Cpb9F51xPhanl0TWY1P24Nq/27oetuxdlE+U60fooiM3ah7y1jPtDjuwsWO4qMvyv2jNYOp4Guzz4F9Dpb95SlDn3CMyorpz5ru8p8nPB8A71nyn8WV2dlf965ZndVJH8VsV7oGHHXmI2OZafhzTUrD/SD3gNaMv9t1A4/jazFoMe6e/yzvX93H7F7HYviF/S/b73Sv4et9tyGtnsPUp6oja8n6I4IRjmLlZ0aCMWTGvp3EsUzoT7F831Ev1bQtcInYVlTVL9F/B47Ac4uVvzAafdS++QcMp+DRrGzFkj7RecBd665on2sFfSznKI4EW5vVw363y3Tj6LrnMXz7LnauEk6Am1vVwadKxXFiXB7ZVeOLIHOlRtRc42qgawwmxf02E4AnUNlgK6XFPvYqcHQe/U00Ps8A3p/Fh2AHndxJug9esqeR2vg4lyicjPPtdH3njUXmWTdO6fv0Pd6EmitfRpRMY2zRel7NP1coMdzGmid5LW7DKK0LOeTPOcUZ5HZpOe9Jz4PRj/TKM6G+jdOl0jf342TdJBnjJnzgV6bJ6Ndh532iq5HngZa+yB5wrzUPimKoiiQIHOU05DqkmjNcBJou90Jeq5PI2q/cde2PCdAz0M20r2eOBeW3w1a7WXl3FNB14I8oG3sDqDX8MpYf5888iHF+VSr5m0rdpfpj7T9Ws9FxzQNO7VSpm6zNFS/1fiG/p3EaaD1nIaVe8qaq6vPqYao33Ryc4T+nelpoP1AEeMXijg8Ginit+TlA/KQnreg/fBu0DXoO4L2WxGgn3s+CUsNAz3Wk+bCO0/RdaXMGnTUft5Z50bX7Ytzqfashra3K4POlYriKkgaDZ1nVy3HhnRPWXOFmued/aJzPCToukqxn5VaXtTvR+5CZt0589pFPmjfXuSDqrHeCfQaFkVRFPcApfeyNDe6dlb8G089VXvsLu10Sn0BUcMo7k30fkffT3F/ULm35FvRteorc/VaeZZtoO8LTbV/tyh/wzXPOXdtlrmK6CMCS06DqjuvxF+r70DX6jNA++M7+PDM3x5FzdmOPiLiSHFv0PXDJ2HZs+ixRiL5uOhrZ5C5B6/oq9Ga445xDz1fT/BFEZw0f2jbKPT0+x3924AngaiFnHI/d8Cyz9BjLXCg/12uh2gdWa1aNV3b/W9Xi6IoinuDzg9XQddCi+dA8zd0jW5H3U8CPd7d91sURfE0svwvVxc9fcyeeyp4rHOb+XwaPRce6tlb4bWNp1FzUxT/xuM30H6twID+LeNpoPeuBvQcPRX0uhf3x2N36H1R6P2G53vttZ8e36X7Pm1e0L6mKIqiuCeZ8QodO68QY9H3XoxB/0apKBDUPombP/RYnkzEOqBj0F3gtI/03El7LFpDF9fhinaDfv67Cnr+7kzm72JRvwNeYXd/RfmNK5K5RrWG1wb935p5EpZYiR4rGqpHtMdd4d9CnYb2nj1zhP73bE8ha87RtokCrYWLc4nUXlfw+yvXLYqiKIoo0HlpcQ/ofxuvWrVq1apVq7av0Xi8cu4KO8esve4TsDxbsOYIV6xHSXXHqs89l121bWkcp9gc+vlQxh48cY+eOKZCz91b1lyh5nnWB/f/dKAN/f+XKIri/lBNgB5LURTF1UD/+1wkXD4snXPnudtZd9gxLvR8FsXTQce3ojgV5PMTNFccswfqC71rifbhJ8QF9DoW9we9J0o3FcU+ov7tpOffZqL/7ag0ZrT/84CevzuDXtvTQP9uKxu0vRX3INMeLdoePQ/Z3O1eV7QS+r9jVhRFURRFgYbTSOh/c5nBSjt1XNXwzZKnznJQrlnymlMaep9fycdEnXuVMUePvSjuCH0OecdmfRZ794Z+1s3NM3osZRvVrtKyfnOG3ltarjhmdIwvzgVtm0VRFEVRFFo8/1YErbU4Mn73Fv37t53/9ijzt3RRv1tG//usCFD3uzLvSN+B/p29Z8wr83FnrHb3pH/vcEfQ9oa0551aho4Jrat2668rgv493tXJnGe0PuTInMsd40DPX1HcAWuMRY/3hDkoeKLjiCc/oLGa++zVHd9soNfgGq2u1RHcXGnzee7aXjuXxqs9J1MztHWx6DVuDUfQNeht4D1YP25epLyMa5o14vqXGmc3mr64+ZHsUXud/nrcd6v2OoJbp5m/b5972+7nJVY9zPlBS03Csw67/IZmrKsxBY3Vt3PrEdlXRB12pd4nneP1G96ai7ed7je4WGexE+95muto1nwnp4zP4sOvRJQ/scRAbSzz+g9pfJE1SU6javalNMaI8a/kNFFIuS26afJv77yu7ilt88Ytrk/PdbzaxktGDI+0+ayxW+IS9bMrvtxi8+hYpvGHXh8kXSOSyLbim2fs1tgeuPX3+pdI/0X7sNo4IlZ779GjsXf5ipPrG546g7c2sVNTSrXKfmwjDTWrWWhtk7tuZA5ijUWtneh7vf6Hm2PreSv+TGP/mVpjlZXxFX6/LdUCPHWCSBuS/J32Oho/OaprWGj7MWOPRPqG07W8pVnmYsX+ejLaCTm9R9ucUNeInAurxrLeG/WNlmtH6W7p/rP8fGSckO5h1KL8He0L7RPvXt840c/M9rSFKL9s1XsWf2Gd9xXfFKmJM3QYWudfnVXbWsGyF6Ni7V3IzFF2zre3efWG9Toa/RWVw3jniIt/muteLU/R3JNXh3jnyrqWK+d75yszd6GcpAs0+29nv5Yc5goNnYPcBYsGQrEav1Ax50po5mvFb838HhcnvDlYth+NiDHonAsZA7NytZ15YTY7813P2kjri56/u+Jd4wxbytDvJxClNXbs3d1oYtiuePqLNR8+URdo5zBrTb3PiST79zw389Y4UNo4wsfs0KuIOduF1ZYQ49pBNVzbuc7evbzTB3B+aKef9YyZNs0xmQ1dEyz24M0FIq5xB9Drp8HqA72szCNaK6HXKAKp7mKph+6svc5qFlfIb16DMUh6RNIoO3Pw4gzaOntzr515mWTLfdudj16Bk9oorqAbna/IOL5zndHaoFhHs86W+C5pZ099QaONuHvbmfNF17JH2tGKZT9L2ixbt2lyGu95VyfSb3N2QudzZEvW9fSc48U61qz9qs3bVnO9yBzRa5Me/76zjrWar1i5io7K8Mtomo3tXnPrPtvlD+9KlP/NGJu3vrbTJ1K/0/rnPtNq8xEre2Rl/1NOr21k+ULv3O9q3ri1M55499euGB6xT7Lvj/pGSx+S/1n1TY2TtcKqP5Tqix7fN+oL1U7W2B6k/Yb2OZ7coZHho6Nz5yvkprv8EFrnX52dtmS1rZ21rwID16Tvf9tOjR3p7zLmz3rOzrlreH0E2j5P4vQ5PFEfnELT9/S+e+3fPr9CQ+cgd8G6VxC+2+sP0GNEzNXuudf6H816oX3kk/O9HXM30hCzfDDznjNrDtljzMh3a488D42tPCkv4uzZktuga1ZRoOOsBq9GRI/7JF/qfb6/us+uoP+j/Aja/iLnpLCR8dua7N/bVLO1XWv8C6c9Zr4mwy9KjGJ0hp+N4qSGrgk+GWqXs88s1xmRnSsgkeYn6jqng9Idbf409pbRb6StXAFvncXKSh7AaYcMkHWATNC1uiKXZk9XyMG8e2VnrnI61caN83/o9fKC1gZFLm2dI3QRR6Q2st7bzpytHys6hxyB1gmonO6KrPhttJ1dwRZnueEJ47s6J9sWumZ+B7zPUqXnrFerpXjG1nz87nrPqfWhFbxajfssmnfitSPZ5Ze947PGnma/s++eiLdxtZ+sehA6J74L1Oa5Ojzab0f7Rks/3jGi52vnekSuFToXscSMEzlhrHdY46Io5qBzEU+ugvbPVv+NBD0XEbGmp50n5Z/o++LGkjU+6RnBaC41x2SyU++i7WEVdL4QgcY+0b+DQFItp2nm3mu7s+uMjtnlM1Z8sNenSy3qOqc3dE1Qwy6/r+nfM2bU/VCsz0XaWJHPzK1jfTpo3ZSBNu/25OhXtTUuh0bvwR5ULeYOOeB7sMZ3QdKDp49PGm9kTcSbB/Ss5HDofPMOVLM19Hp5QWuDYg+cL0drrlO0Kte/Z8xR97VyHbQWmYHOza6CRt9b65EIvDnY03M3CnrPXoGo3AYFev6KolgnI25mxdo7MMtjZnmO1w9n6bkIPVjE7Q/0WJ9IlJbi9gw6n/OCyvE8c4i2H44rNKudtjb77oQmjdlyvoQUt6PyLo3/yfZvXq6+77y1XevYV85Hx4s7gM4pMpHsBzUuztYt51nx2sbOvbbLV+7aV5n3gN5XK3svay8/gV+7QtfcMkHW7dF60aof0eO7Gjt/42OJE9We0dC/RyqKIg6URkLXC54GqqY30v+7c03PeIriyXj2UvMxO/q6Sz45uhdvjWnn2K9QgzgddL3KWldCj6XIWVtp3Ys56GcVGnbZFPo+7zCHxX/t6Wm2prXD2Wez8070XZxPzfCzaJsuiiKeVR+6w1/vvMe7gK5bF3FceY2vNt5d94r2D5E+WqrTXbGGdwV2zimqToSe40i8z3WinjNpWD3/rqBtB7mXEf7mdND/TblMJH+CHp/0+9uV3+ZGP2NfZTam2VjRv4fY8TuLq61lxVVcXN61JzXnFEVxD9C6567Q391Xq1at2u5G/ZHmGA0rfa32nY2Um45i6E6dzOUQK/r/iUTkbZIdrM47KqfPtumyw384qXnGHHVf/fmcbkb/29mimEH9GnosRXEq6N/8aH5zyH13yj2saLvVa6PXpzgXtF8pcojMj6PZ2dcMug+keTl1n6Ln8ImUDy4y8P6eMuK3lp7fvez0f+jf+0SCjiUaUHVsDvR63RXvOkjxEX1fyLFofDD6N+RFURRPovle9G9VNC3z2k9p1t90tCbF98iGtsWs34vt7MvbZ3EdaI0E3Ua1m5NaZE0q67qnz+GTm6cmnm0bO/tC+7s7sLt2XhRFcRdmz4azfLa3zr5Sn7firctbn23t/k1B1Hg09xZpi7t/7yKN8RQ0v8VEP1dFg16j2Vqs+FF63WydjX7Wqn0WejW895UVH7z3sXrd3XGwOIORvzl1XFdCs29b/ED5P03/GZqA+lntcSMsx47ykpH25rRDryP646KIimM9J9T3LPeE9kVZ68DZZf83yi+gofvyp3tPie7X4m8y9rxmT9I5kbDanxYuh1rJpywtY49b5im6Wfxmxr1b7DM6DmSNsx/vaOycFtLUDq4UVyL2uwbtXm/HZzfqW3ZqG08tE9G/Jx5HYNHrmbVA5P5D6ysUq+vlXU90DbyQydA23j1OfdTV7tmjl9BrHw3y3tG6Lhs6du6e0A2t69CgdF2v71D+j7t+tq/Nnicto/0qaVDpWOmaaF1phbun0fxJx1l9/p3IyLm0NndFu7sLaH3n8YfNBrPrCp76wsq+2MVqHEJq1VUszzI8dpqtqV4L10OuK1qjXYXo365U07WM3w1ZfPHOXCU7d+lpjb7PbOi8nd47/Qw9rh6NvVjP2aHHokDP/+61PIWVtTpx3TS603Kvo1gx+i4z1+r7OUkDonPnK6PNqfrj2lqiNajG3jI03Qlcvb2ZvxG5kQd0rHkilnyKxkrv8+LRd5Yxo7VtNNnxiMZ0tD7Nxupz7r72tJ/dfZ/K6np513NHPehULPU6RN/SuFbGuft5wEnPBix7i5u7t3PNvedRZjpGe34klr69vhFpq5FwbZTfreSFo+/Quh6NRZdmYPUVmf3Tz9D+OGrOMnxPFGjfkwnVFKfNe1HsJMpfrWo7zz7+dJ7HXWcnp/i/KN2dNc6Vvvvv2vEanbrL/j2a5qX4/kRO0mWjeUc/u6lncXmNzgc3Txobsp6zy2/333lyEU3znINo6Lwd5eNOGAf6WZAGtH3cyeY8Mfhua061fevv82PfvSFzOIvOjQadO49yO2/Od6V8c6ShrJqqYW1oXb1CP0+l6XUNvW6/oOP8k3mqbjxhHOi4itauq7pXo4tn+X1fA9DWcSPYpVdP1LJou/fqPEmPZmrDCNBzWRQ7ifTF2f77BKif8PoRT+2qsNnpyP7Q4zudiOdEo+dCaC38RNDNu170/JPHOSM6Vu/WwpI/ONVeLfWFjHtA+zokaH0WUQ+gzM6N6nt0jNeOacyTYqF07CnxdXWcGWM6xX6jbf4qoHPnUYz2xm7rNVG6QBv7EePaTXs+R99HPKd9d+8p1XAN/SyyKBBEx0l0nnIluLiblX+PNLf1nHf3mfacoshAa79tn61eU9qf2dp8RdNb8smM8XO5DSrP2Q06f/Xkn8Xa3D4ZdA0tej3R94O897uCXifEurdjub26a9+u+A/uO7QdFQUSug8kv4CIMWi/GAn62djTOGXeaWyin6HHNZqvq4P2qVeCqzOs5va76iEn1iAi644zX9L7ld6/jL6/Eui1jLZ59BizQP87aI6fyecSO8a3+xmGF/Qzmp3ztHtuV/z8naE+tfc1T7TdYkykLy3+O7dPplq1ansbes8jsWiaDJ0zqiM8QVtZ9GlG/6g8YzYeaZzoNfvlI+B8REOPA/3b8QIHtTv0WIpngH4mSNk5xlHcHX2HnpsiBvR+ezJoLZ9NszH6Hk2be/TcnI40h+VTroflWTldz+aD6HsPq3u3vwb6+d/Oe1/VXOjnw08l+jlw1ji5Plb6Q//WpyiK+9P8za5n7KPn7U9+Xj+K+14dYG3o56HF83hqG+WWo++4c2fX0VBN17j84XvweaPNMX0/Y3Qc3SurdQv0Xj8BdO2oKIrzifI3mfUlb51rVPNd+T3Z6u/DMmqm3rXf+UwY+QwPVcvOBjWfIx8w+k5z7m5/87lw3kmM7qd9n/Gs1zI+9HPpYp2253b1cyIW//g5eG9lpx/Z3R8C7xp41getDXZgeZ7df+bR49E5hqbvjD4j854ILBq6/2yks9u1f5j+RlrWqnFP0MKjce3UekiqtpkHp6NHmtqqwUefc3uw/xytR09kNFcNhN5B+4ZMUHNaFFa0+nbkOzJ0OaclPoXjTgHhb3bqR1TfGu3VbGz0fsVWo2IxvR46TiG1yIx+Pbl1RNfcRpze3oP3muPb3wgQ++PuDZE3onOhHSDqOuh6wB3tRhOrstdztLZRa061a+ubvv9SfG7Fq8e0ayJdI5un5B131qutWbTf7HpITaq917u2mVa3fF7PAs5gJaaWvhqDiFtInb5LJ9IYRj+z1kctOmdn7jEbg3Vsluuga7131GLouSsKDZKP2On/TuJT+E47n0XhgWoVq4YZHd//PdJgVm0WdZ07YGk/g/fWhqjn7O57Z0xc1X6jPWjNPSLtkbMvmrPuGg86x9wBQq+g/V4E9F7ove20T2qj6PnYOeco0PefASKPQ9c7dkDnGD2WHbTnH/T99+Dzz8Exd/it1VUb+jlEUVjYGa/QGn0nyPyP0mta9Lyswt3L6L7uPA9XJdPWIzUn936mTTPHY8GSH1w1h0A/PytiQNtRNt5nj5/Gc7XPKaOxPkf1XAt9jycTPa+7sfiIK/oRtH0UBZKVeMBdQzpGE4N2xmP0M4kiPq+kn0nHfg3OpXjtBB27d8T+K4PWHihtM/rOeq3+83bszhoTeo7vuI6W/SFd43QQ/15xZ1ycjWH0+WjPWv7N5c57RNfLT5mHmY8sv8pzdfsq/sHinwr7nN6RatWqjRt6f+6AqweOaj6vwfuRZhjphyfoDo3+iu4TrbUj8xmtDWhs7GPQx/ujGvr3ncX/bBI9hoKH+gr62ehY6ZjMcVqPafeFeL5Cx4F+1nMnuHkdzfHMVrLGJo1pdLw03mLNd9yZkX2NvnsrjtGAvm/NvHDvNcdb5lmzt2ufY9E8L2zrozlmRst/M2IMvTb6+Yr1Hmd5sfa43aDndxdoX50N+rcIRVFgaD4O/Szirm1nnEKvYXFtqsW2pq+q/a9ZdenITmfHa84f0fJh+v6P4zpXBl2LKIoiF7rXOR+AqK1YamTeOhqajLW0PFM7Be86rq7van/oeYuk7XX6XvIBn5PPpfqCdNypcDVS7m9PrRVd9y2uASoXoHsX7a+uDtqPnVBjpp/1c6LVi+h7KQoK2q+cxGw+ZnOIzsuKokcTizTHjq5t7ZM7rj8HPWeWuaV/N51r/Q3O7PNddSvKz+TzEZbr7KzL3RXN/Bd6duqLtmaWYzm0xxXXBK2Dd+6FTDLypeaH6ftX97n1elJfxT1o64po34P31mNOa+hn0UXBQf1405r0/Xvw+egYDSvnngxaj414D95rjue+e3fvs+dS6jN7LIVtzTznrdjHLtDPQHYwyht29DnSoRqtunqdaO2syZ2iruOd3zvyI3z35L1dFEVRFHcBnVvfBc2zkKaj+s+4Y57IaL56mu32n3HHPBX0Wt6JDH9Br63ZCyug5+8URnPR+2b0OH+h+5jb3xn/jkKy2e/B+6tiqYVyx3J/a3kZj9/JbGzoffEE0Ov/VLR7eMWPZvhtOi7reEfHr9x/MaZatSs2zn65v60+a+ZfUD5o5foZeoDmjLNcMpMoPW2Nx7v5GLzvjxm1XWPTHlMtrqF/a3gnRr7B6yve5NrvQZ87cgjLHGjGnIWnP1RetouMf//S5o6+/9N9vquv6P5OIWN/0Gtn91Xkg/YtxRoaffw1eK9l1G9GjJj5nZk/WvV//Xl38W2aZ+LtPvvPuGM0WI+/Coi8u1iD85Pc31cE/VuaYo1ZXdFyzNPJmMeV+dX2JdWWEc/hIv2T5rlBa9nPANHzWhQ91aohGvXPnL8uYkDn/kVR5GH5ncjX4D133BPZuW47+xzdq/T56JjM+T9h7aLGY7lOf0wbC7qucQfQNdLi3mjq9/0xs7r/6N+ZzH7raelT+5vRqxGpXdo1vwZ9RcY9qa+70dvjjr40+3X1Ou1YdLwr8kA981rtd8e/Q7gjb9B6F0VRFEUxB53PcKDyOk1f/TE7a7yFHulZjed63r5mtH3Yf8YdI4Gq363UKnaMo7gvbQ/u7Our69fyuRX0/BbFblrco+931aukZ0iW51ZFLs1Gfrr3kezUFyNdI32eZYtoP3AFqsU17x7h7LW196Av616YnVNtPs/SMRF9R8cVLk+f5e8cnjpABNKYtRpIOkYTI6y1j9m87NSC0czmAh3DqL/0nGc9ZndD/878Z/L5CMt1pL6z6Pd/tO7M0LQajTv7POI6u+7tzqCfLxTx9UzLMU+E+nQ6V6N5tlyTvkdg9dlZvr/3z1f01Zkxn5ufXX3ttI27rJOF8r9xaObLszaI+7CO3XId6zwUucz8KPq3asVaPTCiBndlZveCrg8i65LRrNRCi6L993fo+2/F51airrNKi6/0/QrVqlW7V0M/wyqKoiiKYgy6xrEDWg/MfD7S9zkbi+b8orDA1bPoZ6PaV1QNDf0soH8eIB1jmdNT2DEmeu9omy72c9d1n+0j9NiK4g5kx6ama+5wL957p++LXDzrNPqNkPW3Vf3n7djZeC3HfHXHS7+t6o+JnmvptxD9Mdzflr7QtlWcCbpedTdqTvFQ20bZ/Khf63gs1ynbi7EZzbHce83x0tru8O/95+gYVPwb9L+PuBM7fAeir+JaoONbUURDbdtr81+D96O+inugtR/pGG1fkl31+qv02L95Dd5bjzmFnw+8/yyKwgb16VZfXxTF+Yz2teVzK5rxRPW1k53rpT2We685/orzX+B/S1QUT0WzB2sv718T7j3lFdRX1HWK9TWN6KPYy6gmTPWo9Bz/sztPqi2PPt+de6HzwEIPZ3/95xl9cu9Hx1wF9O9/Mrnjet0Vzb/XWf03Pc0udvzbIM4erZ9b8YzRegx6Txd+yu9dh932IB1TPA/0f4+08DGL55Zj7kzTe/T9u/vcej3vGJ74b97ReObEMpd93mIdD/q/9/A0+vVF9Mt991Sa/qTvX4rPi2I3I/08Opb7HL3fVmLXjr7Q8aEoivuxOw8rijthqXF4ai2j4z1jiawb7eqviEHz38yvVq1atWrVqlW7Y/sevPdcJ4qo8URcJ7IvtOZFQGu1o7qt5hgNs397EnF9FLNnDf3zsdfgb03d/W08drSWs5r+Fee/kO0QgXWss2fEu54z7Xpet7uv/h6lz6/iB7TzjB5nsZ87N3qP1nvPnvMT1ksznlZHpu/7+jL3viiKolhjpt3aMSPfXBTFMymfUHCg/3s8CFq81Bzz0x0/+tzCyrxfdc2kOdxJhm1Ej6O4P1fdy8UeaIxG64SiKHyc+hxZc0x/TU2/Ec+1Pdd5El/G+dSCjnmnIO1p9PoXRTTN9un7r+5zeix37m5dTD+z7N+iKO7Fjv9eYNNJmmO/uvMs/w0VFNL9RLBTa440Lnqeizlo/X8H0M9ZkM92rM9dZjaH3gtF8TN43x8zQrom5U3Oew+uN8sjpX6fwHvwfnTM3ei18sp1MrT7jv6KoiiKoiiKQuJXg6L/+yYIWus/447RNOR9zO5PO9bZPVS7TpvVZLh6iaXO0mgtMn8/qUX6xBe53qv7+yRa0xzz0R3vbX2/K9fJmIeV8URcR+qjKIrroPlNyayNjrdeJ6pFjcfym5tqckP/Lsq67qeNueywWrV/Wp/3aY6d5Y398aPz216j7/8oPj8ZzX1ptcJJoLXVDt3Wr0vUdTQ2gJ6Dq4DeB0VRFEVRFMV1aP/+QnPMV3c8/durRWfn0Gtzfe0k8rlvy/Xp+3f3+a6+drLjN/Gafyvfjl39txyWe9f+zuAk+t9PjI5Z+V1F9Hhmc97GleU/R37Sej2LH0axcw6fiOa/X+n5N5ur1ynuB9rWd+0j671b53GXFv0avB8dcxV26MO7gv5N/ZPRzH9/TLN5zfXfg/ea42lf3x/7cgfUWoz63jlWbV/o/K4ong71i5wm0ZyrAX2f6Lmln3nnsFjj/wBNTPiM</Data>
  44. </DataArray>
  45. </GIFTI>