Eigenface,Geom.features,HOG,Gabor,SIFT+shallow predictor.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "c2776dcd",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1000 (0.3944638252408826, 1.5827948473807422e-52) 0.11275517264654883 0.019930713053529836\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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612Pyzsx7KLCcFcAq4FEwY7kCZ4XBxRKFUi7BWQFwUYteLOmnGBnYLakmRzwKE0qqSgSmcEcILymBp1wB4FZ5OPR3pQOsSiCs8hhgInQZKMzLNlnQ82fOHYRCMDSS0QGl6AINDR+OYZWJACpTRCTYwq/uSnk9AzNFaDZG64CHa2FIAG0eK93LUtkUwAEXn/wMvDho5Qhg0YSxcFBxz27uMwFyGyF4rvElVALvx895cu/k4Zj8WUIJAa853jsKIJoJOSsHkBSAcwAuvIWjuMeF2/P0PSKQFcQSHrRtiiOTJLxMhEutC+zm0+S6RwQCiN9n4X0KSS2wP732Ud3SnpKGAIDkFsqOdL6xvZ27K4iMFrq5BH0MYAwgkaYDQCEVQA8xqiXlqQgsIchDiVIELNCsvprOrXXN4S8CjVBORdGBiVy8XFoqQN0qA5Xs0889HMq6j+ABKBDdQkaf+lDovYTta7o7912C9yMnX0Il8P4VwNny+2f5O60O5NM/f3AmVGUW9kx/nRaSsJSZ8efKIer5rUYgFw5pngAFQqCiZcFcKMg9J/h8IrpS2CzMlOG1iFriN1l6Jgqlku9R9s/z5KsehrTNcxavJRKu3IH9PScG+bmKuKBNRDBEQEkB+GticwmSsulkhU+dMGiAoWTb8Ip0GrA8HhARRifrcTBLnnFGA2l0AEW8B4JAqUvdV7t6urAAdSIMd0v8etuh5KZIAcsAc505IGl+4YTazuNjdOCZxj1F4H+nj5aiBlnww4InyF6mUvDQnUN8Jwqz/+8ow5uAsFc05lAiMWoppgAm2y8iqKWgFg5yj01RANNFOLsJ5+GKJSFsDNH3mUu4B/fPEzNHtzNaEJr71P1jqSAcMisK2cnAJ/gB4hVpjDHQDbWLuzohkKRkYhL8LgK9RWahkwvw1Cjiwu/1EzTzFYYqnm6GoDfjBkTLqzs3MCwiMLJB8RJt5ZzGGE8qgE8fH6MDn3mcw4UAtFkIVoIwuwR8EnxlkS3MaDwB80QIzgMsEP+kAAL2uztw2qayCr8Lemb7AYTf74lCey2R8EPmIrjwdhkqfDfu/S1pWOhWMbqQVgtxjaRcAvqeEBYlYrCk47qycOXg1h5nJACNgIgomefRBVcQJs0gIVDV3/bWQbUAYziHp1EM+68Uq0jECNjPGJDUW8FDk1xM0Zm70Jsn9SCiRDIKhAV1zIIn6qnLU5mWv9t8kpHzUNa5mI3Pea5+jA685xFW/sQNTMZ2PqTIDHRfPLkGPiG40JI3EMRg8XwDuhvyy0lCmRCsXAwBEKqdxznU558vOfgmGB4hAFTwWx83fjwTLaTiAuXvWKUBxISGWS4X3ux65O39ni7nmJQHQUIZ6I9G1AOQcwAkel1jALavgUlMehgTY6Sa/KnE/VxUERQMGooICkHEP0WcU3GOQKa7oMlJrCW/fn6FUUTDkqUyxnWEYZAi4J46SKWwc4b+9/75A36engJPj8+tBIjouwH8FIDvgmKSnxCRP01E/z6APwzg79umPybaW+DLOShrZ8YkbUo8cLf++tfjySuBGLH/U58/zwD095NbsMhBiiJUg/WFVyvgk16gFWfOvuvpK3lGGKE8IumJtJtSJPdAMCwF98zav8kvhbUgK2ShNkxL5con/z7Trk/xAhkt5FwCFXSE69MxIwzVEo/8nAbN60ThcCGoGtzHWRGw+fF2nQ03ioAZGIUDJThB6AVNRBQpv2MMkJjwj6lQNZ+jgln7FUQiVzI0+bXevzdzA8853gUJNAB/TER+joi+A8D/TER/zb77UyLyJ9799N7/EKy+ZWZoFz4g/zPBt42mcuD50NmjA6XcQPzsLmQFUFIOgJN1RITWB/oY6EXC4lWbeFNJUHAB1ZCCxvZXwm8rK/R0oWuWIDPM4pB1xQFwoziEpl/vCsrvmf/GXQ7/bdxnIoxTlIDjc5nuwxgQAvpQxBDKYWB1D+BEKNsxOO4Ri5J1MvTvPUWQBQ9AKAIWidBhkaIxBpHpOgx1J0pltMNarHlDlarXrKnLVpbdi6UIW81ArleBC/27dvz/gqMDIvJ3Afxde/3rRPQ3oK3Gv5TjrGGz4C+ZW0n4g/kPlwALxHfhzuTgzW8L4Vwn4OXCjibY8uo9dz4z4ZnFjzRb4wOc3LtsG4golIErlTgXwuJvDovfa+htjQQ4OnBr99iOBZlspaKlVmJ+Hyuv+QsEWpRBPkagiID4M0ux8Iw2eOiwj/GkewAe6CNxGERQ4z39flcEQhpNINGQoQqunVPhCB1KGRjD0B8LaOjzdLfgZm4xazZgKQB6JDcRFFlqO7bbOhW9L5MPeNPcfU5e4L1wAkT0PQD+GQD/E4DfBeBHiOj3A/jrULTwD97Hcd40nkobzjc430i5o0XPDwfAmqDiwu6dgqwGwMkizQuYikG5gckXhF/riSvVW1IBgwVbLdhqDYa9JkF3oS2mXGopKKYAfLt8L7rdj71OBAHA8vhnYtHDtgHI8fuB1qffnxGCQH31vVY8tiOsP4GwlRL78HN1a880772kR+ShRkcGfn5MngcwFXWkMlNyZZgtF6EDnNCLCFCcBzBysQEDAySz2EiKFiCJ3zuWcAGKeR3ifAMPy+2nUCA9cga0BwIxmcJwfqCARku+fkKXJ8Tpcy63GvvKJAsR0TcB/JcA/i0R+TUi+jMAfhyKVX4cwJ8E8Afv/O49rjvw5MkBwI01WuD/iayZn9Ok1BNUX1BA4gSirNcV0Ui572OAOqHuyQ2os4UXM2MzctFPu5LzAxzEIDDTeZn09Wbvs2/uI5OL/nsXoLnNKZ2agE8er6il4PVxxPZDBpgYQwb6oHhNmOnKSPvN1t6HIwTAuQ5XFGs2I+DKQzAs6pHRgu/SxcM5E7+uPgYK2BSBCbjm9uijwSQL/VxE7BmKKYIxlDxkBhdgDAazYFifSGFWToIJsM7I3svQFXzvcy4xs6ILjeMsOStvGs+NAoB3VAJEtEEVwH8mIv8VAIjIL6fv/yyAv3rvt/KM6w7YPi1b6/6uV0WQNbM3GEkugFl4F3Yn/FwRBBpIacG5jDiiCqk70D3k4iSghwj9+0jWccZbBH0IvuNhW2B/XDdUmM/7ycRdziUIXWe5CN+4XCAQ7LWg9YFPrlcAloPQZVp8ouAqPNqQEcnNMGsdYUZHAknYfZtCzv6nbEVMpSWjWwg0HdPCiX6PtM7CQol0P2qQBR2YGYX6mYCHdgCKFmzW+MRvMjOjo8f+iUkXarHQ4WJooK4n0nPPbui98aVOFiI9+/8EwN8Qkf8wff5bjC8AgN8D4H97t1N86/N50h24N3IW2s02LizJxwdRxPfJw4TZPWBe8gf82FF34C29cxcig9o5LbgyYzeXYK81SMGjtfCPt1pRiHD0jodtu0nmcYLunGnow2E4EaEYijijAw/91QL8hhcPGAK03vHqeg2Gfts2iAiuTbPo9lpRi7sd96sK9fyMm5gPQ1FBjhCYQnRi0hVMKBFT2n7ukrZ33iD4g3IWfONcKNUSiJKMyjPoIinO7KtisFRgHvO7wRDSbYYXA9ncGJby21qHL3SSldAy3d7AB5zv3XOMd0ECvwvA7wPwvxLR/2Kf/RiAHyKi74Oq8J8H8Eff6QzfZSThjpRY0H2taxp7Cj6QrcdCEMb7NaXYIwK+GpCnFXskYf5+KgA9NM0CIZoVgQDwsG1L7B8AdvuuGjcQboUJv6cTZwXgMplzA0o6pqMmd2/8+C5gfQy83HcwEV4dx83EdIXX+v0MOD9esP5YiUFXBM4DMJTIUyu+7gdOXjKpQNv5AWr1QfMaI7Rq59dFwKK/Y6cN3fLnRKKh7c2IVmNBhQ0NrNEjrgwejNF9ZaNkmES0CanM5/2pBuuk2L+UxKCI/A/AXRX2heYEOPy69/ny/l7DEa8gdBbXQ3vFfL94PwlAJweL1QaEkKdJ4wgCKcqQYboL5ot9x6XW+G7mDTBebBv6GLhi+onKFSiBNsZA64K9Mo7ewzJ7RqSTbblYyi1ypBrbklmtd1y2DdfWsNeKZmikj4EX+44X+46jN1xbD97Az+UwC+yIIAOCqazmve9jgIG7iiDD/I4154BMQYAEDHUjuh27jZVMI5D69R3mm1urcCMKyVy+nEiULb6IWnouPCE+K4GH/KyXf8vkUwU5vO4grQN5d/5OBfABvIFvj4zBBW55fDbd6FnMkbSvd+g5Wf4bQjAmBKUOPxQoALC22Wn7YlB9hCAr9N/N4rsAAVggvUcFKjPaGLhsNZJ/auFIHc6Vem0MVObpemQXBwrxXQEwWfkuBI/HEd8T0U3ocrOl2/Za8GuvXgdBSdu0wArbU0SG9GmsBUjm65ur8yZF0JzDgNUCkO5LEm/QzVUoVifgvx2CyQ+UwACa5FPYWoHRDBG7xT9xA+oeKNFLdxSAC7y3UCtc0akt83CclNRTzUU+BB8ArMldX5vxxpRLW2LqPCZBOEm4gJTl7ArYugKFb12FE3zz38cxWPP5Peuvsib7jPDBiyoJUm6AiNB6Rx8aautj4GJhPUBdgK2UlG7MuGzb0h0IUGHa6xYw/7AVfx0NbKXism24bBu2UqdvvdzXGQL0v49HUyLRFNrLy46tFLzY96UCElBUEGFBC77kPIjgNmC5DTQVgSdFOazPboXq7MTDJIHKFZNu8ScqQ9SDuOJGQnKRB+Kun6HA6SLO7RQ13qJLmczH/bD0p+QHfIjxFUcCn+0mrQ9oCvzU5KcwW9bwMSF8kiAe/JxIsybABd5Thc/PM09iNrh/9I7LVuMzJwVdkIYAL3ddAeibD0rWFaIbeA2Y4Ni1dBHI6OitRVrx+b64kB1m+R+23QRqZgMetnjISL/5jhcv8Kvf+lZc/7V1vNx3bLVirxWvjysej4aWFO+5JNmtu7P/TvwBY0lTDqIPwGak6dFbQGbfj3MJhTUD0T8rYO2AvFhtWG6A9RlIuQODz6SfKQ4jCF05DF55EHcdfY7NYrUPI9SfdXzFlcD98cZ0zNQvAFhDhfp1gvxkQp5yA3yhUgA3eQLADJUXsyC6HS1lfF4m7Ik6l1rx2FoQerqf6f9upghypp6iAlnizZoIdItynJF2yA4AbfRQMtUEr1lmXus9lM8wq3x4665S0HrHY1MEUBwtkRJ/1biLcRx4sW94sV/wsKniUkQz8NgaDluQo5gwtjHi5k1XwmE9QFSiE/GaUzB5XsYaRvQMxJxu7GFDtgIi9FXAQzkUUhcgRQpmOFEweuKLUqdgLkoO3jUkPgWJ8H7Sht/P+FoqgTeNGwZ2KeKYVp8SPIzvzNKfOQEfSvqs8D83EnHWf7N/US5sEP5oa0srF1CHw6+PI3xypIyzgL/M2GhWGA4L3+21avgNif0HjM3vAZk9LOhZi44E1BWhqDkAXAkpEfedL1/i9XGgi9jyWoxmYcNaCh7bXJ67MuNh2yIHoY8RRB7T9Mn9/F0RttHVmtt5Mql138ps8dVGXxSB7sMeIatwerQghmf5ee5G4gbcyutfjRS4QnBi8KxAshsZz4fv+/wxB984X58/a/ArrgRUGN52uOaVxAsoZJvk4FxxaH2AnP1Bzw8gzx1ISUPRIqxEDkHAyIDuE95SEuYX+x4T1AuFXCB+7dUr7eMvA0RKCOZ04Vo43AOtFqQo+z16RxGJLEWPBuSWZFuZ5OHRx4IagI6jj1AY2V3w+PzLfcfjcWDfNgwRPGxbkIoPxlG4a9F6RwHDOqij9Y7DUEIfWu6bSbGc6pyfmT4OW9sAHv7VaEE3Em8k9OT3anQJRT2sV6HnDuQaAV8IRkzYudCsKUguxWpEcFewfQXr+/NyRaNPff9cROGXTAkQ3ldl1JtIldw+bB75pMWTX79ECpJfqEGG6f+59ZhWYfIES3MQSkSVKQamlXDz+P7ROworOy/M+MbDQwjrVCqTcXf+oA9dtXcrRS30GOhDUDlHHO4k33io1JDIENGmnkR4sW/oY7YE35hwNZ7gYdsAc29a77i2A0yKNHZLbgJmqNIVROHZQQmYnEY31NF6X157paFHBpg0mchzB4YA3RR8TicmUndBiBY0QEQQQwP+vFmcB0C4epwyAIGZRRqNZuy35zUfV/7Bk80yF3Wb7v2hx5dMCXxWBfDZb9wZwgMAsX5yRHAAACAASURBVLV8wvpAFoh3gnm+3SLop5bhZz8QmGx1YQ5ugO21C4L78EyMT47XISiAWtJLVb9cS211Yu61YAhw7T38dIf3l1NXIK0/UMXXoUUy195xqTXClkSpTVgqFy5MKJ7QQ7x06CqsQnjZKjap4QI4OnH+xa9TEUBD5Vl8FPcp13vk72RCfY5z0l/oSY4Iobo74m5MFnwtJOLZI9CIXhIGjX5TZbiQg0npr4aCluiCHotjXp3n4d35+QWQh18OZuIDjLNALinB/n2aDDMdOIWbllWAFS14/ngOI+WmoZyEXTP//BymQsrhsHgPwuvjWDL3XloyUS4YAswfNuLOLe6QMav/JLsY+rujD0MTt3BzmMuQlwXz82JbqJWgrsCl1nBLKpfgPzUbkZJ7sobI/FyGqL9/7mjkaATwcOJEPYu/vdw3uw5otWXOwMxuWP4sajtSb4d71nyGC7G4i9kQLOdVJlmM9Pmnzc1zv4s3j/ejML5kSODzjbeFUmdLnlNo12rCtH2UBJt1LrlDkNcMOCyc+QVICMHj1C68m+cCOCw/scQOcxWSayous+YN6PdqrbdADCqcfk3nNGOPNNzL3z/6uMkHyBWLPTHyxxBsRY/llt3hukc4gJWrWBKAvPSYctUgYjtNAEr7t/sltgrxrBFY6xuU5h9WC6ALtOgDlBtwqW6W1QiIrM/aDABS/wA9T1mUPdGMyjDT8jobGN/vm4byU08jYL1XT/76jft+2/G1UAKfZ8TClzgRTinmf+YAuKSeg3wnUSi6DSWFk7T1rA9ATGrNfhuopBa/Wa6AQ+0hMDQxrb9bxJg8tMJsHyUpCecMvPFIGx1DEISgW0dK+5r7q9jKSkyJzPMRDzem88vn4IqgECI1+dz30M+TkLodnaw/E+GaGq9E3wJmqw7S4iBfCLWNiWzcBXAuJZqqZEOQGot4rwC36rlYyDMG1Z2YRHGPLMI5r27Q5p1x7/N7fQaXZ/4ex9deCUyYzzefn12EnD58Q/rkiRLrDzgZxDdw0GGlT7gFyiahA7AgAVcA+ruKo7eo2fdswWguktqAZQGOsFrvEet3niAy+CwsR0jKhWf2nnMK5zUJXYCLXbOnEPux/LO8bb7HHp0IwcAs8HGFuSAWZsBSmwFVYq8McQTcByI6wMyRYpxDp3NVpNX6FzCozPN1NBAKQWSShrS6CpyefSwOa9sgPQ/9nJe/5+v8IhOKvtacwFPJGHnB0ZWpTZo7wTvPD1gnAEdPgbP1D1eAVmFffFHbRxZOAFEL4GE8TusPtMgGXBFGF8HVGPmoBXjCYniTk5y/78IeZCM8LDfPw88/9pGOkS2dnIR+RRRrQdG08NNdAoBr68FxeDqy+/i5wtIjBnoPJseRG6j2O4hPZKKD+M7hflkR4DQKswAMN0jxntCv+7iZX+l8Pv/4yAm885idfE5kU5oInirsSmGSgGZ1EkLwcuHgCWjC/zzJAYQrcCbE/Hyim5AJoWf3jTEsaQaLS6jpvGpXOcX4c/dhT/kNotDOPZh0Dxnme/SGierWPwu6+/qeSLT47ul7f50VpCqXEfcHSRHl53WxlGFVUOYa0GwmEt2SEtEpNIuL3CWYzU0shFh8WfQRXYMmCsBtCrG7juXEBTgawMnVvNvFiu3aP1yL8fP4yiuBz6pNb/IDSOO3obWTtff8gMkazw5DCARAM6THa7lwhv++D4+xe3efIRKMvlpFawSKWdfvUDZn6fWhpNK1tUAKzhtEWW8fgPbk1GW/oESZwuDbcmb3k0Vmg1NJaCa7Bmz3I1clnhdIzaQip2v3cUYSvr2nJvtgIhx9RTcRNTEE49sBk/zz+3bu2xD9BXBbjRgun+UFAFiUwUSHzhdkLuDW8t+bc582Lz/bnCa8K0H4lVcC98bb3ETfxsNdFC3FEOGgs9WfKxClB55cAd/v2e8/W1NfWivaY6XzyUVBwCqcvk8AeDwOa/yp5NaLbdNOuGOgirLXOfU3lFGanJnBd6Ga92V1YXJzkeh3YIjDi45y2i8R4bB0YR9ZGfh9cHjvJcx6bCzbKTIitG5ZgIZamIDWCY9Ny56v3sA13W4iivZiuZBIbCGS7MKcBdiFXiRdl5GAvnbB8hum1Z3g23mY3bgvwv+/N95Ho9GfB/Dr0L6PTUR+OxH9JgD/BYDvgXYX+kH5AB2H75/f/UKh82skeHdTJ866uMhT/mBWCvfPYVo6T8d1q0hJuNgmJBdr9yXrEl8AAq63VN/vx+A0IZkYtc61BM9wPMP3vdYo7vEy5Nyy60zuzWQm3acXHJ2V78oFSMTvSShcCUr76EPu7sPJx8paH+AKCwPYyqxp6J5vwLdc0CQF14VXISsq8M/J3YORuwxr2nAOC05lkVLNo/QcUTjmSnzuf3UT3jSeu37gfRGD/7yIfJ+I/HZ7/6MAfkZEvhfAz9j7DzKy0J/h1V0FkAQbgCYALbCPIlsQMAa9nqDbSes7H+AJKnkclicPzPh9FjKd0CP6+WUL7Pn1LbHlYwyt3mPGw7bj5b5jN0WjxTkjYLqTfev9mtfl6xdk0u+8bSiqpMicbMz5CDkHYy4ueupvaO6E72/zgqmT4nNXQxGAJiRdqvY/8CSsvVbLmpznsj7787Xo34zSRG5dFBf2u5GiBflgjRLdiRrduaFv/OxDIYXnig78AICftNc/CeBfe6bjfKaRrSHgisLbic3EHyL1+WNFoVAMeTHRc4rxpz+we2w6MPPkPUsvC6+28ZpVeALrFpSOPyML6hqchV0z9mYY7GgNR2sL859zD/y7vI8zmsjKyY95ZuKz1T031ODTs+CETHLGn3/WrEz6aohB94HIT/DGKj6yctJ9TDfsXo7C+bwjEoAkl+m7nBYeNQMZEb7B4GQDdTPecG7PNd4HJyAA/lvStuH/sWgr8e+S2XH470HXK1wGfYh1B+6M6bMzvIyYTxo7a/kIDTLZohXLztZ9+sS2NbjdD8+W0YdAZvXbGJBSIguPMZn3PiSSYJwQBKZF9UKjLgKykFkuRHJmnNgW7YASjy7kWfiz23KuHwDWuLZHKXzEyjzmpnjZ7lOoQq9BlqQtVwBkVYD+u4x+ojOSKU1HVZG6XMqyz7vIR2Sx+vlxil/nSAVGeZscJi6z/gDps1vEcGsknIPS606RgTSnPpQ6eB9K4J8VkV8ion8MwF8jov8zfykiQnfWFZBnXnfgZvjNxdTKqwJIDzj5dnZ+KRy4+oz+F8Di/3VRgk4gEZqCkXxqgQkSP/PJUpblwSOjcOgyX5knUD85dR0aA4eoBfU027wWgCsL/S1F5p6X0OY1CQHL55cZwhu4Te11q3Xmv1yYW5rbdziyGK4oHC141WOO9zMRHntbeYTRAy1d6qZLptlzG2It1E5oJi8jlpXfjaKyiEDeNgv0ygtgNSQROkyGJYhnNT7nsbo/nv70YcY7KwER+SX7+ytE9JcA/A4Av0y2/gAR/RYAv/Kux3mf40wS3kQGIgvsFB2wBKFMBlEoCuiqQ9ZVjjphFAl0F3DYCcCk8TM0FkoZf6NHCbLvgzB96Uy8eSxexM41Ve35YiVAjzi5lwSHkAcqmPvbfE0/V2ZhHSdM9/uZ4b4XDC1rFqbrPBONSArA6ws8n8FFYSsFV8sUjFAktHrysbVog67KEsv5+fPJ7oWHSydfMZ9V/o0bBaRlxlYy0OsJRrgBWQEEenQFgLPA6+dvQxC+2yA8FUp8p6MS0TdIVyQGEX0DwL8AXWzkrwD4YdvshwH85c+453c5rTfslaZfFg/Smj04Aei5AWUV9JxGHPs7Qbxzpl74zGPCb0UGs6kHMF0Dhb0Dx9B/XhvvcLh1hb9uAdvouCaSMJOFra9VhFrjry3CH48W/INzEXnkpc9dYJbW4dCknp6t9zDBHwNHHxEe9H+e3dd6D04ieBAZQRo6gQhkxTQ7JefuRu4KeCFVYYp7ebQWfQVyQ1J3GTLp5tfoy8Ytc4ZPz9vdvuABbjmBG9fyRCr6yWShfxtO6bnGuyKB7wLwl+wCKoD/XET+ayL6WQB/kYj+EIBfAPCD73ictxrLjTzBK32As5nI1MDncN/aDWi6CLnjsE+GBN2HL3CR/OSUPOMWD76Utq65bcO616S1/XzydzFf1XP9iUxgJJRCXo3Yj+vbub95trRuvTNJ5anMup1EolEWDBVaWop4KlNCIrKcQ+YFmgt7SjpyV+ac6uvKoQ+PQsxiJEUlnk3oiAZofazpzJidnfvAUsNRmM0longMEa0ZA9LHggz8PIGVF8jXAUcAyZDk7z9N0N9IGD7jeCclICJ/G8A/fefz/xfA97/Lvt/HuEe83BN+zxiMhUUc9pdTolBGAk+QSz4CYkK0gUV+uMzaAispgpmZB80CTL6vdtZVOL+VGsk0PpmbhQkLsyGIEfn4M2V3QuFs93UfSmA2GSAjBd16+gpHTspFJAIT6UxFOOCLlyo3KsE/ZOHPmYeLgkkKxH/jSMcV6rV3jQoY1+GlzPE7Wd0cPy+/9snJTAVYSwE6IAVoR1O3zs5Xxv3nu86nFFJ24+D9KReDc480XKMkX8T4WmYM3htnTezCP3sK6mrBJa0YFAigJIiXLL0YUacLWHgUAEBX5nwYlc9l1t/HkllJEYw+8919/UE9R10PwIVgL57IMy1tlMTCS3p9BaGKaxPLk1+Te87VgZlf0DbdY3EBXJnkCkEXdt8fgKhBEPHMPgBIocST2yFnNyS5NTkMmRWLRz88WuCulbsWat3nucx9D8hQFyJShy2D0pOI/H5kNCH2fJ+aT7ES0Umw71aVPoEG3gYlPOf4tlACT5URL01FPeUzrL+tGcDrAxIjiNzdkLRKrS5TJShlhgUBhFBwOfnbyfr7AppHCvFpYoxuG1lyfh6QG39ehWINu+VCnizE+V44knCFkJWFWCbgsMgAMPsT+HFqQSifUE6n4wQ/kJRL7tl3j5dwwY9EJ0Ma3iqs9RFkITA5gowIoktS4hfOCsmVSb4nOHEEoQxOZOMtyYeVHMwlxrjlBm7n5qfXGXy+8TTS+LZQAj6ylmauViQzhaukTsHZFQBNoXYYCTiEu31gY4gtc6VD2GFvAbERa31C1u3UMiz70Z4n71CYSFuCe7vuM5z0MN61tbB2wNokZF9aik+FVFjRS44g3CvF3SzX34/vQuZCiyTwwIzG+D4lCee9XIIcIlxQQfo9gCh9zu3QAFhC0bjhGlzpDkvGGv22q88NLE9uH7F3Jb6fOxF9CHIVqiHJeQ/X8vXzyJ2GJrH7vOHCL6kSeBv/6GlteY/BXzgAcgSQFxK5D+fOPeOz/3fveID53cO/A5zdi7X0jGPIKbPALIONSc2sDTOSILbR0a7K9J/LcHPVnvv0GUn4eoVEmqILcyNcAQ1xZTdZ9RxHd/7g6Aq3h7kImrk3k2v0POe5+MjCHkoOE8H49mHFxzBiTyYaSVbcMyFbREymItQIQY8Ubt93EIqtY7R+Rwkk1JLOCUAgAZGV7PMFSPJ8mGXlkycAUdz/L0tkAPjSKoFnHv4AXZEwLfH/+JdCgyX1EwStnYVLLeukcYFIikVEi4VApHxAEqw+Bshq2Ze6ALPoZIEFIuDanAxM/fRJyUEvK3YCzK2gW9tm6wks5wqNWBToZH+0RURebFtUCJ6VVOHp5xNpBONcRnwWdj/W2b3mlFOQFY6I4BjT3wdMAZ4iADNasPIIABYL7EhCRMk/6SNaiGW//yz4Ol2Se0cJCbBnDN4nB30O+Hxb5t7ZLYBv91zuwNPj204JuAb2/AAiXVqslNklCJgCDEcD0Y1W3YZSZ0MREVFoOSKmpt9J8geZogMxEc1MQplWvPEMs9XCIYDKgA9Ui2LstSh7bROzIS8dpiW3M0xoDTOIYpFQFVyJLL5sIXPOAnAiE0/wPDcAGWax79/zU0w+KZBQMGPm9GdXJCID9pnfC7/+2V9hkpIAAu4Dyvq7f7/4+CI3n9uXCxkYbiBRkJlnQb1LApY5R3AHPX6asLtb9ubx7lGFr40SeNMNfYqR1b+MUs1v46nBgZkKmrePTrY2RASjDYzmk8O/l5lGDIBE0URA96bCVkrBYArCkUgJQZ3Uuie36G1oxl9uA+aWfUYKssUmVC5BCma3Iq7RlFxPlth9/txvwP10791Xi9Y1EKZyyBYzuxJ+nHMdgrsDgLL3TjZ6IlRWdKEQTNlkDmCua8j6fTNicGTCdgT8FzuOcwLnnICneILpJpzmEDO0kj6N7FZGxmlZESgsNwCew/LFuAVfGyVwHvdgVSZkRJ2/uzBtbu+QXd+LCEq1Flx9LkwhY5avTuVCsM7U0/oLMFoPqyAiaM5ujyk0Y9eVfK5H05Alc8D7wozH45iNRizxxxcVXf3Zuabf6D18eED1UyFGk7nYiIcCRwj5JB4LaVKNFw5l3z/3QqCTsLtfnye+uwWLhZVp5c9CDijZF79PrkYtBa0NhfhbRU9+vj/P3uy3TJA2n6ftDOPkCsS59zWC4HzA+fN47ncs/TmLMCNQ8oTd0+8+9PiKKQEN3Xy2X8yHAMz8AADLqkLMDPG4/lJGOn3cuimROMOCHBYnT4z8O2JCEYA2W0pMyPLPkSzKJKSYgXY9wuIwE/YXe8B1HzI0cUghuH7uFpHgrcAqOglgS5kBCJeCiTDYhVSwMc+qQKJo9Okly33IDMeJRF2D3q91xeQl+y/chCnsGbpnBXE4259cGYf8vv9wvxz2p94Mx1U7DLlln8o732cVencDRj89v9MPs2IfQyZ6OH23KP+4jedw4J2w4B0ewOfshxpfMSXwOfyfO77XfDhePXiK1Tqry3PSaE9ALJ2AhlljGSucJNIz5VIgQ9CGCo8K+Ro7XmD0EO8EHlapbhXHtRmU1X2XrdpvWvT6P+zYjhZciGbfPW/6KTfdigv7qrvrZFXWvyD3N8gcgbsZbIK8uAWp4MhHZBQm1j9b9Rzy82OckYQ/qXHPn/ecaKwRlQgFJm3giqL3vrgJdvfjt+IKLLmK7kKMsSoCnzv+dxoYit/fEoGfjgKeu7PQV0QJfHYEsPw6N3HE+jfmBesS4t5ZCEQYXVD32VN+9AEuNYR29I7RV6ugAuCjB0z0STh6R3tti3FWXS2HK9t385fObB+PV7RDz79dG7gQ2q+/wsM3HlD3qsk8xilwoUABLlS5XblXCRZroHJuFBLHXvIVbu9nbkbiPRF8BH+R9+dW3QRaZGYt5nCfE39+PpnR7wkJ5C5Go50ge0fA/6lcRzwnP2dgkoXZwvvvfH/x2bgV0LP7EGsbLiXpWBRAIINTktD52D7CdX3G8RVQAvcUwJtJwLuxWBCK5QXkVuHA9OtVMK2TkFu0Idqq18boupS1+5G5ldVNeMnQMzOjH+t6ANtlwxjqWsijRhXmuvcz7qzRC1mamrh1ka7VgpNj8EQVO3zraM2agBZa4Lu38vIFOzML7cqIiZaeApwm8Rlp5K49ztbn9QFytSOAhfzz3+ewX0QKhvIm2fKWwkHuOR/j2ZDZ4udZswi08QSuHLJSuTuGQBJ6s5sRiiE/d/J8AEqW3+faKRflSRQQiiL5jM84vgJK4Dw+m68UbCwxyNqIAYib6+nBs/qLZrEQr/uJkBKpMsiFKUjk0vm5DYxZXegRgzHw+HgEa++TopDgap/7/upWULZq56vRjOPaFuLJz6fUgrrXmFTFBFEEWiBEAIa6D0QAC4NEwJhCXTi1B7eIgJ76LWmacx7895EJmCx/OykBr9+P0KS5WL2vzL5trH/6iNRsRWIjQnb9aOEuiSTyMKcH2++8gej11TUWijkf60YhWKMWSZuqMVjnyPmvh5ZDMeDW7bo3ntv65/ElVwL3UIDgsyoC/dkJNp60MwdkS0entbuQC53v4xxeis8ShqbTJJOuiUHtUF+0S0PdN/SjobU+S3nNym0Pm56DWXQA6H3yCIBGHIgZddNUaK27NfbeyLxgpwurMojiH01LPnrHtTV858uXkUEY/q4hhaUrj6iiqMDSZsxRRV4H0O+fiOCxqfIqyccOjqCNaZWNqGuHZv2NPtAPayW2V3MF+iLwvn20/ALmNaRnqs+FcfnGA2QMtCO5D4yoIrwda+m1sD1PNxD5/mRFcKf0eBLVWSl8MVmEX3Il8J4GzTisp8RSgsbndeTiIRGhHQ2Xhz0JnCXItK6+5BhPJpbohoCQoHdRRVMYtVa01sLq9VePGH2gbjUsnK90fH111fNqFChARFC2itE6ro+HCj/N0FfvAxwQVS9/2LU6dyCCYPszwfarn3wLv/mb36FNPNJah4lTi31G7F/W0t3HY2YuArZcmFl8j0zkfWYF0I+OdrTIwhy9Qw6JY48hOB4PdYdkWvrRh/Y1LGWGBO0g4QYkUpYj6pGarRoqmzn7qyYQAUqZBkHdEF292NuRT6i/Rp9yX4q8LuFTwv6VQAJE9E9C1xbw8U8A+HcB/EYAfxjA37fPf0xEfvrzHcVvBN35bDmXJz87a9ecK+Ddg5dKweTL5a7CDtkd+rsAhwCNlVgSTKXiUQEAN5V87tMC0BCXCIgZ/dpQal2KUfQ8VJm0awtrRwTsl80sZkc/mpGcyfJgEnizrsGQxaFdgLgWCztq+BM8i4mGCHarKMwZfACiNFdvjZU916oJRmJhQNJcg9YHHlsLYrKPkUhaifBs83DfWOP4ow8cjwf2FzuO10dkbgKw8K3796oYSl1zQ6SNSBF3Zb0l96k3IzVzBaFXjsLCj9nK27+6b+i2b+4D3cI1saR9Vgi4Exb8gJb/PD63EhCRvwng+wCAiAqAXwLwlwD8AQB/SkT+xHs5w3nEz3p+y/sFinl7cSo6f8x3C78t+ePZZQAQMDVCemOESSPmm2MBWLoPO4IQEZ3oifwpW9UcAWPCxxggIfSjRS9DZoYYIhhdhb/um3Y2SiHufrTofQ8AUhg0BMI2UU0ZlVrQOwFdsO8brk2bee6l4FFmOS4T4ZEIe61hzQtPi+4JPp6e7MrAhXyI4Ei8wCevXuNbv/qtsNruq9da8PjqEddXV7z4DS81o9LQVla011dXvYevW9zr7EYUc43yMxm9B4I6rg110/RrDwOWyqtB8Lmz9JDAfA6iIUkW5QaYGc3cHa8m7ObGTTSwktJngvA8Xz/EeF/uwPcD+L9F5Bee5+Q/OzQ6+2A+dGKsxUL3VhSaPQZpZZ6BmDg5xh9f0ISb4fcVhBCLE1/WptpOUH3T6xHnSR6hsHML7oEFtBF6Co25kETXY7vmwmsr8bibXROEaq04Xl/R+0DdK1rrePlwwcUE/WKRA88rYKJg+T2D77E1/MNPXuGy60IgD5tmO+Z24ADwyfVR/Xu7x+7fZ2JT4bi6Oi9MiCO9N4X52vWIdm7n4WiiHw2D5opOREBvA8TD0BQv95CIIt3YHsn6bE/z6B4H4NWEa7PalW/SOVVu5t0XOd6XEvi9AP58ev8jRPT7Afx1AH9M3usSZJ/vhpVSUUqN/gG+6IgL4hhjXVCCaBGqnCDi7+cpTUc5P1SfkACezE/3sKAf0yGtuyIiopEAJxiTYGe4Clh8PDvvqMEhdD9ONfQzBEe/gmvBZd+WHINg94P5191drVFohPKMX/nOb760a1oXIXU0cG0Nx/VAs4hGKYzj8YrHTx6XfoMAlnsevr2kzL4xzIrXu8w/MLP4Sy0AGkRK8Cm+be99QXW5ddzi1hniOyOEOLaRiL31CK06CuBCgTI12pT6VJ7m8VfSHfBBRDuAfxXAv2Mf/RkAPw413z8O4E8C+IN3fvdBFh+ZD/a2z2BuGVZrvXkQwfaHjzg/vznGAvnmZHIm/02/AzR4wZtBfksACqg8Bgrro3JFNDALfuqWz9f3LdovD/O6mCTCbM5TzHODddztaKNgtyIiDwG2MaxCcZ57Md4A0Caf3pXo9XHgH37yCvu+aTn0q0cc14Z+dBABzVyvh288qHUsPK/LCn3y/XJh9M+jdHsJy0ooC+0AbKXZraOIYBQGGoxHKHHc2ebIKxtX4g+YaCWIzuvMAM3nQKmOyJ/tmdNJD/8mPfiLUgTvAwn8SwB+TkR+GQD8LwAQ0Z8F8Ffv/Uiec/GRs0/n1j2lajrUP7eU1t4BM6nIJ+iiEDAt1m3qKkApqSdd7+JC6G+HWQ+dQHmf8TuvnjsaDpvgdd+M9FJ/uTdaiEu/vkI5kxEqJMl6ck3uD82y1ea1BqkJqn4usYKwt/jSz2eu/6vjwKvXj+oyXDXfoR09WH8ZI9Ke3Y3x3gzuJgXacuKxaMaguy2SwqX5Pott62MqPAAWmt0eNk2yOjrk2uLY6l7MZ+X3cLqAK/TPzzN/7xWZ09NLuSfZ5UyLkHxat6HnHu9DCfwQkitAtuiIvf090HUI3tN48w16KuQS0P/8PmdwBZM+lYFn5ZFB4hsOYDnGdB8WQc+TJwuWYeyyscHWmeOuyAOAyOKnuh/b26OF+0b4lnIS8LgP1CHFrL4gKh/zucoQDM+hGoLD8tSLZRbmkuK8ECmAaGTief5Emnw1XncIW26+fecxeT1+CQWn954NUs8sQL+G0aGWunV9JkOi7wHsfrkbFdfuSpvIkrUY45jKw9EQALDf/1SfofdbzyunGZ9RwVQI2sj0XK6dFQAXjuSkmHd3lv4IJfGBxjspAdIFR343gD+aPv4PiOj7oIr550/ffZjhD+isNHwCJBicyRtdd/D+zb8n+NkSuEUBZrUZcAslI/kofZ4Z8n70SA+WgRvh7q2jbhW9d3DdLLbeFuJRT2hmRkbXY2bLmdIwlyscj0I45BYRyGXHZsLh4b/cBNV9fhHtRgRY6nBXgpNrsXg+T54CCMvsiKBYBmCO7d9wHun3IkDdSiT4aEn3bPYhQ4nY5bkNzdrMHZ98OOkKy+GgCEmecgQc8fV5P+P3rvRZwMILz+EobCGhU9ZgRqZnA6aFQ8/bXxB493UHvgXgN58++33vdEZPjs8Ak9INXaMA1kocC75EdgAAIABJREFUWRkk3zysRMomHAh4enMY1noEEc9nTz65WSwAkfxzHp7q+/jJY9QsqNXU73PIawzBoA42f7huZUEbBCy8BWVfFTaJLWmpP6oioZRwQ0QoW4n9997RWkOtFRfrb+AEo7f8bjHZYb64Wru6a5ZjP7op1wK5tlCO2coTbfN+tSmo5+XFV/QCv0GGqNYCrN4kOA/xkB3PEK4uqmIKWBq4lFDimsxFkYbsx9dmj5N/CJQSvAFHaJfI2s5ZWHMhBBN/FIjgLeb2Uwj0fYyvdMbgIgQnLZonUL7RS1MHdwOygBoenIk4t+3DHRbKkEjBUYs6rURs33Ui9MfZdKRsJeBj7yqQx6NlBhbG8fpYEn3cTQjB2SanIEQ4esNmpz4FzC3UTKYBPLNuoIkm2ng5tLskrniOa8P+YsfrT15HY5P4XmbmX+8j1lzAMMVYVdGWrcS+tYNSx+gp0lLTUuIWu8+r/3hhkKH7UGTKHWi25JkczFZ68ERA/bEFOnnxzQdN5nLy8KrJUtteQfHMEcod0OscqRNwnn95DnJRJXRvnk43Y649+EVGBXx8iZQA4el8gM92o+6tMwDKsdsCppIeztTM7h86g/yU8pVEXp39/vjMrJNbVu9W265HEI7e7LIdTfscWvgKXaF9ZKoNC2OxVva1o2txEA1jy1VojtcHiq4kCq7KKZTKECApE520j5884vLyAmJtfSZdW3wd1yMY+FpL6kasrsPr44i25bCFVSIzjmaGoSf65GLj6Mw0Oo7rYeSsch3Dqh6zIu3SJo/ArNfm99Wu5/HV45InkV0xJR5n0tD+sEd+wBgt5oRmYHZsl5kiXq31vIjo87jD9SwWmtTUOEfjKxc7F+BI6cai33EFPuT4EimB9x0gcNjlbbbXHIBYfNSjALwqBEBz8N8GhjnxEyTb0J6DwxKAnGzKuyHpUQmovviI4iJAaxRyDT2gy5PLUN6gbCUg++XFZXIcNa0S5H5Fu53AYf2JjGOYEL2ar65KUf96aXBhxoZ1xeFMpvnIPARX+9fLEv6TJilzbyKpkfatkYW2JPbUrcz7NFSpes2AX1s/OupecTweuLy4LFEDGQPbZQeRlRSXmTzU2+tFaVBO7orrndEDL1YKHgNOvjIGnUjA5H4+Rfx9SELQx5dICbyf4bA/1hlITRz9/VOETU4WOpNSi+uRrLOTRZklHl2tuYe7zstYOWQPVt8m7xgSvnzuleejlNwQVOFsqQXX11eUoiXEi6Yx+AwYIWduTLHiKC6M0QYe2yMAYH+xT6U0rEU65tJfIrNXgO5eosPPcT2wPewASVju0bpWTFpcvZSi/IjB7aXQx8aZZR+tm3C2yJ68Ph6xrbpuAqAHSXhcWyCAuteIUHDn4FJ698YuM3vUB5dinEYL7R1K9Am30w2JdoeKZIE5LxeeitM8vOUFPrQi+EorgXtcQB7ZH3ZW9tzV9ex7+8gdYtZ9Tovv7/P5LNuyZscNuuUK8jjMJ/VJGQogcRFkKbUMTeARAUhmx2KurBV3klKNRSCtR08Bj36EQhva+sxTnHvrke9eakElIw8NpSkaWJuedmuG2jDRjvvZUQ0Y8f5VAQOWaTcGqvMDpJWezg20o4crRaw1Ed14DbJCqv1hx3HtOF4fqHtVxXi9orcSx/D7u7/YtSq0j4ignPme/JyXvxBwSmm5aU8PGIGokSYetshMTYVqfv8zL3WqJzjPq+ceX2kl8LYjNC7zzY12cpAIi1VwnzgvNQ4kQ8u3cWMPsxEjQkWCNcx3JpY8fj7Mp83fZ6KxVJ3M5OmyDUAtYBIIi2XjkVlrO0XvknS63lxpB6hF7SaY7leHO2B8gDf/uGw1BFjhsLkQFkEgmmHXao1QqFD0BKhbxeiKEIooFzJSPT8klWcbWlFLLuiPx42yZiYcj1dw8VwLVWD7wz4Rl5Vkc1GlUa0r8bbXmxwB5okScsUnsYYfs+/jPEQua/bkp94AZgnO47zCVUal8XxAN5GCt4kcvOv48A7IBx4Zhk1fjhft65mD3lw01pfnOwojuxBlriUQ2/FUNhEqqgWbWaico9CuBx6/9XoKfvI9JfUpcIGNKIWsWYor1JyhK0nC4vvxc/QJT0YSllpweXlBe1RSsGwVXLRq8GHbcNk2yBC8No7DU4R90VSvPfCJPS9JFgHgQpYfYCs4WQqxJwqByDI2VVn11oMAPCtou2AApiCZtFnLWBGdxP1SPsFbi4lFHNxf945Ss/egK2DL+y/0pMX2oqFzi3FKf/16md0o3boi57n7IcZXAAm8XQz13g07C8dZA/sDgcMzz+xyQWWaueUO/QYA626krP/MJvPjOBogmccfAEhWonFYYgoRLNyoCFVh/UpAESGsJA8CyCevCtYwXoIdetItoem+rgtmMYuYKx7rZcP+sGPbKmopkTHYxlBLOgY20crCPnSNQ1+uLBYALRoe1LJpaEENBkZXBVRrwbDuQMWusR3KzruwFSkmoAr7y2KvKDiO+WyxWGiwcRCkyVSlcjSSdQJvJNLPlbtbe0np377GBEwBrfNrFdYzp+SfuYLxIrBbjop947v7eM7xFVACgAvdedzz1/1v9rfONzu0Ms9lwaalKgvcRVnLcYUNtg1NvMnJLRCZ8L9rAc8kEWeKLGOWJs/IQso3ZwasqjHQiE+ksDwGuat3P1Yh1Zi8QfqtLsIiY8yGmSYMvn3ZKuq+YSPCZojlUms0C80TshoK6OiGBqxUd3AsT163ikMkFB9MYWGoorGd6n1IrowqXwYXAXVXcgXCdp/bDBeCDQEk681F26xR4ie8t4AryN466r6l+ZKn2swqnNZ8zgd3ARYF4Pc0OAQnYsfau9LuU17Zap3AT0UMJrJ6jvEVUQL3x11i8A4i8AQhzxhkLkvpaH5I8YBzE4874TVhgIVAVNa025QXMPqI+HJOPspwtW631YulFl3kMhFOkd1oQuHNR7nq+e4PxaohS/i5cf1lJr/4JC5bCWvN4a7wst6hKwDvMlyIMTCtrzcV0aKZgb2U+M4XQskNVl1w3T1wJKSIQP3oSEZibcMGAP3oMwxXbEHUxMcQYWk+mtO/nSh0gWUjKkvhyI48R28cGeX9LHMjWf+lBDlb8AYtxU58wD2jM6ftLRfgiOW5x1dACdxHAW8aC+RP/jmQQ4izcUjANd/OSK2cGXgTFhQtTlG/22LW0Pi/9AkB3fd0S+dhRAAz+QVIWYR2TLMgSBMmXJjC0VV4v0yL5h2JI+5uSIUrx+/CGlmHZQDBAfg924q2GdsSKqrMQLUeiCKoRHjY9igq2kqNRU/a6Dh6s0mfiNOM1FJ8PT+3vBqQuwX6nW7T24nfYd0HY4BK0edBsx/jdtmnMNv9L+WFRiQ2JxPvNwjJ7pPOJVqNR1bQOU18DK0jKFORcKGktGjWD9Dt/j70+JIqAcKaPPTZFEHATy/PTILvEyS3gZ6deGdXGADRhCKnFetCwxSkkjADvYOHNuFQlr1ryymrBWBZG5LkkuG6zcYmOSS4cgJOOM5zL1vB/mJHrTWy6DwNFkB0Hvb3eRXlyJMnUzauXIhigZK8UIneAmsQSoSHbYuOQzDXZq9luc+VG8puylFm1aF/f+7aDAAHDlCf7twY2gmoDEYvM76/LPkmE00wk3UPmitAz2IszeHPyh1APGsPVfr5BRrgVJ6duBO/hnDhiGxuAABjsDeGKeDSQ6EszUZO/z7fOMvKZx9fUiXw+cZCsKTP9G+u3c5ogEP4cwWhv89IQIasLU/NqseE9YnYfSWagSK6ypCU1drkJBNXNtkinZOU3Df1BKFaC7Z9AxEiFKfHHgFl677dRDjyhPZQmYiYX29LmdtV+kpFnh1YTQG92He8Pg7rRNSVPLT7W03xZC4hVhXy4ycB3C/bouw8MzDY+SEAz3ZknlEoTt4xotxaRKKJqCo7V3AlFGjdaywK6+eg9wYYw4nh1YUJQWVa7+cJASDQTg8Ew4OTkZmvlzn7BQfpvhZK4Cnh9//NbdwlWP07uJa3HG9N7Jjw2Ump/KwmdCUQC3hYrJgHuMpNIUwO9y3nGBNN05QzpPSJ49sCCFbfF0f14ex3MYXlVswneykllj1zAk1/p5C/Jn/e04NdQHz13yGCzbbbi/IrbYxQIIB2FBYIXu770mocY0AKISM6fQbbSfGtjUO9OjEajvaB3n0NSK9cNJa/Dc3RKF5pWZU8tapGIkQfA+/a7GXMZasowOmeJ4ie3LF13tGcH3eGFK3dyMgiUtVvOmG/Kyr4fOMrrQSeIlNyuAWWD+AlxO4GeMzWWfKsoXWyWA4A28QlmplCLpAJ8otwkG4OUc8r2AKIVtZneKmk13hym1AC5mN6rNwtHpeCzfiBvKJRII7C2ErVxCIrByaD+LVw+Pe6cOn08f1yt1Jw9B6RAdh3rgycPOxjoFqi/hDBRnOpcr5j8VrvIKt9kG6txWhyNP1wpcAo0Pz+smG9r04wbu7z8xLudd//8vISStZbxlN6Zn7cktZM8HkWusC3TfMghikmCR5Boou196zwQqKcOpxd1y9ivJUSIKI/B+BfAfArIvJP2We/CbruwPdAm4f8oIj8A9LZ+qcB/MsAPgHwb4jIz73/U49zu/tZbtcUr1OXV38wwAzZEHmiyiwqCna43H9IxAMsPCeAzQ9PdfXkHmAm/eh5YSaouNXLxTVyu41fjyevOJFY9w11r1YKq5bYEZCn/FYuYcVjReFQArou4W7WvhaNDGx+T5hwbVo/UAMJMIZ44mKJlArnDfwYIrpewWCOtQqcbxDbfoiAXujaiT2RhUQUZKffFy4nlyopXGAiKG8nHoiP576ULNUsS8xs5Xjeuaw6zzFXujl/w48ZSC+jAhGMYXkbKU8glDrNEPYXOd4WCfynAP4jAD+VPvtRAD8jIn+ciH7U3v/b0J6D32v/fie08ejvfF8nDEyo+NR3/nfx/ckVgK5HmFs+KSKY8C+TcWtvuPUYACCRfz6LXmQIeMxGF/e4gDPbLCIQKwme14JFEQEJoRDFYqP7w67ugE0oX/0nL/J52WpY6BrCzXPhT2jvgUIaHizEpgwYchXUolCfidBl6PdMYJrE68aETghBr7Z/RwjaqdiyAonRUy+GQoyHlw9gZhzXIyoqR7NEHrPAxBxhzWFKY2OeSteKinIptCoDLysuKBcTciNryaIleb7cDQvnh2NcBQBQB4b3c/Q+DkMWlJm5hehkxQVPKoAPqBjeSgmIyH9PRN9z+vgHAPxz9vonAfx3UCXwAwB+SvSO/Y9E9Btp7Tv47GOJBvhfF+RURTgzt4zkcZIwmOUZUnNofvbZzgIuYcnK4hLkESGn5CcCWApjouLPzsUzF53Qk/Tee/4DSMk7p5WPfAKa5RXRAiDPKLhYy2Jd0tz82MQJFFMuulLxXD1oK3WFzjLj6IW090GXAabZq9D3KbIq690JzqrC70Tn5Ac0rNezAvdwYp0diwMp2fWfF23deMO+zSXmfY7k92clkCsm83P3ULG2YbaoEQuEBzpSOzm//5485NeQK1xPgv9+EcLTUYR34QS+Kwn23wPwXfb6twL4O2m7X7TPPpgSuDccBfjr5V8iwYLgijx/rDDOwkJnuA1YWC9FAXKLrEg/zoM9nm0C3LR23hUUhmB72EGE6LvPzHjYdKUgfrEDAPZasVeN6w9j+rPFzpOpJyJPRDQNuExGvRqs32qNyKgrEIf9BIrFSc+C4sM5BwBguw99DPSSugmNEQpC96XX8q3HRzRqllxkLlIf2B8eLAKQSreTkvUQbLFyYS9lrp7fEGStYKsVl1ojz8GvJV+Hu1XuxvR0Hf7cRazidJuugd8PtkhGRpiZGHyrQfSuEcBPHe+FGBQRoc/YNpzeuO7Am3d1zxW4p0WJbi03iJaH4v5iXj24eKotYyHmvDV3OSmMPJbiFZFlsqznN2PwAT83YM1NnxYaFXhsGparhTFELWtlxmXbFoKuFkYfArJquJoEr8okHT10R4Ye3I24RkiwRDMRZg7m34ceL85WF0O2kGJz1wlk6xXofdlrmbxALWhd3QR3T9x1eEzhQiLC9uJi57QqMG8hpvdYggQsxOi7KsHNuiD1MfDq8YreO47WsJeCy7ZF5qM/p+xG+bH6GGijow9ZuiyBPJ5hbiBrjoDIrOzkWqIwDUSLixm8wNJP4DkiBE/L1LsogV92mE9EvwXAr9jnvwTgu9N2v80+W0/pOdYd8BuXNLtzADfWPxSBb+eWfhKBS7onU8TJXQlkgssPKzKZ8aysspWMNFybfN63v540BRFFKi6AsPShGKCk3DcuFxWAwqYkCiprMs8Q9eV9CAFDNILg1+EpwrUUXI8DmymXXEK8JeU3RMDJSrKtXlxNSd5zf1Bm+DGvUtRNcNwCF6JYBq1xx2E5F57qS+TrIQLX1iMpJ5KkSkFh5RyuXWsbvvlwCSV0qRWPthpzl4Eqgq1sN0Kfr6GLRVM6odAI16ATBbIaIpCiiK1u1mn5TlJQLtbyMOHbkIT6ndw1gG83nscd+CsAfhjAH7e/fzl9/iNE9BeghOD/99x8wL113bN/x1Y6HNo2wjSEmxoC+5f35wjArVVem+/sV/o4w+M83OK5kJEV4mQL4NbaU3dFgMfjCCTiIbxvPjzg5b7j8TjCZ3cr7/56Ft4xBgoBw6E6My51ph5vJoDVQ4JlklfeSISB8PFdSYTFtNd5aXIAqCgBp0dSorWUpVUZYElJreFq1+LWfj5btfTfuOj0zfcowpHJHerDVlWuSnRezJ3K93s+E7/WSQiysN1PjXL4Ggs+hmgXpj4GtLWYlRZ7liBb5qAblcrWjHXlCz6NE7ivAN7dfr5tiPDPQ0nAf4SIfhHAvwcV/r9IRH8IwC8A+EHb/Keh4cG/BQ0R/oF3Psvb83krjZhvLBmUDVTAjJy55vfb0YD75bmxRrYy/vn5eHmcY82cJrHCZI5QGmD5+UCsAsw0j996D3+aCJGm+x0Pl4X1B6AJPGWy45koFXNRHH0cbSbnzOPP/IajN7Q+orGoC7InDzm5yJYv4QphyIC7CM4j+GKlbajQMzFqaxgieH0cochcmRVm8HEsKyP7vRsi2CysGVbW/j4ehyUx6b72UtDtuQGq7B+2Te+pdTHa9y34E2X5JVLEPfTp23vWWLVn0fqwMnBrvUaauchDm6320oJsLokoBN0T/GnQVtL5XdcfeEd3QER+6Imvvv/OtgLg33yr8/qc4zNDIhe+c9cWWgV3uggpzJh4AKapAPx9foaODvKYk3fuN7+ntKCHD07WtPLKqAPAxSbwVjXst1m1XSia1qzjr7LPfq6+QCgEkTNQ9i3B+mkFnRdguydH77jUiiEDnOsJcviSGZW0pNj9aD/nfI1MnmlIkYIMOJTn2N4VoC+SmhOcAL0GJzCzssG2gc3n9/Ni8HLf91JAltV4dPX1B2m4kQ3tuCIkiJY3i3aPotQ9GcPKy23bPubCs4EQU3gwUCadE9TWOSBzJ3ju8ZXOGHzTeFMGVhbyp7dZOQMg+/LTJfCEmGyN8nHW77BaG/vMJ3B3dtsmysOm7P/RlCm/mCV1cuzFpqHBQhQVfkSEB5vcbrHzcZy4y8rpsbUQdhExIR92rIKtUBCE53sRcxqTNKyWGOToIMNsABhSsI2x3P9qPASARKaqkgDW7sbn5+Y5C+6CXWqNBKesqPL9v2wVTIxRCx6PFujEoX1J/FAfA+gdsNRlH0yEAypEXQa0bSFDRleFWAsaHbNHwRvm24dYaeip8bVVAj7OqGFRAKGdV3/T47h5TMtPgQhcuHM4LE92Rx6uGBxBaFceMWGpuDZn4ycC0AzTuT1Z6PBh2/DqesWlFFwsLAgADMGA9xicEYHK02r3MdAsPNZ6x16LZgLadTjUJ6Ib1LSZKyTi0QnEOTrv4ITfVCZGsNp1uJBq8eH/z977htzadXtBvzHnda373s/7npMaIuYfjoYGKXFCqSCyyCCTQoqw+lAeC+yAfQiC0vJDCIJQGkIgnFBMMFM4YRJ9yIJAoVP4j/6dLI8ZKicPeTy+73mfve91zTlHH8b4jTnmtda99372s/d+3ne/zof93Gtda63r7xxjjvEbvzFGCYSfygpwGnG4SlMpbmVyIRhapOW1b9uiWAFAuqU6q1q+Q1cN12fzVGmeEy0TzhVeRy0zjq+qwLAir1SgnBd2UgCK0cfPmMEy95JFuLqLt4vWu4OAX2x88krgLPR52/n1+XcUhryPSu5AEv5QAMkv5fezCVoEUbRjKw5W1S3i7kTxaRYT8WfJb1oDQ83ffdz3aAXGQStBoOFb05xWaCigh23D4avrxd2Jl8dhAqpzW57w19Z9nwWC2YWIEzsDkz0JVYRUudK72RwNQfxc8qSv7u93NUJSDnMiiFHwkB3v24Y2TImUrS5uy6VYpSS6RXl/l23DntwXhjSzpafMihzJfRsjyqzdmz/t3ge4xYruvf6Y45NRAm97A0NAy/Pfv+cuUPBLUgw0c7lqZp91URyLG+ErIhDc/K1WyClkx9WJE+lx32MFf3F5CAZfTVGIYAGmEFQegZxX6yZMxFxgtQOrzDBg/n4GKrOiyuxDYFo8m1svRNg5JvI+k4q2Wi3j0JXGi8sFR2/oQ/F42UPxkKOQQU7jSehCk/7aw0NYEGQM0mLJkRMO1gCgKV8BDC0QdFPMtHLcyqhSMMQIRioCOGioIhA9uUqkFad7esacvh3GJ6MEgFuTagH4RJCTiu7//vT9kh5qTL5ZYIOWQl7tab7HPrFGFm7BSQeqnESzxXcLLkD472S8VZ/UYe6npKDZJWgqKlVdYtNjDFxbm23EYELOkFn2+5HMeyqzmhSXuvWShY3nZEw8RDQijyITSa+lhEXz8vpkQl8qgI6HbV9W82x90fQfvhoPFWDY6r0VKoz7cfeMa/DeUsnzui/OJgygcgygVhy02NwtyAtCLs9uu8kr/vNRrXvuwcccn5QSOI+3YRbGttDa6+qfcYBMLwVmwaEzNpBdCE4M+pc05Wkyk+tvk63hYd9D4IC5enafmIcTYIgbcNRSIdgiUjBcKdg5GNDHFfKybQsw2Hq3kuI62YRVDAM3YtBceXlNlmFtrsUNQJgsg5G2nZVBT+doLlLFqAaEPmx7WAu7JzJx/yIMQU7MAd6Uhc8qOA0yoyJ9jEWB5JEB2uiruACbBRgjGrgymsJ/mekQz96xpShvbv+L+/NVCf15fLJK4HVo61LrLUvSyT9TvXUbsjkK3LoAebVcQoFuEexSQwAvlx19zEnBCX6pFW0Y2ecprdAbswd7j7TfoSMm775ty0rE1ToDXd3ba5NeLJBYtbtOF+Kpza5IeQXLICj3OTSF6Pz7rDBE26z5eQK0BIwIlRXBUMWLfccLJ/McvePhYq3RGKKspbgiTKFEEQxPaiJ7kAq2uPCqK6R8HbwPVFS0XPh8jSsgYY0Bdn92sdAuAFcsc39npqhNojSveP/uKKKvanyySuALjTsPY4wxy1PJavJlwT6HAO99j/67qqWXPtCEv/ntjiJGpiFv38CvgReXPXzsWeOvAMMwBJ4zQcS5GhUXogZr6rO6Ks1/IxA8bKZ8MqC1eViM+2GyUeYLMJxIvxvAjQLZSl0YlPcUTHFhLyL47OECgYUv+xihAHgOwETxKehxzmVmEBZBVAHm9RAsjXuE23wBYxzqYgUQvG3PCHBe4bmIWJ9Em2KLBXKyKv92iPA9DVUL0bxNXDZ+cy+775nfnolAb3MMKoBsvvM3WxIAEcG2zX2RsNK6kYNeXB7w6nq1CkHbfGxFBNd2BIJON6MlEtJUWDNmz7BdGwMtkXEyqj88rPbglYirx/8nlwDxmoJFPl0m+pzv4TiFBg8HKTPW8vJ6YKgBo0xeIjGI1gyFFUAkTQGTZ5Abqeb9j/Tb7I+flZSdL8L/574DO0LGAKYiWxSt4GY+6p3jfJXjk1ICOQHjnASSRxb8myhB0tDPPZ+sDDI3fzlusgTsN0AGuQCE6UpiT0nme0n7AxCZdnvdcKkVV//Nvm0zjS2dX16Rs9+dB5VFPvfzfkypKPbKyc6CpCOwDNJ6Vzdh7atIiyjjDgQ7eawQQndzAITLQhCwVAKvMnkE8czsdaMfn57BxZXfUJhvn87XgNTiLEs7hafjsK5KmpiAnlJMN+I52vj5PmYL4GMyAd92fFJKICyB137n7W7+vQd9LyHoLFjn95z0Q2FZdilWnhUVfX0CiQCcq26CYsQeq+mnsDg/YHkCD/sWrkJ2BzJuoWpMuBzHf3UcYW5ny2GpCyBr3YHztdHPXhD7dB7ZupAklEZuWu9ZScc+A4AArYvp+2dWJABob+Eu8Ll1N+M3D/PxfocLpfNYtpjb/WaB1LMlc3Zh4tzuPHdzAeb7+DtulcS98bEwg09KCbzNuHtjz0AOX8LTW3FvlXzzsTJGMLfNSZS59bH/9Ln53ROtZootswMpwGTfZYCN+6RPS5LQ03FEQZAipPPObMBaCnYH3873jKm+HF0tpZgJTBlbMQtpRg/yfmzVT+CqTFpy/j0A9CGTAHS655NQZUlCT614pGM2Ujl6d07ECCVpORnzWCUp3QJF8+vUpLCjBSXup4jfAIKYmOBzVuW3gysAfBcqAY5FGVBQVWdxUDioU2+bZwDOw5d1f5kDcE/ZEIzK/ijRaWAqiL0WvLwe8TsDCRUPqdGoZff1sFisvLcXCUnnsXs4kLX57TiI9NqHbV9CZzz3h8S3B4C9epHOk3AL5EbpcHzz1RPIksz3ILMc829oMTzsW+T4X3u3PP4yW6RRsfG8mSj0sG1r/oEiLCZTcm3yKJJyHDqPnUHRrPxUdbEkOM6WYr4X9g/Le9AyHKsl+FWOT1oJ3LvBZzP8tmacfc+iA2tO/Bk84ngOKR7qYaaEE0Q5qwTaldO+omovZnLSlsg1Ru7pPrFHmLyx8gumf9taCF34xH5+Oed/c5D09+76AAAgAElEQVQQmNl4LBhSRE7Cml67pURW3Tih3ENnuDGvuFMA1yIeuVbCUMVjKdBtw2Wr4fJkN8fOZ94XIvi0BLI5X21ZXliV17Y2Qy2leEmwacuTGm0tlme5sXh+b2m2q6qXiVtxgbdVBPfckPcxPmklAMwbbPX+Zp68VasZoZ2RNPPoA7UW9NZv/OAFFMR8iOKTA8qehOaDZ/M+GnUk0g2naParQ2AYlkosOQo8V1SL709BDoWkhpE8ubUgrlQIsLEhCFfE0ftN+bAg/rifX4Ao4EnFNNTOR3SSgSiseZWF3xNeq3UvNqZkKTUyD/O41Fm4hNdIKyQXS+32gO1zBwZrMR8/10Kkoijpfj4nVEGIwjz/8/Vx8FwYOYn3adXndbPupA6FYrz2HD7W+GSUAIGY/J6x1yzsevoHzFhufhYZyOEDBqbJJzqz9vL7IrPs9DIxYMAX32f/mEIW55MUwTJhk9IhSYbhqSLTBAaw+P28MROkpL89YrUcJzJPCF0+T6zKilwBCst5pc5EKADpd7ZtTz43MAE6hjHPdRa4z/W9x/tLPg/TxOIci1wPIv+OzEuSgYYXGOE50iLL55HDgbfPzOdOwg0WS9KLnI6lOGpfFqf4zTPK4UNYA29UAnK/8ch/AOCfAXAF8GMAfqOq/pSIfB+AHwXwF/znP6KqP/hez/j587y7XTVVhsVJsDUJxph4QPaNM1rNwqH8Dj+P0lI+GQVz9eRKWEtxGu6k4gIriHe+Dh6jO+Ot9b50+1kEzDMRx5hhrYw9cGLnWDkHgboq4lbGLRkm7yNCb6mISmYdZmsmF0VRKJ5aT26HTDpwMqvHGOgiGNpv0HlGUHhMwNwCEpqCxpt+R9JPvifcR+sd127NSA9vm3YWMrm3z5NFlpVBXG9SWDHn0hy7FfqBM2noOYXyPsfb1D3+AwB+zWnbnwDwy1X17wPwfwL4remzH1PV7/d/H0UBAG++QWEV6OCSdfNA5oNKXG/+HusDPZuAzx2f34n6elx1E1323m+5T4J/5AnQlFc10IwrtkLjs3v7zfz5UGxJsIebzkzIAdboxjmqwd/fC6MBiJz6znuEWba7eDyf+AfxjCjg6SHLV9crXh1H/Ls2JxANA0G5b/7m8GjJEtuPFdf2yZoC+R7ksmqkDvNecR/x3p+FMSt7fL66AQj3EoA3RdHbOeXCz+f3NkL+IRTBGy0BvdN4RFX/m/T2RwD88+/3tL7YMCZcvbP9vPJnQb/V0sAKFA4niNDUM1OxIicCWpx5DZ3Zdo0SVfzBUMVIobdMswWmUJLiS4COVgb/ZkXA0YZGWM8EJZNo5iqWrRB+BtWFNESzfiQ+vfiqzhAbj8PzzIU5KZRDFTswC4gkpVVkCieAoPbSglCPdOSVf2Ca/+QK0BqhQsichOyGDZ2KqKYuyVzJqQjznMi1FAAT1NYp/KviWnCA8fy8Q6z6q/DfzFW8f2F/brwPTOBfhfUk5PhFIvLnAHwDwG9T1T9570fy2r4D7zjeUkvOZ6Hhp+mYoM3oExwc3WrPwRN2mDAiOs3LDAiJquWoJ4DQUoRXmqrNEwrRROBtFZwZbzM1eRJ5zoVEsp+tp8l8BrUES4U8QDUKepAnMElLtz0Wapn9B3ic4QqS9ycmcQIF7bynVbOfipZQCI7eURIBKtN+iV0UKZa/73hHtkQiOqGTx6A6BTmneXd3Aa6tLa4Iz0tVQ7mIMxS5MIRlp88rgzwfFyE/hwdVb9yA/JsPPb6UEhCRfw9GWv1DvunHAfxCVf0bIvIrAPwxEfllqvqN82/1Q/QdwPM3Lj+YWLFo9ufuwcls19MD5mqcJyYBQcHEBoCCaijgovGBWZyTK62qelkqm4QMpw0/F7s/1QN2LiitLeGx7JqcSTX3YvJZEFofkbRj7+dKL5iJT7wOkdl96Fx2OysAUxAKHT0ot1Ruw+8vXZyenhv3Dcy6BGGS8zyK3WP+nhbTihlq3OMcMq1ym88Q1YN4XTqzC6lUVdO5h/Kbbsete2hWZYCAXGgYIsyu6J0owcdSAMCXUAIi8gMwwPBXq5+xqj4BePLXf0ZEfgzALwXwp7/8qb79OPvvqmMCL1BHZO/gAH2E2V+1BKEj9nMnQnC2BvjdoRJkIr7nb3KoDCCKnhtyjBlyBAL5JzLOSdxGX8JxeVAI+x0lQD4Ms/aMTXdiNpYSJcbyisfv3JukFFTiGMAK+Jnp3aeLU6yST0uraqQA+6lc3fzm+dp+EIpgjIHbNXQFWHt6zrhjyXBYc5cxsQvbkYVqMefA+drPJj2QFORp0eE/zssxegob9pv9vH68H0XxTkpARH4NgH8bwD+qqp+n7T8bwE+qaheRXwzrTPyX3suZfsHx3M3M4RjtY1oDSXvf7CfhAufPzj728rsklxlwmtsk0l1bt+o+MTnVwn4W216PV0vBU2tBurF9GhMuT/hsqvL3eUxrwsOrqhGbJ3CXBTqj8TkVN98n+szZ/cgx+jjWGJDeg5pL0pQG2Kjoo+HqZKdcIsz2ZdbX1YE+ciloqdWkrFTte53Xt88OTnkwSjIB1Bk2PRcOPc+LcHu8Z+ToeV4pdJywJwV0UQh54Rrp3/1n9z7H24QI7zUe+a0AHgD8CZ8IDAX+KgC/XUQOmEv8g6r6kx/o3L/QyCbX9MsSEBiKW29AQ+ICI5mNNsnnRKNLQBCKdXCGKjYPp3HFKKyxV8p0J9LqRGURiTEnoeZkv/ZuZa98tLWRT5jhGbQDJle+e2iMgrPVWQaNAg2s8fBuplLCQRDVd/Lqz88KW2f5abKIp0XbFcC2gG8kLj0dxw3uIJgdjpAsgOL3UcdYlGBmRH5+vdp3Beg6LRxVDWCxjY6noyUcYwUm85zgohHEq3SfcpNU7ihv17OFqdNKvVlpAHzoWgNvEx2413jk9z3z3R8G8MNf9qSeORMssPzb/kr12dfhBiRzLT7jgxqrAE7wx05n0e6OkpMpCCSSDWYaKhF17fO3nIDAiuZrmmD8DJghuIHpp+cSX/mY03e+NeV7VgKFBUMQ50Tlla2Rjin4DJMFGy/i8DWUEAeLoAA5hblhr1tcr63GZpJbt6dk3ST36hizm/A4PdfDj0sL5NVxnffZG6Dm3/K5ZrKS72zJurR/EwM4J4CFYvQQtFkEJ1dhwQJ0rj7pucT339vq70j1M+OTYQy+aSxmlZ4AwsTkGmO4mebb60xIMdBsgoJc8edfWZKK8rFbvzXPMxPt2np0/alpIgZZyH+3e4/AOal7YtlFFYLYLycviUwl7U+SgmLMP7clOxfdiMjGmGAik5Yy+1BkViA6+jTXeb9b7zhCgDYI+qJoDgdHsW3YXBFQwdp96BGWpOCq6lJsJV//k/dsMPPeXbJyvxxYroMQBUXG5DzkZ3F2s8Iy8AaqMa9C8Of8C3MfjgdxHydh/ZBuAMd3jRIA0uqPbJYhrIBs5t2+hq/8aX8+cc2kR4QHOUkMyOvhx2fyCuBdddw/zUqq2wtY1aA2zx2Ko1sYbemsK3XZR56ckVzkMcuWJhtXeX63JeVwLtOtfg0vjyNyBsxcnsQh5goUP0/62Nw/E3y6zlWfVkw2q8OCaA3K2opOyYasNQ3teh3YTP0ZaA0VsW5DzMqk+c97c3aXslXBakx2D0fgI13XaECEB/uY1OATEW0k/GmZi3HcCRZygfpY45NRAqr6Zm9BbwU9EonchEOiD/NhjDFQRgFK8vtUoSpAahet1BTPnR+mv8yVlq9FZCkeSurucULaO7pXvWmR3sv9019mhx5g8vdVxBF1GybApkjMND6wlbociwLFEFwbHdfjwKizXiBdKLMCUnRBxmJFXDEnPtur5fuRW6PNhKhZ2QiYCUmtd+8vMOJeAbPwyWXbLNvP78lQq7A8+x5MATtzHLLSU+jiBoRSHSkcqlPBhfBT2ScFAP5Nc2FGCk65A1j/fvnBeXl/f5+MEgDu3LT0sG/wgCVr8BYboElHXMAmykpcMURbQu7Jpz+b0hzmnx5Q1Qi/XZP5zcG6+3nF4neO3vAq1RrI19S9nDlj2byeCCn22eiTK+KkAhsazyEiqA5O0n8mUn/4vcptvIHJcCwiQeZhnsLos/16zvnvw1yQY4yFdUnKMs+lCKL2Aes2AsBxTDq1ncvK4ydPgtWGqGSzFRRzQhXNP7P7desG0O/PLgHnE63J5bmcLIOIRg2GBxkWfJ5C/qHHJ6UEnhurAkhaN5tjichR47vwh+ukoPSv8Hewybak8WJOXGYUNl+xnrwDbykrQWXhsAMhzATdCKSRK0Ah5wrNbaw9mDEDq7k3z6UkBZDvEUk8tALUIxZVivnwY+Y78Lxi1dQJxPFaiggOHdG3MZB9YLESgJlRyNcUrtx9GUDUAhhjLO3M2bWJ9RWsUKvtg9WHM/kHWO89z914CZ5f4BbVxARm7wbfw2IFKheORBsGXODdGog8Aow0/8bp7/t2B15vIn/ySuDmZuaHNvSGNpwZXnz4RYt9r/q2iHmPhVBjZvc8rrUG1zBhrRqQmZ5sAMJRkNhyaki/KYKBilkfj8AdwUP6tObDz1U5/GtdGYG1FHvopYT1M073SD1Jp0pBk1nFJ1OAAaCl3gQAAiisUqC1hqJDGUDy41tf+fi0HjIyP9mXwM5jjtXFYFtxSxNmHsZMT25jvbZzUZV87fk1KzVRoZ5BwJwoRLyA77nSjz5iUdEBrJhTig5gPZ97wv9+FMJ3YXTgLhc7gWDzoU3QhgpgeSCLtWAuQbDafEKI5EmVcuaHdQHmQ6QvCbj1cKLkZv96OKtO4M0vXAiPMazYaDJ7s/Bz5HRhWhFLfn7iFwRDUafZu9UK1mzl9Z4pyBHlcMHM+EX0GOwdLbkdOVSZoyS1CCpSB2DMpqjWi2GEZUVF8LCz2OpkPfoNXNw2Hld1diY6KwAmEs3sx2nxTHxgVQSLMjiaPb/0PDlneu9uDbh71jNjtS/fv5mzX5oj8Oaw+ierBGKcTCzFrdmlYyz/kIhEoytKVVg7g9uQku1DMLCyB7lKnUN9JAGNMaB3wlSz1dc0mV8dh4XlXBCAadpX9lfEXFkGeQJjNjTlOPvnXFHpP0emYjqf7NtPgZrNTw9XUhzFhfrVcbjQzfqLeeUHsPY+xBRIfkbcgYpsqzXctSLFW7XfB9KeWouybMxRiHNMFgUVQKQGJ04H75meAUDVsAJ66+YyikxswI8ZYGACm4H7loEpkFlT4GPhA5++EvCx+G6qkwS0sLjmdxfgkC4Bt5cVH6jpGGMMDGEdurmy08RUrOGwsyl+IxA6/XRboe2RPV4usZ8soN3R5tY7Xh1HCHXXydsnZ4DJNGbOzlVPkruTBYu+PenKtHaKSIQe4zrT/aZLka/RlBAgHlFQEUgxJcrr+fx6XRqIiAgeVIP2y22Plx2vrgcu++5WkeJ6HFEunSnWC1BbWGF5BKGKPI2cqj2ThiZmkq0Afr8UQTv6Moc6U5azEul0QceSw4KT4L9/luB3SXTguXFjbmXtC7iZ5g+unZOIBkoXdOkoRTDKjBJQoLsIpK4VdKqUaCXO1tp9DOstWDSt+DN/IBevJHp9eC9CVQO4HvbNuvI4kQVpwnLCs4/fzL6bgBaFZMO60lCZSJlNPNemKgBkugYAFsaiWViIv0/Xa/QaJIeASqSWAknvaUF1V3pFjDz16jhQhLUMTfB4Pwm82qqMpVz51YuLvBoDj5fLws8IwlNKFMoAIO/FSMox2IG81zlC0DV8sUEzf0xhH70vWaqGM+kSjQrS0HsLCZ7H6/f7SSuB803NLkEwAjU/UJ8QraNslkVohUFO2lwnat9hVgL3z/BcFfOVq/fQA8yHPdLq0PIKJbNoiKq1Ez+HG4/WUKRgr2sNg7AA3PogkQjwMFmfiT95uwneCLASmAClMSOxhNIYZegm7flGxz5qKVbhRxMrUc1l0oLAT2opQbvOgODRWiRH8bND1hqBr44rHrY92Hy8h6oaWMpTa8a7cBcn5gKVfZm9GnJlo/Pqn3GSHqv1vPR2PdBaT9WDsgVJUNC3RbiwL5EFLkrL67ztmdn9NmNiLN8lloDcAUEmBpDKi4Em/6qhsyIwLW7/SimRcVi6WQPqqxNNzj4UKiPCb8MnLBNuqrPYXjhYBiBMalMIt2E7EcHDtkX2m+ok02QgkMUxaNLSJOf1c5W3fc5YfhsjVk1+dys1ztXQdPPhIX6NYyqInFjDbUMVj5c9nduaOVmlpMpEs+35t56elnBott4YcpwdjRyQTUIi6ZoBhPWQMzPDGig6LSgkwU/bcjSESoSHo4I4Wg/a4pp3MsOKN75/8AX6xKs+mAUQd+e1n35SSuBNg4DgJGlgphMPxWg9wMFcG57gX29e6DOtEqqJ0FMKRLBMxlLY+LMHh32rFYevVpkvsNeKx8sllEqp3l6czL4yy2/nFTOvXECuN2ArN1tu5YUlU197H5AiSVFIfCcTZ1h+vYigw86fyP7Vy7OzdDiFndEBwASzuHBSgNnvj3iJ6mywwusR1aBKf3a5YKsVr44DtUgkPfXWIjw5/Pu7t2wjKxDIEQkJxZBXeiqyDABSAWRlOsZAaw2jjQD/ehDMEItILCxMLU5KoXul4Tw/n5+776Yo7He0BO6P7w4lcMe04sMBMH033aAKtKPj8ijovaNuBaM7MNenZgcQk5l/qRTgioDmcXDOB4ualKiaA8xVjL58tga+98UjXl0PiJgCeen1B1mZh4KeJygtjD0Jk2J+bn8FTa0bsBQD6c6MPn7XwpmzB2AtBeM4cNkqVG11rwksfdi2OO7mfAFWA6YAsHJPPm9grVlAwlEO9R3JTehD0MtkLvahaNoiEsPjskrzAlb22/nAZ3rr/6dsQxCwZRRpNfVJDDr7/UjWpmouJLKyDBc34b2O70KewL1xVxFE7BeBB9TdOfQO8IgMjCEQqfaAW0f34htncE10+o5Vpt+Zqca1ztg8lUX43WnCigi+8fJVmMnMxReCiarxAFUSqEXBklnNKLseOc8ewKKMcgyfJrUyrFdm556L90Wk1ZPbfVnRkwMYQKFfrsMsDqwdgJjZeHEQtSd3jeHUsLR8/3utboUIWjfM4sXlIbAFrvrX44giougdl8pU6XOIlyv/fJ8jJucxVNEOjySQCai4wQRCOQQYOF0KvbECTnPzjtC+m3J482/eWHJcRH6/iPyEiPyvadu/LyJ/TUT+vP/7temz3yoif1FE/oKI/JPvcNbvf5zCblkzE621r0msWO16BFbABziGK4BkEZzDRQQQAQfd3OzPDT7bGFGy+up8gkkHnvF5rmK5ZRaAKMdNBQIgWQHW1SdCeMjcg7VfwVYrHvcdj/uOrz084IW/5ip8HrNWgIRl8LAb8Pm472hj4hECwedeMvzq77mP4BaocwhkUnfjWGVWEeI1kLNwdCsdfm3mIlybJTaxqhHzMXJnYVWNluVnf/2MA9j31yKp/NfHwNP1iHmQ/XyWqp+rPOYiE99xiyCA3TtMwpOS+vJD8GXdgT8A4D8G8AdP2/8jVf0Pl0OJ/L0A/kUAvwzA3wXgvxWRX6qqp5o3H3ncsQDiNbPDWkc7GrbLhuPpwHbZktb2B1ysu2xv3SbBXiHOQmtjBB23e1jvstUwLSWF30QImPXlXFpHJOwMIEKMeR+RKZhXfLgV4lRjM1s1kmZoUpMvwAlO5ZUtmkzLLaWg9xaEJCqHAMbc796qCbU1Tp1ko4fd7iHN+u73ieDl475DMDkJFD67F7PgaQ5L9mH1/rZaF+vmqTXbH69VZ/8CANG85egdD2zSSsBWJoDZxlpOnPciK0+ryJSjS8mi6MMtyKRk+nQF8vybf78oJ+D9ugvv1HfgNePXAfjP1QqO/t8i8hcB/AMA/od3PsO3HOeMvedGaFuQyTWBHQAGDm519efOv+8sOqLomG2wSJ4JYC1ZGLN0ONwktoKZWeiyaWq/H4s7waahVCQXTzJafX3E60yygU6+AIWKq2sts3V2WDW+An92eQgBfXm94msPD8Zf6LOYyHm1BswK2quVDovowwCejiPux82zwcr1J3bwsO/BlwB8pU1mPY/x6jjwuO8L45HuhUSh1/msWWqcrogphrVpyVkBvHz1tMT9kYUf91fusAz6CMrwpBjfKoc3j+fDfe8y3qYD0XPj3xCR/9ndhZ/p234egL+SvvNXfdvNEJHfJCJ/WkQ+aCXiuLHx0NLDOrECs2/Xjo7e+gIG5koxvTkxBKvwnidx9rc58uQtaYItbEGwOOaIGHn4y5h04eX73TrjZKryykC0VfkhcRcutQaiHqCYMmzZ8fJ6xVM7wmKw87X9WZMUy4zkb/dasddqcXxY6DCb8YyOiBitmMAmMEOXdu6mYD6/Pi28A2IawARHs9nO52BuQovrprJUReRi5OdBay4r43wv+Dzzin8220ORjhQm7HORmenE3n8QWQHcyXU5bXvbhe7+eF5pvKsS+L0A/m4A3w/rNfC7vvApqf6Qqv5KVf2V73gOX3ykGz5vPjhLbHXnw/Nw4fDQ4d2aA26+cl8Z4APmSk7h2Up1lhyiBn+exAAWX57f+/x6jZW3iDHt6O+eV08eN8BJF8DNw3fZr69FwjznvvcEeFJwmMZLEg4R+lwc5IVjCT/99Mo4+7V4lACuFLbAKjgYGpxsxhmloOBm7gdzGyjcpcymLRljIeOv0Uena+C/Z7iRLs3L63UmD6Vnmc+zj4HrMZUKX9DUX/IGqCzy+z7/ckF6DgvI89Pef1FL4Tw+QIhQVf86X4vIfwLgv/K3fw3AL0hf/fm+7YMPVX0tJ4LCmYU0HlSfDw1AqjHIB0PEuVgyEdwlaB1aK4ZM/1JVgqNvFXzNZw5fPZmcwCy1HQxEuhM6w3OqrJCjeLHvuPYeAt0GzfxplrM1t+psH0aKb4vj2j3ImMFWCj6/XiPxhiFBVSMAXZvVWGzmx+BSK3oRVDFffK8VV1+B6dM/pE5D0yjTKBmWLRcOKh/iHDkleLpFHdfWp+JyxZhzJbJbQOpyDg2Gj59cuEwXPi+8/UQBjv0MS8oaY4YNh3Vm5YGw1BnESVmcFMCbx/uNErxr34Gfq6o/7m//WQCMHPxxAP+ZiPxuGDD4SwD8T+9yjHc4p9d/njWEpgdyes3iotnsq+ycS5++CHofaEdH3Y1ow955PJciQE3ndU5VzS6BiEQ67jkklf3R6phATF51Gm8fwbFXsEpvCQovBbmNgafjwL5tuPjqHrH70fH59YrHfcdl27CVgm89PQUYqNAA1FrveLzsoax4XQQIQyEmbkKAe8Hk61PQYZZKTwLAGgiCMt0FgzYisgCs1YNooZVawwKYj1xhmN0aTWFINj8TwAQ7UjYBtMOIQdzXGfDLi/QSKkxYwbQM8n7ejiz05ceXoA3L/b4D/5iIfL/v9S8D+NcBQFX/NxH5owD+d1h7st+sHzkycM+s4n/PffcecstQkiRaqHQ3V1EXR8oqxQDdfbxSCkpKaCF3nwKUkX2FQnRtFz7LYOlC831qR4BtR+9hYcgmIRg05wET8F1mWXDG3QNIDBqugXiqbBdeo44f70W+J+VibsBPv3oVq+Ye9RFzlyLMJCA/rkLDygHWfIacp5A/j1wIKmpdS6OpX3eco9+3AgkF0geZjhM0Hf6sIjpC96rPsF484+6kLEYFMhCoM0xIl5LXDwC9Jfbg6JZdmE3+VG14+eF7GfPZPedOvNe+A/793wHgd7zdCX6R8cVAkXsXvAIxzt/GHuWhMziYIwaqCnQF2AxkDEip6EeD6vSLex9ALcEizIBhBpqy6d6HRmYfgEjQUc0deBGEHZrZRtGdLsYU5hrvecycL89BLj5gQsFSXU8AXjg1N2L+yWWgALZhfIpNarQOf9g2fO+LF/gbP/3NsEQy+GkhxxFIv4jgUgseHNEHnN5bBqpXUN5qDdOf+Eq+tnyPv+fxMc71xb7jqbWIGBAv+J7Hx8AMeM9zHYHssnBkLsm6yCQXMpv1aWFZqg6nxWY2Tp0L1Hnf72eYO/s6K+O7ijEIYFoGupp2C3jDSdLHzBcoRiPenE0YZv7RUWtFqbKg2xw51pzR95Hy5JfH46tdrt83YKtSBg0BUxg0q9lBiHgEj8nOOzznWooh+E7tZfFQUpD3Wo3zkNh1m/+NOofuhtA6oZDxfJcqyFCUMkuiCwT7toVyeNj3cF8A4KqKvWyR7yAQb06i4XLYvixfgG7OxZXDxffdnA/wuO/Bt3h5vS4KYEH+MSNDnANhaQS6P5LQ40bQcXIDMldgVhbqvvh8GfP/bUOEcnr9jpbAd9o4YwNnEIfbzp+xAzD9PP9ChHpEDMjqbaBuHn8vknzClfm25NzrbfiQqyOtgiDzpHBXOmEUsR4E3DfDXFF1N+UncGVlrfwM8BFXgJvpDKXR6qAQ8V7SSjjS8bI5zlCgxPsNr9yKoHUCmFnPnIKXXjKdCmA+u1lSjIPHvdQKeB4C6cUGmJpgkgi0lYIBRERlqOJnfe1r4T6xUjOjKtNiW83/m/mR/8bKvroCxJDoTlBprHjA7dzj+bz9eNvvKkTKG5XNd5ASeH2Y47nxOsAwtLc/rNyFeLQOPOxGCGo9wMExrPDnaB29eLTgGdMtrACsqw4ww4eLpZB+x0mR6bbZ7IcDb5Jq/bfR8ep6ODj4YBMb3vCjjxDYozUcMEwg0PzR8bDtQea5+Pl+89WrcEWGprLmdtLeaciOb5aIWROc5MwxeEzVgMhTsPth4cDr6KhFFqWRwT8qJu6zUOm1eR8ts9Ce0+FK4egNP/GNju998SLO30/95jlx/4ugJj5AFuhpMebvp3DxSMqC5LIxXc443gdLGAKAN9cSAL5tlcD7ZUTdG6tGzkQOJ3ds1VD3MbDJhnZ07CKQKrB6coiHyolRtvssOE6O82TOnHUKWgamgm4sgkGAklmGDPUlxXhttkI+HZPqS1DS4ut98dNH4iiY2V090WfScF95SdjWW2EAACAASURBVO9aDEe49o4+rGAH4/QAoj0aj0VLIVsujCIAU6ll0NRC6Otzj3ukRpDK4bytFlybuWn9aPYMPGRI07+3jlEU7dJnI9ZcMNTv/X3yzxTyXIU6hP20qudCo9lSoAIId5OCvxzvQ0YGXj++TZXAuw8+yNe5BesDxFpunN1iUqWY0Tsq02MJ1nmKMXTV5JkSm1ey/DorAAAh+FImINld2EfrkFqiepEd345VpSy9CM1duMUCgFlboPXJX8jhOxJnch7B0VsS2g0dU6GgTlCSQOFTOzz274VC077oRkRev9+vlu5d8CIwfXIDNu07Hd1j/Wbmv7xecRwNGIrmxT6/VQRff3zAcVhoVERQqkSfwmuDWxyre5bR85grd9yDzCkJ858CTip565FOPPLc0hmxytWFYv5QeZy4LO8+8m+/4zCBL3bhkii0Z6rszZ51goK86VFUxFHg3gbqnrT38PpxW52KYNjkOvuROaEng0s8Nif24EoBoFQPR6qsq79nDWrrlipcrKbBq8PqHUot2PYtQnCAYRpS7RqtUrJbHh73ppLow/j3V2fOjT5wFfPTGUp8OlpwELgCUymQsDQz9sj800Db4T6/YFZazuBojk4AVh2YuAPLnVPJMFkpl0IbqjObbygGBtrR0C8XbLuzHNtKsc4ErLOALWG0cUcQzyt/6iodq73OKMDECLiwrPkF9zCH81y9He/fQv42VQIffpzDMtn/u8fmUnWySjfhUS8nNob7fGX2JMiWANmA+WH3FGMWsSq1w0tVqa8YxZN6ylYw2sBxPRZWWykFdbuNjUt1IlOzFbLuG6q7KdzHtm8QZaWbeY29D/Q6Jsio098ebj0dvRk+MAbUK/eozuKePZnVRQTYNhQBDu+8RNquDsW+eYMSjzI0bynGJClaK9/yoqW5FBqPs1126NMVVq1rhvwYoahiQGk+p6gx8NzcuKMgbgT3zryhoI+zlRAuwWw5dnY9Psx4O7f6k1MCWXDX7bcFHJbgnE5fL3zAMOEMZWVt+UlSWVf5obqUHgMY80+uwMnUW3zFZqYkAMCtjhy2DMuiGwW4aEE/ergHqopaa5S9shOYVWwwFFpMGSAsg4lRACZAOhRdhpFcxsBxzHM+rg37xeoejqZo3aIQx7XduGLXo61uUMJd+LduBixSEfIa6z7pxteXT8CLhyBOtTYLtEqx70otwJhhUNZF+Px6jahNxiN6embPzyUspv+klZ/i/4rZcYglxlhMpPUoQaYJM8Cd475/kFCfeb2OT0IJqA6I1Nd8fgvA3M/a0niA4dP1dRWf5t9IymD+dogGaJfH9HXntjA/i0AcFNv2iuPaYrXP6DPNESmC0QaaHvZeDKystaADaFcDyaQI9Jjnbv35qHwssjAVCIBiPQKsfp6GotA+cPj5MipyNmPblUk9EtNNZUxrx60Qvh9DgTLdpUzIgXPrn1428/W9mtL+eDEQ0Km+IoLjehhpadu8HFwNgWfIEvCQrIiXSEfUbLh5/jqxgGVBOS0S4QbSDRgpa3BkPGBGBRQDQ5l9Ol47Fz/m+CSUwNuO57Ts2fTPwj/TQRVSZmUa/o4PvQyn1FZx2ZnYANF49hqUIjGxubIDWHgG+dzoUwJI4UxD8auH6Ebr0IcdxdOcoQrRta2XvZ7UV57LPJagtSersFwdVFNzV+AWwBiKfrBh57RO2tFCSfFYdauL0BOPGL1bYdMyMZao5lwKigtyc7IWryFcoqGQKnh6+YTt4mXNmKbsPIIisihq4hCllIi+zOtOcyAVClnmR44SJEsmqk71DADaMyBAeOtaZixgJa19mMFn/B0FDL7f8RxQSP/MXq/KgPUGt72Gli9DILUaS9CBJ/gDFzGgzsC4FVgOck3ixudzU1UzZ7viuLZlO6sg8xxzHrxZHnOi4+lwBePH6DSb07l4aDADmlKL+bN9roAEHgF4MYzVj+UxKfzZRC5erccUWkU7WiibcANKjQQdEQFqsYSrWlC9LmEUeFW7Lw+fWR1BdTfmeHXFdtlCcdZtdobOOIbCXBcAQYa6NyeyeR9COu5YAfw8h5Xd9A9Fwm0MOSf34bbb0H384f0Nxd+uNoxbrGD56wIRKG4GerpFC8o2oAzTeWbhENsWwGCsWuIr6Yzj59wAACi1xOoSq38tEPcpaXHkSZdXNsCsgtzu+97qzlFKgTD6kQpdSBE7pgtyccHvXbEVY0jm+wdg4hYw2vRc7ee5qwJwi6EfDcWtglAYIuhHR0ePkCuvo12Pxec2RbuCqWMMFAdGSy3RGr4FJdcajORnTY4EuQt2npPVZ4J66/ZFWFA1VRMe67Yx0m/TvIrPXzP/cE8RvG8X4RPHBN407t3ws/mlQ4HqIbaiNywvqzPoZB2W7cLEd+6uIEUAceF3ZcA6fBD/fCAms4hgf9jRvZLt5fESpvfxdATZJVwEs69Nz/sKL6VgHN2vY1KZhwyMYassTXIAxjhMK2NOnGqYYOPZRQFMAdAyoWKoWzXLqJgylOL9HZIwkXbN6kxQxaZ7uEbczuttrmioZMdQ1L3i8rCH1QFYmPL6dLi7YNfKUaoEZfqc3xEuSTbXx1RAYR0moJgKw/JLxtJnQJXuAcOIq2LRO5GpeS7vS/jfnnD3ySmB13EEXjduHviYMd6s7YGCIg6shVKZE6l0W9EZ9yeCTTCK6LWFEgVln5YCe/c9pdWdXADAV/42sF+2ML8phJEbsFVcX7pwDUxuQGLrzYgAV1YlIIH4QCRW8NjcB6SWJaGGrgpE/PwMJKxbmcpSJLBSEZkC5ve9e+Wm7bL5vUoRmEU452nyXPrRILKja8P11dUo3luFOMDLCIgUq4XAZzaSsM5iIadoQHpNLGAR9DGimEhmBVqX4rEsIFFS7L2b+s+N83G+48hCX2yI3NJ1z+NsBeTt+bMxvBFpt6KQ26gYzeLnZWPVH/XswllSCo3nIihqK9G2bUYo0vkZ/7KefpXJMKQ5u21bgIelFKCoheX6QKlmsvfWIcNqHHCykTcQCU5c3R2UkzIbqUgpwXKrly0ELhREUhgjm/g9pdUODeE3S8QKedr5DdQNXhB07teSrua9oHAd18MyMR3MZASkt+kCGXBYDXtpA9pbPL/uwrc+a0AGgJqeExC1HnIT0vy7eJ2sO5YTp88/FwldrIB79QVZXNT+PV9R6O2sgPdPqX+boiK/H8A/DeAnVPWX+7Y/AuDv8a/8DAA/parfLyLfB+BHAfwF/+xHVPUH3+sZf4lxvsm3ygCB9EqhT0gkvqM2Z7hVUwSZFELlYPsRiP9OmEabqLCzdJYsXH6F4mHbMariybPdLL9egK7YPJ8hfNx9w9Pn37I4uaQVdJtVg3rrKBhh8ueJJ4Kleo7kCsBcwT1SUGtx4V/dgrpVtKsJcqkSAla3Gqs6V1QAEbpcRigERZGJkZRSoMUErhTDUK5PRwgoGZHtycOhQ8O1st2u3aKHKjAs3EmgltGGvEBnl+5sDQTHIYF/4U7453QP2NKOSgQna/Pdxvu3JN6p74Cq/gt8LSK/C8DfSt//MVX9/vd1gl92UPumDbE9vwcQEz5Cfm1gVNfobWDsCnEfcLu4tXA0bHvFGGLZheFTW9tw6RJgW2YQciVkcU1y98+KSURQa0WXWd9u9BEuQt03r2SUhXMNDTLkZqvYnIjhqhRBLXXlPoTLMJVhjvPzfs0VvsR15shDVNrtHaXWEFaUGWEwi8dDen2a6rZfCRJQP1pYIeH2ia+MIpDiFkydIOPyXX8GokYTU+hiCfDcudqrMh14xQKm8qdimODfaMk9IK2YCjBVuIqVnyXRac2+N3fhPWIC+pq+A2J399cD+Mff/uS+DUZK4kDdDWjCCRe4wwUPRL2aUsBm9NXr04FtGIBW4LRi8YnkJjijBXnSiVsExbn119YsnOar4OODVS06ekeF8eZLuA42X/aHSYmlUJEm3I71WMCMSpTTaly34lwHXXgCzck4ZooLylaDjRirvZb4vt2fyYNAWcHGUgqkTvozr6VsFdteo21ZRCnS9TBtWETi+qE6LY7zc16sHJmZmgljWFKFqXyye3gijcXr8PfJBpy8gcU6ULcmT1X23saFfb/jw0UH/hEAf11V/6+07ReJyJ8D8A0Av01V/+SXPMaXHrzhqmpMLSTfDBPkmkU3J/K7csHd5+wDXXpkEnbnvB/XA9u++Uq4ASgQ5gSoAslUzYVFO4yue1wPjDZQd6P+lmpVdS7bhqM3bJcd7XrYfqtFASgsC6/ATc9aU3Uiv75arcTXUjzVlU4f3jV530JAt8uO3nuAkdoHLi8uaNcDl2r1FojCB9mnCnpyP8ytMIuobiU02BiuSMTcmbpv1vnJQT9e14wWCACZBV9lFkvhe7OcrE06hkJO6d3nYqLhxyezfwFd8/Y+wb7IFszCz9DrmJGPKFuH6Y7euAIna/XjgYc2vqwS+JcA/OH0/scB/EJV/Rsi8isA/DER+WWq+o3zD0XkNwH4TV/y+DfjfAMjFnyzPSmGOzc9LACCO22Wxm6HWMkttwaK2krZj+4suVmkVHXWztehGGVWFSI+AAAP+46hiqf2FCHCKw48fM22W9KOpRXv+zS9aWoSte90afqAFg2acGAGRVASCackn/ny4gHtaA70GXNPhxVRKbUCFXFNEVbsPbki5FHM1Rti50ULBiIBYM7lHKEA9stu56BqwGqZFgafVXZ1zpgDr6cUWchIuXqwOn27RXOSc0iQ/IDEDGQPSncNe+/TCqBycBCw9zlvzBpYwUA7piuYD1Y34+33+85KQEQ2AP8cgF8Rh7X2Y0/++s+IyI8B+KUAbroMqeoPAfgh39cHU33PadXntDJ9v/D5qOm74QNleMvy4WHAMWPk4beWgkvdI5egiq7Vib1IhqitwowOqMe/27Wh7ubHWw0/cwuiwKZX9ykP9tvr0ayCbTFcAkAw/ujbiqTQYNTpg/vi0z3YvQejhe26l+82K2i7zOpA1TMAqXBKLYB4E5PEZxARz7qcLgRj+9tli5yDhxcPqFux5iwXK+LycNlx9CSoidKbrQxx9+s8cjSG91c8OzNyRMZtSHDyQia34ewGjNdYAXQhsJzzygXQpAAyb+D9jzdjA1/GEvgnAPwfqvpX43AiPxvAT6pqF5FfDOs78Je+xDHeajyXQJRvKifL6QvxewxdJtJUBGNhBDbYTZsc+i32r916EWwXCUovgAC9AKCgzBVJU7vy9B3u6+Gzx1mqWwTbVhfciLX5TVgyMDgnPGPW+frzfSi1oHkBDpq/xU3wy+MlFEh2IXKE4nxfJa/0cL9/AFJrRBkAwwBePD5gPM7ahoADd92qAVnkZJ/X465Wa825ChMbMHfBWZrJlcihSWC6ABa2m885Ig7hEkxgcOS4f5+CPxXJagXcS0WfacT3w9N5RDj2vYw37+id+g6o6u+DdR/+w6ev/yoAv11EDhhV5QdV9Se/4Fl/6WGm1hcDXmISOFJNBJurgFFui4f+UljQ3YRSWSfAiDJjKAos5XeMEq/FQ1PArPZjloDgay8e8c1vfe61BBRPT1c8fP1rFlL0iSGJivzC6/bl5huqhnpEqbMNQJtCQhcggEVPQHrYdjy1I8gzTBaqu63c49X1RvC5jwjP5QhBMt3LVm7Mc9b75zUALDFm9RgeLrOA6VYKUICDZcdrtfsRgKMfeyvTPTpFMvJzplUB3EYDQvEnq+AGDPTPc3fibAWEK+BsQSwKYVLS83x9kxXwIXGCd+07AFX9gTvbfhjAD3/503q3YejvW3yPvt85f9upw9M3XP+RIDSGU3RFYpUP0FAVhZ2JpFo4qhvTsMpM+MmxcpYIq6XgZ37v1/GNb72MfdXiq6T7r8O3kVjE02e/gT4GMMaSvSj7tCAYH2fvAhEAB/Ctl69CaHY3x6ng+tHiGnjNAKI4CjBX2hrdm6ZbQNckC2R1vj9Lm+fnYLUBG56OWRk4lE1PYVO/R1SrIgIt87jLM0/8hGzez/j+tPygK5OQCoD1FXIDkhlCTFbEycJQ3JahW+biVzw+Ccbg+xw3GIG7AqWYSd6bEW96G5DiCUQ+aUQsRm202Qp5EIiUcAtUFdX3X3TSfIeX5Lpsm/X72you3vILMCURnXpGChOmrERJrp+I9TfMJbx4XSwOutUS3Yg/u1xw2TZ8fn2KqsL7vgH7hqcnswD2x7ky57+236R6ndhU0qpPBZDDlC8uF7y4zMYt4mXIjC9hwCCrJQFzxabC2FKptwUk7AMqeqNY7Fm6oDuGE+h/tgDOFOBMAHKLYakZ0KeLsJj32c2IuXWfrHa2DD72+K5RAjdm4Wt8JVVA9KzVESYgawKywIa4uS5doubA8epqK6Ds5grozO9H69A6E2TOPQiA2ZNQIOGvsxvPi32P0l+gK+BWTS6WcY4M5HvR+kAXWhW2Kj/ul9n3gBiGFzaZRTsZs/cCqGm/IYwpIYrbSymxEudaC7UIng4rec5agFWK3Rv3yzdnDmKYssh9EfK1ZaF6boU19ueYKcI5N+BkIYTfn8BAKoVBqyBbE7QiFp7ACQQM6+AWDPyqrILvaCWQfb65SgxYK9Db7+a/9nokwIYRq/smG9ls8JoBUobFwr1ABr9XmCHXreSWlAJsjtkLFYsAfbhl0YHNJjqVQO7Px+IYXQdevjLK7P/XfjoEYaur6ZuLaIqI1zcc0R2J1zKrDE23IpRIthpKgdY0gRMb8By+i/2Sb5H2A0yTnM1T2Xhkq9Py+cmf/mkMVby4XPC1hwc8HUdYBEMVl2p5Dl29T+RIykcSYYiWwza7H3E74IVjRzbhdSnYYnkLFiHJzMCbCMGJS6LJOsgViu7NqedyBT62MviOVgL3xrnycB73Vgrr0DJX/VgdBDOBhw9XDOzr0j0xaNYSsJi/WoxfFaXWSP81JWHgoJbiUQgHthydH6XgspsgkEhURKKTDmCKYt82XFIXoO4CrnDTf4ywBNjPAJhhSYa86HIwD7+Pgc0Remt17kqpGvmHBUfICWBORNxrzBWZpj0VRlCF/ZqKYwF0Ry7VagF+4+XLKDBKEtVscmrPk1WH4RGDeLZ+L72x4/3n7uZ9b1MBnMOBOQcgSEGJEzB6R3cFERgBXYWkDM7z7HRCzyqAr2J8ckogj3ur/+13Tg8jHmJa4VhjwFdxdU0f1kBh7X8rcwXAuewSJqNZKSkMSMVQ5jla44+BIvuSX/B3fv3reOUr4sUbhFCAVKdrw6Sk4sevXmrraD16Je6b5dQfR4NCrbOx1KXLLwBfpZ0LIcU6Lp9qJHJlp66VlDFZRDDK/J6qRSVo6ZzbstEKEZllwYDVbZMiSy+D5bmWhAEQjzglO9HszxYDFYCmcCBJQTkaMPkiVBxrpEDHjCZMPOBmsiGAQkxr4KsGBz85JfAmd+Du9phU0yVQnXBXJBT5e5FiNe0cpR+lQMowsK/bCsZJfDwdRpAhat49VKhpdSzk2Nv7JxyoUsJEvjpSTh+avjMFhH48gBvBAubqrV5m6rJtqA7Kqc6OQbQc2PxzeJQhaK8JnCNzcLQEVKYVfxQslgDdEcAUTO45wBLgD/sefRBApQCJaAgA74dw+LO6ZQ7ecEH8PpDDkVfnjOBnsz67AaQG99YnX8DrHyy/zxiCrv/sWCst+Aa0/GDMwTePj53F8NWO840/TZobRZEf4sIvxymHfCaSRB+CtO14dV3qBEaaaZo85zFU8XQc6GPg1XHg64+P+Ds++wx/86e+OePsUqLxJ3Db34AIexX7riqiF1/rfWnJ/fI4YiIWuYOsp9Vc3TzPnIDFIvBaCHl7br/GjkLsvByhTAE+86jBZduw1WpkqTI7DvN3WwIasyLg3zNYyPOi4ppugSH/vffAAega0A2IbWPNF8iMQ6T7vjS1PZ3Dm6xTxX1F9iHHJ2cJvCk7666f9hpFoEPDzJXl9zMNVkSgnoLMcxjDOPeq1iJLno7gzU+TXRdSEivmskYhYFpaRPBTn3+O73l8xIvPHm2fYyqVcRKCc4SA+AErF7Ear0UJbD+td1yblSr/ns8ePWmpW0hSBF2MoUeBYTZiPxouLx7iXIIvsJXQuXa7NHADNh4l4/HoHfu2Yff7S0zArnOs9RndAshVks4U4nvPWR1DUGf2nWP/ZxxgVgkat27AKZIQgGByBcKtvLfqv8b8v1eM9kOPT04JfJFhk+Z5paHqVXfvAIwTUdaYEHCkv2hZipOwYjAVhtUswEw7VsX15RX7ZTNwC56rv1mbr61M1+DBw4N2Hmvu/bkFWnYTOHKvwYW8Uwo2YWajhovA84tWXhvvG6DI9RF5bxDJOvm2CVZL4GFLyVN+bUM1lBdxgw1Tydn5mLvFY07LxK99rBRpALMEWj6/tGJHHkBG/hMOEAoiuwEpJyC4BX21xG7mjKGZN8/kqx7f1UoAuAMMcvvwcJ+v1P5lqH82RINLgPCbvaJvNzrwGAPSxOsOsFGGN8Bw4E3GQDsmpRdJQFk5p6vFyLsYyaeP2d2Y3wWmEsCwKsQ53EfBmH3/jCJsHYenWc624t88jjC/82pbUeAdvtC13WXnZTYksYAou+7HqaUE0JhBQiouVc8d8EiIXdZYFBtXzdettMR3yOqcMfzVpCcO0CM0mNyFPsINOPv7eSGATjDQ3o61y9XpHJ+NHoBRq373s/c9Pnkl8JyQv8kKuLsvdw1iDIWWFXUeXQHpUcpbRCADGN1Sj59eXfHweIF44w1D2BMYORRaJl7BlUuqOi14nTSrMrC/W51hv5K+RwGkUF2vB1rpKI8P2D1RiUVQP3u4LC28iR1wzjJzcCslwpR2EmY1nK2nzZUF/XkD/9broPUBWDGRhfrsSogt0LPVw+fJc13YgpkMxOtJJJ/FAkgmf1YKucjojAhMi8IE/tbvn++T1fAVAoDPje94JfAcInz7vVtlYNmH+w2yfG9lOQOIWYuP7slCPfmkwTRzJqF4M5PLBoi3HOcKDADinYO2GpRb8y0RVXGAWY6Mp5gvXXW+LyJACJ4svmYVifTkQS4+05THwJM3/mR0AJh5AtXDfJpIQXvZ4h5lkJJKhcJ8vqd2/hKkoYeUSbgF6DgjCBQidhKynAtEsxICpvTJuYLTZZgm+4wY3GQH5vj/ggPciQaQSESugSv1e3Pobca7/OZ9jO94JXAez4UI3zTuUVAzsPOcspkhJkDEhL50pxGPmWWIhiAQcV9hSm91wQeY1rxQfVMTk+qrJgWFny0+eELk56qJKLG1FatalG9VVyuTXoTpwJZ41MdAk74I+avjgOgIZTKpvPD9TyuLhKTsdvA3525AIgJJlkdYDf4ZXCnkUKiVOFufWyilraJdj1Qn4FQKjABh70uNgAwgLo1DPDpEyyLjAqFcEi7wnMl/by4tjMePOD4JJcCQVX6ffcUlTHQHPR6jodY33wrVJVXGHrrTf43kopFqjNRdGEeDbhVynZ12ShHUxzqtBanrSnN0yGWm7JYkPFWsTh8FOvvcHNkHjwnnxB/AzPIXlwteOiNRRLCVNaOPrgETjjie2IuwK17qFV9/fMBW1iq/RPmD3pzKqj+34kVLd+7nlBPaXdDs3udnuoYHLdIyonELk38o0OfsQNKCw/d3wtBkEp6IQfEPCyaQlQLP8d7icW8+nrd/zPFJKAGOszLII5cTm9sELEhysxrdeXDPuR3BcBsIoZ4gob/usy5hOxouD7NKT0QNVAJ0jF6Hp3OyjEK5EZB6ErKahKImf5zuRNQkuFyAq2UKXrYtXI2jd8s0LCV8cOIMu/P3VS2E1/pqEXAfz630W+oMdC9SUbBGMbJCZ2NRHuvc5FVVcbw6Yl9UAAvYl7IDyQcYWSmMubqf3YDw/+8sMHNC3F/971kFrwMHP9Z4m6IivwBWbvznwKCcH1LV3yMiPwvAHwHwfQD+MoBfr6p/U+xp/h4AvxbA5wB+QFX/7Ic5/TePqZVXTCAQ9VKng30aZxfBdwSId9ERgnnAkNlKHO4/SxcAs/QYWkcTwXbZrF1WEeyXPfgHBioOT8Txyr9lYC97TJaH3cp/QRTX1peiHHk1zMJHluE5QsDaA6TyRvdk+DYpQfbh73k/Wchk1wnenTss8VhbLd6WT+N8ImQIXT6b51yCragMhZ4y8UY8WwRnobEpaBLgaAKSyoFzlW+trYlAp7Ah/f+l61JfS9PdszjzM3lO+N9mvM5yel/jbSyBBuDfUtU/KyLfA+DPiMifAPADAP47Vf2dIvJbAPwWAP8OgH8KVlbslwD4BwH8Xv/7lYyzEOf3ER3wG11ODLT8Oh7mAIABRKYcV74cJUBUEbIC+8PBwRIJJwDQ6hpiExFIt9g7y3kVKWEdMDrQx8CLfcdnl9n6Owu3JKHMLsHZPaDAthR6s+zCgupKjQrifB93+u1+f1gchNHBc+hwTwBh3o8ddyoHAGBTZVXLpxh3hCgPlvbKtF3+fib9rD4/kf8lLyClB9O8t/Jo903/PO65Kffe3xuvE/SPYSW8TWWhH4dVEYaqflNEfhTAzwPw62BlxwDgPwXw38OUwK8D8AfVzv5HRORniMjP9f181PHcDXzOD9OErr8ODIzPM4cAa1hvVhQCpCOq4Hi1LyvxfTRcYUU2ReCuA2LCmVIYBjIWcwVotudroTBncO688p+tAmCurp9dLrh65aLLZtl9xxgovp/n7tsoxfkIwF63wCbUFQRbrcV56lphmUVPSl7VUz5EGz2UXsYD8rmrIii/UWDErapMAbYVPZcCfyYvoM9CI/dqBWZXIBTjmwT1GWs0j2eBwm8HJZCHiHwfgL8fwP8I4Ockwf5/Ye4CYArir6Sf/VXf9kGVQBQbfQufS1VvfOr7+0QQgp7DCWJ/AwATdTwVGTr9/ep8guitJ0zPbehbRamXWLkAAA3oMskiImJsQqfb2jacALlJzinh/6eKPv79eA9yAGYFoq0YeSiv5Lz+rEymwnP/nPULgWhnbjHfuAAAFpVJREFUVk9WTs4OPDdHLfDegOp5DaNb4RNXBupRClofipkWjQzM3cT7vQDo0ac70MwNCD5Azhw8C92YNQfufv6W4wwWLs/1NePbxR0AAIjI12H1A/9NVf3GaVVQ+YJlw+UD9R3w87k16ZNPCRBsGvzC7XdjpZ/+f1zzjSUhAObvAGB0owXDqwKhAXUzN6H3KUgbNjy9fAr6bSkOdm2wzEVyD5ii7DkKPfnejMdTAWSB3U7K4GyOqyoeti18bKECSfeTKfo09QUSFgDjJQIxxecV/86T2wiSboG4IAeS7wxHvm6j4+oC29WAxyi15jkTc3VfQ3jh0y9mfqoWzJ4BzAvwqsMEBc/zRtNceBOox3usOFlNea4BOGcUftXjrZSAiOwwBfCHVPW/8M1/nWa+iPxcAD/h2/8agF+Qfv7zfdsy9J36DlDgnvlU1xjeOVc7P7QzYDhGt4632Wcutyt/9qfzfgAxtp9kDOHsFogVJfEOxhW22quW4A9Yj0GvCvTMKuE/j3bmUTHIz6UmBUB/fjHLT6v5vm148pXRAMEVQzmHIJnq61c974cmYA/ZtNfw8/N+eQ6dwqzq2Y0jFEAfto3Hz8KvqtEKPMBAKoCEA8zQ3+QD9OAB5PoAa5jv3JfATzhSvp9TDmnCLL9b598zdOJnmAIf0iJ4I2/W0f7fB+BHVfV3p4/+OIDf4K9/A4D/Mm3/V8TGPwTgb71fPECBZ27U8q1c2lnHDbLM17bH7Pu9hXZ+5vMb/5GcgXjt/qlP1N7nKnV9eUW7Nu8ApF65ZrLXenOT1id38wnfQ1jGQqABEKvrvfMDmNdvYN5ZwRFnOBN8JpUXKIkeTGvkzAzksOImbXEtqLjOf3ktdAGGWtyfTVa4kudQX473B933dQrAQ4W8t1mgaTXcdSVzxODO5/leP7ft3t83zbkPaTG8jSXwDwP4lwH8LyLy533bvwvgdwL4oyLyrwH4f2CNSQHgv4aFB/8iLET4G9/rGccwqyCvcLb1+Zs1OdwDUVvQH/jZGFncgUVxSIT0ROSZfILZlw+W+xN9B2wUACk5xIXu+vJqnz6WhXMgTYCaJspuVkUXQIab+h7Wy8oOQCQfZV+cAj5wNtlPwB/sHPJ9pStgl2o5A833OXSgSMHwVY65B/TlmR+QrQB9JgFIYV2axxjxnd779P8duKOAh/AyCajfUQAnQlBmDFL5x7P2iMDpxJ7T//OeJZfiXvLQcxWHv8rxNtGBP4XnbfBffef7CuA3f8nzem9DMScaFUD4j2NAKVzxmYQg83v54k05AGKJ/rHNhmED4r1Pgs9u6IC5AqpeuLMCOLUir4p2PcyUv2zT7gegOkuRLf72Nk12FirlilpglIUht0h/ztbjPmlyEniM/ZxW97PFEQpnDNSyWh5c4TMWQdNfMROicp6CKdd5LAp8JAONWQnoXn2ADATSerpNF86rOfAc2+/eyJZe1gpUHoZRrPd3+U6yUN80PoaS+KQYgzcjCf0YPXHHaUJ2394xSgGGxfJVKcjq6bxYwoFnawA4YQOCUCSAWwVUBAURMTCewoCOErhBbwOAMfi2y3w8WjR6CDYAVR2/6IKGviQA2fHtYKYITDlI0ZtsPQ6i9xm1p2BmtqBijawUERxE7aEYYyqapdQZFFBTRPT1AURRk6gncJr0YzHTJ0ofJn8i9pwxgH70SQYa6++4Hx13hPWGA3BfISwu5EmJTAXjZcehz+7n3n4/5vhklIAJ5Hx93xf2iaodYzQMTf7kGBDpTvm1bDmu5KriJqPMWoEDqxuAqRSycljOZwAqZi9Q6ItaI8/4jipUt8juAwygXNqYDQMXJ1i0WUpwDgl6nf7zWpNDdSTnCKbA5wrFlAWFNU+lG1DEVnAR29Z6x0iWSElRAB6TY8gIZZXrGtrxJifg8PJna5cgE26ooh19WdWpAFrrNxhA8ANGqiSU0oCDHHRHSG9JQZrfhALIdQr4HM88A678i8uaFcUHKTjikavXjE9GCdwbqxvAB5PCRbQCtENGCd+awlZF3RrwgiGi8ZmqzKIi/uyibffJLcjIrqo/lJEwAlva05k3jFogr4DH8mgRhGLFPFQLehuo2+yG3KXjinWCqhZrJc5V2ydk0HF7h3rBjq3WaIXW0/3KHP1oWApYv4SRipuOmQE51K/tLVa9lhQPKcLD3ZFrM5B0NOcIMGR4MET4OmvgvgLI4cO4Twnom/duBYhj7uQ8ghMzUVVdUblCx7QEFpxA+bl+pNoCbz7GJ6UETJOW07aEAySlMIb5irWSq69hDZQBDE+dRQKySi1LyC96CbiQZJchVr/kFgB0K24VgUjBwESpqyoOAFKuePjsIQlUcywiswbteG0IxKv1XjxJx9B9oA2zlGilUPiy2R8Yhn8egsF+Buk7vLd2iRq1EFU18gqyErnBERwPOFKPRf57ageO6zEbgIxJtQ5ab/L/o5/A0Ral0PuwaIvXEAgLwE4+zQ+NZ7XMG9KGT0K/XEfmKOTEozFX91AGOtb5+JHN/ufGJ6UEzuNsimULwLZnq8Amo5nScHzASD4sCWaDTUTYQ2C1EIQFSIcJZ85HCItgYFEEYWZrgYweHX8A4PrKIgYPnz1ETwMpglFHAIcJP1wma+5FyGurjgscvQdFWEUif2Arhl3kph/ZrcgcAU3lwZg9CMAZiLOLcg+Bm/tg0ZJsDZAPQAVwU7hD9a7/T6ugHbMkeK4gHGZ5MtUBLCQjKoAz8HhjAXA/54hCdiloBSzKQG/+5Xmax8eiC3N8hysBmt5pS2haCl+imY4OhgfHaOh9g4h1CSKLzwYZ/nxdbkN8fa6IIgLRYZ16MBWJPUizHqSW9cG6IlDVAAvttR9LxBTQVnF9dcW2b6i1oMOUxWgdWkwYLo/zbNWZh0MV3esH5pyCDNy1Lu6ueBzfu/uIAJ8/XT212PCF85zMNQF5XSsOMglG514IZP2RCKSqwQHIXYIogPeqAy/KgAogUX+zAgi6bwign8uYCiC7ADdlxLjSp+zBRYij8MisNkw3897Kv7gRd8z1L6cA3owBnMd3uBKY4x4YRxYg3IytFUkRZGVQYwXfNtiD9Jx5e12hWi2olx4mKb6lGhg2OiDDGnVGpZuh7kZYejBScQ5qFYYPqbiAArSOcik4Xh2oXoMA2LwGoU2qbbcIQTs6qk/kOhRaB8Y2W5Vlwk+XaaI3X/mL1wy4tmaNSVKXoAKg9RW1PzMIVXVphwZgdkhys5/Ph1ZIEfEcgYHjeoSv344GqIawA1hW9qUw6Fgz/+LfGAs3YDX9VyCPK/jSS/COAliB22kdTECQnIb7q76meUfFYOc0z+/9jC++r09CCWRTe73BluFl0YCO0RtKqZ522tH74Vx5b2oBRe9i4TgPd2m1zD/brzXCAGPhWzVXQA1ALGzB7VYBgADMRKw3QaGyKrO8GMOHdCsAQMTKYhnYaNYA+xqqzmuttUL1wKgVm8JM0FpROrGOgiYW1cjVidjKrHsKMDsccWWmoqPSOysBe1FCAagiOiVnDkIujy4ylUM2+1XVQcBVcCm0WeBVV6T/RjF4o9G8HzZ3eZPw85y5P76/Z0ms++H8mO5lCPzo6N0jUT7vzmAhj/NVjU9CCbxuEAw08Gug94ZaavhrGQ+I3+gWpjlHBct/FajOUmCzZXda7WqJVd3ez/r9wz+XYTX06SZUVM/USaFAEdjC3XF9ebVqRIPKw6wFVUXVGhOx1IJavVS5F9m0TsFiFgpj/kdD3bcQYCuHXvAqlRq38+c9mfcnFEICADMO0cb0z5fMo7mD6cvfEW7y9bPZH5+rLsrinosQgktltBCD9G5mYAh5rh3A9/HbuS9em5Ura8n/p1XgC40vPqYIzMWZymS6ql/l+ASUwIoLEA+QU3iQ2reIPZg+GtBnXL3WFMf1VV91LfFVigJaY4WtCujmaPsQlGLCp2NEOq2t3LP0V6kzTm9kH9uX9oGy1cAEekNYFixMcvUux3UrUXtASrFeh0WwXXZsezUqs19bKdZVWEqZlgol+2iBEbRrW6jFuUDJzR2/s2qF6X8G5BL4lqMK0cnX//Wj2QrrDEAAsY8IhR6pb0AmAI2URxAFQUaY7JFrkBVZijJQ8OPcuI1KLimlwAdaEvhu82mCzm6hEH9KoHR3fgrugIXvxy34LscEgFMOgY54EBbn7ugiKB4eLKXeWgIN0DrxBNXdFYRilIJSSCDy/PlR3RqAFf9IgmZCZ9uZH1DG/FzElESnsLKa0Fax7Y4VkLTUgafPn7DtG1S3GbZkV+NaoE+HYx/VCEbFmqWWYZTj0XqcH3zfaHZv2tMRVgm/RyvnfH/PAFceZ8KOhSVXMC1Atmxe95NwjxUcDDO7032YuR9LIdHEHZiA3QrkhaJIpnwOH97NKOS/SFFOxx8NrR0x1yxv4UDvLf6O0TA5Kv0LMQi/2Hhuf88rh09GCXCsN3YyAnvvKFIxxEknjgdwVDfntSoqFKz+a/scGGW4WW0gopSCUroJnMwU5NLrFPCaBZ6KwVfiJIilFGgZGF3QS0FpHe1aULaC/bJHX0LAogDhkm/pHIfVGBhjYFQT4lorSjViUPQ48H3V1CX5uDZLmybRprY4SJy711Xg322vy8KVBbwfzRmPWNp8Q8i8vGXpcSUP8k4SZgCLQJ/dCCMRNRzXFkqCfRJyrB/AkgYcxKGkjBZsIJ1bxgJ6byDph+8NYO5+7AOtHbHNFIFjA71Nhab53zlysGIGH3J8ckoAcMQVs7rw0AHRYT7ZEH84Vr+vpd/Eij86at3mal/s/eiCUjen7opbEhUiLCNOoWeBkALWMbTPSenN35W75jp9+OPVgW2vqPuG/bJhu+yxb+7XLBK/3jGg24Yy1H1vHss6Bg03tZ/aiKairJsg4mGz6zTdS10tF8Csl4MWA3kQLjxUEufY/HFtc4KfVuhZt2/mT4SQumVgUZAWZnM7OtrVWqlZfsBqDWTfnvNgKsy0zS0Jvl++6z7/Euv3lT/cgt6mK+AAIJVCa4cpsz5xge4RKWIGuZDJ+8UGziv/8/v+BJTAcwmONkLTuvYVsYdUpKCXCoggx84BQ+sBYAxxC2ELHKDoCFKQlBrCnC0EEQ8ZjrSaooRLwOShKchYzG+6EVy96fOXrWK/bHj47AFSzEqoew2cQETQm2DbDZsY2+bVgqdiofCVROahYrLBiMlUMqw4LKdt0ZF5DDTP1tscVGzOBGTZMfrzwLo6q85wm93zufLTiuD2dm1ROrwdDc0Vy+hGJ85mfalWw1FKCeVi82H6/7f9BPJ3Jo4E1SX0NwV+CrhCffUfvsi0wAo6FUVv4UbcRgeezxv4YhbBdzwm8MUvII/1Zpk1wAcpMiBOUhEY445+nOpAKVvgBqVUlOI4Qu8otUGkhOkfwqoDOijc/WQNTCsAQNq2ugcyecZhOWTwTgQBGNat4LpvePWtJxP+WrBtFfvjBdtlw/6we2UiyzLU0azPYVRRyyu8hFDb+yngow/UbVYyLlsJQk12oXoiOFF4CTBS4XSnQjMiEcLeV75+DueFcDq4dzxd8fTqGq5LRv15DrPt2wz32TX3aPkec8QjFgudOBN6YmWegJ4uoPFknY5Y3XtYAtkViChBd4DQLYIzaBgKcfR0nLMsvI1s6Onvm8e3kRJ4bkXn9vNFnb9vUQJOOLuBFikYoy+C1QDgEGybxiQp5UCtm4UQ3eS3cmMl3teyORZQkU1/OQlwESqGs0Dn11YTMJCzON6qJABAnmx/tRprkCu3+fxlsRL2h4spg8uGhxcXVLcGiAGYUFf0jjhvAAtuAMyQ4egd43Nrmpo/N4AycQccHAUiCuav1YXVFAC7/s5JvyLv7dpwPFnugPbhTMAeJvuC6mdA8UTw4bHt7wjLK7Y1OyeeMBkaGQsIcx1TOGkF2LZp+gdW4O5C79PkN6XQcRxXDxlOV4DRBAKF+Rw+1vg2UgLPXTS3v72VkBXBYtZh+nLiwpeFevSG4oqgeOFOmvylVCunRXAwBJ+vEzgoBeJVgFcFUJb3HDwOt2drQnVg3x+x1R2tPeE4chkwOyZbqGUuQK0Vda+om39nr3h4vODy4oLL4wPqXrHtW1gaHNXLhBOsDCvCKx2VaoqLBB6oLrUQ83VxVaW5367HLO01bFU/Xh1orVnuvxOGrMTaRP0BLGG+UmQqEH++5+c/xgTgZhh4D6ultWt8P6++phDmnAkrwLd3B/bsuD2t9i0phe6RAVvxDRswi6EdVzRGDFIJvLPiWu7hlx7PLaQ2vo2UwL2RT37lA9y+X7ctyP4AVA8r3lEGSunJ7J9CzlX/vMpTyKkYAhxMWICd7j1/fxV6YgNxhefPE8ho3+fK+zCv0id9Kef2aYnclKyZfJ217mFRXF5cjFtwse8+fu0Rj197xLbX5Rzz+Y3WUfdtOW58x0FB3v/rqyuePn/C9dUV7Xokfv9MClqagD5jkmcf+jheodZ9EdY8iEUoBTuVRZNSQ8l1Z4/ShOc5L8k+d0J5XO3pKtDCmQShcVIIjBCYQjiOJ7MA/v/2zh5EqiuK478/IVpEwS8QUdFVbKzMImIhln41q52VFoKNAS0sVmxsFbQISEBRMEG0UYlNICqCld+s6xpZv0EXdQlCDCmMyElx7+4+Z2cyuzHuec93fjC8O/c9mN/lzBzOvTNv7vA9LMXXGL1A+f9R/oXB34G/8rFAuzlRs4F9XEoNfVU0AcxilH/lqPoYqu4Pn2UMw5+HBc3OaiLnHv+GpJtmttzb479SdX+o/hiq7g8+Y2j7l+NBEHzZRBIIgppTpiRwxFvgE6m6P1R/DFX3B4cxlGZNIAgCH8pUCQRB4IB7EpC0TlK/pEeSur19xoqkZ5LuSuqRdDP3zZB0QdLDfJzu7VlE0nFJg5L6Cn1NnZX4PselV1Knn/mwazP/fZIGchx6JG0onNuT/fslrfWxHkHSfEmXJf0m6Z6knbnfNwYf3TI5wQ/SXlyPgUXAJOAOsNTTaRzuz4BZDX0HgO7c7gb2e3s2+K0GOoG+ds6k/SR/If36aiVwraT++4DdTa5dmt9Pk4GO/D77ytl/DtCZ21OBB9nTNQbelcAK4JGZPTGzv4HTQJez06fQBZzI7RPARkeXUZjZFeBNQ3cr5y7gR0tcBaYpbUHvRgv/VnQBp83snZk9JW2Qu+KzyY0BM3tpZrdz+0/gPjAX5xh4J4G5wPPC8xe5rwoY8KukW5K2577ZNrIN+ytgto/auGjlXKXYfJfL5eOFKVip/SUtBL4FruEcA+8kUGVWmVknsB7YIWl18aSleq5SX71U0Rn4AVgMLANeAgd9ddojaQpwBthlZm+L5zxi4J0EBoD5hefzcl/pMbOBfBwEzpFKzddD5Vo+DvoZjplWzpWIjZm9NrMPlu6+OcpIyV9Kf0lfkxLASTM7m7tdY+CdBG4ASyR1SJoEbAbOOzu1RdI3kqYOtYE1QB/JfWu+bCvws4/huGjlfB7YkleoVwJ/FErW0tAwR95EigMk/82SJkvqAJYA1yfar4jSrZfHgPtmdqhwyjcGnqulhRXQB6TV273ePmN0XkRaeb4D3BvyBmYCl4CHwEVghrdrg/cpUsn8njS/3NbKmbQifTjH5S6wvKT+P2W/3vyhmVO4fm/27wfWl8B/FanU7wV68mODdwziF4NBUHO8pwNBEDgTSSAIak4kgSCoOZEEgqDmRBIIgpoTSSAIak4kgSCoOZEEgqDm/AMKMnaWJSOqQgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x432 with 30 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "from sklearn.model_selection import train_test_split\n",
    "from scipy import spatial\n",
    "\n",
    "#prepare data with generic scores\n",
    "\n",
    "txt1 = pd.read_csv('scores/train_2022.txt', sep=\" \",  header = None)\n",
    "txt2 = pd.read_csv('scores/test_2022.txt', sep=\" \",  header = None)\n",
    "txt3 = pd.read_csv('scores/val_2022.txt', sep=\" \", header = None)\n",
    "data = pd.concat([txt1,txt2,txt3])\n",
    "data.columns = ['image', 'score']\n",
    "\n",
    "data = data.sort_values(by=['score'])\n",
    "\n",
    "# run eigenface + shallow predictor\n",
    "\n",
    "n_training, acc, mae, rmse = eigenface(data,'score',train_number = 1000)\n",
    "\n",
    "print(n_training, acc, mae, rmse)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "17c8652d",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Eigenface + shallow predictor\n",
    "\n",
    "from scipy.stats import pearsonr\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "from sklearn import preprocessing\n",
    "from sklearn.svm import SVR\n",
    "import sklearn.metrics as metrics\n",
    "from sklearn.decomposition import PCA\n",
    "from PIL import Image\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "\n",
    "def preprocess_data(faces_train, faces_test):\n",
    "    # flatten the imagaes from \n",
    "    X_train =  np.reshape(faces_train,(faces_train.shape[0], -1 ))\n",
    "    X_test =   np.reshape(faces_test, (faces_test.shape[0], -1 ))\n",
    "    mu = np.mean(X_train, axis = 0 )\n",
    "    std_dev = np.mean(X_train, axis = 0)\n",
    "    std_dev_mod = np.copy(std_dev)\n",
    "    std_dev_mod[std_dev == 0 ] = 1\n",
    "    X_train = (X_train - mu)/std_dev_mod\n",
    "    # normalize the test set with same mu and std values as training set \n",
    "    X_test = (X_test - mu)/std_dev_mod\n",
    "    return X_train, X_test  \n",
    "\n",
    "\n",
    "def preprocess_data2(faces_train, faces_test):\n",
    "    \n",
    "    \n",
    "    normalised_train = np.ndarray(shape=(len(faces_train), 224*224))\n",
    "    normalised_test = np.ndarray(shape=(len(faces_test), 224*224))\n",
    "    \n",
    "    mean_face = np.zeros((1,224*224))\n",
    "\n",
    "    for i in faces_train:\n",
    "       mean_face = np.add(mean_face,i)\n",
    "    \n",
    "    mean_face = np.divide(mean_face,float(len(faces_train))).flatten()\n",
    "\n",
    "    plt.imshow(mean_face.reshape(224, 224), cmap='gray')\n",
    "    \n",
    "    for i in range(len(faces_train)):\n",
    "       normalised_train[i] = np.subtract(faces_train[i],mean_face)\n",
    "    \n",
    "    for i in range(len(faces_test)):\n",
    "       normalised_test[i] = np.subtract(faces_test[i],mean_face)\n",
    "    \n",
    "    return normalised_train, normalised_test\n",
    "\n",
    "\n",
    "def eigenface(df,column, train_number = 100):\n",
    "       k=0\n",
    "       df = df.sample(frac=1).reset_index(drop=True)\n",
    "       df['image'] =df['image'].str.replace('/home/ubuntu/ME-beautydatabase/images',\n",
    "                                                '/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn') \n",
    "       \n",
    "       min_max_scaler = preprocessing.MinMaxScaler()\n",
    "    \n",
    "       df[column] = min_max_scaler.fit_transform(df[column].values.reshape(-1,1))\n",
    "    \n",
    "       df2 = pd.DataFrame(columns = ['image', column, 'features'])\n",
    "    \n",
    "       for index, row in df.iterrows():\n",
    "\n",
    "          try:\n",
    "             \n",
    "             img = Image.open(row['image']).convert('L')\n",
    "             df2.loc[len(df2)]=[row['image'],row[column], np.asarray(img).flatten()]\n",
    "                \n",
    "          except:\n",
    "            \n",
    "             #print(row['image'])\n",
    "             k+=k   \n",
    "             pass\n",
    "       \n",
    "       \n",
    "       #normalized_df=(df2-df2.mean())/df2.std()\n",
    "       \n",
    "       scaler = StandardScaler()\n",
    "        \n",
    "       train= df2[:train_number]\n",
    "       test= df2[train_number:]\n",
    "       #one_test = test.iloc[[55]]\n",
    "       regressor = SVR(kernel = 'linear') \n",
    "        \n",
    "\n",
    "       \n",
    "       #train_X = (train['features'].values.tolist())    \n",
    "       #test_X = (test['features'].values.tolist()) \n",
    "\n",
    "       train_X = min_max_scaler.fit_transform(train['features'].values.tolist())    \n",
    "       test_X = min_max_scaler.fit_transform(test['features'].values.tolist())\n",
    "       #train_X, test_X = preprocess_data2(train_X, test_X)\n",
    "       train_Y = (train[column].values.tolist()) \n",
    "       test_Y = (test[column].values.tolist())\n",
    "       #print(train_Y[10])\n",
    "        \n",
    "       fig = plt.figure()\n",
    "       fig.add_subplot(1, 4, 1)\n",
    "       plt.imshow(train_X[200].reshape(224,224), cmap='gray')\n",
    "       fig.add_subplot(1, 4, 2)\n",
    "       plt.imshow(train_X[300].reshape(224,224), cmap='gray')\n",
    "       fig.add_subplot(1, 4, 3)\n",
    "       plt.imshow(train_X[400].reshape(224,224), cmap='gray')\n",
    "       fig.add_subplot(1, 4, 4)\n",
    "       plt.imshow(train_X[500].reshape(224,224), cmap='gray') \n",
    "        \n",
    "       n_components = 50\n",
    "       pca = PCA(n_components = 50, whiten=True).fit(train_X)\n",
    "       # apply PCA transformation\n",
    "       X_train_pca = pca.transform(train_X)\n",
    "       X_test_pca = pca.transform(test_X) \n",
    "      \n",
    "       fig = plt.figure()\n",
    "       plt.imshow(pca.mean_.reshape(224,224),\n",
    "           cmap=plt.cm.bone)\n",
    "    \n",
    "       fig = plt.figure(figsize=(16, 6))\n",
    "       for i in range(30):\n",
    "           ax = fig.add_subplot(3, 10, i + 1, xticks=[], yticks=[])\n",
    "           ax.imshow(pca.components_[i].reshape(224,224),\n",
    "              cmap=plt.cm.bone)\n",
    "    \n",
    "       regressor.fit(X_train_pca, train_Y)\n",
    "       #w = regressor.coef_.dot(np.asarray(one_test['features'].values.tolist()).reshape(512))\n",
    "       result = regressor.predict(X_test_pca) \n",
    "       #print(result[:100])\n",
    "       #print(result[55],w+regressor.intercept_)\n",
    "       mae =  metrics.mean_absolute_error(test_Y, result)\n",
    "       rmse = metrics.mean_squared_error(test_Y, result)\n",
    "       return train_number, pearsonr(test_Y, result), mae, rmse\n",
    "                                                   \n",
    "             "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "id": "969b8283",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                                                 image     score\n",
      "0    /home/ubuntu/MEBeauty-database/images_crop_ali...  3.790123\n",
      "1    /home/ubuntu/MEBeauty-database/images_crop_ali...  7.663194\n",
      "2    /home/ubuntu/MEBeauty-database/images_crop_ali...  4.561957\n",
      "3    /home/ubuntu/MEBeauty-database/images_crop_ali...  5.960920\n",
      "4    /home/ubuntu/MEBeauty-database/images_crop_ali...  5.046717\n",
      "..                                                 ...       ...\n",
      "225  /home/ubuntu/MEBeauty-database/images_crop_ali...  7.405896\n",
      "226  /home/ubuntu/MEBeauty-database/images_crop_ali...  6.100000\n",
      "227  /home/ubuntu/MEBeauty-database/images_crop_ali...  7.427273\n",
      "228  /home/ubuntu/MEBeauty-database/images_crop_ali...  4.888889\n",
      "229  /home/ubuntu/MEBeauty-database/images_crop_ali...  6.460268\n",
      "\n",
      "[2553 rows x 2 columns]\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/caucasian/g_7.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/ashkan-forouzani-lxQw4HiwKBY-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/happiness-4067230_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/caucasian/model-4493512_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/man-921004_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pedram-normohamadian-daguyNdZFCY-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-askar-abayev-5638731.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/indian/brown-4197806_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-nishant-aneja-2561432.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/swapnil-dwivedi-N2IJ31xZ_ks-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/puvvukonvict-photography-AtpSEe3yoIg-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/portrait-2612525_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/jeffrey-grospe-epomvImeev4-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/theodore-goutas-aeq3jJj0sUw-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/mideastern/guy14.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/caucasian/brunette-2478405_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/dollar-gill-nGWo2KbJERc-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/mideastern/jonathan-borba-5rQG1mib90I-unsplash (1).jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/safal-karki-_p93Zag8tgE-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/model-633771_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/handsome-1886567_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/hichem-dahmani-8VitrkP2-mw-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-yogendra-singh-3748221.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/kazi-mizan-bfReptWpKEg-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/muhammad-ali-2LTkVBl6ViM-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-ali-madad-sakhirani-997512.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/portrait-2552312_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/imansyah-muhamad-putera-Ob19pmoYWkI-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/md-duran-3pe-sQM8-28-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/boy-5838699_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-john-stephenson-5308640.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/ali-yahya-22S6KHZoE8Q-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/ilaya-raja-uX0yUOEYFFU-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/shudipto-sarker-9qpe5gZDc7E-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/usman-yousaf-xYzEQptq7XU-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/white-1513923_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-rahul-shah-888956.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/ankush-minda-uPIDtOdCINY-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/guy10.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/man-5465741_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/abhimanyu-patel-o2g-PaaeD_U-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/indian/shifaaz-shamoon-MqLy-G-dBi8-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/vishal-shiro-5935497_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/jaikishan-patel-G1r9ySGtdWQ-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/hispanic/mateus-campos-felipe-64sktAOWasI-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/portrait-419946_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/portrait-2181213_1280.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/boy-1119239_1920.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-dhemer-gonçalves-3036415.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/indian-5882625_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/kids-2408614_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/shivam-singh-DOmEd6CYP5M-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/rohan-g-T9ckn3XHHnA-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/man-3346780_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/man-2367954_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-yogendra-singh-5499219.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/muhammad-abdullah-hAnMkbSsDMs-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/couple-engagement-pictures-2136097_1920.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/amir-soltani-9RcccOHau2M-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/shivam-singh-DOmEd6CYP5M-unsplash(1).jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/muhammad-murtaza-ghani-nUjfEYmJYl0-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-sora-shimazaki-5935750.jpg\n",
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/caucasian/boy-1105361_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/hadi-yazdi-aznaveh-TmRQRgugEsQ-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/asian/tanjir-ahmed-chowdhury-YMJvX8k3Kfc-unsplash.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-the-baljinder-4089881.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/caucasian/charlize-theron-669608_1280.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-prince-photos-1537517.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/sammy-chandio-EvdFPEFqoxk-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/puvvukonvict-photography-0M_Aej4dRWU-unsplash.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/black/payton-tuttle-n_RdRxH_7h4-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/caucasian/vicky-hladynets-NnmUHZ6tpSs-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/portrait-2529905_1920.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-ketut-subiyanto-4307733.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/male-model-1221915_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/diego-sanchez-ABNwyVyvCbo-unsplash.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/caucasian/girl2.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/head-shots-1544781_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/black/woman-984426_1920.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/sexy-1469502_1920.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/mideastern/imad-clicks-2_qmEnz7bQ4-unsplash.jpg\n",
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      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/nehal-patel-aho7nVdauuc-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/jordyn-montague-nV7GRL8ooJg-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/asian/pexels-rodnae-productions-4911184.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/salman-ahmad-JBxAQ_Blorw-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/juanma-velasquez-JrNsKhB5aRQ-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-daniel-xavier-1212984.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/people-3358068_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-fauxels-3184408.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/india-1129954_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/emiliano-vittoriosi-XtmpHM7uKCs-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/himanshu-dewangan-brk2ZfYTOp8-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/caucasian/creating-a-brand-WxAOdbDpMiU-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/gaurav-khoda-HYQMk4fFI-s-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/children-82272_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/mitchell-luo-mVSlJeuqtL0-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/caucasian/man-1488305_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/samir-basnet-qRmHuCrJkYY-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/man-2933801_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/116.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/hossein-rezaei--paUf05gaUs-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/rahabi-khan-eNafqf_0ZWQ-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/asian/pexels-kevin-kabore-4966995.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-ibadat-singh-2955247.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/yogendra-singh-DFyFd76t1NY-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/alex-avalos-Mfoj3mxvYl8-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/mitchell-luo-Mp8ZXtgR_Lg-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/indian-3459541_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/young-1761404_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/caucasian/montgomery-clift-402456_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/caucasian/esther-williams-402543_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/evan-dvorkin-FLhnC9S_UE8-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/hispanic/islander-images-kwHBTNUQIqs-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/128.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/kazi-mizan-S3FoV56-Wbk-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/muhammad-murtaza-ghani-Z5zPPTDQtHU-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/md-duran-RhIXw1Ua-NI-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/lijo-easo-1JEg1c--_dM-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/ali-kazal-Su_3F-rsTFE-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/ashkan-forouzani-YlAp3Y7VUmA-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/farhan-shaikh-9TYryqt3wLk-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/black/doil-oh-v15GcVql4CM-unsplash.jpg\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-anna-tarazevich-5119607.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/female/indian/pexels-nh-noyon-4250862.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/suranjan-koirala-95-3iy_pj2I-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/ashkan-forouzani-b8dhPVAxWfE-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/man-5465729_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/muhammad-murtaza-ghani-ShxuPMbO1lM-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/caucasian/g_9.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/people-2456350_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/guy3.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/portrait-1469500_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/ashkan-forouzani-L9YcNysgL94-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/chirag-dulyan-qOd6UZdvMC4-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/pexels-zain-ali-905470.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/people-3231960_1920.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/athul-krishna-kmrgLHTOo8s-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/indian/eric-joseph-GMCsqQHOW0A-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/hispanic/aryo-lahap-ZVc4Zg4TY8s-unsplash.jpg\n",
      "/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/male/caucasian/business-man-1385050_1920.jpg\n"
     ]
    }
   ],
   "source": [
    "# get Gabor, HOF, SIFT featutes\n",
    "\n",
    "import numpy as np\n",
    "from cv2 import cv2\n",
    "import cv2 as cv\n",
    "import os\n",
    "from skimage.feature import hog\n",
    "\n",
    "#import csv\n",
    "\n",
    "\n",
    "EPS = 0.00000000000000001\n",
    "\n",
    "def build_filters():\n",
    "    filters = []\n",
    "\n",
    "    # Size of Gabor kernel\n",
    "    ksize = 31\n",
    "\n",
    "    # For different orientations\n",
    "    for theta in np.arange(0, np.pi, np.pi/4):\n",
    "        # And different wavelengths of the sinusoidal factor\n",
    "        for lamb in np.arange(np.pi/4, np.pi, np.pi/4):\n",
    "            # Get a filter\n",
    "            kern = cv2.getGaborKernel((ksize, ksize), 4.0, theta, lamb, 0.5, 0, ktype=cv2.CV_32F)\n",
    "            kern /= 1.5*kern.sum()\n",
    "            filters.append(kern)\n",
    "\n",
    "    return filters\n",
    " \n",
    "# Given an image and a set of filters, derive the response matrices \n",
    "def process(img, filters):\n",
    "    img = cv2.cvtColor(img,cv2.COLOR_BGR2GRAY)\n",
    "    img = cv2.resize(img, (100,100))\n",
    "\n",
    "    responses = []\n",
    "    # accum = np.zeros_like(img)\n",
    "    for kern in filters:\n",
    "        fimg = cv2.filter2D(img, cv2.CV_8UC3, kern)\n",
    "        responses.append(fimg)\n",
    "        # np.maximum(accum, fimg, accum)\n",
    "\n",
    "    return responses\n",
    "\n",
    "# Given a response matrix, compute for the local energy\n",
    "# Local Energy = summing up the squared value of each matrix value from a response matrix\n",
    "def get_local_energy (matrix):\n",
    "    local_energy = 0.0\n",
    "    for row in range (len(matrix)):\n",
    "        for col in range(len(matrix[0])):\n",
    "            val = int(matrix[row][col]) * int(matrix[row][col])\n",
    "            local_energy = local_energy + val\n",
    "\n",
    "    # Divide by the highest possible value, which is 255^2 * (100 x 100)\n",
    "    # to normalize values from 0 to 1, and replace 0s with EPS value to work with NB\n",
    "    local_energy = local_energy / 650250000\n",
    "    return EPS if local_energy == 0 else local_energy\n",
    "\n",
    "# Given a response matrix, compute for the mean amplitude\n",
    "# Mean Amplitude = sum of absolute values of each matrix value from a response matrix\n",
    "def get_mean_amplitude (matrix):\n",
    "    mean_amp = 0.0\n",
    "\n",
    "    for row in range (len(matrix)):\n",
    "        for col in range(len(matrix[0])):\n",
    "            val = abs(int(matrix[row][col]))\n",
    "            mean_amp = mean_amp + val\n",
    "\n",
    "    # Divide by the highest possible value, which is 255 * (100 x 100)\n",
    "    # to normalize values from 0 to 1, and replace 0s with EPS value to work with NB\n",
    "    mean_amp = mean_amp / 2550000\n",
    "    return EPS if mean_amp == 0 else mean_amp\n",
    "\n",
    "# Return a list of images from the given directory\n",
    "def load_images_from_folder (folder):\n",
    "    images = []\n",
    "    for filename in os.listdir(folder):\n",
    "        img = cv2.imread(os.path.join(folder,filename))\n",
    "        if img is not None:\n",
    "            images.append(img)\n",
    "    return images\n",
    "\n",
    "# Get the feature vector (local energy/mean amplitude from response matrices) of an image\n",
    "# This function is called when bulding the CSV files or when processing each frame\n",
    "def get_image_feature_vector(image, filters, positive=None):\n",
    "    response_matrices = process(image, filters)\n",
    "\n",
    "    local_energy_results = []\n",
    "    mean_amplitude_results = []\n",
    "\n",
    "    for matrix in response_matrices:\n",
    "        local_energy = get_local_energy(matrix)\n",
    "        mean_amplitude = get_mean_amplitude(matrix)\n",
    "        local_energy_results.append (local_energy)\n",
    "        mean_amplitude_results.append(mean_amplitude)\n",
    "        \n",
    "    if positive is None:\n",
    "        feature_set = local_energy_results + mean_amplitude_results\n",
    "    else:\n",
    "        pos_num = 1 if positive else 0\n",
    "        feature_set = local_energy_results + mean_amplitude_results + [pos_num]\n",
    "\n",
    "    return feature_set\n",
    "\n",
    "# Get all feature vectors of a set of images, used when building the CSV files\n",
    "def get_all_image_feature_vectors(df, column, features_type = \"gabor\"):\n",
    "    filters = build_filters()\n",
    "    feature_sets = []\n",
    "    df2 = pd.DataFrame(columns = ['image', column, 'features'])\n",
    "    \n",
    "    for index, row  in df.iterrows():\n",
    "        try: \n",
    "           img = cv2.imread(row['image'])\n",
    "\n",
    "           \n",
    "           if features_type == 'HOG1':  \n",
    "            \n",
    "              img = cv2.cvtColor(img,cv2.COLOR_BGR2GRAY)\n",
    "              img = cv2.resize(img,(128,128))\n",
    "              # compute HOG features\n",
    "              features, hog_image = hog(img, orientations=8, pixels_per_cell=(16, 16), cells_per_block=(4, 4), block_norm= 'L2',visualize=True)\n",
    "           \n",
    "           elif features_type == 'HOG2': \n",
    "                \n",
    "              \n",
    "              img=cv2.resize(img, (64, 128), interpolation=cv2.INTER_CUBIC)  \n",
    "              hog_cv=cv2.HOGDescriptor()\n",
    "              \n",
    "              features=hog_cv.compute(img,winStride=(64,128),padding=(0,0))  \n",
    "              features=features.transpose()\n",
    "              features = np.squeeze(features)  \n",
    "           elif features_type == 'SIFT':\n",
    "             \n",
    "              #not working right now\n",
    "              \n",
    "              sift = cv2.SIFT_create()\n",
    "              # compute SIFT keypoints & descriptors for images\n",
    "              kp, features= sift.detectAndCompute(img, None)\n",
    "               \n",
    "              features = features.flatten()\n",
    "             \n",
    "           else:\n",
    "              \n",
    "              features = get_image_feature_vector(img, filters, positive=False)   \n",
    "            \n",
    "           df2.loc[len(df2)] = [row['image'],row[column],features] \n",
    "        except:\n",
    "           print(row['image'])\n",
    "    return df2\n",
    "\n",
    "\n",
    "\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "from sklearn.model_selection import train_test_split\n",
    "from scipy import spatial\n",
    "\n",
    "#prepare data with generic scores\n",
    "\n",
    "txt1 = pd.read_csv('scores/train_2022.txt', sep=\" \",  header = None)\n",
    "txt2 = pd.read_csv('scores/test_2022.txt', sep=\" \",  header = None)\n",
    "txt3 = pd.read_csv('scores/val_2022.txt', sep=\" \", header = None)\n",
    "data = pd.concat([txt1,txt2,txt3])\n",
    "data.columns = ['image', 'score']\n",
    "data.image  = data.image.str.replace('/home/ubuntu/ME-beautydatabase/images/','/home/ubuntu/MEBeauty-database/images_crop_align_mtcnn/')\n",
    "\n",
    "df = get_all_image_feature_vectors (data,'score',features_type = 'gabor')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "acdbe491",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.50968491 0.67196697 0.54224531 0.69459995 0.56789583 0.57511399\n",
      " 0.71607233 0.6658769  0.69396375 0.53169316 0.6953647  0.65090284\n",
      " 0.57565519 0.47954009 0.61160625 0.50432093 0.67649496 0.53342883\n",
      " 0.53726154 0.73710644 0.49917686 0.60401842 0.63983306 0.57549274\n",
      " 0.40757595 0.65435298 0.67676229 0.71085064 0.65615769 0.68939568\n",
      " 0.74454481 0.70045737 0.70502182 0.5086236  0.52564775 0.63778172\n",
      " 0.4918617  0.5658015  0.61186214 0.50661578 0.6139842  0.68443585\n",
      " 0.57434045 0.65988083 0.66737858 0.62592029 0.68988869 0.69542703\n",
      " 0.6498153  0.6554455  0.65431593 0.63846908 0.52146831 0.68315547\n",
      " 0.67035339 0.55340934 0.50904542 0.5764081  0.52221324 0.69471951\n",
      " 0.64399879 0.65759378 0.68182251 0.5054738  0.59486689 0.71199352\n",
      " 0.50966935 0.51437159 0.58651291 0.70540175 0.68183581 0.40731446\n",
      " 0.69206591 0.55200693 0.59486689 0.60463376 0.59800378 0.65378648\n",
      " 0.53442932 0.62509096 0.64336314 0.70003206 0.53488121 0.66264057\n",
      " 0.74538741 0.68467388 0.6195853  0.62433281 0.65794447 0.64459095\n",
      " 0.55169629 0.60717663 0.71250428 0.53474224 0.63687962 0.72472381\n",
      " 0.68299938 0.71768813 0.58375328 0.69986683]\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "((0.5457768297161613, 4.972035100312956e-114),\n",
       " 0.10399924546645406,\n",
       " 0.01729425531535664)"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "       # run predictor on gabor/sift/hog/geom. feautres\n",
    "    \n",
    "       from sklearn.svm import SVR\n",
    "       from sklearn.pipeline import make_pipeline\n",
    "       from sklearn.preprocessing import StandardScaler\n",
    "       from scipy.stats import pearsonr\n",
    "       import sklearn.metrics as metrics\n",
    "       from sklearn import preprocessing\n",
    "       column = 'score'\n",
    "       df = df3\n",
    "       df = df.sample(frac=1).reset_index(drop=True)\n",
    "       \n",
    "       min_max_scaler = preprocessing.MinMaxScaler()\n",
    "    \n",
    "       df[column] = min_max_scaler.fit_transform(df[column].values.reshape(-1,1))  \n",
    "    \n",
    "       \n",
    "       train_number = 1000\n",
    "       train= df[:train_number]\n",
    "       test= df[train_number:]\n",
    "       regressor = SVR(kernel = 'rbf')\n",
    "       #print(train['features'].values.shape) \n",
    "       train_X = (train['features'].values.tolist()) \n",
    "    \n",
    "       test_X = (test['features'].values.tolist())\n",
    "       #train_X = min_max_scaler.fit_transform(train['features'].values.tolist())    \n",
    "       #test_X = min_max_scaler.fit_transform(test['features'].values.tolist())\n",
    "       train_Y = (train[column].values.tolist()) \n",
    "       test_Y = (test[column].values.tolist())\n",
    "      \n",
    "       #print(train_Y[:60])\n",
    "        \n",
    "       regressor.fit(train_X, train_Y)\n",
    "       #w = regressor.coef_.dot(np.asarray(one_test['features'].values.tolist()).reshape(512))\n",
    "       result = regressor.predict(test_X) \n",
    "       print(result[:100])\n",
    "       #print(result[55],w+regressor.intercept_)\n",
    "       mae =  metrics.mean_absolute_error(test_Y, result)\n",
    "       rmse = metrics.mean_squared_error(test_Y, result)\n",
    "       PC = pearsonr(test_Y, result)\n",
    "       PC,mae,rmse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "2e6b163a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[[1.39222948 1.24873707 5.28318865 ... 3.17234177 1.34612552 1.78885438]]\n",
      "[[0.89459939 0.93044285 4.45861488 ... 3.58448986 0.77250547 0.95213401]]\n",
      "[[0.64374683 0.75959025 4.3687381  ... 3.25808139 0.57259833 0.73351779]]\n",
      "[[0.58733844 0.73154029 4.00707685 ... 3.58276526 0.50187722 0.62781848]]\n",
      "[[0.98966192 0.98539421 5.16822521 ... 2.48836873 0.85193107 1.15354572]]\n",
      "[[1.00146235 1.00126491 4.10964917 ... 2.83116888 0.77018894 1.01439454]]\n",
      "[[1.83160806 1.51012598 5.52342256 ... 2.03882435 1.80489388 1.77316237]]\n",
      "[[0.58085942 0.70950823 4.49350244 ... 2.60448834 0.48861886 0.79957854]]\n",
      "[[0.80016371 0.85246889 6.26546344 ... 2.12142699 0.86054665 0.72138965]]\n",
      "[[0.45862642 0.58990837 5.66554771 ... 3.95904447 0.39599538 0.55787175]]\n",
      "[[0.44673819 0.58831681 4.99060235 ... 2.1814451  0.40212247 0.67258667]]\n",
      "[[0.60125878 0.71581984 4.64731994 ... 1.91204835 0.48663661 0.81623118]]\n",
      "[[0.54561233 0.65466175 5.50802957 ... 3.37990568 0.41401702 0.70919573]]\n",
      "[[0.98572282 0.99341748 8.05471156 ... 3.18455545 0.98226746 0.93255304]]\n",
      "[[0.79005629 0.8724364  3.77514472 ... 2.32785715 0.60685415 0.97413663]]\n",
      "[[0.7774001  0.83429693 6.17587073 ... 3.84863168 0.76652254 0.85546935]]\n",
      "[[1.3430347  1.23308873 5.61840587 ... 2.02123834 1.41256987 1.15586303]]\n",
      "[[0.67082039 0.78423477 4.27738603 ... 2.93246723 0.52704628 0.75572215]]\n",
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      "[[1.62511164 1.36842532 4.72994423 ... 3.45408354 1.57091083 1.80134202]]\n",
      "[[0.8085205  0.87041444 4.90181372 ... 3.71695175 0.79097778 0.97159895]]\n",
      "[[0.88170462 0.92401683 4.92991777 ... 4.94521713 0.84583041 0.98236376]]\n",
      "[[0.39592519 0.53516558 5.32460658 ... 2.23731983 0.28112946 0.52883788]]\n",
      "[[0.53690285 0.61318896 8.76025332 ... 2.37401735 0.42780705 0.74819641]]\n",
      "[[0.96101025 0.97114659 7.15283045 ... 3.75100505 0.98928267 1.0578259 ]]\n",
      "[[1.08163013 1.06126975 6.36616054 ... 2.44900484 1.11104517 1.34659151]]\n",
      "[[1.54932507 1.35279079 5.60251756 ... 1.91266947 1.82508215 0.9939538 ]]\n",
      "[[1.16901447 1.10819736 4.8702188  ... 2.6136996  1.24102999 1.00739968]]\n",
      "[[0.67035952 0.78264124 4.23996816 ... 2.46504221 0.54866285 0.88844012]]\n",
      "[[2.1626791  1.66059354 5.17428989 ... 2.5        2.23606798 2.73158168]]\n",
      "[[0.71392164 0.77096149 7.58818748 ... 5.4796364  0.72718077 0.79290493]]\n",
      "[[0.95168077 0.96484066 6.13150152 ... 2.59503915 0.82923795 1.14511312]]\n",
      "[[0.54000354 0.64049768 6.12638375 ... 3.02755609 0.46859469 0.75451902]]\n",
      "[[2.08240671 1.60889036 4.58577777 ... 3.61995475 1.96694913 3.55399388]]\n",
      "[[1.01095869 1.00742899 5.48591555 ... 3.34880083 0.86396633 1.18213705]]\n",
      "[[0.6831633  0.78363698 4.81378919 ... 2.71607238 0.60520143 0.94267904]]\n",
      "[[0.56075758 0.67398848 5.39632578 ... 2.5764773  0.53409809 0.67026904]]\n",
      "[[0.9306592  0.95881638 3.7684364  ... 3.38921709 0.92876471 1.10861065]]\n",
      "[[1.44930317 1.297978   5.82871159 ... 2.49277148 1.08399954 1.88125416]]\n",
      "[[0.77411516 0.84214978 5.0896795  ... 3.51505273 0.65346529 0.8386604 ]]\n",
      "[[0.75843341 0.8309215  5.12842873 ... 2.46877519 0.75447384 0.78813101]]\n",
      "[[0.88057448 0.91005886 6.67041406 ... 2.59594768 0.99063292 0.79185038]]\n",
      "[[1.80548788 1.43783657 4.35948866 ... 2.39630299 1.31169659 2.05239073]]\n"
     ]
    }
   ],
   "source": [
    "# get geometric feautres based on landmarks\n",
    "\n",
    "import math\n",
    "import numpy\n",
    "import itertools\n",
    "\n",
    "def facialRatio(points):\n",
    "\tx1 = points[0];\n",
    "\ty1 = points[1];\n",
    "\tx2 = points[2];\n",
    "\ty2 = points[3];\n",
    "\tx3 = points[4];\n",
    "\ty3 = points[5];\n",
    "\tx4 = points[6];\n",
    "\ty4 = points[7];\n",
    "\n",
    "\tdist1 = math.sqrt((x1-x2)**2 + (y1-y2)**2)\n",
    "\tdist2 = math.sqrt((x3-x4)**2 + (y3-y4)**2)\n",
    "\n",
    "\tratio = dist1/dist2\n",
    "\n",
    "\treturn ratio\n",
    "\n",
    "\n",
    "def generateFeatures(pointIndices1, pointIndices2, pointIndices3, pointIndices4, allLandmarkCoordinates):\n",
    "\tsize = allLandmarkCoordinates.shape\n",
    "\tallFeatures = numpy.zeros((size[0], len(pointIndices1)))\n",
    "\t\n",
    "\tfor x in range(0, size[0]):\n",
    "\t\tlandmarkCoordinates = allLandmarkCoordinates[x, :]\n",
    "\t\tratios = [];\n",
    "\t\tfor i in range(0, len(pointIndices1)):\n",
    "\t\t\tx1 = landmarkCoordinates[2*(pointIndices1[i]-1)]\n",
    "\t\t\ty1 = landmarkCoordinates[2*pointIndices1[i] - 1]\n",
    "\t\t\tx2 = landmarkCoordinates[2*(pointIndices2[i]-1)]\n",
    "\t\t\ty2 = landmarkCoordinates[2*pointIndices2[i] - 1]\n",
    "\n",
    "\t\t\tx3 = landmarkCoordinates[2*(pointIndices3[i]-1)]\n",
    "\t\t\ty3 = landmarkCoordinates[2*pointIndices3[i] - 1]\n",
    "\t\t\tx4 = landmarkCoordinates[2*(pointIndices4[i]-1)]\n",
    "\t\t\ty4 = landmarkCoordinates[2*pointIndices4[i] - 1]\n",
    "\n",
    "\t\t\tpoints = [x1, y1, x2, y2, x3, y3, x4, y4]\n",
    "\t\t\tratios.append(facialRatio(points))\n",
    "\t\tallFeatures[x, :] = numpy.asarray(ratios)\n",
    "\treturn allFeatures\n",
    "\n",
    "\n",
    "def generateAllFeatures(allLandmarkCoordinates):\n",
    "\ta = [18, 22, 23, 27, 37, 40, 43, 46, 28, 32, 34, 36, 5, 9, 13, 49, 55, 52, 58]\n",
    "\tcombinations = itertools.combinations(a, 4)\n",
    "\ti = 0\n",
    "\tpointIndices1 = [];\n",
    "\tpointIndices2 = [];\n",
    "\tpointIndices3 = [];\n",
    "\tpointIndices4 = [];\n",
    "\n",
    "\tfor combination in combinations:\n",
    "\t\tpointIndices1.append(combination[0])\n",
    "\t\tpointIndices2.append(combination[1])\n",
    "\t\tpointIndices3.append(combination[2])\n",
    "\t\tpointIndices4.append(combination[3])\n",
    "\t\ti = i+1\n",
    "\t\tpointIndices1.append(combination[0])\n",
    "\t\tpointIndices2.append(combination[2])\n",
    "\t\tpointIndices3.append(combination[1])\n",
    "\t\tpointIndices4.append(combination[3])\n",
    "\t\ti = i+1\n",
    "\t\tpointIndices1.append(combination[0])\n",
    "\t\tpointIndices2.append(combination[3])\n",
    "\t\tpointIndices3.append(combination[1])\n",
    "\t\tpointIndices4.append(combination[2])\n",
    "\t\ti = i+1\n",
    "\n",
    "\treturn generateFeatures(pointIndices1, pointIndices2, pointIndices3, pointIndices4, allLandmarkCoordinates)\n",
    "\n",
    "\n",
    "df3 = pd.DataFrame(columns = ['image', 'score', 'features'])\n",
    "    \n",
    "for index, row in df.iterrows(): \n",
    "    \n",
    "   #features = numpy.loadtxt(row['landmarks'], dtype=int, usecols=range(136))\n",
    "   landmarks = numpy.fromstring(row['landmarks'], dtype=int, sep=',')\n",
    "   landmarks = numpy.expand_dims(landmarks, axis=0) \n",
    "    \n",
    "   featuresALL = generateAllFeatures(landmarks)\n",
    "   #print(featuresALL)\n",
    "   df3.loc[len(df3)]=[row['image'],row['score'], featuresALL.squeeze()]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "03d4f73b",
   "metadata": {},
   "outputs": [],
   "source": [
    "#upload landmarks\n",
    "\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "df = pd.read_csv('landmarks2.csv')"
   ]
  }
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