<snapdata remixID="12050197"><project name="3d test" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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zmiq7J/esqIV3tmbYP/0ONSvHudrcxx/vQ1PTU9GsVhFvMtF0CyVpVZyMH++qO6eRZfGdsjIqM/prJXYluvM1zc00ihYtWvWOHfKvjp7Xy8cb8ftH06/fDveTMC0NAl0Hgd33AOs6GJiZdhUEamsnApKLsYyRI72UlLQ1O5Mkk0himiQQ4rW+SNjSWVRVPZQWqhmjV4I+QOiSXgVe9ukIZTzNSELYiebm1kaKAM1qKFfUrc+5nQsXDsOy5Iy1H0r58MiZdVGqpuv3w8iRyd1JkYXU+olCuqWl9LYsLvN4XKXMEob9W3Mz2+LN2I2NID+t8iLV1QflXJNpYBDogggYAu6Cm7ZXTrm2VgjuMZQqol8/iwED0oW9xKARwtzckiKyLYBFCFg8omO1BTUez/FUVqYmY54xZhjY/5EKvXhUH0b0VFSmScjRlnnEXxOr/atpRBFfcklsv2cwa2Vu7+FHHtmHcFjOh/s6nlBCvL4MKTJLS9N5QAs7ppZ7kraeiNf3BKU4Pb3Z+r0Eczdwc3Mzm5LPkeVsWbRhrWUf5WVpJdXVJ7YXPnO9QWBPQ8AQ8J62I2Y+qQg8/PARWNZSlBLSlXvWx6RJuc8m88fS8fz1KUUwZkZVahNa94t2FcCyjmTAgBdSup4+6pvCJyjCeFQZh1RkTsCR/7wizk7BFocnebmIpIOUc1/4B7PqL8rZ7cKFR2JZksvSj2i3Qr7ZpHdvqGw9Es/YtKSk9cw42ug0y2KiC1P0bYEA68T8nE7kXFjOh8XDXWK2q6tPy7nG3d3g/DV9CPF97hz4y909lOm/+yNgCLj773HXXuHChV/FspY44UXyQLcsDyNGaPr2jdy74gAUDEbOENshBZZFH6+XHh4PO2ybddJnq0isTCyodxeBwIEMG/ZOynAzRt2I5mIsLCqKLMZkKMzQlnmG5JxUC+EG0AlJLz6mpl5inrPL0qW3EwrNcLRUcbLK5VglvQ0cCD17Zu9X+sqgQc/xeMhxNQsCAT7JtnfiIR1x0NqF1n+juvonuZbaYZ9f8qKPHZUHovRBjmc5fAUYEH0JbAR9D9p6EsVyFgxc02Hjmo72GgQMAe81W90FF7pw4TQsa1HUHUm1aG2ZPHNj3rix2NIMSy62LAYWFDieuv19PufHG6et/aO5mbU7d8a0r3S9bCYc3jdt0fkZo95CMwqP8jKhPJIfuiMkZn5O7CtM2B7D5c98mHOI669/gbFjD8yo9SoVQOtEs76EIGUyT8uA4rCVHKIUN5F+SnFJFqIX1f3+QID3cr08yecNDfKiZWNZd1JZOSPnetvS4JufTkCpg7CsY9EcDVoCsGWa8pMu/3ck/kusHppdoB/C1g/hLXiSOyqT3LrbMiFzTXdHwBBwd9/hrrq+JUskbeQD2HakEk9M0xINbsyY3KuKJo7w2jb7FBUxqKDAIdp+2Qgl2muLWVTOIkX7SkfoWn/Ezp37MXZsoofu9JH7o9RLjh9zkdfioJj1OveUM7YIa6nvm/yxqPzTqam/y3XPv/rVOxxzzJiEMKlsF48blxhSFd/WjQlbcoAqxdcykLCsaGEwyJvx+MYScqSbV8xBy+N5kcrKjnPMOu3ZekoGHh4156dz7MuWzEVmGvNZFzYOg/ag9Yeg7sDjeYI7qupd75FpuFchYAh4r9ruLrLYJUvOxbb/iVJex+QcbzKV88YhkcxQOcWyOLpnT450Y26N6+zWQID18VpZujjVSPv/UF0tntmJMn3kTBR/dBzGBpaqtCUKW65Qn0Y1rczLSa/93kdN/Tk5MYhvcP751VRUvMspp5TkNEELZpmKMMhLjOyJSznTshiX4Tz4kWCQlxNfcLJ7qAsJv/76/RxzzNddDp+92bTFd1PQ5+uUVKevcNXeQSQyW9GMsvZjfvW77e3OXN+9EDAE3L32s+uvprZWasPe7DhciXkz2cTZty9UVCSvUzJSpDKCnF8qxXctiwoXDkGxTm8JBNiQbBYVJygxg0acgmIims9yqquPTwF+xqh/OXmNJZHz/v1oc3asROer2DBrqamPzwDmft9nzJhBaektnHqql9LSzN9/cdAaNiy1XyHmHmlqHueYwRUeT5oNgsdDIZ4XS4MbWb8+SH39Hzn//J+7aZ61zTHLvRQ2PAP6IPw9ocewmJbbWiqxfYNIsHacE4D1AZbnCO6o/Kx93ZqruxMChoC702529bUsWvQ9lPpTi9YbDWtJWNaIEcmkHO8g1do0LixGHIFmZ45NlfPTEfFjzGtuZmOmFItCFnI+rJ0GkilL2OMBqqvPS5jnJQcU07j9AyezVk+/Yr8+bdudmPNV7Grxeg5b+zJnRdvTNM6YcT+WdSpnneWhvDy95ldWBtVJlRJzka9Sa9E6bXnFAUpxURpLxIpQiDo3BPzMM2HeeWceNTWXtQ3IuKuOe7g/PuspUJE6i94iKBsV9a1qd+/xHUQKgThnyCqIVu8zumo/rnLKLxoxCLiKlzcwGQR2PwJLlz5IKHS64/STzbyZ7VwyNss0YTHjo7Gpad445WGYkLw5bWxqMgJNTRGNWB6uki1LCjhUVSWSw4wxX0Xby7DwIqUK2xIbnGh+1ih9CbNWzmuZznmf90TvOo87B9/oepPOO68nliWFJvpw3HEgLzXJIlYGsTbEi2i+eZrz4y8/QCmmJl3/XCjEE9kIeOdOm0cfha1bX6ampv3nvtOWjEfbUoJS3ojkdgihvF56T8gFn5z156/6t/TqHC2HnSpVC6qOzTWY+XzvQMBowHvHPu/Zq1y27DcEgz/L5VXr5Cce3Zq2OO2isoTFnGpZTHJhiv57czObcxQZcMYWM7WcSYpZ2rLWEQ7fxsCBiXmYp4/6FYr/wlKWExucT33gZOerUMlSnp/7W5S1fyTzljoBdP8oDh878cCWXsIdg1/MueHTp5+OUmImtzjySM348YnPAjE/x8cJx1kUcvadpcE3LIsRcXsg579yDpwigv+778LKlVLlSkoj7kNNjeTqbrtMqZ2MYllrIhG9GpR4yRXSR8pGt/VxqLeDkoQt2c6Rw+Cxo9Ur7mdBksWk7asyV3ZhBNp6x3XhJZup73EIrFgxgHB4Fd6UrP2x6jiRKYsGNmhQ5unnCIuRC7/v8Tg2wWxyU3Mzn7sh4FgnQiCiDYs5Wqm7U8Jkpo96Eb81lj6FJYwucwe/7YMtQ2HnMNi6L+wYoQk5ClgQlMfxtI1IzD069l1uAGWjqEXpO7hj0CNxbRLHnjHjdiAS0iMOV0cd1fq5pKD0+yPnomksCu4WkdpKJn153HnwJ+EwC5IJWH5/8klYuzbSgW0fyZw5K9s6pnPdiYtOx1JScjGGU+K9VT5eY/l22/NQOtZYTSiCTskM9HwWDKxp15rMxV0egd12w3V5ZMwCvlwE6utPAJZFE/GnH7tfP5CfdOIyLEYKBXwnhxn1xuZmvkgl4NwmyFiYjFJTqaoSTSsi54+uRutX8Ft9Gd1L0TtLbPBzP4LQGAgVgpLndN7OufEhM9Fiu7oOm9shtIS7hm+Mg08xY4Y4BYmtWTNkiOLEEyOhRzFTfxaLQltvkEFKMSOyB3qNbavbW8sRRkj3iScipQ7ljN2yvs3MmXe0dSznumm1F6GZm1FDtXzQeyJYftBhsGXs7GUW3c7HecAqRaFPEdaWDgTtnSgJU5LNVdeyoMpd5Sq3A5p2XQoBQ8Bdaru6+WTr669A6z9nXGWmxBC5zo2TOkx3Fhnf5IbmZrbkowHHX/zee008+GAJV12VmJprxqgzsdStFHrKODDDS8QzZ0LgzHaYQrPeHxFG0XyEJ/BV7hixyvl9xoyvOi8+kXPwIP36+Tj77Iipv7hY4/fvlmfEIUpxrGXxmdb61uZm5aTarK+H99+PLULqMV/PrFlXtOuun7r4R6B/G5fJrLU75QVvIXgKoCz5aENefuwIGQspu5SIpgtFfouJg4sZUlFAdW8/JUUeblq2RX+xo0mqPcXequSl7mcsyFDu0uWYplnXRWC3fLm6Lhxm5p2OQF3dg8DpaeeRzgErl2duhgWdb1mIJpZOpELP1nwIWNquXasRT91du45n1ixx8kmV6aP+QIHnewwo8jMkyZ/n8Qth1yAokyQjCgo2aQJ9VBs04ORxU5zMwHqbkqp9uVlFDl9nzLhOHMWjGuIGSkoqueyyiLe5vNz06hVxvhKvdLE0tObJjvw9GUfBw8VZ+7csS/dTSl23fr3miScU27fHkaNaxqxZU9t1P05bdC1aXZ7yRhMjXrHki4gXdI80IVfxgwsZOz/B6DFu64dej6Kyl48Jg4sdsh3QO32dkH/WB1izqQFCCXWcxSx9EfOr3SdUaRco5uI9CQFDwHvSbpi5RBCoqxMzaWKwrxCBnEsmFLtXkXPhzA978fRNmydZHpFyHpxcByhtibxs+yLm0+XLhYCF6H5FTc2vs27jBaNfQbMfX+kDpT4Ie+HJ82F7XyjsAyVtC+/NOqZmJ6qlqlOUZ/WbLBg4qeW6GTM+ASTDyQ60LnDisMXcLy89bkXIWI7xhajl39hP/O/yf9lLn48eZWV6R2Oj4tlnZYTPo57J8v/3qKlxke4sy8SmLf4nWp+R4LkshCsarxBwvEgccL646zBHjytiv2FFlBbGjuOzA3XfCwHe2yBadRCCkrlSkns7Z9Ki7Z/M/KqlbqE27boHAoaAu8c+dq9VrFw5Ea1fizPVRYoCSHGAeGlnWMwwpfhW0nmw2I1FA96eSwOWz597Dt5+OzajD6ipkWDS7HLByAlo9TqlPovxg2H5dNgljlkKeg4HXzsiXXKN7XyekGnxURZUT3H+fN55kgP5uSg7CxkPdV5sDjwwd9UkV+NmaCQvMEp9gdaxIsqNhMOTuPzy3Pmt03X59Xs97Cx5Eq0PjZidleWUXfRIveMk4o1dLy8+RTFncpeL8Raz/zA/0ya6P6Nf/FqQV1fFjuWlutVOMXGLrVs5qrWlJ3PHoOddzsA06wYIGALuBpv4pS7hmx/1RxXuhwqfDFwG6kOUfQnzB0uB946Tujop73dnS4fJcakdFBZzrFIcZlktrrHyeBQC3pGJgOXvH32Eo7W1Og/JZWOpqZHEG7llxsjvQL+5bP2eIlgCnhCEo45AMbNo7l7StRC34bSJMFobJxCw5C2+kwUDz3c+nz79Jyh1dfS8VFJ+FeStBeczb3G0klAupUTrljcPef+ZRk3No/l009L2xAcqUP77UETcuZWYzQtBnKyySXElFMT4v6VhSu3ilk/EZC0OW8DZB1iMqUz7GJXQqfL4YZe/HeKZD5JycIQaQX6UehWt+6Dt47hzUMtBeJtwMBd1GQQMAXeZreqEiX5r3RB06CtY1gEoPRnNPqB6gJZDrNZKc1o3E0miPx/bns/dQ1/pkNnW1f0VmOWobcOHS/WdiMmugz1z41NVCgP8pbmZnckELL/LGeWKFbBpU/zywij1XWbNus31mqcs2hcr+BLa73HI1xJHn75QliYhhutO3TZMqTUgB5s3tYTEzJjxJiBZKSIEvLu0YCfFpnMELWCKV5qEcM1h1qyb3K4kod3xtePwsRxt9Ubhc0W8sQ7KRrYQas6xPX4cbToqAs8VJ3goysHx0vz5j0I8/p80SbBiJmmsNRD6grA6jruqpOazkW6OgCHgbr7Brpc3fe0Y7PBXUBwCaipaD0NZEm8qNjYLLQnlnSPTdDa3xNAXxSa0uh6t72/323x9/etoPaklLEaSQ4gjUAeKJOyd6fE4CxNVVgh4VzwBi5YmHrofpFVwl1BTI9YAdzJ14ZHgeQx0YUIRHbm696RIiG8HhcAkTcjZI4/lIewcPSIP+FiqK4kb/jXzq6/iwgvHEg6/5bzoROKavbtFCxby1eLR5NxTktLzFmbPvtQdiEmtTnrkD9jhKyOmZtF487w/eo2J4p5jdI8PPKkpx6t6Kb59RG5T9JotNuKIlVbEwSu0C+xwAG2/QWDlIdx3jnv36zYBZy7qbAQMAXf2DuwJ45/x73cpHiDnl5nqnrZ1lpJ6bw3oP7Fzw9s8fNDjeXe0fHlfSks/Ztiw0t1lnsnfAAAgAElEQVQZFjNBKU6JmqKva26mIUbAb70Fzz+f4vkaXUcjXm9fLr00wa014xqnLJ6K0rUpITFiIhUnIDGFijjethKPmiZDVN4AQoFPMayikF4lHl7+qJGAHDumiA6iPN9j/oAbmT59Jkr9pWWeHa0FywtNfPpJpf7NrFmHtGFpkUsOu+YFyscfiNd9haaEscrH5x5aXox8kuwqvRwwRDE1x3nwtkbNXx9PKOaR2pljkm6S1593mV8VyVVtpNsiYAi4226ty4WdtPR2ysfPaEkQFDEnixqWwWPFZb/JzYRUdq65mYVH5K/lPPbYVUya9N8UFUVqA8dCYdKFwLRxenLZNMty6tde19hI48aNkgYRtm3L1KONbZ/EnDmtCTeyjT21Vsrn3dvaREkO6VbnIHHAEu0tBTfx0YmRcfbkEAKNpRS9S71MHFLMgHI/Vb19FETTX8o7xTXLGmjc5Tj/pJttGG1fwJ2DFnD++fVofURLo3w9orNhEZ94A9bR0DCaH/2ofQXsD7hqFVXHDnLOffMRad8rB89JGxfOcVnOg50ZNQQ01yzLQcDSUF68AjvlTWwLC6pTDqfzWZ5pu2cjYAh4z96f3Tu7aYsXUDrkNPxl0eyMamNcbuF2jq02Rw42YyKOnhLk8v4TBJrPYdnUL/IaYO7cmYCcCad/wsZCXZJDYJLDYYS8JWWlhMIIgcu/4k0dzYI5uaSEF555hibJQ5xdbqKmRuaUW05a/G1sLZmYWuNVhGwlAURMhARykocWE2VLLKoQblmxlzHVRQzq63cIt2dx5pAYgf/6R5vZ2awh3BwJhUkVYfxT8fz8FbSWMK6IPbejtGCp/Rur/ysmbvEvmDXr9dwg5mgx5oIj8JUuZtDJhfh6ZEk1ltSP7EHPLGfvsm6HfHM/Ki0F3z/eQ1EGC3jYht8tlnLHcaJVI0q3HirHPpIX1uBOzWfLv8Kyb7zWbnxMB3skArnvqj1y2mZS7UZg6qL78JWeQc+R7oIY8x1Qi1NNTIuOc/yxw5rt724jHLqIpdMk6YZ7ufnm21Eqkrt4d0mrc1DmEbRexezZEjObW6bVfh/N1Q6BaV3shMKIE08C2SoozyPeVoofF3j5/rSebvJdtMzRiXF+vBkxhToia5Vzx3DyuaSy0aFj8f5iMFqLc1nEGtJeLTgRW3FeO5tZsx7KDaLLFqNm/F7Cuxk0xU+pu+1xzMqlgzMPIOSb88Wo9fLqcsWFh2fWwq9elETAmUYWLfiz+v9h8Um/crl606wLImAIuAtuWrunPLX2YdAn0GtsAZ7CPG12bRk9yfNWHi7b3muC8AKWTLs4rx7nzpWC6VmemHn1lto4XkNzCh843sCJh3+WNYmZM8VbOLtMWfx7LP39CIFZVsZYVNGGxQSdKI1R7TP1BSl6Hnn4CMWxY/PbvhufbOaLXUmm7NbEELEZSAPJWTwZ6+e/RetpLVM76KC2xwXHwo4i3mc/pqbmT7kgzPvz0TPWo6l0XmgqJ+e+vKAcigekbyfk3IawsAOHKqZMSL8v//dIE4Fc1YAlU9bax3/A4+dek3sBpkVXRsAQcFfevbbMfWqtZNs5jII+fkqqCqJv9+25D+IzGKWZUUrYS6RNOKDZ9k4DSn2GrX/C0mn3uVrOjTdW4/VKkgb3ZkZXHUcbRbxzY1dIRq74DA2Sx7eG2bNz196duui3YF0Outg52403NyfPx18GJUnhuynZq2IXyRl4awTYJUdZ9OuRdvvkEDHFa+jmp5rZtCPDWXKwAcJxGpp4s6tPvoq+8VmUU24vUiN4vAunpeQ1xhyvlBQhYD6zZkVijztaRk4/FaXuBF1A0QAvg6dljwMuqoDCpLrHMidvSebEHZE5Z425nn6oxZA+ifsiC7/xiWa2NGQ5yw9ss/lk4WXUXSJHFka6OQLtefB2c2i64fKm1j4JHITy7qL3BCGW+PCh5AXLAaF8ntn10xVEcQSs2IWOqwYYDoTZ9s42tPLj9Y2l9rho/bkcHd988/FY1qNZKye5mluaRokOQskNnqWm5vCcXU9b8jJa74fljYTF5DJhZiKBlIHkPFK0slbtqrQA5nzV4xxnu5FbVgTYsC2xTkTCdeKcJRqYHBU4GZrUx3Ddf2Ot+2fL+XtbtODYi41SrzFr1n5u5trmNiNn3I5iunNwKyFJQ0/TFJSnf9b1GBIh23iJS7TR1jl4LPjhiR58cfYLea/758oAa7dkwH/nqiDrHv8BdTXi62BkL0DAEPBesMlcpS2eW7wCOACFjaaY8glRzaBjyq6lg1GcfLU8wxMlsQ5rcGeI7R9tR/E2j0w70vV2zJs3G60lVKbjJNH8nNxvEwUF1Vx8cXbnsRMffB7Lf7CT4D9XBqbYCGWj3LXNYBId3V9x9oGt2byyAfKP+iwEEH+haMKiEaPEZfpF1H99hqXPdpr062c59YPdSgxXyXil1EhmzpQSiG2SfVl3yWtU3Zz14gnf6U0gsCEaYxxpWnkkpAs3SsY+l7Uij1kPLFecf3jrvthac/8LQd7fmIaAt3/YwIanrqZu9m/yGMI07eIIGALu4huYc/rHLC+kcOcKUPs5dUjxWJRUQUm0sH2swot413aAeCxFnx5eSossSgp9+o1PGtLdY4mad3B7mB2fSHb663jkpP92PY25cyVlodQR7hhJND/H9ymm5zOYPfvhnAMd/P9+Tv/JV2fSev0qsCug/YkqV69xuasH5TCJnryPxX6Dcn+d73gmwKrPs2jACauWeF0xSwdlv97F+kkJSsnce+eRI1oTCGxDKUl4fTizZkm+adeyD2skp/OhGvswsE4CLRYZCZS+Q2MtsfEveYsKMbcnyqgZFwK3JHjNyzl79fGJ7eKTcCRluXI9ySwNDxqqOGFCKwnXvhrktdXx3zUNm1/ZzOev3UL9rJ92xJimj66DQO5vbNdZi5lpMgKn1vcgsPVZFOPQSjkmUUlWkEnjisWbCinnkFjMaa9SD+MHSsypj8pyPz2KWm1uy94I8uJHokk5lV+y9xjYFmbnpyGUdQpLpjyWa/yWz+fOFbN1lYv2ohFFM11kaJ3Z/Hw7NTUXuBgj0uTAX91H1bERbTGXuIlDlT1zoU3POsaivCTzV1pY9K7nAny8Kff+JkxbvKRlD5XdhPqZvCxIpSR3WnAo1ITtBB1fRk3NgmxwTOSj/oqCQ3HIlnOcghDQAKpIbCk6PoxLUlc6RyTKq+EZ0PeAXvImg1uLOIya/jSoSF7omBT0goFTQM7dRSJascbyRb4bu0HOO9RiaPQ8+Mm3Qzwbnw9600ur+OL1xdTPkpSrRvYyBAwBd9cNP+6BPvgKXgQtD7FIzdNYir6cmX+i8aZOJiaNxDdalqK81MvoqkKqyv0O2WaLOZUha18L8lqs+os8xCXkJVuVocAXNjvXbCXoHc7jJ2TMgJGwZX//+2AsSx667UsckpydqXWQz6ipybNUjpDw/3uNqqP3yXl7yUO/R2SL0koeJtE+JXDp0Z6MoUlCwPf+O8AHqSZQMavnTviw5c13KL5uEZY4l1GQUwsWzgwGm9D6WmbP/nny+sby8mE++kh+8dNAHQz0isTbiqWmRZw7Rg6j0wOkJDDaaa9QYY3eBGoesOSN4T/ejMcjAd2p11Z/FcrGaspGKuflJkuWq5x7mKOB1wMzj/HQsxCe+zDEE29F3x3W173Ojg/eoK5GzquN7IUIGALujpt+0uJKbL0Y5RntmOzkIR8Lp5AY1J45io/HYSJOJBdM7kH/chfZ5pOwfOjlIP9Zm2TabjlbzAB8w0ZN04Y6HjnpaNdbc/PNU1CqfbVUW0NkWocVj13LOpjLLnvR9VyiDR+Y5Tv/gld++s8d/cRCnuVrli0Mpg0m0UkDFafum94jS4jsgReDvLM+z+OG4K4Q65c/x2Nfj8T1zJghpDaKigqV9Sw4GLTR+h5qar6VjN8wHt6nkKpnvFQmeUDli3TG9vL2GGgsWPfeZ72f3Hd76VupoAw5JRKqJOUIWxzbYj4RHftoHNRbIZ7R739m6/ufa4T1y59m1+rt1M06rcNWbDrqcgh07F3W5ZbfDSd8/MLB+Kxn0KoKjy+S6jBepOxaLOdw699XA9FD4fjGEvLSgxMneJCzrHylpQB5ugtjZdhSPtPQsH4HzZ//kiVTr3M95rx533M0rbZKsvlZyFfrH1JTk3cs5uLZXKbhz+9s7Vf04/evxO4vFtUM+Ml5vF/KQSSJaGVtNIme8RWL8VXpx0v7UpQNsx2fbGftkx/SM3wYj1weyaMYqx2slJVRCw6HNeHwG9TU7Jvc/UgWHQPWI14qCnwk1PJLdNBr616muW5Lz5dZ0//+2CeJ4/T9SiTblbykSv0RJWHb3tR/4/8m1iTZo9iPhIaJlUmulX7kyMUJAIgaZpTipEkeCn1h/cCDC++hYWMl3nEn8NSxuaKCOxAF09WehkD+T9U9bQVmPq0ITFsyArSkEOzhPLzTnRuKudPtgz0uC9Dlx3nokSZVcSb4RY+4+7kAH2U7b3QyMYmTT3J+XA271oRp2jKZpdOedb3F8+bVorX7ykSxjtNnv3qZmpoDXI8dbbh4Dj/SNr9E0UNChFZsGsPv18xhV2kKD0Wu6DkSRNONlxy5hz0qRIVnA+tDAzNOT0rkFadJibjo1SCvJzgBZehCjh/WLZd9kIpIB1CXlC5yxowf4/f/nD59yhgldTziRGubYHAblrU/M2d+Ev/RKBaepbEcJvRRibc1zDo+njxbeJzbLUk0qyvN+r6PsLlXvZi414Fq9RuQRBziF7H7ReMreojmbUMIF5zAszk86nf/fMwInYyAIeBO3oAOG/6kxSdg84hTSEE8ZjPFnrrxuHWejtJH67Fq/56KiydnDDZNOUN0si249bh18t5K7GlSSsRdqz7Dt7oqr7Jsc+euz+lslQx6qvk5hG0PYc6cdfnsz6I5/AHNbKWQiJNdoyuoEBI8d8kJPKu+iU73kHdSUMZ9DV0m/s81r0wl8pa8FuSV2Ll8pk52rbZZt1xjhwIozqeupkV1TLjkggueBo7igAMSs2MFg4LfVGbPfiK+/QgWfVfBTbGbM4mAcy0p788VbNaRkos6UsUDVvf/F1t6OicKreUYRWOtbK07kfdAbi/Q4YcgPBGPdQJPJb6YuO3CtOteCBgC7i77Oe2RnU6ISHJSgfj1iUbs5k0/g/bspuRa/HC31gVYvzUPj1sJhXJqokqBerR41bBr1b956DD3pepuuGE4Pt97KSX/su1zfPhRxPT8TWpq7snn1qidww1ozndqJmv8CsK9S/BUl0PItjjk7rP4vO/p2PF5h8WkWTY6bpjURBv5zCG5bbqUiI5n+ieZzoA1bJAKUO/JpkkQ8HXU1/wi4xymTx+DUm/Tt69qyY4lBRYCAckWlhCrO5La3wE/iI/N9TEALxXtWaLba6ME7Dh48emA+Wwr/U8i7uILFvOMdttrPu20vQIdGotSJ6RYE/Lpx7TtVggYAu4u23nqihtAJVfnkfOlVjU2XcrD5PXn8Lo9/zALcShxI1nTHmbrQMyfckbsRK9o2LF6PgsPc1+EYe7ck4DFbubotIme/1oBD6X/qVg5ZN5B6zR8FbjkTQY9kKuf2tncAUjYkaTHlNQjVqEP9h0U0W1tDc+v78epC6fA8K9j+6MOx74SVOkg8TOPDNHG3MPZ5vfNgy2G92vdr8f/E+L5j9IcOwZ2aNY+qgi0OJ8/SH3NmbnWzkUX/ZJQ6FctZ8Gh0F3MnJngdDWCxTcp9HdbY3L1RlD9fVThpV/WISRKVkW02HaJvMvFWxo+GjiXnUWtEUuOX0TCy1C7hku8WNvvo0NSKvF46mau7MCeTVddHAF3T9Iuvsi9YvoS8yv1QxNjJROXLvmGs73lu/C6FWKR8+D4FHvp8BUT9A1PNLM1W97bXBsjJmkxTTsm6i3Xcu/EK3Jd0vL53Lk/BP6YrX3hmh4UfdSDkvd7UfpuP3xbC0FbO6PJHuRSKYggtssHbazb3qQ6JT65dja1Uko4Ri5+DwhGgs/opOClm14fx29f2I+Gwd/C9vWCeIe43LmHXS89vqHfC987zoP8K7L87RDPxMehyh+3vKP57Jm4Z4Fex/GbB3HVVe7MFxddtJmCgj7st99GLr00IdZ6JIvvBieDViy0qCUeu4DhWEipv3ZL2rzX8b0mE7BWIT4YdAONBdFTht1lhtZ6MzrUE83prJz1SLtXajroVggYAu5O23naiivQ6s8ZlxSf9Se5UR5et6MqFF+X1IdZ7h7xa7r+sWjt2XZhrKF5u2bb2zNZdOzf8+pq7lwJTZoi1/i2FlD0cS+KPymj50v98W8uRjn0Eq1TLDUCWtNmpnMCErttUMF8jbr1l1cMfLUkyL9QlKM5xLJQRT4nz5gjJQUwJE1k7XmPHMvKjYPZOfAbUDYG7XjPSuL//MO83GIxrK/iGwdbTjz3indD1L0X1YDlBWftE+J1HteVCmDp/VhR87bb/pkz51BKS++nX79R/OAH8tLCMSz3rqbhGYU+MJMLuIdy/LuxsFXc/CVhh4qQsF4NyvH4t61m3ht8HQGfuDAo6D0JJFFHh4kOEQ6KSaGGlfkdaXTYFExHezQChoD36O1pw+ROrdsOadSKbBmX2uD4kyv1oRDwn5c10STRmG0VMUFvqN/J9g+vYOVsSa6Ql4xl5Vl2Ze97fFuKPCpoRfImpeamlj/Gk6+bMUJFBds4dNI/9X6jF/mGVL6DaL7xIkkx+rcWLZKhGxUUBcIWB955OtpXxrqR/xMxO7dYJSJnlG6Kv7uZZHybY8YoDhpm6Rc+Cqmn3gnCztWw7snkDGWRGr117avRO4JlFYrgU0DGIscWhRQyHuVY7SU9ecj56WiJvCQqRk0s5v03nHcDwTgU8zAM+Lbw/qC/EPY0gBTF6JUtx7VajdbVUuLB1Tzt4FqU/l/qakxlI1eA7X2NDAF3tz0/9enzwJIzycS9zVR43CFfSa+b/61Qc6yHXlmy9/1ucRNhd0bM1F34/FXY9JKNsh6jftbUfLdpOIsP9NNvhY8BSYHQ+faUvb1SNkUF2ynr8TG/vPDUlsZD+5AYBqTZgIqkwvz3hn587aEpThnBDc29oeLgSLnCWPxpQrypxKRKzGk07tTjA395tL3smRV1KpaTZ3kLSLePkeQSlx7lYWezZsEDj8P2DxIXprFR6ufUz5Ki9m2WUdSO0+hnQKVVJYV4FRIfpSh0+Dl5vkLG4SgZ518oRAhXfvpW+h3SHTDI7/z/i422vm/eZypSijhRmvwbeW/ItZELpWhDRmkl7pwA2aE1YF9L/W6oeZxzcNOgqyCQ/1O3q6xsb57nqfVrQCcWmC3qB4VpHF7iYn0zQJYxOUJFD8V3j8qsDFy9KK62rNv9aP5CipFD0Mmv30TYGsmzM92VKYyOMZIlR4O9rJAJfoXXuccDfRrxbS/A0YR3k5SXvc7Vl0TCkMf0bzVHpxvu72+M448vTmJXqIBmbz+cAvIdKQ4TxRJKSMIILz169WXHF2ugeWsEW4iP7L6P+hrJv9xmGcGSIxT2EoluTu7EoiCq7cYeOULFuSoquSBjcRz3KSqq/IyeWEzloALKeqdmJd2xVXPP35rRNGA7S0+UxsI1vD/ob9B7QuRsvj2ig+vQei71NVe1pxtzbfdHwBBwd9zj0+qORyOVglr3N13Chw7wut1/iGLaxPSklhcBy3mkmER3tYTeShjSRdTV/COfLRpF7ckaFlkU6wJGinool4vtsUM14fIe69myY0DL1GJOPmVlL/ObS05hfOtHKdOXs1hJanL6w8fyzNoKtgSK0GVj0heGz2fxudrKuYB2zgTCoMS7LeYB9R71NWNyXZ7u88fX0KcZLnjpgWMuu/3yK4dHna1a7Oii7QrVJmu6ov+KE5Z7kbg05xjeSVI1akIxg0cUUjnIT3Fpkv0/TaeBJs3tf4okfBFTt4284CVqw9tL3+KTobXQe6L7aSW31KFN2PZ8VtZIyJURg0BWBAwBd9cb5NS6V4HW9EvJBRhcVthxA893JltU9ky8lST05re1bjRgDZ89D1veSh7qMeprTnQzfqzNSBafA/puedr7GITXRX2BfPrP1jb+WLC0x8vc8ePp9CpJrSchiqmQr6DVHPYw5tbT2RHwsy1YFDFFx3J2d9TE4vuJFtdAsQHdUhmqGcsziRWXve9myKWrGWkrDldwvNYcB/T9933H++780eVK25F7QGpAy9muaL2ZjjY89ED2KF9ReDllRg8qB+f36AoF4R9/SLwfU7Vhzedlz7N23+wlnzPP2d6JHbqH+pqL812Xab93IpDfXbx3YtQ1V33qin3AekXiapwctU7Fneh2x1dG6oDVFXgjoUmxUBfpMhiGPyzJQcA7V8H6FakZsNABggWDef67G91ObxSLv63R4uziqENFTEooBeu2n7a2S/bLKSl9lR+e/VuO3UdSH7aKkK9owDF5Zl0/jr13ClIxNujfDabo2ECt2m98yI5UEjqd+tkSSpVWHlnFQUK4Uh5QRV7ohFXFxusc0D558xlq2XXfoHF7pKZCLuKNDeKlT3wayrixVRB0BpdwCyHuwmL4xhwPnjzqX8nyb/lN6v0Yrw3bSnyzbDZXvseGkavyvBV0CDsosdPtMuPnOahp3sURMATcxTcw6/RPXfEPUBdE400jZkFx9pFkGx0sIyoU58aFJjUHNX9cmpzjOTqoZLta+yQ0bUo3C41S51M3a77bKY6gdo4CCb/ygt7qoVcvP0Oc0JPsfbSWssvUTqObFCoHYKLxpQ5VVPIK/7zyAvqVSZpjkNzQsTCl+PGueWk8v352H7YHC0FCxQrbnXcidTkx7bf1E7G//jiTk9Df7qW0bCSre/dDCuemxXHBD67g5YVHEWz2uSbe2PA+BuJJPSrOul1Cvo7TmVQOGak48dyM5/niM5DoAwHMuzrzC6GmEZtGJwGbkPD64e+yuTohjXW2uWnswArqa45xe8+adgaByAurke6LwEnLK/F611JSbeEr03j9qdWROnD1UyZYSPpDkW2Nmr8+nqbIwvq6VA/c+DkonqbO/YNsJLVXA1eCuNY6GZYqChmjFIVZ43k0aodqPQNtFwox7dfnaSIYjudqTWXFU9z50xmU+jVSFzZFFLvQlJz+0LE8+mkVAdsP/Q/pWFO0JDIRB95EuYv61DKB0uTahQzG4pnqYVSU9CSijWq2oRwyduQn4++lcUdx3sQbu76AUU7WTrdiUSpvjwnND59mMW5/d48w0YBv/2MTwaR04/EdRrThXc4RubZs1ox6ky391+Seoh16l+07D+D1H8nFRgwCrhFwd/e67s403OMQOHXFL+k17ldYPo2vdLfv90VHWgwoU2zZpbnhyTgC3voebJQsfFlDS0J4Gwfw1JWSKD+njKD2Lwok/abUf9sJSuKpnPCWSKjLlyPx5ufiwq00NMVH4NhMHP0vbr/i+1knI+fBI+edwWeNRYT9fSH5zL49S0nVft+mvmZ8ui6vX8S+tmKFeDIPGQMFkfcJOcxuIV/5w48n3UBw64Q2m/kjHtDuPNItSpCz33Ry9mUWZX1y39ZCwHf/tZld23OHNkW04Sa0svl0/Mts75PlJEQHN+HR+/BUjWT4MmIQyAuB3HduXt2ZxnscAkNvK+TwY3fiLZXYUU9LvVPHOtvx2y+xrd+dbLFhu9a3rmhSSFjRuqeIyzGcCSJ5Mp5Hfc1dbjAcyaLbQUnO4QS1yKKIIueoUoyJuye5Q2x+kluppIeV8lC3rDC2HT+tMCcefBO/+/Zvsi7NOQ++ZwphWZJjis6eJ7nQE6ApnONFQ8sxb0LxhUYsewIr5nycPJnrajlWg6RLlHNeRkyg5ZxV8oWJcTZ2jThafW/sH/E0HJT1Piqv3siWtUk5OZ2XpLT8n4KPhWjZmTXl0jI4Z5YnY/Gv+A7/dXMzWzblJmC5Jl4bXjfibTZXp8AFdrgBQl+hfrYU/zBiEMgbgY5/Auc9BXPBbkfg8Bsr8Hj/jWJI2rGcxA+RWNGWn4TffZGYUskVHUsKUVAWSaHoFB6XQuZRvxzlYcoELz5PmNoly0AcrdzJQ9TXnOGm6UgWPQicGl9zUbRQRTHi3CNJ/uMlFr4iuSbaK16fYvjYIgYOK6R/tZ8dW2HxXaKw5+hbBfj2tP9lzinZo6rkPPjndfsT1F6oOCSKaztmnaj9yiRPpr5GUnQmyLWLOQuNU3ZQgWTwLh41KXNVSzTNbz9XWfCX875PQTC/Un5inShgZM5FycuUG0vGsLGKr54ZizjL3O2i2wNsXJ3fPSDhSiHPDv5zREJlRbnvw9iBQ1k5x6ltaMQg0BYEDAG3BbWueM0xt/XCDr0EeQVftn2lqZpXtr4a8QaqeOoKJ0NENhlJ7XJQR7fmjhTqjWVXkiLv1XgSraVx3UViSTUSC5tDE5I8FmJ37e11Yk77D/TTv7oAnxQajJPPN2gevEUSPASi54dZ+lXN/O+FF3PKwU9mXePUfx3PE58OQBeUR/ITt1US90DU4B9SX3NdCvku4rsobnSsCWJ/VU7cdO/RrUFsqTNQ7EDT48Fr9uHpW89CbZXiUe5ETMr+DO+CsR4s/Kg8Qrcnf81i9L5ZHmcaHr03wKoPEglYQaPOEiMuZ8Ifj17G9kqpzhgVsQWEm4/jmTnZN9IdHKbVXoyAIeC9afMP+HsxJdYbXwoJi9OPaMeJkpx9ST4Vy+a51M+6L/tWaGsEtU+DErcbJwFmuiQPBYzOeF6Y2H9i/mGxyIt2WzW4gKGjixzttndFbichMWmKabPl2UwTtlNKN71omrnx+2dy6BgJ004vTSEPQ+aexedNhVA2FiSLWVtEkptERDzL51M36/zkbq6t5Scofo127LyyYc7BrNcHQ8dEs1vmGPsnx57KFx8eRKl25wQsRRikFnAmEZOzmJ7zFTFF9yjPfNVTDwf54M1MtZBTrwuzlacdSwcAACAASURBVA/HL2VX33gHNg1W8Os8VeNYC4wYBNqDgCHg9qDXFa895iovdrVUI4+vBN/xK0l1/PkoLfEr9S/qZkm5uowyhvoeYbY+Kxkexd6tsJRoR8lesdKB27PF+MGKe9icdXFviordOQXFXxtLcZg4eTF2N4iVNu2atNrG7T+dwojK1U6glMQFe63Iv7HAqZVrKzjuvhMJKT/0PSh/U3Si9vsm9TUpqvS1i7kRzSXJ3lCWBaW9QJyw5B0qHIr8ZJI17/bi5yecQrF3GEXBE3LeSz4q8WRIkiJ7Kh7PbZGyPnDWpZ6MwWfPLAvy1ovuCDjEZ3xQ9Wcah49NxF4Hf0vdrJ+3ZX7mGoNAMgKGgPfWe+Kom/8Dyp0nTFswatW+sl3d4GRjeKrGSfycTsaxdECQ8GIFk7TDU63m5tSbuYACRqR04/EHCAfSOyuJd62YRM+61KJX3/y/Dtu+0Nx3Y4Z4Z2zHLB0xeUdEKe14M+H5nEvOPpwCf2rkiqONW/DEhrHc8+nBBHxSpSfPTJGt+DdhMZoVNavjgbl2EXcri3O0JPyMzc2KeD2L9tuzHPokKakOGQchnIbDHvvnGO77/X6oxpEUh7LXzvA7dYBTQ6vlMMFFfeCsaUVHTlIcfUr68+AXnwrx6srcFZcCfBRa1+ueu7b0X30uPYb7KY6WONb2v6i7NOvLYlu+KuaavReB/J84ey9W3W/lR899A007Et9mgSQ3AcuB7NmsrHkgUy8jWDpSEXoB6JUpp3D8tXL2K2fAbiX+gS/a09mXevJ2DM9OwJGZRLyxhYgjzBUjYY9vHbO+cXDW6d764RE89/lodM9R7k3RjvZrB9Fa1MEp1M96PDaIEO61tTyuFIcQMeWLMzcFRRHijUnfAWQ159o2SLXIeM34/6afyOtP98fPIHoiJJz+8ZL+mEB0X0m00f5H0jGnW4yYkNrP68+F+PcT2QhYDsDfa2yg/qermH09Y779KZZ/MP2kpHHoBVbMzL5Zbm88084gEHvpNUjs5QgcPfcVNPt1OAq5Cfhe6mvOzTTuKB79lSb4C+Xwg4Si5E64n90BK3mk1Ae+OPGIM086sQq2YDenHjC6IeAW8iMYddSKnY1rCore5ZKzJaVyegnaHn766tlsDxZHckU73uY5xA5ELQr6p9TP/lus9V8fp0+omZVoRkfL9il/VONN7nHQqERCzjaiZfdgZJ+ZfLHRYsqQdQQDcqA8gDK+lpZQ05UhjM9ylWt5bj6f/kNPLIa5pfm7r4SpW5K5QHUDz3/exH+u+5SaXzsXjbvwUMI8S+8Jn/Hcj1JjqdxMxLQxCGRBoP2vmwbero/AUbcsBXuKy4WICiEP+LT1Xp0+0mdeiute7yIc6MezP4hVSE8ZejQrDtY0PWdR5Poede+AJe6+rWkN4wc/7iyLoWNdD0k+BNxKxM3OGbHUEtZa06Pnq1x42ikZ4f9gRwV/eGsKuqAPlEvyiywSOfsVZ7d/Ul9zWazldYsYhUWdUvTVGk+yxpvc49BxSYk8NZtQpHiDeb1QVAIV1nfxqQqW3tPAz6ZvdjRjLxX04rQEEhaTv+xTvKTLcuXyXszYrE9/xekXJ75Mfb5R8+C89McFO1huB/howSpmpziqtXcu5nqDQCYE3D9pDIbdG4Gj5i0EnZkFElcvJJxZFcsegqTR6nRWzlqYC9DR1P1UwW/TtbMse5VtW4PjP3PrgJUts5LUtJ9+hQefk4oit7SFgFuJOJJ/WKS8/Bmmf+3rGQdctnYs9685BMpGQ1FF5omFA5J38nlWzpYCCo5cv4yz7SD3qbgz3mwrE+1YCDhBNE1IDcE4kf5KowUNPZRS6Znj+HP95FubeeSuiCe4VKQq4/QWz3TxbvarwU6NEJFciTZy70DmFmO+ojhimtXilJXJYW47j4YCrF24mpqz2jOeudYgkC8ChoDzRaw7tz9q3v2g2/8QSh+CFEMuYw7idNCOoe5TIIFopZ2ytNZ2a7EFqcKTzgEruU83D3wpdXfy9NyJHaTv9hBwZG7iMS3nwwGOOWwmk0amvpeE5LzVht+/cxqrdpVHTdFpQqQEd9vehhUYR90V62Nrv/TXnDTxIBaLpppJrB1l+F8/iLI//QarsQT//EuwJkvq0PQiyJf0SNSSi9QYeltnO9rvsZVr2Pq5HfHy1mX04kwno5VzTq+qnDBut4k22vOVi7dobN+iufeG+JCxMNupDYX44qlVzMrtvt2eiZhrDQJpEDAEbG6LRASOmrcAtKR4bLukhiDF+tpJo7c3L12a+SAuadTx1E8Io9/MNRk3Dlj5PPD3PVxx4LG5w5K2fa6576ZUs6aCd7UTNuVGNLbnA2Z/a5+0jQNRv6Gg7Qn/4NXzsL09PfRJyZIRxg6GUZxI3aynkzu66Bf86tDj+aVo+CLWF/0oeP1gCl46goL6E23Plj6WLmxENZRGcpQUN6F67MCa9iie8+5B7Z8YtyzkK+FKyVJufY1itS/PP9HEZVM/c8i4oFARbCpxzoQLrRF4dB8sHSnksLtFtPSvX2bRo1zRuEuz4NrIXoXZYW9nSdhm12urqJF8mi1yyOf0bGjg6lCY37w9lJYXmd09V9P/3oeAIeC9b89zr3jy3FtRfDt3wwwt0jtgaSzP11hx2ZJ8+x3LyjkafV1r9qvUHiSaSdJQZpKIF3VRXkO7CU3KRMDuBwrT7FvIxafNpEeR1DxIlLCE/rTmM3mx5qUZV6Cpo8cwKI0raK+Dn6P5OfWzbk439mI+GvLacb99YIxn4v4F/z4aa1vvSDMdfQQonQqvJaq3BT12gieE97JbsE5bTMn+7+PJ4hPX35qFV5Xzxyu3MP+aHY72XlHlYfM6H/35MRZleIk5tO3+R1BFteJr51sEApo7/tRMmC/C26ht0IQ2+AkfiL68uWA1x3jgaK04R8MwUdwFHqVZqT3creHhN6tJCOVyv8empUEgPQK7/+43yHdNBI6edwNaS6Wh/CUdASvmU1czI//OIldMLHr0k2BjUfpc1k71gMzl7dqaWamkJ5xbkz3Rf3sIOKTWsFM9yrnH/pURVW+nhSam/Sr4oinEqB/cxxeMu/QhQo2n0f9QsHxSJsFGB66lfvYPY538i7f2L6J0P1BnKThC05LdIrc7efxMhISFpGNE7QljVW6i6IqbKThrMdagdSnzlheh/p5LHeerU8as49P3Iip8calF4055EfJSwpGOSVqcsiKVjlr/3/r3AifbmfwufUb+LrwoP/Lokvzfsf9nu7M0Ew5R+uBjPeqm370d3MnyLdof9JY+eM0/PPt8eio4iakj5StTi1jGcouK1WYNmr8qPw+9Xkma6gxtvbvNdXsrAoaA99add7Puo+ZdC/ryvIIzJcuETrEw76B+Uy+4Kr9M+NE5XrOE03etH/DA/IvvVjrqvJM8/UwOWO3JrCRjDBsXTfSfAa+2EvBOVhBU73HMfrUcMXFZ2t5j2q9DfxaTZy6g9VB27MWfozy9nRhVO/Qh9TNbqhtcy6JzRzDpTg+e3DZ0N/dBujZCzErjGf8eRTX/cMhYlbdq8MVqEuXWqbz3epCz941YcQeP9LLqgwgZSzGG5KIZbZ1K7LoImUeIXNy/4gneIXFvid5V9pRNs9dT8sCfbM+4dfngE6FmhVYaW8N6Bddb8NCrg3i/vXM31++dCBgC3jv33f2qj775B2jrj9nMvwmdpXpAa5Q9jbo56Vkmx0yurWU6cJtl4Xnn8a+pJ675ccpUItV1JANW8u1sRcONMg/iLwoSaMye8/no0yxGTkz/Vdm5TTt1Zt2KVNfZziNyBsnwAe9w3vF/yXhpc5CdTs5Nzcyau5mb0LDqkmJKm3dR1F9TPqKCpy51aihfQ+1MBdeOZt8vryCyDGzZ+A57mbKnWwta9bbOoEiN586/7OAPV2zBDkP/ag8b18pRtYcS8qui5BbjtO2UDdXr0Bv6UHrvdXgO+rBd3bWQviKsNTuUxX2vVztpPY0YBFwjYAjYNVR7ccPJf5+N8lzvioSTPaCV+id1sy5sC3rXP8K/tM0ZykJJ3KqcO95Z8zfWvp7orOShZzQDVvzt3HGZlWTu03/gcbJFJUu22NLkto28SgMviepoFfi3ceU5v8ASYkgjtsYOhZ1k0rfV3EVN2kYTL7+e8vFbqLvsf6Lke71CXeanwDfEKUrRgoewTWqOzrZsSpZrVGEzpdf9NwXfubOl1QDPD5yz9wuO3MgrKxNfVHaHFpxxen02obf2oOTWv+P9quPTJ+e5sUP0VMNzbmyk0kXrS47CVjbHvD6YutyXmhYGgQgChoDNneAOgaPnXoLm7zkbJ3pAr6O+xn1uyLjO/76cvs2NbPD58Pjiok8btpRzw+kPocU5KCqS8MFL34SpdXRyh74DFKddlGqx3Lxe89Ct2TVgyQW9g0cJsjE2R/vgfX+rq/qs8UzKgE4wRFjD8zV3uVMTr2HRXIX6jnynSymjiiFSZWq3fr89Iz4h/OHQFtwdwvfY9LhjNv5zIuFUfjWAftZFfLYuzLRhkSxZ/kKbQJOc335JWnDJdnTIwnfFAopnvZj41GsL9cZWHC3JGP3VVhYBbXPwG4OQimNGDAI5EditX9Cco5sGXQuByTdfiFK3ZZ10iwOWDqGYSt3spErm7pf896f5o8eixbEoduVby05sXHL1L4p01DGoQA1H6VaWzpZow/3oqS3HH6g4dIoQR6vkIuAAq9nBY/GdiVfThVOPmr2xMcCyoX1gcNQhuYWdbQjZbPN6GHfp/NxhMNdSe6+CM7Uk+JKkHlTQL0u5v/ZgkO3aiENU5LW+56Lp+KYud34tUQfSyzqRR+5q5L8u+JxQsLVmshwd5JO/O++5+xvRniDebz+E55Q6CiWRWMc+9STBt4O7hDyh2WYrJhmP6bx3aq+8oGNvxb0Swr1s0ZPnXYzSieeRCfQSrUGruIm6mrZ5Ucf1N6+Oz6U4fDLKi666ineeiORQLmSskzFaCNlNoo327NjUb1lUS5BKVDats3n4tpa6u3Fda3byNM1IFcZW0ehbVzNbNFUuO5p7Gpo554AhUBx3YhsM0WxrTp59N1lfXq7iXr+/oun94s96JyQqGcAQemTJFNqe9bsiYGnkCVO2/Cy8h0stDehrnUeBGsqV527i0XvjM5BKDq3ddBZshdEFu/Cc/Riec5c68yhKCZ9uXZGCRk2esWpxgDgEHPGmXt3QwKQPRrF9d2Ft+u0eCBgC7h77+OWuYvItZ6Hs1ILkUt9IB+Se+oz6mg5JXn9LHUdqWJGstwQbi7jxzAcI7CyPOmBJKTspVbh7kztIub5vXO5pqRy05iObpXclErDked7GomjhhYSt+WAVNaPi/3LJZNaFNQMOHRb5qw3NoTBX1tzJX1M2VaMmrWaygsklG/t+c+o3rh5f9mF1y3dYK9tW2rKGMkb7KfzSv9stGnB04qqoibJnT8Yz8R3HI7m/pwY7UKSPGfCp2vFFazTUbtGCpexjwU48Jz6D55L7xUHNOaMokqrI+fg+J26CnDVkvMGiBOwEM2nN229UkyNx95f7tTWj7XkIfOlf0j0PAjOjNiFw9LxT0Doxb2LEA7oZ7KnUz3mqTf2mueiWOv6uSfUw/aD+SGr/+zo8oUEoXZy2xmxHzSG+n0EjFcefbSFZpdZ8GGbp3a1hVw28SCOvpxu2WeEd9imXpmRW+vYRhEoL8OxTDcEQC2fd5VQw4BiNd8taJoc1RymQ7GRC3rrX+4Osk8/+PYVberT4xW0dtZpe70d8ikYyEfH/ziFiOt0ALuo3FjZBU2r93uT+kwlYPlc9d9DrleOxhqxxNOA+1jd4YtnL+sqT+yk7HGNCV1rwGmBgrkXFPte+BqwjXsF75T8SLikch1YSWrwbJErAq6KpU0UTfv71ag7bDUOZLrsJArvlRuwm2Jhl5EJg8s1TUOqRFu3UDjdA6Kb4hBC5unD7+dw6NipIqEIgD7xbzqpj54YxX2pmJZnzYVMsRu1j88m78PTCIJpmtvMoITalW5JER09dTc2j6T78/rGc/HkjtYN7E756Cd4J73GXVcyhaIagCKNbC1/0f2E8U8/7Nd7G9IpYIUUMlmpD6TJbuQW7je1iBGyXfdGaaUu0+oGrCD40FX//bQyrOIl3P3yFP142aNc7daNLWs7xO/AsWFsBrK+8hfd/WyoxOue+VgEUToq4pjnO+pHyzO0Wx/lMKfr5K9kUdBKTSDUqeWMRR7qFb1RzZrsHMR10SwQMAXfLbf0SF3X0LceibfEystCh1dTNzJitqj2zmvc0R+FhObrVgFhYDJVD4P9Ov5J36yfEJWGIZVVK96+oP5Efn8PnsWxKkQxLrXWHs301Iq6zkqpSHIruufVt57w3vThM+PNV1Pwu2/rnfJXfTazi4z9+kzML9+HEdG0HP3YIx1/8X6g4D/DUdorhjMNL9tjm9uxF2muFg+KSpITl7LW5tfpDQ9V7vPo/x2OrsB0O8QaaEXf8+Jxw066Cskh/4rd+ZLunpVUINepjfH/+g9OX8oAqAOUD5YWCxEqIERJuIxl7lY/hRWMZXjyO6oKhPNOwlHe2pVg/ZITbXq/mu+1enOmg2yFgCLjbbWknLGjyvCPAXgjhH1I3M9Hm14HTmbeCuSgujnXZszf0qYz89rODrmbjR1nK9LVpHkLI6Ug88re+fSrY9PlnNPNOfO//n73zgI+qSv/+99zJZFIhBAi9d7B3dxW7AqLYsK2IDQQCti12/+6uuOLauwR17b0CKlYErNg7ogIBpNeQMu2e9/PcmUmmz50k7LuS++zmQ8ycc+65z71zf/dpvye+VeOblZQnBdToSYPfpchXzUeqkIF5fXBZRhWs01iNi/P6PXeYPvCSi5SKUELGnY9YYUJHEsqADtU2mQQJ4seUyPL2kvATJL+Dm7rV6U3KbT2+4rNLR6zUmkKteO6hSWfeY6I/j2zNQ2/c9r3MSc4oCB3X4L7nOlShPwS8UZ54Ix9yw7H2ZOqwwNgfamedTAzlokNuZwYW7EaXvJ4UuVrFDPs48BZfez9Gb7PWkIyIyPNVmLNu/KYLl2+vy+Cs+/vUgAPAv8/r1mJ3PWM+G61KG0LWb6TFXu3WfP5x2NWs+TWhZ/x21ZW0EYwSiamGXwmsv26opH0HODktMvV+he6GYSWa9chpB+642uCdKo7T+1x3rlJm4tc1BLx5uMOcEALAJXE10bKRIAELjAUVmkOMXEXJ4AJa98ujsIcHw2WwaNpGfJb3NbWs3+V189vzz317WnnIyi9lzEUKbhFjVV5qCqlvY5zdNoXQpHgLuTOuw+i4NWmpkeCl22YU2QJjH3iMAvYo/oNl4bZ1p88r/DLwPp8GQqkPWjIhqhtOQYV6alz4TRei/OLZnaIzesfTgAPAO9413aHPqGI+Byt4SwpduvWDnFzE1jAKCmHTb22ZMug6Al7hAv5viBw6xG3scgWXB4OuqPZEaBeu3Zcw4atUO5nDb3suPPClU5+88C8Xe/NqLFtNLLRow2qfqecw8NERuKtjk6Ak3iodkHOiyJhkfleLYzk1C6V0HxbLOCCmnl0Rfo1cRXHffFoPyKeoh4ecgrhUYg1Lr6+z1q6lxgL7pKK0vAM8NpyuZ0Y+b8uYDzTspTAMDz1dWVvB4uUv3YDnjttQ3evJThIOn9MWcrLIzRe39dFFZ9BZ2Yuq/Bj8ggX+qGZf0kxKrOHQLSJvJlqZjP+qG4/ZVb0zbsfWgAPAO/b13SHP7oH5zEBxTs9BIRefxILd4ZDnsq+7cum+VxH0Z8wCbrJuhOEqVPaZIEI3ObaSSTEP2teo3FtjDMXKaNY7Ld75A/e9/xijAu4GKzpfClfC7w8H/O0C+rx4MIbfhREMnY9YvB7yU8Z4ezAQKciyIyEXdcACzXgx3IriPnn1gOsuzqzPpVMbrF8B+FqqEcCPF8mB0qjbhtP5EvmslD91VRiLxGuuyCnK1grWuTV47rwVY/DStKft7giu+IpyxTo0CW4TcV0bRdKjKZfTXRcl6FuBT0dTUQJb9Sae8d6TsAftC1vDIfeDNHMY9VVXZtm5Rs6YHVsDDgDv2Nf3v3p2Q5bT16Ws1nfCyjRSmRj+3/jcqOT4709GyjOaTZ74kg1lXSjNK4TcOIPv+3n9+b/D/poCG5ttC8S5n8MLiznGY5VMqrfw7uDV/Xoy4N2c0E7lO6e++sNrPHBFA3d/u1U9Wd95Kfm7SDKT4vBzr6Lru3thBCSLCAztsmK8mZKrejG4UScoQIwnSKcjW1HU3UNuSfZeBLGA499HfHjxUpPg+lYoibb+axhdLB7rdpzxJ426H4x8Dz0Nu1awVn48N92JsU/ydo7RyvD0BWWnRYUBLom8h6WT6skI408Z9Vqtq3jSe0fycRrMGhAwRhNUioO/6syCjIs6A3ZoDTgAvENf3u17crssZQ/TxR8VVt3q7miKwmknkmYcSkKx3vkhsIFN/o3c9vPh/KM5dnX7a1w7aA+ukRs4x41yS8KNsn63/v105m5MOz55D4PmOH7I9Zw0WyeGbONWXh2eS87MXgwKm5B68wdHPVX8dPllLi0t/cTt7M3H56lFXKQFJQUcNuEyWi/pQlFlB1wI8ObhaqhESrl9sdbEBd0YEau5bb9WtB1tNI6qUcOym+pCAJMgmjpqk8SH1RaFvnIYXay4aClnPqHQp4DLKLJiwRkeTzl+3NfMwHVIfR5Xw5E1y1H1zRasv3sGxCZlJdWTuNuLEsk6dlH7s7dxaFrVenUtj3olnJ1apFOnFRsW14DBGV935MnGXC9nzo6hAQeAd4zruN3PYs9Pcfs68AclFq7mJGCn8BPSMpU0CAWWOILlnoqmuG/4XayAaoKBdcwPrmPMzyci5AqNlqsqLEv7uVDCcJwo+Hn+QXz4sHQzbH5Jbv3iVfh6LeNii2zjdmafrtGPFVOiOlnNEVBvn3AfM8dOw3QFLEtX/JERKVnfkVMuuAP31gLL0hVAtQO8kfkFFNMhFnOsjzZ2raRkVZd6N3aiqhSFFFvu7ZKjDQp3a8RjQcPy27wEa1IneYmru44aAtbLS/04r0KNG0bnR3tyVl4VQbknSj30VumsYK1MnTP5Ee0++X17/nYJVQzKjOnido7OnI7W1QnGeNqo1El+El1/sO5ftm42s8oqj7r9y9ZcZGuCM2iH1EAjvmk7pB6ck0qjgf5z+bunN1dYwcWoOtxGK00qY4MQWMWqwCau+floZjR2rasrOMOER5KCMFh80QufOtX28nnFVdRVRfkfk84UboyEuKmc1VGVTLY6L9zOrCk6lN2bE+Fmfn78/zHvmIdiQFfGCqGIyoexxz1C8Zb2VoxXLN9spTXtKI3lKrGWCLoDuPypXcqFFMUwZ3UoN8gpSf5o8BlbyDXDpbvRG9Sw4m4vgS2Zs6wlPixALH3tNVqF3dGjh9Hl5VLGHKVQzyjcrQrZNxViap2z7crq0y+e0uZUOrrk3SGTGJA3MP0gozBUK5xK8ijgVNcFaa/NjLqpmXYS+fy9L/I52O5gZ9yOqYHMN+6Oed7OWdnUQL+ZnJ3TnYqc0hhEiDD92FwlzTAN/lWYvhV8qIKc9cvJ/Jztolfdz/na4N5UIPzhw2MR2srmkiTJVwK+l1cyeZoc41Zm3qwwpoAWh7i/N4Nynrrkb+qLA2biz21oXWiRROQ1PPSHPDqSEdMvbfQ2BejzaCC/sLNQAYUJVnZOKXSYEIo9ZyMr7/fiX58ZgCNr+vFaQOzCVeUnUGhgHD6MTu+2Zcz1ityL3XTJy01i0WsCj1cy8Yx2ZzISzXOtT8KdU5o+80xqgj1pOiIbBSGyjkzSTfXlSOPkpC8GEnN5pO4m/LGlaYlLKn78Ig+xxx1p4RrI8ivWwrXVwk6/z0wmKzdX5g+pr22VzkRtm6iG2EbmYQuwbhHBwAYL5KvJ4eVfjydz1kvURq6q4K9aMU01kB/EbHP+9PEsXbh3E7cu0+UxG19io9+sZLJV13obsx8GLbzNORIWNVA93rjuX/wy5BPL7WwaZoidKQp4I5sSF+lewy9k/4Xi4U8tW7utotXyTgkDhIIyG5d1PiFXdzIp2FnR5ljb3l1rid8e8OFbnT3ph5da5Mcy1jH2P5xOC9sxdhGo/qGM6OjHVPDjZUzYL7Ln0jO4TynOLB5Grqd7areBuJZzY3pGNZy1EHTYSs4KT/mDMYxBas8Etcmd8Yz3bqr0lnSXb/EX+cIV6oijgazfcR2VtRQN9J3JtSguy+mI293BZl2LXeUoqz7FMtWslvHh56v3FytZS9zTVgKXq5iTFg/jebvLXlWBpKBOSTX+nTsuYOU30g6n8ZKYfKXWV7K2A1xr3s6sWRqOihQS+QpqePXqqWzos4Tagq2We9MC3mTe5SgX6ci+99BrU+p9mjnBUHZ0nGSTAS2c0enqhWXp0uMN8gfbf0df9YgP7/LsAViOFaofrpb6Ye9wuua1Y+yeGvNTiQMLQ1ZIgpXLmJBQlNt2DEukAULx4RieyNA43bjagDvxnQUjN+T+TyH1vX7jPz/JmEBrlfgu+pLvQdabCf02ItOX5OUx5EMVettwxNGA/W+Xo6sWo4E+M7lRKSZL9zYpi8nWFZmNoupbuIUnCQib1azVAcpUDqsWV9GNk5MUqqY4yFUP8DQm4iNMKi9dcT1V6xrPlhWXfKWDBHe/lY7f/kb+t6Dqo4yrB//Ay/+4Bn9erWVdWT9pwrrxNIljy16mVTChDXJK1YrlazVhsCECvALAdqTTxS7EPZtRNKx50kftkqQALH1xY3kbUyz4AwtfOY+hVjeodox7ROMdIxzRGl1dyfmSn5wg7cZwkIZ3JHe5+FCQcqN4ySkDYRmLFnE52zq3JMcspBWnuMqJ7QCled33FCvM2B7Q4ekr8vLY9UNlMbk54mjA0oADwM6NEKOBvrO5C81ZYsXltMPj7hKT0ZyttuRpnNqPGWoiuWdBagAAIABJREFUEysavD+DWcsiNMLce//iEVyQzYGvruAFDccnmyPdd168dBrVmyw2yywlOvnKymEecwXd59Sh3tEW+ErMFytJ583Lb+KHoW+HHvA2PLmuEnB3bthO3hdlnHX4kxmt1MiMfArpSGbGJnE5i+vZruR2UbQ/y8YJaFj7nI+anxpnAUtVzue89/QFjIjJmGvHuQEXJUZX+ns+4/yU9F3txnCLxsooVkUHQd6A2DMU97O4oSPSFPCNrNFTDeQw48T6NSWpbK7/FfVL8LvYgyu2mh4Gf6VYaVfvzriWoQEHgFvGdbZ1ln1m8ZCivnWaJ29n3Er6EaR+UUubjCUxUEVqVIh2P8ds0IS6xSE+XaHwMw0O++UoPrB1EuFBV1fwetgdnDDNV13Ii1dcj6/GPhDJIuHYryRcSebuU5fQ7RoNHyhUGy1slLisDGbpxVtXXMV9L5yAX3rpJhFXwE0wpwFPhCJR6oCjpdu1h3PcndfYek9uRRvaksTHGrWg7K+ApEZkWtUW7a1ofWQGENaw7mU/1d9l3+MvSEB/yJzHLuWkevKSyIbaMKZ7EX/suZwJwpWdVsKu6J4yqPAAyI/iJIkm4YiwXGVaz87nfzCGM0jtUT/0Q/8cvgt+Gj3VqxQ7fZ6XfXKhneM7Y37fGnAA+Pd9/Zpt931n8yLaKouw+pi6O1OYk95TK/CYvCmtzV1FuZ/rwrQd9X5R6UjjXQRCXAB8vXg4u9pctn7YVRVWg4MDk83btr4dL191HWaY4tHG2lrjE/NOvjPf/ZmeVwNPiw4EcD3kxZTyyHrLd/+Cp+64MBVdZcwhPf2SZ+HuOmICQz/OnI8m9b9SB5xKpIJMan0bK+3HGuR2Tf+4WD/Lz7avsgNgL3XmPF559FrGitelSdJuLHvqIAutgmaJn+wKhfuErlg9CYewXMk7SDM++aLrgz8PzOfzQP27gt8w2PMzD9806cScyTusBprxNtxhdbTDn1jfWVb8TIAq0hRX50jSSrfmfEzFqlFau2mV8LCOcVnrANq7CKWDVGvTqhdOTzOU5EpdWcEvivosnpgRGyu78+rUK9Fp++uGpjQkX+lqA9X3Enp/o1DtQhZvcutQ4rK/jH6XZy+4IuM9lI4k4pCB17PTuqTvEfXrpsuAljil1PqGcSnjXpINMPKg4wWutKU6G+b4qfrUPgDXsC3wFs88MY3ysSk3tXZ0EWXPbrO76XZn8letETYMK+KevxMU7gt5ktOWguXK7tqpxrWmlBNc51v3wffBT/nAP0eG+k0XB3yVyydNXd+Zv+NqwAHgHffaZjyzXeZQWONjPsqyLgVFhB7PkISgvCENSUPSzSU5xWDGQyQMaJVTQkdPV11tblW/eTPTQ2s/uu5HlDTxMVz0XXSUlfGalVxVwXKrUVASWf3jQN68+c8Z1wsnXwVBDxeyjenMnWLgSkb8K0SDVoZ3JC57//Vj+OrAqC458UfLQBLhqvJwYt8H6RBIUUcD9GRgXEJQw0HE8rXboCGdIvL6KNqekpqqctPbAbZ8FGr9k0nWs6rqA16bO43yY2PGVo7tgw4ejmEegRUOEW8/0uHgUbo+/lGmdeXztmP4GtgZTS2K/ML9oeR4kExoKxFuOzz1+qidONA4mmXmYv227wXp2nzoF/m8Z2e/zpiWq4HtcCu2XGX+ns68zwuUKQ8voJHiWOFuRqwcqx4yBSBEeqRqG1wLEWurVU4bBhTuQqfcbnTyNADIq77HWeldiq6tb9eWUn3aZ4GwyBuLhzMsWz1f+xB5/gBLFSRtRlf5xe68d8+kNMtayVdy1pdVUn5jZOAM5s0GNSJu4magRP7WilLa0hHTCHLZy4PYViJl1ImSrlG8uOmNYsid14EzDn0EYWNKxG8D6YKUTCTm2xhWrVTKKBluULhH8sfG5nkBNs/PDMBrqFzzMW8triF4+J1r57vxuw/DVKcAw8NhDQltBJEGwda9JneABcSrQN+Li6fo/MSyVHtsdyb9tUa6M8hLpbRI6ilJV/JSKYlu8nv9j5SGSTa03Pee0L/yHZDkOVfrEEuZtYqcsrx7pAJwDYcbJ9FWdeRp313DP8/j9WzvU2d8y9OAA8At75oz4BV6BQ1eUC7ydZAB1gNHIr/hu0Eo+XLTJdSaIYtY4rQiCovQ2CKiKnQVsVPRXnT0dKNjburu5zN9D7PGDFFBC7Br6RSTpkWtriVY9xM/oLh+8fDsCeyvnUFpAH5CJycS+eX9P/LBf5KHITV+afPzdiXlI6Nvl2u51ujKYeusPgJJpAPd65Oelvf/in89kJzMPz4Dun4pcZlK2DZ8XcouO5ATb5qa4EoWN3hnJPco9ussFniOjSYO2X4FOort3yrx0bHlwwCb3kkPwD/wqf/7/C9XPDrz62fWDaiRFGLhp5L7J+zHl9c7a+3E/HjrI0nds375ClPfSveiJ1HTE+6cdmOYoDV3WiAOAtY9hA1L3NHNJRaIhwE8DOja3YXHftiDhGSy5jqms86OpQEHgHes65nxbPrMYicF81C0VjkY8lCKr0+Vekmpm8wokg/sh645vdm71UGU5UbV0WSY/JLvAdabq2NHSQNzsYgb2BobPpdGDrVs8P3MNl8eA5ceYjU4z0quraBrAKRIMyn903dzjuDz52JLiLX1sPdXVjKplzQKjD9gBQv2M9DSUD7huxQfl/1wxBM8dtkFCVzQyTKg5TgW+MaFlwcMPZvDPjgnZhtFtKY9XWL+ZodoIyvlRQ3OKYEOkxKpKrcuDLLxjdRvUZ+r91jiWczDr35tbuhXY6O2KWGH0U0+ROPimpB/X0Pp2+nyxFvRM0rHMF/BH+vBXIViwuKK3i6iGLnsPGZvl7WdRXdIDTgAvENe1uQn1fd1riDAdVJaZDEypeC+Fc5cAeY4EfaeBPYGcdWNzpuIJKJkI897p7NJi/GYRATY60JgHCUW+Jnb2Ob9hQcXj2hcF5lrp9Pfr/hejMuYxTWBgB9e/cfUV7euKauPS2oCQRO9xwomSVwxqVQw/wIl/RfiJBkz1SNXT+KjIyV5ukGS6TtdV559O13NHuuOqLeE21BGCQ0sE5KRLb2Dt6fkD1GUClVlFIxWfRlkw+xkAKz5SL3JamM5Tzz3LSv3qmr+rYXA2I+hn6TLE9YbSrtT6azdVs6AOJgtClRXK8jfrZkPL02tTIYvHY+VfeWIowG7GnAA2K6mdoBx/edyt/YyKRP7T5KM3OTgG+bQLVUdON44LwsNCWfuvWzVmzLOEWvYAuIIv4NGBzcR9K7giJ+HMzfjAkkGXD2D3U3NwmgQDvpZZ2qmTivn9h5UPAacLvW+4D9jGeWPZzpOBfPeVyghLrZECC+kN2905rE0GJQY7oUv9GBj+wZOBqtLTxSQZWoMkLOoNcN2uYXuwRDzVSd6WutKa0OP9li1yP8NaTPSoGDXhkeI0FAKHWW0CKfofDWLTWotz1/3Ob+c4Y34CiQgLhvNrhg704kZkq6nj6HbE1bWW9s/cQYGD0XoQcVPUbAHSJilmURaOh1VOZ4Y67uZ1naW2cE14ADwDn6Bo09v0Dw6mYrfkpzyWgj1sZN4cDIqv/g5hriuJW4cFiGnF5L6JFIT/5AV1qOnvHdRre1bQuLqtuLEEi8WEN5I9fe7NL6w9eoZVl9jKdi0oM/v57FpkxgT2X8Ppv8AOn8Z51vEDpnkARYUa7To0dKK1OSW0bUegKNJMNZ0/ZlLH905RMQRl/BmtzFA3vM9OOG02ygx29GNvriUG7fOzYrlKtM52fm844WuUF2tMKYsN1kdBcA+6pjrepltOVt5vfxrvjt2DfQptgK5YDUFTtP8z87RI2PUatAdrf8K0cYEUebBdH5ygfyp9ExeVdpK8LJEwiuZWhPaPLqV7bx0XONeBG0ewxm2A2vAAeAd+OImO7X+83lakZorWTI/3bHhxIRlUtH4jTTG0kGlTryKLCRW0ePeW6mTFOgsxSqJkpQoHwRr+O27fnHBzyzWu6KCIwx4w9T4p47Do1RDl/gslqkfOoMPDgPzDdCGuITFNSySjARj4cHPc9ffT4NCk9wekoKuiX+pybSHNpfuy4m3XMcAvYfVBUlaC/63xd1RUXZuyHz3rTX5rSJkAdeyjbfcz+PN8TJvzI98duwSKHZD71axcdzm3nCEt03qxrS5N92e/LrdORRrv0UDWc9EUviHlL1/q7QmX4WSt9KJ1gZDK8/FAnlHHA00RgMOADdGa7/jOQM/pKcOWIlISa+9gK+AcCpJR+Mnrs/TXBdmLHtJ0zc1oVVh0n1oCG6F2q+5ZvGR/LMpl+PKCkYFgvSbNoGbmrJOZO4M5st+ruxID5VPoVYoJXW4yUgwnpx0KW+efyuuzhqVpxHrN1sZ2vs6Dl8+hta6LblWqFOOFLq0Vkup7VH0GrfJwj0VrYYqfOs1qx/1sUGt5o3WL5Jbm2MB73tjpSIIaJ0LPRvPxmVLN7HEqVvxBXel11NL257JKOkdHLG6c3tBbjdbKyYbFCTIgcsm8GGjV3AmOhrYPiXpjl7/1zWQzgr29E9pGVg1kVKTmk56qP4cbozOqIIH6v6FuKKzFg11P1G77X2uXF7OrVnPz2bC8tH5kHswpn6CDXVfsccLQtWZUWYw74Pu9N/PhdsC33QkGOcvKiRY4iUnksOW5SuxsSmXDn1Pwr01n8F6n/pjSQw68UeKkty4Ej7LoYPlLhfib/lf6N9QCVOmDYUMWiHocHdSfHT797zdcTb5Wzz8cNBK5pR/Ted1Hn5r74WSXFT3Yiuyvt0kFoDlMEswfXvR7dmNbcfwCITDDAYUHdCoXQRNzf7Lx7OwUbOdSY4GojSwPb8KjqL/RzUwYAEDCBEVJFz/vCgC+5jtx9Wkpju1ocYx9FPSxzC1zKibmrV2xP28bS5+XyULKstJXlSb5apLuLFjLubBJkw1odczh/329dX3bphVl291UxoULnUJEUL4TVjn/ZmNvnJGzHoj1aHuZ16nzvRY0Yb2RsgqFVs0ZJtGJPQX+HXgQq7/89FUl2yKrymtb2NouaalVrswjhwiTBLheb+MtocdZVnBvRmSpQbsDA+BcXJQF6DPoSi/GG+tjwVd3qP1mnx++sNqXvnbZ3j8Bl53+EWrjQfVpQidpi2jjd2stzoVppJ6F7T2oupz+b/np5W7csjcYNsz2CQleHIp8vqDlIBlIQEU+yw7jy+ymOMMdTSQ9nZ11NMCNTBgAW+jY0EsHSNTsprUdGo73XWRRcWYTAR8Hqi7PiutB9bAVomu+lmfG6TPzxcgPWazlnVMK64leIjCdSzoQ77apabH+wdU+2cesyXv+8G1SJPBoCum3DcSswz9q7W2yCA2+mrZ4H2MeXtM4NprE0z5K5kxVKEtKkKJz6YGLzdrev1ExeXjkpUZ2z6/0rkD6PrEfnTWvRJqgm0v0oSBpjJZ0Xc9ZUtb8Vv/TTwxLUnzqlIPdMu+G1MW2wpdI3kx0UiWdZ5ww1jzlfqUzo/t3fZPHIbBqxh4jTyKC/ayt7qkwyvYa8k4i+bSEUcDzaIBxwJuFjX+/hYZ+AE76yBfRVvBrlJwh3JJY0QsL2H8yUbaqU6MMmIJIyLzswXg6vehbpE121QGRyybaDWPsCUvM7nznnQbpNGHazh13v5belT2DTD76K1q4d7VSB+GQE4sv4bV6TeRcyPxeDLNG9SsqvmW1d7zOHlODPH+1Uw/VaOkhCkj6cSSfT5hwXkzmgTCve84ksJvOtKPXSgkTSDfluayG7SlZBu51S42dqvm0ZvnE4hYvZFl3AZ0zIcuheDXEGhE+MHGljzKjVelJAN5kS6Pn1B6Jv9WmonKoDBPiDks4tC04tcudqs8h+8zDXQ+dzSQjQYcAM5GWzvY2AHzY9v1Cf1kfH1khppUSZqSsqakpTpD1D7sZwinfqzYBWBJtKp6C4LCrizcwJp/VE7mH3Yvw0wmDxxIx2/zkKe/Vm/ts4Fznl6Jzmnm216A2NSwumYrG3yPEci5jFGvWDVWVzHjYtCS4JURhD85/QkWHfKu3dNLOm7IX07BvaWIITTEg5u0oI3JfpcfocqualfLI7csYFtpmKTMkD6ALiz1i8p7FUN+1Juc0GuLW1901wSRiHWX3LbsVtSL9rkl+sF1bybPZ5fyJHkh6vzY2LZjrBBMf1cJRn76aInPpdn51/H81IQtOlMdDSTVQDM/iRwt/540MGABe6GtdmnWfZBACBEm2mjKOYkVLNZwtHh1LY9603QWlESrRVDd4MWUvJ2PlpVTT3SRaU+vMmU/4O2d6WIRPTx/6Br+fOlPBAfHmjuuINhvCZzpqGFW4zU1sKx6CS51C8fPuetKKu5XMN7GbN66+FZWDW68oeVZ3Yp+14yiWLehL9KDb/tK0AjgdwUI5AZ57N/vs757VQhwBXhdcY+XASWJf5PtCf4GzRAY28BiWTXPyGXPor709nSgm6chJFyjfdzqnQO1gdBPgkgVubq37RWPP4zmQ3FYF+wZar6QRLymyZDl5/PL9tWis3pL1YADwC31yofPe8B8y517iLiYJQM6IlbSTyPKYuLVmU8Rp7qmxGQC1+ptPO5NYG60pgrhRtU74G8gipI/1wVy6Pbb+UgCTkZ5hcnDFcwqpYDulKoHj12h/nHeLwTLPNBZ/OlQttbN2rKQq1K8zY3NzFXCuxSf5iy27uKtmnV1knelyTUevurYk6Tl4+4ZNw88dccF+POzr5GOrN3qs+70uO9gOtKDjqRuYWhnL+nGmIaJ3xCGFHhy2oes2H1Lg7WbbOJgGyTMYg2Li1oAOUpEkV3DVm5vT0eKXFEsMFHjAgSZVhdu/ShrCQh7k/SdNrmu9MrHTcPNn3PaUyx0oHFSbSiGLDnPauTgiKOB7aIBB4C3i1p/P4sOmMcfUcxzFWO4u4YKR1MRbTT2rHqpQRxiHFffr7ZGb+OJJADsW2ZlOVtsV1EijeiOXjaJ1+wcfzZTTtNoibuq3rTjlnErePDYlZiCsv1aQ0FsMLsp4BvZj9vHRn9uFBl2xNn8a1WATXUu3K4gRnDnK48aPVtB7xTnIa8cFgXKtnbreWnqlWgjdZxUoqhKU4UiKar1rDiE4k+EI2sXpFnD9hC/4bP0+uI/v+DnA1PwekcOLNawWMDZiF/T0WjFka12i7Fy0y0hBvT1dTNjh0i8WYBYLGxLrAxpL5rL217x+FnSktMi5mjIzt4SzGXIirEWeYcjjga2mwYcAN5uqv39LDxwPm+6yjg8px1a5aCakSe3XgkHGiPpr8QIhCq9mae9dzcoSEP1R1AX5muo/yBEcn/fssmka9ZbP3wWk2WcmNYWyj564TaePXw1ZqQ0ZZe22/+ixNeh/rx1DTWBDmg+/euIkcd4yBV3Zkb+41WDfuCtS9K46UNnIq8qKYt6Bl8+mtz1xQxh37S1yLJQLkHpZGC9gdmRgPLjzw0w5y/f8+2wZOymcatI7FdiwNlIrou9C/pwpJFdadXUeACOHFMAuMYvvOImWjhSCOQsWX916/vm3CCdM3NDr0YblI+dlpYT16orm407Yx0N2NOAvW+bvbWcUb9TDQxYwCGePrwjlq+NjNBGn+VoYxKtVBs263X6Oe90694Lbgy5nCXhKl4U/LSsnAF2DjiLKTcAkvAkhberbrxibacF+1VhGuGgYqvc7AHAzoGTbDoGw+TwP2/ZSG0wD830q0ec+IiJjmkEkeowPx30Hh+fIX0hGiEajK25DLn0VF0YLFb9aL4WQEID5fP4eO/8xXw62qaHVvTfNQuqzBwDCkPeijOM/eihkr48bQMS6ppurHsVv/VukkLEJV0jnKZSUoa3eOYnn+Z+sPiAogNY5TfZxW6ooxFXxZniaCBGAw4AOzeEpYHB37Appz1FRl6IAEncccJ8ldq+yl5xZaoLRxtnslavMGfVPWrUfg01n6Vcx28a9FoxMbMbcBblDwBjZdeBHL36Lzet6Phz31BT4XyvQa3HhO5FIEQQTYj3erwKrydDllCyXGeJRS7eUofXlEzuM64YcaLfQIufNO33T6O97024N2f5nl9kTV0hsXQ0m3vdfej4ou+7PFNGN7rQK/uLFjdDMtiF33nhKct4b0LyxGCP6cJrxAFguzwos5lUINnTwhsdFg85XOQ6gpzMieQW5cnt3jepTtpUOu5kxC1dZyVq6YKPv32xbPNX5y49m1DOvSOOBv4LGnAA+L+g5N/LIbpX8C8Ff0tWMiNJWmIhJ/3JDfUPrmdsKgZp2i6t7EWsOXKnGXCQcazVtef5V57DvyqlZkxtcuLyKbyUSXezmPKSRh8j7Qw2lwS57IaVrOgaagjQqjqHOo+JL8eEnUqTZ+CGD9BriYclvUKgnUrK1uWwtn2yzNqoGREA1jFMTFJqo/lxiyZgVqHMQVcNO3GkRkl2dMrvoB//l6DfeKqi/CRSx44TtquD/EqQHobigKWT+OgExt3tpW5SP3Ztcjw4iA+jwwamPr0wpT5L/flsdMclkQkBRxSoplSygG+R3DCxI3qr9pxq7JPRQS633H3ed9ioqzPdOqHP5eWo2krGW0XZo53tTXJGORpoHg04ANw8etxhVul5P8dpF09L7u52OykXpGyEFOKaemh5OedmOv5sJgvT1IHS305A99JpK9naKmhlNLtMRTDifpb4oyRgbce73bKsBXwbjrExHOttSNcNmJoft0r8cR7DXj30ambcrdFJ49sm5qYg/jnTmHxa+7spKsi16q0zB1E1fu1nm9Kcu2wyL0Z0eDznfRskOGQn9ssYD06ld+l3L4nyf0Ix8rTXeX2SjZqhyGKifylPSieiOwFfAeEkcpQawl5G5u6QD/rms8rMzpD9698/v/nGG764UkH6t7BMN6XzuaOBLDSwHR9JWezCGfo/pYGe9zNQG1aP0+yYcm2eRdg9GhktyS7R/Fu/VpaTWBQStfa7XFRSTWCegn4m5C0aWMcV16/El5sCEKQLjwCAWDtC/rCdJM+VS530SYyV2PZ7/qDmhy0SgLyG4a/fcBUVs4ER8ZOC+Bd6WLvftYRoLns9wK6maXEQp3db+1mpTaYun8y98WuO4uyaXPLyB7BH1hpoQ5A2mJwZdfi+lzzN0uNa2XuxGdQm8zgB3/ja4bidTjAOoq1KTWcpyn7C9yFLTVsVa9bqD570pj5idqWwh8gd9JyC+7rh9PjN+iZxJmStAQeAs1ZZy5nQcwZzNBxhOzXWpmrqMUqxBR1TIxNUJv2WTWFJqqVeYXIvA94Ms2+5vtrLyzVXr4jnbw75vPNckGtAh3xoGzZEI00VmokKUVJpy9yt6eEpY625haV1azJrQegrF20Jgj6C4a/PvYoK4ReuZ80IYlYb+IdMZXJMhlOPCk4QTpFUB9BBqnSQ25aXc02yMSM4s78Bi9rSkW70y7zP8AgPJqUEOAeDhsgsLCvayuDLX8I7tH36teQpIwCcTiThShKvMkgr8il3HWL1a0omcnmf9y9kUdBeEvM9Y97lmOekO6cl0bzfG024OQCP94HKTPtyPnc00BgNOADcGK21oDndp3ONUvy9OU850UgMP/w0p1ZO5plUx5rDlH8G0JdLslUuLuYfVM11f1mOEndzpIGCuC8FeKPdnancnwLCNtmXovdUaORZtIe9PGUW8EZELK8lvrWhDNtMAF8XrOWnrcuoKtzjLycfY+Tj+0mjO0sSkY+6of/mgvnJ9NBjBv9Ec1WSz7T2MaOyPD3j1olMuK6O6it7MZiSNE2FIuvLA6I1Pgt8W8UcVIKsSr/YfXHR6Vd8jn9I7KcxQ+UlqG+aWmSpzc7kno5acJDqxPHGHildATP9X/J1cHnaW1ZCBjefP4/Rjy5OPy5U6iV9f+/sSup7szm/H85aLUcDDgC3nGvd6DPtNp1jDWUlRDX9fhG2wSR5TAoeX1bOGek2OZ+/nlaD9/ECPOrFozdwx/hVBCLAK9aTx0huRWViYBK3tE82luietnLHlEG/vM4Myu9Kz7wyCiTbLIlYABxxfcqakmXrS1MOU+WrYsm2Fxj+2lnXMqOvH/1RkMAbNzDx9HR66FGBZFCPjBnj5+tlkwgVWmeQExj/iR/f3jtb8eD0CdY5+BmHShuLuGa397ntwrXU9E3OTmXFdSULPZnki5ci6yRvjjF2ZRfVNemSb/i/ZWEwpRMFw9Rcd9GHjKmILzxPqzi5Oeokna8H1JvMmXTtfO5oIJ0Gmv5AdfTbIjTQezr9gwqxyhpMvtRnLglDSTNKLfCNI3hSisplk+hhR5Hz+du3N01ZMeS1Qzfjk447qXiHI4vJ52IB2xGLBtFEmdDZ3YYhBT0sK7edO411F7VuDABH/i6gXhdMzUu8xV9HZfUlDHv1PjtbjIzpOYNKrekm/61Narz5lK05E5upv3Ac5251kVM8iNT9+EzL7azpaeO9a+ShL/L2hW78pUnAtI0HOiXhHhHgFQBOJYrNaFLSZ4kruiQJp8l7gR9ZEEhu2Qr4XnX5J4y741u76t5iOQHCYsByBXt0xh4tqt2DOONapgYcAG6Z173RZ92jgreAwxq7QBL3s1AKD1k6hR/trFn65LFvbCz2HWFZTWLxpsiYrV9LSl/ietAKw6O0IUwlOxX1YFRu9olKSQE4+iAWAUSIO7le5PeNXlhRvQcjXrPd6L3bA3RWJsuUJifop9+Kcn62o7/ImMMZ3TqPgk0ltFM9GZgwVRPkVEwG2QBfmby8sIq9j3uSjWd3wZTrEi3RMfjI390uKMje8o1etkwVM84YmrD3jwK/8HYgeUOLs+/5jn/8+aNsVCUaWKPDCYlG6PVx2WYYOAQSMu6yWtgZ3OI14ABwi78FsldAjwquBK7LfibEAbCJYmzlJOzTPS049ggVZI5OlYUTv6kkBBBl69ysbZ+iZ2w4HjnROJhSZZ+5SXD0Sd9HLDEzcCLL/sQtLXHiSBs+Kbxa561i9+dtmuqhk+xWwYFGgJOXTWQCaL40AAAgAElEQVRKY67FyUz5czWbb+pOfyQxK/qt4FgCpI6yJj/aK91+YdywuWwY0zk2WNGnVag7UkSkHWRhdDpXY3YfmrOb6sbRRmw/wS+Cy3jVL3ltsfKnB3/khvL3G3+w2AL5z7vAnk1azJnc4jXgAHCLvwUap4Du0xmpQnFh+2ZMfPxX83zlZIRkIitxzT327aCLQ21N6t0qlJRlR6ReWBKGwHJtTnIdktT+K1odZFvH2DWzAuDIXiQBTOLEVsKW1mzwLmOX57Oiq1oOkzfDITvDiXZOMX7MSUyY66X2IKkPdoUotBlEnR5J0Ho2eHDjCjNQyR9CxrvVsyP8W2jFyIPk2l0/4MX9fuO7M6JeXqKT4KTMSGLCzSjHG7szWDVEPNaYW5jhmxdzhFHP/sJdZ0plXdNEzjPqoflmFziyaSs6s1uyBhwAbslXv4nn3nUGfV2aBXbrhaPjvwrWLSu3FU9O3OX8kd3BsEdCPLAks5tajpAkHrmT6sIowx6HcqMAOHJm0nqvNhiyjJdXX8F+L/0r1aVZAW1NOFLBGRr+qMLxyS0Q2ATvbYHRI2FTNpf2eMZtAEqHsA+1rKYb31KYgodFss8Fkht+cmL+Wz7/8yEfsHknD9+MzguhVaQGOAXLVTZ7TTZWnCEXuQ4nP7znDXob93nfDb0YaBj2ylKmn/p2NoepSdEwQzhepMAt0gRDUu2e7ApjslncGetoIKIBB4Cde6HJGuhZwRtWvXAGqSfgUJI3xG4rJpHoJ8y0SOTz+aMuA50SqKxh8sAXAM4kaeKRJxh7IGUvmaRJACyLywIrq+vo91QCYfJy2FfDkQaco7GS1YStyUo5ViFHtvU9liVMUGth9Tq4+miYkWnfkc+P4SyzO/2qa5jtc+Mq3ZvMjFOp1t5c4OO6Ed9S2qcTS0cWoge1Dl2LNCxXdveZalw31YYxxv6WZb7erOJ+31wLfI9+cQn3/klaXjePRCxgBZUaq9my6H96V5jYPEdwVmlJGnAAuCVd7e14rt2nc7lSXJ/uEBL/lT62BkxYVo40UGiSuOaO2hp06dT0jBLP7ZmBvTGDS1Qe6BdHWVepNpwGgCUonJ6pQiZ/sb6KT7Z05+K5FoficviThjMUSJaR0ILGNjKO20gs3Vbow/UQWAevbYNLTwBbNTdj+MNOYH7djiI1mMwvHqn08VXXTTy636+Y5/TXVXu3UhYPtMtojkK2lPfMvqo3h6gBViOGu7xvse+C1bx05GxSRPuzv/eUwpWfj64RA9kSIbyWFyaJIdzcJcSj7oijAdsacADYtqqcgZk00KPColSUGtXEHGPhSg4lAL+wvLxx8cqE47937Akonk+ZqFvqgY5pWu/Gdd1JdX7dVGnYukqtgSZZwPNW1fHr5r2Z+MG370JODnzRE3bKpG87n8u+akGvgjUb4cYtcO/ZILSLsfLEEx3o2vVphg49+Bz2mxBA3duX9nSKISqzc8SGMTN3WWl+1WXDb8tGFren2O2xGMmkLEzi7JKUJT9CEyr/ysuSXA/rRzILGgfWpxh7I9fr7Xf+w1uHzarfjPiMBYjjKuDsnZBSeLp1o3DPPXG73Xr9M8+IcR0jCvwaLukCd9lb1BnlaGC7vo866m2JGuh+D72Vm4USU4w5/wB+bbKuspwuzamXnHdGfRpw6+TZqD2K63vKJhxTXj2LpY2Tvd38QfXhECOxXCcyu1EALM7L11b4WFd7LBPnz3kZOhswqwx2i8ojFotYrKzk7B/2tm+Nkua5Uv2aCwtGwYG88sq5FBZOoaRkEGVloeYbPp9mzZovRp/0r5r839YfsBc9yI8hoLR/wADBORPPWOglL0cTCI5ir/ax2dB2lxLAFuCu/wkzncWDeb6LtgWt6EEbHu4yjc5JaL/lT1KKntYqVgrlcpHXvz+Fu+1GXq+GvDi9aRN199xjmb6JbzGWO/rsrvCI3VNzxrVsDdh8/LRsJTlnn70G4tmatN/qcrTv8nILnJtPFhwzBK2+ScrSNaAkNbm/uEQz1RDH7fJ84yDapWgEkDUAb/NrZlcGqPZPpPz9B2ZisVgtkEipBBaTMCcn8zJn0qPghNiTFnhLvHjCX/9a++6wYZ7q7t1duN0Kw5AEbD+GIWndoedBMCipRip36XK904Ovq4kPJ813E/xJQX0lIBf8fCJP7MlZPTsSdC+klbsaj2tARk7oTGeU4fM+K6p56B+fUaYz+f1DmVTRVrGRl0fRXntZwJvbKbn7XdfV4b35ZmsXYk2LgqPaJ8mfzCCM7k7mVppNPFVn+g6gAQeAd4CL+L96Ct1n8DeluUEe7GaAScsnJnboaZa9zzumAqXOS1grFQWl1KBKLWqW0jrcCCBSghM//Qm7dcBra4PMlO47+g4mv3/FLDgcEH+pBZSDwkHfLLeXdPhb++xTe/fpp+d//cc/4usQbm5lNWe2JGIjRv6QFOTV1q30fedbxkx7j04rqjJuK4D560Srh0FYxvQfAfohityldCnMsVzR20EGLq2iYmqIy0Qy1exWcctJF59+OrlRlm7K7fn91N14Y8zHAuRCQRZmWLV0asBhnSCUiu2Io4EUGsj+KeSo0tFAFhqQ/sKm5pzKCRybxbTshr57cI4yWtXpaGJjiStKDXD8HZ6B+L/thhw2tE1CVh3e0RDVmeOM3ZPuzxYAL94SYP5qsR5fo3zBybPhdI1FRFK/U6GVaMoXc8LkyXw5dCi/7bEHOlfc7ClWE5rMVJ81dAYKQ7WkzwUo/mEJR9+3gENm/2JxKsdLEHOtB3ePs/lPrId2TL+ryFGnoqSpb/usmi/YuRn6V27jgX9+Xj9Uej0lqTYW5qqEPtfCUp0zcCDGiUlLqQVbG7Bca+quT55rKNa0WMTS5kqDV8EBneEzO/t3xrRMDTTle94yNeacdZM0sBKOWQHH7gvjmrRQ/OQFx05AR1nYktzTJc4GiiLaaMqxTzT2ZKCKZo4KoVVGJqwP18CPm6Xh0SeUL9hvNlyo4aaoDOctbmgtFnBjv5hnn38+b40eDQMGNOUUM8411q5j4JvfcOxDn9Nn0UZrvImursbb/RKeDf0hXs7s9wL5OQdR7C5FwgPNJLv9tMV357+/igFWidbHZQLKW1VCJrncIZE/GqNGoXZKyH2TGHzMZuumTk27c0F5yZMW3plcOLS901u4ma70jrdMY7/nO54mnDPaLhpYC0V1cLiCwzScpEKcumoLmGvhiw1wfSHMHhETSmvkVuYf+yWhWGpsD2D5b7GI7TJi2Tj8n11HkhdlY5la85T/4+RUlILOb6+Eym2CrAJOfWdOWvBPBROimMRWAF2laKoXWIQPSbYheVQpu9EfcdVV3h/328/j6tKFYLt2Ns6iGYbU1uL6/EvG3fVlYPCCZb0u4HE5j+Rydt/2BIyFeIzu9CpWlDXdFT3k1yru+1cihfZgG6cm+fHxVrJr8mRonYYRVCzgW26BuiQpWHHHrIFALnQuBhv8pDY27AzZ4TTgAPAOd0n//5/QCthPGjZoOF9AJZwwGnna1scdpTJJSoOXYlE3zVQw2w+zTwPpppS9zB+1L0p/gMagVzHk5YRgLFPXneyPRFfVhjPDxA8yXczaJ31JAFhoJmdVhhouSM6PGdxz1pQPrwBOTlauJe2NYtPH7W1u/xtuYEXYelP9+6PzQ+put34965sJjJWp0XGJa0op8pas0N6tG7ea2tyfkSPT1xuP6XsUynget1FouaIbEYuPaGTv7zdxy62SfxcrYtH2z6A2yR5Lllau2rXDGD8+rdvee++9SDZ0BjFdsHcuNPjFM81wPm9xGnAAuMVd8uY/4VXQMxBKJDpVw4Fh6y3auEibwSsf+sG/An5ZC500yFN1tvycHPrdvswfdR/o8QwsUVaWs5SqSNx3O8j+qjeHGuIwTgHA1X7NS8sU0gUJzOKawHFP/fWjK3ToBSVBxGUqjm1hNRZ/aZIqmoQ52zwe9r31VrZ269YAGkOGhKqJt4N4NlbhLY0iN4nEkNet+4rVq4NUVR3AySdLKDS1nNH/CnKNK2nrKaB/Vv0n6tc88Mv1XH938o5H8uqRjlBbfNXpbG+1664YI2PbLUefjO/BBzFXrUp3hsL0dkKhkwm9He7AHWtJB4B3rOv5Xz+bt+CaAfB/Sck3st+NWMSBtfDWCqz2ekdLMovUxpohMH4v45JfHFeCV6+iT+s8C3ybmfg//vjnGAfQUZXooA7yjP8TVd8N6detMLf+Ie3vvLbuqoq/fyrsVkOiG1jIF1DeVAQUpA5ILLcIdGYij1hRUsLBt96KVyzc6GSqXXZJl1yVUYVZDZAypoj89tu3bNiwiGHDMjfYkHiwyzjeAmDpWJWF9PpyQ+1/7v4uLxVVh3RvFrdLMhFdp6FmqZ9inHQSKlkcXWt8Tz2F+euvqXYsCVgXFsCdWZySM7SFasAB4BZ64ZvjtGfBX8rgH51iDYq09aF2jxsALQFdq09Q1KQiGDEMXk+7zo8nz6U07yBKPCEX9Ha8y4vJY5LrYGFg0M/5F6ol8vrwzUbNZ+sjRw12Wu99quL/FoqHoCx8OlbRrbhA42OQyWKXogPJsLXs6LAs7NGDk268EbMwLtFMLF+xgP9bEg3Acszly39m48aXGTHiL2m3cObAtqjgz+QYJexTlkVNtnrszHHvPdEeXhgFeckubdsU3UHkxcZuaZLs3XXJJRB25Uefi//FFwl+n2h9q1D288P5cPZ/S/3OcX7fGtiOj6bft2Kc3afXwCy4X8GZg8EjkVYNPpWkxCMLPcYkGMnDzAfqxygAFiDKgeXDQyT46eXJw+8EPZFcw1XPoCSxYMsl7YKcMB1iG0+TaRAHq056pLGresH7GT+/9yX8srUObZFUmN1X1Xx/73WfD1TgkqIfAV2xdpN98TLFLiMsTtOHDuWaCy8ET0MUM8c0CQgYFhRA377/fyzgyBVZunQVVVVTGTbs7rQX6Yx+R2DwOmUFBgNsuKIVD3LevHNlzTNgale49Ogk7TDFjR8fRxc7PQ0ruBQ3J3ysunTBOOushFPwv/46wc+SVhe9nw8HZLo1nc8dDUQ04ACwcy9krYFZ8ITEewtBCdvC9riJIo5NoY/+IQQnke4zEh6dMBwbzRymH3gWSj3Y6C1GYsgRysMIFWIEyD0C4jmQ72K/Ljux6Ivv2PT18g1g5KF0AZrvXi9fIN7QEkHjTF2JxTWaqQfR3045hQdOPx1cDasVmCb5pskGsX5bt0b16IFOXd+Lx+vFGwXeWd8A0RPiLeDIZ7/8UktNzWiGDZNYfmo5q98/0OpqhDRFuLuTi7x73M+4eTEdh8bAJ31hj0PjVNs7jqLLYh1t5E2g9t4b48jYlr+BuXMJvP9+/E6X5UGfcKvCJqnUmdxyNLA9np0tR3st8ExnwVvAwYInAhY27JZGaSm6htMLelEI51eH85S2fQytr7XDrf/A0CMxedUG/jVqn/WThJTCb/pw4cVU8rxfizc46P1LPjzRhOl2Fhf6yXgCRA1VKmydnTJ5Mm8ddVSMdevSmmA02LZvj6tjR4KpgFHqmKqr2Rbvuk6yQcM0a0zDSB8yjRxHqa1oLeHXkIgzdvHiampr92HEiOTZUpGx5w5YhKY/+4eZuhL3cjnj5gmjWoycDj1c8MNukLNPlDc/Oo4uN43UbSV2B7FzRUJjjLFjUV0bosqBTz8lMGdO9AJS+jsgHySh3xFHA7Y14ACwbVW17IGvgseEj8J1ttYjf+dGWhWZNJksbCv+6UjaiwZTwc3D7bZ/m3GwtNh7H00DQGTaRLaf+4V2Qa0G3RGFD5exF+fPszK454coCeWlJUY0rFBR+ULSpSLVC83BV1/NN/vum3lX4n62Aa6ZF8o4IpTZHgFgrb0oq0lQQ0aVsH8vXvwL27btyjHH1PfwS1j5rJ4lkLue1rkudop3HuuLGTf/tlS7OQNOVvDgfuDZJZy/FibhsPYn4JvJ85DxTD0eXFOm1Lv8gz//jP/pp6OnDc23LrMjjgay04ADwNnpq0WOfhk6uOB9Bb3Dzd9Xl0LHrqkJI5qkp1TWylZiTAxtQI+jrNa5NuSuw9qS5/8EjXgom1eCGoI6nHymTRQjmfT+a5GDvAsdc0AIKuKxIIadKQV9Irvccgsr+6eubJUvsZWolpMTcj+XloJfnPd2CpkarwrruImWdmzJWTCo+emntzn88CPSHmncoDHUBR6xGLIiXNFaT2T8/Psy7fBMuMeEMQdD3kBwDQz7CKJZrjKtkelz1asXxmmnyTBtVlYq32PCHmrlxY3Nh8czzXc+dzSQTAMOADv3RVoNzIb+GiTgJcmlcr+sF34HIexLY1mshLRtByWpNwlVb2grUQBcSVzC1RYg0ptHw/MjIHPJS/QZVgyVbkx7Netl99V3mfWDKqd8fkX8+vNhDPBwOqdBMgrK3vfdx9ZOndBRMd+YteXvEs91h9U5aFCDi1q6GvmE6qR5gVhugjzDYHB+Pp/Vpi/5tfYaCJj88MN0hg2LieEmXIPzB32AN7g/B3QUXpNxjJv3gN3rNCbUabHDOdBmZ3Dlg+lpmuc54dDGAQdo9cc/ojdvxnf//RJ0uC4frrW7R2eco4F4DTgA7NwTKTUwE/YB5qokvAXN2bEnegN2qoaEg0jMXnFFA38cEXKN25eKg54FbQe401I/hsBFdmEBnFhDd1G+4KJUG5kH7ykYmuxzeZmJZm+udbvp/dBD+Fu1ks6AmNFxXrE6I6Ab//eBSXoWm2bIIhZAboIUu1zsU1RE37w82rnd1gnfUF0NNTWh9dOJ32/y448XMmxY+ob14wetZJ+yyzjvvUez2eoYkHdCqVxbeRJ0ywMlBM7yWiI/7cMlSHKl5AVP9C1Z55EHYLTZno41Ro0Zo422bam77bbH8uHMbPbojHU04ACwcw/Y0sBMOFKoIeMJ7OVhJg+2vmHEie6namvhNIMMt1u7iopUMDPNHxvkSRta68Ph8Iesj11x4EWgbrUxT0A+uVfcovAy5SmuMdVMJs8flW69j6GtL5RIlkBTFc3eNG/gQE665hqrBjUYsWwFdKWzkfx3qgSrvDzoncbDLpawAGUgdben+Jehzrm57FFYSN/8fArijiuK+VeEE1lAXqxhb1R33Hhl1NZqFi06lqOPltaL9XLtweQM7s+EwZ34uycH1/e/se+oe1lk49rEDBkDUqJ0kwvMXCjd2+YCAsYRoJYSsfjfI3+T4HabTp0CuSUltW1/+GH75RPY3Lcz7PevAccC/v1fw2Y/g9lwsoanFHh1OKlGCkTkR24YofkXRomIiCUkaaBZOzqVwsjNpVCaoPfpg6drV6rvuYfqzZsjvVXTnttqCK6BGgPOHgbPZ62I6QeeiKGeRTeykqrB+v2O8gUJbXSS7WcenKpCZVwx3z15qREKymtPOYU7TzvN+lAL2MqPAG8qF3T0QVq1gqhs3bT6EBCOixPLMQ2l6J+Xx84Cunl5GRUzNb4pgYC8/C3RNR26PbZt07vOffjw8+ZeX1pWyNjSYoZ2b0NrjxtcYY3IEhtq2Lq5mnsPuYXLsrmuY+BJ4FhpvdELDNFpM4q8Xdw4Dq5pxjWdpVqwBhwAbsEXP9mpz4LxCu7QIFWuFujGN1CV2t9kFZt2gFgZBu4uXSjafXc8vXrhKopq7qM13jvvRFdVWWAuTzvJbKqPsMZtWMb8BsENsHp4avbB9Ff4gYP2x9RCcZkyJp10AcuatDBlE9rXj8mfiFFuS+bBLAVHRw+WAhwJsu9+111UdukCJSXZ8zm3bw/yk40Egyi/n/4eD/sXF9NFwD4LSQDg6LliDYt7OiYGrXFv3sSXM/fWraiL5I8lPIdEszKt1o9eU8XC9ZuZfGIFEr9PK6PBlQe/yDuiC/KFdLvJWdChI0rm/Z/Og6cy7cH53NGAXQ04AGxXUy1g3KvwsgnHin9UADYVnX+mfrUxQKwUrsJCCnffnbzevclNZ6EJAN92G1oe2lEiDlMBYrGy40Ue1CuhdiNcNhzuaNRlmnFoD3RAHu720ctvbkVTgFJ7Mmn+19kc901onQdrot9jIi813/Xpw9D//Ceb5RrG9uwZYsLKUooKC7nA48lo7SZb9oa6uhiKzKSHlkQwuabiphbT3zQpXr+C7+bsn26n0V2zCARh9VY2ravidnzcN2qGpb+kcibsr2G+NAXpBIaES5ooksF+9DjI6jo38ZjO9BagAQeAW8BFtnuK78GfTHgsXR+dTHSJ0ccK5uXRdsIEDLt1qdJr9eab08YRxSqWvNtoq1ie1Cugdg10GAVCK5i93L+nG6NQmC8zlymZ2iSgg2h9HJPfF5KPrGUenGTA0zocX45uIH//6NFcccEFWa+JlCpl2wVJANvtZmelODYNeUeyzYjeb66rszwVtkRc3uKaDgRQWlO2+ic+fetQW1NlUCQ5al0Vet02Pqny8sRJ9yV/6RoDFykQ8g7PHsk5oCWhXlIYMjVO/qAvHHRIqEGVI44GmlUDDgA3qzp//4vNw/ILxnuY5WFlcUQIxZP0rI0WDTUqrslMhHvXmDAB1Vacq/akbto0W0lCYmWLVRx++Iu3Uq2Cj/dO0erP3tGBGUNfQXNM2vHeoA9DTWHSAlsMV6nWmh+qHz1dvoShpoYhkYSsvR55hO97JW+q13rbNrZEu+4jEwfbaUMffaD8UHw5LCcZBgNSU1hK4nnMpRdAvMPrZVu2ZU6SjS1A7POx769v89z7jUsm9gXQi9Zy4Yg7knceGgNvAEfIPbu77RugfqCc1ZXj4V/ZT3VmOBqwpwEHgO3pqcWMmgd/VXBjqhOW5KtMJkMM926bNrgmTkzWHECwMyGUXDd1ata6Fte0gLGYKN9Av2GhVoaNl4qh9wrfdNIFTLYQMGdQviB9tx8bR/8UCmphVR606h0iNRGFWA0bKjt0oO+zz8aWH6VbUyzfNGQdCVMFeOM6/cjxL3a50vbKjV5HAPger5fN2QJweBFPXRUfProz7WtSepPjtx1DXKI05voazFVbOX347TwbP/gsKAlCZS4U9QNl/zXQsoxHj4OXbVxGZ4ijgUZrwAHgRqtux5y4AIo1iMWb9N5IxdYUrQ2xOKLrdtQuu2Ack96ojMxvDABH5n4PP+4Za0w2/iLNGDoWTXwwVuM1/8PkBec0fuHYmfNgVAk82wlypHY1ulH8I8OHc+7ll6dtrFC/mrj5e/Swty3JrE4RK+6qFGOzcEXf7/WyPg6Ai2s2UFWQHu48QS/vPrIb3bZmR5+sYJ0Ox+ojN+jqrej1VRw07M5EOsixcKSGlwohX1zRmUTDUhOOnACLM411Pnc00FQNOADcVA3ugPPnwyOEmJsSJFMCViru3ZQNzmNMKk3d9ddnrVEhXXwHPjmuqe7n+CNXHHQEaKGUDCXSBvRyJs7P3AoxyzNYDKtbQwcpRYr+Qsrvh91xB+/tbsOB2qYNdIpv5ZBkI1LOlMx9HTV0P6U4zCYIP+DzsTqcXBVZwmUGCBqpMwnk8zcf34d+G3/IUlOxwy3SFulbKdnwm6ldU82ux9yRCJxnwtU5cE0PyElVlhTu5fv8OBjdpE05kx0NZKEBB4CzUFZLGTofhHhYEpJi7g+JFqbLKE3Lvet247roopiYY4I+JQkrSwDeBv5Z8EMh7HFybM/65rlc9x68Ey7zc5TOwZvbnslv2y43ymYDD8DDuXB6DuSIniPkD/6iIk568UW8QrKRTjp0gEyxdgHV4jRdcaPWH28YtE/T0jAy9GGfjxVxAJxum4Y2mfXUAey89ots1JN0bASA5cMwCK9bFaTPqBsTE/HOhi817JqiLEls+IvHw+1N3pSzgKOBLDTgAHAWympJQ+fDh8RZlJKFJR17kom4TjNVkKrevTFOPTV1s3jTpO5f9nNepNjzPajLgd3PD70wbB+ZsX8pAdc+L329YLfupfxt/SbOPfJuXmzug1WEuKLF8xDzvfziwAO5d+rU9K7ofv0a+KCTbUzAVMDXBqjKdPFkTHa50tbQCug96fOxxCYAS+bz888dzt6/fdAsqosG4MiClRv5Zf9pie+Jp0K3XFjSFlxxqWoS75USozebZVPOIo4GstCAA8BZKKslDZ0fap/3TjQYiINTetbGi9hmKVupxw02RoxApXKp+nzU/fvfttT8MejvQnlXJ5bDTFuTshx092h261bGP9sXM7RNPq0Kchvwa/UWvGu2MbvGz2ObTOacP53U7fayOG4FCAfy6fH0lzOuvpqP4xrDxywb3YQh2fEEfG26lSPTJSP6RMNIWR8sAPysz8dimwD8xIsjObDy7ejdZebaTqO7KACOSc5atpGFf5hm8ZjHyHlwkRdu3Q2svpQafgnCQRPrWU2zuFDOUEcDzaABB4CbQYk76hILYKUOMSRaIu7neCtX6KOypX5wlZeHmJ7ipa4uVAecRqT+923wLYeggqsmwS3Npf+7T2FQUT4ntytmTJfW9CotxJAuvy5l2Y0CM8LUKJ166r83G7ZRvWIzBXV+i6ThITRzTpreNGt8hqwDY8OtH+tP7+JZs9jWOknHYNmdAHAqkZivHSrLJPOPMQx2SWM1v+D384ONJg8PzhzNEb/GUEA39bJp2Vbo/9SIriJNQ8SfvGwjs/54Y2I52Xj41YRe+8Jj41LkOTR1Y858RwN2NeAAsF1NtcBxC0KW2GMRIIivMpXMpCgiyXgNBRRs0CAsizGiysowxo1L0Kj2evHedFNKTVcDr2OlaNdpeHIyNEs28pPjeLptAcd0b0teQW6ck1aFyoN0PF90FBCLJbhxG3rlFoI1PouwaxMaQZsXRk+3alGzlooQt/UJ0RMX7b47N99+e6IrWjojSROGZEAZJtrIegNREy50uVJe51f8fr7JAMD3zxnDiB+fa8oWks6VLlFyGaKkvnGGNKhatoH7D/h3YjnZ/XDA+bCg2TfkLOhoIEsNOACcpcJa2vD5oZKkVuJmjqaIygC+GW38z6QAACAASURBVNWk9toL46ijYsbpLVvw3pW8W51UigrlVPhx+0M5ZMk6kbil18vZo1cHPsnPre8DkHbf6drUyUT5vKqOYOUmNm6rs5wF8v0qULDAUNSecB8jMiomasAMeEDHvWT857LLeP/oGBppkCYMwh8dD8BS55slt3Oy/XVQivNSuK9f9fv5IgUACzje8c75nL4o1FkwIF0RA41o2pFkUzmF7SnuvIve8vPbKZ9hQROWbOTyg/5tMWI54mjgf04DDgD/z12S/60NzYc/S4u3SLce2V0M0UYTtmuMGYPq3lDVI43OvXffnbCiZFdF0naEn98F/Zoat5t9AcPycni5f1mcVz3OxdyY0xMgrvVh/rAa/EGMSKwyP5erRtxBVkwjM2C6hhh3wWXPPsuGjh0bttauHZRF96cCJGtaLONmkj2VYlgSEH7T7+eTJAAsarxw9p+5ulI4TWJFgNEfjLRRtr/B3NZdKOqyF/nt+6NcuWhfFTWf30GdH7wpiCJ9AVi6kdGH3Ezzm+D2t+6MdDSQVAMOADs3RloNvAtFObCpG7ikgEVibuJ2Tt4gN0tlFhTgmjy5Pns3mQU8jxhaK23AoRNhbpZHihk+cwpnonmorAijc0MouhIIvQ00DoQT+gZLA4FFa2ItvhyDwUfcRlYFsDPgHg0TIydR2a8f/3zggQaLVxpciBUckSQsV03RV2TuaYZB7zgr+91AgA+S9Bce/9b/ce4HN9I3TXsLcRMLEAsgJxdFbklXirvuRV67/qi42mIdqMP7eShnwOqCGIA6X6y+NWivH71kEzsffjPfN4cenDUcDTSXBhwAbi5N7sDrzIe7+sLEXDBSEW009vTVwIEYJ5xggYm5ciW+cCcgCaRK8HRtw8Ji40wqh4rGHkvmzZrCn7XmRgVGvw7oAnejmgAlf5vVLNOKejoqMX3FMhMQRvMTyqqv/mr4HUgiblYyHe5UMDky6c1TTuEZSWYTQJT4b6ROWCgp7Ta/yGoHoQS8KS4X0RXJ8wMB5sUB8FFfPs5VL5xHoQd6lGY+iICn5Z4Wgm8UnjY9KOq6F/nt+qcvmzID1H06LeEAYhHXSnGR4HI4dl/rJ/j5b5ScfA+See2Io4H/CQ04APw/cRn+tzfxAezcC74uBi1cxZHdNtfNo4YPx9h9d8xly7T38cfVVtCvgpKuR2GRR/OM8lT8zDbVN3sy92oYHzHgd0kMm2YK89o8UkhJEWNRmgb8uKZeb34UU4bfzv22FwsPnA6XKhCqMMsB8e877+Sn3XYLZUDLwWywXGV7zPjxYgGfGlWa9GEgwDv1AKwZ8cWjXP7i+da0NgXQKUnSdqo9SIp5yX6XhDr62hEhblmYmjlN3M8CxGJhm5pglRff4P/LOmnfzk6cMY4GGqWB5nqGNurgzqTfjwZegfP98Jcc6OEGd4StSQg4BA3kvyUKKVFH+W/5kRIl+dfKIg6fauSGi0c6o7zc6gP8/UMPIW5nBT7dUPW0sJzEus5stDdrMs+Es4otWsl8N/RPyM/OZsX0Y+NJIrzSuacBhANa02vEndJFMTupCMXkpVhare/UiWuefhq/ALDwO2egmMzuSKlHH2oY7CvXVik+DQaZI20GgUO/fY6/P9PAYFpWDO3i0uQ1rFRJ+FysvII8MEr6YfQVNkg7jyZN3SeZqUvFsharWEICQZNAt8utW9MRRwP/3zVg5y7//75JZwP/OxqoCLVnk05A6doGJ2w4ml4x8nuEblH+7dqrF+vXrGGBNG6H6NZ364PQ5wLY2hgtzBxPAbksUHEd6QQYuiQpRW7MMZLNCdeoxnxU5YVf12MqcYsq5g2/wyI7yVoq4AIFt0l52Ixp0/j4rLNAuKCtg/53vtLnGoZVX/aVafKqz8cfFr3KDf+vvTMBj7I69/j/fLNkJiEkEJIgq7IIKLXVqlVxfWqlaNX2qmhbqFoIS0jcLqCt1sdaXNo+Vq23KplgFVSkVm8rrd5q3Qhoq7be6q3KomxhJ+xKkpn5zn3ebzI4mczyTeYLJjP/8zx5WOY973fO72TmP2d73ycvbdeXYeWAz+ZvSa8CwNV2sMA48kKosuMScemQQav57bsAnXQTuZ0PWeZuDWFn2Q1IsTOd8XCwAgl0msDhebd2unms2B0JBICvAniyLTaHI+expJ8yj5LcwjGxPUwFnFwN/KMzHF64DkeGQ/grgOEx9T+RG1UjKqCLvLamWckeLdvUSaNvWkefE5S9zdb9VHlwKKxw5QX3WxwzLnVAtQLkzpaqmzHjo7fPOGMkPB6Xde1IfmRGHP17NApW376RLEhymll+ZMla/uyEaEtEtGkuFxrDIaxc+SLufTTuahQiKwxuG78dslccb2eMrYYqSBR3LQaV1mh5917oUMxmBaw93oTX07XGrlYXRpRWY3fGwFmBBLqAAAW4C6Dmi8t64HoNyDHUrH+PZEk6spAJa5Yj53JcwOSZwFOd4bm0FidDQy6JRj+MZR85ktUIQIL939jHbEoR9jpqtwVA0vRDMQK8C0C7o0h7DgIb5H+1FVCk8vwHOje7XwBUhYCrpgPjUF9/K7S+NbaPGXGTw1uJxDsq5nLIS35kpi22HjfOKyxC+LM9uG1e4gnlMTaSM0l4T8+hUYlpsa8MrmNlLznFr5YI8Hu/gW6Rq+ptRaEZut05segrpmHg+IJqK2IZCwl0CwJZf3B2i16wEV8YgYeBka6ISNpJt5q0naKO1iHYSJEbKvfVRPY7My5/qsUF0FYy9UQf7fDJ/m9FpyZ+dtpibW/HzYA7zJZ3fQY0yjxM4dkJ9+MSO47T2tTV3QLDuB3aCt7VpUVuah3/2Src35g4cpksJ49Ks8cu+/DeFEvUsgwty9GpSsv7ddAHd6Tuq0QzU7jQV40/dykUOieBDAl0+Rs1w/bQvIcSCABTAOtkb0LRi3ZLAes0cGR8N9uWn63/VsBfqoFvdgbF0hpcrYC6RHvU8ssus63SQkD2J+VwjhzMcboolwfKbJvPp3C+bT/MbfvwqanwvQvut0JXZl8CgR8D+JlTV7VTNOjZhlVVX45b3j9kLl9yhvVLXlteL7CxP2wMuwSqz+gkjjRaP1gI80DKs2yyQzyrqAYdI4JkT5seSCArAhTgrPCxciyBQCTu8xIFnBmfSCAVqZjlZxHf1TOBUW151jMCvLQGcxVwuwY8cs83WllEV2Za0X3G8mKgvG1hWu6gBk1nhNjt7wNfv5Hwej16zycrbL23tuxFy/b92H3+A8mXszOCIMb19TdC664Mv/g7VFVdvmIOhpvAykRfuiR26aAkW7heF+BPl7vy0Dc2A67jrgPcct4+vmi0rnwK5l7Z1u9Y2hJnLPDVtI8kljFPViCBLiJg60Oii55NtzlKoB64TAOP2k2UFF1+1rASGXypBliVKZo/1+ARKFwMjT4i/pbougB3gvn48PKOs6/OCbGCt2QAigYcD3+/kTA8kbxQocbXENq8wpphyz3UVLNs+fKxaTfMpk/x6PkPWKsIzpTInvBPnXEW40WpRzF16tXR/1k2F5cqbV3xavdZUlYEVMYE54r9MiT7vpkU1WswjFE/SFgluOZZhHclCSym0eCvxZmZPIu2JHA4CVCADyftPHrWrwB/MbAAwBXpDmm1AJI5SbZNL6pG5vt0L9Tif8Ia40V0oz+pUI/pn3z/V4S41QSSJvhRBgpKB6PXoJPg6zcCSnVU+KgAR9sgPiUiltxFlc3t+CL/1bgbzU0HMf6C+61r0M6UQOA/odQv0+wJh6B1I5TqsC2QoBH1qOqYxmrZHAQUMDXWXq54lcRNWmWA5a5vsqKAjzSQcL1ZVZ4CY9DXO1QNrv0Twjv+lcjlWn9Nu/whzjClFxJwkAAF2EGYdNWRQB0wXgFPAChLwke3As0K+HE1cF9nGL4+B5cbGout27VpiojA6Jg8BsnMY4VYuQtQWDkWhRWjUdAnvU7FC3DsM+QuqsQrbk2w97xhFzaf+nMMTNeHjF6fP/96uFz3ZHUwSyn5jnAzpk6VO+AJS8NcfAz9ueDFrzKkE187fTKOnQ7la7+xHFz/IsLb3o6v3qxNjCy8JvNAJ3baQRsScIpA2g8spx5EP/lNIBCJ4SxLrO1+50KRLdiFs+JmUJnSWj7HOtx1KA5zsvqy/Hlk3FcBmaCqSBCvDsVVUIKSk2alm8S3q5dKgGMNY0MlRhNAbNyDl065C+dl2v+U9oHANVDqvk6JsIivaV6LadMeSPWMv83FoKDEuwasea+cgI4G1pBrxsUSwzTbTxtPEVxja4CYpAyhxtcR2tw+ta8GTiuswZuOMqQzEugCAtm+JbqgSXSZqwQWAKeawNLY2XAQWFENnJ5tn5ffiAnatFIGty8Kq6CtJAhWSRifWGMrFDrMi2U5WwTbGPYfUH3G2G5iIlFIVVmWpVvaUurJ3zftxeyT77TuVztX6uslkcOvMxZhw7gaU6bIfn7a8vpcXOTS+G8NGNYd4LasUlaISYc+aVTpKBjD5dZWxGFoy5sIbXwl2jZTa3yvsBZL0jaWBiTQDQg49LboBj1hE3oMgbakAnfryJbooOmABLXIujTMwTuIROmKLZJF6dCFl0GlQO9EB2rjKrVbMlUKrq/MAYwEIYQ1NkG1XzbOVIBjH910AKFBN3VRrOK6umoYxn9lIMJXoKoqIzFrmIO7PC7MHl4OtzBMFOUq24E2hkyAKo9cOw9v/yeC616Qv0rmo7mFtUh8MTnbh7I+CXQBAQpwF0Cly/QE6oBjQ8DIauAP6a3tWTTciNOViddlBpashgTgSHQyOtY+0X6lKh4C4+hJtpaikwhw0hCJ0WfLQayRP4ks4XZZqa+X8FIPpRVhw7gYU6Y815l2fPRTbCwvxqCkUa464zT+C9KYKVCF/RHes0YHVy2RYNBP+WsgA8RCAj2GAAW4xwwVG2qHQMMcyIbguGS26cIjRrPyJNqvVIPHw6g4MW0zEgpw8hCJlr91O9H8yr9RPuvpw5CvdsGCKpimBCtJVOTA1XhUVb2UtqNJDP4wHceMHYJ/fnoQXo8bSlYcCiWFVtt97GjOiGSZsew8V/nLYYypgvlpY7jlg4VvFdbgNDv1aEMC3YkABbg7jQbbkjWBhhvxZZh4N9FUVe4Fj5CciSlKbFaeRGbGsTOgfMkOdEdqZLoE3bgbra99gCFVi7EtawB2HQQCciCuPs7chGmehenT259qsuszxq7ue/iKcuNv0IkPt0VNJTiKBEmJirOMkfxbomRJJqUCDyBBPXr5LBvtNiJnueSAl3vwudDe3qHt658tGTDdSuLBQgI9igAFuEcNFxtrh0DDbDwNhfa58dryzQ5OkWDH1n5lQR+4xs5MuRQd2vQ6QpvsadianQi+8SHGTF+Cj+30zVGbQEACajzS5lP2yk9BVVWnMk8lateCH2CCqa173V3xOROU6229i1E78cHDsGrgKHg6I4EIga54Y5AtCXyhBBpuwjCEsSb+91vCT0oYykQlk/3KdEkCQpuWIbSpIS2D1dsQem0VTrxmCRJGkkjroJMGl/0OrhFbMSoMjP6o33m3/csYN/aG0fM//Wzl5u/cNBEvWyEcHSqBydbVM1nutpGY0P5DNTBz2iI8bL8GLUmg+xGgAHe/MWGLHCDQMBuPQaFd/MKj+gGSgSe+pMvKk6g5xvBLIVdiEhU7ArxyK8yGtTiz9gmscKC7CV1cX4++3k8xWhsYpRTGmhrjDKCktAKjKwejtV9/eJWC6XJHxDEcgt6xBbppK/5qhvGi0nh57kT8b7btC0y28hbLZWonynql8J2pC61tBhYS6NEEKMA9evjY+GQElv0I5UYI22KTQsQGh4jWk/3GRKIc49fKT9zhOYYbruOuB1wdAxunEmCJsPXhFug31mFC7ZP4i9MjWHMnZhf2wmwY8EleXAW0aKCgbwW8FYOhKgZay15aGYdWv6z0idIOuRamACXpg5q2YfP2RlSETSu/7ktQeC4YxCu3fBcbO9PmwCQsgcLEhHU19lp3hoHSVL4V8OjURTgUh7oz7WAdEuhOBCjA3Wk02BZHCSybjXsNhWtFhBOFoMwoK0+ClqneR8EY+d0OOznJBFjE9531CP1rE66oXYxnHO0sgBm34yqPFwFfkXVGaXXf/iirHIjSsgFwGYaVEzfj93vTVmD7JiAURLOl0QrboPG8Al5wa7x8w0QctNuPukn4t1I4xq59jJ2pFCZPXYgnO1GXVUig2xLI+A3ZbXvChpFAHIFXb4PP/Skk7b1PZrmyBB0tcvpWDl1lW2KDQkR9JRPgt9bi4P9twYxZT2Jhts+Nr189D9/XQL1S2HXi2RhQOcgK/SiC6ch7fPcOmNsbsbO1GW4o9JUVa7cH+7QLR8++EDvt9OdXl8Hf24eVGhhsx95KSamwBibOn/q4tafPQgI5RcCRN2dOEWFncopAw2zcAIV7SguBASXWMqc1G06VlSdTAMYx0yD3Uj8X4AaICMeWv32C/R9swU2zFuPBTP2ns6+eh8u1wmMuNzYPHYEhx56MBEkY03mx9/qeJkuIVbAFKPBbIv987QR8y15tYP6VGG5o/Dvd9SRoS3wDVYsggUNYSCAnCVCAc3JY2alYAg1zsLuyN0olR62Ir9z1zToxQOwDfGVwHSs60RafeNPnAizLzm9+gqaPtuIXsxbjF06PzIx5uEQBiwsKsW/ICPT1eKCGHxuzKq6xDwoJMvN2viXSpy3rgIMHsAoKAwDcWjsB99r1uGAyTjeB5MfEFVqUxmVTF1lxw1lIIGcJUIBzdmjZsSiBZbNRNbIS870uKCcTA8QSVv2+AlmOhjKsK0jRGfDyj7Fl1RbUz3oKtzo9IrPm4WITeKZXCVoGHoVC8V/gA4Yc7fAXDKAVQLvTZvIFpvETHGw+YM1UvWYYZ137Lbxht491kzDRUHgq9pCc1NXA38PARTMXYbtdX7QjgZ5KgALcU0eO7c6IwJp5aKkohsfvgXJ09hvTCmP4ZVAlw3Vo8xsquGkZlq/G2tXb8IdZT+GGjBprw3jmHbgAGktLyxGqHPh58oaiYmDgsMhSuw03mZg0AhgUraAMyX4AbFyFltYW65T4mqZvYtRtChKX2Vap/wGu1TomB7TC3KqF+KWtyjQigRwg4PSbNAeQsAu5SiAwCbdD4SYAHrl+JKegJeRh9O/yp8/T9uMGZN9YAnTIkWJZuo7+mZSP4YXrS7Uw963Fyy88++Hq7Vg+azGmOc1zxh0YL6eQjxgM9O7bXmhLygA5gNXVRQTYmrGawIbVCMqeMDQerz0fP8zk2YHJeAjA5Rr4zrRFeD2TurQlgZ5OgALc00eQ7c+IQP2VGKdNSH7bERlVjDGWGXQ0ZnE7IXcBw0YM1+9/8PHWdU14tfpJfL+zz0hWb/od+Lqh8eKQEVD+Xh1nuWX9gbJKp58a508uC8d8cphh6PUrYYZD1p3jWddMsPjaLr+9Cr6rH7WuObGQQF4RoADn1XCzs1ECgcm4vy06k6MnhsNhrDM13qtejIudpj3zdpzl9uDFIaPg9XSM/2E97oihQHHKcBYOtCpOgMWjRNFa96GVkzcMA8fVjsdHDjyJLkggpwlQgHN6eNm5VATaZsMS3GGIE6RME3uDJv5REcJ5E59G2AmfUR8zbsc4fy+8NGQEfDFRrKyXFbBWA0fJ34ceHbkelLQohKDhzqptCQRY/IWClgjL7eN3a8/HCVk9g5VJIA8IUIDzYJDZxdQE6ifhYa2svdps3g/hlhD+4QnhvOlPY6+TzGfMw8nFJXht4FFIJa3WI48cA3i9SQ9hmVDYAI0jU7YvzdUla/k5Calgi7UcLYfAHq6d4Fj8Zydx0hcJdBsC2XzgdJtOsCEkkC2B+ZNxugH8HkCqHdTEcaEBtIaw0Qjh1JlPY1O2bYmtP+sOnFBajhXlA+BL59cwgOFjHb+CFP/YSEjLtk8OBWzQcSsILQehG1ejKWxi6rUX4I/p2s3XSSBfCVCA83Xk2e+EBDozGw6Z2KdbcXL101jpJNaZd+C4/oPwTkmZtWSc8r0qs1KXGxg0HPA6EGIzWT/aUhWmDXDZ/Bl2Nq5Ba9iDE647F9uc5EJfJJArBCjAuTKS7IdjBGzOhq3nhcMIhQx8reZx/NOxBgCYfieOGXoU3issTh5WUgTX44kIr1wL8hUCR7QtLodDQEjCZzhcRHn9BQNwMJh+ov/ZfuzavBav1U7AJQ43g+5IICcIUIBzYhjZia4gEJiE+QCqkiY00NAtJs6ueRLtAz9n2Zgbf40L+g7AcwU+a9ZrvUdlhmu4AHeb4Mpyc3yR08/9JDBkTHFKiH2eClQUn4oS/yjsaP0Tdh34AEEReNntTVH278b+7Rvxs5oJDLCR5a8Fq+cgAQpwDg4qu+QcAYlbHAaeUUBFvNeDrbjkmiV41rmnRTzd/Ts0F/hQ4PamFtz45/atAEpiMj5lJ8QKBe4+KC8+BSX+0XAbn5//2hlcigPh9yz3oSDQctC6hpSs6D07YO7YinOu+WaK+M9OQ6Q/EugBBCjAPWCQ2MQvnkD9ZPxWA1dFWxLSuHfm486HmBT/819GwOXFlHT7vvFUBg4DvGmOaqWbEbsMHyp7n45S/xh4XIlzODQFX8D+cPsVdwlLKTNiEWOJjhVfmrZi/5qP0e+2iVZcaRYSIIFM3+AkRgL5TCA6GzZNvD/jCZzblSzqG6zT1HELyqmfOHRUZJnaTokVYhHd8l5fQ2nhGBS4y9JW3xV6CftCbyW1M8NAawsg4SlFmGWhWptQTdvw8eQTOx+BLG3DaEACPYwAZ8A9bMDY3PwgEGjA2YbCK1pyDSUuMs9stxN81DGZsynznYnywjMyqrg79Cr2huwlPpIlahHj6IGwYAs2XjTMmcAnGTWaxiTQDQlQgLvhoLBJJCAEFizH77W2d4JYDmcNHpmQm8ykByZ6RU5NF3kHoNy4OiPge0IN2BPK7NyZzITlfrDHj9+cWYjajB5IYxLIUQIU4BwdWHar5xOY/xJKXH7sgP483WCyXvl7Af0zCKgpeYOj94V7qZNRYnzDNrC9oTexO/SKbftDhgp/HOfDtzOvyBokkJsEKMC5Oa7sVY4QCCzHFKURSHdeo3dfQDIh2SmSyMEXF9Sy3PghvOqIRNU75BbeF34bu4IvtrfV2AaVIoqYwspxPoy20z7akEC+EKAA58tIs589lkCgASsVcHSqDoj4iginK7JU7S/saGWgCP1dtVDJ434cqrQ//C6ags/HO5GLSMmSPDS7fDjyFMWIWOnGh6/nFwEKcH6NN3vbAwnMX4YTXArvpJoFy/6viGuq4nIBhb2SW/jVKPQ1JGhV6o+FFrMRW1ofs0tSw8TXxhXhbbsVaEcC+UKAApwvI81+9mgC9csRgMbUZJ2QLEhWlqIkRSJnFRWnR9DHuBCF6riUhkG9G5taHkzvDNCGgUtPLXA+WImdh9OGBLo7AQpwdx8hto8EhICGql+OfQA6zGFFeEWAkxWJE13Uy36WpCNc10GWpJOVkN6DxpbfpBsXrTVuOL0Q96Uz5OskkK8EKMD5OvLsd48jUN+AywAsiV8jltPMA4cn747MfBPFjk5Ww6P6o8KQQFyJS0jvQ2PLA8kFX0FDY9FpflzZ4yCzwSRwGAlQgA8jbD6KBLIlsKABKzRwWqyfwmKgcnBiz7LnK3u/mZZe6iSUGOclrBbWB7Cx5f5ULt8f50fqdexMG0R7EshBAhTgHBxUdil3CdS/ihFwY3VsD0vKgL6VHfvsLwLcyc4lR8yTBumQF8uNK+FVgzo4NvVBbGj5VTLIGwp8GHGiQjB3R4E9IwFnCFCAneFILyRw2AgEGnCTAu6MLkVXDASKSto/XqJcSa7gbIoBP/q7roNqH/ESKWbArV6FMSf58Ek2z2VdEsgXAhTgfBlp9jOnCNQ3YAMAa+E5/gpSgR/wep3prk8djTLj0nbbzmH9GTa23NtxZgycc4YfrznzZHohgdwnQAHO/TFmD3OQQN0yjDcMPA8NY+howGVYiYdUoihX2Xa/1JiAInX8IRHWCGF9889j3Uq0rCvH+bEo22exPgnkEwEKcD6NNvuaUwQWNOAx5cLkoaOsyBna44WKDzHpVIcrXbPgRmmbOxPrmu+KupbrRvecXog5Tj2LfkggXwhQgPNlpNnPnCPw0ApU9CrA+v5DUeAtgEoUYtKpTntUJSoMiQMiemuq9c13R10/Mc6PSU49h35IIJ8IUIDzabTZ15wj8Mx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s="doDeclareVariables"><list><l>ux</l><l>uy</l><l>d1</l><l>d2</l><l>d3</l><l>n1</l><l>n2</l><l>tx</l><l>ty</l><l>tz</l><l>w</l></list></block><block s="doSetVar"><l>ux</l><block s="reportDifference"><block var="x1"/><block var="x2"/></block></block><block s="doSetVar"><l>uy</l><block s="reportDifference"><block var="y1"/><block var="y2"/></block></block><block s="doSetVar"><l>d1</l><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="ux"/><block var="ux"/></list></block><block s="reportVariadicProduct"><list><block var="uy"/><block var="uy"/></list></block></list></block></block></block><block s="doSetVar"><l>ux</l><block s="reportDifference"><block var="x1"/><block var="x3"/></block></block><block s="doSetVar"><l>uy</l><block s="reportDifference"><block var="y1"/><block var="y3"/></block></block><block s="doSetVar"><l>d2</l><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="ux"/><block var="ux"/></list></block><block s="reportVariadicProduct"><list><block var="uy"/><block var="uy"/></list></block></list></block></block></block><block s="doSetVar"><l>ux</l><block s="reportDifference"><block var="x2"/><block var="x3"/></block></block><block s="doSetVar"><l>uy</l><block s="reportDifference"><block var="y2"/><block var="y3"/></block></block><block s="doSetVar"><l>d3</l><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="ux"/><block var="ux"/></list></block><block s="reportVariadicProduct"><list><block var="uy"/><block var="uy"/></list></block></list></block></block></block><block s="doSetVar"><l>n1</l><block s="reportVariadicSum"><list><block var="d1"/><block var="d2"/><block var="d3"/></list></block></block><block s="doSetVar"><l>tx</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="x1"/><block var="d3"/></list></block><block s="reportVariadicProduct"><list><block var="x2"/><block var="d2"/></list></block><block s="reportVariadicProduct"><list><block var="x3"/><block var="d1"/></list></block></list></block><block var="n1"/></block></block><block s="doSetVar"><l>ty</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="y1"/><block var="d3"/></list></block><block s="reportVariadicProduct"><list><block var="y2"/><block var="d2"/></list></block><block s="reportVariadicProduct"><list><block var="y3"/><block var="d1"/></list></block></list></block><block var="n1"/></block></block><block s="doSetVar"><l>n1</l><block s="reportQuotient"><block var="n1"/><l>2</l></block></block><block s="doSetVar"><l>n2</l><block s="reportQuotient"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="n1"/><block var="d1"/></block><block s="reportDifference"><block var="n1"/><block var="d2"/></block><block s="reportDifference"><block var="n1"/><block var="d3"/></block><block var="n1"/></list></block></block><block s="reportQuotient"><block var="n1"/><l>2</l></block></block></block><block s="doSetVar"><l>tz</l><l>0.5</l></block><block s="doSetVar"><l>w</l><block s="reportVariadicProduct"><list><block var="n2"/><block var="tz"/></list></block></block><block s="doUntil"><block s="reportLessThan"><block var="w"/><l>0.75</l></block><script><block s="setSize"><block var="w"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block var="x1"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="tx"/><block var="x1"/></block><block var="tz"/></list></block></list></block><block s="reportVariadicSum"><list><block var="y1"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="ty"/><block var="y1"/></block><block var="tz"/></list></block></list></block></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block var="x2"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="tx"/><block var="x2"/></block><block var="tz"/></list></block></list></block><block s="reportVariadicSum"><list><block var="y2"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="ty"/><block var="y2"/></block><block var="tz"/></list></block></list></block></block><block s="gotoXY"><block s="reportVariadicSum"><list><block var="x3"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="tx"/><block var="x3"/></block><block var="tz"/></list></block></list></block><block s="reportVariadicSum"><list><block var="y3"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="ty"/><block var="y3"/></block><block var="tz"/></list></block></list></block></block><block 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id="3480">-0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.86603175470726,0.49998899971765814,0,-0.4330230223972406,0.4999972498613472,0.7499958747920208,0.4330230223972406,0.4999972498613472,0.7499958747920208,0.86603175470726,0.49998899971765814,0,0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.403456198868529,-0.5906953792890268,-0.6987861364402923,-0.8069177614476579,-0.5906638013796855,0,-0.40345619886852896,-0.5906953792890268,0.6987861364402922,0.403456198868529,-0.5906953792890268,0.6987861364402923,0.8069177614476579,-0.5906638013796855,0,0.40345619886852896,-0.5906953792890268,-0.6987861364402922,0,-0.7500308398545539,-0.6614028570145978,-0.5728053921526045,-0.7500125956426604,-0.33071904858695406,-0.5728053921526045,-0.7500125956426604,0.33071904858695406,0,-0.7500308398545539,0.6614028570145978,0.5728053921526045,-0.7500125956426604,0.33071904858695406,0.5728053921526045,-0.7500125956426604,-0.33071904858695406,0,-1,0</list></item><item><list struct="atomic" id="3481">-0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.86603175470726,0.49998899971765814,0,-0.4330230223972406,0.4999972498613472,0.7499958747920208,0.4330230223972406,0.4999972498613472,0.7499958747920208,0.86603175470726,0.49998899971765814,0,0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.403456198868529,-0.5906953792890268,-0.6987861364402923,-0.8069177614476579,-0.5906638013796855,0,-0.40345619886852896,-0.5906953792890268,0.6987861364402922,0.403456198868529,-0.5906953792890268,0.6987861364402923,0.8069177614476579,-0.5906638013796855,0,0.40345619886852896,-0.5906953792890268,-0.6987861364402922,0,-0.7500308398545539,-0.6614028570145978,-0.5728053921526045,-0.7500125956426604,-0.33071904858695406,-0.5728053921526045,-0.7500125956426604,0.33071904858695406,0,-0.7500308398545539,0.6614028570145978,0.5728053921526045,-0.7500125956426604,0.33071904858695406,0.5728053921526045,-0.7500125956426604,-0.33071904858695406,0,-1,0</list></item><item><list struct="atomic" id="3482">-0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.86603175470726,0.49998899971765814,0,-0.4330230223972406,0.4999972498613472,0.7499958747920208,0.4330230223972406,0.4999972498613472,0.7499958747920208,0.86603175470726,0.49998899971765814,0,0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.403456198868529,-0.5906953792890268,-0.6987861364402923,-0.8069177614476579,-0.5906638013796855,0,-0.40345619886852896,-0.5906953792890268,0.6987861364402922,0.403456198868529,-0.5906953792890268,0.6987861364402923,0.8069177614476579,-0.5906638013796855,0,0.40345619886852896,-0.5906953792890268,-0.6987861364402922,0,-0.7500308398545539,-0.6614028570145978,-0.5728053921526045,-0.7500125956426604,-0.33071904858695406,-0.5728053921526045,-0.7500125956426604,0.33071904858695406,0,-0.7500308398545539,0.6614028570145978,0.5728053921526045,-0.7500125956426604,0.33071904858695406,0.5728053921526045,-0.7500125956426604,-0.33071904858695406,0,-1,0</list></item><item><list struct="atomic" id="3483">-0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.86603175470726,0.49998899971765814,0,-0.4330230223972406,0.4999972498613472,0.7499958747920208,0.4330230223972406,0.4999972498613472,0.7499958747920208,0.86603175470726,0.49998899971765814,0,0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.403456198868529,-0.5906953792890268,-0.6987861364402923,-0.8069177614476579,-0.5906638013796855,0,-0.40345619886852896,-0.5906953792890268,0.6987861364402922,0.403456198868529,-0.5906953792890268,0.6987861364402923,0.8069177614476579,-0.5906638013796855,0,0.40345619886852896,-0.5906953792890268,-0.6987861364402922,0,-0.7500308398545539,-0.6614028570145978,-0.5728053921526045,-0.7500125956426604,-0.33071904858695406,-0.5728053921526045,-0.7500125956426604,0.33071904858695406,0,-0.7500308398545539,0.6614028570145978,0.5728053921526045,-0.7500125956426604,0.33071904858695406,0.5728053921526045,-0.7500125956426604,-0.33071904858695406,0,-1,0</list></item><item><list struct="atomic" id="3484">-0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.86603175470726,0.49998899971765814,0,-0.4330230223972406,0.4999972498613472,0.7499958747920208,0.4330230223972406,0.4999972498613472,0.7499958747920208,0.86603175470726,0.49998899971765814,0,0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.403456198868529,-0.5906953792890268,-0.6987861364402923,-0.8069177614476579,-0.5906638013796855,0,-0.40345619886852896,-0.5906953792890268,0.6987861364402922,0.403456198868529,-0.5906953792890268,0.6987861364402923,0.8069177614476579,-0.5906638013796855,0,0.40345619886852896,-0.5906953792890268,-0.6987861364402922,0,-0.7500308398545539,-0.6614028570145978,-0.5728053921526045,-0.7500125956426604,-0.33071904858695406,-0.5728053921526045,-0.7500125956426604,0.33071904858695406,0,-0.7500308398545539,0.6614028570145978,0.5728053921526045,-0.7500125956426604,0.33071904858695406,0.5728053921526045,-0.7500125956426604,-0.33071904858695406,0,-1,0</list></item><item><list struct="atomic" id="3485">-0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.86603175470726,0.49998899971765814,0,-0.4330230223972406,0.4999972498613472,0.7499958747920208,0.4330230223972406,0.4999972498613472,0.7499958747920208,0.86603175470726,0.49998899971765814,0,0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.403456198868529,-0.5906953792890268,-0.6987861364402923,-0.8069177614476579,-0.5906638013796855,0,-0.40345619886852896,-0.5906953792890268,0.6987861364402922,0.403456198868529,-0.5906953792890268,0.6987861364402923,0.8069177614476579,-0.5906638013796855,0,0.40345619886852896,-0.5906953792890268,-0.6987861364402922,0,-0.7500308398545539,-0.6614028570145978,-0.5728053921526045,-0.7500125956426604,-0.33071904858695406,-0.5728053921526045,-0.7500125956426604,0.33071904858695406,0,-0.7500308398545539,0.6614028570145978,0.5728053921526045,-0.7500125956426604,0.33071904858695406,0.5728053921526045,-0.7500125956426604,-0.33071904858695406,0,-1,0</list></item><item><list struct="atomic" id="3486">-0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.86603175470726,0.49998899971765814,0,-0.4330230223972406,0.4999972498613472,0.7499958747920208,0.4330230223972406,0.4999972498613472,0.7499958747920208,0.86603175470726,0.49998899971765814,0,0.4330230223972406,0.4999972498613472,-0.7499958747920208,-0.403456198868529,-0.5906953792890268,-0.6987861364402923,-0.8069177614476579,-0.5906638013796855,0,-0.40345619886852896,-0.5906953792890268,0.6987861364402922,0.403456198868529,-0.5906953792890268,0.6987861364402923,0.8069177614476579,-0.5906638013796855,0,0.40345619886852896,-0.5906953792890268,-0.6987861364402922,0,-0.7500308398545539,-0.6614028570145978,-0.5728053921526045,-0.7500125956426604,-0.33071904858695406,-0.5728053921526045,-0.7500125956426604,0.33071904858695406,0,-0.7500308398545539,0.6614028570145978,0.5728053921526045,-0.7500125956426604,0.33071904858695406,0.5728053921526045,-0.7500125956426604,-0.33071904858695406,0,-1,0</list></item></list></variable><variable name="Geometry.indices"><list id="3487"><item><list struct="atomic" id="3488">1,6,1,4,7,13,10,4,16,22,25,19,7,4,16,19,7,10,10,13,25,22,13,4,10,22,16,16,7,19,25,13</list></item><item><list struct="atomic" id="3489">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3490">0,82,1,7,4,10,4,10,4,13,7,13,4,16,10,16,4,7,13,7,10,22,16,7,22,19,19,7,10,22,22,10,25,22,25,10,13,25,28,7,22,19,31,7,10,22,34,10,25,22,37,10,28,25,40,10,13,28,43,13,31,28,46,13,34,31,49,13,16,34,52,16,37,34,55,16,40,37,58,16,7,40,61,7,19,40,64,19,46,43,67,19,22,46,70,22,49,46,73,22,25,49,76,25,52,49,79,25,55,52,82,25,28,55,85,28,58,55,88,28,31,58,91,31,61,58,94,31,64,61,97,31,34,64,100,34,67,64,103,34,37,67,106,37,70,67,109,37,73,70,112,37,40,73,115,40,76,73,118,40,19,76,121,19,43,76,124,115,103,106,127,115,106,109,130,115,109,112,133,115,112,103,136,106,103,82,139,82,103,79,142,106,103,82,145,85,106,82,148,109,106,85,151,82,103,79,154,106,103,82,157,85,106,82,160,88,106,85,163,109,106,88,166,91,109,88,169,94,109,91,172,112,109,94,175,97,112,94,178,100,112,97,181,103,112,100,184,79,103,100,187,46,79,43,190,82,79,46,193,49,82,46,196,85,82,49,199,52,85,49,202,55,85,52,205,88,85,55,208,58,88,55,211,91,88,58,214,61,91,58,217,64,91,61,220,94,91,64,223,67,94,64,226,97,94,67,229,70,97,67,232,73,97,70,235,100,97,73,238,76,100,73,241,79,100,76,244,43,79,76</list></item><item><list struct="atomic" id="3491">0,8,1,4,28,52,4,7,61,40,7,10,49,67,10,13,64,31,13,16,55,37,16,19,34,73,19,22,70,46,22,25,43,58,1,18,25,4,7,10,13,28,16,19,22,25,31,28,31,34,37,34,40,43,46,49,37,52,55,58,61,40,64,67,70,73,43,4,52,61,7,46,7,40,49,10,49,10,67,64,13,52,13,31,28,4,55,16,37,34,19,58,19,73,70,22,61,22,46,43,25,64,25,58,55,16,67,28,37,55,52,70,61,58,43,40,73,49,46,70,67,76,64,73,34,31</list></item><item><list struct="atomic" id="3492">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3493">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3494">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3495">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3496">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3497">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3498">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3499">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3500">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3501">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3502">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3503">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3504">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3505">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3506">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3507">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3508">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3509">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3510">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3511">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3512">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3513">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3514">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3515">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3516">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3517">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item><item><list struct="atomic" id="3518">0,18,1,4,7,10,4,4,10,13,7,4,13,16,10,4,16,19,13,4,19,22,16,4,22,7,19,10,7,25,22,13,10,28,25,16,13,31,28,19,16,34,31,22,19,37,34,7,22,40,37,7,40,25,40,10,25,28,43,13,28,31,46,16,31,34,49,19,34,37,52,22,37,40,3,1,55,40,37,34,31,28,25</list></item></list></variable><variable name="Geometry.ids"><list struct="atomic" id="3519">cube,diamond,ball,tile,,,,,,,,,,,,,,,,,,,,,,,,,,,</list></variable><variable name="Model.ids"><list struct="atomic" id="3520">0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26</list></variable><variable name="Model.origGeoms"><list struct="atomic" id="3521">2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2</list></variable><variable name="Model.geoms"><list struct="atomic" id="3522">5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31</list></variable><variable name="lightX"><l>-0.5585124137858005</l></variable><variable name="lightY"><l>-0.7337602987270903</l></variable><variable name="lightZ"><l>0.38685876965514204</l></variable><variable name="Model.points"><list id="3523"><item><list struct="atomic" id="3524">-83.17452774734431,-57.34339155843279,0,-80.95642941817832,-74.8627296041644,0,-68.2222119902969,-35.67991734484278,0,-60.41012414697851,-49.59839359685402,0,-76.85514528175472,-63.07433858368371,0,-101.5199052801171,-61.60020921269139,0,-108.08485076545854,-46.84853534625916,0,-91.2854684155234,-34.394524097692845,0,-73.76082906557532,-35.55746168783623,0,-76.33756818568249,-43.37619871326836,0,-88.35718648010592,-46.79068274729156,0,-97.47608377092219,-42.17280091673326,0,-94.48818222268771,-34.40135560649523,0,-82.78960780289638,-31.19590800606244,0</list></item><item><list struct="atomic" id="3525">-36.28442295560544,-81.56024743942501,0,-35.2608862278605,-99.40861599937455,0,-21.35512431310209,-58.17122676699708,0,-11.276276416319293,-73.79325284736775,0,-26.991796543316752,-88.98149565921757,0,-53.38667756966924,-87.31703167689356,0,-62.17499139471639,-70.70160514854109,0,-45.92386990085933,-56.73182398629419,0,-25.329723130856728,-58.95319155867622,0,-27.02317044609169,-67.76044167692189,0,-39.339897126706916,-71.61342640471221,0,-49.62792610459444,-66.40348702562845,0,-47.464824404594616,-57.65275954856662,0,-35.48051624141705,-54.04962371718269,0</list></item><item><list struct="atomic" id="3526">16.53338876448975,-108.83852587484189,0,16.038406247278154,-126.9646207503196,0,31.316672805240216,-83.4481907415693,0,44.190950846045254,-101.10684253376542,0,29.544729415601328,-118.35578951593162,0,1.1621342999660391,-116.46159931161456,0,-10.393258602745496,-97.60548382949261,0,5.034941218314028,-81.82534544955557,0,29.35870362077947,-85.37166032267959,0,28.808953424658462,-95.36747199756569,0,16.21958837068321,-99.74919001858214,0,4.522275511810721,-93.82557811742123,0,5.61340941335451,-83.89808766416093,0,17.862966761232638,-79.8183872961511,0</list></item><item><list struct="atomic" id="3527">-89.29063918565963,-9.036144578313257,0,-86.73934136764454,-29.187211977543498,0,-73.1418291170082,13.255474861301254,0,-64.9353849698038,0.19265606932099938,0,-82.82151037065933,-12.519950803370447,0,-109.37072764110685,-11.12618696274403,0,-116.12151725288606,2.7788635950186307,0,-97.84469993670345,14.458418249651459,0,-79.29841717462874,15.398005441244004,0,-82.19374043275619,8.092059691770936,0,-95.19882411145525,4.894520329429415,0,-104.92925460690091,9.217983064482844,0,-101.55901224223547,16.47640095612061,0,-88.92950535759459,19.463849208888103,0</list></item><item><list struct="atomic" id="3528">-39.12357569145417,-32.05128205128205,0,-37.93621537647123,-52.75639593807404,0,-22.99176425957101,-7.887128019265102,0,-12.176196957667042,-22.677769211955862,0,-29.22951969601354,-37.14138471091741,0,-57.794470052532766,-35.55228488987725,0,-67.09789738741036,-19.743752214391105,0,-49.43007994595886,-6.528693014551887,0,-27.355971925194005,-6.5299286905536,0,-29.23525221639006,-14.836719331754406,0,-42.59236654848098,-18.47978556619808,0,-53.676131951140775,-13.555003799871987,0,-51.248732066712954,-5.30581631645841,0,-38.282057314590574,-1.917391110034293,0</list></item><item><list struct="atomic" id="3529">17.91568828140955,-58.21917808219177,0,17.335929414164532,-79.44975465241518,0,33.877542978451004,-31.862474460878094,0,47.96438482496868,-48.7479331749775,0,32.17257721106938,-65.35096699646157,0,1.265044948784746,-63.52239292793623,0,-11.273260050149375,-45.39091704834106,0,5.444998324011724,-30.316329342254214,0,31.87195467513252,-31.53348920870299,0,31.33673318795842,-41.06181969108273,0,17.657984621287266,-45.250456008610534,0,4.917579044111517,-39.58958943460153,0,6.092180022999924,-30.13199898505866,0,19.370974152552655,-26.25609658373797,0</list></item><item><list struct="atomic" id="3530">-96.37761976241866,46.939375900284965,0,-93.41198341732053,23.515713852796956,0,-78.82611103275656,69.79698160725121,0,-70.19350919414865,58.04733774528601,0,-89.79219553044845,46.544272624356864,0,-118.53757466729017,47.80873978588641,0,-125.44932177937389,60.3791979135383,0,-105.4195204826172,70.87543451536628,0,-85.73496234393303,74.62544513888288,0,-89.02307028917315,68.11312788336275,0,-103.18890534993879,65.25564929630698,0,-113.61655026064525,69.11825157401411,0,-109.77370296918957,75.58474239378977,0,-96.05305547562588,78.23963761139271,0</list></item><item><list struct="atomic" id="3531">-42.44475701935869,25.863267361579183,0,-41.05084258808571,1.556275891711196,0,-24.90008739066749,50.74416041633008,0,-13.23221410759258,37.3040012506815,0,-31.871815044089914,24.071229475685243,0,-62.99560989467387,25.529467025400354,0,-72.86741021521696,39.97747476361453,0,-53.515931061412594,51.97393975465548,0,-29.734587419643393,55.009792234237054,0,-31.841779052959176,47.52404166543296,0,-46.43110980645476,44.23145905764603,0,-58.443428238928604,48.68105519705595,0,-55.68821009059135,56.11035047394727,0,-41.563945910553336,59.15334646143687,0</list></item><item><list struct="atomic" id="3532">19.550214146317263,1.636614543861738,0,18.86187395301692,-23.570174012334675,0,36.894533686912375,28.911253288482282,0,52.44240459228214,13.387573213428595,0,35.31352932029873,-1.996609343413505,0,1.3879525106799604,-0.2963919263496069,0,-12.316066420154993,16.483620780093695,0,5.9277693943575205,30.326596955219383,0,34.855783071892255,32.38525998320567,0,34.35076753136822,23.69030130830834,0,19.376329032627464,19.85510511324508,0,5.388611165520903,25.03642758404929,0,6.660234925240429,33.66074357923927,0,21.157072884956566,37.18360543413435,0</list></item><item><list struct="atomic" id="3533">-45.29516069095437,-27.112612364250516,0,-44.17465768860924,-44.11176883236276,0,-32.067271134246816,-7.53542663502753,0,-23.637907322827168,-19.46523858873307,0,-37.66058984912303,-30.95618753573863,0,-60.542914410870914,-29.70203674914283,0,-67.97452500950516,-17.11324878971315,0,-53.56444864541353,-6.4305195445043415,0,-35.9098926595116,-6.427732682062017,0,-37.579806468472704,-13.099432108663162,0,-48.35659533142419,-16.006599422864127,0,-57.20542691051405,-12.073906616871287,0,-55.18053583102445,-5.439496306893486,0,-44.65983748527005,-2.6971444908199276,0</list></item><item><list struct="atomic" id="3534">0,-47.77719243484222,0,0,-65.1450974878164,0,13.141915377201585,-26.78205307538382,0,23.633578038990255,-40.05467202351562,0,10.358584949561642,-52.884270836570714,0,-14.003428425241909,-51.48185106335302,0,-23.4748004563974,-37.434165818286466,0,-9.655925112714295,-25.555190909841272,0,10.77139925242995,-26.33056405146082,0,9.929942247904425,-33.77594031632629,0,-1.0634881081199312,-37.025110272323246,0,-10.951716479654957,-32.63047757611029,0,-9.70879728431161,-25.229051096808075,0,1.0226798323927224,-22.17414269425862,0</list></item><item><list struct="atomic" id="3535">50.547008871378154,-70.83777321693228,0,49.15559463562816,-88.55005026670395,0,63.495371069051586,-48.21871731256609,0,76.48465984654541,-63.074338583683705,0,64.24342013863087,-77.49092348379371,0,38.19997725863973,-75.91229884946343,0,26.240006021076017,-60.13656381436042,0,39.23167653104094,-46.848535346259155,0,62.97436208622606,-48.58759087548181,0,63.1772490581561,-56.9494658777993,0,51.992314815132524,-60.60474026160931,0,40.870189655056976,-55.66172589712076,0,41.12486956958865,-47.352147057700165,0,52.04556037621719,-43.92803479648088,0</list></item><item><list struct="atomic" id="3536">-48.36194776439661,19.41362916006339,0,-47.08671288109512,0.06703457757096506,0,-34.19972768501027,39.463093268498326,0,-25.265877450237763,28.387854449479864,0,-40.34072829621222,17.67336776360621,0,-64.83629701497532,18.84500927250664,0,-72.62416894343698,30.57525987797502,0,-57.114718690747495,40.48636577545577,0,-38.38808465596759,42.42253822435933,0,-40.225203342835464,36.25994925944955,0,-51.789804011907336,33.569635258598794,0,-61.220180072216564,37.208254661872104,0,-58.97733706928987,43.33400974247278,0,-47.70741564690979,45.861513746452886,0</list></item><item><list struct="atomic" id="3537">0,0,0,0,-19.90991858362362,0,14.066199387337772,21.570764815162313,0,25.358576949807304,9.156996714183075,0,11.141398787321206,-2.9011694026196726,0,-15.057727469577012,-1.5802513724274505,0,-25.175864947216397,11.61281700026279,0,-10.332669679038384,22.715133674847515,0,11.559293248631828,23.991192650989113,0,10.671729877485065,17.059575091201797,0,-1.1436562204715526,14.028308923737523,0,-11.767209127307806,18.127304074228636,0,-10.416735068309807,25.01499385563886,0,1.0965997286940314,27.852086415273725,0</list></item><item><list struct="atomic" 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id="3539">-51.8741786069511,72.69770026005602,0,-50.40979718619603,50.48156264301073,0,-36.63600244905926,93.15764941203207,0,-27.134673956407237,83.31987781618402,0,-43.43156139175,73.75473889715417,0,-69.78508540089314,74.80299850292901,0,-77.95661522441303,85.26684794443376,0,-61.16902250200941,94.06406677745365,0,-41.23367857631582,98.5150581330146,0,-43.27124386363146,93.09477702604381,0,-55.74776929346021,90.72346245669813,0,-65.8409884617779,93.92990481581661,0,-63.33523803131593,99.31537289410875,0,-51.20138786656354,101.53280219452529,0</list></item><item><list struct="atomic" id="3540">0,55.155710406803856,0,0,32.1018888524503,0,15.130330624113382,77.23952391862353,0,27.355215680341697,66.11814792405688,0,12.052201796382613,55.25411221396175,0,-16.28370546501208,56.44717783449783,0,-27.14271941606211,68.32335199803748,0,-11.111424268589655,78.26155204306554,0,12.471547764174089,82.25569270191536,0,11.533291043810834,76.10330162253,0,-1.2368962245078345,73.40629441288236,0,-12.7139199227439,77.0523477016236,0,-11.23603464081161,83.16265242220845,0,1.1820381363939285,85.67361447757689,0</list></item><item><list struct="atomic" id="3541">58.880455394701016,35.244448603223084,0,57.00095961699808,11.319043017152667,0,73.73717951398258,59.21794270900836,0,89.35934616795568,46.544272624356864,0,75.50109211147608,34.09757621617566,0,44.864904034665855,35.4676645687615,0,30.620336830770356,49.06271287953828,0,45.53447757231574,60.379197913538285,0,73.60124650992498,63.748553298039155,0,74.10069836945337,56.70504262022766,0,61.076724480155875,53.61032747255689,0,47.91049900031271,57.79301115199102,0,48.039538747731434,64.7849862498451,0,60.70845621362784,67.651871524928,0</list></item><item><list struct="atomic" id="3542">-12.649753306030094,-1.0589536299688975,0,-12.35794668247889,-17.51178775394377,0,-0.8301764817131981,16.780810632519742,0,7.977308982505125,6.441989634672719,0,-4.121370842691829,-3.4723268263039087,0,-25.460380774339804,-2.392351858733023,0,-33.45602889636195,8.476605046689231,0,-20.959514491640327,17.740739151290697,0,-3.3766392919773867,18.60955686094237,0,-4.361766182214778,12.849818009225434,0,-14.11584610353921,10.344763070856764,0,-22.6756343228378,13.734179426900587,0,-21.380987321038756,19.46399851399926,0,-11.834755672073229,21.836815094306147,0</list></item><item><list struct="atomic" id="3543">31.01606022176655,-18.899310877254482,0,30.265096965682385,-35.7360604194738,0,42.71206188260664,0.1240951934921535,0,53.39489917088631,-11.291884148862179,0,42.03308554172297,-22.272493303901786,0,19.414273863103855,-21.07477640070178,0,9.553390288217052,-9.042488538560226,0,21.447870005057812,1.1822383361886761,0,41.538382322591694,1.471890885047215,0,41.32313389360645,-4.904706300628916,0,31.40883726894154,-7.681629927806273,0,21.92138257259944,-3.924885800363167,0,22.483694838486183,2.416865556440306,0,32.18754177001872,5.039774773850011,0</list></item><item><list struct="atomic" id="3544">79.35756545036247,-38.64999576030772,0,77.33590319180043,-55.86205644951352,0,90.836464803656,-18.285488586332182,0,103.75644360650526,-30.95618753573863,0,93.37298348067836,-43.184853751963935,0,69.3134559747641,-41.84903554629051,0,57.213896119241035,-28.456116478772312,0,68.30378804776433,-17.113248789713147,0,91.35225412190198,-17.534968405558818,0,92.08708654565118,-24.633102990327078,0,82.03658181953863,-27.728680281519758,0,71.46205880409227,-23.541490090866567,0,71.11899020941223,-16.484270979853868,0,80.95951619525812,-13.569540698760896,0</list></item><item><list struct="atomic" id="3545">-13.443343189134039,43.68575624082231,0,-13.114251018527737,25.13066373266947,0,-0.881396507313718,61.88597434990302,0,8.485735298993028,52.376894813681275,0,-4.392120641053722,43.2239275689622,0,-27.12753292031851,44.22260482228738,0,-35.57488999331211,54.251104032174894,0,-22.24871506878572,62.767017151818195,0,-3.5922517037252257,65.40795707679088,0,-4.645438621336156,60.13990679458776,0,-15.041154505702291,57.84504496988982,0,-24.146250886243397,60.94953397617821,0,-22.742507671950005,66.18846223738733,0,-12.582629408119555,68.35460739097334,0</list></item><item><list struct="atomic" id="3546">33.06729462466561,27.089783281733745,0,32.21508213481775,7.983005244232374,0,45.48758859543335,46.548065910823674,0,56.98544621829652,35.98102881361338,0,44.951475786357236,25.774529826641274,0,20.757585352326593,26.88984096701327,0,10.191542419896189,38.066700376070685,0,22.837113131537603,47.52525212553708,0,44.33718956473125,49.69879470163764,0,44.16187845225773,43.82711257866928,0,33.584558756704446,41.265539829374035,0,23.422857169781732,44.73029072747601,0,23.994236280439612,50.56771247833353,0,34.33261922189382,52.97785274717152,0</list></item><item><list struct="atomic" id="3547">84.9064834154963,8.592471358428808,0,82.59633057754147,-11.075745070808802,0,97.07113027439848,29.48528919741814,0,111.14033309833466,17.67336776360621,0,100.24693296787817,6.220372943827664,0,74.39757896029269,7.474010413736628,0,61.25694831825849,20.008418392015905,0,72.9759544765322,30.575259877975025,0,97.8670719910768,32.15405408493976,0,98.79037323510914,25.568715126206882,0,88.06123053750102,22.691082012090305,0,76.64773238351525,26.58264757729038,0,76.17533562823945,33.127304222793704,0,86.66648772955793,35.82511287895463,0</list></item><item><list struct="atomic" id="3548">-14.343170626512434,94.42042218917868,0,-13.969161436654664,73.33278858208074,0,-0.9393524447920601,112.92288848078007,0,9.063381425419463,104.56561751338687,0,-4.700945052559358,96.48691565015719,0,-29.028314248889803,97.37002721271834,0,-37.980284473043156,106.21568412221723,0,-23.70690513286424,113.69537722763111,0,-3.8372777926489725,118.59055857836013,0,-4.968575603347632,114.00899825968472,0,-16.09628257989046,112.00956011571536,0,-25.82084870551009,114.71387454706381,0,-24.289221531630652,119.26837072258985,0,-13.431399884709384,121.1481831438505,0</list></item><item><list struct="atomic" id="3549">35.40905814049278,79.59259947633882,0,34.433647713394514,57.72369852962984,0,48.648904836613745,99.42482329548436,0,61.09370015476349,90.07003759193589,0,48.30535461426114,80.99123496661215,0,22.300607927184252,81.98539251002717,0,10.92105232262219,91.92003427027245,0,24.41879180967846,100.28761991722432,0,47.54040609439577,104.8941697721087,0,47.41941467207499,99.74819380913782,0,36.08414336106069,97.49865267952028,0,25.14513843942286,100.5406916241927,0,25.72236402472142,105.65445963091877,0,36.78402023137162,107.76163346031115,0</list></item><item><list struct="atomic" id="3550">91.28973425713887,62.9382951553883,0,88.62462237128489,40.24802266869202,0,104.22471363668859,84.2969294949044,0,119.65570290690802,73.75473889715417,0,108.21340752434375,63.477919302197954,0,80.2865773922567,64.60546477569078,0,65.91485895768383,75.84333258488861,0,78.33423069105442,85.26684794443375,0,105.38245880111602,89.47449369319746,0,106.54617931388323,83.65299290684406,0,95.04089751888114,81.10330927449004,0,82.64489290149614,84.55052673846924,0,82.00569271661276,90.33328506245144,0,93.2390651842966,92.71170930550436,0</list></item></list></variable><variable name="View.matrix"><list struct="atomic" id="3551">-409.61596025952025,164.42953020134226,0,0.4697986577181208,0,-409.61596025952025,0,0.5734623443633283,-286.73117218166414,-234.8993288590604,0,-0.6711409395973155,0,0,0,-2000</list></variable><variable name="Model.colors"><list id="3552"><item><list struct="atomic" id="3553">255,0,0,255</list></item><item><list struct="atomic" id="3554">255,153.00000000000003,0,255</list></item><item><list struct="atomic" id="3555">203.99999999999994,255,0,255</list></item><item><list struct="atomic" id="3556">51.00000000000004,255,0,255</list></item><item><list struct="atomic" id="3557">0,255,102.00000000000009,255</list></item><item><list struct="atomic" id="3558">0,255,255,255</list></item><item><list struct="atomic" id="3559">0,102.00000000000009,255,255</list></item><item><list struct="atomic" id="3560">50.999999999999815,0,255,255</list></item><item><list struct="atomic" id="3561">204.00000000000017,0,255,255</list></item><item><list struct="atomic" id="3562">255,0,152.99999999999991,255</list></item><item><list struct="atomic" id="3563">255,0,0,255</list></item><item><list struct="atomic" id="3564">255,153.00000000000003,0,255</list></item><item><list struct="atomic" id="3565">203.99999999999994,255,0,255</list></item><item><list struct="atomic" id="3566">51.00000000000004,255,0,255</list></item><item><list struct="atomic" id="3567">0,255,102.00000000000009,255</list></item><item><list struct="atomic" id="3568">0,255,255,255</list></item><item><list struct="atomic" id="3569">0,102.00000000000009,255,255</list></item><item><list struct="atomic" id="3570">50.999999999999815,0,255,255</list></item><item><list struct="atomic" id="3571">204.00000000000017,0,255,255</list></item><item><list struct="atomic" id="3572">255,0,152.99999999999991,255</list></item><item><list struct="atomic" id="3573">255,0,0,255</list></item><item><list struct="atomic" id="3574">255,153.00000000000003,0,255</list></item><item><list struct="atomic" id="3575">203.99999999999994,255,0,255</list></item><item><list struct="atomic" id="3576">51.00000000000004,255,0,255</list></item><item><list struct="atomic" id="3577">0,255,102.00000000000009,255</list></item><item><list struct="atomic" id="3578">0,255,255,255</list></item><item><list struct="atomic" id="3579">0,102.00000000000009,255,255</list></item></list></variable><variable name="Model.sortD"><list struct="atomic" id="3580">5901901.941678764,5369603.283960644,5265939.597315436,5168261.002081448,4962304.626242522,4754977.252952108,4733640.939597315,4635962.344363328,4559620.062484133,4532298.65771812,4326342.281879194,4228663.686645207,4222678.595233987,4027321.404766013,4021336.313354792,3999999.9999999995,3923657.718120805,3815379.937515866,3620022.747047892,3592701.342281879,3489037.6556366715,3412695.373757477,3391359.060402684,3081738.997918551,2984060.402684564,2880396.716039356,2473098.0583212352</list></variable><variable name="Model.sortM"><list struct="atomic" id="3581">19,20,22,10,21,25,23,11,1,13,24,12,26,2,16,14,4,27,3,15,17,7,5,18,6,8,9</list></variable><variable name="eyeX"><l>939.5973154362416</l></variable><variable name="eyeY"><l>1146.9246887266565</l></variable><variable name="eyeZ"><l>-1342.2818791946308</l></variable></variables><scripts><script x="412.4921874999992" y="223.00000000000003"><block s="receiveGo"></block><block s="hide"></block><block s="clear"></block><block s="doSetVar"><l>sortNeeded</l><l>0</l></block><block s="doSetVar"><l>lightX</l><l>0</l></block><block s="doSetVar"><l>lightY</l><l>0</l></block><block s="doSetVar"><l>lightZ</l><l>1</l></block><custom-block s="Space.initInterface" scope="local"></custom-block><custom-block s="Geometry.init" scope="local"></custom-block><custom-block s="Model.init" scope="local"></custom-block><custom-block s="View.init" scope="local"></custom-block></script><script x="614" y="233.66666666666723"><block s="doDeleteFromList"><l><option>all</option></l><block var="debug"/></block><block s="doAddToList"><l>věc</l><block var="debug"/></block></script></scripts></sprite><sprite name="Controller" idx="2" x="-171.00000000000045" y="-56.999999999999545" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="0" color="150.45,0,108.32399999999996,1" pen="tip" id="3608"><costumes><list struct="atomic" id="3609"></list></costumes><sounds><list struct="atomic" id="3610"></list></sounds><blocks><block-definition s="initScene" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doRun"><custom-block s="Space %txt"><l>createGeometry</l></custom-block><list><l>cube</l><l>-100;-100;-100;100;-100;-100;-100;100;-100;100;100;-100;-100;-100;100;100;-100;100;-100;100;100;100;100;100;q;1;2;4;3;5;7;8;6;1;5;6;2;3;4;8;7;1;3;7;5;2;6;8;4;</l></list></block><block s="doRun"><custom-block s="Space %txt"><l>createGeometry</l></custom-block><list><l>diamond</l><l>0;-100;0;0;50;100;86.6;50;50;86.6;50;-50;0;50;-100;-86.6;50;-50;-86.6;50;50;25;100;43.3;50;100;0;25;100;-43.3;-25;100;-43.3;-50;100;0;-25;100;43.3;t;1;2;3;1;3;4;1;4;5;1;5;6;1;6;7;1;7;2;3;2;8;4;3;9;5;4;10;6;5;11;7;6;12;2;7;13;2;13;8;3;8;9;4;9;10;5;10;11;6;11;12;7;12;13;p6;13;12;11;10;9;8;</l></list></block><block s="doRun"><custom-block s="Space 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s="doRun"><custom-block s="Space %txt"><l>createGeometry</l></custom-block><list><l>tile</l><l>-100;-90;-90;-100;90;-90;-100;90;90;-100;-90;90;100;-90;-90;100;-90;90;100;90;90;100;90;-90;-90;-100;-90;-90;-100;90;90;-100;90;90;-100;-90;-90;100;-90;90;100;-90;90;100;90;-90;100;90;-90;-90;-100;90;-90;-100;90;90;-100;-90;90;-100;-90;-90;100;-90;90;100;90;90;100;90;-90;100;t;1;9;17;2;20;13;3;16;22;4;21;10;5;18;12;6;11;24;7;23;15;8;14;19;q;1;2;3;4;5;6;7;8;9;10;11;12;13;14;15;16;17;18;19;20;21;22;23;24;1;17;20;2;2;13;16;3;3;22;21;4;4;10;9;1;5;12;11;6;6;24;23;7;7;15;14;8;8;19;18;5;9;12;18;17;20;19;14;13;16;15;23;22;21;24;11;10;</l></list></block><block s="doDeclareVariables"><list><l>cnt</l><l>i</l><l>dist</l></list></block><block s="doSetVar"><l>cnt</l><l>3</l></block><block s="doSetVar"><l>dist</l><l>250</l></block><block s="doSetVar"><l>i</l><l>0</l></block><block s="doRepeat"><block s="reportVariadicProduct"><list><block var="cnt"/><block var="cnt"/><block 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