<snapdata remixID="10926793"><project name="2.1 Squares and Triangles Redux_Amber germosen " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADpBJREFUeF7tnXlclNUax3+zAMMigkKCS6FimpZdTSSV/GhuXbciM72Z1yWxMnP5uOW1zKWuueDWYuGWLWqWUqZ11UrU3New0muAWgoaGgiyzAwzcz/nfXnnnRkGHJj5XOa885y/hvc95znPOb8vz5mzzPuqLBaLBZSoB2qpB1QEYC31PFUr9AABSCDUag8QgLXa/VQ5AUgM1GoPEIC12v1UOQFIDNRqDxCAtdr9VDkBSAzUag8QgLXa/VQ5AUgM1GoPEIDudP+VXoBKDTTa5Y4Vny5LALojf0awWDq2yB0rPl2WAHRH/lurAIsZCHvJHSs+XZYArKn814YBUZ+Kpa8NB6I+rqklny5HANZUfjb8SkOv7eea2vPRcgRgFcJ/nDcfBpXOaY72xWk4FdRNuNe+eC9OBXV3ms/fosfw8Fd9FK87N5sArKKPNkOPoRn1sDb2L7tcnXOn4lDkErtrnXJn4HDkQrtrz2XUw4DYHIyEDoPgf2c1fDAHAeiK6DmDAF0nIHyqmNvZkGt7LW8RUHoUiN6KHTDgA5Tia4S6UpPP5SEAXZXcUgpkRgCxt4HcqUDkEiSrlgulp1gmAbmTgchlIpzNbwI2Q/cAFKAeVNiAOq7W5jP5CMDqSp0RjEJtJlKabrYrmXRpKEKNsSKgDkkPC55CIUVBJ31NANYAwLQFfRHzyG/YPj5JKJ34/vvI/P4+dJu1s9JFaRYFWaKh2L7DCcBqAMiG3L7JW/DNlKcxaFciYpq1FkpfyvoVW/ukov/yzdgxaag4JDtJDMIUhCAa6mrUquysBKAL+mbtvIjU/l/hwWeO4qeN8SJg+rNAdj+xNNsL9r9P+E7YdshxpH8Wh8Qdj6NZv6Z21meiCD/DRFHQplcIwDsAuCLoHZSVlImTjd9miUPsxaZAw21AQDuxtP40kPMUEJMpTEKSW7wpXPYL0mJC0Xi7GlgU7AN/jIfz9UUX/h8UlYUArEROi9mCpZoV1rvj819EQNEQoHhP5YcP2Aw4sBtKg7bh3XqrrGWnmCcBKvHPMyjDayimKFjeOwSgEwD3TkzDqZVnZIDYkJu/Aij6Fmj0n6oj0NU+QPDjQNg46zINK/DQ5PbotrSrUJZFQT8A22htkH6Y7kiTtLbHrnddmIC46R3cGvKOvXUcB2YetIOZPQtlIAqwHaFSYHSrDp4LUwQsV6/4ejFWRaXYRz0PKmsL9rjc5zEswggjLctQBGSMHZx9GEfmHxVwC44Kxgs54vqep9OqBiko/rNYMNtlfme8+WorzEcQ/gatp6vixh5FQAAmgwnLA94WRKtsDc+ZoqpAEabqpCWlYpSdoRuDNquAu0easSNQC0tJUHXMKCYvAVgupd2+rgvy1gQ+ZlYCcKpurFBL/5IyAcBrlwPR4K7yqbIL9SslCwFYriSLgCwSDtk3GI27Nrqjvo4Atoi98+5Gw6JsDLi4HWaVBqvbJKHlWQMsJmBniDgE+2IUJADLUTMUGvB26HsuDcOVRT9nAK1pvh5jMkcJdqUo+3LBOFypo8FEFKGglz/2/2gW7s+b7YfXZrIFGt9JBKCN1q4Mw+s2lOG5FwxCKZUKCAlRobBQfMjskf06xMeJkfDS7svC/rCU2HdLW/tsLTAOWsxGEGyB9rUoSAA6AXDE2eGIuL++0zDkDBbHayvrvAvjbbbI4iSpAJX5eeyF0bobsud7E3r31wuZo6NUyL4Y6DMhkAC0kbrgcgFWx6yrdBhuEluCK1fFaNfuQTVOHRH3cydNM2DFO+J+sTTJYJ+TLo5GaEwoPumwEddP/incV/up8YNhJBYgGPdDY63dV6MgAegQa6oahquCpJ9fGh4tc9i+cxJd95eOgDlAg+2mOlBp5FmvyQRoQ+RlHV8ZignASgBki9FsUVpKtvAd3qfDwx3lWa/tLschTWt8HZQAQ4G8rld0rQjvR68WDiSkmUejm0qMsm3HPoBeH/Sw1uEfWgxj+ch9+UIg7m6i/GUZAtABwOsnruOTuE0CLMIpFgAGAxBQt2J0Ks3T2516maZLgqV8d9dcHCRMUlhKVi8HLECaZbRwCGH6/HPC7ouUbBe/fW0oJgCdfN13HIadQbGx02fIOZIjlPYL8cOEQvHxHM7yMnv5XaNwZl9fu2NYtpHzhewkBEcH4+lheny+zSTYmvyyFksXKfvnnARgFQCy9bplKSq88qo4LqrVgKkoyO6YVYcuJ9H4kWirlU6rpyC3SPz124eJH+Hh6IvYsTRaiH5xp89i2Jav7Go8t3QLikz3wAINAiMCcf+oNohdPseaJ2OS/NmJqzAbjSg4cQwPpcknbpzl89ZrBKATZS7tuoytj6VCG6jFJMtoa47svbfAIp+U2vlPdqprD7X8tKzk0lVI3/EYbvZrgskBdV3i4BziMF6dJuQNwm18bW7gUrlH9fy99IoArERaaXiU9mwfM51ET+NJIXejLg1x1/EhlULxsWomPlSJj+NgyzIs+j3bMQGRP511CSSWyRbi783yZKgqAwSgy93r/RklAKfrkmCGyrq+JxzNrxuAHwKqnqEygNSwoN/tMlg0Kpejn23PVBdCAtD7uXLZw/b+6WhkiHE5f1UZIz+/iNzB9r+QY/kdh+QDC+bbmZkzZxxgFBe7Q+fei3TtRLv7mTOn2/1NAHpELu8w8uRQPToc2ABTqHuHAwwNAvFem+sI7bEOB548bde4CwHyTgi7ca/ehPX3bRDy/P14D8RFRljz110RjPPPZiMqSJ7wOEZhAtA72PGYF45LKrbLM1WJ/8jWdsj66ke0/8gknPVj8LCUN5YN5vLQ7cyGVMfMzuEwnhoslPNPSEHgYHHCkz9WnmgQgB6T2jsNOW6PSfu8bOG4KvEZuOygaeYyNbIDwwC1uK53J4Cy224EWwj/Nfk41s1abRf9pD8mPDgN8+IXCX8SgN7JjUe9st0e+3L4SWSsPul0FiwNf6H/jkW7/qcR2taCHSEW/HD+GBK/6W31KbXvbnRv3MspQKcNy4TrU4NHASZx6K8zpxXU4X/YtUmKggSgR6X2XmO2Q7EUBR3XABmA+fo8hIcFCNFvT1MtZmyei7nxCxGWYj9jrgwgBuDCZbOQOzPX2hnSoQRbGyF+dXBlVAFFQO9FxrOePTNCj01bxGG0KgADeq5E7+9GCvl2JWyD4UfxswUWhKfIhxc6R3fFNwP2VQCIASitO7JyCZ90wYFB4sSFfa88e1M+bcMgpgjoWZ292poUBYca09DBdAF11T+jmXat1edTR97Av/pORp8c8UdGOTdv2c1YG6zVQW8SD52y5AygAWOeQPE68cn7bNg1Zbe06xPHSLrtZfsuo1mwVyPknnNn0s1oF19aaRTsqctFv1v+KMpU4cSnHVEw+1yFCqsC6EIM8OLv8hZe6i878UQzcRYspdSsLRj1nbwD81YycO8l+T4B6J7GXl9aioKOw/DIBYCusBAtX3fyG1+bZ0dP3D8WG87Ls1vbCNa7yWGYrrYV+kCX+ApKNq502h9VQUwAej1C7jvIIBxj+BatzH+gnvoY7tFuEvZt2cQjfbwa9RPa4dTQ38SKbqUAJQeBKHFxmSVbgCQAFyYBu9fK0a+sOAAalf0itVTeaDYico18RCv+J2DGGvEuAei+vl5voV50CfLyLdbJyOvTt6LLtJ3wjwB2RubDnHu33AYp+hV8BIT+U7ieVZCB9ptbCJ8lAG33fOsvaYwbL9m/FsKxU+qv1sLEflBcniQ7BKDX4+MZB1kUtH3CAYt+39bXYu3BTzGilc1zZbITgYapFV7rIEVBBs6gBWHIn3XV6pirvwWxjaRqM/DFRIqAnlGXAyuz5xlxe+5naGS+IRy1YmlP4mIM9X/D6n18Ww2OpotR6pUxOry1RpzASOnLHsDnk4DeFnnobf2vYMT97FoHHH8AuHqXnJfZ6lVM5wFd6z0F5GJRcE7rrThx8nE0WVzxnN97ib0xLnW3taVtow8hPaezXcvXn9mE0m3itpom5ihCJj/qVs/Y7hO7Zej/WJgOpNaws8PmtUDPUfvxhT4W6yNeq2BlYP4abA8bY70+6sb8CvlGR0+w3pcOLNTQHaEYAehO73FWNv3JgehoiGePOcClhQuQ9IsBB/LEIbd7PQ32/iVPEti1Ew8HosOREmsrzycEYvvAEkyIXYSAAa9D5Sffq0lXLF4EJGXQEFyTvlNGGcM54Eo3oNl15++SY60sPQToOld+Xxk9Ua1W0BBcre5yITNbetE0AJpmVczM7uk6Ao33umDIN7IQgJ7Wmb0z5ObrgH9LIGKxbF0AMwxoKi+5eLpqHu0RgJ5WTVp8thQDmZFAs6tAVqPyd4uYAGMW4CcuRFMCPaTc4xCwV7o2vyGavdIdKD0GxPwX0DYWrzl717DHneDHIEVAT2pV9jugiWTP5ygHjb26VQXkJQMFHwL3nAUyw4HmeZ6slWtbBKAn5WPRreF24No/gGbi8wDtErvPZskWI6AJ92TN3NoiAD0pnQRgkPzItQrm2fdBcwEQW+jJmrm1RQByK50yHCcAlaEjt60gALmVThmOE4DK0JHbVhCA3EqnDMcJQGXoyG0rCEBupVOG4wSgMnTkthUEILfSKcNxAlAZOnLbCgKQW+mU4TgBqAwduW0FAcitdMpwnABUho7ctoIA5FY6ZThOACpDR25bQQByK50yHCcAlaEjt60gALmVThmOE4DK0JHbVhCA3EqnDMcJQGXoyG0rCEBupVOG4wSgMnTkthUEILfSKcNxAlAZOnLbCgKQW+mU4TgBqAwduW0FAcitdMpwnABUho7ctoIA5FY6ZThOACpDR25bQQByK50yHCcAlaEjt60gALmVThmOE4DK0JHbVhCA3EqnDMcJQGXoyG0rCEBupVOG4wSgMnTkthUEILfSKcNxAlAZOnLbCgKQW+mU4TgBqAwduW0FAcitdMpwnABUho7ctoIA5FY6ZThOACpDR25bQQByK50yHCcAlaEjt634H8UXTfM6oJ5pAAAAAElFTkSuQmCC</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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2qRwD53AhLXVyXdD4hGYtHGdZHdPAQdlGo7WMaB3Lzn7KKyQQ84RGpOnz7kPP0f66et599b/8N1L9e712Klh5EQylzWG0hBd+JFGnejVt2ALKb2+UsrRGH3SRwhEAwFJwNEwyhJj2AnMY15cOa5cBdf7cuaCZ57kwGM3sXTcRWxYdtiTJVhvnsHo6iIHOj9hHKj7jNls3RKG+ufEfXG5XwBlLDmXo/RElV5aXb93BvOtSdgfOuTcb684O/tlfl2ZwatXXdEQk4diMU8Yw5jyUKCdq4t7uXD/YGwEq+mnJixVKdWz91D0iawQiAYCkoCjYZQlxrASuI+8nmY8M9fevhyJTy3lhtX34HYrFpw8ceQN/9xuHO/xNL0huT0mlzHDNd6pOtBqGhm2bOPwr7eu3eUHEyeDNjZEWVAsIyZmpOpSVL3T+fEDp11+xdvznjaZNA/2u9Wz27qBts6FGjqZcRtCATdI73pUoUd79Sl2Yer+lkreFooekRUC0UJAEnC0jLTEGRYC2eRe69kXtbsQgs926LCvOHPWazhsse/GHllYvXlJFySdgjZmtuyLwthgNUyl27/yF4gusPYDXkHTFcUWlHu46l62qqpPxbft3o9JrDjlrYnDWP9GnwZVKbBrGJtF5uPBghukC9MUyrhpK7mmj3psqUoxGEgTAkKgDgFJwPJICIFmIHAv96ZaiDOKKPwngHrX5Uvn/dK+59/pKHW5Srf9t7KK0Z2AUZTBBGoRFbZRqrdx1Chw0+tIItZqlDc0bLtR3E13+x1GEQadb70KeOKf9Z02Ljz3pvSqHdh+tL7hpPyKKUwpCmwZBumicQpyvWS1G3ffN1Xat8H0FxkhEE0EJAFH02hLrC1CIIecARqTcbb3gAAGN7c/+O+rL18ybwlgxmVNw2Jrh1ZGX2OHtA2tblI9bEYiD7npfOsoYF7lRRmeMoSUx9iIdRolCl1PDMw6u/D3NCNRB6r0sBlM52Ux1u/s23DwAq3Npez6CTCSe1VbvVSlVu/4DjkQ6SAE2igBScBtdGAlrJYnMIMZpmRSb9Eww/Me1n/zzCwnb5w5COXZxfw2ivlojGRr7JBeC66hKqPcc91kY5v+KbknZlfV++ciFFfg1jeh1EDQw+/NyHnPuIULGBTAhlPD7VmMu1fhv+DCObrwdDdqubc+hb5wiWpn/GEhTQgIgUoCkoDlURACTUAgl9xOLjASjN+SRZXvVjOzyPQULdAF1lfRnI9WK1H6BI8rSt1PoW2iOoomOcKj84kDaw5w4+5Q1cegTwT1ksqwXWR8ks3c60AZO5YbfFdd2fcDC1xcdSlIQ+iG6KKl2iupK9jiJKXbW0qFtLu6CYZGVAiBiCUgCThih0Ycay0EZjP3DBPqRSAtgM+1dhfrzSRQZjV2KVdtR94J6iKVYas1e2wqDnqjdRAKY7Zb5WcZFfZU1ZsKw0ag3dpefniuxZzE+Ab9PEcXpRslCjVUX0qtYPoSlWq825YmBIRA7TN7wkMICIFQCMxnfkwJtmyNGhOon0LPi8Eyyft8rS5ImIBW2bv76g9xqRHqYPtfgXTtyfd6Q0JnTKbnd8+ADbN6rOpRarwn9jTjvHIFLq/ZcoPWNKi8ZBImj2a0z5n6YF2YDZ4iEVWt3IGl2zsqsVE3bu1J3NJXCEQiAZkBR+KoiE8RT8AoAWjC8271iADONjhb1PnWG4AHQT2vMmyXtmTQuiDhBbS6EMVolW5/rK7tyhu7vGfLDbm31o15aFVpRG+hc/S2ZDexxjvsDlWfa3hhmUq9pCVjFVtCIFIJSAKO1JERvyKWwBzmXqlQxk1Tif6dVEG9L43UQHe/1zYqK9UUdWjAV+N41A1ZZBoJu1YbrHddDbpWgnfDgDdV6upIjVv8EgItRUAScEuRFjutnsBDPJRUSsUTQL1agXWCM5Zkb53AuDmBdgxHOpTKog6TQe2+Yct/W1SC9UrvKzTRWg1m19fAkV5dv11KSl+U/93Ukc5G/BMCe0pAEvCeEpT+UUEgm/v7gfsVoGuAgDeB6cJgzsy2JnChxF+3iMTZuqi/CWrVHdaoUctUypOtiYH4KgSamoAk4KYmKvraFIHdM8C8icBdeO3o9RWkhv/asF5fawbYhmiEsAJQr4ziYF1k7BK/0AvHNhMV3RerDsVtCJGEIgRCIiAJOCRcIhxNBHwVtm8g/hKNHjWR8VFx0UQ2uSOBh2rf+VyfjILlGteILLK2n6ltnWJw/uJ15MrYgj1nqWo3KZqeKYlVCHgTkAQsz4MQ8EFgDnmjFdo4jhNgoxVfmWFYJplGsYSoabnkdnUZRR/AKP7grxVrVOZExj0xWBcZN4RNrxJW4FDQa7FKLYgacBKoEPAiIAlYHgchUIdANnPXgeoVCIyCWRPInBpIri1/n03eLNBG0YgATX23Qo/9l4Vdv+jad08vWapSzwnUW74XAm2RgCTgtjiqElOjCcwh904Ft/lXoLaacF80nvEfNdpQG+o4h9xTFRhlE/cJwO22D/SVBZWy1aIm9BmLVbt32xASCUUIBEVAEnBQmEQoWghkM/cTUMf6iXexCX3leMbvCDuThJIJONmByVVd7zdcPh3l3ph2ruOL2QlUnNSQD+VYvpgWd9mlZ+9QL5usuvoCE1cZm5fvZxnt2pn4Vrj8F7tCIBwEJAGHg7rYjFgCOdx/j8Z9i28H9Y1ZjH847M7HlywHdXrY/fDhwHGudZzn+MSna+9a+vKO5ShSDtec+LkLvH591mWZ+OUhk9NzJXVZ4q2RGJv4JASamoAk4KYmKvpaNYEZzIhNItXm69IJDYMnkrksrAHGl7wD6oyw+uDHeC/371xV8XY9CTcmbom/Chcmz3eHP+LmwCvc1XJOG6xIt+AoNG6o1xMpTaq8IztSIxW/hMCeE5AEvOcMRUMbI5BN3gugPWX6ajf1VBbjrgpfuDqeeHtp+OwHtnyh40OOdm2sJ/iNOZ3nYk6t/jy2PZz6oxNLUo3o/z5SfHaW2figjLLEAGURA/siEkIg0glIAo70ERL/WpxANrnDgJd9GN5xIJ33Gc5wV4s7ZRiMt38IusF3rGHxycuoCc3MsqeJ81HG+L8xp/OduVstF3vd6+agsTWzYDQstVbedqn0FEqT7gt3TGJfCDQnAUnAzUlXdLdKAnOZm+BG/c9XcXoNp08k870WDyyx5HBcam2L2w3BYA/3H1xb8Wa9Hg4s3B5/GcZ/vdsxb7vY+yRd/ZGzBN7uUC1TglmnY0v6OwQXRFQItCoCkoBb1XCJsy1FIIe81zT6vLr2NMyfSOZ1LeVHtZ14+wbQPVrcbggGhzlWMsD1Y70exszXmAF7t45DNEctqr2Q8O0oM388X+sn6QnKEq8OwQURFQKtioAk4FY1XOJsSxGYw9xLlKcUX722YwLj2rdolaOE4gvRJuMu5Yhtxg/JHeXPYNXl9Xw03v0a74CrmoqBU9c5STigRnTbCsXqwZ73v95NY9Z9sSV9G7GBi2NCYA8ISALeA3jSte0SuI/7ks3Ebgdi60epTspi3MctFn28vRi013aloCyXgdoclGQTCPV0b064puLN/euqcmPWt8ZfsakCS/Vac49bXWk9prnbV8lqF3x4hBnbJp8/R6spSxzQBC6KCiEQcQQkAUfckIhDkUIgm9ylwKC6/ij0vAmMH9sifibY5qG5uVG2lLqIUutLjeobYqdscueBTz+XZJFZfdXkv3VxBzNu495sa5WJXx8x8cP43ceTfLYWjCPEsEVcCOwRAUnAe4RPOrdlAnOYe6VC+ahZq7ZmMa5T88euU4i374TKw7OhG9xCmbUbqPrrwqHr8tsjm7wtoDvWF9JXZDH+marPB+vCJ0BVH+XSDkqWH2hJ8pz/bbi1WBxNjEXUCQG/BCQBywMiBBogULkMbSTAei8nFe5jJjChVpH5JgcZX/I+qFP2UO/tlCXObIyObLKvBnPVrWCzssh83JeeOeQeo+BTH9+5XFSkTWayp+bv2XrnkSZMXxtXbVTJahizLME8DNSJAXxsdByNiV36CIGWICAJuCUoi41WSyCb3OVAvWsfNWRPJHNiswWWWHIkLvVNYP3aDcrP+i12TKRjT9wSWFeNRA5zH9Com+r0eSiLzLqfkU1eNugJPvS/k0XmWVWfD9ZFxh8s/b3kChJIOfjluJKemEzf+fpDx0u2UXGEErPICoGWJiAJuKWJi71WRSCHvNEa/agPp3/LIrNrswUTbzOK1wfS/z2KlWhu8O+HepYy68hgfM0jb1+np7KRbmDmrT6wwMXjGFd9PjebXOOdbpe6+jXq2omMe8z4fIguHK5Rtd5H16qClGB7qCnjCCZWkREC4SYgCTjcIyD2I5rAXObu5UYZu6Hr/VtxQ79JZBpLqk3b4m3GO9InAijV4OhOHIWUx/4GOtmvvFIDKLWu9iczm7lnmHYfvareodyA/HaFe/gEJnyQzf39wP2lDzltQrc3qkb9W+s4H3WAly5VqUOq+6UWpjVVHE07GKJNCDQfAUnAzcdWNLcRAtnkGnV/fbyjVPdkMW5ak4cZb7P7uoWrlh3Na5QnDvV8Fmcfi9J5fv3QfEt5Yh9fMvOZH1NM6SzQ4339odGAXq0hxwQuDZN9yHyYRaZnFj1YFxnVjarfQytwKOi1WKUW1Oq3h3E0+TiIQiHQzAQkATczYFHf+gnMIW+MQt/vI5KNWWT2bNII423GcvfoADodlFmTQFXsltNm4u0/ATW3XfhUoEdSlvSs91e55HZ1wRtAdX3e0OLRFaDqnZVWcNMEMh86U9s6xeA0Em31sSNg7lKV6uOdcePjCM1nkRYCkUFAEnBkjIN4EcEEZjO7o4kYn5uYNKbDJjL2h6Zxf1d74s3Gu1V/m6qMcn31CxXElZyOUsaGMX/NOM6TDsqYYTOHucMVyljqDvWSj0DhajeO/SYxaetgXfRfwPv9804TFV0Wqw6endH1WiPiCOSMfC8EIpWAJOBIHRnxK6IIZJP3Geh6NzIpmDGBzDuaxNl42yrgOP+69DbKkvbxKRNvMyoh/DuAL3fNKHt2ViL2RxRcFoTfLxiL3MD5QchWiuhPsxh/XOWxo1o7uRX6uiWq3Xy/uoKMg7LE24L3SSSFQOQRkAQceWMiHkUggRxys7Qxaazfvs8i8/A9djnBPgCtPwusx3QaZQkrfM8ey9JRLmMput655Sr5znp7xdjyN/4y4Q60w7pEo0dNZPwio28OeZdq9MOA/81eu18iZ08gc2LdY0ca1i8j5VCUqimB5CuQuMBxAOWY6Bbq8arAfEVCCLQcAUnALcdaLLViAtlkdwGzcdzGR3N1zSLrtz0KL95m3Ntc7y7lWjo131Ce2NevnYSSPLTyeU3mic7vGeRcjRmvGry+lX1lhmGZZNaKt/J98StAvwCxOvLzBrz059hel3rLuTGd9KZKDu4ObT9x1OjUiyhLunCPuEtnIRBGApKAwwhfTLcuAtnkfQ263k5iDVMnkjmr0dEEe+yojM4Q6EKNbcnEW40/BtKq/EnUZYxwvI9RrzdAMy71mF1C4W0zmOH0JTuDGZZkUu/SMKmhHdMuq4XVBcOo6FSz70qhX1ui2u3etR1Uqx+Hz25BHK8KypwICYEwEJAEHAboYrJ1Eshm7lRQd/vw/qssMo9qXFTaRLy9JOCxI/QLlCVdEpSNONv1KIzlYtLdfzHCsYJkXRqo6xaFe4RxtjeQoPF9NrkbgQxfsr/c2Zffbjuy5iuNE+XqvlTt9XswuqtlvOJosJ/neJW1r7EzLSTdIiwEIoCAJOAIGARxoXUQyCGnh8a0wbe3jVyGji95GtTlAQiUU2a1ggq4drxbjzab4ku+P8v55SGnONeiCJibljmIG3kLNxj3Xgds/pbjjVnv579cgDuu5jX0gfd9p7tN+fKeLnSePpzhroAGqgU8x5KMKyp7BegzirJEH0UzgrckkkIgHAQkAYeDuthstQSyyTWOHPWuH4DOymJ8TmiB2ToRj7Eu7P/YkVZjKLc+EKzuHHIOKCX+3Xgq/J5RdmHRTkwTpnFjbrC6DTnLCIarAAAgAElEQVQ/G9JY/+Ip/HNht2p1MdvKGNB1EWa7saKtPle4jBu0gq9THF96IriNi1D8tW2UWbtWHa8KJRaRFQLhJCAJOJz0xXarI5DN3DtA3e7D8c+yyDw2pIDi7atB/ytAny2UJe4XrN5scv8DPA2k+s1Yqh3PxJ7OVvaaTbnV101WDXZv6EjWruP2Lfx61aB23h0PvmolHZ/K9/6oCLgii0zj8o/gWoLtDTTn+hXWKuQ4gjMuUkKg+QhIAm4+tqK5DRKYQ97hCr3WV2huHJ2MyyeCCjvYY0dKHUOpNWDZwxnMiE8i1ZglXx3I/qfmXiyOOQbn7tNKDjClU5YQ1PvZBi8lUbCy+LINrkRL9aw76dsdHNWnwTy7oISisTOYURbIX+JLDwS3cZtWjB/ZkOIIaFMEhEALEJAE3AKQxUTbItBQ9R9gTBaZwS0Vx5dsAeWjgL03K7WaMmu9yz/q0pzL3N5u1KuA3yXnUhXH8zGn8KPpwNoqNG9QnnheMKPU0LWcf9zU6++CBwbs662j74AlpKze5k/tBhN66HjGrwtoO84+G6X9l38MIY6A9kRACLQAAUnALQBZTLQtAtnkGYULptSNSsNHE8k8OWC0cfabUXpeADk3Za59IcWoxNRgyyH3Ro0y6vHG+5P7xdSRhTGnsUt5X8ns3cN0EmUJAc/o+ipMYRw7+vSfi+2uxJhq5ZZix/8dn7Jwb+B4/3GqMoUeP4HMR/zLeY4lbQI6+JcLLo6AYyQCQqAFCEgCbgHIYqJtEZjL3KPcqDU+oqouwddwxDqWePuuyusd/YF5irJEoyyhzzaLh9NiKF8IDApA1/mT+cAlT8SceZ6uX1HRu+t6yqyH+jvO01Bpxp/vPYrfJ9e6DKzcgaXbMWrO38mkTtMw3d/tXJVOLHNSPmIKU4x3xL5bvG0U8HiAeAPG0baeRommNROQBNyaR098DxsBP8vQo7PIXNBwEil5AdRFARwvrax25PPYUTZ5x4M2rojsFEDPrwr3xRMYv5o4+9covA7n+vrzgespTzSqMflsOeSN1uha35cdmMTqTRdobVHVvyUa7lymUo2k62k55AzQmAx/Dwjg7+bKOsMNvPPWqiniCNtDI4aFQB0CkoDlkRACjSCQTd5c0Jk+ur6bReYZvlV6jh39GUTNXZ/nWhexyPw7f9wOyqhB3OB9z5W2FyUQO+pGbjQu+YAEe3+0DrSZaydl9i7gu1JRNrnvAqd5x/bDawPZfl6X6o8UbAFb+hK1n6fiUlW7l3tTLcQZf5gMD4DbBerOEgrvmsGM+n+ANEEcjRhu6SIEmoWAJOBmwSpK2zqBHO4/VuP+xEecLhcVaZOZXL/cXpzNmIXWu8qyjo7NlCXW2SXlmUUeoDEv8lWRqU7/EtA3ZTH+mXq+xdkWobjA79honUt50vi6MpXLz/94J/7CEzvy7Udn1xW9dKlKfa4hG3OYe6VCGRvVEgM8I6vMMDyTzPplIPcgjrb+XEp8rYuAJODWNV7ibYQQ0GiVw/1/ga63k1nBlRPINM7i1rT40oHgfi+g+2bdB1vSt95yc8gdpMBIan7P9gJr3ZiHTmKMsVmpftt9nMe4QtIoL9hQc6HNB1Mebxz7qW6VibPmtikFa344H1uvWsd+Vy9VqQF3bc9mXncTLmPX9hEBeOzUMHIimcvqsGx0HAH5i4AQaEECkoBbELaYalsEssl9ELjRR1TLssgcXDtp2IzZY4AdvKyiLPGEqn7zmBdXjitXwfUByGnQ2ckkThvNaIdf2XjbXYCxhO2vvUlZYq3NXXPIW6bQ1dPdv647mI2P1L53xI27z5sqrdYfDw0Zmc/8mF3Y71VgLOP7/R1S6AdjsGSNYUx5tb5GxtG2nkCJprUTkATc2kdQ/A8bgRxyTtGY3vfhQIWLivbVy9AJJZPR6t4AjtY6dnQfeT3NaGOW6OPayxpNFuyOAy0vfZWqvvtcKeNSDf+tWO8Vc7F53TV2UvwuAY9zj3n5HJ7wlCN06qTY7x133qRRnvfOruQYPvttOM60mol0508+W3fhqWe9Gci+9/dak1zOXue7SOqgUcqlEynX7dE+Xm+bqNieYlr3f3GqcIehozFxhOJbKLJaE6MVGSbYW4MbzVq7g9uHgN8jZKHYENm2SUAScNscV4mqBQjsXobOM35k96prTqNHTGT88+A5dmRshPJ3i5PRfT5lidcZ/5NN7rVAXqAKScmmDXS1LMSCLaRol6tLuE895rdPZzbxtLsPJlzsdPfjV2dNad+Cuf35I7Pm7wKLvZSrDjmSxK3BXQIWkrN+hEONo6nsBqnHqIDx+sAKQijBGKRmEWszBCQBt5mhlEDCQSCHuQs06hoftl/LInMocbbXUAS6ZaqUskRr5U5h492xcZ9zg03hpLN5CR3MAe/NaFDHaNNnFFDr7G492Rv1RM7XD/OL8yoK3Yd5vi9NT+GL9eejY2rqRxw7fSb9780OB35CiSMsDio+HljOSWGxLUYjnoAk4IgfInEwkglkk3cm6Ld9+Fj6QOygfr+ZOhvXLAb6dzYqp+zR9cGclY1T/3CQ5Sni1Z7NNn/kaG4yfegXrZUSnnP35ueKKdXLwt8vPZ3/Dao5zpu8+Q+u7N0Xc3nN69mWHK9g43je3ZNkClvStWpbWjHhtHLmhsW4GI1oAoF+GCLaeXFOCISbwO6zuX8adXST6/ryYuzJv39p6lHvSFEduV9yyhY8oWEGYPEXz96mz9jf8homjNJ+e97uUU+yQl3oV9Eo13wOcez+mdh5emfWLj+zlvygSy6nx6vBFzbac6/rawgmjnP1fMboeqermsOdejo1bD6tgkDPQYv4IkYii4Ak4MgaD/GmFRKYQ+4zCi6r6/q35u48GzOwwYgUminlL/20t951cICwiw6yPJmSavq+Sf+9/o+OjDR9TzkN3Q8NIx3vcYTrZ7RZ8cVPQz1L0FWt4xdfcvEJDcfXUkMZTBzGu+zH3f+iCz+1lFvedtwDKwJenBIOv8RmmAk06T/oMMci5oVAWAjkkHeORv9fXeMOLNwafwUuat6Xesuc6fxKn+78KsARHD4B98VHxk4IqlxgqAAWqlt4Wt3qs5sZN3eVPU0MTv68uRf587yO+GrNpf1PoMPa70M12Szy/uKoMng4q8h1157BN4szPpQOrAj4GqKlXBE7EURAEnAEDYa40joJzGBGbBKpxgvGhLoRPBV7JutMNVc1Vn2fou1MLX8BCy4/M2Run0DmTENgRSzGrtombw7iGGFajzGLrNt6u3/lyorlnuNGn28aVuvYUe+nnuWM63wdgW5yF4NS6C8ObwUz9XCO1bXv9QjKwB4KSQLeQ4BttLsk4DY6sBJWyxLIJu8F0PWKLHxp7sGLMfUrFF7qWMGRLt8XVgF/KEwXTmDsp1VRNFcCNvR/oC7gLlX74i7j84sdH9DPlU/+g8fw542HVAO1FJdx9cG9SdgeWcdcG4rD+0mIS9tE1kH9OHVNwCPTTfoASQJuUpxtRpkk4DYzlBJIOAlkkzsMeLmuD+XEcFv8Fbi9ViDb613OKeUv+txwpdGvuqgYVbcsX3MmYMNnY0e0saO4qpnQzCx7GmevRL787jzPO+CqdvSUhzg+d2o4cTdou24cvgTjB8/grJQ53Pxsy4UgCbjlWLcmS5KAW9Noia8RS2AucxOcmApNxsUbdVqhSqTC6x6OFG37Ox7Hvr6D0b+BqbTud/Hq70AbtfaITQVxbKVmqTwWB+20zVNswSi6UNXifi/h8Eu6c/yasj2y11ydjbPNxtlgv025SRp7GpM+XM1xXzeXJ7X1SgJuGc6tzYok4NY2YuJvxBK40vy6s7frV/PO0/bj1xl9cOwdH7G+BuOYKymG8v1r75Deb+Z3/HJjPJ22BaOhvszlh9fMshunIXCvOepR3lYj/efg5H/ofEs3npkSWF9TSEgCbgqKbU+HJOC2N6YSUTgIxJVl9HFv2DjC8T6rCy6gtHu9Y8Hh8KpJbaa9vwXL/8rYdkG3RuvNjAtU0Km26pWzPHvQQmrflf/Ka7Nmg8P/H0Apd/Tg/DV/PjdiCWtDMgCYNLND6SMJOBRa0SMrCTh6xloibU4CVtvZ8e6KZcaxnY9tl+G2+r1Tozk9aTbdRx/2Ol9/PgRXYuNjCzUB55YXhRSP21XGly/2YfvEFbh3+r/7InlqH0z7btxcFEsPriSkNfVQ38lLAg5pGKNGWBJw1Ay1BNq8BHa2Iz5256TyRZRO68ovM/s2r7kW1p723l9kjPnccw/0nrTmTsC/f3UvBY/nY3/6Gf9uWipIzUnzyGjF9F3XcmcocUkCDoWWyDZEQBKwPBtCoKkIJNhes7rLz5tYsYjYTgpXSqACSE1luPn02HukYimqwPLZLh7qMQzXiQuJO+nh3QaVKjvgiCln7NtjaNBvhMfFpfwYird55btqzj8B/Y54/S1ThatrXR329NRZb8/cuPyXL6a+XTx9Q5y7sLNfM3Fn3kf82dU5t9QB3e2j2RKsb5KAgyUlcv4ISAKW50MINCWBONs6FL3S3X9h3CS1UyXV097OXfLAtY4lD2vM+ylY4cu8wjRI4/i56rtDYmaHlLh+dEyqlbj8hfjkpAdyir++7OzyldeR1FNz1Ivu6vIR8b+W8PNTFlYt7oz5wK9ImnBibVWKF4qu5ZJgEe5J4spmXi9wGcUt6jU3jk53z5+UW/721IvK3prm151wxxEsK5Fr+wQkAbf9MZYIW5JAbHEvTKYfAlRAKsdEN+yJW7LJ/dKY2NV1UVFzC5bx3Z4kLn/hp8ynP7s6fr7rjvXgjOP4j120O7rm0i3bJsWHR5jR2kXy5H9h6lj/LmUNA3aNZnUwmPckjmzybgd9hw87a+6cn3mzdxwN+mIKfxzBcBKZ6CAgCTg6xlmibEkC8TZjjfZ6/yb1C5QlXTKH3FsU3ONDdm0WmUdWfb4niatBPzQqdQFf2595+kjH1xew3wWavv+tfTXm6sFmtq1QxB6/gIQLMhtS9W3RtfTFqC4RoO1JHNnkGruV6xUx1ib31LsemTC8Kg5/LkRCHIEYyffRQ0AScPSMtUTaUgRSC9Moj/0NtP+zSEoNyCl9ZKfGtMG3a66uWWT91lwz4NRHGeX6/ejHS+Z+iCkOBv7kJM7rSui/lynWDDOjrIUk39bb89+GmlKMKryWJwMhbmwCzia7C5h/9aX/kemzJv/t6HKfEYe/FglxBOIj30cXAUnA0TXeEm1LEYizj0Hp+/2a03xLubVvNnlGSaHedWU1aspExt3XHAm4/RMkOyrUppLsTzu4/jycHre66THNXe2CdsCHfcwYS9AJQ7OIPfGRQOS2xVjovn0Uxf4EG5+A504BNauu7jJr2bo5OVP3qYrDn+1IiCMQRPk+ughIAo6u8ZZoW4yANhNvN16YpgcwOSq7bH4XULf7kFuTRea/miMBpz7KnIrVl2eVvvCwZ9ZrzH6NWXBV25Rr4sepJs87X+PdL6aGqzZ5+T2naDSTmiMBzyF3jYKj6up+8cYFn66z/+tYIw5/LVLiaLHHTwy1CgKSgFvFMImTrZJAXMnpKLU8gO/bxpW9cu7+7KiufOQtb+zuncSkrY2dOfqynfI46diT1hffuS5Gl7Sn70IX+w2reX1bsR3e72XBWQyJY87E0n1VsPgd2kyvXVdT0FCHxsTR0PLzjn228+C0+53FM9dZjDj8tUiII1iIIhc9BCQBR89YS6ThIJBgW4xmiF/TWs3JLp8/HLyqIVR20JA5kcy8xiSuhmy2e5QlpYvvGVz+/ljPjmdj57N3W3udic3PmIg5dBmJ1wxfr8EoMBFoJu9RoWHJrtGc07QJeG4mqLl1dT439tHS9fmXJxhx+GuREkc4Hj+xGdkEJAFH9viId62dQFxZOsq1HrzKIdWPyXFr2XNPt8N2Td2vFHwygczjmyoBpz7K6e7/dV9efM9X4I7hxM9dpBxeM/vd9Z3i4wFmMDlIvu0wzO02n6QhDkWgmXyN65oziq7jXV9D15g4spn7CahjvfX9fMgGFl76Lp44XH4uPDFHThyt/VEW/5uegCTgpmcqGoVAbQJx9tkoPdEflp76j5XXlL95gg8Z7caxX7/YSUHf0mTo8Hn38CLMqTv5ybbglXTnun9z4JVuDn+4ZuOV0W/ViWYK1yjiBuYSd86ti3eN5lzj85T5LFYEmMnXOF9QlMbBDKfei+NQE/BXFbM7mYj5y/tctTa5efiOWWx+41GMOPy1SIlD7oKWHwVfBCQBy3MhBJqdwLZk4q2bgA7+TN1X9sQOM6696svoG/vEjn8oFDd9/eC3W8BYx0+n5tkeXoIlGU5d7yTW69Xpn4sU31xuRiVtJ3n6IQ5zrD1952h+9yTgx0lXLgLN5Ktd1DB212jm1fU51AT8bUXuTRoe9NbzxcCPWXZEEUYc/lokxSEJOJSnN3pkJQFHz1hLpOEkEG+7CnjCnwvDHCsLB7h+bOdD5v0+sZmnhuJ+3R/81IdJQ5l/K777m2T39u70utfNQWNrZr/uclhxsIXyrZBwyXXE9l84u2g0k71tps73lODzO5P3ki/GRZeiG9jprSPUBPxNRd4HoE+p0lFmtXP/3Xfzv5zPMeLw1yIpDknAoTy90SMrCTh6xloiDSsBrYizf42i+naruu4c5N7CDRU+Z3Wuw2Onmc3Yg46gXgJewCPlH954Xdlrs0nsrjn5GxfK69XpxpkmNt5jwtz5O5ImHbMtEbr+Nbq2Qc/ZYScBZ/JeTj5SNJob9iwB5xovqKt/p94c8TKf6j4YcfhrkRaHJOCgH92oEpQEHFXDLcGGlUCCvT9af96QD8Y/xjvLn9EJurzev8sDLS+xt6nBrvVUev/gJz1KL1Npux+KZ2xQujyJf73mYp9/12y8Mma9xuzXmAUnjT8Zy4Frriq8jqd8+dluAVdp7X8m79VPuzSHllznWbr2tNBnwLnV6rZ12sojExdQfMdPGHH4a5EWhyTgsP7Li1jjkoAjdmjEsTZJIL7keVAXNxTbUMdKjnHVL3yUYvqJ7pb5QSPx/sFPnc9HpYvuP7Hik6vpMFDTf2ntvVFfX2rmr1cVMf0WYb3sym+LRtOnQUOV90dDwzP5On0/LhrNSU2RgJ/JepAN34zBiMNfi8Q4JAEH/ehGlaAk4Kgabgk27ASstk64+QXjaI+P1sP9B9dWvFnvG4Wbw2OnYqI8qBCqfvBTFzDUveXgV4rv/RJlUpy81uVZgq5qxo5nY+ezirV7jh2RsjVgZSOjgpKCoKfjSjO08Dpe25MZ8I9917Lo3M8x4kA3/LMVqXFIAg7qsY06IUnAUTfkEnDYCcTbjGsnfZXVw4RmZtnTxOGo52YXy/PsZVoTlPueH/x5xKXGsdE2750DnZuOp9tNbnrP8Tp2pPGc+TXO/safPZO4M+99vmg0I4IxkLqA59E0OJOvo+P3onJ6MIbyxixBuyxOHpp5D389+yJGHP5apMYhCTiYpyr6ZCQBR9+YS8RhJ6DjiLcbs+BOvly5yPEhR7k21vsq1fQDB1n8bqSu7mP84KfOZ5pj7X/usj/5HDHtYOBGp+f4UVX7/UkT391owpS2meRbj7A7LOXp9tEEdd7YOp9OMTQ8k/cR17Si0dzTmAS86ux3Wd41FiMOfy2S45AEHPZ/dBHpgCTgiBwWcarNE0iwD0frl3zF2cv9G1dVvFPvK4WLw2NvweRjdlxXeMgD7BfjjCsovmut1b3zAA57wE2Xq2tmv8Y9z8Z9z8a9z9YrR2I58rXbd41mZijcUxZwu9K+Z/I+9NgdkL7kZoxLNYJuKxPu4IEZ2eycvQYjDn8tkuOQBBz0kEeVoCTgqBpuCTaiCMTbjPeo/ev6ZMbNXWVPE4OznrtdLf8lzfRNwDCGPsCzZcsnXVq2bDrJh2hO+srldZgH1k828fM8k6fQQuKYM6uXiAMq9haYR1y7OH7RDczk6+pSsPDVmxkZio3plx7Fl0WnYsThr0V6HJKAQxn16JGVBBw9Yy2RRhqBxJIjcamvvc+5Vrl4qWMFR7qMI7e1WzvTWrpZnvYbycauMPmajhTP/B5dYeXYd13sdXzNxiujxq9R61c7NclTjjJKDg4vGs3LjcGTuoDhaHzO5H3pe+3m4K3UjaPBnqrl47g3B3r8GnwskoCDZxVNkpKAo2m0JdbIIxBvWwDUK8JwhOtnRjreq+evsfx8WOw0v8vQEybDug+ewPHlRXQ6T9Pv+drHjr44z8w/bytij32ShAtvrnVMqK5BnW/9BLRTZZRWHyWqK5M637Mjut5Mfk8TsHcc/gYumDiCGfhQ4uj2B+TcF4zW3TKSgINnFU2SkoCjabQl1sgjkFTcAad5E2iv7VFG6SSnZxnaWI6u27pZnqKd6TufsXzQH/JOOJqSuR9iioNTvneS4PXqdNsKxerBZlRcCckzemp3QmGtizK8ler8hP1BbfZ85tb7q56lf/oy2m4BR2qNz5l8XflgZ8DecfgbtGDiCHbQQ4nD0DlmIZz8RXDaJQEHxynapCQBR9uIS7yRRyDBPh6tc+o6doVjOYe66q9zppm+pqtlYb04ymNh9B3w18Of4frzcDKmuOk5vSaBaxd8eIQZYwk6/rwpxJ38wIKi0YxuCIjOTxgHavdVVFqPUz1K729INvVRFqDqz+Qbk4DrxuFvwIKJI5QBDzYOQ2dKCcyfDnEVgS1IAg7MKBolJAFH46hLzBFGQMcQbzeua6xV9L6fK5+LHR/U89VMuWcZ2tgV7d2ePQdeTB1B6XMLiOsIp65zYrbWSPz8gIn1k0yY2m8ieVqfYrSrXrEEb30637oKOM7zmVIrVbrtxIbAJT1JB7PDc090rZl8YxKwdxz+BirYOEIZ7GDjqNI5dDmM8F+UySMqCTiUUYgeWUnA0TPWEmkkE4iznY1imbeLxmUcxqUcxuUcdVt3y2OkmKqvWGZ7Glx3i5XCu35El7Snz1MuOl9U089RCCt6WDCOHyXeMISYnu+PLxxNzUXLdQzoXxI74tTGkaGyyq/iqbC0V7137WgIY7tHGa8V9Wby3vKBlqDrxuFvyIKJozFDHkwcVXrNLnjkDmhfq+ZTfauSgBszEm2/jyTgtj/GEmFrIRBvWw6c7u3u1RVvcbB792tY77aX6Qu6WF6o/ui+a+Cj3+6k/L0JtDtac/zHtWfH391k4vcnTFh6vUPi6PMLitI4mOF1ptBeBnS+1ahi9BBavYgyqhHpC4EbVIb9kQZxzicmFU/hhVoz+VASsHcc/oYt2DgaNfRBxOGtt/9amPy4f0uSgBs1Em2+kyTgNj/EEmCrIRBXlo5y/QSYq3zu7/qJCxwf1wth9zL0VIw7otenw9TLDvAcO8IVw4mrXaQcXjP7Lf5R8VE/M5gcJE/th2nvTWcUXce7/rjo/IT3QZ0C+gLABOoltF6hepSe5q9fyqOcrerM5INNwHXjaNCOOfg4Gjv2geKoq/eu+6FXQcPWJAE3diTadj9JwG17fCW61kYgrmQuSmVWuW3V5dxR/kxNQVyveNItj5Jo2UDmLbBh6Ys4vh/CASPdHLGg9s7pT083s2OVIu6UecSfd8ubRdcyyG/yXZeyF7HOfwAX8fZ2Htkya6HnD4MKyz7+lqEN0dQFLEfXnslX2WtoCdptolYc/vwLNo49HXp/cdTVfcBWyJ0Fpvqb1j2ikoD3dDTaZn9JwG1zXCWqVktgWzLx1t+AtKoQrq9YSnd3/Rsc25s+44dTF/FI3+OxzXvHs+Fq4AYnse1rgt/ymuKrEWZU0naSb+/twFrSa9fV+Jmrgc63GvX+HgPeUBn28wxtOt/6BnAuMEpl2J/0Owt+nHTlotZMPlACfutEquPwpzuUOPb0EUjxE4cv3dcugrNW+rYqCXhPR6Nt9pcE3DbHVaJqzQTibdcC1cV/j3Ot4zzHJ/UiMik7OXOms+XB1bi3Hswhd7npPqFmCuYuhw8Os1C6GRIuuomYY5+au+taJgRCo/OtbwFngRqpMmzP7k7AiSNB/xd4S2XYzw6kI2U+cxVUz+T9JeASK9xwm5ktD3zhicNfCyWOQD4G831Dcfjqm2SHh+8A4791myTgYGhHn4wk4Ogbc4k44gloRbz9B6CX4WqytjO93JMH67UnTv+dH1fe5blswzh2pGJqRPJnmdhwpwlz5+9Iyjp2W0ys7r59FMX+wtc/tU/GbDf29LpwWdurg7d75Bv6vCFd7Z8g2eGk1kzekPW1BP34BcZUezSlr8z1OzKhxNFUQ9xQHA3pP/sjuPoVScBNxb+t65EE3NZHWOJrnQTiS08E90dVzt9c8X90cf9dL5ZP4jJ4XZ3CUYtcdBxSs/GqfCu839uCyw5J40/G3HXNtUXXepaV/TZdkHgZWj/ja6ar861vA2d6z4z9KUudT62ZvK8EvLkjjBvbjqK716ErXzc3pDOUOALFGcr3vuJoqL/xDth4F2y8E/ZuMgMOhXj0yEoCjp6xlkhbG4E42yIUxi5kTnZ+x2CnceVy7VasrDwwcISn4IJ3++YKM3++pIjp8yrWKy77tuha+qJ8HCiuo0/nW/8POAe4WmXYaxUf1gXWa9AYd1dXvxv2n81R7Rbwg66cyftKwLeOha++zaFi5XV+VYUaR5MOta4fhz/9xm5oY1e0JOAmHYU2qUwScJscVgmqTRCILz0Q3BuBuDRdwrTy5+uFpc2K5d9fRtwh1SeXKFyjWHWiGSzlpEzvxcRXtj573DdsCcTEkoLl+E+sY4xjR6vPKHuwdIu76hIOT9eETqb4/u/G34zGteo4+zznLh/1EusY+fBf7H//SC6u+th7CfqLw+GeIQdTfN8X4K7xv56fIcYRKM7GfF83jkA6blkAR39fIyUz4EDEovN7ScDROe4SdWshEG+7E7jNcDez4jU6u7fX8vzPm3qR/8CAWp993N/Mru8UcWfNonvfuzjaeJscROt/uJnrL4zjx+4dw/oAABK0SURBVJ9d3PdEuc8eU66O5+BuJh5+sZwvvq89627IxJrD4M99dn9blYBdZrh+Ovy28B2cm473612ocQQRaqNEvOMIpMC4Gcu4Icu4KctokoADEYvO7yUBR+e4S9SthoC2Em83jg11Os35DWc511R77kyL4/NNwzD+W9U2/9fE2tEmVMpWz+zXmAUH2545NI5z9zEzcWMFj/3h9Nlt9P4W7usRy+v/uLjyh+B1VymrSsCPDYfF7QZjf9x/KeHGxBFsvM0t9++P4ZrKKsuSgJubduvULwm4dY6beB1NBBJKLkGr5zroIiaX1ySs/AeP4c8bD6khYXdD+vewzUlM77cw7bshaEqxMW6envMhMRY310w9kcJdsT77tkup4PFZH1PhMHFZ1sk4naagbRiCN3y4mF/2h6ysGHbN/B73Tq9aiT40WS+7kph+i0KyESnCSkP2bDBqB0sCjpRRiSw/JAFH1niIN0LAJ4Fe8e/r9fRnYvki9tWFlPTdmy/XnAOmmn/C7T7aSvIX2xpF8Mj9VnFt/zv5eUcvsj/K86tj4klj6bbXjzz6+Qy+23JsSPaG3Xo8WZPgx59vpOy12X77mruuJinz1JD0R5pw980wZ7Yk4Egbl0jxRxJwpIyE+CEE/BCYH3u4Hm36jLOcX3Ka82s+/fsSruVWEtw2tlv222N2R9vf5YCKfL5POI78uCP86utR/g2Hln7G77E9+dI6MCTb7TpnM+x+KJr5I+4dBzbcV2mSJh7rOcPcmptxLOmVsZKAW/MYNqfvkoCbk67oFgJNRGBFLPqso56hw1enkOl4jY9cV7KkoFMTaW85Ne/3tvOfmZ0pnm5s7m64xQ74LwkXX99yjjWjJeO9tyxBNyPgVqxaEnArHjxxPXoIvBeLa+i0dFPRrLXMKnuSL38fykXWPM4pfJxYXUaRuT0fpAxlp7lyu3EIaIyZ72m7XuR/lk4sbmdcAx24nVv4GHs5t/JuysX8Edtg9cF6irp0msqwu1PYOa3+3dZVwiquhOTbDkMlG/UgWnezuOClcbhPq6ipcNW6IxLvm5KAJOCmpCm6hEAzEXg/loKpmXT/8u0lDFi/D/9xfMr6F04mJXEnY/fOous+P+FwxfJ/n1/JqnV+ix3V8/CSk+/nXz1WsGzNSN79xnPvR8B2Rt+XOPuo5/j8p9N58eObA8pXCQx8eiT3XLWFb9bPoPzdiT77JZw/kdiTHg5aZyQL9toEd+ex6dSKhmskR7L/4lvzEpAE3Lx8RbsQaBIC78dw1ba9eOKG6bDz7nUcsM3KSa61GHdbbY1JY8S4x7n0qtcwmTRf/NSOOS91p6TUEtC2If/K9K9IiHNxdfYR/Lk9PmAfQ+DAfUqZP/47iu0WLrqrL2534J+SpAQn4zp8z5/PF2LEUfxaHhWrrqllL6bPK1ivuDwoHyJdyJj9Pjod9i5k1KkO/FaQivRYxL/mIRD4X03z2BWtQkAIhEhgRSyLCw5gyJ3XWtn+8VQca43qgBBz5OueSzeO6VDO04fG0TFWsbVCc826Clbu9H9Zxil7mXn9yDh+srkZsLrWxVcBvftyQALpVsU535TzcQA7J6SZeax3rMe3NTeU883PLmbeCIU7+uBYc7FnQ5bl4PeJ6b8QFVMa0HakCyTb4PaHoPtmlgys8FztKU0I1CMgCVgeCiHQigisiOERFFd/fBSW1UdAWSx0+QtSSnYHYbUqRo6MpXdvM1rDe+85WLbMgbuBQvEXXRTLscdaePttB2++6QiJxODBMZxxRgyrVjlZtKjCZ1+TCQYNiuG002JQCtatc7FwYQUZX2u6/gUr+4GvOEJyJAKEi5Lh906QUA7/+g5O/BInmscHOmgbO8kigHFbdEEScFscVYmpzRN4L5ZbFBwNmLXiHw21thX3vjP22I7nWgYrM5bybfqPHyaUL9z5tdsoM1jdlAl1ypqE6aY4ZV07riJ323vOgPdFe/ff50xL58NzYse6SnXxh/1L79Lu2sUe0vqa0g7NiRsZ10Htr504t/yfc8n66RWfeeswaS7QsL/xmYI/3IrKu6Na1xAq6KE0xg44l4Y1p1Uwq3VFIN6Gg4Ak4HBQF5tCoAUI6Pyk3mjXqyjVEygBPUpllFZfK6Xz408C04fAbyrD3rUxLul8669AF0zuE1T3slVVOnR+wnBQRjWlJLTegDIPVRkl6xpjQ/oIgbZKQBJwWx1ZiUsIAPoX4nFaHwRGVQL5L4n269V+2PVG6zwUN4O+T2WUTmkMMJ2fkA1qAqg8lWHL1OtIIjbhEVCXVup7DIt9jOpGaC+YG+OM9BECrYyAJOBWNmDirhBoDAFdYP0PmoWeGSlsQnEhmqVAR9y6v+pZ+kWj9OYnHAPqU2ArisHAK2iM2XQRiitUuv2NxuiVPkIgGghIAo6GUZYYhYAxG/4xvisW0ytAP/DU8jXOKW1VGfZGX6mlNYoCq3GrRkcvnZ+j9HCVXrpZwAsBIdAwAUnA8nQIgSgioD/Awv4JM0FVLTn/gVkdpQ6y/d0YDHq9tRMxGLNnYyOVBmaRbr9dKYIrFtwYo9JHCLQRApKA28hAShhCIBQCOt+6Fdi3ss92UCNUhm15SDo2WgehPMvaaZX9/lYZdmMmLE0ICIEgCEgCDgKSiAiBtkRAF1j7ofkSxU40a4AzPPEpNQ9tm6QyKPcXr84nDqzZwE2VcstRHI0mDbc6UvW0rW1LvCQWIdBcBCQBNxdZ0SsEIpSAzrfeA9yC4lGVbr9e5yeMB2WcW40F1uEyD1UHF2/w5b7+KbknZterQG+gAvRklVGap/OtjwFXo5ip0u23R2jo4pYQiCgCkoAjajjEGSHQ/ASqz+5qdYbqYXvXsKg3JB6BSRuJtTtgR5Gp0u0LvL3RG63XoZgLJHh2UrvV0KrZri5IPAut3wJ+VBn2Xs0fhVgQAq2fgCTg1j+GEoEQCJqA3pR4GG79Hehi0kvTvDdL6b+wYkt8CvTwSoVvYIq7AovbhMOxEM3uMkuaZ0iy32CcJa4yrDVmChJ2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